!<arch>
/SYM64/         839947691   0     0     0       12144     `
           Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     Ѭ     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     2     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &d     &dMAIN__ _main_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ param0_ run_ grid_ coords_ winds_ shapi_ vert_ strech_ errors_ gridk_ baro_input_ main_ new_io_ errors_ __dso_displacement __elf_header __program_header_table _ftext ftext __start _mcount MAIN__ _main_ mod_sink_ do_island_ do_island_int2_ copya2b_ btpgf_old_ baro_bcset_ tria_run_ inp_sect_ inp_dbl_ inp_sarr_ inp_any_ inp_inxt_ inp_fnxt_ add_mean_old_ out_mean_old_ tios_close_ hflx_s94b_ copen_ creade_ cwrite_ cclose_ cseek_ canseek_ cflush_ uniqnam sdens12_ sdens14_ sdens17_ pdens14_ sdens012_ sdens014_ sdens017_ pdens014_ opnda_ lenda_ mfloat_read_ mint_read_ nfloat_read_ nint_read_ killsp_ odb_opcdf_ odb_close_ odb_dfdm_ odb_dfvar1_ odb_dfvar2_ odb_dfvar4_ odb_dfvar_ odb_wrvar_ odb_wr1v2_ odb_wr1v3_ odb_wr1v4_ odb_wr2v4_ odb_wr3v4_ odb_rd1v2_ odb_rd1v4_ odb_rd2v4_ odb_rd3v4_ odb_getvdim_ odb_getcattr_ odb_setiaattr_ odb_setrattr_ odb_setraattr_ odb_setdattr_ odb_getdattr_ odb_getiaattr_ odb_wrdesc_ odb_setfmt_ odb_setxyt_ odb_set2xyt_ odb_set3xyt_ odb_setxyte_ odb_set2xyte_ odb_setxyz_ odb_set2xyz_ odb_set3xyz_ odb_wrxy_ odb_wrxz_ odb_wryz_ odb_wrxye_ odb_wr2xye_ odb_rdxy_ odb_rdxz_ odb_rdyz_ ncgopt_ nccre_ nctlen_ ncinq_ ncabor_ ncdren_ ncvp1c_ ncvptc_ ncvptg_ ncvpgc_ ncvgt1_ ncvg1c_ ncvgtc_ ncvgtg_ ncvggc_ ncvren_ ncacpy_ ncanam_ ncaren_ ncadel_ ncsfil_ ncvarputs ncvargets ncnobuf ncvarcpy ncrecinq ncrecput ncrecget _etext etext _fdata fdata ncfils_ _fbss edata _edata fbss __rld_obj_head mod_grid3_ files_ wnfils_ gmap_curr addr_curr ingr_file end _end baro_init_ baro_solv_ mod_open_ mod_init_ extend_ do_island_int_ mod_mat_ assem_ do_elem_ add_dt_ do_xi_eta_ coef_matr_ mod_rhs_ mod_lu_ mod_sol_ mod_gra_ init_pack_ to_y12m_ do_adj1_ add_to_graph_ baro_rinit_ do_winds_ depth_init_ clim_init_ h_init_ temp_init_ salt_init_ tau_init_ tau_lin_ hflx_init_ evpr_init_ qforc_ epforc_ hbcset_ tbcset_ it_catch_ data_on_model_grid_ grids_equiv_ read_zt_ nearest_ blin_coef_ bracket_ clim_updt_ psi_updt_ clim_relax_ psi_relax_ afill_ read_linz_ zlin_blin_ blin_intr_ blin_indx_ zlin_intrp_ t_limit_ idig_ mlen_ inout_ ddiv_ wtop_ dwcal_ vertu_ vertt_ vertts_ verttr_ enso2date_ date2enso_ dayofyear_ enso2res_ knergy_ pnergy_ vel_updat_ dhoriz_ thoriz_ zero_em_ decap_ capfrm_ tdecap_ fixed_dep_ capt_ tupdat_ zerodt_ bcset_ non_stable_ h_updat_ btpgf_ new_topo_ data_init_ dfdxk_ dfdyk_ dfdx1_ dfdy1_ baro_dept_ baro_shap_ baro_sum_ baro_scale_ baro_tau_ baro_comp_ baro_rhs_ curl_of_psi_ baro_updat_ baro_div_ dens_unesco_ sdens_pnt_ pdens_pnt_ dens_init_ situ_dens_ potn_dens_ dconv_ tconv_ dconv_cl_ tconv_cl_ drich_mix_ trich_mix_ visc_diff_ tria_init_ tria_tem_ dens_eos_ theta_eos_ sbulk_ atg_ comp_bncy_ cvmix_ tke0_ ktmix_ impmix_ jpmix_ tridiag_ init_rstrt_ read_rstrt_ keep_rstrt_ close_rstrt_ dump_rstrt_ segm_from_iox_ model_input_ read_mask_ mem_alloc_ mem_free_ mem_realloc_ mem_get_ model_memory_ datagrid_memory_ prtstop1 inp_file_ inp_trace_ inp_vrnt_ inp_int_ inp_flt_ inp_str_ inp_iarr_ inp_rarr_ inp_days_ inp_date_ inp_def_ inp_wnxt_ aarea_ scaset_ stretch_ d2psi_ dpsi_ psi_ wspace_ perror1_ bndrys_ bndxy_ bound_ gridxy_ sorti_ newcorn_ make_iox_ maskk_ reset_mask_ set_pbck_ set_bpxk_ make_lok_ set_pbc_ set_bpx_ init_data_out_ data_out_ h_to_z_ dept_to_foh_ comp_rich_ out_mean_ out_mosf_ comp_mosf_ zonal_int_ add_mean_ comp_q_ idvar_tios_ loc_wr loc_rd tios_init_ tios_map_ tios_grid_ tios_var_ tios_idvar_ tios_read_ tios_cntrl_ sio_putvar tios_putvar_ tios_putidvar_ tios_save_ hflx_s89_ hflx_s94_ init_pbl_ htflux_pbl_ adv2deq1_ advdifq1dx_ advdifq1d_ tridagqa_ shap_indx_ shap_vec_ shap_scl_ shap_2d_ shap_1do_ shap_1dper_ shap_1dco_ shap_1dp0_ shap_3d_ shap_1dcn_ cread_ cstop_ sizef reverse itoa_ ipast_scpu_ ipast_swll_ cpulog_ icpu_time_ pdens12_ pdens17_ pdens012_ pdens017_ pdens1_ pdens4_ opda_ clda_ flda_ wrda_ rdda_ iwrda_ irdda_ y12mfe_ y12mbe_ y12mce_ y12mde_ odb_open_ odb_dfend_ odb_dfsta_ odb_dfgr_ odb_dftm_ odb_dfvar3_ odb_wrgr_ odb_wrtm_ odb_wrxv_ odb_wr2v3_ odb_rddm_ odb_rdgr_ odb_rdvar_ odb_rdxv_ odb_rd1v3_ odb_rd2v3_ idv_by_name_ odb_setcattr_ odb_setiattr_ odb_getrattr_ odb_getraattr_ odb_getiattr_ loc_len_ odb_setnxyt_ odb_setnxyte_ odb_setnxyz_ odb_ifvar_ odb_ifatt_ odb_creat_ ncpopt_ ncopn_ ncddef_ ncdid_ ncvdef_ ncvid_ ncclos_ ncredf_ ncendf_ ncsnc_ ncdinq_ ncvinq_ ncvpt1_ ncvpt_ ncvgt_ ncapt_ ncaptc_ ncainq_ ncagt_ ncagtc_ ncvarputg ncvargetg NC_free_cdf NC_new_cdf NC_dup_cdf ncinquire xdr_cdf NC_xlen_cdf xdr_numrecs xdr_NC_fill NC_check_id NC_indefine nccreate ncopen ncsync ncabort ncredef NC_dcpy ncendef ncclose ncsetfill NC_xtypelen NC_typelen nctypelen NC_arrayfill NC_new_array NC_re_array NC_free_array NC_xlen_array NC_incr_array NC_copy_arrayvals xdr_NC_array NC_new_dim NC_free_dim ncdimdef ncdimid ncdiminq ncdimrename xdr_NC_dim NC_xlen_dim NC_new_var NC_free_var ncvardef NC_computeshapes ncvarid NC_hlookupvar ncvarinq ncvarrename xdr_NC_var NC_xlen_var NCcoordck xdr_NCvshort ncvarput1 ncvarget1 NCvcmaxcontig NCvario ncvarput ncvarget NC_new_iarray NC_free_iarray xdr_NC_iarray NC_xlen_iarray NC_new_attr NC_free_attr NCcktype NC_findattr ncattput ncattname ncattinq ncattrename ncattcopy ncattdel ncattget xdr_NC_attr NC_xlen_attr NC_new_string NC_free_string NC_re_string xdr_NC_string NC_xlen_string NCxdrfile_sync NCxdrfile_create nc_serror NCadvise xdr_shorts __istart new_io_ errors_ ncerr ncopts cdf_routine_name __Argv __Argc para_ new_logic_ new_param_ new_dims_ new_files_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ param0_ run_ grid_ coords_ winds_ shapi_ vert_ strech_ gridk_ baro_input_ main_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ band_local_ matr_local_ pbl_data_ pbl_param_ tria_loc_ new_save_ new_filt_ all_loc_ tios_id_ mean_comm_ var_curr grid_curr str_curr rang_curr map_curr indx_file data_file tios_file tios shap_c25_ odb_loc1_ odb_loc2_ __dso_displacement __elf_header __program_header_table ftext _ftext __start _mcount MAIN__ _main_ inp_trace_ inp_vrnt_ inp_sect_ inp_flt_ inp_dbl_ inp_str_ inp_iarr_ inp_rarr_ inp_sarr_ inp_any_ inp_days_ inp_date_ inp_inxt_ inp_fnxt_ etext _etext fdata _fdata edata _edata fbss _fbss __rld_obj_head end _end f77vfmt_com_ read_mask_ write_mask_ write_mask__ inout_ mlen_ prtstop1 inp_file_ inp_int_ inp_def_ inp_wnxt_ __istart __Argv __Argc files_                     Makefile/       839272705   1572  1572  100444  3513      `
########################################
# Makefile for an ocean model          #
# for use with pmake on SGI computers  #
#           Senya Basin, 1992-96.      #
########################################
COMPUTER = SGI

MPS    = 4
MIPS   = -mips$(MPS)
DBX    = 
GLOBAL = 
ORDER  = 
GIDON  = 
#ISLAND = -DICELAND 
#ISLAND = -DICELAND -DANTILLES
#ISLAND = -DAUSTRALIA
ISLAND = 
MODEL  = loam$(MPS)$(GLOBAL)$(ORDER)

F77   = f77

default: $(MODEL)

#if ($(MIPS) == "-mips4")
  OPTF   = -O2 
  OPTF1  = -O3 -WK,-r=3
  FFLAGS = 
  LCDF   = -lnetcdf
#else
  OPTF   = -O2
  OPTF1  = -O2
  FFLAGS = -static  
  LCDF   = -L/usr/lib -lnetcdf -ldf
#endif

OPTC  = -O2
#if ($(DBX) == "-g") 
MODEL = new_debug
OPTF  =
OPTF1 =
OPTC  =
#endif

FFLAGS += $(DBX) $(OPTF) -col120 $(MIPS)
CFLAGS  = $(DBX) $(OPTC) -cckr   $(MIPS)
LDOPT   = $(MIPS) 

#if ($(GLOBAL) =="gl")
ANTAR = -DANTARCTICA
#else
ANTAR = 
#endif

#if ($(ORDER) =="low")
ORD = 
#else
ORD = -Dfourth_order
#endif

ARCH    = libdyn$(MPS)$(GLOBAL)$(ORDER).a
LIBS    = -lsenq -ly12m -lodb $(LCDF)

.PATH:	NEW

OBJ0    = dyn_main.o
OBJF1   = dyn_glob.o dyn_subs.o \
          dyn_filt.o dyn_dens.o dyn_baro.o \
          dyn_hflx.o 
OBJF2   = dyn_tios.o dyn_mem.o dyn_xir.o dyn_io.o dyn_topo.o dyn_forc.o \
          dyn_new.o
OBJM    = senq_dens.o barotropic.o
OBJC    = pgentc.o sio.o call.o dyn_c.o

help:
	@echo '.  Use "pmake" in order to compile:\n'
	@echo '.	NOT-Global/mips4 version - is a default\n'
	@echo '.	use "pmake mips2"    - for MIPS2 version'
	@echo '.	use "pmake [mips4]"  - for MIPS4 version'
	@echo '.	use "pmake global"   - for GLOBAL version (mips4)'
	@echo '.	use "pmake global"   - for GLOBAL version (mips4)'
	@echo '.	use "pmake GLOBAL=gl MPS=2" -for GLOBAL version (mips2)'
	@echo '.	Senya, 1995-1996.'

barotropic.o:	barotropic.f barotropic.h
	f77 -c $(FFLAGS) $(ISLAND) $(ANTAR) $<

rw_mask:	mask.f dyn_c.c
	f77 -g mask.f dyn_c.c 


$(OBJF1):	$(@:.o=.f)
	$(F77) -c $(DBX) $(OPTF1) -col120 $(MIPS) $<

dyn_io.o:	$(@:.o=.f)
	$(F77) -c $(DBX) -col120 $(MIPS) $<

dyn_topo.o:	$(@:.o=.f)
	$(F77) -c $(DBX) $(OPTF1) -col120 $(MIPS) $(ORD) $<

dyn_forc.o:	$(@:.o=.f)
	$(F77) -c $(DBX) $(OPTF1) -col120 $(MIPS) $(GIDON) $<

dyn_new.o:	$(@:.o=.f)
#	$(F77) -c $(DBX) $(OPTF1) -col120 $(MIPS) -Ddump_all $<
	$(F77) -c $(DBX) $(OPTF1) -col120 $(MIPS) $<

dyn_mem.o:	$(@:.o=.f)
#	$(F77) -c $(DBX) -col120 $(MIPS) -Ddump_all $<
	$(F77) -c $(DBX) -col120 $(MIPS) $<

dyn_tios.o:	$(@:.o=.f)
#	$(F77) -c $(DBX) -col120 $(MIPS) -Ddump_all $<
	$(F77) -c $(DBX) -col120 $(MIPS) $<

senq_dens.o:	senq_dens.f
	f77 -c $(FFLAGS) -DSIGMA $<

$(ARCH) : 	$(ARCH)($(OBJF1) $(OBJF2) $(OBJM) $(OBJC))
	ar cru $@ $(.OODATE)
	/bin/rm -f $(.OODATE)

$(MODEL):	$(OBJ0) $(ARCH)
	...
	f77 $(LDOPT) -o $@ $> $(LIBS) 

mips2:
	@if [ -f $(OBJ0) ] && [ `file $(OBJ0) | cut -d" " -f4` != "mips-2" ] ;\
	then /bin/rm $(OBJ0) ; fi
	pmake MPS=2

mips4:
	@if [ -f $(OBJ0) ] && [ `file $(OBJ0) | cut -d" " -f4` != "mips-4" ] ;\
	then /bin/rm $(OBJ0) ; fi
	pmake MPS=4

global:
	@if [ -f $(OBJ0) ] && [ `file $(OBJ0) | cut -d" " -f4` != "mips-4" ] ;\
	then /bin/rm $(OBJ0) ; fi	
	pmake GLOBAL=gl MPS=4

debug:
	@if [ -f $(OBJ0) ]; then /bin/rm $(OBJ0) ; fi	
	pmake DBX=-g MODEL=new_debug MPS=2 ARCH=libdyndebug.a

low_order:
	@if [ -f $(OBJ0) ] && [ `file $(OBJ0) | cut -d" " -f4` != "mips-4" ] ;\
	then /bin/rm $(OBJ0) ; fi	
	pmake ORDER=low MPS=4

$(OBJ0) $(OBJF1) $(OBJF2):	comm_para.h comm_new.h comm_data.h comm_pbl.h
#............................................end of Makefile

bak/            838055104   1572  1572  40555   512       `
u|u                                                                                                                                                                                                                      VMakefile  dyn_xir.old dyn_topo.old  pdyn_tios.old  Xdyn_new.old dyn_mem.old dyn_main.old  
dyn_io.old  dyn_forc.old  dyn_filt.old  comm_parah.old  comm_newh.old comm_datah.old  bartropic_h.old bartropic.old ..  .barotropic.f/   839881589   1572  1572  100444  47218     `
c 2/24/93  changed call to baro_solv, added iox
c 2/25/93  changed call to baro_solv, added psi
c 2/25/93  changed call to baro_init, added ibar_key
c 3/03/93  got rid of the deph_hx and deph_hy arrays
c 3/08/93  changed call to baro_init, added periodic/non-periodic switch
c 3/10/93  major revision:
c           baro_solv
c                (input)  values of forcing at water and boundary points
c                (output) values of stream function at water and boundry pnts
c           baro_init
c                 (input) number and list of water+boundary points
c                 (input) number and list of boundary points
c                  mask set according to the above list, NOT by using the
c                           depth values
c 3/24/93  changed call to baro_init, including Rayleigh friction and glubina
c          deleted the 'key' parameter, now controlled from mod.in
c 5/18/93  allocation for bound_rhs moved to baro_init 
c 5/20/93  changed call to baro_solv, including Rayleigh friction
c 6/04/93  changed call to baro_init, including nbaro
c                  added subroutine baro_rinit
c 6/29/93  variable depth version
c 7/12/93  fixed to stabilize third order scheme
c 5/12/94  new variable topography
c 3/27/95  fixed 2 memory allocation bugs in "baro_init" & "baro_rinit"
c 7/12/95  added geometric term to time dependent operator, see "mod_rhs"
c                   and "add_dt"
c 7/14/95  all input parameters from "mod.in" and ".y12m" put in common 
c             blocks, for future setting from model_input subroutine
c 7/17/95  rewrote so that differencing is on a uniform grid of unit meshsize
c             with the analytic coordinate transformation factors appearing 
c             in the metric terms emx, emy and emxy, as in main code
c 7/19/95  grid stretching implemented
c             first order derivatives :the stretch factors appear in emx, emy
c             second order derivatives:new terms were added in add_dt,
c             mod_rhs and do_xi_eta
c 12/19/95 grid stretching invoked; baro-parameters are now read and set 
c             in model_input; changed: calls to baro_init, baro_rinit & 
c             baro_solv; debug output has been cleaned /Senya/
c 5/14/96  coriolis function in generalized coordinates from 
c             common/data_geom instead of computed separately here
c 6/19/96  fixed a bug in periodic use of coriolis function 
c 6/19/96  created this stripped down version with reduced memory 
c              (second order, five point stencil only)
c 6/26/96  fixed the sunken island which was spoiled when we imported 
c              the geometric terms 
c--------------------------------------------------------------------------

      subroutine baro_init (i_p, eps, nxp, nyp, nxyc, iox, nbx, lxx,
     *         nby,lyx, alon, blon, alat, blat, x, y, db, glub, mgrid)
c----------------------
c     compute the coefficients of the discrete barotropic equations and
c     then perform an approximate lu decomposition

c        ip  = (input) 0: non-periodic in x, 1: periodic in x
c       eps  = (input) effective friction induced by time step
c       nxp  = (input) number of x-coordinate values
c       nyp  = (input) number of y-coordinate values
c       nxyc = (input) number of compressed (water+boundary) points
c       iox  = (input) compressed -> uncompressed
c       nbx  = (input) number of boundary points
c       lxx  = (input) boundary list position -> compressed position
c       alon = (input) minimum longitude
c       blon = (input) maximum longitude
c       alat = (input) minimum latitude 
c       blat = (input) maximum latitude 
c       x    = (input) x coordinate values in degrees
c       y    = (input) y coordinate values in degrees
c       db   = (input) depth values 
c       glub = (input) total depth of ocean
c---------------------------------------------------------------------------
      dimension f(1), emx(1), emy(1), emxy(1), emx2(1), emy2(1), area(1)
      dimension sponge(1), relax(1)
      pointer (p_f, f), (p_emx, emx), (p_emy, emy), (p_emxy, emxy),
     *        (p_emx2, emx2), (p_emy2, emy2), (p_area, area)
     *       , (p_relax, relax), (p_sponge, sponge)
      common/data_geom/ p_f,p_emx,p_emy,p_emxy,p_emx2,p_emy2, p_area
     *       ,p_relax,p_sponge
c---------------------------------------------------------------------------
#include "barotropic.h"
      
      integer iox(1), lxx(1), lyx(1)
      real    db(1), x(1), y(1)
      integer itmp(1)
      pointer (pitmp, itmp)

      if_per    = i_p
      GLUBINA   = glub
      mod_cosys = mgrid

      X_MIN = alon
      X_MAX = blon
      Y_MIN = alat
      Y_MAX = blat
      hx_s = (X_MAX - X_MIN)/(nxp-1)
      hy_s = (Y_MAX - Y_MIN)/(nyp-1)

      NX = nxp + 2*if_per
      do i = 1 , nxp
         xx(i+if_per) = x(i)
      enddo 
      NY = nyp
      do j = 1 , nyp
         yy(j) = y(j)
      enddo 

c  add border of land/periodic points
      if (if_per.eq.1) then
         iper   = NX - 2
         xx(1)  = X_MIN - hx_s
         xx(NX) = X_MAX + hx_s
      endif

      NXY = NX * NY

      call mem_alloc (pdeph,   NXY, 2, 'baro deph')
      call mem_alloc (pfcor,   NXY, 2, 'baro fcor')
      call mem_alloc (pbemx,   NXY, 2, 'baro emx')
      call mem_alloc (pbemy,   NXY, 2, 'baro emy')
      call mem_alloc (pbemxy,  NXY, 2, 'baro emxy')
      call mem_alloc (pbemxx,  NXY, 2, 'baro emxx')
      call mem_alloc (pbemyy,  NXY, 2, 'baro emyy')
      call mem_alloc (pmask,   NXY, 0, 'baro mask')
      call mem_alloc (pbound_rhs, NXY, 2, 'baro bound rhs')

      do i = 1, NXY
         mask(i) = BC_L
      enddo


      do i = 1, nxyc
         ixy = iox(i)
         ix = mod(ixy-1,nxp)+1
         iy = (ixy-ix)/nxp + 1
         i_xy = (iy - 1)*NX + ix + if_per
         deph(i_xy) = db(i)
         fcor(i_xy)  = f(i)
         bemx(i_xy)  = emx(i)
         bemy(i_xy)  = emy(i)
         bemxy(i_xy) = emxy(i)
         bemxx(i_xy) = emx2(i)
         bemyy(i_xy) = emy2(i)
         mask(i_xy) = BC_W
      enddo

      if (ibar_key .ne. 0) 
     *     open (unit = IUNIT_OUT, file = f_bar(1:n_bar))

      if (ibar_key .eq. 3) then 
         write(IUNIT_OUT, *) 'X-boundary points: i, ix,iy, lxx(i)'
      endif

      do i = 1, nbx
         ixy = iox(lxx(i))
         ix  = mod(ixy-1,nxp)+1
         iy  = (ixy-ix)/nxp + 1
         i_xy = (iy - 1)*NX + ix + if_per
         if (ibar_key .eq. 3) write(IUNIT_OUT,*) i, ix, iy, lxx(i)
         if ( (ix.gt.1.and.ix.lt.nxp) .or. if_per.eq.0) mask(i_xy) = BC_L
      enddo
         
      if (ibar_key .eq. 3) then          
         write(IUNIT_OUT,*)'interior points + X-boundary points 1/2:'
         do iy =  NY, 1, -1
            write(IUNIT_OUT,'(200a1)') (mask(ix+(iy-1)*NX), ix=1,NX/2)
         enddo
         write(IUNIT_OUT,*)'interior points + X-boundary points 2/2:'
         do iy =  NY, 1, -1
            write(IUNIT_OUT,'(200a1)') (mask(ix+(iy-1)*NX), ix=NX/2,NX)
         enddo
      
         write(IUNIT_OUT,*) 'Y-boundary points: i, ix, iy, lyx(i)'
      endif

      do i = 1, nby
         ixy = iox(lyx(i))
         ix = mod(ixy-1,nxp)+1
         iy = (ixy-ix)/nxp + 1
         i_xy = (iy - 1)*NX + ix + if_per
         if (ibar_key .eq. 3) write(IUNIT_OUT,*) i, ix, iy, lyx(i)
         mask(i_xy) = BC_L
      enddo

      call mod_open (eps)

      call mod_init
      call mod_gra(0)

      if ( ibar_key .eq. 3 ) then
         call mem_alloc (pitmp, NXY, 1, 'BARO iox:')
         do i = 1, nxyc
            ixy = iox(i)
            itmp(ixy) = i
         enddo
         do iy =  NY, 1, -1
            write(IUNIT_OUT, '(200i3)') (mod(itmp(ix+(iy-1)*NX),1000), ix=1,NX)
         enddo
         call mem_free (pitmp, NXY, 1)
      endif

      call mem_alloc (prelx_p, NPACK, 2, 'baro relx_p')
      call mem_alloc (prelx_m, NPACK, 2, 'baro relx_m')
      call mem_alloc (prely_p, NPACK, 2, 'baro rely_p')
      call mem_alloc (prely_m, NPACK, 2, 'baro rely_m')

      do i = 1, NPACK
         i_xy = list(i)
         ix = mod (i_xy -1 ,NX) + 1
         iy = (i_xy - ix)/NX + 1
         
         relx_p(i) = 1.
         relx_m(i) = 1.
         rely_p(i) = 1.
         rely_m(i) = 1.
         dep = deph(i_xy)
         if (deph(i_xy+1).ge.BAR_DSINK) relx_p(i) = dep/deph(i_xy+1)
         if (mask(i_xy+1).eq.BC_P) relx_p(i) = dep/deph(i_xy+1-iper)
         if (deph(i_xy-1).ge.BAR_DSINK) relx_m(i) = dep/deph(i_xy-1)
         if (mask(i_xy-1).eq.BC_P) relx_m(i) = dep/deph(i_xy-1+iper)
         if (deph(i_xy+NX).ge.BAR_DSINK) rely_p(i) = dep/deph(i_xy+NX)
         if (deph(i_xy-NX).ge.BAR_DSINK) rely_m(i) = dep/deph(i_xy-NX)
      enddo
 
      call mem_alloc(psol,    NXY,   2, 'baro sol')
      call mem_alloc(prhs_bc, NPACK, 2, 'baro rhs_bc')

#ifdef ISLAND
      call mem_alloc(prhs_bc0, NPACK, 2, 'baro rhs_bc0')
#endif

#ifdef ISLAND1
      call mem_alloc(prhs_bc1, NPACK, 2, 'baro rhs_bc1')
#endif

      call mod_mat

      call mod_lu(0)

      call mem_free (piro, NN12, 1)

      if (ibar_key .ne. 0) call flush(IUNIT_OUT)
      
      return
      end

      subroutine baro_solv (nxp, nyp, nxyc, iox, tb, txb, tyb, psi)
c----------------------
c     compute the barotropic transports, ub, vb, given the depth and
c       the average forcing on a uniform grid, using the lu decomposition
c       from baro_init

c       nxp  = (input) number of x-coordinate values
c       nyp  = (input) number of y-coordinate values
c       nxyc = (input) number of compressed (water) points
c       iox  = (input) compressed -> uncompressed
c       txb  = (input) barotropic forcing, x-direction
c       tyb  = (input) barotropic forcing, y-direction
c       tb   = (input) curl of the barotropic forcing
c       psi  =(output) barotropic stream function, (compressed x)
c----------------------
#include "barotropic.h"

      real tb(1), txb(1), tyb(1), psi(1)
      integer iox(1)

      call mem_alloc (prhs,  NPACK, 2, 'baro rhs')
      call mem_alloc (ptaux, NPACK, 2, 'baro taux')
      call mem_alloc (ptauy, NPACK, 2, 'baro tauy')

      call do_winds(nxp,nxyc,iox,txb,tyb,psi)

      call mod_rhs (nxp,nxyc,iox,tb)

      call mod_sol

#ifdef ISLAND_SINK
      do i = 1, NPACK
         i_xy = list(i)
         bound_rhs(i_xy) = rhs(i)
      enddo
#endif

      do i = 1, nxyc
         ixy = iox(i)
         ix = mod(ixy-1,nxp)+1
         iy = (ixy-ix)/nxp + 1
         i_xy = (iy - 1)*NX + ix + if_per
         if (mask(i_xy).eq.BC_W) then
            i_pac = ilst(i_xy)
            dpsi = rhs(i_pac)
         endif
         if (mask(i_xy).eq.BC_P) then
            if (ix.eq.1) then
               i_pac = ilst(i_xy+iper)
               dpsi = rhs(i_pac)
            else
               i_pac = ilst(i_xy-iper)
               dpsi = rhs(i_pac)
            endif
         endif
         if (mask(i_xy).eq.BC_L) dpsi = 0.
         if (mask(i_xy).eq.BC_1) dpsi = b_island(1)
#ifdef ISLAND
         if (mask(i_xy).eq.BC_0) dpsi = b_island(0)
#endif
         psi(i) = dpsi
      enddo

      call mem_free(prhs,  NPACK, 2)
      call mem_free(ptaux, NPACK, 2)
      call mem_free(ptauy, NPACK, 2)

      if (ibar_key .ne. 0) call flush(IUNIT_OUT)

      return
      end


      subroutine mod_open (eps)
c-------------------------------------------      
#include "barotropic.h"

      CNST_EPS = rayl
      CNST_EPT = eps/nbaro

      if ( ibar_key .gt. 0 ) then
         write (IUNIT_OUT, *)
         write (IUNIT_OUT, *) '        BAROTROPIC SOLVER INFO'
         write (IUNIT_OUT, *) '        ----------------------'
         write (IUNIT_OUT, *)
         write (IUNIT_OUT, *) 'NX,   NY     =', NX, NY 
         write (IUNIT_OUT, *) 'X_MIN, X_MAX =', X_MIN,X_MAX
         write (IUNIT_OUT, *) 'Y_MIN, Y_MAX =', Y_MIN,Y_MAX
         write (IUNIT_OUT, *) 'epsilon      =', CNST_EPT
         write (IUNIT_OUT, *) 'Rayleigh friction=', CNST_EPS
      endif
      return
      end

      
      subroutine mod_init
c-------------------------
#include "barotropic.h"

      R_EARTH   = 6378000
      CNST_2OMEGA = 2. * 2. * MATH_PI / (24. * 3600.) ! 2 * 2*pi/day

      phi_0 = to_RAD(Y_MIN + Y_MAX) / 2.
      CNST_BETA = CNST_2OMEGA *   cos(phi_0)
      CNST_F0   = CNST_2OMEGA * ( sin(phi_0) - phi_0 * cos(phi_0) )

c  set various repeated-use vectors
      call extend

      if (ibar_key.eq.3) then
         write(IUNIT_OUT, *) 'masks 1/2 :'
         do iy =  NY, 1, -1
            write(IUNIT_OUT,'(200a1)') (mask(ix+(iy-1)*NX), ix=1,NX/2)
         enddo
         write(IUNIT_OUT, *) 'masks 2/2 :'
         do iy =  NY, 1, -1
            write(IUNIT_OUT,'(200a1)') (mask(ix+(iy-1)*NX), ix=NX/2,NX)
         enddo
      endif

#ifdef ISLAND1
      call do_island
#endif ISLAND1

#ifdef ISLAND_SINK
      call mod_sink

      if (ibar_key.eq.3) then
         write(IUNIT_OUT, *) 'after sinking, masks 1/2 :'
         do iy =  NY, 1, -1
            write(IUNIT_OUT,'(200a1)') (mask(ix+(iy-1)*NX), ix=1,NX/2)
         enddo
         write(IUNIT_OUT, *) 'after sinking, masks 2/2 :'
         do iy =  NY, 1, -1
            write(IUNIT_OUT,'(200a1)') (mask(ix+(iy-1)*NX), ix=NX/2,NX)
         enddo
      endif
#endif !ISLAND_SINK

      end

      subroutine mod_sink
c-------------------------
c   fictitious domain method
c-------------------------------------      
#include "barotropic.h"

      do iy = 1, NY
      do ix = 2, NX
         i_xy = (iy - 1) * NX + ix
         if (mask(i_xy).eq.BC_S) then
            deph(i_xy) = BAR_DELTA
            mask(i_xy) = BC_W
c the rest is a cludge - just to fill in these values
            fcor(i_xy)  = fcor(i_xy - 1)
            bemx(i_xy)  = bemx(i_xy - 1)
            bemy(i_xy)  = bemy(i_xy - 1)
            bemxy(i_xy) = bemxy(i_xy - 1)
            bemxx(i_xy) = bemxx(i_xy - 1)
            bemyy(i_xy) = bemyy(i_xy - 1)
         endif
      enddo
      enddo

      end

      subroutine extend
c-------------------------
#include "barotropic.h"

c  extend east/west boundaries
      if (if_per .eq. 1) then
         ix = 1
         do iy = 1, NY
            i_xy = (iy - 1) * NX + ix
            mask(i_xy) = mask(i_xy+iper)
c            deph(i_xy) = deph(i_xy+iper)
         enddo
         ix = NX
         do iy = 1, NY
            i_xy = (iy - 1) * NX + ix
            mask(i_xy) = mask(i_xy-iper)
c            deph(i_xy) = deph(i_xy-iper)
         enddo

         ix = NX
         do iy = 2, NY-1
            i_xy = (iy - 1) * NX + ix
            if (mask(i_xy).eq.BC_W) then
                mask(i_xy) = BC_P
                mask(i_xy-NX+1) = BC_P
            endif
            if (mask(i_xy).eq.BC_L) then
                mask(i_xy-NX+1) = BC_L
            endif
         enddo
      endif

c  make the Southern land mass into an island
#ifdef ISLAND
      do i_xy = 1, NXY
         ix = mod(i_xy-1, NX) + 1
         iy = (i_xy-ix)/NX + 1
         dlat = yy(iy)
#ifdef ANTARCTICA
         if ((mask(i_xy).eq.BC_L) 
     *        .and. dlat.le.-60) mask(i_xy) = BC_0
#endif
#if MUCKING_AROUND
         if ((mask(i_xy).eq.BC_L) 
     *        .and. dlat.le.yy(2)) mask(i_xy) = BC_0
#endif
      enddo
#endif
#ifdef ISLAND1

#ifdef ICELAND
         print*,'setting up ICELAND as an island in barotropic solve'
#endif
#ifdef AUSTRALIA
         print*,'setting up AUSTRALIA as an island in barotropic solve'
#endif
      do i_xy = 1, NXY
         ix = mod(i_xy-1, NX) + 1
         iy = (i_xy-ix)/NX + 1
         dlon = xx(ix)
         dlat = yy(iy)
#ifdef ICELAND
         if (mask(i_xy).ne.BC_W .and. (dlat .lt. 68 .and. dlat. gt. 60)
     *     .and. ((dlon .lt. 347 .and. dlon .gt. 335).or.
     *            (dlon .lt. -12 .and. dlon .gt. -25))   ) mask(i_xy) = BC_1
#endif

#ifdef AUSTRALIA
         if (mask(i_xy).ne.BC_W .and. (dlat .lt. -10 .and. dlat. gt. -50)
     *     .and. (dlon .lt. 160 .and. dlon .gt. 110)) mask(i_xy) = BC_1
#endif
      enddo

#endif
#ifdef ISLAND_SINK
      do i_xy = 1, NXY
         ix = mod(i_xy-1, NX) + 1
         iy = (i_xy-ix)/NX + 1
         dlon = xx(ix)
         dlat = yy(iy)
c#ifdef ICELAND
c        if (mask(i_xy).ne.BC_W .and. (dlat .lt. 67 .and. dlat. gt. 60)
c     *     .and. ((dlon .lt. 347 .and. dlon .gt. 335).or.
c     *            (dlon .lt. -12 .and. dlon .gt. -25))   ) mask(i_xy) = BC_S
c#endif
#ifdef ANTILLES
         if (mask(i_xy).ne.BC_W .and. (dlat .lt. 24 .and. dlat. gt. 17)
     *     .and. ((dlon .lt. 301 .and. dlon .gt. 276).or.
     *           (dlon .lt. -67 .and. dlon .gt. -84))   ) mask(i_xy) = BC_S
#endif
#ifdef NEWZEALAND
         if (mask(i_xy).ne.BC_W .and. (dlat .lt. -30 .and. dlat. gt. -50)
     *     .and. (dlon .lt. 190 .and. dlon .gt. 160)) mask(i_xy) = BC_S
#endif
#ifdef KERGUELEN
         if (mask(i_xy).ne.BC_W .and. (dlat .lt. -40 .and. dlat. gt. -60)
     *     .and. (dlon .lt. 80 .and. dlon .gt. 60)) mask(i_xy) = BC_S
#endif
#ifdef MADAGASCAR
         if (mask(i_xy).ne.BC_W .and. (dlat .lt. 0 .and. dlat. gt. -30)
     *     .and. (dlon .lt. 55 .and. dlon .gt. 41)) mask(i_xy) = BC_S
#endif
#ifdef AUSTRALIA
         if (mask(i_xy).ne.BC_W .and. (dlat .lt. -10 .and. dlat. gt. -50)
     *     .and. (dlon .lt. 160 .and. dlon .gt. 110)) mask(i_xy) = BC_S
         if (mask(i_xy).ne.BC_W .and. (dlat .lt. 5 .and. dlat. gt. -15)
     *     .and. (dlon .lt. 160 .and. dlon .gt. 125)) mask(i_xy) = BC_S
#endif
      enddo
#endif

      end

      subroutine do_island
c-------------------------
#include "barotropic.h"

      i_max = 1
      i_min = NX
      j_max = 1
      j_min = NY

      do i_xy = 1, NXY
         ix = mod(i_xy-1, NX) + 1
         iy = (i_xy-ix)/NX + 1
         if (mask(i_xy).eq.BC_1) then
            i_max = max(i_max,ix)
            i_min = min(i_min,ix)
            j_max = max(j_max,iy)
            j_min = min(j_min,iy)
         endif
      enddo

      i_max1 = i_max + 1
      i_min1 = i_min - 1
      j_max1 = j_max + 1
      j_min1 = j_min - 1

      end

      subroutine do_island_int
c-------------------------
#include "barotropic.h"

#if defined ISLAND || defined ISLAND1
      a_island(0,0) = 1.
      a_island(0,1) = 0.
      a_island(1,0) = 0.
      a_island(1,1) = 1.

      coef0 = 0.
      coef1 = 0.

c  line integrals - trapezoid rule on uniform grid

#ifdef ISLAND
c  find the y index for 60 degrees south (a good place to do the line integral)

      iy = 1
10    iy = iy + 1
      if (yy(iy).ge.-60) goto 20
      goto 10
20    ib = iy 

      iy = ib

      do ix = 2, NX-1
          i_xy = (iy - 1) * NX + ix 
          fc = fcor(i_xy)
          ipac = ilst(i_xy)
          ipyp = ilst(i_xy + NX)
          if (ix.gt.2) then
             ipxm = ilst(i_xy - 1)
          else
             ipxm = ilst(i_xy - 1 + iper)
          endif
          if (ix.lt.NX-1) then
             ipxp = ilst(i_xy + 1)
          else
             ipxp = ilst(i_xy + 1 - iper)
          endif
          dep = deph(i_xy)
          bex = bemx(i_xy)
          bey = bemy(i_xy)
          hx = 1./bex
          d2 = dep**2
          eps = CNST_EPS + dep*CNST_EPT
          coef0  = coef0 + hx*eps*bey*(rhs0(ipyp)-rhs0(ipac))/d2
          coef0  = coef0 + fc/dep*(rhs0(ipxp)-rhs0(ipxm))/2.
#ifdef ISLAND1
          coef1  = coef1 + hx*eps*bey*(rhs1(ipyp)-rhs1(ipac))/d2
          coef1  = coef1 + fc/dep*(rhs1(ipxp)-rhs0(ipxm))/2.
#endif
       enddo

       a_island(0,0) = coef0
       a_island(0,1) = coef1
#endif

#ifdef ISLAND1
c  integrate on rectangular path surrounding island
c    assuming all points on path are ocean points

       coef0 = 0.
       coef1 = 0.
       i_maxm = i_max1 - 1
       j_maxm = j_max1 - 1

       iy = j_max1

       s = 0.5
       do ix = i_min1, i_max1
          i_xy = (iy - 1) * NX + ix 
          fc = fcor(i_xy)
          ipac = ilst(i_xy)
          ipyp = ilst(i_xy + NX)
          ipxm = ilst(i_xy - 1)
          ipxp = ilst(i_xy + 1)
          dep = deph(i_xy)
          bex = bemx(i_xy)
          bey = bemy(i_xy)
          hxs = s/bex
          d2 = dep**2
          eps = CNST_EPS + dep*CNST_EPT
          coef1  = coef1 + hxs*eps*bey*(rhs1(ipyp)-rhs1(ipac))/d2
          coef1  = coef1 + s*fc/dep*(rhs1(ipxp)-rhs1(ipxm))/2.
#ifdef ISLAND          
          coef0  = coef0 + hxs*eps*bey*(rhs0(ipyp)-rhs0(ipac))/d2
          coef0  = coef0 + s*fc/dep*(rhs0(ipxp)-rhs0(ipxm))/2.
#endif      
          s = 1.
          if (ix.eq.i_maxm) s = 0.5
       enddo

       iy = j_min1

       s = 0.5
       do ix = i_min1, i_max1
          i_xy = (iy - 1) * NX + ix 
          fc = fcor(i_xy)
          ipac = ilst(i_xy)
          ipym = ilst(i_xy - NX)
          ipxm = ilst(i_xy - 1)
          ipxp = ilst(i_xy + 1)
          dep = deph(i_xy)
          bex = bemx(i_xy)
          bey = bemy(i_xy)
          hxs = s/bex
          d2 = dep**2
          eps = CNST_EPS + dep*CNST_EPT
          coef1  = coef1 - hxs*eps*bey*(rhs1(ipac)-rhs1(ipym))/d2
          coef1  = coef1 - s*fc/dep*(rhs1(ipxp)-rhs1(ipxm))/2.
#ifdef ISLAND          
          coef0  = coef0 - hxs*eps*bey*(rhs0(ipac)-rhs0(ipym))/d2
          coef0  = coef0 - s*fc/dep*(rhs0(ipxp)-rhs0(ipxm))/2.
#endif      
          s = 1.
          if (ix.eq.i_maxm) s = 0.5
       enddo

       ix = i_max1
       s = 0.5
       do iy = j_min1, j_max1
          i_xy   = (iy - 1) * NX + ix
          fc = fcor(i_xy)
          ipac = ilst(i_xy)
          ipxp = ilst(i_xy + 1)
          ipym = ilst(i_xy - NX)
          ipyp = ilst(i_xy + NX)
          dep = deph(i_xy)
          bex = bemx(i_xy)
          bey = bemy(i_xy)
          hys = s/bey
          d2 = dep**2
          eps = CNST_EPS + dep*CNST_EPT
          coef1  = coef1 + hys*eps*bex*(rhs1(ipxp)-rhs1(ipac))/d2
          coef1  = coef1 - s*fc/dep*(rhs1(ipyp)-rhs1(ipym))/2.
#ifdef ISLAND          
          coef0  = coef0 + hys*eps*bex*(rhs0(ipxp)-rhs0(ipac))/d2
          coef0  = coef0 - s*fc/dep*(rhs0(ipyp)-rhs0(ipym))/2.
#endif
          s = 1.
          if (iy.eq.j_maxm) s = 0.5
       enddo

       ix = i_min1
       s = 0.5
       do iy = j_min1, j_max1
          i_xy   = (iy - 1) * NX + ix
          fc = fcor(i_xy)
          ipac = ilst(i_xy)
          ipxm = ilst(i_xy - 1)
          ipym = ilst(i_xy - NX)
          ipyp = ilst(i_xy + NX)
          dep = deph(i_xy)
          bex = bemx(i_xy)
          bey = bemy(i_xy)
          hys = s/bey
          eps = CNST_EPS + dep*CNST_EPT
          coef1  = coef1 - hys*eps*bex*(rhs1(ipac)-rhs1(ipxm))/d2
          coef1  = coef1 + s*fc/dep*(rhs1(ipyp)-rhs1(ipym))/2.
#ifdef ISLAND          
          coef0  = coef0 - hys*eps*bex*(rhs0(ipac)-rhs0(ipxm))/d2
          coef0  = coef0 + s*fc/dep*(rhs0(ipyp)-rhs0(ipym))/2.
#endif
          s = 1.
          if (iy.eq.j_maxm) s = 0.5
       enddo

       a_island(1,0) = coef0
       if (coef1.ne.0) a_island(1,1) = coef1

#endif 

      if ( ibar_key .ge. 1 ) then
         write(IUNIT_OUT, *) 'a_island(2:2)=' 
         write(IUNIT_OUT, *) a_island(0,0),a_island(0,1)
         write(IUNIT_OUT, *) a_island(1,0),a_island(1,1)
      endif

#endif

       end


      subroutine do_island_int2
c-------------------------
#include "barotropic.h"
      dimension b(0:2)

#if defined ISLAND || defined ISLAND1
      b(0) = 0.
      b(1) = 0.

      coef  = 0.
      wind = 0.

c  line integrals - trapezoid rule on uniform grid

#ifdef ISLAND
       iy = ib

       do ix = 2, NX-1
          i_xy = (iy - 1) * NX + ix 
          fc = fcor(i_xy)
          ipac = ilst(i_xy)
          ipyp = ilst(i_xy + NX)
          if (ix.gt.2) then
             ipxm = ilst(i_xy - 1)
          else
             ipxm = ilst(i_xy - 1 + iper)
          endif
          if (ix.lt.NX-1) then
             ipxp = ilst(i_xy + 1)
          else
             ipxp = ilst(i_xy + 1 - iper)
          endif
          dep = deph(i_xy)
          bex = bemx(i_xy)
          bey = bemy(i_xy)
          hx = 1./bex
          d2 = dep**2
          wind  = wind + hx * taux(ipac)/ dep
          eps = CNST_EPS + dep*CNST_EPT
          coef  = coef + hx* eps* bey* (rhs(ipyp)-rhs(ipac))/d2
          coef  = coef + fc/dep*(rhs(ipxp)-rhs(ipxm))/2.
       enddo

       b(0) = - ( wind + coef ) 
#endif

#ifdef ISLAND1
c  integrate on rectangular path surrounding island

       coef = 0.
       coef0 = 0.
       coef1 = 0.
       wind = 0.
       i_maxm = i_max1 - 1
       j_maxm = j_max1 - 1

       iy = j_max1

       s = 0.5
       do ix = i_min1, i_max1
          i_xy = (iy - 1) * NX + ix 
          fc = fcor(i_xy)
          ipac = ilst(i_xy)
          ipxm = ilst(i_xy - 1)
          ipxp = ilst(i_xy + 1)
          ipyp = ilst(i_xy + NX)
          dep = deph(i_xy)
          bex = bemx(i_xy)
          bey = bemy(i_xy)
          hxs = s/bex
          d2 = dep**2
          wind  = wind + hxs * taux(ipac)/ dep
          eps = CNST_EPS + dep*CNST_EPT
c          coef  = coef + hxs* eps* bey*(rhs(ipyp)-rhs(ipac))/ d2
c          coef  = coef + s* fc/ dep* (rhs(ipxp)-rhs(ipxm))/2.
          coef0  = coef0 + hxs* eps* bey*(rhs(ipyp)-rhs(ipac))/ d2
          coef1  = coef1 + s* fc/ dep* (rhs(ipxp)-rhs(ipxm))/2.
          s = 1.
          if (ix.eq.i_maxm) s = 0.5
       enddo

       iy = j_min1

       s = 0.5
       do ix = i_min1, i_max1
          i_xy = (iy - 1) * NX + ix 
          fc = fcor(i_xy)
          ipac = ilst(i_xy)
          ipxm = ilst(i_xy - 1)
          ipxp = ilst(i_xy + 1)
          ipym = ilst(i_xy - NX)
          dep = deph(i_xy)
          bex = bemx(i_xy)
          bey = bemy(i_xy)
          hxs = s/bex
          d2 = dep**2
          wind  = wind - hxs * taux(ipym)/ dep
          eps = CNST_EPS + dep*CNST_EPT
c          coef  = coef - hxs* eps* bey*(rhs(ipac)-rhs(ipym))/ d2
c          coef  = coef - s * fc/dep*(rhs(ipxp)-rhs(ipxm))/2.
          coef0  = coef0 - hxs* eps* bey*(rhs(ipac)-rhs(ipym))/ d2
          coef1  = coef1 - s * fc/dep*(rhs(ipxp)-rhs(ipxm))/2.
          s = 1.
          if (ix.eq.i_maxm) s = 0.5
       enddo

       ix = i_max1
       s = 0.5
       do iy = j_min1, j_max1
          i_xy   = (iy - 1) * NX + ix
          fc = fcor(i_xy)
          ipac = ilst(i_xy)
          ipxp = ilst(i_xy + 1)
          ipym = ilst(i_xy - NX)
          ipyp = ilst(i_xy + NX)
          dep = deph(i_xy)
          bex = bemx(i_xy)
          bey = bemy(i_xy)
          hys = s/bey
          d2 = dep**2
          wind  = wind - hys * tauy(ipac)/ dep
          eps = CNST_EPS + dep*CNST_EPT
c          coef  = coef + hys* eps* bex*(rhs(ipxp)-rhs(ipac))/d2
c          coef  = coef - s * fc/dep*(rhs(ipyp)-rhs(ipym))/2.
          coef0  = coef0 + hys* eps* bex*(rhs(ipxp)-rhs(ipac))/d2
          coef1  = coef1 - s * fc/dep*(rhs(ipyp)-rhs(ipym))/2.
          s = 1.
          if (iy.eq.j_maxm) s = 0.5
       enddo

       ix = i_min1
       s = 0.5
       do iy = j_min1, j_max1
          i_xy   = (iy - 1) * NX + ix
          fc = fcor(i_xy)
          ipac = ilst(i_xy)
          ipxm = ilst(i_xy - 1)
          ipym = ilst(i_xy - NX)
          ipyp = ilst(i_xy + NX)
          dep = deph(i_xy)
          bex = bemx(i_xy)
          bey = bemy(i_xy)
          hys = s/bey
          d2 = dep**2
          wind  = wind + hys * tauy(ipxm)/ dep
          eps = CNST_EPS + dep*CNST_EPT
c          coef  = coef - hys* eps* bex*(rhs(ipac)-rhs(ipxm))/d2
c          coef  = coef + s * fc/dep*(rhs(ipyp)-rhs(ipym))/2.
          coef0  = coef0 - hys* eps* bex*(rhs(ipac)-rhs(ipxm))/d2
          coef1  = coef1 + s * fc/dep*(rhs(ipyp)-rhs(ipym))/2.
          s = 1.
          if (iy.eq.j_maxm) s = 0.5
       enddo

       b(1) = - ( wind + coef0 + coef1 ) 

#endif 
       det = a_island(0,0)*a_island(1,1) - a_island(0,1)*a_island(1,0)
       b_island(0) = (b(0)*a_island(1,1) - b(1)*a_island(0,1)) / det
       b_island(1) = (b(1)*a_island(0,0) - b(0)*a_island(1,0)) / det

      if ( ibar_key .ge. 1 ) then
         write(IUNIT_OUT, *) 'b_island = ' 
         write(IUNIT_OUT, *) wind,coef0,coef1
         write(IUNIT_OUT, *) 'setting CNST_T = ', b_island(0), b_island(1)
      endif
#endif 

       end

      subroutine mod_mat
c------------------------
c   computes approximate matrix norm
c   sets up sparse matrix aa, using stencils computed 
c   in do_elem*
c   scales all matrix entries in aa by approx. matrix norm
c------------------------
#include "barotropic.h"

      common /band_local/ iband, iaa

      hx_ave = 0.
      hy_ave = 0.
      do i = 1, NPACK
         i_xy = list(i)
         hx_ave = hx_ave + 1./bemx(i_xy)
         hy_ave = hy_ave + 1./bemy(i_xy)
      enddo
      hx_ave = hx_ave/NPACK
      hy_ave = hy_ave/NPACK

      CNST_NORM 
     *   = (GLUBINA*CNST_EPT + CNST_EPS) * (1./hx_ave**2 + 1./hy_ave**2) +
     *     CNST_BETA * GLUBINA / hx_ave / R_EARTH

      do i_xy = 1, NXY
         sol(i_xy) = 0.0
      enddo

      do i = 1, NPACK
         rhs_bc(i) = 0.
#ifdef ISLAND
         rhs_bc0(i) = 0.
#endif
#ifdef ISLAND1
         rhs_bc1(i) = 0.
#endif
      enddo

      iaa = 0
      do i_pac = 1, NPACK

         i_xy = list(i_pac)

         call do_xi_eta (i_pac,i_xy,xi,eta)

         call do_elem(i_pac,i_xy,xi,eta)

         call add_dt(i_pac, i_xy)

         iband = 0
         call assem (i_pac,i_xy)

      enddo

      if (iaa .ne. NONZ) then
         print*, 'BARO: The matrix has the wrong size !!!'
         stop
      endif

      end

      subroutine assem (i_pac,i_xy)
c------------------------------
#include "barotropic.h"

      real*8              ce, cw, cn, cs, csum
      common /matr_local/ ce, cw, cn, cs, csum

      call coef_matr (i_pac, i_xy, csum)
      if (mask(i_xy+1).eq.BC_P) then
         call coef_matr (i_pac, i_xy + 1 - iper, ce)
      else
         call coef_matr (i_pac, i_xy + 1, ce)
      endif
      if (mask(i_xy-1).eq.BC_P) then
         call coef_matr (i_pac, i_xy - 1 + iper, cw)
      else
         call coef_matr (i_pac, i_xy - 1, cw)
      endif
      call coef_matr (i_pac, i_xy + NX, cn)
      call coef_matr (i_pac, i_xy - NX, cs)

      end

      subroutine do_elem(i_pac,i_xy,xi,eta)
c-----------------------------
#include "barotropic.h"

      real*8              ce, cw, cn, cs, csum
      common /matr_local/ ce, cw, cn, cs, csum
      
      real*8 hinv, gam, am, ac, ap, heps
      real*8 bm, bc, bp

c ............................. x - direction
      
      hinv = bemx(i_xy)
      gam = xi/ hinv

      am = CNST_EPS - (gam-abs(gam))/2.
      ap = CNST_EPS + (gam+abs(gam))/2.
      ac = -(am+ap)
      
      c_h  = hinv* hinv/ CNST_NORM
      ap = c_h * ap
      am = c_h * am
      ac = c_h * ac
      
c ............................. y - direction
      
      hinv = bemy(i_xy)
      gam = eta/ hinv

      bm = CNST_EPS - (gam-abs(gam))/2.
      bp = CNST_EPS + (gam+abs(gam))/2.
      bc = -(bm+bp)

      c_h  = hinv* hinv/ CNST_NORM
      bp = c_h * bp
      bm = c_h * bm
      bc = c_h * bc

c ............................. construct stencil
      
      cw = am
      ce = ap
      cs = bm
      cn = bp
      
      csum = ac + bc

      end

      subroutine add_dt (i_pac, i_xy)
c-----------------------------
#include "barotropic.h"
      
      common /matr_local/ ce, cw, cn, cs, csum
      real*8              ce, cw, cn, cs, csum

      ix = mod (i_xy -1 ,NX) + 1
      iy = (i_xy - ix)/NX + 1
      dep = deph(i_xy)

      const = 0.5* dep* CNST_EPT/ CNST_NORM

      bex = bemx(i_xy)
      bey = bemy(i_xy)
      hxe = const*bex**2
      hye = const*bey**2
      hxy = const*bemxy(i_xy)*bey
      hxx = const*bemxx(i_xy)*bex
      hyy = const*bemyy(i_xy)*bey

      cea = hxe * (1. + relx_p(i_pac)) + hxx
      cwa = hxe * (1. + relx_m(i_pac)) - hxx
      cna = hye * (1. + rely_p(i_pac)) + hxy + hyy
      csa = hye * (1. + rely_m(i_pac)) - hxy - hyy

      ce = ce + cea
      cw = cw + cwa
      cn = cn + cna
      cs = cs + csa

      csum = csum - (cea + cwa + cna + csa)

      end

      subroutine do_xi_eta (ip,i_xy,xi,eta)
c-----------------------------
#include "barotropic.h"

      
      bex  = bemx(i_xy)
      bey  = bemy(i_xy)
      bexy = bemxy(i_xy)
      bexx = bemxx(i_xy)
      beyy = bemyy(i_xy)
      
      dep = deph(i_xy)
      
      if (dep.ge.BAR_DSINK) then
         deph_x =bex*(relx_p(ip)-relx_m(ip)) * (relx_p(ip)+relx_m(ip)) / 2.
         deph_y =bey*(rely_p(ip)-rely_m(ip)) * (rely_p(ip)+rely_m(ip)) / 2.
         
         if (mask(i_xy-1).eq.BC_P) then
            f_cmx = fcor(i_xy - 1 + iper)
         else
            f_cmx = fcor(i_xy - 1)
         endif
         if (mask(i_xy+1).eq.BC_P) then
            f_cpx = fcor(i_xy + 1 - iper)
         else
            f_cpx = fcor(i_xy + 1)
         endif
         f_cpy = fcor(i_xy + NX)
         f_cmy = fcor(i_xy - NX)
         
c  calculate H**2 (f/H)x
         fh_x = dep * bex* (f_cpx*relx_p(ip) - f_cmx*relx_m(ip))/ 2.
c  calculate H**2 (f/H)y
         fh_y = dep * bey* (f_cpy*rely_p(ip) - f_cmy*rely_m(ip))/ 2.
         
         xi = CNST_EPS * (deph_x  + bexx)        + fh_y
         eta= CNST_EPS * (deph_y  + beyy + bexy) - fh_x
         
      else                      ! sunken island
         xi = 0.
         eta= 0.
         
      endif
      
      end
      
      subroutine coef_matr (i_pac, i_xy, elem)
c----------------------------------------
#include "barotropic.h"
      real*8 elem
      common /band_local/ iband, iaa

      solu = 1.

      if (mask(i_xy) .eq. BC_W) then
c   if ocean
         iaa = iaa + 1
         aa(iaa) = real(elem)
         return
      endif

      if (mask(i_xy) .eq. BC_L) then
c   if outer boundary of ocean
         iband = 1
         rhs_bc(i_pac)=rhs_bc(i_pac) - elem * sol(i_xy)
         return
      endif
#ifdef ISLAND
      if (mask(i_xy) .eq. BC_0) then
         rhs_bc0(i_pac)=rhs_bc0(i_pac) - elem * solu 
         return
      endif
#endif
#ifdef ISLAND1
      if (mask(i_xy) .eq. BC_1) then
         rhs_bc1(i_pac)=rhs_bc1(i_pac) - elem * solu 
         return
      endif
#endif

      end

      subroutine mod_rhs (nxp,nxyc,iox,tb)
c-------------------------------------------
#include "barotropic.h"
      real tb(1)
      integer iox(1)
      real tmp1(1)
      pointer (ptmp1, tmp1)

      call mem_alloc (ptmp1, NXY, 2, 'baro tmp1')

      do i = 1, nxyc
       ixy = iox(i)
       ix = mod(ixy-1,nxp)+1
       iy = (ixy-ix)/nxp + 1
       i_xy = (iy - 1)*NX + ix + if_per
       dep = deph(i_xy)
       tmp1(i_xy) = dep * dep * tb(i)
      enddo

      do i_pac = 1, NPACK
         i_xy = list(i_pac)
         ix = mod(i_xy-1, NX) + 1
         iy = (i_xy-ix)/NX + 1

         bw = bound_rhs(i_xy-1)
         be = bound_rhs(i_xy+1)
         if (mask(i_xy-1).eq.BC_P) bw = bound_rhs(i_xy-1+iper)
         if (mask(i_xy+1).eq.BC_P) be = bound_rhs(i_xy+1-iper)
         bn = bound_rhs(i_xy+NX)
         bs = bound_rhs(i_xy-NX)
         bc = bound_rhs(i_xy)

         bex  = bemx(i_xy)
         bey  = bemy(i_xy)
         dep = deph(i_xy)
         
         const = 0.5* dep* CNST_EPT
         hxe = const* bex**2
         hye = const* bey**2
         hxy = const* bemxy(i_xy)*bey
         hxx = const* bemxx(i_xy)*bex
         hyy = const* bemyy(i_xy)*bey
         
         ce = hxe * (1. + relx_p(i_pac)) + hxx
         cw = hxe * (1. + relx_m(i_pac)) - hxx
         cn = hye * (1. + rely_p(i_pac)) + hxy + hyy
         cs = hye * (1. + rely_m(i_pac)) - hxy - hyy
         
         csum = - (ce + cw + cn + cs)
         
         btemp= cw*bw + ce*be + cn*bn + cs*bs + csum*bc
         rhs(i_pac)= btemp
      enddo

      do i = 1, NXY
         bound_rhs(i) = 0.
      enddo
      do i_pac = 1, NPACK
         i = list(i_pac)
         bound_rhs(i) = (rhs(i_pac) + tmp1(i) ) / CNST_NORM
      enddo

      call mem_free (ptmp1, NXY, 2)

      end

      subroutine mod_lu(id)
c--------------------------
c           The contents of NPACK, NONZ, aa, ico, NN12, pivot, sn, a1,
c           columns  1,  3,  4, 6, 7, 8 and 11 of HA,
c           AFLAG(6), IFLAG(1), IFLAG(4) and IFAIL  should
c           not  be  altered  between  calls of y12mfe
c--------------------------
#include "barotropic.h"
      external icpu_time

      real b1(1), sol1(1)
      pointer (pb1, b1), (psol1,sol1)

      data M12_HA /13/

      call mem_alloc (pb1,   NPACK, 2, 'baro b1')
      call mem_alloc (psol1, NPACK, 2, 'baro sol1')

#ifdef ISLAND1
      call mem_alloc (prhs1, NPACK, 2, 'baro rhs1')
#endif

      if ( id .eq. 0) then
         call mem_alloc (pa1,    NONZ,         2, 'baro a1')
         call mem_alloc (psn,    NONZ,         2, 'baro sn')
         call mem_alloc (pha,    NPACK*M12_HA, 2, 'baro ha')
         call mem_alloc (ppivot, NPACK,        2, 'baro pivot')
         call mem_alloc (prhs0,  NPACK,        2, 'baro rhs0')
      endif

c    modify rhs to include non-zero dirichlet boundary conditions

#ifdef ISLAND
      do i = 1, NPACK
        rhs0(i) = rhs_bc0(i)
      enddo
#endif

      NN12 = NONZ * RM12_NN

      call mem_realloc (piro, NGRAPH, NN12, NONZ, 1)
      if (id .eq. 0) then
         call mem_realloc (pico, NGRAPH, NN12, NONZ, 1)
         call mem_realloc (paa,  NGRAPH, NN12, NONZ, 2)
      endif

      itime = icpu_time()
      if ( ibar_key.ge.1 ) then
         write(IUNIT_OUT, *) 
         write(IUNIT_OUT, *)  'LU factorization:'
         write(IUNIT_OUT, *) 'NPACK, NONZ, NN12 = ', NPACK, NONZ, NN12 
      endif

      if (ibar_key .eq. 11) then ! output the matrix for separate analyses
c         open (unit=12, file = 'matr', form = 'unformatted')
         open (unit=12, file = 'matr', form = 'formatted')
         write(12,*) NPACK, NONZ, NN12 
         write(12,*) (iflag(i),i=1,8)
         write(12,*) (aflag(i),i=1,8)
         write(12,*) 'aa:'
         write(12,*) (aa(i),i=1,NONZ)
         write(12,*) 'iro:'
         write(12,*) (iro(i),i=1,NONZ)
         write(12,*) 'ico:'
         write(12,*) (ico(i),i=1,NONZ)
         close(12)
         stop
      endif


      iflag(5) = 2
      call y12mfe(NPACK, aa, ico, NN12, iro, NN12, a1, sn, NONZ, 
     *             ha, NPACK, rhs0, b1, sol1, pivot, aflag, iflag, ifail) 
      iflag(5) = 3

      if (ibar_key.ge.1) then
         write(IUNIT_OUT, *) 'growth factor =',aflag(5)
         write(IUNIT_OUT, *) 'minimal pivotal element =',aflag(8)
         write(IUNIT_OUT, *) 'max number of non-zero elements needed ',
     *          'in array aa =',iflag(8)
         write(IUNIT_OUT, *) 'if this last number was much smaller than'
     *             ,NN12,', reduce NN12'
      endif

      if (ifail .ne. 0) goto 10

      itime = (icpu_time() - itime) / 1000000
      if (ibar_key.ge.1) then
         write(IUNIT_OUT, *) 
         write(IUNIT_OUT, *) 'CPU time for LU factorization was',itime,' sec'
      endif


#ifdef ISLAND
      if (ibar_key.ge.1) then
         write(IUNIT_OUT, *)
         write(IUNIT_OUT, *)"ANTARCTICA"
         write(IUNIT_OUT, *)'number of iterations performed =',iflag(12)
         write(IUNIT_OUT, *)'max-norm of last correction vector =',aflag(9)
         write(IUNIT_OUT, *)'max-norm of last residual vector =',aflag(10)
         write(IUNIT_OUT, *)'max-norm of corrected solution vector =',aflag(11)
      endif
      do i = 1, NPACK
         rhs0(i) = sol1(i)
      enddo
#endif
#ifdef ISLAND1

      do i = 1, NPACK
        rhs1(i) = rhs_bc1(i)
      enddo

      call y12mfe (NPACK, aa, ico, NN12, iro, NN12, a1, sn, NONZ, 
     *             ha, NPACK, rhs1, b1, sol1, pivot, aflag, iflag, ifail) 
      if (ibar_key.ge.1) then
         write(IUNIT_OUT, *)
         write(IUNIT_OUT, *)"ISLAND1"
         write(IUNIT_OUT, *)'number of iterations performed =',iflag(12)
         write(IUNIT_OUT, *)'max-norm of last correction vector =',aflag(9)
         write(IUNIT_OUT, *)'max-norm of last residual vector =',aflag(10)
         write(IUNIT_OUT, *)'max-norm of corrected solution vector =',aflag(11)
      endif

      do i = 1, NPACK
         rhs1(i) = sol1(i)
      enddo
#endif

   10 if (ifail .ne. 0) then
         print*, 'BARO:   !!! Error code from Y12M:',ifail
         stop
      endif

      call do_island_int

      call mem_free (pb1,   NPACK, 2)
      call mem_free (psol1, NPACK, 2)

#ifdef ISLAND1
      call mem_free (prhs1, NPACK, 2)
#endif

      end

      subroutine mod_sol
c--------------------------
#include "barotropic.h"

      real b1(1), sol1(1)
      pointer (pb1, b1), (psol1,sol1)

c    modify rhs to include non-zero dirichlet boundary conditions
      do i = 1, NPACK
        i_xy = list(i)
        rhs0(i) = bound_rhs(i_xy) + rhs_bc(i)
      enddo

      call mem_alloc (pb1,   NPACK, 2, 'baro b1')
      call mem_alloc (psol1, NPACK, 2, 'baro sol1')

      if (ibar_key.ge.2) then
         write(IUNIT_OUT, *) 
         write(IUNIT_OUT, *)  'Baro_solv:'
      endif

c  solve once to get the solution for zero boundary condition,
c   in order to determine b_island
      call y12mfe(NPACK, aa, ico, NN12, iro, NN12, a1, sn, NONZ, 
     *             ha, NPACK, rhs0, b1, sol1, pivot, aflag, iflag, ifail) 

      if (ifail .ne. 0) goto 10

      if (ibar_key.ge.2) then
         write(IUNIT_OUT, *)'number of iterations performed =',       iflag(12)
         write(IUNIT_OUT, *)'max-norm of last correction vector =',   aflag(9)
         write(IUNIT_OUT, *)'max-norm of last residual vector =',     aflag(10)
         write(IUNIT_OUT, *)'max-norm of corrected solution vector =',aflag(11)
      endif

      do i = 1, NPACK
         rhs(i) = sol1(i)
         rhs0(i) = b1(i)
      enddo

#if defined ISLAND || defined ISLAND1

c  correct for the island influence, using a_island
      call do_island_int2
      

c#      write(54,*) b_island(0)
#ifdef ISLAND
c#      b_island(0) = 120.e+06
      do i = 1, NPACK
        rhs0(i) = rhs0(i) + rhs_bc0(i)*b_island(0)
      enddo
#endif
#ifdef ISLAND1
c#      b_island(1) = -18.e+06
      do i = 1, NPACK
        rhs0(i) = rhs0(i) + rhs_bc1(i)*b_island(1)
      enddo
#endif

      call y12mfe (NPACK, aa, ico, NN12, iro, NN12, a1, sn, NONZ, 
     *             ha, NPACK, rhs0, b1, sol1, pivot, aflag, iflag, ifail) 

      if (ibar_key.ge.2) then
         write(IUNIT_OUT, *)
         write(IUNIT_OUT, *)"correcting for island influence"
         write(IUNIT_OUT, *)'number of iterations performed =',       iflag(12)
         write(IUNIT_OUT, *)'max-norm of last correction vector =',   aflag(9)
         write(IUNIT_OUT, *)'max-norm of last residual vector =',     aflag(10)
         write(IUNIT_OUT, *)'max-norm of corrected solution vector =',aflag(11)
      endif

      do i = 1, NPACK
         rhs(i) = sol1(i)
      enddo
#endif

      call mem_free (pb1,   NPACK, 2)
      call mem_free (psol1, NPACK, 2)

   10 if (ifail .ne. 0) then
         print*, 'BARO:  !!! Error code from Y12M:',ifail
         stop
      endif

      end

      subroutine mod_gra(id)
c-------------------------
#include "barotropic.h"

      if (id.eq.0) then
         call init_pack
      endif
      call to_y12m(id)

      end

      subroutine init_pack
c---------------------------
#include "barotropic.h"

      NPACK = 0

      do i = 1, NXY
         if (mask(i) .eq. BC_W) NPACK = NPACK + 1
      enddo
      
      call mem_alloc (plist, NPACK, 1, 'baro list')
      call mem_alloc (pilst, NXY,   1, 'baro ilst')

      n = 0
      do i = 1, NXY
         if (mask(i) .eq. BC_W) then
            n = n + 1
            list(n) = i
            ilst(i) = n
         endif
      enddo

      end

      subroutine to_y12m(id)
c------------------------
#include "barotropic.h"

      NGRAPH = NPACK * 5
      call mem_alloc (piro, NGRAPH, 1, 'baro iro')
      if ( id .eq. 0 ) then
         call mem_alloc (pico, NGRAPH, 1, 'baro ico')
         call mem_alloc (paa,  NGRAPH, 2, 'baro aa')
      endif

      NONZ = 0
      do k = 1, NPACK
         call do_adj1(k)
      enddo
      end

      subroutine do_adj1 (k)
c---------------------------------------
#include "barotropic.h"

      i = list(k)
      call add_to_graph (k, i)
      if (mask(i+1) .eq. BC_P) then
         call add_to_graph (k, i + 1 - iper)
      else
         call add_to_graph (k, i + 1)
      endif
      if (mask(i-1) .eq. BC_P) then
         call add_to_graph (k, i - 1 + iper)
      else
         call add_to_graph (k, i - 1)
      endif
      call add_to_graph (k, i + NX)
      call add_to_graph (k, i - NX)

      end

      subroutine add_to_graph (k, i)
c--------------------------------
#include "barotropic.h"
      
      ii = ilst(i)
      if (ii .ne. 0) then
         NONZ = NONZ + 1
         iro(NONZ) = k
         ico(NONZ) = ii
      endif
      end

      subroutine baro_rinit (eps)
c----------------------
c     recompute the coefficients of the discrete barotropic equations and
c       then perform an approximate lu decomposition
c       eps  = (input) effective friction induced by time step
c----------------------
#include "barotropic.h"
      
      CNST_EPS = rayl
      CNST_EPT = eps/nbaro

      if (ibar_key .ge. 1) then
         write (IUNIT_OUT, *)
         write (IUNIT_OUT, *) 'rinit: epsilon      =', CNST_EPT
         write (IUNIT_OUT, *) 'rinit: Rayleigh friction=', CNST_EPS
      endif

      call mod_gra(1)

      call mod_mat

      call mod_lu(1)

      call mem_free(piro, NN12,  1)

      end

      subroutine do_winds (nxp,nxyc,iox,txb,tyb,psi)
c----------------------
#include "barotropic.h"

      real txb(1), tyb(1), psi(1)
      integer iox(1)
      real tmp1(1)
      pointer (ptmp1, tmp1)

      call mem_alloc (ptmp1, NXY, 2, 'baro tmp1')

      do i = 1, nxyc
         ixy = iox(i)
         ix = mod(ixy-1,nxp)+1
         iy = (ixy-ix)/nxp + 1
         i_xy = (iy - 1)*NX + ix + if_per
         bound_rhs(i_xy) = psi(i)
      enddo
 
#if defined ISLAND || defined ISLAND1
      do i = 1, nxyc
         ixy = iox(i)
         ix = mod(ixy-1,nxp)+1
         iy = (ixy-ix)/nxp + 1
         i_xy = (iy - 1)*NX + ix + if_per
         tmp1(i_xy) = txb(i)
      enddo

      do i_pac = 1, NPACK
         i_xy = list(i_pac)

         bc  = tmp1(i_xy)
         bn  = tmp1(i_xy+NX)
         bnn = bn
         if (mask(i_xy+NX).eq.BC_W) bnn = tmp1(i_xy+NX+NX)
         bs  = tmp1(i_xy-NX)
 
c         taux(i_pac) = (7.*(bn + bc) - (bnn + bs) ) / 12.
         taux(i_pac) = (bn + bc) / 2.
      enddo

      do i = 1, nxyc
         ixy = iox(i)
         ix = mod(ixy-1,nxp)+1
         iy = (ixy-ix)/nxp + 1
         i_xy = (iy - 1)*NX + ix + if_per
         tmp1(i_xy) = tyb(i)
      enddo

      do i_pac = 1, NPACK
         i_xy = list(i_pac)

         bc  = tmp1(i_xy)
         be  = tmp1(i_xy+1)
         bee = be
         if (mask(i_xy+1).eq.BC_W) bee = tmp1(i_xy+2)
         if (mask(i_xy-1).eq.BC_P) bw = tmp1(i_xy-1+iper)
         if (mask(i_xy+1).eq.BC_P) then
            be = tmp1(i_xy+1-iper)
            bee = tmp1(i_xy+2-iper)
         endif
 
c         tauy(i_pac) = (7.*(be + bc) - (bee + bw) ) / 12.
         tauy(i_pac) = (be + bc) / 2.
      enddo

      h2y = 2 * hy

      do i_pac = 1, NPACK
         i_xy = list(i_pac)
         ix = mod(i_xy-1, NX) + 1
         iy = (i_xy-ix)/NX + 1
         bex = bemx(i_xy)
         bey = bemy(i_xy)
         be = bound_rhs(i_xy+1)
         if (mask(i_xy+1).eq.BC_P) be = bound_rhs(i_xy+1-iper)
         bn = bound_rhs(i_xy+NX)
         bc = bound_rhs(i_xy)
         taux(i_pac) = taux(i_pac) - bey* CNST_EPT*(bn - bc)
         tauy(i_pac) = tauy(i_pac) + bex* CNST_EPT*(be - bc)
      enddo
#else
      do i_pac = 1, NPACK
         taux(i_pac) = 0.
         tauy(i_pac) = 0.
      enddo
#endif

      call mem_free (ptmp1, NXY, 2)

      end
barotropic.h/   838054470   1572  1572  100444  4210      `
c  ISLANDS 
c--------------------------------

#ifdef ANTARCTICA
#define ISLAND         ! is there a periodic island? (antarctica)
#endif
#ifdef MUCKING_AROUND
#define ISLAND         ! is there a periodic island? (antarctica)
#endif

#ifdef ICELAND
c#define ISLAND_SINK    ! are there islands to be sunk?
#define ISLAND1  ! is there a standard kind of island? (e.g., iceland)
#endif

#ifdef ANTILLES
#define ISLAND_SINK    ! are there islands to be sunk?
#endif

c--------------------------------
      parameter (IUNIT_OUT = 18)

      character*1 BC_W, BC_L, BC_P, BC_0, BC_1, BC_S
      parameter (BC_W='W',BC_L='L',BC_P='P',BC_0='0',BC_1='1',BC_S='S')

      integer    SCH_5, SCH_9
      parameter (SCH_5=5, SCH_9=9)

      parameter(MAX_NX = 1000,  MAX_NY = 1000)

      parameter (PREC = 1.e-6)
      real*8    MATH_PI,MATH_E
      parameter (MATH_PI=3.14159265358979323846)
      parameter (MATH_E= 2.7182818284590452354)

#define to_RAD(v) ((v)*MATH_PI/180.)
#define to_DEG(v) ((v)*180./MATH_PI)
c-----------------------------------------------------------------
      common /MOD_STATE/ mod_cosys
      common /MOD_CONST/ CNST_EPS, CNST_2OMEGA, R_EARTH
     *           , CNST_BETA, CNST_F0, CNST_NORM, GLUBINA
     *           , mod_island, CNST_EPT
c----------------------------------------------------------
      character*1 mask(1)
      real*8  hx, hy, R_EARTH
      integer list(1)
      pointer (pmask,mask), (plist,list)

      real*4 xx(MAX_NX), yy(MAX_NY)
      real*4 hx_cos(MAX_NY), r_tan(MAX_NY)
      common /MOD_GRID/ NX_MODEL, NY_MODEL, NX, NY, NXY, NPACK
     *                 ,pmask, plist, if_per, iper
      common /MOD_GRID1/ hx, hy, hx_s, hy_s
      common /MOD_GRID2/ X_MAX, Y_MAX, X_MIN, Y_MIN, xx, yy
      common /MOD_GRID3/ hx_cos, r_tan

      real deph(1)
      real fcor(1), bemx(1), bemy(1), bemxy(1), bemxx(1), bemyy(1)
      real relx_m(1), relx_p(1), rely_m(1), rely_p(1)
      pointer (pdeph, deph), (pfcor,fcor)
      pointer (pbemx, bemx), (pbemy, bemy), (pbemxy, bemxy) 
      pointer (pbemxx, bemxx), (pbemyy, bemyy)
      pointer (prelx_m,relx_m),(prelx_p,relx_p)
      pointer (prely_m,rely_m),(prely_p,rely_p)
      real taux(1), tauy(1)
      pointer (ptaux, taux), (ptauy, tauy)
      common /MOD_DATA/ pdeph, prelx_p, prelx_m, prely_p, prely_m, pfcor
     *                  , pbemx, pbemy, pbemxy, pbemxx, pbemyy
      common /MOD_DT/  ptaux, ptauy

      integer iro(1), ico(1), sn(1), ha(1)
      pointer (piro, iro), (pico, ico), (pha, ha), (psn, sn)
      real a1(1), pivot(1)
      pointer (pa1, a1), (ppivot, pivot)
      common /MOD_GRAPH/ NONZ, NGRAPH
      common /MOD_Y1/  NN12, pha, psn, ifail
      common /MOD_Y2/ piro, pico, pa1, ppivot
c-----------------------------------------------------------
      real aa(1)
      real rhs0(1), rhs1(1), rhs(1)
      real bound_rhs(1)
      real rhs_bc(1), rhs_bc0(1), sol(1), rhs_bc1(1)
      pointer (paa, aa)
      pointer (prhs0, rhs0), (prhs1, rhs1), (prhs, rhs)
      pointer (pbound_rhs, bound_rhs)
      pointer (prhs_bc, rhs_bc), (psol, sol), (prhs_bc0, rhs_bc0)
      pointer (prhs_bc1, rhs_bc1)
      real    b_island(0:2), a_island(0:2,0:2)

      common /ISLAND_1/ prhs_bc0, psol, prhs0, prhs_bc1, ib, prhs1, prhs
      common /ISLAND_2/ b_island, a_island
     *                 ,i_min1,i_max1,j_min1,j_max1
      common /MOD_MATRX/ paa, prhs_bc, pbound_rhs
c--------------------------------------------------------------
      real    rtmp(1)
      integer ilst(1)
      pointer (prtmp, rtmp), (pilst, ilst)
      common /MOD_SPACE/ prtmp, pilst
c--------------------------------------------------------------


c--------------------------------------------------------------
c   new common blocks to be added also to model_input subroutine
c--------------------------------------------------------------
      character*80       f_bar
      common /baro_files/ n_bar, f_bar
      integer iflag(12), RM12_NN 
      real    aflag(12)
      common /y12m_input/ RM12_NN, aflag, iflag
      common /baro_input/ n_def_cor, mod_scheme, mod_solver, BAR_DELTA,
     *                    BAR_DSINK, ibar_key, nbaro, rayl
c--------------------------------------------------------------
      
call.c/         832169702   1572  1572  100444  64        `
#include <time.h>

int icpu_time_() 
{
  return (int)clock();
}
comm_data.h/    837198301   1572  1572  100444  3886      `
c---------------------------------------------------------------------------
      dimension u(1), uc(1), fu(1), v(1), vc(1), fv(1), w(1), h(1), fh(1),
     *       t(1), ft(1), sal(1), fsal(1), dens(1), 
     *       um(1),vm(1),wm(1),hm(1),tm(1),salm(1),densm(1), qm(1),trm(1),
     *       taux(1), tauy(1), 
     *       q(1), sst(1), sss(1),ep(1), cld(1), dtx(1), dty(1), solr(1),
     *       tclim(1), dclim(1), sclim(1),convn(1), hclim(1), pclim(1),
     *       iox(1), mask(1), 
     *       fs(1), fhs(1), fhd(1), pgfx(1), pgfy(1), corx(1), cory(1),
     *       xnl(1), ynl(1), vertx(1), verty(1), rhsx(1), rhsy(1),
     *       crhsx(1), crhsy(1),
     *       dept(1), ubar(1), vbar(1), bdiv(1), uforc(1), vforc(1),
     *       psi(1),zfu(1),zfv(1),
     *       blcf(1), im2d(1), ixd(1),tp(1), tr(1), ftr(1), qr(1), qb(1),
     *       wnd(1),
     *       isk(1),iyk(1),nzi(1),isxk(1),isyk(1),nzi_b(1)

      pointer (p_u,u),(p_uc,uc),(p_fu, fu), (p_v,v),(p_vc,vc),(p_fv,fv),
     *        (p_w,w),(p_h,h),(p_fh,fh),
     *        (p_t,t),(p_ft,ft), (p_sal,sal),(p_fsal,fsal),(p_dens, dens),
     *        (p_um,um),(p_vm,vm),(p_wm,wm),(p_hm,hm),(p_tm,tm),
     *        (p_densm,densm),(p_salm,salm),(p_qm,qm),(p_trm,trm),
     *        (p_taux, taux), (p_tauy, tauy), 
     *        (p_q,q), (p_sst,sst), (p_sss,sss),(p_ep,ep), (p_cld,cld),
     *        (p_dtx,dtx),(p_dty,dty),(p_solr,solr),
     *        (p_dclim,dclim), (p_tclim,tclim), (p_sclim,sclim),(p_convn,convn),
     *        (p_hclim,hclim), (p_pclim,pclim), 
     *        (p_iox, iox), (p_mask, mask), 
     *        (p_fhs, fhs), (p_fs, fs),(p_fhd, fhd),(p_pgfx, pgfx),
     *        (p_pgfy, pgfy),(p_corx,corx),(p_cory,cory),
     *        (p_xnl, xnl),(p_ynl,ynl),
     *        (p_vertx, vertx),(p_verty,verty),
     *        (p_rhsx, rhsx),(p_rhsy,rhsy),
     *        (p_crhsx, crhsx),(p_crhsy,crhsy),
     *        (p_dept,dept),(p_ubar,ubar),(p_vbar,vbar),(p_bdiv,bdiv),
     *        (p_uforc,uforc),(p_vforc,vforc),
     *        (p_psi, psi),(p_zfu,zfu),(p_zfv,zfv),
     *        (p_blcf, blcf), (p_im2d, im2d), (p_ixd, ixd), 
     *        (p_tp, tp), (p_tr, tr),(p_ftr, ftr), (p_qr,qr),(p_qb,qb),
     *        (p_wnd,wnd),
     *        (p_isk,isk),(p_iyk,iyk),(p_nzi,nzi),(p_nzi_b,nzi_b),
     *        (p_isxk,isxk),(p_isyk,isyk)

      common /data_addr/ p_u, p_uc, p_fu, p_v, p_vc, p_fv, p_w, p_h, p_fh,
     *       p_t, p_ft, p_sal, p_fsal, p_dens,
     *       p_um,p_vm,p_wm,p_hm,p_tm,p_salm,p_densm,p_qm,p_trm,
     *       p_taux, p_tauy, p_convn,
     *       p_q, p_sst,p_sss,p_ep,p_cld,p_dtx,p_dty,p_solr,
     *       p_dclim, p_tclim, p_sclim, p_hclim, p_pclim,
     *       p_iox, p_mask, p_fs, p_fhs, p_fhd,p_pgfx,p_pgfy,p_corx,p_cory,
     *       p_xnl,p_ynl,p_vertx,p_verty,p_rhsx,p_rhsy,p_crhsx,p_crhsy,
     *       p_dept, p_ubar,p_vbar,p_bdiv,p_uforc,p_vforc,p_psi,
     *       p_zfu,p_zfv,p_blcf, p_im2d, p_ixd,
     *       p_tp,p_tr,p_ftr, p_qr, p_qb,p_wnd,
     *       p_isk,p_iyk,p_nzi,p_isxk,p_isyk,p_nzi_b

      dimension xm(1),ym(1), xp(1),yp(1), xd(1),yd(1)
      pointer (p_xm,xm),(p_ym,ym),(p_xp,xp),(p_yp,yp),(p_xd,xd),(p_yd,yd)
      common /grid_addr/ p_xm, p_ym, p_xp, p_yp, p_xd, p_yd
c----------------------------------------------------------------------------

      dimension wint(1),psiw(1)
      pointer (p_wint,wint),(p_psiw,psiw)
      common /mosf/ p_wint, p_psiw


c----------------------------------------------------------------------------
      dimension f(1), emx(1), emy(1), emxy(1), emx2(1), emy2(1), area(1)
      dimension sponge(1), relax(1)
      pointer (p_f, f), (p_emx, emx), (p_emy, emy), (p_emxy, emxy),
     *        (p_emx2, emx2), (p_emy2, emy2), (p_area, area)
     *       , (p_relax, relax), (p_sponge, sponge)
      common/data_geom/ p_f,p_emx,p_emy,p_emxy,p_emx2,p_emy2,p_area
     *       ,p_relax,p_sponge
comm_new.h/     839445546   1572  1572  100444  3080      `
c- begin of comm_new.h --------------------------------------------------------
      logical            use_salt, use_trac, mix_bc_s, mix_bc_b,
     *                   save_mean, first_step
      common /new_logic/ use_salt, use_trac, mix_bc_s, mix_bc_b,
     *                   save_mean, first_step
      common /new_param/ itemp, isalt, imix, ntrac,
     *                   TEMP_BOT, SALT_BOT, SITUD_BOT, POTND_BOT
      common /new_dims/  npt1, npt2, npt3, npt4, npten
c
      character*80       fbi, fbo, fbt, fbwnd,fbtem,fbsal,fbsst,fbevp,fbsss, 
     *                   fbdep,fbcld,fbslr, fbmap,fbhcl, finp,fout, ftios,fcpu,
     *                   fbpsi
      common /new_files/ n_in,n_out, n_wnd,n_tem,n_sal,n_sst,n_sss,n_psi,
     *                   n_slr, n_evp, n_dep, n_cld, n_map, n_hcl, 
     *                   fbi, fbo, fbt, fbwnd,fbtem,fbsal,fbsst,fbevp,fbsss, 
     *                   fbdep,fbcld,fbslr, fbmap,fbhcl,finp,fout,ftios,fcpu,
     *                   fbpsi
c
      common /new_io/    iout, iou, iov, iow, ioh, iot, ios, ioe, iotr, lev_err
      common /new_time/  dlt, DLT_MIX, steps_per_day,
     *                   iday_curr, enso_start, enso_scale
      common /new_misc/  iglob,irest, initt,inits,initq,initep,initb,mbot_bc, 
     *                   icl_h,icl_htop,icl_ts,icl_rlx,icl_psi,
     *                   clm_coef,clm_no,clm_so,ksponge,krelax,clm_psi,
     *                   initbt,ipre,itau_cos,isolrp
     *                   ,temp_coef
      common /new_baro/  ibaro, dep_min, dep_max
      common /new_shap/  nordu, nordh, mshx, mshy, mshh, shap_vel_cnst, shap_scl_cnst

      common /dake_mix/ cm_mix,cn_mix, hmin_mix,hmax_mix, 
     *                  ric1_mix,ric2_mix, iuse_gam, gam1_mix, gam2_mix,
     *                  mix_wtop, iwnd_mix

      common /new_forc/  idf_dp, idf_cld, idf_slr, cld_tscl, slr_tscl,
     *     idf_tx, idf_ty,  ltau,itau,ntau,p_ttau, tau_tscl, lpsi,
     *     idf_sst,idf_sss, lsst,isst,nsst,p_tsst, sst_tscl, isss,
     *     idf_evp,        levp,ievp,nevp,p_tevp, evp_tscl,
     *     idf_t,idf_s,idf_hcl, lclm,iclm, ntclm,p_tclm, nzclm,p_zclm,clm_tscl,
     *     idf_psi, ntpsi, ipsi, psi_tscl
     
      dimension          ttau(1), tsst(1), tevp(1), tclm(1), zclm(1), tpsi(1)
      pointer           (p_ttau,ttau), (p_tsst,tsst), (p_tevp,tevp),
     *                  (p_tclm,tclm), (p_zclm,zclm), (p_tpsi,tpsi)

      common /new_forcgr/ idatgr, mpack,mseg, mxp,myp, msx,msy
      common /new_hfxevp/ trans_coef, QCON, rlx_time, solr_gamma, TATM, SATM

      dimension           hsave(1)
      pointer             (p_hsave, hsave)
      common /new_energy/ iherr, p_hsave,ekf1,epf1,hcf1,wcf1,vlf1

      character*80       fwsp, fuwd, fvwd, fah, fat, fprec
      common /pbl_files/ n_wsp, n_uwd, n_vwd, n_ah, n_at, n_prec,
     *                   idf_wsp, idf_uwd, idf_vwd, idf_ah, idf_at, idf_prec,
     *                   fwsp, fuwd, fvwd, fah, fat, fprec

      common /new_vert/  iv_top
c- end of comm_new.h   --------------------------------------------------------


comm_para.h/    836921779   1572  1572  100444  790       `
c************************************************************************
      parameter (MAXNB = 2000, MXBDY = 9000, MAXSP = 9000,
     *           MAXSID = 500, MAXXS = 50,   MAXNZ = 30,   MAXSND = 6800)
c      parameter (MINSEG = 4)
      parameter (MPTEN  = 6)
c
      parameter (D2SEC  = 86400.)
      parameter (GRAVTY = 9.8)
c
      parameter (TALPHA = 2.55e-4)
      parameter (SIGMA0 = 27.)
      parameter (TCOEF = TALPHA * (1000. + SIGMA0))

      common/para/MINSEG
c
c     (if MAXNZ and MAXXS are changed here, they must also
c      be changed in all routines containing blocks VERT and STRECH.)
c
c     MINSEG = the minimum number of consecutive ocean grid points as 
c     required by routine dfdx.
c************************************************************************

comm_pbl.h/     832169702   1572  1572  100444  1617      `
c-------------------------------------------------------------------------------
c.........in order to include this file, one must have NPT,NX,NY among arguments
      dimension wnsp(npt,1), uwnd(npt,1), vwnd(npt,1), 
     *          ahum(nx*ny,1), atem(nx*ny,1), amhum(nx*ny), amth(nx*ny)
 
      pointer (p_wnsp, wnsp),(p_uwnd, uwnd),(p_vwnd, vwnd),
     *        (p_ahum, ahum),(p_atem, atem),(p_amhum, amhum),(p_amth, amth)
c-------------------------------------------------------------------------------

c-------------------------------------------------------------------------------
      dimension up(nx,ny), vp(nx,ny),
     *          thv(nx,ny), the(nx,ny), thve(nx,ny), thvs(nx,ny),
     *          pnuxp(nx,ny), pnuyp(nx,ny), qe(nx,ny), qs(nx,ny),
     *          c0(nx,ny), dx(nx,ny), dy(ny), lsm(nx,ny)
      pointer   (p_up, up), (p_vp, vp),
     *          (p_thv,thv), (p_the,the), (p_thve,thve), (p_thvs,thvs),
     *          (p_pnuxp,pnuxp), (p_pnuyp,pnuyp), (p_qe,qe), (p_qs,qs),
     *          (p_c0,c0), (p_dx,dx), (p_dy, dy), (p_lsm, lsm)
      common /pbl_data/ p_up, p_vp, p_thv, p_the, p_thve, p_thvs,
     *                  p_pnuxp, p_pnuyp, p_qe, p_qs, p_c0, p_dx, p_dy, p_lsm,
     *                  p_wnsp, p_uwnd, p_vwnd, p_ahum, p_atem, p_amhum, p_amth
c-------------------------------------------------------------------------------
      common /pbl_param/ pbl_pnu,pbl_delta,pbl_pml,pbl_depth,pbl_betav,pbl_grad,
     *  nstep_pbl, ipbl_advec, ipbl_jsta,ipbl_jend, pbl_south,pbl_north,pbl_wmin
c-------------------------------------------------------------------------------




dens.h/         832169702   1572  1572  100444  17010     `
/*****************************************************************/
#if defined(SDENS12)
#if defined(DOUBLE_PRES)
      implicit double precision (a-c)
c Error norm0(max) =   7.4428    
c Error norm2(rms) =   1.1234    
#if defined(SIGMA)
c in situ SIGMA (rho-1000 kg/m^3) density as a function of
c in situ temperature, salinity & pressure.
      data a0  / -1.5843939931764703E-01 /
      data a1  /  4.7270144711352193E-02 /
      data a2  / -2.9397698827436812E-03 /
      data a3  / -7.4739134414726020E-03 /
      data a4  /  3.3785607358454141E-05 /
      data a5  /  4.2345159659840616E-07 /
      data a6  /  3.5492171626440836E-05 /
      data a7  /  8.0760604501362962E-01 /
      data a8  / -7.5343589902807757E-06 /
      data a9  /  5.0204028880325237E-03 /
      data a10 / -2.8190006182690186E-05 /
      data a11 / -4.8593042192581616E-08 /
      data a12 /  4.9424959288401026E-10 /
#else
c in situ density (kg/m^3) as a function of
c in situ temperature, salinity & pressure.
      data a0  /  9.9984156060068153E+02 /
      data a1  /  4.7270144711414658E-02 /
      data a2  / -2.9397698827454119E-03 /
      data a3  / -7.4739134414735257E-03 /
      data a4  /  3.3785607358473184E-05 /
      data a5  /  4.2345159659804902E-07 /
      data a6  /  3.5492171626444934E-05 /
      data a7  /  8.0760604501365325E-01 /
      data a8  / -7.5343589902855958E-06 /
      data a9  /  5.0204028880326863E-03 /
      data a10 / -2.8190006182677018E-05 /
      data a11 / -4.8593042192585249E-08 /
      data a12 /  4.9424959288174381E-10 /
#endif
#else
#if defined(SIGMA)
      data a0  / -1.584394E-01 /
      data a1  /  4.727015E-02 /
      data a2  / -2.939770E-03 /
      data a3  / -7.473913E-03 /
      data a4  /  3.378561E-05 /
      data a5  /  4.234516E-07 /
      data a6  /  3.549217E-05 /
      data a7  /  8.076060E-01 /
      data a8  / -7.534359E-06 /
      data a9  /  5.020403E-03 /
      data a10 / -2.819001E-05 /
      data a11 / -4.859304E-08 /
      data a12 /  4.942496E-10 /
#else
      data a0  /  9.998416E+02 /
      data a1  /  4.727015E-02 /
      data a2  / -2.939770E-03 /
      data a3  / -7.473913E-03 /
      data a4  /  3.378561E-05 /
      data a5  /  4.234516E-07 /
      data a6  /  3.549217E-05 /
      data a7  /  8.076060E-01 /
      data a8  / -7.534359E-06 /
      data a9  /  5.020403E-03 /
      data a10 / -2.819001E-05 /
      data a11 / -4.859304E-08 /
      data a12 /  4.942496E-10 /
#endif
#endif
/*****************************************************************/
#elif defined(PDENS12)
#if defined(DOUBLE_PRES)
      implicit double precision (a-c)
c Error norm0(max) =   7.7819    
c Error norm2(rms) =  0.97816    
#if defined(SIGMA)
c in situ SIGMA (rho-1000 kg/m^3) density as a function of
c potential temperature, salinity & pressure.
      data a0  / -1.5504924602274576E-01 /
      data a1  /  4.7242360502523430E-02 /
      data a2  / -2.9355135788240534E-03 /
      data a3  / -7.4801638387312063E-03 /
      data a4  /  3.3806262972047482E-05 /
      data a5  /  3.6995743312311981E-07 /
      data a6  /  3.5589087697667882E-05 /
      data a7  /  8.0747615263133187E-01 /
      data a8  / -8.0022984647741619E-06 /
      data a9  /  5.0377429128316340E-03 /
      data a10 / -2.9566247219663237E-05 /
      data a11 / -5.1678728359398036E-08 /
      data a12 /  3.7388128423166246E-10 /
#else
c in situ density (kg/m^3) as a function of
c potential temperature, salinity & pressure.
      data a0  /  9.9984495075397717E+02 /
      data a1  /  4.7242360502556559E-02 /
      data a2  / -2.9355135788249624E-03 /
      data a3  / -7.4801638387318654E-03 /
      data a4  /  3.3806262972062488E-05 /
      data a5  /  3.6995743312330793E-07 /
      data a6  /  3.5589087697669534E-05 /
      data a7  /  8.0747615263133631E-01 /
      data a8  / -8.0022984647632515E-06 /
      data a9  /  5.0377429128311419E-03 /
      data a10 / -2.9566247219662127E-05 /
      data a11 / -5.1678728359375112E-08 /
      data a12 /  3.7388128423099962E-10 /
#endif
#else
#if defined(SIGMA)
      data a0  / -1.550492E-01 /
      data a1  /  4.724236E-02 /
      data a2  / -2.935514E-03 /
      data a3  / -7.480164E-03 /
      data a4  /  3.380626E-05 /
      data a5  /  3.699574E-07 /
      data a6  /  3.558909E-05 /
      data a7  /  8.074762E-01 /
      data a8  / -8.002298E-06 /
      data a9  /  5.037743E-03 /
      data a10 / -2.956625E-05 /
      data a11 / -5.167873E-08 /
      data a12 /  3.738813E-10 /
#else
      data a0  /  9.998450E+02 /
      data a1  /  4.724236E-02 /
      data a2  / -2.935514E-03 /
      data a3  / -7.480164E-03 /
      data a4  /  3.380626E-05 /
      data a5  /  3.699574E-07 /
      data a6  /  3.558909E-05 /
      data a7  /  8.074762E-01 /
      data a8  / -8.002298E-06 /
      data a9  /  5.037743E-03 /
      data a10 / -2.956625E-05 /
      data a11 / -5.167873E-08 /
      data a12 /  3.738813E-10 /
#endif
#endif
/*****************************************************************/
#elif defined(SDENS14)
#if defined(DOUBLE_PRES)
      implicit double precision (a-c)
c Error norm0(max) =   5.1297    
c Error norm2(rms) =  0.88617    
#if defined(SIGMA)
c in situ SIGMA (rho-1000 kg/m^3) density as a function of
c in situ temperature, salinity & pressure.
      data b0  / -1.5457113356963887E-01 /
      data b1  /  4.8274161492139198E-02 /
      data b2  / -2.9293422042122445E-03 /
      data b3  / -7.8297202416628062E-03 /
      data b4  /  3.3396251597915589E-05 /
      data b5  /  5.0305514971841871E-07 /
      data b6  /  5.9242306039765049E-05 /
      data b7  / -1.8761935916554911E-09 /
      data b8  / -4.4004698349207185E-07 /
      data b9  /  8.0754330842184014E-01 /
      data b10 / -7.5199970104093241E-06 /
      data b11 /  5.0192251646580583E-03 /
      data b12 / -2.8691551307377988E-05 /
      data b13 / -4.8525837979105048E-08 /
      data b14 /  5.2821790042401373E-10 /
#else
c in situ density (kg/m^3) as a function of
c in situ temperature, salinity & pressure.
      data b0  /  9.9984542886643077E+02 /
      data b1  /  4.8274161492148248E-02 /
      data b2  / -2.9293422042124026E-03 /
      data b3  / -7.8297202416636828E-03 /
      data b4  /  3.3396251597949877E-05 /
      data b5  /  5.0305514971833975E-07 /
      data b6  /  5.9242306039746903E-05 /
      data b7  / -1.8761935917385809E-09 /
      data b8  / -4.4004698349169419E-07 /
      data b9  /  8.0754330842182504E-01 /
      data b10 / -7.5199970104007531E-06 /
      data b11 /  5.0192251646578691E-03 /
      data b12 / -2.8691551307371017E-05 /
      data b13 / -4.8525837979127866E-08 /
      data b14 /  5.2821790042306595E-10 /
#endif
#else
#if defined(SIGMA)
      data b0  / -1.545711E-01 /
      data b1  /  4.827416E-02 /
      data b2  / -2.929342E-03 /
      data b3  / -7.829720E-03 /
      data b4  /  3.339625E-05 /
      data b5  /  5.030552E-07 /
      data b6  /  5.924231E-05 /
      data b7  / -1.876194E-09 /
      data b8  / -4.400470E-07 /
      data b9  /  8.075433E-01 /
      data b10 / -7.519997E-06 /
      data b11 /  5.019225E-03 /
      data b12 / -2.869155E-05 /
      data b13 / -4.852584E-08 /
      data b14 /  5.282179E-10 /
#else
      data b0  /  9.998455E+02 /
      data b1  /  4.827416E-02 /
      data b2  / -2.929342E-03 /
      data b3  / -7.829720E-03 /
      data b4  /  3.339625E-05 /
      data b5  /  5.030552E-07 /
      data b6  /  5.924231E-05 /
      data b7  / -1.876194E-09 /
      data b8  / -4.400470E-07 /
      data b9  /  8.075433E-01 /
      data b10 / -7.519997E-06 /
      data b11 /  5.019225E-03 /
      data b12 / -2.869155E-05 /
      data b13 / -4.852584E-08 /
      data b14 /  5.282179E-10 /
#endif
#endif
/*****************************************************************/
#elif defined(PDENS14)
#if defined(DOUBLE_PRES)
      implicit double precision (a-c)
c Error norm0(max) =   4.7042    
c Error norm2(rms) =  0.65810    
#if defined(SIGMA)
c in situ SIGMA (rho-1000 kg/m^3) density as a function of
c potential temperature, salinity & pressure.
      data b0  / -1.5099543208979131E-01 /
      data b1  /  4.8293064514940597E-02 /
      data b2  / -2.9238713403522172E-03 /
      data b3  / -7.8571184248837324E-03 /
      data b4  /  3.3385891265010374E-05 /
      data b5  /  4.6172868001366538E-07 /
      data b6  /  6.0751904648027190E-05 /
      data b7  / -2.2842291682861128E-09 /
      data b8  / -4.6613942915278920E-07 /
      data b9  /  8.0741085100371474E-01 /
      data b10 / -7.9879608235234487E-06 /
      data b11 /  5.0365498988416534E-03 /
      data b12 / -3.0158261301038717E-05 /
      data b13 / -5.1618517301301070E-08 /
      data b14 /  4.2164188192037137E-10 /
#else
c in situ density (kg/m^3) as a function of
c potential temperature, salinity & pressure.
      data b0  /  9.9984900456791012E+02 /
      data b1  /  4.8293064514949266E-02 /
      data b2  / -2.9238713403523647E-03 /
      data b3  / -7.8571184248856917E-03 /
      data b4  /  3.3385891265004397E-05 /
      data b5  /  4.6172868001376228E-07 /
      data b6  /  6.0751904648172017E-05 /
      data b7  / -2.2842291682672226E-09 /
      data b8  / -4.6613942915550268E-07 /
      data b9  /  8.0741085100371918E-01 /
      data b10 / -7.9879608235240731E-06 /
      data b11 /  5.0365498988416810E-03 /
      data b12 / -3.0158261301038322E-05 /
      data b13 / -5.1618517301306345E-08 /
      data b14 /  4.2164188191996903E-10 /
#endif
#else
#if defined(SIGMA)
      data b0  / -1.509954E-01 /
      data b1  /  4.829307E-02 /
      data b2  / -2.923871E-03 /
      data b3  / -7.857119E-03 /
      data b4  /  3.338589E-05 /
      data b5  /  4.617287E-07 /
      data b6  /  6.075190E-05 /
      data b7  / -2.284229E-09 /
      data b8  / -4.661394E-07 /
      data b9  /  8.074108E-01 /
      data b10 / -7.987961E-06 /
      data b11 /  5.036550E-03 /
      data b12 / -3.015826E-05 /
      data b13 / -5.161852E-08 /
      data b14 /  4.216419E-10 /
#else
      data b0  /  9.998490E+02 /
      data b1  /  4.829307E-02 /
      data b2  / -2.923871E-03 /
      data b3  / -7.857119E-03 /
      data b4  /  3.338589E-05 /
      data b5  /  4.617287E-07 /
      data b6  /  6.075190E-05 /
      data b7  / -2.284229E-09 /
      data b8  / -4.661394E-07 /
      data b9  /  8.074108E-01 /
      data b10 / -7.987961E-06 /
      data b11 /  5.036550E-03 /
      data b12 / -3.015826E-05 /
      data b13 / -5.161852E-08 /
      data b14 /  4.216419E-10 /
#endif
#endif
/*****************************************************************/
#elif defined(SDENS17)
#if defined(DOUBLE_PRES)
      implicit double precision (a-c)
c Error norm0(max) =   3.7240    
c Error norm2(rms) =  0.71822    
#if defined(SIGMA)
c in situ SIGMA (rho-1000 kg/m^3) density as a function of
c in situ temperature, salinity & pressure.
      data c0  / -1.6243434496636450E-01 /
      data c1  /  5.7535908559764719E-02 /
      data c2  / -3.1837995831724064E-03 /
      data c3  / -8.6797786092135336E-03 /
      data c4  /  5.4648837967931438E-05 /
      data c5  /  6.5185416868478354E-07 /
      data c6  /  8.1826851053890479E-05 /
      data c7  / -4.4858245406792951E-07 /
      data c8  / -7.6560639600702460E-09 /
      data c9  / -5.6615940292929387E-07 /
      data c10 /  8.0777616156676312E-01 /
      data c11 / -7.9776236744412338E-06 /
      data c12 /  1.7675041439612339E-07 /
      data c13 /  5.0351140611567597E-03 /
      data c14 / -3.5488739799483131E-05 /
      data c15 / -4.8509877279023854E-08 /
      data c16 /  6.6352773503588382E-10 /
      data c17 / -2.7658618545499495E-11 /
#else
c in situ density (kg/m^3) as a function of
c in situ temperature, salinity & pressure.
      data c0  /  9.9983756565503369E+02 /
      data c1  /  5.7535908559893584E-02 /
      data c2  / -3.1837995831754497E-03 /
      data c3  / -8.6797786092314073E-03 /
      data c4  /  5.4648837968225851E-05 /
      data c5  /  6.5185416868858991E-07 /
      data c6  /  8.1826851054623155E-05 /
      data c7  / -4.4858245407464298E-07 /
      data c8  / -7.6560639602356630E-09 /
      data c9  / -5.6615940293851219E-07 /
      data c10 /  8.0777616156676277E-01 /
      data c11 / -7.9776236744555211E-06 /
      data c12 /  1.7675041439849216E-07 /
      data c13 /  5.0351140611571949E-03 /
      data c14 / -3.5488739799566748E-05 /
      data c15 / -4.8509877279009829E-08 /
      data c16 /  6.6352773503562794E-10 /
      data c17 / -2.7658618546087971E-11 /
#endif
#else
#if defined(SIGMA)
      data c0  / -1.624343E-01 /
      data c1  /  5.753591E-02 /
      data c2  / -3.183800E-03 /
      data c3  / -8.679778E-03 /
      data c4  /  5.464884E-05 /
      data c5  /  6.518542E-07 /
      data c6  /  8.182685E-05 /
      data c7  / -4.485825E-07 /
      data c8  / -7.656064E-09 /
      data c9  / -5.661594E-07 /
      data c10 /  8.077762E-01 /
      data c11 / -7.977624E-06 /
      data c12 /  1.767504E-07 /
      data c13 /  5.035114E-03 /
      data c14 / -3.548874E-05 /
      data c15 / -4.850988E-08 /
      data c16 /  6.635277E-10 /
      data c17 / -2.765862E-11 /
#else
      data c0  /  9.998376E+02 /
      data c1  /  5.753591E-02 /
      data c2  / -3.183800E-03 /
      data c3  / -8.679778E-03 /
      data c4  /  5.464884E-05 /
      data c5  /  6.518542E-07 /
      data c6  /  8.182685E-05 /
      data c7  / -4.485825E-07 /
      data c8  / -7.656064E-09 /
      data c9  / -5.661594E-07 /
      data c10 /  8.077762E-01 /
      data c11 / -7.977624E-06 /
      data c12 /  1.767504E-07 /
      data c13 /  5.035114E-03 /
      data c14 / -3.548874E-05 /
      data c15 / -4.850988E-08 /
      data c16 /  6.635277E-10 /
      data c17 / -2.765862E-11 /
#endif
#endif
/*****************************************************************/
#elif defined(PDENS17)
#if defined(DOUBLE_PRES)
      implicit double precision (a-c)
c Error norm0(max) =   2.8225    
c Error norm2(rms) =  0.52139    
#if defined(SIGMA)
c in situ SIGMA (rho-1000 kg/m^3) density as a function of
c potential temperature, salinity & pressure.
      data c0  / -1.5862652198103819E-01 /
      data c1  /  5.7207239651872372E-02 /
      data c2  / -3.1733586873196486E-03 /
      data c3  / -8.6709261650891846E-03 /
      data c4  /  5.4773992446508810E-05 /
      data c5  /  5.5410488944578117E-07 /
      data c6  /  8.1300196759789216E-05 /
      data c7  / -4.5995132105162293E-07 /
      data c8  / -6.0525121543258126E-09 /
      data c9  / -5.4999448818125165E-07 /
      data c10 /  8.0763554004703426E-01 /
      data c11 / -8.3777800126292660E-06 /
      data c12 /  1.6315692381057324E-07 /
      data c13 /  5.0500721785257240E-03 /
      data c14 / -3.6208523725344514E-05 /
      data c15 / -5.1597455716244535E-08 /
      data c16 /  4.9863336832618436E-10 /
      data c17 / -1.7971906682917162E-11 /
#else
c in situ density (kg/m^3) as a function of
c potential temperature, salinity & pressure.
      data c0  /  9.9984137347801924E+02 /
      data c1  /  5.7207239651807189E-02 /
      data c2  / -3.1733586873184598E-03 /
      data c3  / -8.6709261650839319E-03 /
      data c4  /  5.4773992446462695E-05 /
      data c5  /  5.5410488944324889E-07 /
      data c6  /  8.1300196759551894E-05 /
      data c7  / -4.5995132105069007E-07 /
      data c8  / -6.0525121542334305E-09 /
      data c9  / -5.4999448817739962E-07 /
      data c10 /  8.0763554004702662E-01 /
      data c11 / -8.3777800126130657E-06 /
      data c12 /  1.6315692380962662E-07 /
      data c13 /  5.0500721785252249E-03 /
      data c14 / -3.6208523725296442E-05 /
      data c15 / -5.1597455716262068E-08 /
      data c16 /  4.9863336832462135E-10 /
      data c17 / -1.7971906682702998E-11 /
#endif
#else
#if defined(SIGMA)
      data c0  / -1.586265E-01 /
      data c1  /  5.720724E-02 /
      data c2  / -3.173359E-03 /
      data c3  / -8.670926E-03 /
      data c4  /  5.477399E-05 /
      data c5  /  5.541049E-07 /
      data c6  /  8.130020E-05 /
      data c7  / -4.599513E-07 /
      data c8  / -6.052512E-09 /
      data c9  / -5.499945E-07 /
      data c10 /  8.076355E-01 /
      data c11 / -8.377780E-06 /
      data c12 /  1.631569E-07 /
      data c13 /  5.050072E-03 /
      data c14 / -3.620852E-05 /
      data c15 / -5.159746E-08 /
      data c16 /  4.986334E-10 /
      data c17 / -1.797191E-11 /
#else
      data c0  /  9.998414E+02 /
      data c1  /  5.720724E-02 /
      data c2  / -3.173359E-03 /
      data c3  / -8.670926E-03 /
      data c4  /  5.477399E-05 /
      data c5  /  5.541049E-07 /
      data c6  /  8.130020E-05 /
      data c7  / -4.599513E-07 /
      data c8  / -6.052512E-09 /
      data c9  / -5.499945E-07 /
      data c10 /  8.076355E-01 /
      data c11 / -8.377780E-06 /
      data c12 /  1.631569E-07 /
      data c13 /  5.050072E-03 /
      data c14 / -3.620852E-05 /
      data c15 / -5.159746E-08 /
      data c16 /  4.986334E-10 /
      data c17 / -1.797191E-11 /
#endif
#endif

#endif
/*****************************************************************/
dyn_baro.f/     839513370   1572  1572  100444  9815      `
c$Source$
c$Author$
c$Revision$
c$Date$
c$State$
c---------------------------------------------------------
      subroutine baro_sum (npt, nz, nzi_b, uc, vc, ubar, vbar)
c---------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension uc(npt,nz),vc(npt,nz), ubar(npt), vbar(npt), nzi_b(npt)

      do i = 1, npt
         ubar(i) = uc(i,1)
         vbar(i) = vc(i,1)
      enddo
      
      do i = 1, npt
         do k = 2, nzi_b(i)
            ubar(i) = ubar(i) + uc(i,k)
            vbar(i) = vbar(i) + vc(i,k)
         enddo
      enddo

      return
      end

      subroutine baro_scale (npt, ubar, vbar, dept)
c---------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension ubar(1), vbar(1), dept(1)

      do i = 1, npt
         depi = 1./dept(i)
         ubar(i) = depi* ubar(i)
         vbar(i) = depi* vbar(i)
      enddo
      
      return
      end

      subroutine baro_tau (npt, uforc, vforc, taux, tauy)
c---------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension uforc(npt), vforc(npt), taux(npt), tauy(npt)
      include 'comm_new.h'

      do i = 1, npt
         uforc(i) = taux(i)
         vforc(i) = tauy(i)
      enddo

      return
      end

      subroutine baro_comp (npt,dnt,abi,bi,nbaro,uforc,vforc,tfu,tfv
     *             ,zfu,zfv,dept)
c-----------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      dimension uforc(npt),vforc(npt),tfu(npt),tfv(npt),zfu(npt),zfv(npt),dept(npt)

      b_d2 = bi / (dnt * real(nbaro))
      do i = 1, npt
         depi = dept(i)
         dzu = zfu(i) - depi* tfu(i)
         dzv = zfv(i) - depi* tfv(i)
         uforc(i) = uforc(i) - b_d2*dzu
         vforc(i) = vforc(i) - b_d2*dzv
         zfu(i) = abi * dzu
         zfv(i) = abi * dzv
      enddo
      return
      end

      subroutine baro_rhs (npt,emx,emy,emxy,lxxk,lyyk,lxyk,lyxk,snxk,snyk,
     *     isyk,isk,mbc,lpbcwk,lpbcek,uu,vv,rhs,tp,dept)
c------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'

      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /coords/ alat,blat,rlat,alon,blon,nsx,nsy,mgrid,z_begin,nsig,nystrch
c      include 'comm_para.h'
      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +            ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)
      dimension lxxk(MXBDY,nz),lyyk(MXBDY,nz),lxyk(MAXNB,nz),lyxk(MAXNB,nz),
     *     snxk(MAXNB,nz),snyk(MAXNB,nz),isyk(npt,nz),isk(npt,nz),
     *     lpbcwk(MAXSID,nz),lpbcek(MAXSID,nz)

      dimension emx(1),emy(1),emxy(1),dept(npt),uu(npt),vv(npt),rhs(npt),
     *          tp(npt,3)

      do i = 1, npt
         depi = 1./dept(i)
         tp(i,3) = depi* uu(i)
         tp(i,2) = depi* vv(i)
      enddo

      nxk = nbxk(1)
      nyk = nbyk(1)
      nck = ncsk(1)
      npbk = npbck(1)
      nbu = 0
      nbv = 0

      call dfdx1(tp(1,2),tp,npt,nbu,nxk,nyk,nck,lxxk,lyxk,
     *     snxk,npbk,lpbcwk,lpbcek)
      call dfdy1(tp(1,3),tp(1,2),npt,nbv,nyk,nxk,nck,
     *     lyyk,lxyk,snyk,isyk)

c.................rhs = -curl(forcing/depth)
      if (mgrid .ne. 2) then
         do i = 1, npt
            rhs(i) = emx(i)*tp(i,1) - emy(i)*tp(i,2)
         enddo
      else
         do i = 1, npt
            rhs(i) = emx(i)*tp(i,1) - emy(i)*tp(i,2) - emxy(i)*tp(i,3)
         enddo
      endif

      return
      end

      subroutine curl_of_psi (npt,emx,emy,emxy,lxxk,lyyk,lxyk,lyxk,snxk,snyk,
     *     isyk,isk,mbc,lpbcwk,lpbcek,psi,sfu,sfv,tp,dept)
c------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'

      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /coords/ alat,blat,rlat,alon,blon,nsx,nsy,mgrid,z_begin,nsig,nystrch
      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +            ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)
      dimension lxxk(MXBDY,nz),lyyk(MXBDY,nz),lxyk(MAXNB,nz),lyxk(MAXNB,nz),
     *     snxk(MAXNB,nz),snyk(MAXNB,nz),isyk(npt,nz),isk(npt,nz),
     *     lpbcwk(MAXSID,nz),lpbcek(MAXSID,nz)

      dimension emx(npt),emy(npt),emxy(npt),dept(npt),
     *          sfu(npt),sfv(npt),psi(npt),tp(npt,2)
      
      k = 1
      nxk = nbxk(k)
      nyk = nbyk(k)
      nck = ncsk(k)
      npbk = npbck(k)
      nbu = 0
      nbv = 0
      
      call dfdy1(psi,tp(1,2),npt,nbv,nyk,nxk,nck,lyyk,lxyk,snyk,isyk)
      call dfdx1(psi,tp,npt,nbu,nxk,nyk,nck,lxxk,lyxk,
     *     snxk,npbk,lpbcwk,lpbcek)

      do i = 1, npt
         depi = 1./dept(i)
         sfu(i) = -emy(i)*tp(i,2)*depi
         sfv(i) =  emx(i)*tp(i,1)*depi
      enddo
      return
      end

      subroutine baro_updat(npt,nz,nzi,h,uc,vc,tfu,tfv,uforc,vforc,ubar,vbar)
c------------------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      dimension h(npt,nz),uc(npt,nz),vc(npt,nz),
     *     tfu(npt),tfv(npt), 
     *     uforc(npt), vforc(npt), ubar(npt), vbar(npt), nzi(npt)

      do i = 1, npt
         do k = 1, nzi(i)
            hik = h(i,k)
            uc(i,k) = uc(i,k) + hik*(tfu(i) - ubar(i))
            vc(i,k) = vc(i,k) + hik*(tfv(i) - vbar(i))
         enddo
      enddo
      do i = 1, npt
         uforc(i) = 0.
         vforc(i) = 0.
         ubar(i) = tfu(i)
         vbar(i) = tfv(i)
      enddo

      return
      end

      subroutine baro_div (npt,emx,emy,emxy,lxxk,lyyk,lxyk,lyxk,
     *           snxk,snyk,isyk,isk,mbc,lpbcwk,lpbcek,ubar,vbar,bdiv,tp,dept)
c------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'

      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /coords/ alat,blat,rlat,alon,blon,nsx,nsy,mgrid,z_begin,nsig,nystrch
      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +            ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)
      dimension lxxk(MXBDY,nz),lyyk(MXBDY,nz),lxyk(MAXNB,nz),lyxk(MAXNB,nz),
     *     snxk(MAXNB,nz),snyk(MAXNB,nz),isyk(npt,nz),isk(npt,nz),
     *     lpbcwk(MAXSID,nz),lpbcek(MAXSID,nz)

      dimension emx(1),emy(1),emxy(1),dept(1),
     *          ubar(1),vbar(1),bdiv(1),tp(npt,1)
      
      nbu = 0
      nbv = 0
      if(mbc.eq.1 .or. mbc.eq.4) nbu = 1
      if(mbc.eq.1 .or. mbc.eq.3) nbv = 1
 
      do i = 1, npt
         depi = dept(i)
         tp(i,3) = depi* ubar(i)
         tp(i,4) = depi* vbar(i)
      enddo
      
      nxk = nbxk(1)
      nyk = nbyk(1)
      nck = ncsk(1)
      npbk = npbck(1)
      
      call dfdy1(tp(1,4),tp(1,2),npt,nbv,nyk,nxk,nck,lyyk,lxyk,snyk,isyk)
      call dfdx1(tp(1,3),tp,npt,nbu,nxk,nyk,nck,lxxk,lyxk,
     *     snxk,npbk,lpbcwk,lpbcek)

      if (mgrid .ne. 2) then
         do i = 1, npt
            depi = 1./dept(i)
            bdiv(i) = depi*(emx(i)*tp(i,1) + emy(i)*tp(i,2))
         enddo
      else
         do i = 1, npt
            depi = 1./dept(i)
            bdiv(i) = depi*(emx(i)*tp(i,1) + emy(i)*tp(i,2) + emxy(i)*tp(i,4))
         enddo
      endif

      return
      end
      
c     ------------------------------------------------------------------
      subroutine baro_bcset(mbc,lxxk,lyyk,npt,u,v)
c     ------------------------------------------------------------------
c     impose the u, v boundary conditions according to mbc.
c
c     mbc = (input) type of boundary condition:
c         = 1; u(xb)=v(yb)=u(yb)    = v(xb)    = 0; no slip everywhere.
c         = 2; u(xb)=v(yb)                     = 0; no normal flow.
c         = 3; u(xb)=v(yb)=du(yb)/dy= v(xb)    = 0; no slip at eastern
c              and western side walls; free slip along northern and
c              southern boundaries/steps, v=du/dy=0.
c         = 4; u(xb)=v(yb)=u(yb)    = dv(xb)/dx= 0; no slip at northern
c              and southern; free slip along eastern and western
c              boundaries/steps, u=dv/dy=0.
c
c     lxx = (input) nbx x-boundary plus ncs corner indices for a 
c           regular or compressed x-sort.
c     lyy = (input) nby y-boundary plus ncs corner indices for a
c           regular or compressed x-sort.
c     npt = (input) number of field points/layer.
c     u,v = (input) fields.
c         = (output) fields with boundary conditions imposed.
c
      implicit real(a-h,o-z),integer(i-n)

      include 'comm_para.h'
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc

      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +            ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)
      dimension lxxk(MXBDY,nz), lyyk(MXBDY,nz)

      dimension u(npt),v(npt)
c
c     normal components are always zero at boundaries, u(xb)=v(yb)=0.
c     similarly, so is the along boundary derivative
c       du(xb)/dy = dv(yb)/dx = 0.
c
c     the ncs corner points are part of the u/v-boundaries depending
c     on mbc.
c     mbc = 1;  yes for u and v;     du(yb)/dx = dv(xb)/dy = 0.
c         = 2;  no for u and v.
c         = 3;  no for u, yes for v; dv(xb)/dy = 0.
c         = 4;  yes for u, no for v; du(yb)/dx = 0.
c
      k = 1
         do i = 1, nbxk(k)
            u(lxxk(i,k)) = 0.
         enddo
         do i = 1, nbyk(k)
            v(lyyk(i,k)) = 0.
         enddo

      if(mbc.eq.1 .or. mbc.eq.4) then
         do 30 i=1,nbyk(k)+ncsk(k)
   30    u(lyyk(i,k)) = 0.
      endif
c
      if(mbc.eq.1 .or. mbc.eq.3) then
         do 40 i=1,nbxk(k)+ncsk(k)
   40    v(lxxk(i,k)) = 0.
      endif

      return
c     end of baro_bcset.
      end


dyn_c.c/        833824910   1572  1572  100444  14821     `
/**************************************************************************
*  This is a library to provide an *easy* 
*  ASCII formatted input for FORTRAN/C.
*
*  Senya Basin, 1994
**************************************************************************
$Source$
$Author$
$Revision$
$Date$
$State$
***************************************************************************/

#include <stdio.h>
#include <string.h>
#include <ctype.h>

#define MAX_LINE    200
/******* FORTRAN-word to C-string pointer *******/
#define fw_to_cp(p) strtok(strdup(p)," ,;\t\n\r\f\v\b\000") 
#define get_word(p) strtok(p," \t[](){},;\n\r\f\v\b\000") 
#define get_arra(p) strtok(p," \t,;[({\n\r\f\v\b\000") 

#ifdef CRAY
void   INP_FILE (void *a1)              {inp_file_(a1);}
void   INP_SECT (void *a1)              {inp_sect_(a1);}
void   INP_VRNT (void *a1, *a2)         {inp_vrnt_(a1,a2);}

int    INP_DEF  (void *a1)              {return inp_def_(a1);}
int    INP_INXT (void *a1)              {return inp_inxt_(a1);}
float  INP_FNXT (void *a1)              {return inp_fnxt_(a1);}
int    INP_WNXT (void *a1)              {return inp_wnxt_(a1);}

int    INP_INT (void *a1, *a2)          {return inp_int_(a1,a2);}
float  INP_FLT (void *a1, *a2)          {return inp_flt_(a1,a2);}
double INP_DBL (void *a1, *a2)          {return inp_dbl_(a1,a2);}
int    INP_STR (void *a1, *a2, *a3)     {return inp_str_(a1,a2,a3);}

int    INP_IARR(void *a1, *a2, *a3, *a4) {return inp_iarr_(a1,a2,a3,a4);}
int    INP_RARR(void *a1, *a2, *a3, *a4) {return inp_rarr_(a1,a2,a3,a4);}
int    INP_SARR(void *a1, *a2, *a3, *a4,*a5){return inp_sarr_(a1,a2,a3,a4,a5);}
void   INP_ANY (void *a1, *a2, *a3, *a4) {inp_any_(a1,a2,a3,a4);}

float  INP_DAYS (void *a1, *a2)             {return inp_days_(a1,a2);}
void   INP_DATE (void *a,*b,*c,*d,*e,*f,*g) {inp_date_(a,b,c,d,e,f,g);}
#endif

static FILE *file, *ftrace;
static char buff1[MAX_LINE], buff2[MAX_LINE], *psection;
static long psec_pos;
static int  trace_input, search_in_main;

static found(int usends, long offset, char *tag)
/*******************************************************/
{ char *word;

  fseek (file, offset, SEEK_SET);

  while (fgets(buff1, MAX_LINE, file)) {
    
    if (strchr("%#",*buff1) || !(word = get_word(strcpy(buff2, buff1))) ) 
      continue;
    else if (usends && !strcasecmp(word, "end")) 
      return 0;
    else if (*word == '+' && !strcmp(word+1, tag)) 
      return 1;
  }
  return 0;
}

static tag_found (char *tag)
/********************************************************/
{
  return ( (psec_pos && found(1, psec_pos, tag)) || 
	   (search_in_main && found(1, 0L, tag)) );
}

void prtstop1 (mess, s1)
char *mess, *s1;
{
  fprintf (stderr, mess, s1);
  exit(-1);
}

void inp_file_(name)
/************* Set the name of input FILE *********************/
char *name;
{
  if (file) fclose(file);
  if ( !(file = fopen(fw_to_cp(name), "r"))) 
    prtstop1 ("!!!inp_file: can't open <%s> for reading\n",fw_to_cp(name));
  psection = NULL;
  psec_pos = 0L;
  search_in_main = 1;
  trace_input = 0;
}

void inp_trace_(name)
/************* Set the name of trace file for output **********/
char *name;
{
  if (ftrace) fclose(ftrace);
  if ( !(ftrace = fopen(fw_to_cp(name), "w+"))) 
    prtstop1 ("!!!inp_trace: can't open <%s>.\n",fw_to_cp(name));
  trace_input = 1;
}

void inp_vrnt_(name, num)
/************* Set the VARIANT as a first place to search **/
char *name;
int  *num;
{
  char *str, space[MAX_LINE];

  str = fw_to_cp(name);
  strncpy (space, str, strlen(str));

  if (*num >= 0) sprintf (space+strlen(space), "_%1u", *num);

  psection = strdup(space);
  if (found(0,0L,psection)) psec_pos = ftell(file);
  else                      psec_pos = 0L;
  search_in_main = 1;
}

void inp_sect_(name)
/************* Set the SECTION as a first place to search **/
char *name;
{
  char *str, space[MAX_LINE];

  str = fw_to_cp(name);
  strncpy (space, str, strlen(str));

  psection = strdup(space);
  if (found(0,0L,psection)) psec_pos = ftell(file);
  else                      psec_pos = 0L;
  search_in_main = 0;
}

int inp_int_(tag, dflt)
/*********** input an INTEGER number ***********************/
char *tag;
int *dflt;
{ int val;

  if (tag_found(fw_to_cp(tag))) {
    if ( sscanf(get_word(NULL), "%d", &val) != 1) 
      prtstop1 ("!!!inp_int: can't read <%s>\n", fw_to_cp(tag));
  }
  else
    val = *dflt;

  if (trace_input) 
    fprintf(ftrace, "+%-20s %d\n", fw_to_cp(tag), val), fflush(ftrace);
  return val;
}

float inp_flt_(tag, dflt)
/************* input a REAL/FLOAT number *******************/
char *tag;
float *dflt;
{ float val;

  if (tag_found(fw_to_cp(tag))) {
    if ( sscanf (get_word(NULL), "%g", &val) != 1) 
      prtstop1 ("!!!inp_flt: can't read <%s>\n", fw_to_cp(tag));
  }
  else 
    val = *dflt;

  if (trace_input) 
    fprintf(ftrace, "+%-20s %g\n", fw_to_cp(tag), val), fflush(ftrace);
  return val;
}

double inp_dbl_(tag, dflt)
/************** input a REAL*8/DOUBLE number ****************/
char   *tag;
double *dflt;
{ double val;

  if (tag_found(fw_to_cp(tag))) {
    if ( sscanf (get_word(NULL), "%lg", &val) != 1) 
      prtstop1 ("!!!inp_flt: can't read <%s>\n", fw_to_cp(tag));
  }
  else 
    val = *dflt;

  if (trace_input) 
    fprintf(ftrace, "+%-20s %lg\n", fw_to_cp(tag), val), fflush(ftrace);
  return val;
}

int inp_str_(tag, dflt, val)
/************  input a 'CHARACTER' "string" *****************/
char *tag, *dflt, *val;
{ char *p1, *p2;

  if (tag_found(fw_to_cp(tag))) {
    
    if (!(p1 = strpbrk (buff1, "\"\'")) || !(p2 = strchr(p1+1,*p1)) )
      prtstop1 ("!!!inp_str: error reading <%s>\n", fw_to_cp(tag));
    
    *p2 = '\0';
    strcpy(val, &p1[1]);
  }
  else 
    if (val != dflt) strcpy(val, dflt);

  if (trace_input) 
    fprintf(ftrace, "+%-20s \"%s\"\n", fw_to_cp(tag), val), fflush(ftrace);
  return strlen(val);
}

int inp_iarr_ (tag, ddim, darr, arr)
/************* input an integer ARRAY ************************/
char *tag;
int  *ddim, *darr, *arr;
{ register int i; char *word; int dim;
  
  if (tag_found(fw_to_cp(tag))) {
    dim = 0;
    while ((word = get_arra(NULL)) || 
	   (fgets(buff1,MAX_LINE,file) && !strchr("%#",*buff1) &&
	    (word = get_arra(strcpy(buff2,buff1))) )
	  ) 
      {
	if ( strpbrk(word, ")]}")) {
	  sscanf(word, "%d", &arr[dim++]);
	  break;
	}
	if ( sscanf(word, "%d", &arr[dim++]) != 1) 
	  prtstop1 ("!!!inp_iarr: can't read <%s>\n", fw_to_cp(tag));
      }
  }
  else {
    dim = *ddim;
    if (arr != darr) for(i=0; i<dim; i++) arr[i]=darr[i];  
  }

  if (trace_input) {
    fprintf(ftrace, "+%-20s [", fw_to_cp(tag));
    for(i = 0; i<dim;) {
      fprintf(ftrace, "%d ", arr[i]);
      if (!(++i%10)) fprintf(ftrace,"\n%23c",' ');
    }
    fprintf(ftrace, "]\n"), fflush(ftrace);
  }
  return dim;
}

int inp_rarr_ (tag, ddim, darr, arr)
/************* input an REAL ARRAY ************************/
char  *tag;
int   *ddim;
float *darr, *arr;
{ register int i; char *word,*pntr; int dim;
  
  if (tag_found(fw_to_cp(tag))) {
    dim = 0;
    while ((word = get_arra(NULL)) || 
	   (fgets(buff1,MAX_LINE,file) && !strchr("%#",*buff1) &&
	    (word = get_arra(strcpy(buff2,buff1))) )
	  ) 
      {
	if ( pntr = strpbrk(word, ")]}") ) {
	  if (pntr != word) sscanf(word, "%g", &arr[dim++]);
	  break;
	}
	if ( sscanf(word, "%g", &arr[dim++]) != 1) 
	  prtstop1 ("!!!inp_rarr: can't read <%s>\n", fw_to_cp(tag));
      }
  }
  else {
    dim = *ddim;
    if (arr != darr) for(i=0; i<dim; i++) arr[i]=darr[i];  
  }

  if (trace_input) {
    fprintf(ftrace, "+%-20s [", fw_to_cp(tag));
    for(i = 0; i < dim;) {
      fprintf(ftrace, "%g ", arr[i]);
      if (!(++i%10)) fprintf(ftrace,"\n%23c",' ');
    }
    fprintf(ftrace, "]\n"), fflush(ftrace);
  }
  return dim;
}

int inp_sarr_ (tag, ddim, darr, dlen, alen, arr)
/************* input a STRING ARRAY ************************/
char  *tag;
int   *dlen, *ddim, *alen;
char  *darr, *arr;
{ register int i; int len, dim, slen;
  char *p1, *p2;

  if (tag_found(fw_to_cp(tag))) {
    dim = 0; p1 = buff1;
    while (((p1 = strpbrk(p1, "\"\'")) && (p2 = strchr(p1+1,*p1)) ) || 
	   ((p1 = fgets(buff1,MAX_LINE,file)) && !strchr("%#", *p1) &&
           ((p1 = strpbrk(p1, "\"\'")) && (p2 = strchr(p1+1,*p1)))) )
      {
        for (i=0; i<*dlen; i++) arr[*dlen*dim+i] = '\0';
	slen = (int)(p2-p1-1);
	strncpy(&arr[*dlen*dim], &p1[1], (*dlen>slen ? slen : *dlen));
	alen[dim] = strlen(&arr[*dlen*dim]);
        dim++; p1 = p2+1;
      }
  }
  else {
    dim = *ddim;
    if (arr != darr) for(i=0; i<*dlen*dim; i += *dlen)  
      strncpy(&arr[i],&darr[i],*dlen);
    for(i = 0; i < dim;) 
      alen[i] = ((len = strlen(&arr[*dlen*i])) > *dlen) ? *dlen : len;
  }

  if (trace_input) {
    fprintf(ftrace, "+%-20s [", fw_to_cp(tag));
    for(len = 23,i = 0; i < dim;) {
      slen = strlen(&arr[*dlen*i]);
      if (slen > *dlen) slen = *dlen;
      fprintf(ftrace, "\"%*s\" ", slen, &arr[*dlen*i]);
      len += 2 + slen;
      if (!(++i%10) || len > 70) len = 23,fprintf(ftrace,"\n%23c",' ');
    }
    fprintf(ftrace, "]\n"), fflush(ftrace);
  }
  return dim;
}

void inp_any_(tag, dflt, val, type)
/************ input *any* OBJECT ***********************/
char *tag, *type;
void *dflt, *val;
{
  int sz;
  char *p1, *p2, fmi[12], fmo[16], 
       *word  = strdup(fw_to_cp(type));

  strcpy (fmi, "%d");
  strcpy (fmo, "+%-20s %d");

  if (!strcasecmp(word,"i")       || 
      !strcasecmp(word,"int")     || 
      !strcasecmp(word,"integer")) sz = sizeof(int); 
  else if
     (!strcasecmp(word,"f")       || 
      !strcasecmp(word,"flt")     || 
      !strcasecmp(word,"float")   || 
      !strcasecmp(word,"r")       || 
      !strcasecmp(word,"real")) sz = sizeof(float),fmi[1] = 'g', fmo[8] = 'g';
  else if
     (!strcasecmp(word,"d")       || 
      !strcasecmp(word,"dbl")     || 
      !strcasecmp(word,"dble")    || 
      !strcasecmp(word,"double"))  
      sz = sizeof(double),strcpy(fmi,"%lg"), strcpy(fmo, "+%-20s %lg");
  else if
     (!strcasecmp(word,"c")       || 
      !strcasecmp(word,"c1")      || 
      !strcasecmp(word,"char")    || 
      !strcasecmp(word,"char1")   || 
      !strcasecmp(word,"char*1")  || 
      !strcasecmp(word,"character")) sz = 1,fmi[1] = 'c', fmo[8] = 'c';
  else if
     (!strcasecmp(word,"w")       || 
      !strcasecmp(word,"word")) sz = 0,fmi[1] = 's', fmo[8] = 's';
  else if
     (!strcasecmp(word,"s")       || 
      !strcasecmp(word,"str")     || 
      !strcasecmp(word,"string")) 
      sz = 0,fmi[1] = 's', strcpy(fmo, "+%-20s \"%s\"");
  else if
     (!strcasecmp(word,"i1")      || 
      !strcasecmp(word,"int1")    || 
      !strcasecmp(word,"integer*1")) sz = 1;
  else if
     (!strcasecmp(word,"i2")      || 
      !strcasecmp(word,"int2")    || 
      !strcasecmp(word,"integer*2")) sz = 2;
  else if
     (!strcasecmp(word,"i4")      || 
      !strcasecmp(word,"int4")    || 
      !strcasecmp(word,"integer4")|| 
      !strcasecmp(word,"integer*4")) sz = 4;
  else if
     (!strcasecmp(word,"r4")      || 
      !strcasecmp(word,"real4")   || 
      !strcasecmp(word,"real*4"))    sz = 4,fmi[1] = 'g', fmo[8] = 'g';
  else if
     (!strcasecmp(word,"r8")      || 
      !strcasecmp(word,"real8")   || 
      !strcasecmp(word,"real*8"))     
      sz = 8,strcpy(fmi,"%lg"), strcpy(fmo, "+%-20s %lg");
  else if
     (!strcasecmp(word,"h")       || 
      !strcasecmp(word,"x")       || 
      !strcasecmp(word,"hex")     || 
      !strcasecmp(word,"hexadecimal"))
      sz = 1, strcpy(fmi,"%*2c%x"), strcpy(fmo, "+%-20s %#x");
  else if
     (!strcasecmp(word,"o")       || 
      !strcasecmp(word,"oct")     || 
      !strcasecmp(word,"octal"))      
      sz = 1, strcpy(fmi,"%*c%o"), strcpy(fmo, "+%-20s %#o");
  else
    prtstop1("!!!inp_any: unknown format <%s>\n", word);

  if ( tag_found(fw_to_cp(tag)) ) {
    
    if (sz) { 
      if (sscanf (get_word(NULL), fmi, val) != 1)
	prtstop1 ("!!!inp_any: can't read <%s>\n", fw_to_cp(tag));
    }
    else {
      if (*word == 'w') {
	if (word = get_word(NULL)) 
	  strcpy(val, word);
	else 
	  prtstop1 ("!!!inp_any: can't read <%s>\n", fw_to_cp(tag));
      }
      else {
	if (!(p1 = strpbrk (buff1, "\"\'")) || !(p2 = strchr(p1+1,*p1)))
	  prtstop1 ("!!!inp_any: error reading <%s>\n", fw_to_cp(tag));
	
	*p2 = '\0';
	strcpy(val, &p1[1]);
      }
    }
  }
  else
    if (val != dflt) {
      if (sz) 
	memmove(val, dflt, (size_t)sz);
      else {
	if (*word == 'w') strcpy (val, fw_to_cp(dflt));
	else              strcpy (val, dflt);
      }
    }
  if (trace_input) 
    fprintf(ftrace, fmo, fw_to_cp(tag), val), fflush(ftrace);
}

float inp_days_(tag, dflt)
/************* input a TIME in days *******************/
char *tag;
float *dflt;
{ float old, val; char *word, *fmt = "day";

  if (tag_found(fw_to_cp(tag))) {
    if ( sscanf(get_word(NULL), "%g", &old) == 1) 
      word = get_word(NULL);
    else
      prtstop1 ("!!!inp_days: can't read <%s>\n", fw_to_cp(tag));
  }
  else
    val = old = *dflt, word = fmt;

  switch (tolower(*word) ) {
  case 'h':
    val = old/24.;
    fmt = "hour";
    break;
  case 'w':
    val = 7.*old;
    fmt = "week";
    break;
  case 'm':
    val = (365./12.)*old;
    fmt = "month";
    break;
  case 'y':
    val = 365.*old;
    fmt = "year";
    break;
  default:
    val = old;
    break;
  }

  if (trace_input)
    fprintf(ftrace, "+%-20s %g  %s%c\n", fw_to_cp(tag), old, fmt,
	    ((int)old == 1 ?' ':'s')), 
    fflush(ftrace);

  return val;
}

void inp_date_(tag, dm, dd, dy, im, id, iy)
char *tag;
int *dm, *dd, *dy, *im, *id, *iy;
{
  if (tag_found(fw_to_cp(tag))) {
    if ( sscanf(get_word(NULL), "%d", im) != 1 ||
	 sscanf(get_word(NULL), "%d", id) != 1 ||
	 sscanf(get_word(NULL), "%d", iy) != 1 ) 
      prtstop1 ("!!!inp_date: can't read <%s>\n", fw_to_cp(tag));
  }
  else
    *im = *dm, *id = *dd, *iy = *dy;

  if (trace_input) 
   fprintf(ftrace,"+%-20s %d %d %d\n",fw_to_cp(tag),*im,*id,*iy),fflush(ftrace);
}

int inp_def_ (tag) 
char *tag;
{  
  return tag_found(fw_to_cp(tag)); 
}

int inp_inxt_(dflt)
/*********** input a next INTEGER from the previous TAG ****/
int *dflt;
{ int val;

  if ( sscanf(get_word(NULL), "%d", &val) != 1) 
    prtstop1 ("!!!inp_inxt: can't read <%s>\n", buff1);
  else
    val = *dflt;
  return val;
}

float inp_fnxt_(dflt)
/*********** input a next FLOAT from the previous TAG ****/
float *dflt;
{ float val;

  if ( sscanf(get_word(NULL), "%g", &val) != 1) 
      prtstop1 ("!!!inp_fnxt: can't read <%s>\n", buff1);
  else
    val = *dflt;
  return val;
}

int inp_wnxt_ (val)
/************* read a next *word* form the file ************************/
char *val;
{ char *word;
  
  return ((word = get_word(NULL)) || 
	 (fgets(buff1,MAX_LINE,file) && !strchr("%#",*buff1) &&
	  (word = get_word(strcpy(buff2,buff1))) )
	 ) ? strlen(strcpy(val,word)) : 0;
}

dyn_dens.f/     839513370   1572  1572  100444  40486     `
      function dens_unesco (temp, sal, pres)
c--------------------------------------------
      real*8 rh, rh0

ccccccccccccccccccccccccccccccccccccccccccccccc
c Gilles's variant:
c     situ = theta (pres, temp, sal, 0.)
c then, for insitu dens (for poten. dens pres = 0.):
c     call dens_eos (pres, situ, sal, rh0, rh)
c     dens_unesco = 1.e3 * real(rh - 1.d0) 
c
c "sigth" variant:       
c      call dens_eos (pres, thet, sal, rh0, rh)
c      dens_unesco = 1.e3 * real(rh0 - 1.d0) 
ccccccccccccccccccccccccccccccccccccccccccccccc

      call dens_eos (pres, temp, sal, rh0, rh)
      dens_unesco = 1.e3 * real(rh - 1.d0) 
      
      return
      end

      function sdens_pnt (temp, sal, pres)
c-------------------------------------------------
      include 'comm_para.h'
      include 'comm_new.h'

      if     (isalt .eq. 1) then
         sdens_pnt = SIGMA0 - TCOEF * (temp - TEMP_BOT) 
      elseif (isalt .eq. 2) then
         sdens_pnt = pdens1 (temp)
      elseif (isalt .eq. 3) then
         sdens_pnt = pdens4 (temp, sal, pres)
      elseif (isalt .eq. 4) then
         sdens_pnt = pdens12 (temp, sal, pres)
      elseif (isalt .eq. 5) then
         sdens_pnt = pdens17 (temp, sal, pres)
      elseif (isalt .eq. 6) then
         situ = theta_eos (pres, temp, sal, 0.) 
         sdens_pnt = dens_unesco (situ, sal, pres)
      endif

      return
      end

      function pdens_pnt (thet, sal)
c-------------------------------------------------
      include 'comm_para.h'
      include 'comm_new.h'

      if     (isalt .eq. 1) then
         pdens_pnt = SIGMA0 - TCOEF * (thet - TEMP_BOT) 
      elseif (isalt .eq. 2) then
         pdens_pnt = pdens1 (thet)
      elseif (isalt .eq. 3) then
         pdens_pnt = pdens4 (thet, sal, 0.)
      elseif (isalt .eq. 4) then
         pdens_pnt = pdens012 (thet, sal)
      elseif (isalt .eq. 5) then
         pdens_pnt = pdens017 (thet, sal)
      elseif (isalt .eq. 6) then
         pdens_pnt = dens_unesco (thet, sal, 0.)
      endif

      return
      end

c-----------------------------------------------------
      subroutine dens_init (npt, nz, nzi, t, sal, dens, h) 
c-----------------------------------------------------
csenq
      dimension t(npt,1), sal(npt,1), dens(npt,1), nzi(1), h(npt,1)
      include 'comm_new.h'

c
      do i = 1, npt
         do k = 1, nzi(i)
            POTND_BOT = amax1(POTND_BOT,pdens_pnt (t(i,k),sal(i,k)))
         enddo
      enddo
      POTND_BOT = amax1(POTND_BOT,pdens_pnt (TEMP_BOT, SALT_BOT))

      call situ_dens (npt, nz, nzi, t, sal, dens, h) 

      SITUD_BOT = POTND_BOT
      do i = 1, npt
         do k = 1, nzi(i)
            SITUD_BOT = amax1(SITUD_BOT,dens(i,k))
         enddo
      enddo
      SITUD_BOT = amax1(SITUD_BOT,sdens_pnt (TEMP_BOT, SALT_BOT, dep_max))

      write (iout, *) 'TEMP_BOT   = ', TEMP_BOT
      write (iout, *) 'SALT_BOT   = ', SALT_BOT
      write (iout, *) 'MAX_DEPTH  = ', dep_max
      write (iout, *) 'DENS_BOT(in situ)    = ', SITUD_BOT
      write (iout, *) 'DENS_BOT(potential)  = ', POTND_BOT

      return
      end

c----------------------------------------------------------------
      subroutine situ_dens (npt, nz, nzi, tem, sal, dens, h)
c----------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'
      include 'comm_new.h'
      dimension tem(npt,nz), sal(npt,nz), dens(npt,nz), h(npt,nz), nzi(npt)
c in situ SIGMA density as a function of potential temperature, 
c salinity & pressure. sigma == 1000. * (rho - 1.); 
c Senya Basin 1992
c
      if     (isalt .eq. 1) then
         do i = 1, npt
            do k = 1, nzi(i)
               dens(i,k) = SIGMA0 - TCOEF * (tem(i,k) - TEMP_BOT) 
            enddo
         enddo
      elseif (isalt .eq. 2) then
         do i = 1, npt
            do k = 1, nzi(i)
               dens(i,k) = pdens1 (tem(i,k))
            enddo
         enddo
      elseif (isalt .eq. 3) then
         do i = 1, npt
            pp  = h(i,1)/2.
            pp1 =  pp
            pp0 = -pp
            do k = 1, nzi(i)
               dens(i,k) = pdens4 (tem(i,k), sal(i,k), pp) 
               pp = pp0 + 2.*h(i,k)
               pp0 = pp1
               pp1 = pp
            enddo
         enddo
      elseif (isalt .eq. 4) then
         do i = 1, npt
            pp  = h(i,1)/2.
            pp1 =  pp
            pp0 = -pp
            do k = 1, nzi(i)
               dens(i,k) = pdens12 (tem(i,k), sal(i,k), pp) 
               pp = pp0 + 2.*h(i,k)
               pp0 = pp1
               pp1 = pp
            enddo
         enddo
      elseif (isalt .eq. 5) then
         do i = 1, npt
            pp  = h(i,1)/2.
            pp1 =  pp
            pp0 = -pp
            do k = 1, nzi(i)
               dens(i,k) = pdens17 (tem(i,k), sal(i,k), pp) 
               pp = pp0 + 2.*h(i,k)
               pp0 = pp1
               pp1 = pp
            enddo
         enddo
      elseif (isalt .eq. 6) then
         do i = 1, npt
            pp  = h(i,1)/2.
            pp1 =  pp
            pp0 = -pp
            do k = 1, nzi(i)
               salt = sal(i,k)
c Gilles variant:
               situ = theta_eos (pp, tem(i,k), salt, 0.)
               dens(i,k) = dens_unesco (situ, salt, pp)
               pp = pp0 + 2.*h(i,k)
               pp0 = pp1
               pp1 = pp
            enddo
         enddo
      endif

      return
      end

c----------------------------------------------------------------
      subroutine potn_dens (npt, nzi, tem, sal, dens)
c----------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'
      include 'comm_new.h'
      dimension tem(npt,1), sal(npt,1), dens(npt,1), nzi(1)
c Potential SIGMA density as a function of potential temperature & salinity
c sigma == 1000. * (rho - 1.); 
c Senya Basin 1992
c
      if     (isalt .eq. 1) then
         do i = 1, npt
            do k = 1, nzi(i)
               dens(i,k) = SIGMA0 - TCOEF * (tem(i,k) - TEMP_BOT) 
            enddo
         enddo
      elseif (isalt .eq. 2) then
         do i = 1, npt
            do k = 1, nzi(i)
               dens(i,k) = pdens1 (tem(i,k))
            enddo
         enddo
      elseif (isalt .eq. 3) then
         do i = 1, npt
            do k = 1, nzi(i)
               dens(i,k) = pdens4 (tem(i,k), sal(i,k), 0.) 
            enddo
         enddo
      elseif (isalt .eq. 4) then
         do i = 1, npt
            do k = 1, nzi(i)
               dens(i,k) = pdens012 (tem(i,k), sal(i,k)) 
            enddo
         enddo
      elseif (isalt .eq. 5) then
         do i = 1, npt
            do k = 1, nzi(i)
               dens(i,k) = pdens017 (tem(i,k), sal(i,k)) 
            enddo
         enddo
      elseif (isalt .eq. 6) then
         do i = 1, npt
            do k = 1, nzi(i)
               dens(i,k) = dens_unesco (tem(i,k), sal(i,k), 0.)
            enddo
         enddo
      endif

      return
      end

c------------------------------------------------------------------------------
      subroutine dconv (npt,nz,nzi,u,v,uc,vc,h,t,sal,dens,tr,convn)
c------------------------------------------------------------------------------
c main aim: removing possible static instability in density.
c           No influence on layer depths in this version
c          (see isopycnal mixing model in Ragu's version)
c-----------------------------------------------------------------Senq Ltd. Co.
c
c      boundary condition at bottom changed - instead of t(i,nzi) = t_bot
c      i prefer t(i,nzi)_after = t(i,nzi)_before - NHN

      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      common /errors/ ioerr, nstep
c
      dimension u(npt,nz), v(npt,nz), uc(npt,nz), vc(npt,nz), h(npt,nz), 
     *        t(npt,nz), sal(npt,nz), dens(npt,nz), convn(npt,nz), nzi(npt),
     *        tr(npt,nz,1)

      parameter (ERR_LEV = 1.e-4)
c
      if (.not. use_salt) then
         call tconv (npt,nz,nzi,u,v,uc,vc,h,t,tr,convn)
         return
      endif

      do i = 1, npt
         do k = 1, nzi(i) - 1
            kp = k + 1

            if (dens(i,k)-dens(i,kp) .gt. ERR_LEV) then

               hinv = h(i,k) + h(i,kp)
               oldpotener = (dens(i,kp)*h(i,kp) + dens(i,k)*hinv)/2.

               hinv = 1.0 / hinv
               hki  = hinv * h(i,k)
               hkpi = hinv * h(i,kp)

               tmp = uc(i,k) + uc(i,kp)
               uc(i,k)  = tmp * hki
               uc(i,kp) = tmp * hkpi
               tmp = hinv * tmp
               u(i,k)  = tmp 
               u(i,kp) = tmp 

               tmp = vc(i,k) + vc(i,kp)
               vc(i,k)  = tmp * hki
               vc(i,kp) = tmp * hkpi
               tmp = hinv * tmp
               v(i,k)  = tmp 
               v(i,kp) = tmp 

               tmp1 = hki*t(i,k) + hkpi*t(i,kp)
               t(i,k)  = tmp1
               t(i,kp) = tmp1

               tmp = hki*sal(i,k) + hkpi*sal(i,kp)
               sal(i,k)  = tmp
               sal(i,kp) = tmp

               tmp = pdens_pnt (tmp1, tmp) 
               dens(i,k)  = tmp
               dens(i,kp) = tmp

               do m = 1, ntrac
                  tmp = hki*tr(i,k,m) + hkpi*tr(i,kp,m)
                  tr(i,k,m)  = tmp
                  tr(i,kp,m) = tmp
               enddo

               znewpotener = tmp*(h(i,kp) + h(i,k)/2.)
               convn(i,k) = convn(i,k) + oldpotener - znewpotener
            endif
         enddo
      enddo

      return
      end

c------------------------------------------------------------------------------
      subroutine tconv (npt,nz,nzi,u,v,uc,vc,h,t,tr,convn)
c------------------------------------------------------------------------------
c main aim: removing possible static instability in density.
c           No influence on layer depths in this version
c          (see isopycnal mixing model in Ragu's version)
c-----------------------------------------------------------------Senq Ltd. Co.
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'
      include 'comm_new.h'
      common /errors/ ioerr, nstep
c
      dimension u(npt,nz), v(npt,nz), uc(npt,nz), vc(npt,nz), h(npt,nz), 
     *          t(npt,nz), convn(npt,nz), nzi(npt), tr(npt,nz,1)

      parameter (ERR_LEV = 1.e-4)
c

      do i = 1, npt
         do k = 1, nzi(i) - 1
            kp = k + 1
            if (t(i,kp)-t(i,k) .gt. ERR_LEV) then
               convn(i,k) = convn(i,k) + t(i,kp)-t(i,k)
               hinv = 1.0 / (h(i,k) + h(i,kp))
               hki  = hinv * h(i,k)
               hkpi = hinv * h(i,kp)

               tmp = uc(i,k) + uc(i,kp)
               uc(i,k)  = tmp * hki
               uc(i,kp) = tmp * hkpi
               tmp = hinv * tmp
               u(i,k)  = tmp 
               u(i,kp) = tmp 

               tmp = vc(i,k) + vc(i,kp)
               vc(i,k)  = tmp * hki
               vc(i,kp) = tmp * hkpi
               tmp = hinv * tmp
               v(i,k)  = tmp 
               v(i,kp) = tmp 

               tmp = hki*t(i,k) + hkpi*t(i,kp)
               t(i,k)  = tmp
               t(i,kp) = tmp

               do m = 1, ntrac
                  tmp = hki*tr(i,k,m) + hkpi*tr(i,kp,m)
                  tr(i,k,m)  = tmp
                  tr(i,kp,m) = tmp
               enddo
            endif
         enddo
      enddo

      return
      end


c------------------------------------------------------------------------------
      subroutine dconv_cl (npt,nz,nzi,h,t,sal,dens)
c------------------------------------------------------------------------------
c main aim: removing possible static instability in density.
c           No influence on layer depths in this version
c          (see isopycnal mixing model in Ragu's version)
c-----------------------------------------------------------------Senq Ltd. Co.
c
c      boundary condition at bottom changed - instead of t(i,nzi) = t_bot
c      i prefer t(i,nzi)_after = t(i,nzi)_before - NHN

      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      common /errors/ ioerr, nstep
c
      dimension h(npt,nz), 
     *        t(npt,nz), sal(npt,nz), dens(npt,nz), nzi(npt)

      parameter (ERR_LEV = 1.e-4)
c
      if (.not. use_salt) then
         call tconv_cl (npt,nz,nzi,h,t)
         return
      endif



      do i = 1, npt
         do k = 1, nzi(i) - 1
            kp = k + 1

            if (dens(i,k)-dens(i,kp) .gt. ERR_LEV) then

               hinv = h(i,k) + h(i,kp)
               oldpotener = (dens(i,kp)*h(i,kp) + dens(i,k)*hinv)/2.

               hinv = 1.0 / hinv
               hki  = hinv * h(i,k)
               hkpi = hinv * h(i,kp)

               tmp1 = hki*t(i,k) + hkpi*t(i,kp)
               t(i,k)  = tmp1
               t(i,kp) = tmp1

               tmp = hki*sal(i,k) + hkpi*sal(i,kp)
               sal(i,k)  = tmp
               sal(i,kp) = tmp

               tmp = pdens_pnt (tmp1, tmp) 
               dens(i,k)  = tmp
               dens(i,kp) = tmp

               znewpotener = tmp*(h(i,kp) + h(i,k)/2.)
            endif
         enddo
      enddo

      return
      end

c------------------------------------------------------------------------------
      subroutine tconv_cl (npt,nz,nzi,h,t)
c------------------------------------------------------------------------------
c main aim: removing possible static instability in density.
c           No influence on layer depths in this version
c          (see isopycnal mixing model in Ragu's version)
c-----------------------------------------------------------------Senq Ltd. Co.
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'
      include 'comm_new.h'
      common /errors/ ioerr, nstep
c
      dimension h(npt,nz), t(npt,nz), nzi(npt)

      parameter (ERR_LEV = 1.e-4)
c

      do i = 1, npt
         do k = 1, nzi(i) - 1
            kp = k + 1
            if (t(i,kp)-t(i,k) .gt. ERR_LEV) then
               hinv = 1.0 / (h(i,k) + h(i,kp))
               hki  = hinv * h(i,k)
               hkpi = hinv * h(i,kp)

               tmp = hki*t(i,k) + hkpi*t(i,kp)
               t(i,k)  = tmp
               t(i,kp) = tmp
            endif
         enddo
      enddo

      return
      end

c---------------------------------------------------------------------
      subroutine drich_mix (npt, nz, nzi, h,u,v,uc,vc,tem,sal,dens,tr)
c---------------------------------------------------------------------
c Senya Basin, 1992

      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'
      include 'comm_new.h'

      dimension rnu(MAXNZ), rka(MAXNZ)
      dimension u(npt,nz), v(npt,nz), uc(npt,nz), vc(npt,nz), h(npt,nz), 
     *     dens(npt,nz), tem(npt,nz), sal(npt,nz), nzi(npt), tr(npt,nz,1)

      common /errors/ ioerr, nstep
      common /tria_loc/ ixy, ndim, alf(MAXNZ),bet(MAXNZ),gam(MAXNZ),aga(MAXNZ)

      parameter (R_COEF  = -0.5 * GRAVTY/1000.)
      parameter (R_CRIT  = 2.e5)
      parameter (DUZ_0   = 1.e-5)
c
c  Ri = -(g/rho0) * d(rho)/dz / (du/dz**2 + du/dz**2)
c  
      if (.not. use_salt) then
         call trich_mix (npt, nz, nzi, h,u,v,uc,vc,tem,tr)
         return
      endif

      do i = 1, npt
         ndim = nzi(i)
         rnu(ndim) = 0.
         rka(ndim) = 0.

         do k = 1, ndim-1

            uu = u(i,k) - u(i,k+1)
            vv = v(i,k) - v(i,k+1)
            du2 = uu*uu + vv*vv
            if (du2 .lt. DUZ_0) du2 = DUZ_0

            h12  = h(i,k) + h(i,k+1)
            rich = R_COEF * h12 * (dens(i,k) - dens(i,k+1)) / du2

            call visc_diff (rich, vnu, vka)
            tmp = DLT_MIX / h12
            rnu(k) = tmp * vnu
            rka(k) = tmp * vka
         enddo

         ixy = i
         call tria_init (npt, rnu, h)
         call tria_tem (npt, u, 0.)
         call tria_tem (npt, v, 0.)
            
         call tria_init (npt, rka, h)
         tb = tem(i,ndim)
         sb = sal(i,ndim)
         call tria_tem (npt, tem, tb)
         call tria_tem (npt, sal, sb)

         do m = 1, ntrac
            trb = tr(i,ndim,m)
            call tria_tem (npt, tr(1,1,m), trb)
         enddo
         
      enddo
         
      do i = 1, npt 
         do k = 1, nzi(i)
            hi = h(i,k)
            uc(i,k) = u(i,k) * hi
            vc(i,k) = v(i,k) * hi
         enddo
      enddo
      
      return
      end

c---------------------------------------------------------------------
      subroutine trich_mix (npt, nz, nzi, h,u,v,uc,vc,tem,tr)
c---------------------------------------------------------------------
c Senya Basin, 1992

      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'
      include 'comm_new.h'

      dimension rnu(MAXNZ), rka(MAXNZ)
      dimension u(npt,nz), v(npt,nz), uc(npt,nz), vc(npt,nz), h(npt,nz), 
     *     tem(npt,nz), nzi(npt), tr(npt,nz,1)

      common /errors/ ioerr, nstep
      common /tria_loc/ ixy, ndim, alf(MAXNZ),bet(MAXNZ),gam(MAXNZ),aga(MAXNZ)

      parameter (R_COEF  = -0.5 * GRAVTY/1000.)
      parameter (R_CRIT  = 2.e5)
      parameter (DUZ_0   = 1.e-5)
c
c  Ri = -(g/rho0) * d(rho)/dz / (du/dz**2 + du/dz**2)
c  
      rtcoef = TCOEF * R_COEF

      do i = 1, npt
         ndim = nzi(i) 
         rnu(ndim) = 0.
         rka(ndim) = 0.

         do k = 1, ndim-1

            uu = u(i,k) - u(i,k+1)
            vv = v(i,k) - v(i,k+1)
            du2 = uu*uu + vv*vv
            if (du2 .lt. DUZ_0) du2 = DUZ_0

            h12  = h(i,k) + h(i,k+1)
c            dik  = TCOEF * (TEMP_BOT - tem(i,k)) 
c            dik1 = TCOEF * (TEMP_BOT - tem(i,k+1)) 
c            rich = R_COEF * h12 * (dik - dik1) / du2
            rich = rtcoef * h12 * (tem(i,k+1) - tem(i,k)) / du2

            call visc_diff (rich, vnu, vka)
            tmp = DLT_MIX / h12
            rnu(k) = tmp * vnu
            rka(k) = tmp * vka
         enddo

         ixy = i
         call tria_init (npt, rnu, h)
         call tria_tem (npt, u, 0.)
         call tria_tem (npt, v, 0.)
            
         call tria_init (npt, rka, h)
         tb = tem(i,ndim)
         call tria_tem (npt, tem, tb)

         do m = 1, ntrac
            trb = tr(i,ndim,m)
            call tria_tem (npt, tr(1,1,m), trb)
         enddo
         
      enddo
         
      do i = 1, npt 
         do k = 1, nzi(i)
            hi = h(i,k)
            uc(i,k) = u(i,k) * hi
            vc(i,k) = v(i,k) * hi
         enddo
      enddo
      
      return
      end

c---------------------------------------------
      subroutine visc_diff (Ri, rnu, rka)
c---------------------------------------------
c     eddy viscosity & diffusivity
c     a'la Pacanowski & Philander [1981]
c---------------------------------------------
c from PP-1981: 
c      parameter (GAMMA = 5., RNU_0 = 0.01, RNU_B = 5.e-5, RKA_B = 5.e-6)
c 
      parameter (GAMMA = 5., RNU_0 = 0.05, RNU_B = 1.34e-5, RKA_B = 1.34e-6)
      parameter (RNU_NEG = RNU_B + RNU_0)
      parameter (RKA_NEG = RKA_B + RNU_NEG)

      if ( Ri .gt. 0. ) then
         tmp = 1. + GAMMA * Ri
         rnu = RNU_B + RNU_0 / (tmp * tmp)
         rka = RKA_B +   rnu / tmp
      else
         rnu = RNU_NEG
         rka = RKA_NEG
      endif

      return
      end

c------------------------------------------------------
      subroutine tria_init (npt, cappa, h)
c------------------------------------------------------
csenq
      include 'comm_para.h'
      real cappa(1), h(npt,1)
      common /tria_loc/ ixy, ndim, alf(MAXNZ),bet(MAXNZ),gam(MAXNZ),aga(MAXNZ)

      capk   = cappa(1)
      hi     = h(ixy,1)
      tmp    = capk + hi
      betk   = capk / tmp
      bet(1) = betk
      gam(1) = hi   / tmp

      do k = 2, ndim
         betkm1 = betk
         capkm1 = capk
         capk  = cappa(k) 
         hi    = h(ixy,k)

         tmp    = hi + capk + capkm1 - betkm1 * capkm1
         betk   = capk   / tmp
         bet(k) = betk
         aga(k) = capkm1 / tmp
         gam(k) = hi     / tmp
      enddo
      return
      end 

      subroutine tria_run (npt, data)
c-------------------------------------
csenq
      include 'comm_para.h'

      real data(npt,1)
      common /tria_loc/ ixy, ndim, alf(MAXNZ),bet(MAXNZ),gam(MAXNZ),aga(MAXNZ)

      alfa = data(ixy,1)*gam(1)
      alf(1) = alfa

      do k = 2, ndim
         alfa   = data(ixy,k)*gam(k) + alfa*aga(k) 
         alf(k) = alfa
      enddo

      prev = 0.
      do k = ndim, 1, -1
         prev = alf(k) + bet(k) * prev
         data(ixy,k) = prev
      enddo

      return
      end

      subroutine tria_tem (npt, data, botval)
c--------------------------------------------
csenq
      include 'comm_para.h'

      real data(npt,1)
      common /tria_loc/ ixy, ndim, alf(MAXNZ),bet(MAXNZ),gam(MAXNZ),aga(MAXNZ)

      alfa = data(ixy,1)*gam(1)
      alf(1) = alfa

      do k = 2, ndim
         alfa   = data(ixy,k)*gam(k) + alfa*aga(k) 
         alf(k) = alfa
      enddo

      prev = botval
      do k = ndim, 1, -1
         prev = alf(k) + bet(k) * prev
         data(ixy,k) = prev
      enddo

      return
      end

c****************************************************************************
      subroutine dens_eos(pr, t, s, r0, rr)
c****************************************************************************
c  sub to compute density
c  calls sub 'sbulk', for secant bulk modulas
c
c  r0 is density at p = 0  -  returned in gr cm**3
c  rr is in situ density   -  returned
c

      implicit double precision (a-z)

      real*4  t, s, pr  

c      dimension a(0:5), b(0:4), c(0:2)


       parameter
     1 (a0=999.842594d+00,a1=6.793952d-02,a2=-9.095290d-03,
     2   a3=1.001685d-04,a4=-1.120083d-06,a5=6.536332d-09,

     3  b0=8.24493d-01,b1=-4.0899d-03,b2=7.6438d-05,
     4  b3=-8.2467d-07,b4=5.3875d-09,

     5  c0=-5.72466d-03,c1=1.0227d-04,c2=-1.6546d-06,

     6  d=4.8314d-04)



      if (t.lt.-4.0 .or. t.gt.40.0) then
        r0 = -99.9
        rr = -99.9
        return
      else if (s.lt.0.0 .or. s.gt.42.0) then
        r0 = -99.9
        rr = -99.9
        return
      else if (pr.lt.0.0 .or. pr.gt.10000.0) then
        r0 = -99.9
        rr = -99.9
        return
      end if


      call sbulk(pr, t, s, kk)  
c  secant bulk modulas (k) of seawater
c
c  density of smow
c
      rw = ((((a5*t + a4)*t + a3)*t + a2)*t + a1)*t +a0
c
c  density at p = 0
c
      r0 = rw + s*((((b4*t + b3)*t + b2)*t + b1)*t + b0)
     *     + s*sqrt(s)*((c2*t + c1)*t + c0) + s*s*d 
c
c  in situ density
c
      p = pr / 10.0  
c  p is in bars
      rr = r0 / (1.d0 - p / kk)

      rr = rr / 1.d3  
c  densities are returned in
      r0 = r0 / 1.d3  
c  grams / cubic centimeter

      return
      end



c****************************************************************************
      function theta_eos(p0, t0, s, pf)
c****************************************************************************
c
c to compute local potential temperature at pf
c
c oct 12 1975 n. fofonoff
c

      p = p0
      t = t0
      h = pf - p
      xk = h * atg(p, t, s)

      t = t + 0.5 * xk
      q = xk
      p = p + 0.5 * h
      xk = h*atg(p,t,s)

      t = t + 0.29298322*(xk-q)
      q = 0.58578644*xk + 0.121320344*q
      xk = h*atg(p,t,s)

      t = t + 1.707106781*(xk-q)
      q = 3.414213562*xk - 4.121320344*q
      p = p + 0.5*h
      xk = h*atg(p,t,s)

      theta = t + (xk - 2.0 * q) / 6.0

      return
      end
c****************************************************************************


c****************************************************************************
      subroutine sbulk(pr, t, s, kk)
c****************************************************************************
c
c  subroutines to calculate density, spec vol, secant bulk
c  modulas and alpha & beta
c  based on unesco 1981 report
c  equation of state for seawater - millero
c  programmer - c. greengrove, jan 1982
c  modified for hp - p mele, sep '82
c
c  range:
c    s =  0 to 42 (practical salinity)
c    t = -4 to 40 (c)
c    pr =  0 to 10000 (decibars)
c
c  other units:
c    density = kg/m3 **3
c    bulk deni mod.(k) = bars
c
c
c  kk is secant bulk modulas - returned
c

      implicit double precision (a-z)

      real*4  t, s, pr, s12  
c  single precision


       parameter
     1 (e0=19652.21d+00,e1=148.4206d+00,e2=-2.327105d+00,
     2  e3=1.360477d-02,e4=-5.155288d-05,

     3  f0=54.6746d+00,f1=-.603459d+00,f2=1.09987d-02,f3=-6.167d-05,

     4  g0=7.944d-02,g1=1.6483d-02,g2=-5.3009d-04,

     5  h0=3.239908d+00,h1=1.43713d-03,h2=1.16092d-04,h3=-5.77905d-07,

     6  i0=2.2838d-03,i1=-1.0981d-05,i2=-1.6078d-06,

     7  j=1.91075d-04,

     8  k0=8.50935d-05,k1=-6.12293d-06,k2=5.2787d-08,

     9  m0=-9.9348d-07,m1=2.0816d-08,m2=9.1697d-10)



      if (t.lt.-4.0 .or. t.gt.40.0) then  
c  range specifications
        kk = -99.9
        return
      else if (s.lt.0.0 .or. s.gt.42.0) then
        kk = -99.9
        return
      else if (pr.lt.0.0 .or. pr.gt.10000.0) then
        kk = -99.9
        return
      end if

      p = pr / 10.0  
c  convert to bars
 
c  define sqrt(s)
      s12=sqrt(s)
c
c  secant bulk modulas (k) of seawater
c
c  pure water terms of sbm are w series
c

      kw = (((e4*t + e3)*t + e2)*t + e1)*t + e0
      aw = ((h3*t + h2)*t + h1)*t + h0
      bw = (k2*t + k1)*t + k0
c
c  coeff for final equation
c
      aa = aw + s*((i2*t + i1)*t + i0 + j*s12)
      bb = bw + s*((m2*t + m1)*t + m0)
c
c  sbm at p = 0 first term in the final eq
c
      ko = kw + s*(((f3*t + f2)*t + f1)*t + f0)
     *     + s*s12*((g2*t + g1)*t + g0)
c
c  final eq sbm
c
      kk = (bb*p + aa)*p + ko


      return
      end

c****************************************************************************
      function atg(p, t, s)
c****************************************************************************
c
c adiabatic temperature gradient (bryden 1973)
c

      ds = s - 35.0
      atg = (((-2.1687e-16 * t + 1.8676e-14) * t - 4.6206e-13) * p +
     *      ((2.7759e-12 * t - 1.1351e-10) * ds + ((-5.4481e-14 * t +
     *      8.733e-12) * t - 6.7795e-10) * t + 1.8741e-8)) * p +
     *      (-4.2393e-8 * t + 1.8932e-6) * ds + ((6.6228e-10 * t -
     *      6.836e-8) * t + 8.5258e-6) * t + 3.5803e-5


      return
      end


c     ------------------------------------------------------------------
      subroutine comp_bncy (npt,nzi,dens,bncy)
c     ------------------------------------------------------------------
c     Compute boyoncy as : b = -g(rho-rho_0)/rho_0
c     ------------------------------------------------------------------
      include 'comm_para.h'
      include 'comm_new.h'

      dimension dens(npt,1),bncy(npt,1),nzi(npt)
c
      if ( use_salt ) then
         coef = -GRAVTY/(1000. + POTND_BOT)
         do i = 1, npt
            do k = 1, nzi(i)
               bncy(i,k) = coef * (dens(i,k) - POTND_BOT)
            enddo
         enddo
      endif
      return
      end

c     ------------------------------------------------------------------
      subroutine cvmix(npt,nzi,h,t,s,b,u,v)
c     ------------------------------------------------------------------
c     Convective adjustment as of Dake Chen.
      include 'comm_new.h'

      dimension nzi(npt),h(npt,1),t(npt,1),s(npt,1),b(npt,1),u(npt,1),v(npt,1)
c
      if ( use_salt ) then
         do ns = 1, 2
         do ks = 1, 2
            do i = 1, npt
               do k = ks, nzi(i)-1, 2
                  k1 = k + 1
                  if (b(i,k) .lt. b(i,k1)) then
                     hik  = h(i,k)
                     hik1 = h(i,k1)
                     hsum1 = 1. / (hik + hik1)
                     t(i,k)  = (hik*t(i,k) + hik1*t(i,k1))*hsum1
                     t(i,k1) =  t(i,k)
                     s(i,k)  = (hik*s(i,k) + hik1*s(i,k1))*hsum1
                     s(i,k1) =  s(i,k)
                     b(i,k)  = (hik*b(i,k) + hik1*b(i,k1))*hsum1
                     b(i,k1) =  b(i,k)
                  endif
               enddo
            enddo
         enddo
         enddo
      else
         do ns = 1, 2
         do ks = 1, 2
            do i=1,npt
               do k = ks, nzi(i)-1, 2
                  if (t(i,k) .lt. t(i,k+1)) then
                     hsum   = h(i,k)+h(i,k+1)
                     t(i,k) = (h(i,k)*t(i,k)+h(i,k+1)*t(i,k+1))/hsum
                     t(i,k+1) = t(i,k)
                  endif
               enddo
            enddo
         enddo
         enddo
      endif

      return
      end

c     ----------------------------------------------------------------
      function tke0(wp,b0,br,h,hp)
c     ----------------------------------------------------------------
        hp2 = hp + hp
	hexp = h - hp2 + (h + hp2)*exp(-h/hp)
        bp   = b0*h + br*hexp
	tke0 = wp - bp
      return
      end

c     ---------------------------------------------------------------------
      subroutine ktmix(npt,nsig,ddt,h,t,s,b,u,v,q,qr,ep,taux,tauy,sigma,dh1)
c     ---------------------------------------------------------------------
c     Vertical Mixing Using Kraus-Turner Scheme.(Dake Chen, 1995)

      include 'comm_new.h'

      dimension u(npt,1),v(npt,1),h(npt,1),t(npt,1),s(npt,1),b(npt,1),
     +          dh1(1),q(1),qr(1),ep(1),taux(1),tauy(1),sigma(1)
      data alph/2.55e-4/, beta/7.6e-4/, gravty/9.8/, taumin/3.e-5/, hp/17./
c
      ga = alph*gravty
      gb = beta*gravty
c
      cm2 = 2.0 * cm_mix
      cn2 = cn_mix / 2.0

      do i = 1, npt
         h10 = h(i,1)
         tau = sqrt(taux(i)**2 + tauy(i)**2)
         tau = amax1(tau,taumin)
         ustar = sqrt(tau)
         wp = cm2 * ustar * tau
         br = ga*qr(i)
         if ( use_salt ) then
            b0  = ga*q(i) - gb*ep(i)
            dbh = (b(i,1) - b(i,2))*h10
         else
            b0  = ga*q(i)
            dbh = ga*(t(i,1) - t(i,2))*h10
         endif

         b0 = b0 - cn2 * (b0-abs(b0))
         dbh = amax1(dbh,1.e-5)

         tke = tke0(wp,b0,br,h10,hp)
         if( tke .lt. 0.) then
            h1 = h10
            h2 = 0.5*h1
            f1 = tke0(wp,b0,br,h1,hp)
            do iter = 1, 10
               f2   = tke0(wp,b0,br,h2,hp)
               hnew = h2 - f2*(h2-h1)/(f2-f1)
               err  = abs(hnew-h2)/h2
               if (err .lt. 1.e-4) goto 15
               h1 = h2
               h2 = hnew
               f1 = f2
            enddo
   15       continue
            hnew = amin1(h10, hnew)
         else
            h1 = h10
            h2 = h10 + h10
            hm = h10
            f1 = -ddt*tke0(wp,b0,br,hm,hp)
            do iter = 1, 10
               hm   = 0.5*(h2+h10)
               f2   = dbh*(h2-h10) - ddt*tke0(wp,b0,br,hm,hp)
               hnew = h2 - f2*(h2-h1)/(f2-f1)
               err  = abs(hnew-h2)/h2
               if (err .lt. 1.e-4) goto 25
               h1 = h2
               h2 = hnew
               f1 = f2
            enddo
   25       continue
            hnew = amax1(h10, hnew)
         endif

         hnew = amax1(hmin_mix, hnew)
         hnew = amin1(hmax_mix, hnew)
         dh     = hnew - h10
         adh    = amin1(abs(dh), h(i,2))
         dh1(i) = sign(adh, dh)
         
      enddo

      call impmix (npt,nsig,dh1,u,v,h,t,s,sigma)

      return
      end

c     ----------------------------------------------------------------
      subroutine impmix (npt,nz,dh1,u,v,h,t,s,sigma)
c     ----------------------------------------------------------------
c     Adjust vertical profiles according to the depth change of the 
c     mixed layer as of Dake Chen. /modified by Senya Basin, July 1995/

      include 'comm_para.h'
      include 'comm_new.h'

      dimension dh1(1),u(npt,1),v(npt,1),h(npt,1),
     *     t(npt,1),s(npt,1), sigma(1),
     *     u1(MAXNZ),u2(MAXNZ),v1(MAXNZ),v2(MAXNZ),t1(MAXNZ),t2(MAXNZ),
     *     aa(MAXNZ),bb(MAXNZ),cc(MAXNZ),dh(MAXNZ),we(MAXNZ),hr(MAXNZ),
     *     s1(MAXNZ),s2(MAXNZ)

      do i = 1, npt
         dh_mix = dh1(i)

         if (dh_mix .ne. 0.) then

            dh(1) = dh_mix
            do k = 2, nz
               dh(k) = -1.5*(sigma(k)+sigma(k+1))*dh_mix
            enddo
            
            we(1) = dh_mix
            do k = 2, nz-1
               we(k) = we(k-1) + dh(k)
            enddo

            if (use_salt) then
               do k = 1, nz
                  hik = h(i,k)
                  u1(k)  = u(i,k)*hik
                  v1(k)  = v(i,k)*hik
                  t1(k)  = t(i,k)*hik
                  s1(k)  = s(i,k)*hik
                  h(i,k) = hik + dh(k)
               enddo
            else
               do k = 1, nz
                  hik = h(i,k)
                  u1(k)  = u(i,k)*hik
                  v1(k)  = v(i,k)*hik
                  t1(k)  = t(i,k)*hik
                  h(i,k) = hik + dh(k)
               enddo
            endif

           do k = 1, nz-1
              hr(k) = we(k)/(h(i,k)+h(i,k+1))
           enddo

           hr1 = 0.5*(dh_mix - abs(dh_mix)) / h(i,1)
           hr2 = 0.5*(dh_mix + abs(dh_mix)) / h(i,2)
           cc(1) = -hr2
           bb(1) = 1. - hr1
           aa(2) = hr1
           cc(2) = -hr(2)
           bb(2) = 1. - hr(2) + hr2
           aa(nz) = hr(nz-1)
           bb(nz) = 1. + aa(nz)

           hr_k = hr(2)
           do k = 3, nz-1
              hr_km1 = hr_k
              hr_k   = hr(k)
              aa(k) =  hr_km1
              cc(k) = -hr_k
              bb(k) = 1. + hr_km1 - hr_k
           enddo

           call tridiag(aa,bb,cc,u1,u2,nz)
           call tridiag(aa,bb,cc,v1,v2,nz)
           call tridiag(aa,bb,cc,t1,t2,nz)

           if ( use_salt ) then
              call tridiag(aa,bb,cc,s1,s2,nz)
              do k = 1, nz
                 hik = 1./h(i,k)
                 u(i,k) = hik*u2(k)
                 v(i,k) = hik*v2(k)
                 t(i,k) = hik*t2(k)
                 s(i,k) = hik*s2(k)
              enddo
           else
              do k = 1, nz
                 hik = 1./h(i,k)
                 u(i,k) = hik*u2(k)
                 v(i,k) = hik*v2(k)
                 t(i,k) = hik*t2(k)
              enddo
           endif
        endif
      enddo  

      return
      end

c     ------------------------------------------------------------------
      subroutine jpmix (npt,nz,nzi,h,t,s,b,u,v)
c     ------------------------------------------------------------------
c     Reduce gradient Richardson # instability using a Jim Price criterion.

      include 'comm_para.h'
      include 'comm_new.h'
      dimension u(npt,1),v(npt,1),h(npt,1),t(npt,1),s(npt,1),b(npt,1),
     *          gama(MAXNZ), ric(MAXNZ), nzi(npt)
      logical use_gamma

      save EPSILON, use_gamma, ifirst, ric, ric_inv

      data EPSLON/1.e-9/, ifirst/0/
c
      if ( ifirst .eq. 0 ) then
         ifirst = 1
         gama(1)    = gam1_mix
         ric(1)     = ric1_mix
         do k = 2, nz
            gama(k)    = gam2_mix
            ric(k)     = ric2_mix
         enddo
         use_gamma = (iuse_gam .eq. 1)
      endif

      if ( use_salt ) then
         do kn = 1, 2
         do ks = 1, 2
            do i = 1, npt
               do k = ks, nzi(i)-1, 2

               Rik      = ric(k)
               Rik_inv  = 1./ric(k)
               gamkt    = gama(k)
               gamkv    = 0.5*(1.+gama(k))

c     compute the gradient Richardson number
                  hm = h(i,k) + h(i,k+1)
                  bd = b(i,k) - b(i,k+1)
                  dd = 0.5 * hm * bd
                  
                  ud = u(i,k+1) - u(i,k)  
                  vd = v(i,k+1) - v(i,k) 
                  dv = ud*ud + vd*vd
                  Ri = amax1(dd,0.)/amax1(dv,EPSLON)
c     check to see if Ri is critical or not
                  
                  if (Ri .lt. Rik) then
c     partially mix layers k and k+1
                     if ( use_gamma ) then
                        ri2 = Ri*Rik_inv
                        ct = 1.- ri2**gamkt
                        cv = 1.- ri2**gamkv
                     else
                        ct = 1. - Ri*Rik_inv
                        cv = ct
                     endif
                     c1 = h(i,k)   / hm
                     c2 = h(i,k+1) / hm
                     td = (t(i,k+1)-t(i,k))*ct
                     sd = (s(i,k+1)-s(i,k))*ct
                     bd = -bd*ct
                     ud = ud*cv
                     vd = vd*cv
                     
                     t(i,k+1) = t(i,k+1) - td*c1
                     t(i,k)   = t(i,k)   + td*c2
                     
                     s(i,k+1) = s(i,k+1) - sd*c1
                     s(i,k)   = s(i,k)   + sd*c2
                     
                     b(i,k+1) = b(i,k+1) - bd*c1
                     b(i,k)   = b(i,k)   + bd*c2
                     
                     u(i,k+1) = u(i,k+1) - ud*c1
                     u(i,k)   = u(i,k)   + ud*c2
                     v(i,k+1) = v(i,k+1) - vd*c1
                     v(i,k)   = v(i,k)   + vd*c2
                  endif
               enddo
            enddo
         enddo
         enddo
      else

         coef = TALPHA*GRAVTY / 2.0

         do kn = 1, 2
         do ks = 1, 2
            do i = 1, npt
               do k = ks, nzi(i)-1, 2
                  
                  Rik      = ric(k)
                  Rik_inv  = 1./ric(k)
                  gamkt    = gama(k)
                  gamkv    = 0.5*(1.+gama(k))
                  
c     compute the gradient Richardson number
                  hm = h(i,k) + h(i,k+1)
                  td = t(i,k) - t(i,k+1)
                  dd = coef * hm * td
                  
                  ud = u(i,k+1) - u(i,k)  
                  vd = v(i,k+1) - v(i,k) 
                  dv = ud*ud + vd*vd
                  Ri = amax1(dd,0.)/amax1(dv,EPSLON)
c     check to see if Ri is critical or not
                  
                  if (Ri .lt. Rik) then
c     partially mix layers k and k+1
                     if ( use_gamma ) then
                        ri2 = Ri*Rik_inv
                        ct = 1.- ri2**gamkt
                        cv = 1.- ri2**gamkv
                     else
                        ct = 1. - Ri*Rik_inv
                        cv = ct
                     endif
                     c1 = h(i,k)/hm
                     c2 = h(i,k+1)/hm
                     td = -td*ct
                     ud = ud*cv
                     vd = vd*cv
                     
                     t(i,k+1) = t(i,k+1) - td*c1
                     t(i,k)   = t(i,k)   + td*c2
                     
                     u(i,k+1) = u(i,k+1) - ud*c1
                     u(i,k)   = u(i,k)   + ud*c2
                     v(i,k+1) = v(i,k+1) - vd*c1
                     v(i,k)   = v(i,k)   + vd*c2
                  endif
               enddo
            enddo
         enddo
         enddo
      endif

      return
      end


c----------------------------------------------------------------------------
      subroutine tridiag(A,B,C,Y,X,N)
c----------------------------------------------------------------------------

c	Modified 2 Feb 1991

c	This routine solves a matrix equation of the form MX=Y where Y is
c	the know vector and M is an NxN tridiagonal matrix with a diagonal of
c	B, a lower diagonal of A and an upper diagonal of C.  It should be
c	noted that N will be equal to the number of layers (nz).  If there
c	are more than 100 the array size will exceed memory allocation.
c
c	This routine requires the matrix elements (A,B,C), the known vector
c	(Y) and the dimensions of both (N).
c
c	This routine supplies the new vector X.
c	The variables are defined as:
c
c	    Name	       Type		Description
c	    ====	       ====		===========
c
c	a(n)                  From      Lower diagonal elements
c			      dimpl 
c	b(n)		      From      Main diagonal elements
c			      dimpl
c	bit		      Internal  Storage variable
c	c(n)                  From      Upper diagonal elements
c			      dimpl   
c	gam(nmax)	      Internal  Storage array
c	nmax                  Internal  Maximum array size
c	x(n)                  Ret to    new velocity (temp) field
c			      dimpl
c	y(n)		      From      Original velocity (temp) field
c			      dimpl
c

c------------------ Establish variables and constants -----------------------
      parameter (nmax=100)
      dimension gam(nmax),a(n),b(n),c(n),y(n),x(n)

      bet  = b(1)
      x(1) = y(1)/bet
c-------------------------- Forward substitute ------------------------------
      do j = 2, n
         gam(j) = c(j-1)/bet
         bet    = b(j) - a(j)*gam(j)
         x(j)   = (y(j) - a(j)*x(j-1)) / bet
      enddo
c-------------------------- Back substitute ------------------------------
      do j = n-1, 1, -1
         x(j) = x(j) - gam(j+1)*x(j+1)
      enddo

      return
      end

dyn_filt.f/     839513370   1572  1572  100444  17542     `
      subroutine shap_indx(npt,nxp,nyp,mask,isx,nfxk,nfpxk,nfyk,ifx,ifpx,ify)
c-------------------------------------------------------------------------

c     nfx     : number of contiguous latitudinal segments 
c     ifx(1,i): starting point (x-compressed index) of i'th segment  
c     ifx(2,i): length of i-th segment
c     ifx(3,i): highest order filter used in i'th segment

c     nfpx    : number of segments with periodic overlap
c     ifx(1,i): starting point western portion of segment 
c     ifx(2,i): length of western portion of segment
c     ifx(3,i): starting point eastern portion of segment 
c     ifx(4,i): length of eastern portion of segment
c     ifx(5,i): highest order filter used in segment

c     nfy     : number of contiguous longitudinal segments 
c     ify(1,j): starting point (y-compressed index) of j'th segment
c     ify(2,j): length of j'th segment
c     ify(3,j): highest order filter used in j'th segment

      include "comm_new.h"
      include 'comm_para.h'
      dimension mask(nxp,1),isx(1),ifx(3,1),ifpx(5,1),ify(3,1)
      logical prev, curr, peri, ZER
      common /shap_c25/ cs25(10), ZER, s_coef
      common /new_filt/  MAXFO, nbx, nby, nfx, nfpx, nfy

      do i = 1, MAXFO
         cs25(i) = 1./(4.**i)
      enddo
 
      nfxk  = 0
      nfpxk = 0
      do irow = 1, nyp

         ista = 1
         prev = (mask(1, irow) .eq. 0)
         peri = (.not. prev) .and. (iglob .ne. 0)  

         do icol = 2, nxp
            
            curr = (mask(icol,irow) .eq. 0)
            if (curr .ne. prev) then
                if (peri .and. ista .eq. 1) then
                  nfpxk = nfpxk + 1
                  ifpx(1,nfpxk) = mask(1,irow)
                  ifpx(2,nfpxk) = icol - 1
               elseif (curr) then
                  nfxk = nfxk + 1
                  ifx(1,nfxk) = mask(ista,irow)
                  ifx(2,nfxk) = icol-ista
                  ifx(3,nfxk) = min((icol-ista-1)/2,MAXFO)
               endif
               ista = icol
               prev = curr
            endif
         enddo
            
         if (.not. curr) then
            if (peri) then
               if (ista .eq. 1) then
                  nfpxk = nfpxk + 1
                  ifpx(1,nfpxk) = mask(1,irow)
                  ifpx(2,nfpxk) = nxp
                  ifpx(3,nfpxk) = 0
                  ifpx(4,nfpxk) = 0
                  ifpx(5,nfpxk) = MAXFO
               else
                  ifpx(3,nfpxk) = mask(ista,irow)
                  ifpx(4,nfpxk) = mask(nxp,irow) - mask(ista,irow) + 1
                  ifpx(5,nfpxk) = min((ifpx(2,nfpxk)+ifpx(4,nfpxk)-1)/2,MAXFO)
               endif
            else
               nfxk = nfxk + 1
               ifx(1,nfxk) = mask(ista,irow)
               ifx(2,nfxk) = nxp-ista+1
               ifx(3,nfxk) = min((nxp-ista)/2,MAXFO)
            endif
         endif
      enddo

      nfyk  = 0
      do icol = 1, nxp

         jsta = 1
         prev = (mask(icol, 1) .eq. 0)
         do irow = 2, nyp
            
            curr = (mask(icol,irow) .eq. 0)
            if (curr .ne. prev) then
               if (curr) then
                  nfyk = nfyk + 1
                  ify(1,nfyk) = isx(mask(icol,jsta))
                  ify(2,nfyk) = irow-jsta
                  ify(3,nfyk) = min((irow-jsta-1)/2,MAXFO)
               endif
               jsta = irow
               prev = curr
            endif
         enddo
         if (.not. curr) then
            nfyk = nfyk + 1
            ify(1,nfyk) = isx(mask(icol,jsta))
            ify(2,nfyk) = nyp-jsta+1
            ify(3,nfyk) = min((nyp-jsta)/2,MAXFO)
         endif
      enddo

      return
      end

c-----------------------------------------------------------------------
      subroutine shap_vec(nstep,npt,nz,uc,vc,lxxk,lyxk,isyk,isk,ifxk,ifpxk,ifyk,tp)
c-----------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'
      dimension uc(npt,1),vc(npt,1),tp(1)
      dimension lxxk(MXBDY,nz),lyxk(MAXNB,nz),isyk(npt,nz),isk(npt,nz),
     *          ifxk(9*MAXSID,nz), ifpxk(5*MAXSID,nz), ifyk(9*MAXSID,nz)
      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +         ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)
      logical NOSLIP
      common /new_shap/  nordu, nordh, mshx, mshy, mshh, shap_vel_cnst, shap_scl_cnst
      common/shapi/nord,nshapu,nshaph,nshapt,mshapu,mshaph,mshapt
      common/param0/iyear,iday,isec,delt,ncyc,mbc,nonlin,label(20),
     +              itherm,mlc,limp
      common /new_filt/  MAXFO, nbx, nby, nfx, nfpx, nfy

      external shap_1do, shap_1dco

      if (nstep.eq.0 .or. (nshapu.ne.0 .and. mod(nstep,nshapu).eq.0)) then
         NOSLIP = (mbc .eq. 1)
         do k = 1, nz
            npk = nptk(k) 
            nbx = nbxk(k) 
            nby = nbyk(k) 
            nfx = nfxk(k) 
            nfpx = nfpxk(k) 
            nfy = nfyk(k) 
            call shap_2d (nordu, mshapu, .true.,NOSLIP, npk, 
     *           lxxk(1,k),lyxk(1,k),isyk(1,k),isk(1,k),
     *           ifxk(1,k),ifpxk(1,k),ifyk(1,k), uc(1,k),tp,
     *           shap_1do,shap_vel_cnst)
            call shap_2d (nordu, mshapu, NOSLIP,.true., npk, 
     *           lxxk(1,k),lyxk(1,k),isyk(1,k),isk(1,k),
     *           ifxk(1,k),ifpxk(1,k),ifyk(1,k), vc(1,k),tp,
     *           shap_1do,shap_vel_cnst)
         enddo
      endif
      return
      end

c-----------------------------------------------------------------------
      subroutine shap_scl(nstep,npt,nz,tem,lxxk,lyxk,isyk,isk,ifxk,ifpxk,ifyk,tp)
c-----------------------------------------------------------------------
 
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'

      dimension tem(npt,nz), tp(1)
      dimension lxxk(MXBDY,nz),lyxk(MAXNB,nz),isyk(npt,nz),isk(npt,nz),
     *          ifxk(9*MAXSID,nz), ifpxk(5*MAXSID,nz), ifyk(9*MAXSID,nz)

      common /new_shap/  nordu, nordh, mshx, mshy, mshh, shap_vel_cnst, shap_scl_cnst
      common/shapi/nord,nshapu,nshaph,nshapt,mshapu,mshaph,mshapt
      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +         ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)
      common /new_filt/  MAXFO, nbx, nby, nfx, nfpx, nfy

      external shap_1do, shap_1dco, shap_1dcn

      if (nstep.eq.0 .or. (nshaph.ne.0 .and. mod(nstep,nshaph).eq.0))  then
         do k = 1, nz
            npk = nptk(k) 
            nbx = nbxk(k) 
            nby = nbyk(k) 
            nfx = nfxk(k) 
            nfpx = nfpxk(k) 
            nfy = nfyk(k) 
            if (mshaph.eq.3) then
            call shap_3d (nordh, mshaph, .false.,.false.,npk,
     *       lxxk(1,k),lyxk(1,k),isyk(1,k),isk(1,k),ifxk(1,k),ifpxk(1,k),
     *       ifyk(1,k), tem(1,k),tp,shap_1dco,shap_scl_cnst)
            else
            call shap_2d (nordh, mshaph, .false.,.false., npk, 
     *           lxxk(1,k),lyxk(1,k),isyk(1,k),isk(1,k),
     *           ifxk(1,k),ifpxk(1,k),ifyk(1,k), tem(1,k),tp,
     *           shap_1dcn,shap_scl_cnst)
            endif
         enddo
      endif

      return
      end

c--------------------------------------------------------------------------
      subroutine shap_2d (nord,key,SETX,SETY,npt,lxx,lyx,isy,isk,
     *                     ifx,ifpx,ify, aa,abc,filter,scoef)
c--------------------------------------------------------------------------
c.....if key.eq.0 then reduce order for all points on short segments

c           since   ifx(3,*) = min((ifx(2,*)-1)/2,MAXFO) :

c                 length=4   -> nshap = 1
c                 length=5,6 -> nshap = min(2,nord)
c                 length=7,8 -> nshap = min(3,nord)
c                  etc.

      implicit real(a-h,o-z),integer(i-n)
      dimension lxx(1),lyx(1),isy(1),isk(1), aa(1), bb(1), cc(1), abc(npt,1)
      dimension ifx(3,1), ifpx(5,1), ify(3,1) 
      logical SETX, SETY, ZER, REDUC 
      pointer (pbb, bb), (pcc, cc)
      external filter

      common /shap_c25/ cs25(10), ZER, s_coef
      common /new_filt/  MAXFO, nbx, nby, nfx, nfpx, nfy

      s_coef = scoef

c sizeof(abc) = 3*npt

      pbb = loc(abc(1,1))
      pcc = loc(abc(1,2))

c
      REDUC = (key .eq. 0)

c.......apply Shapiro filter in X direction
      do i = 1, npt
         bb(i) = aa(isk(i))
      enddo

      ZER = SETX   ! used only if filter = shap_1do
      nshap = MAXFO
      do k = 1, nfx
         if (REDUC) nshap = min(nord, ifx(3,k))
         call filter (nshap, ifx(2,k), bb(ifx(1,k)), cc)
      enddo

      do k = 1, nfpx
         if (REDUC) nshap = min(nord, ifpx(5,k))
         if (ifpx(4,k) .eq. 0) then
            call shap_1dp0 (nshap, ifpx(2,k), bb(ifpx(1,k)), cc)
         else
            call shap_1dper (nshap, ifpx(1,k), bb, cc, filter)
         endif
      enddo
      
      do i = 1, npt
         cc(isk(i)) = bb(i)
      enddo

      if (SETX) then
         do i = 1, nbx
            cc(lxx(i)) = 0.
         enddo
      endif
      if (SETY) then
         do i = 1, nby
            cc(lyx(i)) = 0.
         enddo
      endif

      do j = 1, npt
         i = isk(j)
         aa(i) = aa(i) - cc(i)
      enddo
      
c.......apply Shapiro filter in Y direction
      do i = 1, npt
         bb(i) = aa(isy(i))
      enddo

      ZER = SETY   ! used only if filter = shap_1do
      do k = 1, nfy
         if (REDUC) nshap = min(nord, ify(3,k))
         call filter (nshap, ify(2,k), bb(ify(1,k)), cc)
      enddo

      do i = 1, npt
         cc(isy(i)) = bb(i)
      enddo

      if (SETX) then
         do i = 1, nbx
            cc(lxx(i)) = 0.
         enddo
      endif
      if (SETY) then
         do i = 1, nby
            cc(lyx(i)) = 0.
         enddo
      endif

      do j = 1, npt
         i = isk(j)
         aa(i) = aa(i) - cc(i)
      enddo

      return
      end

      subroutine shap_1do (nshap, nn, f, tmp)
c----------------------------------------------      
c     non-conservative, order reduced near boundaries
c        ZER => no change at boundary  
c                (i.e. u=0 before filter -> u=0 after filter)
      implicit real(a-h,o-z),integer(i-n)
      dimension f(1), tmp(1), aa(1), bb(1), cc(1)
      pointer (paa, aa), (pbb, bb), (pcc, cc)
      logical ZER

      common /shap_c25/ cs25(10), ZER, s_coef
      
      paa = loc(f(1))
      pbb = loc(tmp(1))
      pcc = loc(tmp(nn+1))

      do n = 1, nshap
         const = cs25(n)
         iab = paa
         paa = pbb
         pbb = iab
         
         f0 = bb(1)
         fp = bb(2)
         do i = 2, nn-1
            fm = f0
            f0 = fp
            fp = bb(i+1)
            aa(i) = (f0 - fp) + (f0 - fm)
         enddo
         if (n .eq. 1) then
            if (ZER) then
               aa(1)  = 0.
               aa(nn) = 0.
            else
               aa(1)  = bb(1)  - bb(2) 
               aa(nn) = bb(nn) - bb(nn-1)
            endif
         endif

         cc(n)      = const*aa(n)
         cc(nn-n+1) = const*aa(nn-n+1)
      enddo

      do i = nshap+1, nn-nshap
         f(i) = const*aa(i)
      enddo

      do i = 1, nshap
         f(i)      = cc(i)
         f(nn-i+1) = cc(nn-i+1)
      enddo

      return
      end

      subroutine shap_1dper (nshap, id, f, tmp, filter)
c------------------------------------------------------      
      implicit real(a-h,o-z),integer(i-n)
      dimension id(4), f(1), tmp(1), aa(1), bb(1)
      pointer (paa, aa), (pbb, bb)
      external filter

      i1 = id(1)
      n1 = id(2)

      i2 = id(3)
      n2 = id(4)
      n12 = n1 + n2

      paa = loc(f(i2))
      do i = 1, n2
         tmp(i) = aa(i) 
      enddo
      paa = loc(f(i1))
      k = n2
      do i = 1, n1
         k = k + 1
         tmp(k) = aa(i) 
      enddo
      
      call filter (nshap, n12, tmp, tmp(n12+1))
      
      k = n2
      do i = 1, n1
         k = k + 1
         aa(i) = tmp(k) 
      enddo
      paa = loc(f(i2))
      do i = 1, n2
         aa(i) = tmp(i) 
      enddo

      return
      end

      subroutine shap_1dco (nshap, nn, f, tmp)
c---------------------------------------------      
c     conservative, order NOT reduced near boundaries
      implicit real(a-h,o-z),integer(i-n)
      dimension f(1), tmp(1), aa(1), bb(1)
      pointer (paa, aa), (pbb, bb)
      logical ZER

      common /shap_c25/ cs25(10), ZER, s_coef

      paa = loc(f(1))
      pbb = loc(tmp(1))

      do n = 1, nshap
         iab = paa
         paa = pbb
         pbb = iab
         
         f0 = bb(1)
         fp = bb(2)
         do i = 2, nn-1
            fm = f0
            f0 = fp
            fp = bb(i+1)
            aa(i) = (f0 - fp) + (f0 - fm)
         enddo
         aa(1)  = bb(1)  - bb(2)
         aa(nn) = bb(nn) - bb(nn-1)
      enddo

      const = cs25(nshap)
      do i = 1, nn
         f(i) = const * aa(i)
      enddo

      return
      end

      subroutine shap_1dp0 (nshap, nn, f, tmp)
c---------------------------------------------      
      implicit real(a-h,o-z),integer(i-n)
      dimension f(1), tmp(1), aa(1), bb(1)
      pointer (paa, aa), (pbb, bb)
      logical ZER

      common /shap_c25/ cs25(10), ZER, s_coef

      paa = loc(f(1))
      pbb = loc(tmp(1))

      do n = 1, nshap
         iab = paa
         paa = pbb
         pbb = iab
         
         f1 = bb(1)
         f2 = bb(2)
         f0 = f1
         fp = f2
         do i = 2, nn-1
            fm = f0
            f0 = fp
            fp = bb(i+1)
            aa(i) = (f0 - fp) + (f0 - fm)
         enddo
         aa(1)  = (f1 - f2) + (f1 - fp)
         aa(nn) = (fp - f1) + (fp - f0)
      enddo

      const = cs25(nshap)
      do i = 1, nn
         f(i) = const * aa(i)
      enddo

      return
      end

c--------------------------------------------------------------------------
      subroutine shap_3d (nord,key,SETX,SETY,npt,lxx,lyx,isy,isk,
     *                     ifx,ifpx,ify, aa,abc,filter,scoef)
c--------------------------------------------------------------------------
c.....reduces order for all points on short segments
c                 length=4   -> nshap = 1
c                 length=5,6 -> nshap = min(2,nord)
c                 length=7,8 -> nshap = min(3,nord)
c                  etc.
c.....but if nshap <= LIM_SHAP, then DON'T FILTER segment at all

      implicit real(a-h,o-z),integer(i-n)
      dimension lxx(1),lyx(1),isy(1),isk(1), aa(1), bb(1), cc(1), abc(npt,1)
      dimension ifx(3,1), ifpx(5,1), ify(3,1)
      logical SETX, SETY, ZER, REDUC 
      pointer (pbb, bb), (pcc, cc)
      external filter

      common /shap_c25/ cs25(10), ZER, s_coef
      common /new_filt/  MAXFO, nbx, nby, nfx, nfpx, nfy

      s_coef = scoef
      
      LIM_SHAP = key - 2

c sizeof(abc) = 3*npt

      pbb = loc(abc(1,1))
      pcc = loc(abc(1,2))

c.....use a reduced order filter in a narrow passages.
c
c.......apply Shapiro filter in X direction
      do i = 1, npt
         bb(i) = aa(isk(i))
      enddo

      ZER = SETX
      do k = 1, nfx
         nshap = min(nord, ifx(3,k))
         if (nshap .gt. LIM_SHAP) then
            call filter (nshap, ifx(2,k), bb(ifx(1,k)), cc)
         else
            call zero_em (ifx(2,k), bb(ifx(1,k)))
         endif
      enddo

      do k = 1, nfpx
         nshap = min(nord, ifpx(5,k))
         if (nshap .gt. LIM_SHAP) then
            if (ifpx(4,k) .eq. 0) then
               call shap_1dp0 (nshap, ifpx(2,k), bb(ifpx(1,k)), cc)
            else
               call shap_1dper (nshap, ifpx(1,k), bb, cc, filter)
            endif
         else
            call zero_em (ifpx(2,k), bb(ifpx(1,k)))
            call zero_em (ifpx(4,k), bb(ifpx(3,k)))
         endif
      enddo

      do i = 1, npt
         cc(isk(i)) = bb(i)
      enddo
      
      if (SETX) then
         do i = 1, nbx
            cc(lxx(i)) = 0.
         enddo
      endif
      if (SETY) then
         do i = 1, nby
            cc(lyx(i)) = 0.
         enddo
      endif

      do j = 1, npt
         i = isk(j)
         aa(i) = aa(i) - cc(i)
      enddo
      
c.......apply Shapiro filter in Y direction

      do i = 1, npt
         bb(i) = aa(isy(i))
      enddo

      ZER = SETY

      do k = 1, nfy
         nshap = min(nord, ify(3,k))
         if (nshap .gt. LIM_SHAP) then 
            call filter (nshap, ify(2,k), bb(ify(1,k)), cc)
         else
            call zero_em (ify(2,k), bb(ify(1,k)))
         endif
      enddo

      do i = 1, npt
         cc(isy(i)) = bb(i)
      enddo

      if (SETX) then
         do i = 1, nbx
            cc(lxx(i)) = 0.
         enddo
      endif
      if (SETY) then
         do i = 1, nby
            cc(lyx(i)) = 0.
         enddo
      endif

      do j = 1, npt
         i = isk(j)
         aa(i) = aa(i) - cc(i)
      enddo

      return
      end
      
      subroutine shap_1dcn (nshap, nn, f, tmp)
c---------------------------------------------      
c suppose to be an old key=6 case
      implicit real(a-h,o-z),integer(i-n)
      dimension f(1), tmp(1), aa(1), bb(1)
      pointer (paa, aa), (pbb, bb)
      logical ZER

      common /shap_c25/ cs25(10), ZER , s_coef

      paa = loc(f(1))
      pbb = loc(tmp(1))

      do n = 1, nshap
         iab = paa
         paa = pbb
         pbb = iab
         
         f0 = bb(1)
         fp = bb(2)
         do i = 2, nn-1
            fm = f0
            f0 = fp
            fp = bb(i+1)
            aa(i) = (f0 - fp) + (f0 - fm)
         enddo
         aa(1)  = -aa(2)
         aa(nn) = -aa(nn-1)
      enddo

      const = cs25(nshap)
      do i = 1, nn
         f(i) = const * aa(i)
      enddo

      return
      end
dyn_forc.f/     839603022   1572  1572  100444  61557     `
c     ------------------------------------------------
      subroutine depth_init (npt, zin)
c     ------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_data.h'
      include 'comm_new.h'
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /coords/ alat,blat,rlat,alon,blon,nsx,nsy,mgrid,z_begin,nsig,nystrch
      dimension zin(1)

      if     (initb .eq. 0) then
c.....Constant Depth (Flat Bottom)
         dep_max = zin(nz+1)
         call afill(npt, depth, dep_max)
         dep_min = dep_max
      elseif (initb .eq. 1) then
c.....Read Bathymetry Data From a File

         call odb_open(idf_dp, fbdep(1:n_dep), 0)

         call data_on_model_grid(idf_dp, lret, 'bath') 

         call read_zt (idf_dp, lret, npt, 1, 1, 'bath', tp, dept)

c         do i = 1, npt
c            dept(i) = max(dept(i),(zin(3)+zin(2))/2.)
c            dept(i) = max(dept(i),(zin(4)+zin(5))/2.)
c         enddo

      elseif (initb .eq. 2) then
         iseed = 10001
         dept(1) = 50 + zin(nz+1)*ran(iseed)
         do i = 2, npt
            dept(i) = 50 +  zin(nz+1)*ran(iseed)
         enddo

         do i = 1, npt
            dept(i) = max(dept(i),zin(1))
         enddo

      elseif (initb .ge. 3) then
c        ramp

         depmin = (zin(initb-2) + zin(initb-1))/2.
         depmax = zin(nz+1)
         x1 = xm(1)
         xn = xm(nxp)
         xs = xn-x1
         do i = 1, nxp
            tp(i) = depmin + (xm(i) - x1)*(depmax-depmin)/xs
         enddo
         y1 = ym(1)
         yn = ym(nyp)
         ys = yn-y1
         do j = 1, nyp
            tp(j+nxp) = depmin + (ym(j) - y1)*(depmax-depmin)/ys
         enddo

         do k = 1, npt
            j = (iox(k)-1)/nxp + 1
            i = iox(k) - (j-1)*nxp
            dept(k) = (tp(i)+tp(j+nxp))/2.
         enddo

      endif

      dept(1) = max(dep_min,dept(1))
      do i = 2, npt
         dept(i) = max(dep_min,dept(i))
      enddo

      dep_min = dept(1)
      dep_max = dept(1)
      do i = 2, npt
         dep_max = max(dep_max, dept(i))
         dep_min = min(dep_min, dept(i))
      enddo

      return
      end

c     --------------------------------------------------------------------
      subroutine clim_init(npt,nstart,h0,sigma,dzin,hmf,
     *                     hclf,tclf,sclf,dclf,psif,tpf,nsponge,lsponge)
c     --------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      include 'comm_data.h'
      dimension h0(1),hmf(npt,nz),hclf(npt,nz,1),dclf(npt,nz),dzin(nz+1),
     *          tclf(npt,nz,1),sclf(npt,nz,1),tpf(npt,1),ind3(3),sigma(nz)
     *          ,lsponge(nsponge), psif(npt,1)
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /coords/ alat,blat,rlat,alon,blon,nsx,nsy,mgrid,z_begin,nsig,nystrch
c
      do k = nsig+1, nz
         do i = 1, npt
            hclf(i,k,1) = hmf(i,k)
         enddo
      enddo

      if     (icl_h .eq. 0) then
         do k = 1, nsig
            do i = 1, npt
               hclf(i,k,1) = hmf(i,k)
            enddo
         enddo

      elseif (icl_h .eq. 1) then
c........H: sigma structure between Mixed Layer & Thermocline - Static:
         call odb_open(idf_hcl, fbhcl(1:n_hcl), 0)
         call data_on_model_grid(idf_hcl, lclm, 'mltc')

         if (icl_htop .eq. 1) 
     *   call read_zt (idf_hcl,lclm,npt, 1,1, 'mltc', tpf, hclf(1,1,1))

         if (icl_htop .eq. 0) call afill (npt, hclf, h0(1))

         sigk = sigma(3)
         do i = 1, npt
            hclf(i,2,1) = 0.5*hclf(i,1,1) + sigk*(z_begin - 1.5*hclf(i,1,1))
         enddo
         do k = 3, nsig - 1
            sigkp = sigma(k+1)
            do i = 1, npt
               hclf(i,k,1) = (sigk+sigkp) * (z_begin - 1.5*hclf(i,1,1))
            enddo
            sigk = sigkp
         enddo
         k = nsig
         do i = 1, npt
            hclf(i,k,1) = dzin(k+1) + sigma(k)*(z_begin - 1.5*hclf(i,1,1))
         enddo

      elseif (icl_h .eq. 2) then
c........H: sigma structure between Mixed Layer & Thermocline - Dynamic
         call odb_open(idf_hcl, fbhcl(1:n_hcl), 0)
         call data_on_model_grid(idf_hcl, lclm, 'mltc')

         call odb_rddm(idf_hcl, 'T', ntclm)
         call mem_alloc(p_tclm, ntclm, 2, 'tclm')
         call odb_rdgr(idf_hcl, 'T', ntclm, tclm)

         call it_catch (ntclm, tclm, nstart, it1, it2, clm_tscl)
         iclm = it2

         if (icl_htop .eq. 1) then
            call read_zt (idf_hcl, lclm,npt, 1, it1, 'mltc', tpf, hclf(1,1,1))
            call read_zt (idf_hcl, lclm,npt, 1, it2, 'mltc', tpf, hclf(1,1,2))
         endif

         if (icl_htop .eq. 0) then
            call afill (npt, hclf(1,1,1), h0(1))
            call afill (npt, hclf(1,1,2), h0(1))
         endif

         sigk = sigma(3)
         do i = 1, npt
            hclf(i,2,1) = 0.5*hclf(i,1,1) + sigk*(z_begin - 1.5*hclf(i,1,1))
            hclf(i,2,2) = 0.5*hclf(i,1,2) + sigk*(z_begin - 1.5*hclf(i,1,2))
         enddo
         do k = 3, nsig - 1
            sigkp = sigma(k+1)
            do i = 1, npt
               hclf(i,k,1) = (sigk+sigkp) * (z_begin - 1.5*hclf(i,1,1))
               hclf(i,k,2) = (sigk+sigkp) * (z_begin - 1.5*hclf(i,1,2))
            enddo
            sigk = sigkp
         enddo
         k = nsig
         do i = 1, npt
            hclf(i,k,1) = dzin(k+1) + sigma(k)*(z_begin - 1.5*hclf(i,1,1))
            hclf(i,k,2) = dzin(k+1) + sigma(k)*(z_begin - 1.5*hclf(i,1,2))
         enddo
      endif

      if (icl_psi .eq. 1) then
         call odb_open(idf_psi, fbpsi(1:n_psi), 0)
         call data_on_model_grid(idf_psi, lpsi, 'psi')

         call read_zt (idf_psi,lpsi,npt, 1,1, 'psi', tpf, psif(1,1))

      elseif (icl_psi .eq. 2) then

         call odb_open(idf_psi, fbpsi(1:n_psi), 0)
         call data_on_model_grid(idf_psi, lpsi, 'psi')

         call odb_rddm(idf_psi, 'T', ntpsi)
         call mem_alloc(p_tpsi, ntpsi, 2, 'psi')
         call odb_rdgr(idf_psi, 'T', ntpsi, tpsi)

         call it_catch (ntpsi, tpsi, nstart, it1, it2, psi_tscl)
         ipsi = it2

         call read_zt (idf_psi, lpsi,npt, 1, it1, 'psi', tpf, psif(1,1))
         call read_zt (idf_psi, lpsi,npt, 1, it2, 'psi', tpf, psif(1,2))
      endif

      if (icl_ts .eq. 0) return

      call odb_open(idf_t, fbtem(1:n_tem), 0)
      if (icl_h .eq. 0) call data_on_model_grid(idf_t, lclm, 'temp')

      call odb_rddm(idf_t, 'Z', nzclm)
      call mem_alloc(p_zclm, nzclm, 2, 'MZ for temp climatology')
      call odb_rdgr (idf_t, 'Z', nzclm, zclm)
      mz = nzclm


      if (use_salt) then
         call odb_open(idf_s, fbsal(1:n_sal), 0)
         call odb_rddm(idf_s, 'Z', mz)
         if (mz .ne. nzclm) 
     *        call perror1('Temp & Salt DATA should be on the same Z grid', 1)
      endif

      if (icl_ts .eq. 1) then            !!.....time independent case:
         call read_linz(idf_t,lclm,npt,mpack,nz,mz,1,hclf,tclf,zclm,tp,'temp') 
         if (use_salt)
     *   call read_linz(idf_s,lclm,npt,mpack,nz,mz,1,hclf,sclf,zclm,tp,'salt') 

         if (iv_bot .eq. 4) then
            do i = 1, npt
               tclf(i,nz,1) = TEMP_BOT
               if (use_salt) sclf(i,nz,1) = SALT_BOT
            enddo
         endif

      elseif (icl_ts .eq. 2) then        !!.....time dependent case:

         call odb_rddm(idf_t, 'T', i)

         if  (icl_h .ne. 2) then         !!.....H_clim is time independent
            ntclm = i
            call mem_alloc(p_tclm, ntclm, 2, 'tclm')
            call odb_rdgr(idf_t, 'T', ntclm, tclm)
            call it_catch (ntclm, tclm, nstart, it1, it2, clm_tscl)
            iclm = it2
         elseif (i .ne. ntclm ) then
            call perror1('MxTh & Temp DATA should be on the same T grid', 1)
         endif

         if (use_salt) then
            call odb_rddm(idf_s, 'T', i)
            if (i .ne. ntclm) 
     *        call perror1('Temp & Salt DATA should be on the same T grid', 1)
         endif

         call read_linz(idf_t, lclm, npt,mpack,nz,mz, it1,
     *                  hclf(1,1,1),tclf(1,1,1),zclm,tp, 'temp') 
         k2_h = 1
         if (icl_h .eq. 2) k2_h = 2
         call read_linz(idf_t, lclm, npt,mpack,nz,mz, it2,
     *                  hclf(1,1,k2_h),tclf(1,1,2),zclm,tp, 'temp') 

         if (use_salt) then
            call read_linz(idf_s, lclm, npt,mpack,nz,mz, it1,
     *                     hclf(1,1,1),sclf(1,1,1),zclm,tp, 'salt') 
            call read_linz(idf_s, lclm, npt,mpack,nz,mz, it2,
     *                     hclf(1,1,k2_h),sclf(1,1,2),zclm,tp, 'salt') 
         endif

      endif

      if (ipre.eq.1) then
         if (use_salt) call potn_dens (npt,nzi,tclf(1,1,1),sclf(1,1,1),dclf) 
         call dconv_cl (npt,nz,nzi,hclf,tclf(1,1,1),sclf(1,1,1),dclf)
         if (use_salt) call potn_dens (npt,nzi,tclf(1,1,2),sclf(1,1,2),dclf) 
         call dconv_cl (npt,nz,nzi,hclf,tclf(1,1,2),sclf(1,1,2),dclf)
      endif

      if (icl_rlx .eq. 1) then
         do j = 1, nyp
            if     (ym(j) .gt. clm_no) then
               tp(j) = clm_coef * (ym(j)-clm_no)/(ym(nyp)-clm_no)
            elseif (ym(j) .lt. clm_so) then
               tp(j) = clm_coef * (clm_so-ym(j))/(clm_so-ym(1))
            else
               tp(j) = 0.
            endif
         enddo
         
         do i = 1, npt
            j = (iox(i)-1)/nxp + 1
            sponge(i) = tp(j)
         enddo

      elseif (icl_rlx .eq. 2) then
         do i = 1, npt
            sponge(i) = clm_coef
         enddo
      elseif (icl_rlx .eq. 3) then
         dsponge = real(ksponge)
         do i = 1, npt
            ixy = iox(i)
            ix = mod (ixy -1 ,nxp) + 1
            iy = (ixy - ix)/nxp + 1
            dmin = nxp+nyp
            do j = 1, nsponge
               kxy = lsponge(j)
               kx = mod (kxy -1 ,nxp) + 1
               ky = (kxy - kx)/nxp + 1
               d = sqrt(float((ix-kx)**2 + (iy-ky)**2))
c               d = abs(ix-kx) + abs(iy-ky)
               dmin = min(d,dmin)
            enddo
            sponge(i) = clm_coef*max((dsponge-dmin)/dsponge,0.)
         enddo
      endif

      
      return
      end

c     ----------------------------------------------
      subroutine h_init (npt, nz, nzi, nstart, hmf, hclf)
c     ----------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      dimension hmf(npt,1), hclf(npt,nz,1), nzi(1)

      if     (icl_h .eq. 1) then
         do i = 1, npt
            do k = 1, nzi(i)
               hmf(i,k) = hclf(i,k,1) 
            enddo
         enddo

      elseif (icl_h .eq. 2) then
         do i = 1, npt
            do k = 1, nzi(i)
               hmf(i,k) = hclf(i,k,1) +  clm_tscl*(hclf(i,k,2) - hclf(i,k,1))
            enddo
         enddo

      endif
      
      return
      end

c    -----------------------------------------------------------------
      subroutine temp_init (npt, nz, nzi, nstart, t0, tmf, tclf)
c    -----------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      dimension t0(1), tmf(npt,1), tclf(npt,nz,1), nzi(1)
c
      if     (initt .eq. 0) then
c.......constant values for each layer according to T_INIT
c         iseed = 10001
         rand = 1. 
         do i = 1, npt
            do k = 1, nzi(i)
c               rand = 1.+temp_coef*(2.*ran(iseed)-1.)
               tmf(i,k) = t0(k)*rand
            enddo
         enddo

      elseif (initt .eq. 3) then
c.....from CLIMATOLOGY Data.
         if     (icl_ts .eq. 2) then
            do i = 1, npt
               do k = 1, nzi(i)
                  tmf(i,k) = tclf(i,k,1)+ clm_tscl*(tclf(i,k,2)- tclf(i,k,1))
               enddo
            enddo
         else
            do i = 1, npt
               do k = 1, nzi(i)
                  tmf(i,k) = tclf(i,k,1)
               enddo
            enddo
         endif

      endif

      return
      end

c    -----------------------------------------------------------------
      subroutine salt_init (npt, nz, nzi, nstart, s0, smf, sclf)
c    -----------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      dimension s0(1), smf(npt,1), sclf(npt,nz,1), nzi(1)
c
      if     (inits .eq. 0) then
         do i = 1, npt
            do k = 1, nzi(i)
               smf(i,k) = s0(k)
            enddo
         enddo

      elseif (inits .eq. 3) then
c.....from CLIMATOLOGY Data.
         if     (icl_ts .eq. 2) then
            do i = 1, npt
               do k = 1, nzi(i)
                  smf(i,k) = sclf(i,k,1)+ clm_tscl*(sclf(i,k,2)- sclf(i,k,1))
               enddo
            enddo
         else
            do i = 1, npt
               do k = 1, nzi(i)
                  smf(i,k) = sclf(i,k,1)
               enddo
            enddo
         endif
         
      endif
      
      return
      end

c----------------------------------------------------
      subroutine tau_init (nstart,npt, dtaux, dtauy)
c----------------------------------------------------
c..........initalize the winds according to MTAU
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      include 'comm_data.h'

      parameter (TAUCON = 10300., API = 3.14159265, TAUINV = 1./TAUCON)

      common/winds/mtau,matau,tausc,atau,froude,icloud
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /coords/ alat,blat,rlat,alon,blon,nsx,nsy,mgrid,z_begin,nsig,nystrch

      dimension dtaux(npt,1),dtauy(npt,1)

      taub = tausc/TAUCON
      tauc = atau/TAUCON

      if     (mtau .eq. 1 .or. mtau .eq. 2) then
         call odb_open(idf_tx, fbwnd(1:n_wnd)//'.x', 0)
         call odb_open(idf_ty, fbwnd(1:n_wnd)//'.y', 0)

         call odb_rddm(idf_tx, 'T', ntau)
         call mem_alloc(p_ttau, ntau, 2, 'ttau')
         call odb_rdgr(idf_tx, 'T', ntau, ttau)

         call it_catch (ntau, ttau, nstart, it1, it2, tscl)
         itau = it2

         call data_on_model_grid(idf_tx, ltau, 'tau')

         call read_zt (idf_tx, ltau, npt, 1, it1, 'taux', tp, dtaux(1,1)) 
         call read_zt (idf_tx, ltau, npt, 1, it2, 'taux', tp, dtaux(1,2)) 
         call read_zt (idf_ty, ltau, npt, 1, it1, 'tauy', tp, dtauy(1,1)) 
         call read_zt (idf_ty, ltau, npt, 1, it2, 'tauy', tp, dtauy(1,2)) 

         do i = 1, npt
            dtaux(i,1) = TAUINV * dtaux(i,1)
            dtaux(i,2) = TAUINV * dtaux(i,2)
            dtauy(i,1) = TAUINV * dtauy(i,1)
            dtauy(i,2) = TAUINV * dtauy(i,2)
         enddo

         if (mtau .eq. 1) then
            do i = 1, npt
               taux(i) = dtaux(i,1) + tscl * (dtaux(i,2) - dtaux(i,1))
               tauy(i) = dtauy(i,1) + tscl * (dtauy(i,2) - dtauy(i,1))
            enddo
         endif

      elseif (mtau .eq. 3) then
c..........3 - annualy averaged climatology
         call odb_open(idf_tx, fbwnd(1:n_wnd)//'.x', 0)
         call odb_open(idf_ty, fbwnd(1:n_wnd)//'.y', 0)

         call odb_rddm(idf_tx, 'T', ntau)

         call data_on_model_grid(idf_tx, ltau, 'tau')

         do k = 1, ntau
            call read_zt (idf_tx, ltau, npt, 1, k, 'taux', tp, dtaux(1,2)) 
            call read_zt (idf_ty, ltau, npt, 1, k, 'tauy', tp, dtauy(1,2)) 

            do i = 1, npt
               dtaux(i,1) = dtaux(i,1) + dtaux(i,2)
               dtauy(i,1) = dtauy(i,1) + dtauy(i,2)
            enddo
         enddo

         coef = TAUINV/real(ntau)
         do i = 1, npt
            taux(i) = coef * dtaux(i,1)
            tauy(i) = coef * dtauy(i,1)
         enddo

      elseif (mtau .eq. 5) then
c..........5 - COSINE winds
         if     (itau_cos .eq. 0) then
            do j = 1, nyp
               tp(j) = taub*cos(API*(ym(j))/80.)
            enddo
         elseif (itau_cos .eq. 1) then
            y1 = ym(1)
            y2 = ym(nyp)
            do j = 1, nyp
               tp(j) = taub*cos(2.*API*( (ym(j)-y1)/(y2-y1) - 0.5))
            enddo
         elseif (itau_cos .eq. 2) then
            y1 = ym(1)
            y2 = ym(nyp)
            do j = 1, nyp
               tp(j) = taub*cos(API*( (ym(j)-y1)/(y2-y1) - 0.5))
            enddo
         endif

         do k = 1, npt
            j = (iox(k)-1)/nxp + 1
            tmpx       = tp(j)
            taux(k)    = tmpx
            dtaux(k,1) = tmpx
            tauy(k)    = tauc
            dtauy(k,1) = tauc
         enddo
      endif

      return
      end

c     ------------------------------------------------------------------
      subroutine tau_lin (nstep,npt,ixd,im2d,blcf, taux,tauy,dtx,dty,tp)
c     ------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'

      parameter (TAUCON = 10300., API = 3.14159265, TAUINV = 1./TAUCON)

      dimension taux(1),tauy(1),dtx(npt,1),dty(npt,1)
      dimension ixd(1),im2d(1),blcf(1),tp(1)

      call it_catch (ntau, ttau, nstep, it1, it2, tscl)

      if (it2 .ne. itau) then
         itau = it2

         do i = 1, npt
            dtx(i,1) = dtx(i,2)
            dty(i,1) = dty(i,2)
         enddo

         call read_zt (idf_tx, ltau, npt, 1, it2, 'taux', tp, dtx(1,2)) 
         call read_zt (idf_ty, ltau, npt, 1, it2, 'tauy', tp, dty(1,2)) 

         do i = 1, npt
            dtx(i,2) = TAUINV * dtx(i,2)
            dty(i,2) = TAUINV * dty(i,2)
         enddo
      endif
      
      do i = 1, npt
         taux(i) = dtx(i,1) + tscl * (dtx(i,2) - dtx(i,1))
         tauy(i) = dty(i,1) + tscl * (dty(i,2) - dty(i,1))
      enddo
      
      return
      end

c     ------------------------------------------------------------------
      subroutine hflx_init (nstart, npt, nx, ny, temp, sstf, cldf, slrf,
     *                      nrelax, lrelax)
c     ------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      include 'comm_data.h'
      include 'comm_pbl.h'
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /coords/ alat,blat,rlat,alon,blon,nsx,nsy,mgrid,z_begin,nsig,nystrch

      dimension temp(1), sstf(npt,1), cldf(npt,1), slrf(npt,1), lrelax(1)

      if (initq .eq. 0) then
c.....Haney case  Q = QCOF * (TATM - T) with Heat Transfer Coef.=30 w/m**2/k.  
         do i = 1, npt
            sstf(i,1) = TATM
            sstf(i,3) = TATM
         enddo
         return

      elseif (initq .eq. 1) then
c.....T_atm = initial T(i,1) = const(time)
         do i = 1, npt
            sstf(i,1) = temp(i)
            sstf(i,3) = temp(i)
         enddo

      elseif (initq .eq. 2) then
c.....T_atm = average(SST) = const(time)
         call odb_open(idf_sst, fbsst(1:n_sst), 0)
         call odb_rddm(idf_sst, 'T', nsst)

         call data_on_model_grid(idf_sst, lsst, 'sst') 

         do k = 1, nsst
            call read_zt (idf_sst, lsst, npt, 1, k, 'sst', tp, sstf(1,2)) 

            do i = 1, npt
               sstf(i,1) = sstf(i,1) + sstf(i,2)
            enddo
         enddo

         coef = 1./real(nsst)
         do i = 1, npt
            sstf(i,1) = coef * sstf(i,1)
            sstf(i,3) = sstf(i,1)
         enddo

      elseif (initq .eq. 3) then
c.....T_atm = SST(time) - climatology
         call odb_open(idf_sst, fbsst(1:n_sst), 0)

         call odb_rddm(idf_sst, 'T', nsst)
         call mem_alloc(p_tsst, nsst, 2, 'tsst')
         call odb_rdgr(idf_sst, 'T', nsst, tsst)

         call it_catch (nsst, tsst, nstart, it1, it2, tscl)
         isst = it2

         call data_on_model_grid(idf_sst, lsst, 'sst') 

         call read_zt (idf_sst, lsst, npt, 1, it1, 'sst', tp, sstf(1,1)) 
         call read_zt (idf_sst, lsst, npt, 1, it2, 'sst', tp, sstf(1,2)) 

      elseif (initq .eq. 4) then
c.....Q = Q(CLD,TAU,SLR),using Seager formulation.+[qcof*(SST_clim - SST_model)]
         call odb_open(idf_sst, fbsst(1:n_sst), 0)
         call odb_open(idf_cld, fbcld(1:n_cld), 0)

         call odb_rddm(idf_sst, 'T', nsst)
         call mem_alloc(p_tsst, nsst, 2, 'tsst')
         call odb_rdgr(idf_sst, 'T', nsst, tsst)
         call odb_rddm(idf_cld, 'T', i)
         if (i .ne. nsst) 
     *      call perror1('SST & Cloud Cover DATA should be on the same grid',1)

         call it_catch (nsst, tsst, nstart, it1, it2, tscl)
         isst = it2

         call data_on_model_grid(idf_sst, lsst, 'sst')

         call read_zt (idf_sst, lsst, npt, 1, it1, 'sst', tp, sstf(1,1)) 
         call read_zt (idf_sst, lsst, npt, 1, it2, 'sst', tp, sstf(1,2)) 
         call read_zt (idf_cld, lsst, npt, 1, it1, 'cld', tp, cldf(1,1)) 
         call read_zt (idf_cld, lsst, npt, 1, it2, 'cld', tp, cldf(1,2)) 

      elseif (initq .eq. 5) then
c.....*second* Richard-Benno formulation: Q = Q(T, solr, wndsp, clouds)
         call odb_open(idf_sst, fbsst(1:n_sst), 0)
         call odb_open(idf_cld, fbcld(1:n_cld), 0)
         call odb_open(idf_slr, fbslr(1:n_slr), 0)

         call odb_rddm(idf_sst, 'T', nsst)
         call mem_alloc(p_tsst, nsst, 2, 'tsst')
         call odb_rdgr(idf_sst, 'T', nsst, tsst)
         call odb_rddm(idf_cld, 'T', i)
         if (i .ne. nsst) 
     *        call perror1('H.flx & cloud data should be on the same grid',1)
         call odb_rddm(idf_slr, 'T', i)
         if (i .ne. nsst) 
     *        call perror1('H.flx & Sol.Rad. data should be on the same grid',1)

         call it_catch (nsst, tsst, nstart, it1, it2, tscl)
         isst = it2

         call data_on_model_grid(idf_sst, lsst, 'sst')

         call read_zt (idf_sst, lsst, npt, 1, it1, 'sst', tp, sstf(1,1)) 
         call read_zt (idf_sst, lsst, npt, 1, it2, 'sst', tp, sstf(1,2)) 
         call read_zt (idf_cld, lsst, npt, 1, it1, 'cld', tp, cldf(1,1)) 
         call read_zt (idf_cld, lsst, npt, 1, it2, 'cld', tp, cldf(1,2)) 
         call read_zt (idf_slr, lsst, npt, 1, it1, 'solr',tp, slrf(1,1)) 
         call read_zt (idf_slr, lsst, npt, 1, it2, 'solr',tp, slrf(1,2)) 

      elseif (initq .eq. 6) then
         trans_coef = 0.

      elseif (initq .eq. 7) then
c.....SST = Annual Mean SST; Cld = Annual Mean Cloud Cover:
         call odb_open(idf_sst, fbsst(1:n_sst), 0)
         call odb_open(idf_cld, fbcld(1:n_cld), 0)
         call odb_rddm(idf_cld, 'T', nsst)
         call odb_rddm(idf_cld, 'T', ncld)
         if (nsst .ne. ncld) 
     *      call perror1('SST & Cloud Cover DATA should have same grids', 1)

         call data_on_model_grid(idf_sst, lsst, 'sst')

         do k = 1, nsst
            call read_zt (idf_sst, lsst, npt, 1, k, 'sst', tp, sstf(1,2))
            call read_zt (idf_cld, lsst, npt, 1, k, 'cld', tp, cldf(1,2)) 
 
            do i = 1, npt
               sstf(i,1) = sstf(i,1) + sstf(i,2)
               cldf(i,1) = cldf(i,1) + cldf(i,2)
            enddo
         enddo

         coef = 1./real(nsst)
         do i = 1, npt
            sstf(i,1) = coef * sstf(i,1)
            cldf(i,1) = coef * cldf(i,1)
         enddo

      elseif (initq .eq. 8) then
c.....PBL model Q = Q(T, solr, wndsp, clouds)
         call odb_open(idf_sst, fbsst(1:n_sst), 0)
         call odb_open(idf_cld, fbcld(1:n_cld), 0)
         call odb_open(idf_slr, fbslr(1:n_slr), 0)

         call odb_open(idf_wsp, fwsp(1:n_wsp), 0)
         call odb_open(idf_uwd, fuwd(1:n_uwd), 0)
         call odb_open(idf_vwd, fvwd(1:n_vwd), 0)
         call odb_open(idf_ah,  fah(1:n_ah),   0)
         call odb_open(idf_at,  fat(1:n_at),   0)

         call odb_rddm(idf_sst, 'T', nsst)
         call odb_rddm(idf_cld, 'T', ncld)
         call odb_rddm(idf_slr, 'T', nslr)
         call odb_rddm(idf_wsp, 'T', nwsp)
         call odb_rddm(idf_uwd, 'T', nuwd)
         call odb_rddm(idf_vwd, 'T', nvwd)
         call odb_rddm(idf_ah, 'T', nah)
         call odb_rddm(idf_at, 'T', nat)

         if (initq.eq.8 .and. nslr.ne.nsst) 
     *        call perror1('Solar radiation data is not on PBL grid', 1)
         if (nsst+ncld+nwsp+nuwd+nvwd+nah+nat .ne. 7*nsst)
     *        call perror1('All PBL data should be on the same grid', 1)

         call mem_alloc(p_tsst, nsst, 2, 'tsst')
         call odb_rdgr(idf_sst, 'T', nsst, tsst)

         call it_catch (nsst, tsst, nstart, it1, it2, tscl)
         isst = it2

         call data_on_model_grid(idf_sst, lsst, 'sst')

         call read_zt (idf_sst, lsst, npt, 1, it1, 'sst', tp, sstf(1,1)) 
         call read_zt (idf_sst, lsst, npt, 1, it2, 'sst', tp, sstf(1,2)) 

         call read_zt (idf_cld, lsst, npt, 1, it1, 'cld', tp, cldf(1,1)) 
         call read_zt (idf_cld, lsst, npt, 1, it2, 'cld', tp, cldf(1,2)) 

         call read_zt (idf_slr, lsst, npt, 1, it1, 'solr',tp, slrf(1,1)) 
         call read_zt (idf_slr, lsst, npt, 1, it2, 'solr',tp, slrf(1,2)) 

         call read_zt (idf_wsp, lsst, npt, 1, it1, 'wndspd', tp, wnsp(1,1)) 
         call read_zt (idf_wsp, lsst, npt, 1, it2, 'wndspd', tp, wnsp(1,2)) 

         call read_zt (idf_uwd, lsst, npt, 1, it1, 'uwnd', tp, uwnd(1,1)) 
         call read_zt (idf_uwd, lsst, npt, 1, it2, 'uwnd', tp, uwnd(1,2)) 

         call read_zt (idf_vwd, lsst, npt, 1, it1, 'vwnd', tp, vwnd(1,1)) 
         call read_zt (idf_vwd, lsst, npt, 1, it2, 'vwnd', tp, vwnd(1,2)) 

         NXY = nxp * nyp
#ifdef gidon
         call read_zt (idf_ah,  0,    NXY, 1, it1, 'spechum', tp, ahum(1,1)) 
         call read_zt (idf_ah,  0,    NXY, 1, it2, 'spechum', tp, ahum(1,2)) 
         call read_zt (idf_at,  0,    NXY, 1, it1, 'Tair', tp, atem(1,1)) 
         call read_zt (idf_at,  0,    NXY, 1, it2, 'Tair', tp, atem(1,2)) 
#else 
         call read_zt (idf_ah,  0,    NXY, 1, it1, 'airhum', tp, ahum(1,1)) 
         call read_zt (idf_ah,  0,    NXY, 1, it2, 'airhum', tp, ahum(1,2)) 
         call read_zt (idf_at,  0,    NXY, 1, it1, 'airtem', tp, atem(1,1)) 
         call read_zt (idf_at,  0,    NXY, 1, it2, 'airtem', tp, atem(1,2)) 
#endif
         drelax = real(krelax)
         do i = 1, npt
            ixy = iox(i)
            ix = mod (ixy -1 ,nxp) + 1
            iy = (ixy - ix)/nxp + 1
            dmin = nxp+nyp
            do j = 1, nrelax
               kxy = lrelax(j)
               kx = mod (kxy -1 ,nxp) + 1
               ky = (kxy - kx)/nxp + 1
               d = sqrt(float((ix-kx)**2 + (iy-ky)**2))
               dmin = min(d,dmin)
            enddo
            relax(i) = max((drelax-dmin)/drelax,0.)
         enddo

      endif
      return
      end

c     ---------------------------------------------------
      subroutine evpr_init (nstart, npt, salt, sssf, evpf)
c     ---------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      include 'comm_data.h'
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /coords/ alat,blat,rlat,alon,blon,nsx,nsy,mgrid,z_begin,nsig,nystrch

      dimension salt(1), sssf(npt,1), evpf(npt,1)
      
      if (initep .eq. 0) then
c   given by EP = QCOF * (SATM - S) with Salt Transfer Coef.=30 o.e./m**2. 
         do i = 1, npt
            sssf(i,1) = SATM
            sssf(i,3) = SATM
         enddo
         return
         
      elseif (initep .eq. 1) then
c.....S_atm = initial S(i,1) = const(time)
         do i = 1, npt
            sssf(i,1) = salt(i)
            sssf(i,3) = salt(i)
         enddo

      elseif (initep .eq. 2) then
c.....S_atm = average(SSS) = const(time)
         call odb_open(idf_sss, fbsss(1:n_sss), 0)
         call odb_rddm(idf_sss, 'T', nsss)
         if (nsst .ne. nsss) 
     *      call perror1('SST & SSS DATA should be on the same T grid',1)

         do k = 1, nsst
            call read_zt (idf_sss, lsst, npt, 1, k, 'sss', tp, sssf(1,2)) 

            do i = 1, npt
               sssf(i,1) = sssf(i,1) + sssf(i,2)
            enddo
         enddo

         coef = 1./real(nsst)
         do i = 1, npt
            sssf(i,1) = coef * sssf(i,1)
            sssf(i,3) = sssf(i,1)
         enddo

      elseif (initep .eq. 3) then
c.....S_atm = SSS(time) - climatology
         call odb_open(idf_sss, fbsss(1:n_sss), 0)
         call odb_rddm(idf_sss, 'T', nsss)
         if (nsst .ne. nsss) 
     *      call perror1('SST & SSS DATA should be on the same T grid',1)

         call it_catch (nsst, tsst, nstart, it1, it2, tscl)
         isss = it2
         call read_zt (idf_sss, lsst, npt, 1, it1, 'sss', tp, sssf(1,1)) 
         call read_zt (idf_sss, lsst, npt, 1, it2, 'sss', tp, sssf(1,2)) 

      elseif (initep .eq. 4) then
c.....read EP directly:
         call odb_open(idf_evp, fbevp(1:n_evp), 0)

         call odb_rddm(idf_evp, 'T', nevp)
         call mem_alloc(p_tevp, nevp, 2, 'evp')
         call odb_rdgr(idf_evp, 'T', nevp, tevp)

         call it_catch (nevp, tevp, nstart, it1, it2, tscl)
         ievp = it2

         call data_on_model_grid(idf_evp, levp, 'evp') 

         call read_zt (idf_evp, levp, npt, 1, it1, 'evp', tp, evpf(1,1)) 
         call read_zt (idf_evp, levp, npt, 1, it2, 'evp', tp, evpf(1,2)) 

      elseif (initep .eq. 6) then
         trans_coef = 0.

      elseif (initep.eq.8) then

         call odb_open(idf_sss, fbsss(1:n_sss), 0)
         call odb_open(idf_evp, fbevp(1:n_evp), 0)

         call odb_rddm(idf_sss, 'T', nsss)
         call odb_rddm(idf_evp, 'T', nevp)

         if(nevp.ne.nsst) call perror1('evp should have PBL T grid',1)
         if (nsss .ne. nsst) 
     *      call perror1('SST & SSS DATA should be on the same T grid',1)

         call it_catch (nsst, tsst, nstart, it1, it2, tscl)

         isss = it2
         call read_zt (idf_sss, lsst, npt, 1, it1, 'sss', tp, sssf(1,1)) 
         call read_zt (idf_sss, lsst, npt, 1, it2, 'sss', tp, sssf(1,2)) 

         ievp = it2
         call read_zt (idf_evp, lsst,npt,1,it1,'precip' ,tp, evpf(1,2)) 
         call read_zt (idf_evp, lsst,npt,1,it2,'precip' ,tp, evpf(1,3)) 
      endif

      return
      end

c--------------------------------------------------------------------
      subroutine qforc(nstep, npt, nx, ny, sstf, cldf, slrf, tpf, qbf)
c---------------------------------------------------------------------
c     update heat flux using current t(1), and SST(i)
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      include 'comm_data.h'
      include 'comm_pbl.h'
      dimension slrf(npt,1),sstf(npt,1),cldf(npt,1), tpf(npt,1), qbf(npt,1)

      if     (initq .eq. 0) then
         do i = 1, npt
            q(i) = trans_coef * (TATM - t(i))
         enddo

      elseif (initq .eq. 1 .or. initq .eq. 2) then
         do i = 1, npt
            q(i) = trans_coef * (sstf(i,1) - t(i))
         enddo

      elseif (initq .eq. 3) then

         call it_catch (nsst, tsst, nstep, it1, it2, sst_tscl)

         if (it2 .ne. isst) then
            isst = it2
            do i = 1, npt
               sstf(i,1) = sstf(i,2)
            enddo
            
            call read_zt (idf_sst, lsst, npt, 1, it2, 'sst', tp, sstf(1,2)) 
         endif

         do i = 1, npt
            sst_d = sstf(i,1) + sst_tscl * (sstf(i,2) - sstf(i,1))
            q(i) = trans_coef * (sst_d - t(i)) 
            sstf(i,3) = sst_d
         enddo

      elseif (initq .eq. 4) then
         call it_catch (nsst, tsst, nstep, it1, it2, tscl)

         if (it2 .ne. isst) then
            isst = it2
            do i = 1, npt
               sstf(i,1) = sstf(i,2)
               cldf(i,1) = cldf(i,2)
            enddo

            call read_zt (idf_sst, lsst, npt, 1, it2, 'sst', tp, sstf(1,2)) 
            call read_zt (idf_cld, lsst, npt, 1, it2, 'cld', tp, cldf(1,2)) 
         endif
         
         do i = 1, npt
            sstf(i,3) = sstf(i,1) + tscl * (sstf(i,2) - sstf(i,1))
            cldf(i,3) = cldf(i,1) + tscl * (cldf(i,2) - cldf(i,1))
         enddo

        tenso = enso_start + enso_scale * nstep
        call hflx_s89(tenso,npt,iox,t,sstf(1,3),cldf(1,3),ym,
     *                      taux,tauy,q,qr,qb,tpf(1,3))

      elseif (initq .eq. 5) then
c.....*new* Richard-Benno formulation using Solar Radiation & Clouds:
         call it_catch (nsst, tsst, nstep, it1, it2, tscl)
         if (it2 .ne. isst) then
            isst = it2
            do i = 1, npt
               sstf(i,1) = sstf(i,2)
               cldf(i,1) = cldf(i,2)
               slrf(i,1) = slrf(i,2)
            enddo

            call read_zt (idf_sst, lsst, npt, 1, it2, 'sst', tp, sstf(1,2)) 
            call read_zt (idf_cld, lsst, npt, 1, it2, 'cld', tp, cldf(1,2)) 
            call read_zt (idf_slr, lsst, npt, 1, it2, 'solr',tp, slrf(1,2)) 
         endif
         
         do i = 1, npt
            sstf(i,3) = sstf(i,1) + tscl * (sstf(i,2) - sstf(i,1))
            cldf(i,3) = cldf(i,1) + tscl * (cldf(i,2) - cldf(i,1))
            slrf(i,3) = slrf(i,1) + tscl * (slrf(i,2) - slrf(i,1))
         enddo
         call hflx_s94(npt,t,taux,tauy,sstf(1,3),cldf(1,3),slrf(1,3),q,qr,qb)

      elseif (initq .eq. 7) then

         tenso = enso_start + enso_scale * nstep
         call hflx_s89(tenso,npt,iox,t,sstf,cldf,ym,taux,tauy,q,qr,qb,tpf)

      elseif (initq .eq. 8) then
c.....PBL model

         call it_catch (nsst, tsst, nstep, it1, it2, tscl)

         NXY = nx*ny

         newread = 0
         if (it2 .ne. isst) then
            newread = 1
            isst = it2

            do i = 1, npt
               sstf(i,1) = sstf(i,2)
               cldf(i,1) = cldf(i,2)
               slrf(i,1) = slrf(i,2)
               wnsp(i,1) = wnsp(i,2)
               uwnd(i,1) = uwnd(i,2)
               vwnd(i,1) = vwnd(i,2)
            enddo

            do i = 1, NXY
               ahum(i,1) = ahum(i,2)
               atem(i,1) = atem(i,2)
            enddo

            call read_zt (idf_sst, lsst, npt, 1, it2, 'sst', tp, sstf(1,2)) 
            call read_zt (idf_cld, lsst, npt, 1, it2, 'cld', tp, cldf(1,2)) 
            call read_zt (idf_slr, lsst, npt, 1, it2, 'solr',tp, slrf(1,2)) 

            call read_zt (idf_wsp, lsst, npt, 1, it2, 'wndspd', tp, wnsp(1,2)) 
            call read_zt (idf_uwd, lsst, npt, 1, it2, 'uwnd', tp, uwnd(1,2)) 
            call read_zt (idf_vwd, lsst, npt, 1, it2, 'vwnd', tp, vwnd(1,2)) 

#ifdef gidon
         call read_zt (idf_ah,  0,    NXY, 1, it2, 'spechum', tp, ahum(1,2)) 
         call read_zt (idf_at,  0,    NXY, 1, it2, 'Tair', tp, atem(1,2)) 
#else 
         call read_zt (idf_ah,  0,    NXY, 1, it2, 'airhum', tp, ahum(1,2)) 
         call read_zt (idf_at,  0,    NXY, 1, it2, 'airtem', tp, atem(1,2)) 
#endif
         endif

         if (newread.eq.1 .or.FIRST_STEP .or.mod(nstep, nstep_pbl).eq.0) then 
            do i = 1, npt
               sstf(i,3) = sstf(i,1) + tscl * (sstf(i,2) - sstf(i,1))
               cldf(i,3) = cldf(i,1) + tscl * (cldf(i,2) - cldf(i,1))
               tpf(i,2)  = uwnd(i,1) + tscl * (uwnd(i,2) - uwnd(i,1))
               tpf(i,3)  = vwnd(i,1) + tscl * (vwnd(i,2) - vwnd(i,1))
            enddo
            
            do i = 1, npt
               wnd_speed = wnsp(i,1) + tscl * (wnsp(i,2) - wnsp(i,1))
               if (wnd_speed .lt. pbl_wmin) then
                  tpf(i,1) = pbl_wmin
               else
                  tpf(i,1) = wnd_speed
               endif
            enddo

            do i = 1, NXY
               ahum(i,3) = ahum(i,1) + tscl * (ahum(i,2) - ahum(i,1))
               atem(i,3) = atem(i,1) + tscl * (atem(i,2) - atem(i,1))
            enddo

            call htflux_pbl (npt, nx, ny, iox, xm, ym, 
     *         t,cldf(1,3), tpf(1,1),tpf(1,2),tpf(1,3), ahum(1,3),atem(1,3), 
     *         qbf(1,2), qbf(1,3), qbf(1,4), amhum, amth)
         endif

         qcon_inv = 1./QCON
         qcon_gam = solr_gamma/QCON
         do i = 1, npt
            qsolr    = slrf(i,1) + tscl * (slrf(i,2) - slrf(i,1))
            qbf(i,1) = qsolr
            qcorr = trans_coef * (sstf(i,3) - t(i))
            qbf(i,5) = QCON * qcorr

c...........Total Heat Flux at the surface:
c...........Q = (1-gamma)*Q_sol - Q_lh - Q_sh - Q_lw
            qr(i) = qcon_gam * qsolr
            qtot  = qsolr - qbf(i,2) - qbf(i,3) - qbf(i,4)
            rx = relax(i)
            q(i)  = (1.-rx) * (qcon_inv * qtot - qr(i)) + rx * qcorr
         enddo

      endif
      
      return
      end

c---------------------------------------------------------
      subroutine epforc(nstep, npt, salt, sssf, evpf, qbf)
c---------------------------------------------------------
c     update EP using current sal(1), and SSS(i)
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_data.h'
      include 'comm_new.h'
      dimension salt(1),sssf(npt,1),evpf(npt,1), qbf(npt,1)
      parameter (R_MMDAY2MSEC = 1./(24. * 3600. * 1000.))
      parameter (CLATHT2EVAP = 1./(2.5e6*1028.))

      if     (initep .eq. 0) then
         do i = 1, npt
            evpf(i,1) = trans_coef * (SATM - salt(i))
         enddo

      elseif (initep .eq. 1 .or. initep .eq. 2) then
         do i = 1, npt
            evpf(i,1) = trans_coef * (sssf(i,1) - salt(i))
         enddo

      elseif (initep .eq. 3) then

         if (isss .ne. isst) then
            isss = isst
            do i = 1, npt
               sssf(i,1) = sssf(i,2)
            enddo

            call read_zt (idf_sss, lsst, npt, 1, isss, 'sss', tp, sssf(1,2)) 
         endif

         do i = 1, npt
            sss_d = sssf(i,1) + sst_tscl * (sssf(i,2) - sssf(i,1))
            evpf(i,1) = trans_coef * (sss_d - salt(i)) 
            sssf(i,3) = sss_d
         enddo

      elseif (initep .eq. 4) then
         call it_catch (nevp, tevp, nstep, it1, it2, tscl)

         if (it2 .ne. ievp) then
            ievp = it2
            do i = 1, npt
               evpf(i,2) = evpf(i,3)
            enddo

            call read_zt (idf_evp, levp, npt, 1, it2, 'evp', tp, evpf(1,3)) 
         endif
         
         do i = 1, npt
c...........assumes that evp data in [mm/day]:
            E_P = evpf(i,2) + tscl * (evpf(i,3) - evpf(i,2))
            evpf(i,1) = R_MMDAY2MSEC * salt(i) * E_P 
         enddo

      elseif (initep.eq.8) then
         call it_catch (nsst, tsst, nstep, it1, it2, tscl)

         if (it2 .ne. ievp) then
            ievp = it2
            do i = 1, npt
               evpf(i,2) = evpf(i,3)
               sssf(i,1) = sssf(i,2)
            enddo

            call read_zt (idf_evp, lsst, npt, 1, it2, 'precip', tp, evpf(1,3)) 
            call read_zt (idf_sss, lsst, npt, 1, it2, 'sss', tp, sssf(1,2)) 

         endif
         
         do i = 1, npt
            precip = R_MMDAY2MSEC *(evpf(i,2) + tscl*(evpf(i,3) - evpf(i,2)))
#ifdef gidon
            evapor = CLATHT2EVAP * qbf(i,2) * 0.7
#else
            evapor = CLATHT2EVAP * qbf(i,2) 
#endif
            sss_d = sssf(i,1) + tscl * (sssf(i,2) - sssf(i,1))
            ecorr = trans_coef * (sss_d - salt(i))
            rx = relax(i)
            evpf(i,1) = (1.-rx)*(evapor - precip) * salt(i) + rx * ecorr
         enddo
      endif
      
      return
      end

c---------------------------------------------
      subroutine hbcset(npt, nzp, nsig, lok, hmf, hclf)
c---------------------------------------------
c     apply B.C. to the H field if relaxing to climatology.

      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      include 'comm_para.h'
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +            ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)
      dimension hmf(npt,1),hclf(npt,nzp,1)
      dimension lok(4*MAXSID,nz)

      nlo = nlok(1)

      if     (icl_h .eq. 1) then
         do k = 1, nsig
            do n = 1, nlo
               i = lok(n,1)
               hmf(i,k) = hclf(i,k,1)
            enddo
         enddo

      elseif (icl_h .eq. 2) then
         do k = 1, nsig
            do n = 1, nlo
               i = lok(n,1)
               hmf(i,k) = hclf(i,k,1) + clm_tscl*(hclf(i,k,2) - hclf(i,k,1))
            enddo
         enddo
      endif

      return
      end

c-----------------------------------------------------
      subroutine tbcset(npt, nzp, lok, t0, hmf, tmf, tclf)
c-----------------------------------------------------
c     apply B.C. to the temperature field.  The land boundaries have zero 
c     heat flux, the open ocean boundaries have a specified temperature.
c
c     lok  = (input)  regular or compressed x-sort indices of the "open
c                     ocean" boundary points at which t is constant.
c     nlok = (common) number of open ocean grid points.  nlo .gt. 0 is
c                    equivalent to having mtc=1 in previous versions
c                    of the model.

      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      include 'comm_para.h'

      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +            ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)
      dimension t0(1),tmf(npt,1),hmf(npt,1),tclf(npt,nzp,1)
      dimension lok(4*MAXSID,nz)
c
      if     (icl_ts .eq. 0) then
         do k = 1, nz
            nlk = nlok(k)
            if (nlk.eq.0) return
            tik = t0(k)
            do n = 1, nlk
               i = lok(n,k)
               tmf(i,k) = tik * hmf(i,k)
            enddo
         enddo

      elseif (icl_ts .eq. 1) then
         do k = 1, nz
            nlk = nlok(k)
            if (nlk.eq.0) return
            do n = 1, nlk
               i = lok(n,k)
               tmf(i,k) = tclf(i,k,1)*hmf(i,k)
            enddo
         enddo

      elseif (icl_ts .eq. 2) then
         do k = 1, nz
            nlk = nlok(k)
            if (nlk.eq.0) return
            do n = 1, nlk
               i = lok(n,k)
               tmf(i,k) = hmf(i,k) * 
     *              (tclf(i,k,1) + clm_tscl*(tclf(i,k,2) - tclf(i,k,1)))
            enddo
         enddo

      endif
            

      return
      end

c----------------------------------------------------------------------
      subroutine it_catch (NN, tt, nstep, it1, it2, tscl)
c----------------------------------------------------------------------
c.....Returns relative shift & indexes which are bracket nstep. 
      implicit real(a-h,o-z),integer(i-n)
      dimension tt(1)
      include 'comm_new.h'

      denso = enso_start + enso_scale * nstep

      tstep = tt(2) - tt(1)

      if (tt(nn)-tt(1)+tstep .eq. 12.) then
c.....Periodic Climatology Data
c#         denso = denso - 12.*(int(denso)/12)
         denso = mod(denso, 12.)
         if (denso .lt. 0.) denso = denso + 12. 

      
         do it2 = 1, NN
            if (denso .lt. tt(it2)) goto 100 
         enddo
         denso = denso - 12.
         it2 = 1
  100    if (it2 .eq. 1) then 
            it1  = NN
            tscl = (12. - tt(NN) + denso)/(12. - tt(NN) + tt(1)) 
         else
            it1  = it2 - 1
            tscl = (denso - tt(it1))/(tt(it2) - tt(it1)) 
         endif
      else
c.....Non-periodic Data       
         do it2 = 1, NN
            if (denso .lt. tt(it2)) goto 200 
         enddo
         it2 = NN+1
         tscl = 0.
  200    if    (it2 .eq. 1) then
            it1  = 1
            tscl = 0.
         elseif(it2 .eq. NN+1) then
            it1  = NN
            it2  = NN
            tscl = 0.
         else
            it1  = it2 - 1
            tscl = (denso - tt(it1))/(tt(it2) - tt(it1)) 
         endif
      endif
      return
      end

c--------------------------------------------------------
      subroutine data_on_model_grid (idf, lret, tag)
c--------------------------------------------------------
      character*(*) tag
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /coords/ alat,blat,rlat,alon,blon,nsx,nsy,mgrid,z_begin,nsig,nystrch

      include 'comm_new.h'
      include 'comm_data.h'

      logical grids_equiv

      lret = 1
      if (idatgr .eq. 0) then
c........check if data on the same grid as the model:
         if ( grids_equiv(idf, nxp,nyp,nxyc, nsx,nsy, tp)) lret = 0

c........check if data on the same grid as previous data:
      elseif ( grids_equiv(idf, mxp,myp,mpack,msx,msy, tp)) then 
         lret = 1

c........check if data on the same grid as the model:
      elseif ( grids_equiv(idf, nxp,nyp,nxyc, nsx,nsy, tp)) then
         lret = 0

      else
         write(6, *) tag, 'Only one data GRID allowed! Stop.'
         stop
      endif
      
      return
      end

c-------------------------------------------------------------------
      logical function grids_equiv (idf, kxp,kyp,kpack,ksx,ksy, tpp)
c-------------------------------------------------------------------
      dimension tpp(1), kask(1000)
      logical odb_ifatt

      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      include 'comm_new.h'
      include 'comm_data.h'

      m_p = 0
      call odb_rddm(idf, 'NPACK', m_p)
      m_x = 0
      call odb_rdgr(idf, 'X', m_x, tpp)
      xer = 1.e-6*(xm(nxp) - xm(1))  
      if (xm(1) .lt. tpp(1)-xer .or. xm(nxp) .gt. tpp(m_x)+xer) then
         write (6, *) '!!! X grid of DATA must cover the model region'
         stop
      endif

      m_sx = 0
      if ( odb_ifatt(idf, 'X', 'stretched') )
     *     call odb_getiattr(idf, 'X', 'stretched', m_sx) 

      m_y = 0
      yer = 1.e-6*(ym(nyp) - ym(1))  
      call odb_rdgr(idf, 'Y', m_y, tpp(m_x+1))
      if (ym(1).lt. tpp(m_x+1)-yer .or. ym(nyp) .gt. tp(m_x+m_y)+yer) then
         write (6, *) '!!! Y grid of DATA must cover the model region'
         stop
      endif
      m_sy = 0
      if ( odb_ifatt(idf, 'Y', 'stretched') )
     *     call odb_getiattr(idf, 'Y', 'stretched', m_sy) 

      m_seg = 0
      call odb_rddm (idf, 'NMASK', m_seg)
      call odb_rdvar(idf, 'MASK',  tpp(m_x+m_y+1))

      if (m_p.ne.kpack .or. 
     *    m_x.ne.kxp   .or. m_y.ne.kyp .or.
     *    m_sx.ne.ksx  .or. m_sy.ne.ksy ) then

         grids_equiv = .FALSE.
         if (idatgr .eq. 0) then
            mpack = m_p
            mxp   = m_x
            msx   = m_sx
            myp   = m_y
            msy   = m_sy
            mseg  = m_seg

            call datagrid_memory(tp)
            call blin_indx(tp)
            call blin_coef(tp(mseg+1))
         endif
      else
         grids_equiv = .TRUE.
      endif

      return
      end

c-----------------------------------------------------------------
      subroutine read_zt (idf, key, npt, iz, it, tag, ftmp, fdata) 
c-----------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension ftmp(1), fdata(1)
      character*(*) tag
      include 'comm_data.h'
      
      if (key .eq. 0) then      !! data on MODEL grid
         call odb_rd1v3 (idf, iz, it, tag, fdata)
      else                      !! data on a different grid
         call odb_rd1v3 (idf, iz, it, tag, ftmp)
         call blin_intr(npt, ixd, im2d, blcf, ftmp, fdata)
      endif
      return
      end

c-------------------------------------------------------
      integer function nearest(ixy, xd, yd, iseg)
c-------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension xd(1), yd(1), iseg(1)
      include 'comm_new.h'

      iy0 = 1 + (ixy-1)/mxp
      ix0 = ixy - mxp*(iy0-1)
      x0 = xd(ix0)
      y0 = yd(iy0)

      nearest = iseg(1)
      iy = 1       + (nearest-1)/mxp
      ix = nearest - (iy-1)*mxp
      dmin = (xd(ix)-x0)**2 + (yd(iy)-y0)**2
      
      do j = 2, mseg
         i = iseg(j)
         iy = 1 + (i-1)/mxp
         ix = i - mxp*(iy-1)
         d = (xd(ix)-x0)**2 + (yd(iy)-y0)**2
         if (d .lt. dmin) then
            dmin = d
            nearest = i
         endif
      enddo

      return
      end

c--------------------------------------
      subroutine blin_coef(iw)
c--------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension iw(1)
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      include 'comm_data.h'
      include 'comm_new.h'
      
      call bracket(mxp, xd, nxp, xm, iw)
      call bracket(myp, yd, nyp, ym, iw(nxp+1))
      
      do k = 1, nxyc
         j = 1 + (iox(k)-1)/nxp
         i = iox(k) - (j-1)*nxp
c.....find the i,j location for the four surrounding DATA grid points.
         i1 = iw(i)
         j1 = iw(nxp+j)
c.....x-sort index of four DATA points surrounding MODEL point (i,j).
         im2d(k) = i1 + (j1-1)*mxp

c.....find the interpolation ratios.
         fx = (xm(i)-xd(i1))/(xd(i1+1)-xd(i1))
         fy = (ym(j)-yd(j1))/(yd(j1+1)-yd(j1))

         blcf(k)        = (1.-fx)*(1.-fy)   
         blcf(k+nxyc)   = fx*(1.-fy)        
         blcf(k+2*nxyc) = (1.-fx)*fy        
         blcf(k+3*nxyc) = fx*fy             
      enddo

      return
      end

c     -----------------------------------------------------------------
      subroutine bracket(nx1,x1,nx2,x2,it)
c     -----------------------------------------------------------------
c     find the elements of x1 which bracket each element of x2.
c     returns it(i), for i=1,nx2 such that:
c          x1(it(i)) .le. x2(i)  .and.  x2(i) .le. x1(it(i)+1) 
c     nx1  = (input) length of x1.
c     x1   = (input) must have x1(i+1) .gt. x1(i), i=1,nx1-1.
c     nx2  = (input) length of x2.
c     x2   = (input) must have x2(i+1) .gt. x2(i), i=1,nx2-1.
c     it   = (output) nx2 indices of the lower side of the pair of
c            consecutive elements of x1 which bracket x2(i).
c
c     must input x1(1).le.x2(1) .and. x1(nx1).ge.x2(nx2).
c
      dimension x1(1),x2(1),it(1)
c
      i1 = 1
      do 20 i2=1,nx2
   10 if(x2(i2).ge.x1(i1) .and. x2(i2).le.x1(i1+1)) goto 20
      i1 = i1 + 1
      if(i1.lt.nx1-1) goto 10
   20 it(i2) = i1
      return
c     end of bracket.
      end

c----------------------------------------------------------------
      subroutine clim_updt(npt,nz,nstep, h0,sigma,dzin,hclf,tclf,sclf,dclf)
c----------------------------------------------------------------
      include 'comm_new.h'
      include 'comm_data.h'
      dimension h0(1),hclf(npt,nz,1),tclf(npt,nz,1),sclf(npt,nz,1)
      dimension dclf(npt,nz),sigma(nz),dzin(nz+1)
      common /coords/ alat,blat,rlat,alon,blon,nsx,nsy,mgrid,z_begin,nsig,nystrch

      if (icl_ts .ne. 2) return

      call it_catch (ntclm, tclm, nstep, it1, it2, clm_tscl)
      
c.....if we are still within bracketing months:      
      if (it2 .eq. iclm) return

      iclm = it2
      
      if (icl_h .eq. 2 ) then   !!..H-clim is time dependent
         do k = 1, nz           !!...save old time
            do i = 1, npt
               hclf(i,k,1) = hclf(i,k,2)
            enddo
         enddo
         
         if (icl_htop .eq. 1) 
     *   call read_zt (idf_hcl, lclm,npt, 1, it2, 'mltc', tp, hclf(1,1,2))
         
         sigk = sigma(3)
         do i = 1, npt
            hclf(i,2,2) = 0.5*hclf(i,1,2) + sigk*(z_begin - 1.5*hclf(i,1,2))
         enddo
         do k = 3, nsig - 1
            sigkp = sigma(k+1)
            do i = 1, npt
               hclf(i,k,2) = (sigk+sigkp) * (z_begin - 1.5*hclf(i,1,2))
            enddo
            sigk = sigkp
         enddo
         k = nsig
         do i = 1, npt
            hclf(i,k,2) = dzin(k+1) + sigma(k)*(z_begin - 1.5*hclf(i,1,2))
         enddo
      endif
      
      do k = 1, nz              !!...save old time
         do i = 1, npt
            tclf(i,k,1) = tclf(i,k,2)
         enddo
      enddo
      if (use_salt) then
         do k = 1, nz           !!...save old time
            do i = 1, npt
               sclf(i,k,1) = sclf(i,k,2)
            enddo
         enddo
      endif
      
      k2_h = 1
      if (icl_h .eq. 2) k2_h = 2
      call read_linz(idf_t, lclm, npt,mpack,nz,nzclm, it2,
     *               hclf(1,1,k2_h),tclf(1,1,2),zclm,tp, 'temp') 
         
      if (use_salt) then
         call read_linz(idf_s, lclm, npt,mpack,nz,nzclm, it2,
     *        hclf(1,1,k2_h),sclf(1,1,2),zclm,tp, 'salt') 
      endif

      if (ipre.eq.1) then
         if (use_salt) call potn_dens (npt,nzi,tclf(1,1,2),sclf(1,1,2),dclf) 
         call dconv_cl (npt,nz,nzi,hclf,tclf(1,1,2),sclf(1,1,2),dclf)
      endif
      
      return
      end


c----------------------------------------------------------------
      subroutine psi_updt(npt,nstep,psif)
c----------------------------------------------------------------
      include 'comm_new.h'
      include 'comm_data.h'
      dimension psif(npt,1)

      if (icl_psi .ne. 2) return

      call it_catch (ntpsi, tpsi, nstep, it1, it2, psi_tscl)

      if (it2 .eq. ipsi) return

      ipsi = it2
      
      do i = 1, npt
         psif(i,1) = psif(i,2)
      enddo
         
      call read_zt (idf_psi, lpsi,npt, 1, it2, 'psi', tp, psif(1,2))
         
      return
      end

c-----------------------------------------------------------------------
      subroutine clim_relax(npt,nz,hmf,tmf,smf,hclf,tclf,sclf)
c-----------------------------------------------------------------------
      include 'comm_new.h'
      include 'comm_data.h'
      dimension hmf(npt,1),tmf(npt,1),smf(npt,1),
     *          hclf(npt,nz,1),tclf(npt,nz,1),sclf(npt,nz,1)

      if (icl_rlx .eq. 0) return !! NO RELAXATION - EXIT

      if     (icl_h .eq. 1) then !! H-clim time independent
         do i = 1, npt
            coef = sponge(i)
            do k = 1, nzi(i)
               hmf(i,k) = hmf(i,k) - coef*(hmf(i,k)-hclf(i,k,1))
            enddo
         enddo
      elseif (icl_h .eq. 2) then !! h_clim time varying
         do i = 1, npt
            coef = sponge(i)
            if (coef .ne. 0.) then
               do k = 1, nzi(i)
                  hcl = hclf(i,k,1) + clm_tscl*(hclf(i,k,2) - hclf(i,k,1))
                  hmf(i,k) = hmf(i,k) - coef*(hmf(i,k) - hcl)
               enddo
            endif
         enddo
      endif
      
      if     (icl_ts .eq. 1) then 
         if (use_salt) then
            do i = 1, npt
               coef = sponge(i)
               if (coef .ne. 0.) then
                  do k = 1, nzi(i)
                     tmf(i,k) = tmf(i,k) - coef*(tmf(i,k)-tclf(i,k,1))
                     smf(i,k) = smf(i,k) - coef*(smf(i,k)-sclf(i,k,1))
                  enddo
               endif
            enddo
         else
            do i = 1, npt
               coef = sponge(i)
               if (coef .ne. 0.) then
                  do k = 1, nzi(i)
                     tmf(i,k) = tmf(i,k) - coef*(tmf(i,k)-tclf(i,k,1))
                  enddo
               endif
            enddo
         endif
         
      elseif (icl_ts .eq. 2) then !!...vary hmix/hthermo
         if (use_salt) then
            do i = 1, npt
               coef = sponge(i)
               if (coef .ne. 0.) then
                  do k = 1, nzi(i)
                     tcl = tclf(i,k,1) + clm_tscl*(tclf(i,k,2) - tclf(i,k,1))
                     scl = sclf(i,k,1) + clm_tscl*(sclf(i,k,2) - sclf(i,k,1))
                     tmf(i,k) = tmf(i,k) - coef*(tmf(i,k) - tcl)
                     smf(i,k) = smf(i,k) - coef*(smf(i,k) - scl)
                  enddo
               endif
            enddo
         else
            do i = 1, npt
               coef = sponge(i)
               if (coef .ne. 0.) then
                  do k = 1, nzi(i)
                     tcl = tclf(i,k,1) + clm_tscl*(tclf(i,k,2) - tclf(i,k,1))
                     tmf(i,k) = tmf(i,k) - coef*(tmf(i,k) - tcl)
                  enddo
               endif
            enddo
         endif
         
      endif

      return
      end
      
c-----------------------------------------------------------------------
      subroutine psi_relax(npt,pmf,psif,psib,nbx,lxx,nby,lyy)
c-----------------------------------------------------------------------
      include 'comm_new.h'
      include 'comm_data.h'
      dimension pmf(npt),psif(npt,1),psib(npt),lxx(1),lyy(1)

      if (icl_psi .eq. 0) return

c  keep boundary conditions for psi:

      do i = 1, npt
         psib(i) = pmf(i)
      enddo

      if     (icl_psi .eq. 1) then 
         do i = 1, npt
c#            coef = 1.
            coef = clm_psi*sponge(i)
            pmf(i) = pmf(i) - coef*(pmf(i)-psif(i,1))
         enddo
      elseif (icl_psi .eq. 2) then 
         do i = 1, npt
            coef = clm_psi*sponge(i)
            p = psif(i,1) + psi_tscl*(psif(i,2) - psif(i,1))
            pmf(i) = pmf(i) - coef*(pmf(i) - tcl)
         enddo
      endif

c  restore boundary conditions for psi:
      do i = 1, nbx
         ib = lxx(i)
         pmf(ib) = psib(ib)
      enddo
      do i = 1, nby
         ib = lyy(i)
         pmf(ib) = psib(ib)
      enddo

      
      return
      end
      
c---------------------------------      
      subroutine afill(n, a, v)
c---------------------------------      
      dimension a(1)
      do i = 1, n
         a(i) = v
      enddo
      return
      end


c----------------------------------------------------------------------------- 
      subroutine read_linz(idf,key,NPT,MPT,NZ,MZ,it, hdat,fdat,zvert,fvert,tag)
c----------------------------------------------------------------------------- 
      implicit real(a-h,o-z),integer(i-n)
      dimension hdat(npt,1),fdat(npt,1), zvert(1),fvert(1)
      character*(*) tag
      include 'comm_new.h'
      include 'comm_data.h'

      dimension aa(npt,1), bb(mpt,1)
      pointer   (p_aa, aa), (p_bb, bb)
      
      if (key .eq. 0) then
         call mem_alloc(p_aa, MZ*npt, 2, 'AA space in read_linz')
      
         do k = 1, MZ
            call odb_rd1v3(idf, k, it, tag, aa(1,k)) 
         enddo

         do i = 1, npt 
            do k = 1, mz
               fvert(k) = aa(i,k) 
            enddo
            
            call zlin_intrp (i, npt,nz,mz, hdat,fdat,zvert,fvert)
         enddo

         call mem_free(p_aa, MZ*npt, 2)

      else
         call mem_alloc(p_bb, MZ*mpt, 2, 'BB space in read_linz')
      
         do k = 1, MZ
            call odb_rd1v3(idf, k, it, tag, bb(1,k))
         enddo

         call zlin_blin(NPT,MPT,NZ,MZ,ixd,im2d,blcf,bb,hdat,fdat,zvert,fvert)

         call mem_free(p_bb, MZ*mpt, 2)
      endif

      return
      end

c----------------------------------------------------------------------- 
      subroutine zlin_blin(NPT,MPT,NZ,MZ,ixd,im2d,blcf,aa,h,f,zval,fval)
c----------------------------------------------------------------------- 
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      dimension ixd(1),im2d(1),blcf(npt,1)
      dimension aa(mpt,1), h(npt,1),f(npt,1), zval(1),fval(1)
      
      do i = 1, npt 
         i1 = im2d(i)
         n1 = ixd(i1)
         n2 = ixd(i1+1)
         n3 = ixd(i1+mxp)
         n4 = ixd(i1+mxp+1)

         b1 = blcf(i,1)
         b2 = blcf(i,2)
         b3 = blcf(i,3)
         b4 = blcf(i,4)
         do k = 1, mz
            fval(k) = b1*aa(n1,k) + b2*aa(n2,k) + b3*aa(n3,k) + b4*aa(n4,k) 
         enddo

         call zlin_intrp (i, npt,nz,mz, h,f,zval,fval)
      enddo

      return
      end

c------------------------------------------------------------------------
      subroutine blin_intr(npt, ixd, im2d, blcf, fd, f)
c------------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension ixd(1), im2d(1), blcf(npt,1), f(1), fd(1)
      include 'comm_new.h'

      do i = 1, npt
         i1 = im2d(i)
         f(i) = blcf(i,1)*fd(ixd(i1))     + blcf(i,2)*fd(ixd(i1+1))
     *        + blcf(i,3)*fd(ixd(i1+mxp)) + blcf(i,4)*fd(ixd(i1+mxp+1))
      enddo
      return
      end

c-------------------------------------------------------
      subroutine blin_indx (iseg)
c-------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension iseg(2,1)
      include 'comm_data.h'
      include 'comm_new.h'
      
c.....fill in ixd() according with the data compression iseg(2,mseg/2):      
      k = 0
      do i = 1, mseg/2
         do j = iseg(1,i), iseg(2,i)
            k = k + 1
            ixd(j) = k
         enddo
      enddo
c.....continue data to all points
      do k = 1, mxp*myp
         if (ixd(k) .eq. 0) ixd(k) = ixd(nearest(k, xd, yd, iseg))
      enddo

      return
      end
c-------------------------------------------------------------
      subroutine zlin_intrp(i, npt, nz, mz, h, f, zval, fval)
c-------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension h(npt,1), f(npt,1), zval(1), fval(1)
      
      zbot = zval(mz)
      fbot = fval(mz)

      mnext = 2
      scale = (fval(mnext)-fval(mnext-1))/(zval(mnext)-zval(mnext-1))
      shift = fval(mnext-1) - scale*zval(mnext-1)

      dlay = 0.5*h(i,1)
      zlay = dlay
      do k = 1, nz
         if (zlay .gt. zval(mnext)) then
            if (zlay .gt. zbot) then
               shift = fbot
               scale = 0.
            else
               do m = mnext+1, mz
                  if (zlay .le. zval(m)) then
                     scale = (fval(m) - fval(m-1))/(zval(m) - zval(m-1))
                     shift = fval(m-1) - scale*zval(m-1)                  
                     mnext = m
                     goto 100
                  endif 
               enddo
            endif
         endif
  100    f(i,k) = shift + scale * zlay
         dlay = h(i,k) - dlay
         zlay = zlay + 2.*dlay
      enddo

      return
      end



c-------------------------------------------------------------
      subroutine t_limit(npt, nzi, t)
c-------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension t(npt,1), nzi(npt)

      do i = 1, npt
         do k = 1, nzi(i)
            t(i,k) = max(-1.7,t(i,k))
         enddo
      enddo

      return
      end

dyn_glob.f/     839513370   1572  1572  100444  3158      `
      subroutine set_pbc (nxp, nyp, npbc, lpbcw, lpbce, mask)
c----------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'
      dimension lpbcw(1), lpbce(1), mask(nxp*nyp)

      npbc = 0
      do j = 1, nyp
         j1  = 1 + (j-1)*nxp
         jnx = j*nxp
         ierr = 0
         if ( mask(j1) .ne. 0 ) then
            if ( mask(jnx) .eq. 0 ) then
               ierr = nxp+1
            else   
               do i = 1, MINSEG - 1
                  if     (ierr.eq.0 .and. mask(j1+i).eq.0) then
                     ierr = i
                  elseif (ierr.eq.0 .and. mask(jnx-i).eq.0) then
                     ierr = nxp+1-i
                  endif
               enddo
            endif
            
            if (ierr .ne. 0) then
               write (6, *) 'A land is too close for PBC [i,j]=',ierr,j
               
            else
               npbc = npbc + 1
               lpbcw(npbc) = mask(j1)
               lpbce(npbc) = mask(jnx)
            endif
         endif
      enddo

      return
      end

c     ------------------------------------------------------------------
      subroutine set_bpx (nxp, nyp, mask, maxnb,minseg,nbx,lxx,snx)
c     ------------------------------------------------------------------
c     find the boundary indices for a x-sort in presence of periodic B.C..
c     a replacement for bound() in bndxy()
c     maxnb  = (input) max. storage space for lxx and snx.
c     minseg = (input) required minimum # of consecutive ocean points
c     nbx    = (output) # of x/y boundary indices of the x or y sort.
c     lxx    = (output) x or y bndry indices of a compressed x or y sort.
c     snx    = (output) nbx signs for the boundaries:=1 if the land -> ocean 
c
      implicit real(a-h,o-z),integer(i-n)
      character*72 msg
      dimension mask(nxp,1), lxx(1),snx(1)
      logical prev, curr
c
      nbx = 0
      do irow = 1, nyp
         prev = (mask(1, irow) .eq. 0)

         ista = 1
         do icol = 2, nxp
c            ista = 1
            ixy = mask(icol, irow)
            curr = (ixy .eq. 0)

            if ( curr .ne. prev ) then
               nbx = nbx + 1
               if (nbx .gt. MAXNB) then
                  write (msg, 101) MAXNB
 101              format ('set_pbx: insufficient space'
     *                    ' for lbx, inrease MAXNB=', i10, '$')
                  call perror1 (msg, 1)
               endif

               if ( prev ) then
                  lxx(nbx) = ixy
                  snx(nbx) = 1.
                  ista = icol
               else
                  if (icol-ista .lt. minseg) then
                     write (msg, 102) icol-ista, ista, irow
 102                 format ('set_bpx: only', i3, 
     *                    ' consecutive ocean grid pts',
     *                    ' next to (i,j)= ', 2i5, '$')
                     call perror1(msg, 1)
                  endif
                  lxx(nbx) = mask(icol-1, irow)
                  snx(nbx) = -1.
               endif

               prev = curr
            endif
         enddo
      enddo

c     end of set_bpx
      end
dyn_hflx.f/     839513370   1572  1572  100444  27731     `
c     -------------------------------------------------------------------------
      subroutine hflx_s89(tenso,npt,iox,t,tclim,cloudy,y,taux,tauy,q,qr,qb,tp)
c     -------------------------------------------------------------------------
c     update the model heat flux using the 1989 Seager et al. formulation.
c     t       = (input) model sst in degrees c.
c     cloudy  = (input) cloud cover as a fraction (0 to 1).
c     y       = (input) model grid latitudes in degrees.
c     q       = (output) heat flux.
      dimension iox(1),t(1),tclim(1),cloudy(1),y(1),taux(1),tauy(1),
     *          q(1),qr(1), qb(npt,1),tp(nyp,1)
      complex CPI18,EXLAT,EXPHI,EX2PHI

      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /new_hfxevp/ trans_coef, QCON, rlx_time, solr_gamma, TATM, SATM
      save jmon

      parameter (RTODEG = 180./3.14159265)

      data TAUA/.017/,TAUCON/10300./,UVMIN/4.0/
      data cpi18 /(0.98481,-0.17365)/

c......for the tropic pacific:
       data al,acld /0.06,0.75/
       data aalpha,rh,asst,ct0 /0.0020,0.78,1.667,-5.0/
c......for the tropical atlantic:
c      data al,acld /0.06,0.66/
c      data aalpha,rh,asst,ct0 /0.0019,0.735,1.8,-5.0/

c.....parameter definitions:
c     rjuldy = julian day (0 = 1 jan).
c     uvmin  = minimum wind speed in m/s.
c     al     = albedo.
c     acld   = cloud coefficient.
c     aalpha = alpha coefficient.
c     rh     = pseudo relative humidity.
c     asst   = sst coefficient.
c     cto    = sst coefficient times offset.
c     cpi18  = cexp( (0,1)*(-pi/18.0) ).
c
c.....set constants used to find heat flux.
      a1mrh = 1.0 - rh
      a1mal = 1.0 - al
c.....get the current model time in julian days:
      call DayOfYear(tenso, juld, july)
      call enso2date(tenso, id,imon,iy)

      rjuldy = juld-1
      pha = 6.28318/real(july)

      phi     = pha*(rjuldy - 21.0)
      exphi   = cexp((0,1)*phi)
      cosphi  = real(exphi)
      sinphi  = aimag(exphi)
      ex2phi  = exphi**2
      cos2phi = real(ex2phi)
      sin2phi = aimag(ex2phi)
      arg = 23.45*sin((rjuldy-82.0)*pha)

c     the formulae from Weare 1980 are converted to w/m**2 and radians.
c     e.g. a1 from Weare is now a1=9.63 + 192.44*cos(rlat+90) and
c     in the calculatiion for the noon solar angle
c     alpha = arcsin(cos(rlat)*cos(arg1) + sin(rlat)*sin(arg1))
c           = arcsin(cos(rlat - arg1))
c           = arcsin(sin(rlat - arg1 + 90.)).
c
c.....compute the latitude dependent coefficients.
      do j = 1, nyp
         rlat = y(j)/rtodeg
         exlat = cexp((0,1)*rlat)
         cosrlat = real(exlat)
         sinrlat = aimag(exlat)

c........set the coefficients for the clear sky solar radiation function.
         a0 = -15.82 + 326.87*cosrlat
         a1 = 9.63 - 192.44*sinrlat
         b1 = -3.27 + 108.7*sinrlat
         a2 = -0.64 -7.8*real(exlat**2)
         b2 = -0.5 + 14.42*real((exlat**2)*cpi18)

c........tp(j,1) = q0 ! find q0, the clear sky radition.
         tp(j,1) = a0 + a1*cosphi + b1*sinphi + a2*cos2phi + b2*sin2phi

c........find alpha, the noon solar altitude or angle.
         alpha = arg - y(j) + 90.
         tp(j,2) = alpha
      enddo
c
c     this if statement is equivalent to arcsin(sin(x)) for the range
c     of alpha encountered.

      do 20 j = 1, nyp
   20 if(tp(j,2) .gt. 90.0) tp(j,2) = 180. - tp(j,2)

      taud2 = sqrt(TAUCON/TAUA)
      qcon_inv = 1. / qcon
      qcon_gam = SOLR_GAMMA / qcon

      cnst1 = 2500000.0 / 461.0
      cnst2 = 1.0 / 273.15
      cnst3 = 0.622*6.11
      cnst4 = 4.59373*a1mrh

c.....compute the heat flux.
      do k = 1, npt
         j = (iox(k)-1)/nxp + 1
         i = iox(k) - (j-1)*nxp
     
c........set a minimum wind speed of UVMIN(m/s) to avoid underestimate
c        of wind magnitude due to use of monthly averages.
         tc = amax1(taud2*(taux(k)**2 + tauy(k)**2)**.25, UVMIN)

         exparg = cnst1*(cnst2 - 1.0/(t(k)+273.15))
         qs     = cnst3 * exp(exparg)
         c      = a1mal*(1.0 - acld*cloudy(k) + aalpha*tp(j,2))

         qsolr   = c*tp(j,1)
         qb(k,1) = qsolr
 	 qr(k)   = qcon_gam * qsolr

	 qb(k,2) = cnst4 * tc * qs

 	 qb(k,3) = asst*t(k) + ct0

         qb(k,5) = 30.*(tclim(k)-t(k))                   

         qtot    = qsolr - qb(k,2) - qb(k,3)
         q(k)    = qcon_inv * qtot - qr(k)

c         if ( imon.ne.jmon .and. j.eq.nyp/2 .and. i.eq.nxp/2)  
c     *        write (2, '(1hq,i2,5(1pg12.4))') imon,qtot,qb(k,1),
c     *        qb(k,2), qb(k,3), qb(k,5)
      enddo

      jmon = imon

      return
      end

      subroutine hflx_s94 (npt, t, taux,tauy,sst,cld,solr, q,qr,qb)
c-------------------------------------------------------------------------
c     according to R.Seager & B.Blumental, December 1994, Journal of Climate.  
c     q = (output) heat flux = f(t,cld,solr) - gamma*solr
      dimension t(1),taux(1),tauy(1),sst(1),cld(1),solr(1),q(1),qr(1),qb(npt,1)

      common /new_hfxevp/ trans_coef, QCON, rlx_time, solr_gamma, TATM, SATM

      data TAUA/.017/,TAUCON/10300./,UVMIN/4.0/
      data AL,ALATENT,CE,RHOA/0.06,2.5e06,1.24e-03,1.225/
      data EPS,SIG,TSTA,D /0.97,5.6696e-08,0.71,0.78/
      data CP /1004/

      cnst1 = 0.622*6.112/1000.
      cnst2 = RHOA*CE*ALATENT*(1.- D)
      cnst3 = RHOA*CE*CP*TSTA
      cnst4 = D*1000./0.622
      cnst5 = EPS*SIG
      cnst6 = 4.*tsta

      taud2 = sqrt(TAUCON/TAUA)
      qcon_inv = 1./QCON
      qcon_gam = SOLR_GAMMA / QCON

      do i = 1, npt

c........Solar Radiation (for output only):
         qsol    = solr(i)
         qb(i,1) = qsol

c........Latent heat:
         wnsp = amax1(taud2*(taux(i)**2 + tauy(i)**2)**.25, UVMIN)
         qsat = cnst1*exp(17.67*t(i)/(t(i)+243.5))
         qlh = cnst2 * wnsp * qsat 
         qb(i,2) = qlh
         
c........Sensible heat:
         qsh = cnst3 * wnsp
         qb(i,3) = qsh
        
c........Long Wave Back Radiation:
         ts    = t(i) + 273.15
         sqeth = sqrt(cnst4 * qsat)
         ts3   = cnst5*ts*ts*ts
         cnst  = 0.8
         if( t(i) .gt. 28.) cnst = 0.4

         qlw = ts3*(ts*(1.-cnst*cld(i)**2)*(0.417-0.0486*sqeth) + cnst6)
         qb(i,4) = qlw

c........Heat Flux Deficit (for output only):
         qb(i,5) = 30.*(sst(i)-t(i))

c........The Total Heat Flux at the Surface:
         qr(i) = qcon_gam * qsol
         qtot  = qsol - qlh - qsh - qlw
c        
c........Since this is in W/m2, we need to convert it to dyn/m3
         q(i)  = qcon_inv * qtot - qr(i)
      enddo

      return
      end

c-------------------------------------------------------------------------
      subroutine hflx_s94b(npt, t, taux,tauy,sst,cld,solr, q,qr,qb)
c-------------------------------------------------------------------------
c     according to R.Seager & B.Blumental, December 1994, Journal of Climate.  
c     q = (output) heat flux = f(t,cld,solr) - gamma*solr
      dimension t(1),taux(1),tauy(1),sst(1),cld(1),solr(1),q(1),qr(1),qb(npt,1)

      common /new_hfxevp/ trans_coef, QCON, rlx_time, solr_gamma, TATM, SATM

      data TAUA/.017/,TAUCON/10300./,UVMIN/4.0/
      data AL,ALATENT,CE,RHOA/0.06,2.5e06,1.24e-03,1.225/
      data EPS,SIG,TSTA,D /0.97,5.6696e-08,0.71,0.78/
      data CP/1004/

      cnst1 = 0.622*6.112/1000.
      cnst2 = RHOA*CE*ALATENT
      cnst3 = RHOA*CE*CP*TSTA
      cnst4 = 1000./0.622
      cnst5 = EPS*SIG
      cnst6 = 4.*tsta

      taud2    = sqrt(TAUCON/TAUA)
      qcon_inv = 1./QCON
      qcon_gam = SOLR_GAMMA/QCON

      do i = 1, npt

c........Solar Radiation (for output only):
         qsol    = solr(i)
         qb(i,1) = qsol

c........Latent heat:
         wnsp = amax1(taud2*(taux(i)**2 + tauy(i)**2)**.25, UVMIN)
         qsat = cnst1*exp(17.67*t(i)/(t(i)+243.5))
         qair = (-9.42 + 0.97*t(i))/1000.
         qlh = cnst2 * wnsp * (qsat - qair) 
         qb(i,2) = qlh
         
c........Sensible heat:
         qsh = cnst3 * wnsp
         qb(i,3) = qsh
        
c........Long Wave Back Radiation:
         ts = t(i) + 273.15
         sqeth = sqrt(cnst4 * qair)
         ts3 = cnst5*ts*ts*ts
         cnst = 0.8 
         if( t(i) .gt. 28.) cnst = 0.4

         qlw = ts3*(ts*(1.-cnst*cld(i)**2)*(0.417-0.0486*sqeth) + cnst6)
         qb(i,4) = qlw

c........Heat Flux Deficit (for output only):
         qb(i,5) = 30.*(sst(i)-t(i))

c........The Total Heat Flux at the Surface:
         qr(i) = qcon_gam * qsol
         qtot  = qsol - qlh - qsh - qlw
c        
c........Since this is in W/m2, we need to convert it to dyn/m3
         q(i)  = qcon_inv * qtot - qr(i)
      enddo

      return
      end

c---------------------------------------------------------------------------
      subroutine init_pbl(npt, NX, NY, xm, ym, iox)
c---------------------------------------------------------------------------
      implicit real*4(a-h,o-z),integer(i-n)
      include 'comm_pbl.h'
      dimension iox(1), lsm1d(1), xm(nx), ym(ny)
      pointer (p_lsm1d, lsm1d)

      parameter (TORAD = 3.14159265/180., REARTH = 6378000.)

      nxy = nx*ny
      call mem_alloc (p_up,  nxy, 2, 'up')
      call mem_alloc (p_vp,  nxy, 2, 'vp')

      call mem_alloc (p_thv,  nxy, 2, 'thv')
      call mem_alloc (p_the,  nxy, 2, 'the')

      call mem_alloc (p_thve,  nxy, 2, 'thve')
      call mem_alloc (p_thvs,  nxy, 2, 'thvs')

      call mem_alloc (p_pnuxp,  nxy, 2, 'pnuxp')
      call mem_alloc (p_pnuyp,  nxy, 2, 'pnuyp')

      call mem_alloc (p_qe,  nxy, 2, 'qe')
      call mem_alloc (p_qs,  nxy, 2, 'qs')

      call mem_alloc (p_c0,  nxy, 2, 'c0')
      call mem_alloc (p_dx,  nxy, 2, 'dx')
      call mem_alloc (p_dy,  ny,  2, 'dy')

      call mem_alloc (p_lsm,  nxy,  1, 'lsm')

c  determine grid spacing in m

      ipbl_jsta = 0
      ipbl_jend = 0
      do j = 1, ny-1
         dy(j) = TORAD * REARTH * (ym(j+1)-ym(j))
         if (ipbl_jsta .eq. 0 .and. ym(j).gt.pbl_south) ipbl_jsta = j
         if (ipbl_jend .eq. 0 .and. ym(j).gt.pbl_north) ipbl_jend = j-1
         deg2met  = TORAD * REARTH * cos(TORAD * 0.5*(ym(j) + ym(j+1)))

         do i = 1, nx-1
            dx(i,j) = deg2met * (xm(i+1) - xm(i))
         enddo
         dx(nx,j) = dx(nx-1,j)
      enddo
      if (ym(1)  .ge. pbl_south) ipbl_jsta = 2
      if (ym(ny) .le. pbl_north) ipbl_jend = ny-1

      p_lsm1d = p_lsm
      do i = 1, npt
         lsm1d(iox(i)) = i
      enddo

      return
      end

c---------------------------------------------------------------------------
      subroutine htflux_pbl (npt,nx,ny, iox,xm,ym, sst,cldfr, wspd,u,v,
     *                       q,t, rlh,sh,qlw, qa,th)
c---------------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_pbl.h'
      
      dimension xm(nx), ym(ny), iox(1), idim(2)
      dimension sst(npt), cldfr(npt), wspd(npt), u(npt), v(npt), 
     *          qlw(npt), rlh(npt), sh(npt),
     *          q(nx,ny), t(nx,ny), th(nx,ny), qa(nx,ny)

      logical FIRST_PBL, ADVEC
      save    FIRST_PBL
      data    FIRST_PBL /.true./

      if ( FIRST_PBL ) then
         call init_pbl(npt, NX, NY, xm, ym, iox)
         FIRST_PBL = .false.
      endif

c  set model parameters:

      ADVEC = (ipbl_advec .eq. 1)
      pnu   = pbl_pnu
      delta = pbl_delta
      pml   = pbl_pml
      depth = pbl_depth
      betav = pbl_betav
      qrad  = pbl_grad / 86400.

c  set constants:

      r    = 287.04
      psfc = 100000.
      rl   = 2.5e+6
      cp   = 1004.
      rhoa = 1.225
      stef = 5.6696e-8
      eps  = 0.97

      idim(1) = nx
      idim(2) = ny

      jstart = ipbl_jsta
      jend   = ipbl_jend

c  Two iterations are performed.  A smaller exchange coefficient is
c  used on second iteration if mixed layer is stable.
c  First find equilibrium values of theta_V and q.  These are set to
c  their observed values over land.

      do 24 j = 1, ny
      do 24 i = 1, nx
         c0(i,j) = .0014 
         k = lsm(i,j)
         if (k .ne. 0) then 
            qs(i,j)=.622*6.11*exp(17.67*(1.-243.5/(sst(k)+243.5)))/1000.
         endif
   24 continue

      iter   = 1
      itermx = 3

   99 continue
      do 25 j=jstart,jend  
      do 25 i=1,nx

         if(iter.gt.1 .and. (thv(i,j).gt.thvs(i,j))) then
            c0(i,j)=.00075
         endif

         k = lsm(i,j)

         if (k .eq. 0) then
            thve(i,j) = (t(i,j)*(psfc/(psfc-.5*pml))**(r/cp))*(1.+.61*q(i,j))
            qe(i,j)   = q(i,j)
            th(i,j)   = t(i,j)
         else
            w0 = wspd(k)*pml/depth
            thvs(i,j) = (sst(k)+273.15) * (1.+.61*qs(i,j))
            thve(i,j) = thvs(i,j)+pml*qrad/((1.+betav)*c0(i,j)*w0)
            qe(i,j)   = qs(i,j)/(1.+delta)
         endif
 25   continue

c  Set equilibrium values to observed at northernmost and southernmost
c  points.  This is required because advection/diffusion cannot be computed
c  when there is no poleward point.  Actual values of air temperature and
c  air humidity are also set equal to observed values and used in flux
c  calculation.

      do 26 i=1,nx
         do 27 j=1,jstart
            up(i,j)=0.
            vp(i,j)=0.
            pnuxp(i,j)=0.
            pnuyp(i,j)=0.
            qe(i,j)=q(i,j)
            thve(i,j)=(t(i,j)*(1017./(1000.))**(r/cp))*(1.+.61*q(i,j))
            qa(i,j)=q(i,j)
            thv(i,j)=thve(i,j)
            th(i,j)=t(i,j)*(1017./(1000.))**(r/cp)
   27    continue
         do 26 j=jend,ny
            up(i,j)=0.
            vp(i,j)=0.
            pnuxp(i,j)=0.
            pnuyp(i,j)=0.
            qe(i,j)=q(i,j)
            thve(i,j)=(t(i,j)*(1017./(1000.))**(r/cp))*(1.+.61*q(i,j))
            qa(i,j)=q(i,j)
            thv(i,j)=thve(i,j)
            th(i,j)=t(i,j)*(1017./(1000.))**(r/cp)
 26   continue
      
c  Set diffusion and advecting wind speed.  Over land both are
c  set to zero to ensure derived theta_V and q are observed 
c  values.  In addition, diffusion is set to zero close to 
c  coastline.  

      do 29 j=jstart,jend
      do 29 i=1,nx

         k = lsm(i,j)

         if ( k .eq. 0 ) then 
            up(i,j)    = 0.
            vp(i,j)    = 0.
            pnuxp(i,j) = 0.
            pnuyp(i,j) = 0.
         else
            w0=wspd(k)*pml/depth

            ip1=i+1
            if(ip1.eq.(nx+1)) ip1=nx
            ip2=i+2
            if(ip2.eq.(nx+2) .or. ip2.eq.(nx+1)) ip2=nx
            im1=i-1
            if(im1.eq.0) im1=1
            im2=i-2
            if(im2.eq.0 .or. im2.eq.-1) im2=1
            jm1=j-1
            jm2=j-2
            if(jm2.eq.0) jm2=1
            jp1=j+1
            jp2=j+2

            if(jp2.eq.(ny+1)) jp2=ny 

            if( lsm(ip1,j) + lsm(im1,j) + lsm(i,jp1) + lsm(i,jm1) +
     *          lsm(ip2,j) + lsm(im2,j) + lsm(i,jp2) + lsm(i,jm2) .eq. 0 ) then
               pnuxp(i,j)=0.
               pnuyp(i,j)=0.
            else
               if(i.eq.1 .or. i.eq.nx) then
                  twodx2=dx(i,j)**2.
               else
                  twodx2=.25*(dx(i,j)+dx(i+1,j))**2.
               endif
               pnuxp(i,j)=pnu*pml/((1.+betav)*c0(i,j)*w0*twodx2)
               pnuyp(i,j)=pnu*pml/((1.+betav)*c0(i,j)*w0*.25*
     $              (dy(j)+dy(j-1))*(dy(j)+dy(j-1)))
            endif 

            if ( advec ) then
               if (up(i,j) .gt. 0.) then
                  i1=i
               else
                  i1=i+1
                  if (i.eq.nx) i1=nx
               endif

               up(i,j) = u(k)*pml/((1.+betav)*c0(i,j)*w0*dx(i1,j))

               if (v(k) .gt. 0.) then
                  vp(i,j) = v(k)*pml/((1.+betav)*c0(i,j)*w0*dy(j-1))
               else
                  vp(i,j) = v(k)*pml/((1.+betav)*c0(i,j)*w0*dy(j))
               endif
            else
               up(i,j)=0.
               vp(i,j)=0.
            endif
         endif
   29 continue

c  call subroutine that solves for theta_V

      call adv2Deq1(idim,up,vp,pnuxp,pnuyp,thve,thv)


c  repeat one time

      iter=iter+1

      if(iter.lt.itermx) goto 99

c  set scaled advecting velocities for humidity calculation and
c  impose no diffusion across continental boundaries


      do 39 j=jstart,jend
      do 39 i=1,nx
         k = lsm(i,j)
         if (k .ne. 0) then 
            w0=wspd(k)*pml/depth

            ip1=i+1
            if(ip1.eq.(nx+1)) ip1=nx
            ip2=i+2
            if(ip2.eq.(nx+2) .or. ip2.eq.(nx+1)) ip2=nx
            im1=i-1
            if(im1.eq.0) im1=1
            im2=i-2
            if(im2.eq.0 .or. im2.eq.-1) im2=1
            jm1=j-1
            jm2=j-2
            if(jm2.eq.0) jm2=1
            jp1=j+1
            jp2=j+2

            if(jp2.eq.(ny+1)) jp2=ny 

            if( lsm(ip1,j) + lsm(im1,j) + lsm(i,jp1) + lsm(i,jm1) +
     *          lsm(ip2,j) + lsm(im2,j) + lsm(i,jp2) + lsm(i,jm2) .eq. 0 ) then
               pnuxp(i,j)=0.
               pnuyp(i,j)=0.
            else
               if(i.eq.1 .or. i.eq.nx) then
                  twodx2=dx(i,j)**2.
               else
                  twodx2=.25*(dx(i,j)+dx(i+1,j))**2.
               endif
               pnuxp(i,j)=pnu*pml/((1.+delta)*c0(i,j)*w0*twodx2)
               pnuyp(i,j)=pnu*pml/((1.+delta)*c0(i,j)*w0*.25*(dy(j)+dy(j-1))*
     $              (dy(j)+dy(j-1)))
            endif
            if(advec) then
               if(up(i,j).gt.0.) then
                  i1=i
               else
                  i1=i+1
                  if(i.eq.nx) i1=nx
               endif
               up(i,j)=u(k)*pml/((1.+delta)*c0(i,j)*w0*dx(i1,j))
               if(v(k).gt.0.) then
                  vp(i,j)=v(k)*pml/((1.+delta)*c0(i,j)*w0*dy(j-1))
               else
                  vp(i,j)=v(k)*pml/((1.+delta)*c0(i,j)*w0*dy(j))
               endif
            else
               up(i,j)=0.
               vp(i,j)=0.
            endif
         endif
 39   continue
      
c  call solver to derive q 

      call adv2Deq1(idim,up,vp,pnuxp,pnuyp,qe,qa)

c  calculate theta from theta_V and q
c  calculate fluxes of sensible and latent heat

      do j = 1, ny
      do i = 1, nx
         k = lsm(i,j)
         if ( k .ne. 0 ) then
            th(i,j) = thv(i,j) / (1.+.61*qa(i,j))
            co1  = rhoa * c0(i,j) * wspd(k)
            sstk = sst(k) + 273.15
            co2  = sstk - th(i,j)
            co3  = eps*stef*sstk*sstk*sstk

            rlh(k) = co1*rl*(qs(i,j)-qa(i,j))
            sh(k)  = co1*cp*co2

c            qlw(k) = eps*stef*(th(i,j)**4.)*(.39-.05*sqrt(qa(i,j)*1000./.622))
c     *           *(1.-.55*cldfr(k)) + 4.*eps*stef*(th(i,j)**3.)*co2

            if ( sstk .gt. 301.15 ) then
               aout =.4
            else
               aout =.8
            endif
            qlw(k) = co3 * ( sstk * (.417-.0486*sqrt(qa(i,j)*1000./.622)) *
     *           (1. - aout*cldfr(k)*cldfr(k)) + 4.*co2)
         endif
      enddo
      enddo

      return
      end

c  This subroutine computes surface fluxes of latent and sensible heat 
c  in units of W/m^2.  The fluxes are computed by a forced advection-
c  diffusion equation.  It solves a equations for the virtual potential
c  temperature and the air humidity and then inverts the first to get
c  the air temperature.  In both case the balance is one of diffusion,
c  horizontal advection, surface fluxes and a flux at the mixed layer top.
c  The mixed layer is a constant depth.
c
c  The model also computes long wave cooling with the Berliand and
c  Berliand bulk formula (see Seager and Blumenthal, J. Climate, Dec '94
c  for example).
c
c  Note added 11/7/94:  To date the model has been coupled to an ocean
c  GCM developed by Ragu Murtugudde, now at GSFC.  The results have
c  been good.  Some care is needed at open ocean boundaries it turns out.
c  In the version as I give it here you will see the computation is done
c  only for meridional index j=jstart,jend with jstart=25 and jend =ny-1.
c  This is like putting a boundary in the middle of the southern ocean.
c  For points poleward of the end points the air humidity and temperature
c  are set equal to observed values ensuring that values advected in are
c  realistic.  We used ECMWF data at 1000mb.  We found that the air-sea
c  temperature difference given by this data was too large (probably 
c  'cos the SLP is greater than the lowest ananlysis level of 1000mb) so
c  we correct it to by a dry adiabaltic lapse rate to an slp of 1017 mb
c  which corresponded to a reasonable SLP at 40S which is where our ocean
c  GCM began.  Clearly users are free to do whatever they want but 
c  *be cautious*!.
c
c  The limits are to set jstart =2 and jend=ny-1.  The end points cannot be
c  included because of the diffusion operator that would otherwise look
c  out of array bounds.
c
c  The inputs are:
c
c  sst  = array containing the model or observed SST
c  u    = array containing observed low level zonal wind velocity
c  v    = array containing observed low level meridional wind velocity
c  wspd = array containing observed low level wind speed
c  lsm  = a land sea mask (1=land, 0= ocean)
c  q    = observed low level air humidity (kg/kg)
c  t    = observed low level temperature (K)
c  cldfr= observed cloud cover
c  wlat = western latitude of input grid, in degree (e.g. 220.)
c  slat = southern latitude of input grid, in degrees (e.g. -30.)
c  dxd  = grid spacing in degrees longitude.  dxd(i) equals the distance from
c         the longitude at i-1 to the longitude at i which allows for 
c         uneven grid spacing.
c  dyd  = grid spacing in degrees latitude.  dyd(j) equals the distance from
c         the latitude at j to the latitude at j+1 which allows for 
c         uneven grid spacing.
c  nx   = number of x grid points 
c  ny   = number of y grid points
c
c
c  The outputs are:
c
c  sh  = array containing the sensible heat flux (W/m^2)
c  rlh = array containing the latent heat flux (W/m^2)
c  qa  = atmospheric mixed layer humidity in kg/kg
c  th  = atmospheric mixed layer potential temperature in K
c  qlw = longwave radiative heat flux
c
c  Parameters are:
c
c  pnu=diffusivity (m^2/s)
c  delta - equilibrium q = q0/(1+delta) where q0 is saturation humidity
c          at the SST
c  pml=pressure depth (Pa) of the mixed layer
c  depth=geometric depth of mixed layer = (pml/(rhoa*grav)
c  qrad=radiative cooling K/s
c  betav=ratio of downward theta_V flux at mixed layer top to the
c        surface flux
c  c0=surface exchange coefficient
 








      SUBROUTINE adv2Deq1(p,UP,VP,NUXP,NUYP,QE,QA)
 
      STRUCTURE /advqS/
          INTEGER NX
          INTEGER NY
      END STRUCTURE
      RECORD /advqS/ p
 
      REAL UP(p.NX,p.NY),VP(p.NX,p.NY), QE(p.NX,p.NY)
      REAL NUXP(p.NX,p.NY),NUYP(p.NX,p.NY)
      REAL  QA(p.NX,p.NY)
 
C       variables are dimensioned with X first
      NXSKP = 1
      NYSKP = p.NX
 
C       does X advection
C       loops over all latitudes
      IX = 1
      DO IY = 1 , p.NY
         CALL ADVDIFQ1DX(UP(1,IY),NUXP(1,IY),p.NX,QE(1,IY),QE(1,IY),
     *        QE(p.NX,IY),QA(1,IY))
 
      END DO
C       does Y advection
C       loops over all longitudes
      IY = 1
      DO IX = 1 , p.NX
C               boundary conditions
         QLEFT = QE(IX,1)
         QRIGHT = QE(IX,p.NY)
         CALL ADVDIFQ1D(VP(IX,1),NUYP(IX,1),p.NY,QA(IX,1),
     *        QLEFT,QRIGHT,NYSKP,QA(IX,1))
      END DO
 
      RETURN
      END

      SUBROUTINE ADVDIFQ1DX(U2,NU2,NX,QE0,QLEFT,QRIGHT,QA)
      REAL U2(NX), NU2(NX),QE0(NX), QA(NX), QLEFT, QRIGHT
      INTEGER NX
 
      PARAMETER (MAXDIM=800)
      REAL*4    AC(MAXDIM),BC(MAXDIM),CC(MAXDIM),QE(MAXDIM)
*       AUTOMATIC AC,BC,CC,QE
 
      IF(NX.GT.MAXDIM)STOP 12
C       does inside points
      NXL1 = NX - 1
      DO K = 2 , NXL1
         QE(K) = QE0(K)
         IF(U2(K).GE.0) THEN
            AC(K) = -U2(K) - NU2(K)
            BC(K) = 1. + U2(K) + 2*NU2(K)
            CC(K) = -NU2(K)
         ELSE
C               wind blows left
            AC(K) = -NU2(K)
            BC(K) = 1. - U2(K) + 2*NU2(K)
            CC(K) = U2(K) - NU2(K)
         ENDIF
      END DO
 
C       does left point
      IF(U2(1).GT.0.0)THEN
C               boundary condition matters
         QE(1) = QE0(1) + U2(1)*QLEFT
         BC(1) = 1. + U2(1)
         CC(1) = 0.0
      ELSE
C               boundary condition doesn't matter
         QE(1) = QE0(1)
         BC(1) = 1. - U2(1)
         CC(1) = U2(1)
      ENDIF
 
C       does right point
      IF(U2(NX).GT.0.0)THEN
C               boundary condition doesn't matter
         QE(NX) = QE0(NX)
         BC(NX) = 1. + U2(NX)
         AC(NX) = -U2(NX)
      ELSE
C               boundary condition matters
         QE(NX) = QE0(NX) - U2(NX)*QRIGHT
         BC(NX) = 1.0 - U2(NX)
         AC(NX) = 0.0
      ENDIF
      CALL TRIDAGQA(AC,BC,CC,QE,CC,QE,QA,1,NX)
      RETURN
      END
C \end{fortran}
C \subsection{advq1d}
C  
C Inputs
C \begin{variablelist}
C   \v U      U    scaled version of $U = (Hu)/(C_e |v| dx)$
C   \v NX      n_x number of points
C   \v QE      q_e equilibrium (forcing) Q
C   \v QLEFT   {}  Qa beyond the left boundary
C   \v QRIGHT  {}  Qa beyond the right boundary
C   \v NXSKP   {}  integer spacing between consecutive elements of QA
C \end{variablelist}
C  
C Output
C \begin{variablelist}
C   \v QA      q_a solution for QA
C \end{variablelist}
C \begin{fortran}
      SUBROUTINE ADVDIFQ1D(U2,NU2,NX,QE0,QLEFT,QRIGHT,NXSKP,QA)
      REAL U2(NXSKP,NX), QE0(NXSKP,NX), QA(NXSKP,NX), QLEFT, QRIGHT
      REAL NU2(NXSKP,NX)
      INTEGER NX
 
      PARAMETER (MAXDIM=800)
      REAL*4    AC(MAXDIM),BC(MAXDIM),CC(MAXDIM),QE(MAXDIM)
*       AUTOMATIC AC,BC,CC,QE
 
      IF(NX.GT.MAXDIM)STOP 12
C       does inside points
      NXL1 = NX - 1
      DO K = 2 , NXL1
         QE(K) = QE0(1,K)
         IF(U2(1,K).GE.0) THEN
            AC(K) = -U2(1,K) - NU2(1,K)
            BC(K) = 1. + U2(1,K) + 2*NU2(1,K)
            CC(K) = - NU2(1,K)
         ELSE
C               wind blows left
            AC(K) = -NU2(1,K)
            BC(K) = 1. - U2(1,K) + 2*NU2(1,K)
            CC(K) = U2(1,K)-NU2(1,K)
         ENDIF
      END DO
 
C       does left point
      IF(U2(1,1).GT.0.0)THEN
C               boundary condition matters
         QE(1) = QE0(1,1) + U2(1,1)*QLEFT
         BC(1) = 1. + U2(1,1)
         CC(1) = 0.0
      ELSE
C               boundary condition doesn't matter
         QE(1) = QE0(1,1)
         BC(1) = 1. - U2(1,1)
         CC(1) = U2(1,1)
      ENDIF
 
C       does right point
      IF(U2(1,NX).GT.0.0)THEN
C               boundary condition doesn't matter
         QE(NX) = QE0(1,NX)
         BC(NX) = 1. + U2(1,NX)
         AC(NX) = -U2(1,NX)
      ELSE
C               boundary condition matters
         QE(NX) = QE0(1,NX) - U2(1,NX)*QRIGHT
         BC(NX) = 1.0 - U2(1,NX)
         AC(NX) = 0.0
      ENDIF
      CALL TRIDAGQA(AC,BC,CC,QE,CC,QE,QA,NXSKP,NX)
      RETURN
      END
C \end{fortran}
C \subsection{tridagqa}
C Same as tridag2 in the multiple mode linear equatorial model.  Solves
C a tridiagonal system.
C \begin{fortran}
C
      SUBROUTINE TRIDAGQA(A,B,C,D,E,F,X,NXSKP,N)
 
        PARAMETER (JS=1)
C
C     SOLVES THE TRIDIAGONAL SYSTEM
C        A(I)*X(I-1)+B(I)*X(I)+C(I)*X(I+1)=D(I)...I=JS,N  A(JS)=0,C(N)=0
C       solves in two passes
C       pass1   computes E(i), F(i) such that x(i) = E(i)*x(i+1) + F(i)
C       pass2   computes x(i) from E(i), F(i)
 
C     array C can be used as E
C     array D can be used as F
C
      DIMENSION A(*), B(*), C(*), D(*), E(*), F(*), X(NXSKP,*)
C
      E(JS) = C(JS) / B(JS)
      F(JS) = D(JS) / B(JS)
C
      JN = JS + 1
 
      DO 10 I = JN, N
        DN   = B(I) - A(I) * E(I-1)
        E(I) = C(I) / DN
        F(I) = ( D(I) - A(I) * F(I-1) ) / DN
10    CONTINUE
 
      X(1,N) = F(N)
        XOLD = F(N)
        IMAX = N-1
      DO 20 I =  IMAX,JS,-1
         XOLD = F(I) - E(I) * XOLD
         X(1,I) = XOLD
20    CONTINUE
 
      RETURN
      END
C \end{fortran}
C \end{document}

dyn_io.f/       839513370   1572  1572  100444  31219     `
#define ITYPE_RST 0
#define MACHINE_WORD 4
#define c_str(s) ('s\0')

      subroutine init_rstrt (nxp, nyp, nz, npt, zin, iseg)
c---------------------------------------------------------
      include 'comm_new.h'
      include 'comm_data.h'
      character*100 str
      common /run/   nstart,nlaststart,nskip,nsteps,nergy,nskipo,nlast
      common /new_save/ iword, nruns, nscpu, nswll, inf(100), rnf(100)
      dimension   zin(1), zz(50), iseg(1)

      equivalence (inf(20),kd_sta),
     *            (inf(21),kd_xy),  (inf(22),kd_z),  (inf(23),kd_time), 
     *            (inf(24),kd_seg), (inf(25),kd_uv), (inf(26),kd_temp), 
     *            (inf(27),kd_salt),(inf(28),kd_tr), (inf(29),kd_phi), 
     *            (inf(30),kd_conv), (inf(31),kd_means),
     *            (inf(100),kd_end)

      call opda (1, 1, fbo(1:n_out))

      do i = 1, 100
         inf(i) = 0
         rnf(i) = 0.
      enddo

      iword   = MACHINE_WORD
      
      kd = iword * 200
      str = 'Resrart file for '//finp(1:mlen(finp)) 
      call wrda (1, 1, kd, len(str), str)

      kd = iword * 200 + 100
      kd_sta = kd
      kd_xy  = kd
      call wrda (1, iword, kd, nxp, xm) 
      call wrda (1, iword, kd, nyp, ym) 

      kd_z = kd
      do i = 1, nz
         zz(i) = -zin(i)
      enddo
      call wrda (1, iword, kd, nz, zz) 

      call segm_from_iox (npt, nseg, iox, iseg)
      kd_seg = kd
      call wrda (1, iword, kd, 2*nseg, iseg) 
      
      kd_uv = kd

      nstart     = 1
      nlaststart = 1
      nlast      = nsteps
      nscpu = 0
      nswll = 0

      inf(1) = 120
      inf(2) = nxp
      inf(3) = nyp
      inf(4) = nz
      inf(5) = 1
      inf(6) = npt
      inf(7) = nseg
      inf(8) = ntrac

      inf(11) = nstart

      inf(15) = nlaststart
      inf(16) = nsteps
      inf(17) = nlast

      rnf(1) = delt
      rnf(2) = enso_start
      rnf(3) = enso_scale
      rnf(4) = rnf(2)

      return
      end

      subroutine read_rstrt (nxp, nyp, nz, npt)
c--------------------------------------------------------------------
      include 'comm_new.h'
      include 'comm_data.h'
      common /run/   nstart,nlaststart,nskip,nsteps,nergy,nskipo,nlast
      common /new_save/ iword, nruns, nscpu, nswll, inf(100), rnf(100)

      equivalence (inf(20),kd_sta),
     *            (inf(21),kd_xy),  (inf(22),kd_z),  (inf(23),kd_time), 
     *            (inf(24),kd_seg), (inf(25),kd_uv), (inf(26),kd_temp), 
     *            (inf(27),kd_salt),(inf(28),kd_tr), (inf(29),kd_phi), 
     *            (inf(30),kd_conv), (inf(31),kd_means),
     *            (inf(100),kd_end)

      iword = MACHINE_WORD
      
      call opda (1, 0, fbi(1:n_in))
      kd = 0
      call rdda (1, iword, kd, 100, inf) 
      kd = irdda (iword, 100, rnf) 

      ntype = idig(inf(1),1)
      if (ntype .ne. ITYPE_RST) then
         write (6, *) 'The file <' ,fbi(1:n_in),'> is not a RESTART-TYPE one !!'
         stop
      endif
      
      if (nxp.ne.inf(2) .or. nyp.ne.inf(3) .or.
     *     nz.ne.inf(4) .or. npt.ne.inf(6) ) then
         write(6,*)'The model dimensions are different from the restart data!'
         stop
      endif

      nptz   = inf(4)*inf(6)
      mtra   = inf(8)

      nstart = inf(11)
      nruns  = inf(12)
      nscpu  = inf(13)
      nswll  = inf(14)

      if (irest .eq. 1) then
         nlaststart = inf(15)
      else
         nlaststart = nstart
      endif
      nlast = nlaststart + nsteps - 1

      enso_start = rnf(2)
      rnf(4) = rnf(2) + rnf(3)*nstart

      if (irest .ne. 3) then
         ekf1 = rnf(10)
         epf1 = rnf(11)
         hcf1 = rnf(12)
         wcf1 = rnf(13)
         vlf1 = rnf(14)
         do k = 1, inf(4)+1
            hsave(k) = rnf(20+k)
         enddo
      endif

      kd = kd_uv
      call rdda (1, iword, kd, nptz, u) 
      kd = irdda (iword, nptz, v) 
      kd = irdda (iword, nptz, uc) 
      kd = irdda (iword, nptz, vc) 
      kd = irdda (iword, nptz, h) 
      kd = irdda (iword, inf(6), psi) 
      
      if (kd_temp .ne. 0) then
         kd = kd_temp
         call rdda (1, iword, kd, nptz, t) 
      endif
      if (use_salt .and. kd_salt .ne. 0) then
         kd = kd_salt
         call rdda (1, iword, kd, nptz, sal) 
         kd = irdda (iword, nptz, dens) 
      endif
      if (use_trac .and. kd_tr .ne.   0) then
         kd = kd_tr
         call rdda (1, iword, kd, nptz*mtra, tr) 
      endif
      if (kd_conv .ne. 0) then 
         kd = kd_conv
         call rdda (1, iword, kd, nptz, convn)
      endif

      if (kd_means .ne. 0) then
         kd = kd_means
         call rdda (1, iword, kd, nptz, um)
         kd = irdda (iword, nptz, vm)
         kd = irdda (iword, nptz, tm)
         if (use_salt .and. kd_salt .ne. 0) then
            kd = irdda (iword, nptz, salm) 
            kd = irdda (iword, nptz, densm) 
         endif
         if (use_trac .and. kd_tr .ne. 0) kd = irdda (iword, nptz*mtra, trm)
      endif
      
      call clda(1)

      call opda (1, 1, fbo(1:n_out))
      inf(8)  = ntrac
      inf(12) = nruns + 1
      inf(15) = nlaststart
      inf(16) = nsteps
      inf(17) = nlast

      rnf(1) = delt

      return
      end

      subroutine keep_rstrt (nstep, nskip)
c--------------------------------------------------------------------
      include 'comm_new.h'
      include 'comm_data.h'
      common /new_save/ iword, nruns, nscpu, nswll, inf(100), rnf(100)
      equivalence (inf(20),kd_sta),
     *            (inf(21),kd_xy),  (inf(22),kd_z),  (inf(23),kd_time), 
     *            (inf(24),kd_seg), (inf(25),kd_uv), (inf(26),kd_temp), 
     *            (inf(27),kd_salt),(inf(28),kd_tr), (inf(29),kd_phi), 
     *            (inf(30),kd_conv), (inf(31),kd_means),
     *            (inf(100),kd_end)

      if (nskip.eq.0) return
      if (mod(nstep, nskip) .ne. 0) goto 100

      nptz  = inf(4)*inf(6)

      kd = kd_uv
      call wrda (1, iword, kd, nptz, u) 
      kd = iwrda (iword, nptz, v) 
      kd = iwrda (iword, nptz, uc) 
      kd = iwrda (iword, nptz, vc) 
      kd = iwrda (iword, nptz, h) 
      kd = iwrda (iword, inf(6), psi) 

      kd_temp = kd
      kd = iwrda (iword, nptz, t)

      if ( use_salt ) then
         kd_salt = kd
         kd   = iwrda (iword, nptz, sal) 
         kd   = iwrda (iword, nptz, dens) 
      endif
      if ( use_trac ) then
         kd_tr = kd
         kd    = iwrda (iword, nptz*ntrac, tr) 
      endif
      kd_conv = kd
      kd = iwrda(iword, nptz, convn)

      if ( save_mean ) then
         kd_means = kd
         kd = iwrda (iword, nptz, um)
         kd = iwrda (iword, nptz, vm)
         kd = iwrda (iword, nptz, tm)
         if ( use_salt ) then
            kd = iwrda (iword, nptz, salm) 
            kd = iwrda (iword, nptz, densm) 
         endif
         if ( use_trac ) kd = iwrda (iword, nptz*ntrac, trm)
      endif

      kd_end = kd

      inf(11) = nstep

      rnf(10) = ekf1 
      rnf(11) = epf1
      rnf(12) = hcf1
      rnf(13) = wcf1
      rnf(14) = vlf1
      do k = 1, inf(4)+1
         rnf(20+k) = hsave(k) 
      enddo

  100 continue
      inf(18) = nstep
      inf(13) = nscpu + ipast_scpu()
      inf(14) = nswll + ipast_swll()

      kd = 0
      call wrda (1, iword, kd, 100, inf) 
      kd = iwrda (iword, 100, rnf) 

      call flda (1)
      return
      end

      subroutine close_rstrt 
c---------------------------------
      call clda(1)
      return
      end

      subroutine dump_rstrt
c------------------------------------------------------------------
      include 'comm_new.h'
      include 'comm_data.h'
      character*100 str
      character*4 mname(12)
      common /new_save/ iword, nruns, nscpu, nswll, inf(100), rnf(100)
      save mname

      data mname /'Jan.','Feb.','Mar.','Apr.','May ','Jun.',
     *            'Jul.','Aug.','Sep.','Oct.','Nov.','Dec.'/

      iword = MACHINE_WORD
      
      call opda (1, 0, fbi(1:n_in))
      kd = 0
      call rdda (1, iword, kd, 100, inf) 
      kd = irdda (iword, 100, rnf)       
      kd = irdda (1, 100, str)       

      call clda(1)

      write (6, *) 'Dump of the data file <',fbi(1:n_in),'>:'
      write (6, *) 'LABEL: ', str
      write (6, *) 'TYPE', inf(1)
      write (6, *) 'NX =', inf(2)
      write (6, *) 'NY =', inf(3)
      write (6, *) 'NZ =', inf(4)
      write (6, *) 'NT =', inf(5)
      write (6, *) 'NPACK =', inf(6)
      write (6, *) 'NSEGM =', inf(7)
      write (6, *) 'NTRACERS =', inf(8)

      call enso2date (rnf(2), id, im, iy)
      write (6, 101) 'Model Starting Date:        ', mname(im), id, iy
      call enso2date (real(rnf(2)+rnf(3)*inf(17)), id, im, iy)
      write (6, 101) 'Scheduled End of the Run:   ', mname(im), id, iy
      call enso2date (real(rnf(2)+rnf(3)*inf(18)), id, im, iy)
      write (6, 101) 'Current End of the Run:   ' , mname(im), id, iy

      call enso2res (real(rnf(3)*inf(17)), id, im, iy)
      write (6, 201) 'Scheduled Length of the Run:', iy, im, id, inf(17)
      call enso2res (real(rnf(3)*inf(18)), id, im, iy)
      write (6, 201) 'Elapsed Model Time:         ', iy, im, id, inf(18)

      write (6, *) 'Number of restarts:', inf(12)

      call enso2date (rnf(4), id, im, iy)
      write (6, 101) 'Last Re-start:              ', mname(im), id, iy
      call enso2date (real(rnf(2) + rnf(3)*inf(15)), id, im, iy)
      write (6, 101) 'Last New Run:               ', mname(im), id, iy
      call enso2date (real(rnf(2) + rnf(3)*inf(11)), id, im, iy)
      write (6, 101) 'Last Save:                  ', mname(im), id, iy

      i = inf(13)
      if (i/3600 .eq. 1) then
         write (6, 301) 'Total CPU  time:', i/3600, mod(i,3600)/60, mod(i,60) 
      else
         write (6, 302) 'Total CPU  time:', i/3600, mod(i,3600)/60, mod(i,60) 
      endif
      i = inf(14)
      if (i/3600 .eq. 1) then
         write (6, 301) 'Total WALL time:', i/3600, mod(i,3600)/60, mod(i,60) 
      else
         write (6, 302) 'Total WALL time:', i/3600, mod(i,3600)/60, mod(i,60) 
      endif

  101 format (a30, a4, i2, ',' , i5)
  201 format (a30, i5, ' Years', i3, ' months', i3, ' days. (', i7, ' steps.)') 
  301 format (a20, i5, ' hour ', i3, ' min', i3, ' sec.')
  302 format (a20, i5, ' hours', i3, ' min', i3, ' sec.') 

      return
      end

      subroutine segm_from_iox (npt, nseg, iox, iseg)
c------------------------------------------------------
      dimension iox(1), iseg(2,1)
      
      ista   = iox(1)
      inext  = ista + 1
      nseg   = 0
      icount = 0

      do i = 2, npt
         icurr = iox(i)
         icount = icount + 1

         if (inext .ne. icurr) then
            nseg = nseg + 1
            iseg(1,nseg) = ista
            iseg(2,nseg) = ista + icount - 1
            ista  = icurr
            icount = 0
         endif

         inext = icurr + 1
      enddo

      nseg = nseg + 1
      iseg(1,nseg) = ista
      iseg(2,nseg) = ista + icount 

      return
      end

      subroutine model_input(npt)
c------------------------------------------------------------
c.....read model parameters and grid from file.
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'
      include 'comm_new.h'
      include 'comm_data.h'

      character*50 ubeg,vbeg,hbeg,tbeg,uout,vout,hout,tout,eout,
     +             blk,wndx,wndy,cwndx,cwndy,cloud,ccloud,wout
      common/files/ubeg,vbeg,hbeg,tbeg,uout,vout,hout,tout,eout,wout
      common/run/  nstart,nlaststart,nskip,nsteps,nergy,nskipo,nlast
      common/param0/iyear,iday,isec,delt,ncyc,mbc,nonlin,label(20),
     +              itherm,mlc,limp
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /coords/ alat,blat,rlat,alon,blon,nsx,nsy,mgrid,z_begin,nsig,nystrch
      common/winds/mtau,matau,tausc,atau,froude,icloud
      common/wnfils/wndx,wndy,cwndx,cwndy,cloud,ccloud
      common/shapi/nord,nshapu,nshaph,nshapt,mshapu,mshaph,mshapt
      common /vert/  zin(MAXNZ+1), hin(MAXNZ), t_in(MAXNZ+1), s_in(MAXNZ+1),
     *               bint(MAXNZ), cint(MAXNZ), dzin(MAXNZ+1), sigma(MAXNZ)
      common/strech/xs(MAXXS),alpha(MAXXS),beta(MAXXS)
      common /errors/ ioerr, nstep
      common /new_filt/  MAXFO, nbxk, nbyk, nfxk, nfpxk, nfyk


c-------------------------------------------------------------------------------
      common /pbl_param/ pbl_pnu,pbl_delta,pbl_pml,pbl_depth,pbl_betav,
     *  pbl_grad,nstep_pbl, ipbl_advec, ipbl_jsta,ipbl_jend, 
     *  pbl_south,pbl_north, pbl_wmin
c-------------------------------------------------------------------------------
      character*80       f_bar
      common /baro_files/ n_bar, f_bar
      integer iflag(12), RM12_NN 
      real    aflag(12)
      common /y12m_input/ RM12_NN, aflag, iflag
      common /baro_input/ n_def_cor, mod_scheme, mod_solver, BAR_DELTA,
     *                    BAR_DSINK, ibar_key, nbaro, rayl
c-------------------------------------------------------------------------------

      real inp_flt, inp_days
      logical inp_def
      dimension flt(100)
      save         flt
      character*80 fbdir

      external time, ctime
      integer time
      character*24 ctime
c-------------------------------------------------------------------------------
      call inp_file(finp)
      call inp_vrnt(c_str(Variant), inp_int(c_str(Use_variant), -1))
      if (inp_int(c_str(Trace),0) .ne. 0) 
     *     call inp_trace(finp(1:mlen(finp))//'.tr\0')

      n_dir= inp_str(c_str(Output_dir),c_str(output), fbdir)
 
      n_tios= inp_str(c_str(Base_file),
     *     fbdir(1:n_dir)//'/'//finp(1:mlen(finp))//'\0',fbt)
      n_out = inp_str(c_str(Save_file), fbt(1:n_tios)//'.save\0', fbo)
      n_in  = inp_str(c_str(Restart_file), fbo(1:n_out)//'\0', fbi)

      n_wnd = inp_str(c_str(Wind_file),  c_str(wind_data), fbwnd)

      n_tem = inp_str(c_str(Temp_file) , c_str(temp_data), fbtem)
      n_sal = inp_str(c_str(Salt_file),  c_str(salt_data), fbsal)
      n_psi = inp_str(c_str(Psi_file),   c_str(psi_data), fbpsi)

      n_sst = inp_str(c_str(SST_file),   c_str(sst_data), fbsst)
      n_sss = inp_str(c_str(SSS_file),   c_str(sss_data), fbsss)

      n_cld = inp_str(c_str(Cloud_file), c_str(cld_data), fbcld)
      n_slr = inp_str(c_str(Solar_file), c_str(slr_data), fbslr)
      n_evp = inp_str(c_str(EP_file),    c_str(ep_data), fbevp)

      n_hcl = inp_str(c_str(MxlTcl_file),c_str(mltc_data), fbhcl)

      n_wsp = inp_str(c_str(Wndspd_file),c_str(wndspd_data), fwsp)
      n_uwd = inp_str(c_str(Uwnd_file),c_str(uwnd_data), fuwd)
      n_vwd = inp_str(c_str(Vwnd_file),c_str(vwnd_data), fvwd)
      n_ah  = inp_str(c_str(Airhum_file),c_str(ahum_data), fah)
      n_at  = inp_str(c_str(Airtem_file),c_str(atem_data), fat)

      n_dep = inp_str(c_str(Bath_file),  c_str(bath_data), fbdep)
      if ( inp_def(c_str(Map_file)) ) 
     *     n_map = inp_str(c_str(Map_file), c_str(map_data), fbmap)

      ipre = inp_int(c_str(Pre_proc), 0)   ! 0- normal run; 1- pre-processing

      irest = inp_int(c_str(Restart), 0)        ! 0 - start; 1 - restart

      lev_err = inp_int(c_str(Error_level), 1)

      if (irest .eq. 0) then
         open (unit = iout, file = fout)
         if (lev_err .ge. 1) then
            write (iout, *) 'Run with control file <',finp(1:mlen(finp)),'>'
            write (iout, *) 'STARTED: ', ctime(time())
         endif
      else
         open (unit = iout, file = fout, access='APPEND')
         if (lev_err .ge. 1) then
            write (iout, *) 'RE-STARTED: (code=',irest,' at:', ctime(time())
         endif
      endif

      ncyc  = inp_int(c_str(Ncycles),  4)

      delt = inp_days (c_str(Time_step), 1./24.)
      stpd = 1./delt

      minseg = inp_int(c_str(MINSEG), 4)

      mtmp = stpd - ncyc
      if (mtmp .lt. 0) mtmp = 0
      nsteps = nint(stpd * inp_days(c_str(Run_time),   365.)) + mtmp
      nskip  = nint(stpd * inp_days(c_str(Save_step),    5.))
      save_mean = inp_int(c_str(Save_mean), 1) .eq. 1
      nergy  = nint(stpd * inp_days(c_str(Energy_step), 1.))

      call inp_date (c_str(Starting_date), 1,1,2000, imon,iday,iyear)
      enso_start = date2enso (iday, imon, iyear)
      enso_scale = delt * 12./365.

      land  = 0
      iglob = inp_int(c_str(Periodic), 0)
      mbc   = inp_int(c_str(BC_type),  1)                  

      NXP = inp_int(c_str(NX), 10)
      NYP = inp_int(c_str(NY), 10)
      NZ  = inp_int(c_str(NZ), 2)
      nsig= inp_int(c_str(Nsigma), 0)
      if (nsig.eq.1.or.nsig.eq.2.or.nsig.gt.nz.or.nsig.lt.0)then
         print*,'number of sigma layers must be 0 or between 3 and nz'
         stop
      endif

      if(max0(nxp,nyp).gt.MAXSID) call wspace('MAXSID', max0(nxp,nyp))
      if(NZ .gt. MAXNZ)           call wspace('MAXNZ', NZ)

      alat = inp_flt(c_str(South), 0.)
      blat = inp_flt(c_str(North), real(nyp-1))
      alon = inp_flt(c_str(West), 0.)
      blon = inp_flt(c_str(East), real(nxp-1))

      mgrid = inp_int(c_str(Grid_type), 1)
      
      nsx = inp_rarr(c_str(X_stretch_pnts), 0, xs,  xs)
      nsx = inp_rarr(c_str(X_alpha),        0, alpha, alpha)
      nsx = inp_rarr(c_str(X_beta),         0, beta,  beta)

      nystrch = inp_int(c_str(Y_stretch_type), 1)
      if (nystrch.eq.1) then
         nsy = inp_rarr(c_str(Y_stretch_pnts), 0, xs(nsx+1),    xs(nsx+1))
         nsy = inp_rarr(c_str(Y_alpha),        0, alpha(nsx+1), alpha(nsx+1))
         nsy = inp_rarr(c_str(Y_beta),         0, beta(nsx+1),  beta(nsx+1))
         if(nsx+nsy.gt.maxxs)         call wspace('MAXXS', nsx+nsy)
      endif

      ibaro = inp_int(c_str(Baro_solv), 0)
      if (ibaro .ne. 0) then
         nbaro      = inp_int(c_str(Baro_step),        6)
         n_def_cor  = inp_int(c_str(Baro_defcor_step), 0)
         mod_scheme = inp_int(c_str(Baro_scheme),      9)
         mod_solver = inp_int(c_str(Baro_solver),      1)

         BAR_DSINK  = inp_flt(c_str(Baro_depsink), 500.)
         BAR_DELTA  = inp_flt(c_str(Baro_delta),  50.)
         rayl       = inp_flt(c_str(Baro_rayl),   .002)
         ibar_key   = inp_int(c_str(Baro_err),    1)
         if (ibar_key .ne. 0)
     *        n_bar      = inp_str(c_str(Baro_errfile), 
     *                             finp(1:mlen(finp))//'.bar\0', f_bar)
         
c------------FROM ".y12m"--------------------------------------------
c     RM12_NN    : size of workspace in numbers of NONZ
c     iflag(11)  : number of iterations
c     iflag    : see y12m documentation
c     aflag    : see y12m documentation
c     default values:

         do i = 1, 12
            iflag(i) = 0
            aflag(i) = 0
         enddo

         RM12_NN   = inp_int(c_str(Baro_nnonz), 4)
         iflag(11) = inp_int(c_str(Baro_niter), 100)

         iflag(1)  =   1
         iflag(2)  =   3
         iflag(3)  =   1
         iflag(5)  =   2
         aflag(1)  = 2.
         aflag(2)  = 1.e-4
         aflag(3)  = 1.e6
         aflag(4)  = 1.e-12
         aflag(5)  = -1000.

         call inp_iarr (c_str(Baro_iflag), 5, iflag,  iflag)
         call inp_rarr (c_str(Baro_aflag), 5, aflag,  aflag)
      endif

      nonlin= inp_int(c_str(Nonlin), 1)
      if (nonlin.ne.1) then
         print*, 'Nonlin disabled (ie, always nonlinear), please do not use'
         stop
      endif

      itemp  = inp_int(c_str(Thermo),   1)
      if (itemp.eq.0) then
         print*, 'Thermo = 0 disabled'
         stop
      endif

      isalt  = inp_int(c_str(Salinity), 0)
      isolrp = inp_int(c_str(Solar_penrad), 0)
      if (isolrp .eq. 1) solr_gamma = inp_flt(c_str(Solar_gamma), .333333)

      icl_h    = inp_int(c_str(Clim_H), 0)   ! 0-init from hin;1-Cnst;2-Vary;
      icl_psi    = inp_int(c_str(Clim_psi),0) ! 0-don't use;1-Cnst;2-Vary;

      if (icl_h .ne. 0.and.nsig.eq.0) then
         print*,'must use Nsigma > 2 if Clim_H <> 0'
         stop
      endif
      icl_htop = inp_int(c_str(Clim_htop), 0)  ! 0-Const; 1-Vary;
      
      icl_ts   = inp_int(c_str(Clim_TS),  0) ! 0-init from Tin;1-Cnst;2-Vary;
      if (icl_h.eq.2 .and. icl_ts.ne.2) 
     *     write (ioerr, *) 'Warning: check Clim_H vs. Clim_TS...'
      if (icl_ts.eq.0 .and. initt.ne.0) 
     *     write (ioerr, *) 'Warning: to initialize temp, use icl_ts <> 0'
      if (icl_ts.eq.0 .and. inits.ne.0) 
     *     write (ioerr, *) 'Warning: to initialize salt, use icl_ts <> 0'
      icl_rlx  = inp_int(c_str(Clim_relax), 0)    ! 0-no relax; 1-relax N-S;
      ksponge  = inp_int(c_str(Sponge_width), 5) 
      krelax   = inp_int(c_str(Relax_width), 5) 

      clm_time = inp_days (c_str(Clim_coef), 30.) 
      clm_time_psi = inp_days (c_str(Clim_coef_psi), 30.) 
      clm_coef = delt/clm_time
      clm_psi = nbaro*ncyc*clm_time/clm_time_psi

      clm_no   = inp_flt(c_str(Clim_nlat),  90.)  ! North relaxation latitude.
      clm_so   = inp_flt(c_str(Clim_slat), -90.)  ! South relaxation latitude.

      imix  = inp_int(c_str(Mixing),   0)
      if (imix .ne. 0) limp = inp_int(c_str(Mix_step),  3*ncyc)
      cm_mix = inp_flt(c_str(Mix_cm), 1.25)  ! "m" turbulence coefficient
      cn_mix = inp_flt(c_str(Mix_cn), 0.17)  ! "n" turbulence coefficient
      cn_mix = 1. - cn_mix
      hmin_mix = inp_flt(c_str(Mix_hmin), 10.)  ! H1 - min
      hmax_mix = inp_flt(c_str(Mix_hmax), 100.) ! H1 - max

      ric1_mix = inp_flt(c_str(Mix_ric1), .65) ! Ri for k = 1
      ric2_mix = inp_flt(c_str(Mix_ric2), .25) ! Ri for k = 2:NZ

      iuse_gam = inp_int(c_str(Mix_usegam), 0)   ! 1 - use gammas in jpmix 
      gam1_mix = inp_flt(c_str(Mix_gam1), 1.)  ! Gamma for k = 1
      gam2_mix = inp_flt(c_str(Mix_gam2), 1.)  ! Gamma for k = 2:NZ
      
      iwnd_mix = inp_int(c_str(Mix_wnd),  0)   ! 0:use tau; 1: use windspeeds
      if (initq .ne. 8) iwnd_mix = 0           ! valid only if PBL is "ON"

      mix_wtop = inp_int(c_str(Mix_wtop),   2)     

      if (imix .eq. 4.and.nsig .eq. 0) then
         print*, 'must set Nsigma>1 to use variable depth mixed layer'
         stop
      endif

      ntrac = inp_int(c_str(Tracers),  0)

      use_salt = (isalt .ne. 0)
      use_trac = (ntrac .ne. 0)

      iv_top  = inp_int(c_str(Vert_Top),  1)
      if (iv_top.ne.1.and.nsig.eq.0) then
         print*, 'must use Sigma layers for non-constant depth mixed layer'
      endif

      iv_bot  = inp_int(c_str(Vert_Bot),  99) !! 1-CNST;2-Sigm;3-W=0;4-No Motion 
      if (iv_bot.ne.99) then
         print*, 'Vert_Bot ignored, use Nsigma to determine last layer type'
      endif

      iv_bump = inp_int(c_str(Vert_Bump), 0) !! 0-Sigm;2-Sm.bmp;3-Lg.bmp;4-Exp. 
      if (iv_bump.ne.0) then
         print*, 'no interface bumps allowed, reset Vert_Bump = 0'
         stop
      endif
      
      iv_fix  = inp_int(c_str(Vert_Fix),  1) !! 0-Free Surface; 1-Fixed Depth
      if (iv_fix.ne.1) then
         print*, 'reduced gravity runs disabled, reset Vert_Fix = 1'
         stop
      endif

      iv_sys  = inp_int(c_str(Vert_Sys),  99) !! disabled
      if (iv_sys.ne.99) then
         print*, 'Vert_Sys ignored, H is filtered only in sigma layers'
      endif

      mbot_bc = inp_int(c_str(BC_bot_temp), 0) !! 0-constant temp; 1 - d/dz=0
      if (mbot_bc.ne.1) then
         print*, 'do you REALLY want constant bottom temp with bathymetry?'
         print*, 'reconsider using BC_bot_temp = 1'
         stop
      endif

      shap_vel_cnst = inp_flt(c_str(Shap_vel_constant), 1.0)
      shap_scl_cnst = inp_flt(c_str(Shap_vel_constant), 1.0)

      nordu  = inp_int(c_str(Shap_vel_order), 4)
      mshapu = inp_int(c_str(Shap_vel_type),  3)
      nshapu = inp_int(c_str(Shap_vel_step),  3*ncyc)

      nordh  = inp_int(c_str(Shap_scl_order), 4)
      mshaph = inp_int(c_str(Shap_scl_type),  1)
      nshaph = inp_int(c_str(Shap_scl_step),  3*ncyc)

      nord  = max(nordu,nordh)
      MAXFO = nord

      mtau  = inp_int(c_str(Wind_forc),  0)
      if (mtau .eq. 5) itau_cos = inp_int(c_str(Wind_cos), 0)
      call inp_rarr (c_str(Wind_tauxy), 2, flt, flt)
      tausc = flt(1)
      atau  = flt(2)

      initt  = inp_int(c_str(Temp_init), 0)
      temp_coef  = inp_flt(c_str(Temp_coef), 0.)
      if (initt.ne.0.and.initt.ne.3) then
         print*,'must use Temp_init = 0 or 3'
         stop
      endif
      inits  = inp_int(c_str(Salt_init), 0)
      if (inits.ne.0.and.inits.ne.3) then
         print*,'must use Salt_init = 0 or 3'
         stop
      endif

      froude = inp_flt(c_str(Temp_froude), 0.01)

      initq  = inp_int(c_str(Heat_forc), 0)
      initep = inp_int(c_str(EP_forc), 0)
      icloud = inp_int(c_str(Cloud_forc), 0)

      qcon     = inp_flt (c_str(Rho_CP), 4.12e6)
      rlx_time = 86400.*inp_days (c_str(Rlx_time), 30.) 

      if (initq .ge. 8) then
         nstep_pbl  = nint(stpd * inp_days(c_str(PBL_step), 5.))
         ipbl_advec = inp_int(c_str(PBL_advec), 1)
         pbl_wmin   = inp_flt(c_str(PBL_wmin),  4.)
         pbl_pnu    = inp_flt(c_str(PBL_pnu),   0.4e+7)
         pbl_delta  = inp_flt(c_str(PBL_delta), 0.25 )
         pbl_pml    = inp_flt(c_str(PBL_pml),   6000.)
         pbl_depth  = inp_flt(c_str(PBL_depth), 600. )
         pbl_betav  = inp_flt(c_str(PBL_betav), 0.17 )
         pbl_grad   = inp_flt(c_str(PBL_grad),    -2.)
         pbl_south  = inp_flt(c_str(PBL_south), -200.)
         pbl_north  = inp_flt(c_str(PBL_north),  200.)
      endif

      iherr  = inp_int(c_str(Layer_volume), 0)

      initb = inp_int(c_str(Bathymetry), 0)
      initbt = inp_int(c_str(Bath_type), 0)
      dep_min = inp_flt(c_str(Bath_min), 100)

      nzz = inp_rarr(c_str(Z_profile), nz, zin, zin)
      nzh = inp_rarr(c_str(H_profile), nz, hin, hin)

      if (nz .gt. nzz .and. nz .gt. nzh) then
         call perror1('Z_profile or H_profile: not enough terms...',-1)
         stop
      endif

      zin(1) = hin(1)/2.
      z_bot  = hin(1)
      do k = 2, nz
         zin(k) = - zin(k-1) + 2.*z_bot
         z_bot = z_bot + hin(k)
      enddo
      zin(nz+1) = z_bot
      dzin(1) = zin(1)
      do j = 2, nz
         dzin(j) = (zin(j)-zin(j-1))/2.
      enddo
      dzin(nz+1) = zin(nz+1)-zin(nz)

c  Z_profile specification overrides H_profile 

      zdum = inp_flt(c_str(Z_bot), 0)

      if (zdum.eq.0.and.z_bot.eq.0) then
         print*,'must specifiy Z_bot as well as Z_profile'
         stop
      elseif (zdum.gt.0) then
c        reread  Z_profile
         ndum =  inp_rarr(c_str(Z_profile), nz, zin, zin)
         
         zin(1) = zin(2)/3.     ! enforce this condition
         zin(nz+1) = zdum
         
         dzin(1) = zin(1)
         do j = 2, nz
            dzin(j) = (zin(j)-zin(j-1))/2.
            if (dzin(j).lt.0.)then
               print*,'negative layer depths, check Z_profile'
               stop
            endif
         enddo
         dzin(nz+1) = zin(nz+1)-zin(nz)
         if (dzin(nz+1).lt.0.)then
            print*,'negative depth of last layer, check Z_bot'
            stop
         endif
         
         hin(1) = 2.*dzin(1)
         do j = 1, nz
            hin(j) = dzin(j) + dzin(j+1)
         enddo
      endif

      do j = 1, nz
         if (hin(j).le.0) then
            print*,'a layer depth is negative, check Z_profile or H_profile'
            stop
         endif
      enddo

      z_begin = zin(nsig)

      sigma(1) = -1./3.
      sigma(2) = sigma(1)
      do j = 3, nsig
         sigma(j) = dzin(j)/(z_begin-3.*dzin(1))
      enddo
      do j = nsig + 1, nz
         sigma(j) = 0.
      enddo

      trans_coef = (zin(1)+zin(2))/2./rlx_time

      i = inp_rarr(c_str(T_profile), nz, t_in, t_in)
      if  (i .lt. nz) then
         call perror1('T_profile: not enough terms...',-1)
      elseif (i .eq. nz) then
         t_in(nz+1) = inp_flt(c_str(Temp_bot), 0.)
      endif
      TATM = inp_flt(c_str(Temp_atm), 30.)

      i = inp_rarr(c_str(S_profile), nz, s_in, s_in)
      if  (i .lt. nz) then
         call perror1('S_profile: not enough terms...',-1)
      elseif (i .eq. nz) then
         s_in(nz+1) = inp_flt(c_str(Salt_bot), 36.)
      endif
      SATM = inp_flt(c_str(Salt_atm), 35.4)

      TEMP_BOT = t_in(nz+1)
      SALT_BOT = s_in(nz+1)
      POTND_BOT = inp_flt(c_str(Dens_bot), pdens_pnt (TEMP_BOT, SALT_BOT))

c.....Bi & Ci are now *real* "Nu" & "Ka" (not scaled by depth):      
      bi = inp_flt (c_str(Bint), 1.e-3)
      ci = inp_flt (c_str(Cint), 1.e-4)
      do i = 1, nz
         bint(i) = bi
         cint(i) = ci
      enddo

      call inp_str(c_str(Grid_label),'Data: '//finp(1:mlen(finp))//'\0',label)
      call mem_alloc (p_mask, NXP*NYP*NZ, 1, 'mask')

      if (n_map  .ne. 0) call inp_file(fbmap(1:n_map)//'\0')
      call read_mask ('Grid_mask', nxp, nyp, nxyc, mask)

      call mem_alloc (p_iox, nxyc, 1, 'iox')

      npt  = nxyc
      npt1 = 1
      npt2 = 1 + npt 
      npt3 = 1 + 2*npt 
      npt4 = 1 + 3*npt 

      first_step = .true.

      if (lev_err .ge. 1 .and. irest .eq. 0) then
         write (iout, *) 'NX =', nxp
         write (iout, *) 'NY =', nyp
         write (iout, *) 'NZ =', nz
         write (iout, *) 'NPACK =', nxyc
         write (iout, *) 'NTRACERS =', ntrac
         if (ibaro .eq. 0) then
            write (iout, *) 'BARO OFF'
         else
            write (iout, *) 'BARO ON'
         endif
         call flush(iout)
      endif

      return
      end

      subroutine read_mask (tag, nx, ny, npack, mask)
c-----------------------------------------------------
      character*(*) tag
      dimension mask(nx, 1)
      character*1  ch, buff(1000)
      character*465 number
      logical inp_def

      equivalence (ch, buff(1)), (number, buff(2))

      if ( inp_def(tag//'\0') ) then
         ix = 1
         jy = ny
         ic0 = ichar('0')
         do while ( inp_wnxt(buff) .gt. 0)
            if     (ch.eq.'0' .or. ch.eq.'1' .or. ch.eq.'2') then
               do i = 1, nx
                  mask(i,jy) = ichar(buff(i)) - ic0
               enddo
               jy = jy - 1
            elseif (ch.eq.'w'.or.ch.eq.'z'.or.ch.eq.'x'.or.ch.eq.'s'
     *               .or.ch.eq.'b'.or.ch.eq.'t') then
               read (number, *) kx 
               ix = ix + kx
               if (ix - 1 .gt. NX) goto 200
               if (ch.eq.'w') ich = 1 
               if (ch.eq.'x') ich = 2 
               if (ch.eq.'s') ich = 3 
               if (ch.eq.'t') ich = 4 
               if (ch.eq.'b') ich = 5 
               if (ch.eq.'z') ich = 0 
               do i = ix-kx, ix-1
                  mask(i,jy) = ich
               enddo
               if (ix-1 .eq. NX) then
                  ix = 1
                  jy = jy - 1
               endif
            elseif (ch .eq. 'r') then
               read (number, *) ky
               jy = jy - ky + 2
               if (jy .lt. 1) goto 200
               do j = jy+ky-2, jy, -1
                  do i = 1, nx
                     mask(i,j) = mask(i,j+1)
                  enddo
               enddo
               jy = jy - 1
            else
               goto 200
            endif
            
            if (jy .eq. 0) goto 100
         enddo


  100    npack = 0

         do j = 1, ny
            do i = 1, nx
               if (mask(i,j) .ne. 0) npack = npack + 1
            enddo
         enddo

      else
         npack = nx*ny
         do j = 1, ny
            do i = 1, nx
               mask(i,j) = 1
            enddo
         enddo
      endif

      return

  200 write (6, *) '!!!read_mask: wrong mask data, i,j:', ix,jy
      stop
      end

     

dyn_main.f/     839523564   1572  1572  100444  14231     `
************************************************************************
      program !MCPG
      implicit real(a-h,o-z),integer(i-n)
c************************************************************************
      include 'comm_para.h'
      include 'comm_new.h'
      include 'comm_data.h'
 
      dimension 
     *     en(MPTEN*(MAXNZ+1)),
     *     lxxk(MXBDY*MAXNZ),lyyk(MXBDY*MAXNZ),
     *     lxyk(MAXNB*MAXNZ),lyxk(MAXNB*MAXNZ),lsponge(MAXSP),
     *     lrelax(MAXSP),
     *     snxk(MAXNB*MAXNZ),snyk(MAXNB*MAXNZ),lok(4*MAXSID*MAXNZ),
     *     lpbcwk(MAXSID*MAXNZ),lpbcek(MAXSID*MAXNZ),
     *     ifxk(9*MAXSID*MAXNZ), ifpxk(5*MAXSID*MAXNZ), ifyk(9*MAXSID*MAXNZ)

      logical NEWRUN, non_stable
 
      common /param0/iyear,iday,isec,delt,ncyc,mbc,nonlin,label(20),
     *               itherm,mlc,limp
      common /run/   nstart,nlaststart,nskip,nsteps,nergy,nskipo,nlast

      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /coords/ alat,blat,rlat,alon,blon,nsx,nsy,mgrid,z_begin,nsig,nystrch
      common /winds/ mtau,matau,tausc,atau,froude,icloud
      common /shapi/ nord,nshapu,nshaph,nshapt,mshapu,mshaph,mshapt
      common /vert/  zin(MAXNZ+1), hin(MAXNZ), t_in(MAXNZ+1), s_in(MAXNZ+1),
     *               bint(MAXNZ), cint(MAXNZ), dzin(MAXNZ+1), sigma(MAXNZ)
      common /strech/ xs(MAXXS), alpha(MAXXS), beta(MAXXS)
      common /errors/ ioerr, nstep
      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +            ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)
      common /baro_input/ n_def_cor, mod_scheme, mod_solver, BAR_DELTA,
     *                    BAR_DSINK, ibar_key, nbaro, rayl
      common /main/npt

 
      data ioin,iout,ioerr /1,2,2/, k15flag /0/
 
      npten = MPTEN
c...............getting input & output filenames from the command line
      call inout (ioin)
 
c...............input model parameters.
      call model_input(npt)
      call model_memory (nxp, nyp, nz, npt) 
      call make_iox (nxp, nyp, mask, iox, nlok, lok, nsponge, lsponge,
     *               nrelax, lrelax, iglob)
      if (nrelax.gt.MAXSP) then
         print*,'increase MAXSP'
         stop
      endif
      call scaset (iox,xm,ym,xp,yp,f,emx,emy,emxy,emx2,emy2,tp)
      call depth_init (npt, zin)

      call new_topo (nxp, nyp, nz, npt, zin, dzin, hin, nsig, sigma, dept, 
     *               h, nptk, nzi)

      call bndrys(npt,iox,tp,isxk,isyk,mask,h,nzi,
     *            isk,iyk,lxxk,lyyk,lxyk,lyxk,snxk,snyk,lok,
     *            lpbcwk,lpbcek,ifxk,ifpxk,ifyk,dept)

      call baro_dept(npt,nz,nzi,nzi_b,h,lxxk,lyyk,mbc,dept,tp,tp(npt2))

      call data_init (npt,nptk,nz,isk,u,v,uc,vc,fu,fv,ft,fsal,bdiv,ubar,vbar,use_salt)

c..............compute some geometry stuff
      call aarea  (lxxk,lyxk,emx,emy,emxy,area,basin)

      if (irest .eq. 0) then
         NEWRUN = .true. 
         call init_rstrt (nxp, nyp, nz, npt, zin, tp)
      else
         NEWRUN = irest .eq. 3
         if (irest.eq.1 .or. irest.eq.2) CALL TIOS_CNTRL (3, 1)
         if (ibaro .ne. 0) ibaro = 1
         call read_rstrt (nxp, nyp, nz, npt)
      endif
c..............initialize Temperature/Salinity Climatology (for sponges):

      call clim_init(npt,nstart,hin,sigma,dzin,h,
     *                 hclim,tclim,sclim,dclim,pclim,tp,nsponge,lsponge)

      if (irest .eq. 0) then
         call h_init (npt, nz, nzi, nstart, h, hclim)
         call temp_init (npt,nz,nzi,nstart,t_in,t,tclim)
         if (use_salt) call salt_init (npt,nz,nzi,nstart,s_in,sal,sclim)
      endif

c..............initialize Heat/EP forcing:
      call hflx_init (nstart, npt, nxp, nyp, t, sst, cld, solr,nrelax,lrelax)
      if (use_salt) then
         call evpr_init (nstart, npt, sal, sss, ep)
         call dens_init (npt, nz, nzi, t, sal, dens, h) 
      endif

c..............initialize Wind forcing:
      call tau_init (nstart, npt, dtx, dty) 

      dnt     = delt * real(ncyc) * D2SEC
      dtmix   = delt * real(limp) * D2SEC
      DLT_MIX = 2.0 * dtmix 

c..............initialize TIOS io-system
      call init_data_out (ftios, fbt, nxp, nyp, npt, xm, ym, en)
c
      istep     = 0
      iday_new  = int(nstart*delt)
      iday_curr = iday_new

      if (ibaro .ne. 0) then
         eps1 = 1./dnt
         eps2 = eps1
         if (ibaro .eq. 2) eps1 = 0.
         call baro_sum (npt, nz, nzi_b, uc, vc, ubar, vbar)
         call baro_scale (npt, ubar, vbar, dept)
         mem0 = mem_get()
         call baro_init (iglob,eps1,nxp,nyp,nxyc,iox,nbxk,lxxk,
     *        nbyk,lyxk,alon,blon,alat,blat,xm,ym,dept,dep_max,mgrid)
         write(iout, *)'Barotropic solver memory = ',mem_get()-mem0,' bytes.'
         if (ibaro .eq. 2) then
            call baro_tau (npt, uforc, vforc, taux, tauy)
            call baro_rhs (npt,emx,emy,emxy,lxxk,lyyk,lxyk,lyxk,snxk,snyk,
     *      isyk,isk,mbc,lpbcwk,lpbcek,uforc,vforc,tp,tp(npt2),dept)  
            call baro_solv (nxp,nyp,npt,iox,tp,uforc,vforc,psi)    
            call psi_relax (npt,psi,pclim,tp,nbxk,lxxk,nbyk,lyyk)
            call curl_of_psi (npt,emx,emy,emxy,lxxk,lyyk,lxyk,lyxk,snxk,snyk,
     *        isyk,isk,mbc,lpbcwk,lpbcek,psi,tp(npt1),tp(npt2),tp(npt3),dept)
            call baro_updat(npt,nz,nzi_b,h,uc,vc,
     *                      tp(npt1),tp(npt2),uforc,vforc,ubar,vbar)
            call decap (npt, nz, nzi, u,v,uc,vc,h)
         endif
         call baro_div (npt,emx,emy,emxy,lxxk,lyyk,lxyk,lyxk,
     *        snxk,snyk,isyk,isk,mbc,lpbcwk,lpbcek,ubar,vbar,bdiv,tp,dept)
c         if (eps1.ne.eps2) call baro_rinit (eps2) 
         call baro_rinit (eps2) 
      endif
      write(iout, *)'Total allocated memory   = ',mem_get(),' bytes.'

      call bcset (mbc,lxxk,lyyk,npt,u,v,nzi,nzi_b)
      call baro_shap(nstep,npt,nz,nzi,nzi_b,dept,h,uc,vc,ubar,vbar,u,v,lxxk,lyyk)

c...............compute w from the initial fields.
      call ddiv(npt,nzi_b,uc,vc,emx,emy,emxy,w,fhd,lxxk,lyyk,lxyk,lyxk,snxk,snyk,
     *          isyk,isk,tp,mbc,lpbcwk,lpbcek,h,bdiv)
      call wtop (npt, w, fhd, fh, h, ncyc, istep, dnt)
      call dwcal (npt,nz,nsig,nzi,w,fhd,sigma)

c.........................................................................
c.....MAIN LOOP .......use an n-cycle Lorentz scheme for the timestep loop.
      call cpulog (fcpu, 0, iday_curr)

      DO NSTEP = NSTART, NLAST

         tenso = enso_start + enso_scale * nstep

c         if (nstep.eq.2) then
c           call data_out (tenso, nxp, nyp, npt, en) 
c           stop
c         endif
         
         if     (mtau .eq. 1) then
            call tau_lin(nstep,npt, ixd,im2d,blcf, taux,tauy,dtx,dty,tp)
         endif

         call clim_updt(npt,nz,nstep,hin,sigma,dzin,hclim,tclim,sclim,dclim)
         call qforc(nstep, npt, nxp,nyp,sst,cld,solr, wnd, qb)
         if (use_salt) call epforc(nstep, npt, sal, sss, ep, qb)
         
         call vertu (npt,nz,nsig,nzi,nzi_b,bint,taux,tauy,u,v,w,h,fu,fv,fh,
     *               vertx,verty,zfu,zfv)
         
         if (use_salt) then
            call vertts (npt,nz,nzi,cint,q,qr,ep,w,h,t,ft,sal,fsal)
         else
            call vertt (npt,nz,nzi,cint,q,qr,w,h,t,ft)
         endif

         if (use_trac) call verttr (npt,nz,nzi,cint,w,h,tr,ftr)
         
         call dhoriz (npt,u,v,uc,vc,f,fu,fv,fhd,emx,emy,emxy,tp,mbc,zfu,zfv,
     *        lxxk,lyyk,lxyk,lyxk,snxk,snyk,isyk,isk,lpbcwk,lpbcek,nzi_b,
     *        corx,cory,xnl,ynl,fh)

         call btpgf (npt, nzi_b, h, t,dens,fu,fv,emx,emy,lxxk,lyyk,lxyk,lyxk,
     *        snxk,snyk,isyk,isk,lok,tp,u,v,lpbcwk,lpbcek,zfu,zfv,pgfx,pgfy)

         call thoriz (npt,uc,vc,t,ft,fhd,emx,emy,lxxk,lyyk,lxyk,lyxk,
     *        snxk,snyk,isyk,isk,lok,tp,mbc,lpbcwk,lpbcek)
         call capt (npt,nz,nzi,t,h)
         
         if (use_salt) then
            call thoriz (npt,uc,vc,sal,fsal,fhd,emx,emy,lxxk,lyyk,lxyk,lyxk,
     *           snxk,snyk,isyk,isk,lok,tp,mbc,lpbcwk,lpbcek)
            call capt(npt,nz,nzi,sal,h)
         endif

         do i = 1, ntrac
            it = npt*nz*(i-1)+1
            call thoriz (npt,uc,vc,tr(it),ftr(it),fhd,emx,emy,lxxk,lyyk,lxyk,lyxk,
     *           snxk,snyk,isyk,isk,lok,tp,mbc,lpbcwk,lpbcek)
            call capt (npt,nz,nzi,tr(it),h)
         enddo

         binv  = dnt/(ncyc-istep)
         istep = mod(istep+1,ncyc)
         abinv = -(istep/dnt)*binv
         
         call baro_sum(npt,nz, nzi_b, fu,fv,u,v)
         call baro_scale (npt, u, v, dept) 
         call fixed_dep(npt,nzi_b,h,fu,fv,u,v,rhsx,rhsy,crhsx,crhsy)  
         
         call vel_updat (npt,nz,nzi_b,binv,abinv,uc,vc,fu,fv)
         if  (ibaro .ne. 0) then
            call baro_comp(npt,dnt,abinv,binv,nbaro,uforc,vforc,u,v,zfu,zfv,dept)
            
            if (mod(nstep, nbaro*ncyc) .eq. 0) then
               call baro_rhs(npt,emx,emy,emxy,lxxk,lyyk,lxyk,lyxk,snxk,snyk,
     *              isyk,isk,mbc,lpbcwk,lpbcek,uforc,vforc,u,tp,dept)  
               call baro_solv (nxp,nyp,npt,iox,u,uforc,vforc,psi)    
               call psi_updt(npt,nstep,pclim)
               call psi_relax (npt,psi,pclim,tp,nbxk,lxxk,nbyk,lyyk)
               call curl_of_psi (npt,emx,emy,emxy,lxxk,lyyk,lxyk,lyxk,
     *              snxk,snyk,isyk,isk,mbc,lpbcwk,lpbcek,psi,u,v,tp,dept)
               call baro_updat(npt,nz,nzi_b,h,uc,vc,u,v,uforc,vforc,ubar,vbar)
               call baro_div (npt,emx,emy,emxy,lxxk,lyyk,lxyk,lyxk,
     *           snxk,snyk,isyk,isk,mbc,lpbcwk,lpbcek,ubar,vbar,bdiv,tp,dept)
            endif
         endif
         call bcset (mbc,lxxk,lyyk,npt,uc,vc,nzi,nzi_b)
         call shap_vec (nstep,npt,nz,uc,vc,lxxk,lyxk,isyk,isk,ifxk,ifpxk,ifyk,tp)
         call decap (npt, nz, nzi, u,v,uc,vc,h)

         if (nsig.gt.0) then
            call h_updat (npt,nsig, binv,abinv,h,fh)
            call hbcset (npt, nz, nsig, lok, h, hclim)
            call shap_scl(nstep,npt,nsig,h,lxxk,lyxk,isyk,isk,ifxk,ifpxk,ifyk,tp)
         endif

         call tupdat(npt,nz,nzi,binv,abinv,t,ft)
         call tbcset(npt,nz,lok,t_in,h,t,tclim) !reset temp at open boundaries
         call shap_scl(nstep,npt,nz,t,lxxk,lyxk,isyk,isk,ifxk,ifpxk,ifyk,tp)
         call tdecap (npt, nzi, t, h)
         call t_limit (npt, nzi, t)

         if (use_salt) then
            call tupdat(npt,nz,nzi,binv,abinv,sal,fsal)
            call tbcset(npt,nz,lok,s_in,h,sal,sclim)
            call shap_scl(nstep,npt,nz,sal,lxxk,lyxk,isyk,isk,ifxk,ifpxk,ifyk,tp)
            call tdecap (npt, nzi, sal, h)
         endif
         do i = 1, ntrac
            it = npt*nz*(i-1)+1
            call tupdat(npt,nz,nzi,binv,abinv,tr(it),ftr(it))
            call tdecap (npt,nzi, tr(it), h)
         enddo
         
         if (imix.ne.0 .and. mod(nstep, limp).eq.0) then
            if (use_salt) call potn_dens (npt, nzi, t, sal, dens) 
            if     (imix .eq. 1) then !! Convective Adjustment
               call dconv (npt,nz,nzi,u,v,uc,vc,h,t,sal,dens,tr,convn)
            elseif (imix .eq. 2) then !! Ri Number Mixing
               call decap (npt, nz, nzi, u,v,uc,vc,h)
               call drich_mix (npt, nz, nzi, h, u,v,uc,vc,t,sal,dens)
            elseif (imix .eq. 3) then !! Combination of (1) & (2)
               call decap (npt, nz, nzi, u,v,uc,vc,h)
               call drich_mix (npt, nz, nzi, h, u,v,uc,vc,t,sal,dens)
               call dconv (npt,nz,nzi,u,v,uc,vc,h,t,sal,dens,tr,convn)
            elseif (imix .eq. 4) then !! Dake Chen's Scheme
               call decap (npt, nz, nzi, u,v,uc,vc,h)
               call comp_bncy(npt,nzi,dens,tp)
               call cvmix(npt,nzi,h,t,sal,tp,u,v)
               call jpmix(npt,nz,nzi,h,t,sal,tp,u,v)
               call ktmix(npt,nsig,dtmix,h,t,sal,tp,u,v,q,qr,ep,taux,tauy,sigma,uc)
               call capfrm(npt,nz,nzi,u,v,uc,vc,h)
            elseif (imix .eq. 5) then !! Dake Chen's Conv. Adjustment only
               call decap (npt, nz, nzi, u,v,uc,vc,h)
               call comp_bncy(npt,nzi,dens,tp)
               call cvmix(npt,nzi,h,t,sal,tp,u,v)
               call capfrm(npt,nz,nzi,u,v,uc,vc,h)
            endif
         endif

         call clim_relax (npt,nz,h,t,sal,hclim,tclim,sclim)

         if (use_salt) call situ_dens (npt, nz, nzi, t, sal, dens, h)

         call bcset (mbc,lxxk,lyyk,npt,u,v,nzi,nzi_b)
         call baro_shap(nstep,npt,nz,nzi,nzi_b,dept,h,uc,vc,ubar,vbar,u,v,lxxk,lyyk)

         call ddiv(npt,nzi_b,uc,vc,emx,emy,emxy,w,fhd,lxxk,lyyk,lxyk,lyxk,
     *        snxk,snyk,isyk,isk,tp,mbc,lpbcwk,lpbcek,h,bdiv)
         call wtop (npt, w, fhd, fh, h, ncyc, istep, dnt)
         call dwcal (npt,nz,nsig,nzi,w,fhd,sigma)

         if (NEWRUN .or. (nergy.ne.0 .and. mod(nstep, nergy).eq.0)) then
            call knergy(npt,nz,nptk,isk,area,basin,h,u,v,en)
            call pnergy (NEWRUN,npt,nptk,nz,isk,h,area,t,dens,w,basin,en,tp)
         endif

         if (non_stable(iout, npt, nxp, nz, iox, t, u, v)) then
            call cpulog (fcpu, nstep, iday_curr)
            write (iout, *) 'Stable:ERROR, step', nstep, ' temp or velocity is bizarre' 
            print*, 'Stable:ERROR, step', nstep, ' temp or velocity is bizarre' 
            goto 333
         else
            if ( mod(nstep,ncyc) .eq. 0 ) then
               
               iday_new = int(nstep*delt)
               call add_mean
               
               call keep_rstrt(nstep, nskip)
               
               call data_out (tenso, nxp, nyp, npt, en) 

               if (NEWRUN .or. (iday_new .ne. iday_curr)) then
                  iday_curr = iday_new
                  call cpulog (fcpu, nstep, iday_curr)
                  if (NEWRUN) NEWRUN = .false.
               endif
            endif
         endif
         
         call flush(iout)
         if ( first_step ) first_step = .false.

c.....END of the MAIN LOOP
      ENDDO
      goto 444
c.............ABnormally finished run: 
  333 CALL TIOS_CNTRL (1, 1)
      call data_out (tenso, nxp, nyp, npt, en) 
c.............normally finished run: 
  444 call close_rstrt
      write (iout, *) 'Finished at step =', nstep
      call enso2date (tenso, id, im, iy)
      write (iout, *) '<enso time> <', tenso, '>' 
      write (iout, *) '<Day:Month:Year> <',id,':',im,':',iy,'>' 
      stop
      end

dyn_main.o/     839864676   1572  1572  100644  29512     `
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              )   1  
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  r                 x                                                                                                                                                                                                                                                                                                                                                                     )                     4                     ?                     J                     U                     _                     d                     s                     w                                                                                                                                                                                                                                                                                                                                                                                          &                     .                     7                     B                     I                     Q                     X                     `                     g                     o                     w                     ~                                                                                                                                                                                                                                                                                                                                                                                                               )                     0                     7                     >                     F                     R                     ]                     e                     m                     w                                                                                                                                                                                         (           0                                                                                                                                 /                    @                    P                    a                    q                                                           .symtab .shstrtab .strtab .comment .data .sdata .rodata .srdata .lit4 .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .debug_weaknames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames .rel.debug_weaknames  .data .sdata .rodata .srdata .lit4 .text MAIN__ _main_ s_stop para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ non_stable_ param0_ run_ grid_ coords_ winds_ shapi_ vert_ strech_ errors_ gridk_ baro_input_ main_ inout_ model_input_ model_memory_ make_iox_ scaset_ depth_init_ new_topo_ bndrys_ baro_dept_ data_init_ aarea_ init_rstrt_ tios_cntrl_ read_rstrt_ clim_init_ h_init_ temp_init_ salt_init_ hflx_init_ evpr_init_ dens_init_ tau_init_ real init_data_out_ int baro_sum_ baro_scale_ mem_get_ baro_init_ baro_tau_ baro_rhs_ baro_solv_ psi_relax_ curl_of_psi_ baro_updat_ decap_ baro_div_ baro_rinit_ bcset_ baro_shap_ ddiv_ wtop_ dwcal_ cpulog_ tau_lin_ clim_updt_ qforc_ epforc_ vertu_ vertts_ vertt_ verttr_ dhoriz_ btpgf_ thoriz_ capt_ mod fixed_dep_ vel_updat_ baro_comp_ psi_updt_ shap_vec_ h_updat_ hbcset_ shap_scl_ tupdat_ tbcset_ tdecap_ t_limit_ potn_dens_ dconv_ drich_mix_ comp_bncy_ cvmix_ jpmix_ ktmix_ capfrm_ clim_relax_ situ_dens_ knergy_ pnergy_ add_mean_ keep_rstrt_ data_out_ flush_ close_rstrt_ enso2date_ e_wsle64 s_wsle64 __kai_do_lio64 new_io_ errors_ .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .debug_weaknames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames .rel.debug_weaknames be::6.02:dyn_main.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4                                                                increase MAXSP  Barotropic solver memory =      Total allocated memory   =      Stable:ERROR, step       temp or velocity is bizarre    Finished at step =      <enso time> <   <Day:Month:Year> <       bytes. >       :                G @   ?                        < K$!\%/-<  $!   9-0߂  $ ߙ  hA  	g ߙ  ߓ   	` %Xߕ  f `8%`f f ߙ  f  	 %Hg<P<ߗ  $BQ8p$!\ H--  g߂  <dHX$!xߒ   x-f ߙ   %G8F@ 	 X%$ ߁  ߂  d%  dD߁  dG |d# $߁  dEXd( ߂   dF d$ ߁  d'߂  <ߙ  dC $!(-<x$"!<0-$!8 -<$"T<-$!8 (-<($"<0 -$!8-<@$"<H-$!P-<X$"X<`-$"h-(!#)p     !ȯ 	g$ $ ߙ   ߦg  	g  ߙ   	   !  (%ߙ   	g    !   !A ߐ  D8ߙ    (    ߅  
 	  ܨ ܧ ܦ ܥ     	  ߙ  ߁  ` %  	  (%ߨ C`B 8Aߙ    ߃     ߡ`8%0%  ߫ %ߪߩ  	ߥBXAPHpGhK`J 8CF E8I@ߙ   pߣp hߣh `ߣ` XߣX PߣP Hߣ @ߣH 8ߣ@ 0ߣ8 (ߣ0  ߣ( ߰  ` %  	  ߤ(A ߂  GxF`H 8B C P%ߙ    H%  "-(%  ߫xd!` % 	 ߤߡONML `C PB (A K  J I H  GPߙ  ߘ   8 0 (   0% (% ` %  	  ߢߡ8I 0H   (%ߙ  G F   % 	g`8%$ ߙ   ߈  (     !0%I  % 	ߥ     !   !   !$ : ," $      !g ߙ   	g ߙ  0%`8%ߐ  $       !   % 	ߥ (ߙ  g  _  _0 _ _   KJ(I 8ߨ ` %ߧߦ 	߅  ` %ߙ  (% ߐ      !I(F`H 8 	 8%I HJ 8%(%ߙ  F`` %߁   	d( ߙ  ` %(%߁  ߟ  gp!       !I XJ F` 	߇  KJ I H H 0%ߙ  g`(%  ߧ 	߄  `(%ߙ  ߁  !       !H G F X 	߄  I hH XG H(%ߙ  F`J 8 	` %   !   !G ߙ  F `(%ߖ   	 %ߑ  ? tD  F ? D  F `  F F ǁ F$ P ߙ  F B߁  ǀ F  ߧ`@%0%߂  * gdE )  ߐ  dD8 	  Ǥ(%  ߙ  D  ǃ FF `  ǅ F F  D  ߟ    %߂  dC xdB   . JI߁  H  $ !  G "    !Fx 	` %Fߙ  EG 	` %߄   % 	߇  JI8 %ߙ  ߐ  d d  @d d   ߧ8 ߧ  ߫ ߌ  ߪߧݍ ݌  f  P H ( f 0% g 8 	 0߅  ߙ  g   	$ ߤ$ d ߗ  g % g   	  %ߤ % 	 $ g g ߨg  % H@# 	 %$ g   g  	  %ߙ   	   !ߙ    $     !H G FE 	` %_ ECBPApFߙ   X H @ 8ߣX 0ߣP (ߣx    ߡH ߣ@ߡ8ߐ  ` %߷0߶(  X%P%߂     H%߱   @%G -F E g 	 PKJI`0%ߙ  H G8 % 	ߥEF0X% H%ߙ  G ` %ߪ 	ߨ߿8ߩXߨPߥߤxߣHߡ@NMPLpBܧ ܦ ܥ  0 (     X%   P%  ߙ  H%  XB   8 A-  _- C- @% dB` %g Pd! H 	 @JCK_I  H FxG 8   ߙ  (%  ` %  _  --  g 	d*J  I H G  (%ߙ  F`K 8 	` %   !ECFBPApHG ߙ   X P H @ 8ߣX 0ߣP (ߣx    ߡH ߡ@  ߫8ߪ0߁  ߩ(ߨ ` %' &  	% ߙ   	g   !   !gߟ  ߙ  g   	$ ߿$ g 0ߖ  g % g   	  %ߙ   	 $ g g %g   	 %$ g   g  	  %ߙ   	   !I H  Kx߱(`8%ߙ   0%߰ J` (%߶x 	 %BA_  K D C  HxG`J 8I 0 (ߙ      0% `(%   	ߤ_XK 0IG  F ExBPApH 8C  Pg  ߙ   p hߨX `ߨP X H @ 8ߡH 0ߡ@ (ߡ8  ߡ0 ߁    ` %* )  	( G @FX` %ߙ  gE 0H 8g 	ߩIXH 0(%ߙ  G`` %ߪ 	ߦߙ  $ Pߦg  	ߤ߄  ߟ  d ߉      A* @%߂  ߃  dhA ߁  ߂  dgdd% xd$ da dcp߁  dB ! D0 F5 `(%' ( Lߙ  ߉  $
 )  * HGFJ I L K M     	ߤ   !A_ KJ(ߙ     (%ߩ ߨ` %ߧ߰ 	 0%_@KHJI H 0%`(%ߙ    %   	ߧ`(%ߙ  ߟ        !I@H G F X 	ߤ   !M LIGF @K J C (B A _  Hxߙ   P H @ 8 0 (  B 8 B 0  (%  ` %ߩG` 	ߦ` %(%ߟ  P Pߙ  Q H  C ߧ `@% B8J A XF `     @H% A 8  K 0 	F`     !   !    @H%ߙ   `@%(%K 8J 0` %ߧ 	F`` %ߙ  (%ߟ    
   !K0J(H 0F`I 8 	ߧ   !   !_ @ _ _ _x _p _x _P x_p p_  8_ 0_   _X  ߿X ߿P ߿H h߿@ `߿8 X߿0 P߿( H߱ ߐ   @߿x (      K (J H  G ߙ  F E  ` % 		  ߿(ߦXߥPߤHߣ@ߢ8ߡ0 p h 0 (     _h _` _  _ x_  `_   X_  P_P @_p 8   ߿ HH hG HJ (I Exߙ  F 8  	` %߿(ߨXߧPߦxߥߤHߣ@ߢ8ߡ0 ` X P @ (       _  H_P 8_p 0IXG HH PF  ߙ  E ` %  	
 G Hߙ  F`H 8(% 	` %` %ߙ  ߟ  ߪX   *   !IXG XH `F  E BPApC  `ߪP Xߪx P Hߣ @ 8 0ߡH (ߡ@  ߡ8 ߡ0 ߢ(߁   ߢ   +  	* G X(%ߙ  F`H 8 	` %ߧX` %ߟ  ߙ   $ 0* E   !   !   !   !IXF  E BPApC  h   `ߧP Xߧx
  P Hߣ @ 8 0ߣH&   (ߣ@ "   ߣ8 ߣ0 ߣ( ߣ     ߇  $!  A(B0   #- C-dH 	d'ߢ(%` %ߙ  A(F`H 8 "- 	d'` %ߧXߙ  & 0*    !ߟ  $"   _ #DH FJ`  DP FRǫF	ZCFRF
JBH (G J I  Fx(%ߙ  F JG` % 	F ߙ  E  G 	` %B_AKH (G J I  ExF 8ߙ   ` %  	  A (K @%J  8%(%ߙ  I Fx` % 	  0%8%ߙ  ߟ  ߨ` %      !C BJIA K  E      	g` %߂  ߁  ߰ ߱( @% H%B ! ߙ   " ߁  !    "        !_ X_  P_   H_ @_ 8_P _p ߿X 0߿P (߿x  ߿H ߿@  ߡ8߿0  X%߁  P%' &  	% KJI`0%ߙ  H  G8 % 	ߥߙ  F0` % 	ߥEF0 X% H%ߙ  G ` %ߪ 	ߨ߿0ߧXߦPߥxߤHߣ@ߢߡ8 0 (     C XC  PC  HC   @C 8CP Cp   X%G P% H%ߙ  F E  @% 	` %_ _ _ _  I  H K J  ߙ  FxG 8(% 	` %߿0ߧXߦPߥxߤHߣ@ߢߡ8 0 (     C XC  PC HC @C 8CP Cp ` %  X%G P% H%ߙ  F E  @% 	   !   !I  H Kx`8%ߙ  ߰ J`ߦ( (% 	ߤxH  G APKpB ߙ    ߢp ߢh ߢ` H%0% `(%  ߪ8 	ߤJ  I H G  ߙ  F`K 8(% 	` %ߙ  0%8%߁  ߰` %! $     !I @H 8 	 (% 0%(%ߙ  I(H 8` % 	ߧKPJpG 8_ ߙ   ߿p ߿h ߿` 0%  ߩ8`(%ߨ  	ߤI H@%8%ߙ  $ J PF`(% 	` %I HJ(%ߙ  H 8` %ߧ 	ߦG HKPJpA ߙ   ߡp ߡh ߡ`0%  `(%ߩ8ߨ  	ߤF Hߙ  E`G 8 	` %ߙ  F HE` 	` %ߙ  8%@%߁  (%!    )   !I XJ `F` 	` %I XJ (%ߙ  H 8` %ߧ 	ߦG XKPJp_ ߙ   ߿p ߿h ߿`0%  `(%ߩ8ߨ  	ߤF Xߙ  E`G 8 	` %   !   !&@%߁  1 0*  &   !   ! x      8%  (%' ` % X(_0F`ߙ  --g 	g	߿` %ߙ  X(E`G 8- 	g@%& &0*    !߃  ߁  ߄  ߂  ߙ  0      !c tB  C   @    !   	   !H hG XF HE` 	` %߅   (%ߙ  $     !M L(C hB XA HJ  I H G  F`K 8     ` % 	       !   !   !(%ߙ  $     !J  I H G  F`K 8 	` %C hB XA HK  J I H  F`G 8ߙ   (% ` % 	       !   !(%ߙ  $  0   !J  I H G  F`K 8 	` %C hB XA HK  J I H  F`G 8ߙ  (% ` %  	  M L(C hB XA HJ  I H G  F`K 8ߙ      (% ` % 	    z   !   !(%ߙ  $  L   !J  I H G  F`K 8 	` %F hߙ  E`G  	` %H XG HK J  E`ߙ  F 8I  	` %I XH HA K  F`(%ߙ  G 8J ` % 	  C8B L F E I XH HM A K  G 8J ߙ   8߭ 0 (    ` %   g 	ߥJ  I H G  (%ߙ  F`K 8 	` %  *   !   !(%ߙ  $  $   !J  I H G  F`K 8 	` %F hߙ  E`G  	` %H XG HK J  E`ߙ  F 8I  	` %J  I H G  (%ߙ  F`K 8 	` %   !H XG HK Jߙ  I(F 8(% 	` %` %ߙ  (%ߟ        !I hH XG HJ 8 	F`   !Kxߙ  J`߱(`8%I  0%߰ H   (%ߡx 	   %BA_  K D C  HxG`J 8I 0 (ߙ      0% `(%   	ߤߤx_XK 0IG  F ExBPApH 8C  P  ߙ   p hߨX `ߨP X H @ 8ߡH 0ߡ@ (ߡ8  ߡ0 ߁    ` %* )  	( G @FX` %ߙ  gE 0H 8g 	ߩIXH 0(%ߙ  G`` %ߪ 	ߦ߂  ߁      !B !  A    +,B  + + "$  (   !GPJ 8ߙ  g C (%  K  g` % H%ߐ  ߃   0% 	h 0ߦD 0C hK H 0HPgI 8L   ߙ  8%   0%`(%    	g   !I HH88%0%ߙ  `(%K J   	߄  ߙ  ߁  ߃  @ f   !ߙ  $ P߰ߦ (% 	ߤ߁  ߟ  g!  % @ %  	$ $ ߲8%fF Pߖ  g%g   	  %$ 8% 0%g%g   	 %$ fF h%g 	  %ߐ   % 	   !gߡ   % %$  	$ 8%fF P% g  	  %$ ߿  8%0%%(g( 	 %%$ fF h0g0 	  % % 	   !ߙ  g  	g `8%(%ߙ  gߦ 	g  H   !   !   !߂  B !  "     +   !c D` Fc`߃  l  	Ffߙ  ߥ 	ߤF `8%(%ߙ  gߦ 	gߟ  D `    !     !   !   !ߙ  ߦ߁  $ Pߥߤ 	0   %     !ߙ   	߄    %߃  a $" ߁  ߤD  !  *  F ߁  ? b ߉      !׸(ߙ   	   !g߁  g$  8g  $ !  ߙ  g   	 %$ $ ߷f g8ߙ  8g   	 %$ %@ߦg@ 	g  ߙ    	 %ggggߙ  g 	@ߢ8ߡ   %@ %B   	$ f %HgH 	  %ߡ@8%  0%%PgP 	g $$ $ g %XgX 	  % % 	   !ߣ ߡ8g `% @ %!   	$   8%f ߷H%`g` 	  %8%g%hgh 	 %@8%g %pgp 	  %8%g%xgx 	 %@8%g %g 	  %8%߶Pg%g 	 %ߵX%ߴ`@8%g ߳hg߲p 	  %߱x %߰ 	   !ߙ    (% 	g ߿0ߡ߼%   %                                                                                                                                                                                                                                                                                                                                                                                  ,             -             .             /                                                  $   	          (   0          ,   1          0   2          4   3          8   4          <   5          @   6          D   7          H   8          L   9          P   :          T   ;          X   <          \   =          `   >          d   ?          h   @          l   A          p   C          t   E          x   F          |   G             H                                       G                                                    I             J             K             L             M             N             O             P             Q                                       G                                                    R             S             T             U             V             W             X             Y             Z             [             \            ]            ^            _            `            a            b            c             b         $   c         (   b         ,   c         0   E         4   F         8   e         <   f         @   g         D   J         H   K         L   h         P   L         T   M         X   N         \   P         `   R         d   i         h   O         l   j         p   k         t   l         x   m         |   n            l            o            p            m            n            l            o            m            o            q            r            O            s            O            s            r            O            t            u            v            w            x            O            t            u            x            y            z            R            S            T            U             V            {            |                        W                                              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                 4   (                 D                    P                    \                    T                    l                    |   	                                        0                                        1                    &                    2                    )                 x   3                                        4                    5                                        6                    7                    &                 T   8                 `   9                 l                       :                    !                    ;                    !                 $   <                 0   &                 <   =                 H                    L   &                 p   !                    >                    !                    ?                                        !                    @                    A                    !                                      T   C                 \                    x                                           E                                        )                                     D   F                 X   G                 h   #                 |   H                                                                                                 	$                    	                    	   I                 	   J                 
$                    
<                    
   K                 
   L                 ,   M                    N                    O                 ,   P                 |                       Q                                                                                 G                 D                    d   R                    S                    T                 \                       U                    V                    W                    *                    !                                        (                    &                    )                    !                 H   (                 t   X                 x   $                    Y                    Z                 0   [                 4                       \                                        ]                 \   ^                    _                                     \                       `                 T   a                    b                    c                    b                                                            c                                        b                                        c                    b                                      \   E                 x   F                    e                    f                    g                                     X                     \   *                 x   J                    (                                     4   K                 L   h                 p   L                    M                 L   N                    P                    R                 @   i                    O                    j                    #                    k                    l                 L   m                 t   n                    l                    o                    p                     m                                     @   n                 h   l                    o                                        m                 <   o                 p                     t                    x                    |   (                    q                                        r                 D   O                    s                    O                    s                 `   r                    O                    t                    u                     v                  d   w                     x                     O                 !   t                 !0   u                 !X   x                 !   y                 !   z                 !                    !   R                 "4   S                 "   T                 "                    #   U                 #,   V                 #D   (                 #L   !                 #   {                 #   )                 #                    #   |                 $0                    $D                    $H   }                 $L   (                 $P   (                 $\   W                 $x                    $                    $                    %                    %   8                 %                    %                     &                     &(   ~                 &D                    &X                    &   W                 &                    &                    &                    &   (                 &                    &                    &                    '                    '                     '<                    'd                    '                    '                    )l   	                  D            h                        P            \            D            `                                    	4            	`            	|                                    0                        $            $            %            %            '0            '@            'l            '            (             (,            (            (            )<            )x                         (        
T
d                        /home/naomi/work/LOAM/NEW/dyn_main.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O2 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_main.f -fB,/usr/tmp/ctmB.BAAa000cL          MAIN_ _MAIN n              )       (                x 
    /home/naomi/work/LOAM/NEW  dyn_main.f 침ocomm_para.h Ӊcomm_new.h أcomm_data.h Ú  	        	(<NLT1&=% L L@((	}
|*!$$40hY((`4=8 L<]<4<EA1y94u(Q%0	!DH)X,M4((Lp<XE888H$9$8H$ (P,=0<@,<@,8@T48 44XT(8 40(=1hi45Ht8D,"	e)!5)"4D  %B  . <?  . ?@
@           @	@                                    ) C	AA E@%B%C%H%B%C%G%C%D%N%%	!	B	@8             8                                    )                       (                      _MAIN                (                      MAIN_                              0             8             
                                                                
                           
             
                                                                                                  @                              	                        8      h                                                                                                         M       A                          $                               8                          *                                                        1                                                         9                                                        A       0                       (                         G                              )                         Mp  !                     @t         
                      _   	                      C(      
                       u                         M            
                    	                      d            
                 p                      f       @                          p                        f                                p                        g                                p                        i       .                          p                       i                                 p                        j       @                          p                        j       0                          p                        k       0                             	                      kH                                	                      kX                                 	                      kx       P                      ,   	                      k                              ?   	                      k                             S   	                      k                           dyn_mem.f/      839601406   1572  1572  100444  11254     `
#if (defined (INT8) || defined (ALL8))
#define NB_INTW 8
#else
#define NB_INTW 4
#endif

#if (defined (REA8) || defined (ALL8))
#define NB_REAW 8
#else
#define NB_REAW 4
#endif

#if (defined (DBL16) || defined (CRAY))
#define NB_DBLW  16
#else
#define NB_DBLW  8
#endif

c-----------------------------------------------------
      subroutine mem_alloc (p_tr, msize, key, object)
c-----------------------------------------------------
      character*(*) object
      common /all_loc/ memory_used
      byte      bte(1)
      integer   int(1)
      real      flt(1)
      double precision dbl(1)
      pointer (p_tr, tr), (p_flt, flt), (p_int, int), 
     *        (p_bte, bte), (p_dbl, dbl)

      if (msize .le. 0) 
     *     call perror1('mem_alloc: Wrong allocation request...Stop!',1)

      if      (key .eq. 0) then    !! 1-byte allocation
         mem_request = msize
      else if (key .eq. 1) then    !! INTEGER allocation
         mem_request = msize * NB_INTW
      else if (key .eq. 2) then    !! REAL allocation
         mem_request = msize * NB_REAW
      else if (key .eq. 3) then    !! DOUBLE allocation
         mem_request = msize * NB_DBLW
      endif

      p_tr = malloc(mem_request)

      if (p_tr .eq. 0) then
         write (6, *) 'mem_alloc: Out of memory for <', object, '> !!!'
         stop
      endif

      if      (key .eq. 0) then    !! 1-byte allocation
         p_bte = p_tr
         do i = 1, msize
            bte(i) = char(0)
         enddo
      else if (key .eq. 1) then    !! INTEGER allocation
         p_int = p_tr
         do i = 1, msize
            int(i) = 0
         enddo
      else if (key .eq. 2) then    !! REAL allocation
         p_flt = p_tr
c         x = sqrt(-1.)
         do i = 1, msize
            flt(i) = 0.
c            flt(i) = x
c            flt(i) = -987654321.
         enddo
      else if (key .eq. 3) then    !! DOUBLE allocation
         p_dbl = p_tr
         do i = 1, msize
            dbl(i) = 0d0
         enddo
      endif

      memory_used = memory_used + mem_request
c      write(91,*)object,p_tr,msize,mem_request,memory_used

      return
      end

c-------------------------------------------
      subroutine mem_free (p_tr, msize, key)
c-------------------------------------------
      pointer (p_tr, tr)
      common /all_loc/ memory_used

      if (p_tr .eq. 0) then
         write (6, *) 'mem_free: Invalid pointer...Stop!'
         stop
      endif

      call free(p_tr)
      
      if      (key .eq. 0) then    !! 1-byte allocation
         mem_request = msize
      else if (key .eq. 1) then    !! INTERGER allocation
         mem_request = msize * NB_INTW
      else if (key .eq. 2) then    !! REAL allocation
         mem_request = msize * NB_REAW
      else if (key .eq. 3) then    !! DOUBLE allocation
         mem_request = msize * NB_DBLW
      endif
      
      memory_used = memory_used - mem_request
c      write(91,*)'mem_free',p_tr,msize,mem_request,memory_used

      return
      end

c-----------------------------------------------------------
      subroutine mem_realloc (p_old, mold, mnew, mcopy, key)
c-----------------------------------------------------------
      common /all_loc/ memory_used
      byte      b1(1), b2(1)
      integer   i1(1), i2(1)
      real      f1(1), f2(1)
      double precision d1(1), d2(1)
      pointer (p_b1, b1), (p_i1, i1), (p_f1, f1), (p_d1, d1),
     *        (p_b2, b2), (p_i2, i2), (p_f2, f2), (p_d2, d2), 
     *        (p_new, new), (p_old, old)
      
      mmin = min(mold, mnew)
      if (mmin .le. 0)
     *     call perror1('mem_realloc: Wrong rallocation request...Stop!',1)

      if      (key .eq. 0) then    !! 1-byte allocation
         mem_request_new = mnew
         mem_request_old = mold
      else if (key .eq. 1) then    !! INTERGER allocation
         mem_request_new = mnew * NB_INTW
         mem_request_old = mold * NB_INTW
      else if (key .eq. 2) then    !! REAL allocation
         mem_request_new = mnew * NB_REAW
         mem_request_old = mold * NB_REAW
      else if (key .eq. 3) then    !! DOUBLE allocation
         mem_request_new = mnew * NB_DBLW
         mem_request_old = mold * NB_DBLW
      endif

      p_new = malloc(mem_request_new)

      mmin = min(mmin, mcopy)

      if      (key .eq. 0) then !! 1-byte allocation
         p_b1 = p_new
         p_b2 = p_old
         do i = 1, mmin
            b1(i) = b2(i)
         enddo
      else if (key .eq. 1) then !! INTERGER allocation
         p_i1 = p_new
         p_i2 = p_old
         do i = 1, mmin
            i1(i) = i2(i)
         enddo
      else if (key .eq. 2) then !! REAL allocation
         p_f1 = p_new
         p_f2 = p_old
         do i = 1, mmin
            f1(i) = f2(i)
         enddo
      else if (key .eq. 3) then !! DOUBLE allocation
         p_d1 = p_new
         p_d2 = p_old
         do i = 1, mmin
            d1(i) = d2(i)
         enddo
      endif

      call free(p_old)
      p_old = p_new
         
      memory_used = memory_used + mem_request_new - mem_request_old
c      write(91,*)'mem_realloc',p_new,mem_request_new,mem_request_old,memory_used
         
      return
      end

c---------------------------------------------------
      function mem_get ()
c---------------------------------------------------
      common /all_loc/ memory_used
      mem_get = memory_used
      return
      end

c-------------------------------------------------
      subroutine model_memory (nx, ny, nz, npt)   
c-------------------------------------------------
      include 'comm_new.h'
      include 'comm_data.h'
      include 'comm_pbl.h'
 
      nptz = npt * nz
      mptz = npt * max(4,nz)
      nxy  = nx*ny
 
      call mem_alloc (p_u,  mptz, 2, 'u')
      call mem_alloc (p_uc, nptz, 2, 'uc')
      call mem_alloc (p_fu, nptz, 2, 'fu')
      call mem_alloc (p_um, nptz, 2, 'um')
 
      call mem_alloc (p_v,  mptz, 2, 'v')
      call mem_alloc (p_vc, nptz, 2, 'vc')
      call mem_alloc (p_fv, nptz, 2, 'fv')
      call mem_alloc (p_vm, nptz, 2, 'vm')
 
      call mem_alloc (p_w,  nptz, 2, 'w')
      call mem_alloc (p_wm, nptz, 2, 'wm')

      call mem_alloc (p_h,   nptz, 2, 'h')
      call mem_alloc (p_fh,  nptz, 2, 'fh')
      call mem_alloc (p_fhd, nptz, 2, 'fhd')
      call mem_alloc (p_hm,  nptz, 2, 'hm')

      call mem_alloc (p_pgfx, nptz, 2, 'pgf_x')
      call mem_alloc (p_pgfy, nptz, 2, 'pgf_y')
      call mem_alloc (p_corx, nptz, 2, 'cor_x')
      call mem_alloc (p_cory, nptz, 2, 'cor_y')
      call mem_alloc (p_xnl, nptz, 2, 'nonlin_x')
      call mem_alloc (p_ynl, nptz, 2, 'nonlin_y')

#ifdef dump_all
      call mem_alloc (p_vertx, nptz, 2, 'vert_x')
      call mem_alloc (p_verty, nptz, 2, 'vert_y')
      call mem_alloc (p_rhsx, nptz, 2, 'rhs_x')
      call mem_alloc (p_rhsy, nptz, 2, 'rhs_y')
      call mem_alloc (p_crhsx, nptz, 2, 'crhs_x')
      call mem_alloc (p_crhsy, nptz, 2, 'crhs_y')
#endif
 
      call mem_alloc (p_t,  nptz, 2, 'tem')
      call mem_alloc (p_ft, nptz, 2, 'ftem')
      call mem_alloc (p_tp, mptz, 2, 'tp')
      call mem_alloc (p_tm, nptz, 2, 'tm')

      call mem_alloc (p_convn, nptz, 2, 'convn')

      call mem_alloc (p_dens,  nptz, 2, 'dens')
      call mem_alloc (p_densm, nptz, 2, 'densm')
      call mem_alloc (p_dclim, nptz, 2, 'dclim')
      call mem_alloc (p_hclim, 2*nptz, 2, 'hclim')
      call mem_alloc (p_tclim, 2*nptz, 2, 'tclim')

      if (icl_psi.gt.0) then
          call mem_alloc (p_pclim, 2*npt, 2, 'pclim')
      endif

      if (use_salt) then
         call mem_alloc (p_sal,  nptz, 2, 'sal')
         call mem_alloc (p_fsal, nptz, 2, 'fsal')
         call mem_alloc (p_salm, nptz, 2, 'salm')
         call mem_alloc (p_sss,  3*npt,  2, 'sss')
         call mem_alloc (p_ep,   3*npt,  2, 'ep')
         call mem_alloc (p_sclim, 2*nptz, 2, 'sclim')
      endif

c  2D---------------------------------------------
      if (use_trac) then
         call mem_alloc (p_tr,  nptz*ntrac, 2, 'tr')
         call mem_alloc (p_ftr, nptz*ntrac, 2, 'ftr')
         call mem_alloc (p_trm, nptz*ntrac, 2, 'trm')
      endif

      call mem_alloc (p_sponge,  npt, 2, 'sponge')
      call mem_alloc (p_relax,  npt, 2, 'relax')

      call mem_alloc (p_f,    npt, 2, 'f')
      call mem_alloc (p_emx,  npt, 2, 'emx')
      call mem_alloc (p_emy,  npt, 2, 'emy')
      call mem_alloc (p_emxy, npt, 2, 'emxy')
      call mem_alloc (p_emx2, npt, 2, 'emx2')
      call mem_alloc (p_emy2, npt, 2, 'emy2')
 
      call mem_alloc (p_taux, npt, 2, 'taux')
      call mem_alloc (p_tauy, npt, 2, 'tauy')
      call mem_alloc (p_area, npt, 2, 'area')
 

      call mem_alloc (p_q,  npt,   2, 'q')
      call mem_alloc (p_qr, npt,   2, 'qr')
      call mem_alloc (p_qb, 5*npt, 2, 'qb')
      call mem_alloc (p_wnd, 3*npt, 2, 'wnd')

      call mem_alloc (p_sst,  3*npt, 2, 'sst')
      call mem_alloc (p_cld,  3*npt, 2, 'cld')
      call mem_alloc (p_solr, 3*npt, 2, 'solr')
      call mem_alloc (p_dtx,  2*npt, 2, 'dtx')
      call mem_alloc (p_dty,  2*npt, 2, 'dty')
 
      call mem_alloc (p_dept, npt, 2, 'dept')

      call mem_alloc (p_ubar, npt, 2, 'ubar')
      call mem_alloc (p_vbar, npt, 2, 'vbar')

      call mem_alloc (p_uforc, npt, 2, 'uforc')
      call mem_alloc (p_vforc, npt, 2, 'vforc')
      
      call mem_alloc (p_psi,  npt, 2, 'psi')
      call mem_alloc (p_zfu,  npt, 2, 'zfu')
      call mem_alloc (p_zfv,  npt, 2, 'zfv')
      call mem_alloc (p_bdiv, npt, 2, 'bdiv')

      call mem_alloc (p_xm, nx, 2, 'x') 
      call mem_alloc (p_ym, ny, 2, 'y') 
      call mem_alloc (p_xp, nx, 2, 'xp') 
      call mem_alloc (p_yp, ny, 2, 'yp')

      call mem_alloc (p_hsave, nz+1, 2, 'hsave')

      call mem_alloc (p_isk, npt*nz, 1, 'isk')
      call mem_alloc (p_iyk, npt*nz, 1, 'iyk')
      call mem_alloc (p_isxk, npt*nz, 1, 'isyk')
      call mem_alloc (p_isyk, npt*nz, 1, 'isyk')
      call mem_alloc (p_nzi, npt, 1, 'nzi')
      call mem_alloc (p_nzi_b, npt, 1, 'nzi_b')

      if (initq .eq. 8) then
         call mem_alloc (p_wnsp,  2*npt, 2, 'wnsp')         
         call mem_alloc (p_uwnd,  2*npt, 2, 'uwnd')         
         call mem_alloc (p_vwnd,  2*npt, 2, 'vwnd')         
         call mem_alloc (p_ahum,  3*nxy, 2, 'ahum')         
         call mem_alloc (p_atem,  3*nxy, 2, 'atem')         
         call mem_alloc (p_amhum,   nxy, 2, 'amhum')         
         call mem_alloc (p_amth,    nxy, 2, 'amth')         
      endif

      call mem_alloc (p_wint, nz*ny, 2, 'zonal ave w')
      call mem_alloc (p_psiw, (nz+1)*ny, 2, 'meridional sf')

      return
      end

c--------------------------------------
      subroutine datagrid_memory (tmp)
c--------------------------------------
      dimension tmp(1)
      include 'comm_new.h'
      include 'comm_data.h'
 
      call mem_alloc (p_xd, mxp, 2, 'xd')
      do i = 1, mxp
         xd(i) = tmp(i)
      enddo

      call mem_alloc (p_yd, myp, 2, 'yd')
      do i = 1, myp
         yd(i) = tmp(mxp+i)
      enddo

c.....shift SEGMENTS array to begining of tmp
      do i = 1, mseg
         tmp(i) = tmp(mxp+myp+i)
      enddo

      call mem_alloc (p_ixd,  mxp*myp, 1, 'ixd')
      call mem_alloc (p_im2d, npt2, 1, 'im2d')
      call mem_alloc (p_blcf, 4*npt2, 2, 'blcf')
      
      idatgr = 1
      
      return
      end
dyn_new.f/      839856827   1572  1572  100444  44956     `
c$Source: /usr/our/senya/work/model/MC_PG/senq/RCS/dyn_new.f,v $
c$Author: senya $
c$Revision: 0.4 $
c$Date: 94/01/24 11:04:47 $
c$State: Exp $
c     idig.f / "uphi" - model/
c--------------------------------------
      function idig(xxxxx, n)
      integer xxxxx, n, res
      integer idig
c
      res = xxxxx
      if (n .gt. 1) res = xxxxx / 10**(n-1)
      idig = mod (res, 10)

      return
      end

      function mlen (string)
c---------------------------
      character*(*) string
      integer mlen
      data LMAX /80/

      k = 1

      do while (
     *     k .le. LMAX            .and.
     *     int(string(k:k)) .ge. 33 .and.
     *     int(string(k:k)) .le. 126)
         k = k + 1
      enddo
      
      mlen = k-1
      return
      end

c     ------------------------------------------------------------------
      subroutine inout (ioin)
c     ------------------------------------------------------------------
c     unix routine for opening the input parameter file and the output
c     logfil from the command line arguments.

      include 'comm_new.h'
      character*80 arg
      
      narg = iargc()

      i  = 0
      in = 0
      do while (i .lt. narg)
         i = i + 1
         call getarg (i, arg)
         if (arg .eq. '-h' .or. arg .eq. '-help') then
            goto 100
         elseif (arg .eq. '-i') then
            i = i + 1
            call getarg (i, finp)
            open (unit = ioin, file = finp)
            fout = finp(1:mlen(finp))//'.log'
            fcpu = finp(1:mlen(finp))//'.cpu'
            ftios = '.tios\0'
            in = 1
         elseif (arg .eq. '-o') then
            i = i + 1
            call getarg (i, fout)
         elseif (arg .eq. '-t') then
            i = i + 1
            call getarg (i, ftios)
         elseif (arg .eq. '-d') then
            i = i + 1
            call getarg (i, fbi)
            n_in = mlen(fbi)
            call dump_rstrt
            stop
         endif
      enddo

      if (in .eq. 0) goto 100

      open (unit = iout, file = fout)
      goto 200

  100 call getarg (0, arg)
      write (6, *) 
     *     'usage: '//arg(1:mlen(arg))//' [-i file][-t ftios][-d file]'
      write (6,*) 'where: -i file - for model control <file>'
      write (6,*) '       -t file - for tios control <file> (deflt:<.tios>)'
      write (6,*) '       -d file - make a dump of data/restart <file>'
      stop

  200 return
      end

c     ------------------------------------------------------------------
      subroutine ddiv (npt,nzi,uc,vc,emx,emy,emxy,w,fhd,lxxk,lyyk,lxyk,lyxk,
     *       snxk,snyk,isyk,isk,tp,mbc,lpbcwk,lpbcek,h,bdiv)
csenq ------------------------------------------------------------------
c     compute the divergence (fhd) for all layers and put the Sum in w(1,nz).
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'

      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +            ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)
      common /coords/ alat,blat,rlat,alon,blon,nsx,nsy,mgrid,z_begin,nsig,nystrch

      dimension lxxk(MXBDY,nz),lyyk(MXBDY,nz),lxyk(MAXNB,nz),lyxk(MAXNB,nz),
     *     snxk(MAXNB,nz),snyk(MAXNB,nz),isyk(npt,nz),isk(npt,nz),
     *     lpbcwk(MAXSID,nz),lpbcek(MAXSID,nz)
      dimension uc(npt,nz),vc(npt,nz),emx(npt),emy(npt),emxy(npt),w(npt,nz),
     *     fhd(npt,nz), tp(npt,4),h(npt,nz), bdiv(npt), nzi(npt)
c
c     set boundary condition flag based on whether interior corners are
c     treated as boundaries.  see bcset and dfdx.
c
      nbu = 0
      nbv = 0
      if(mbc.eq.1 .or. mbc.eq.4) nbu = 1
      if(mbc.eq.1 .or. mbc.eq.3) nbv = 1


c........compute d(hv)/dy & d(hu)/dx..
      nxk = nbxk(1)
      nyk = nbyk(1)
      nck = ncsk(1)
      npbk = npbck(1)
      call dfdx1(uc,tp(1,3),npt,nbu,nxk,nyk,nck,lxxk,lyxk,
     *     snxk,npbk,lpbcwk,lpbcek)
      call dfdy1(vc,tp(1,4),npt,nbv,nyk,nxk,nck,
     *     lyyk,lxyk,snyk,isyk)

      if (mgrid .ne. 2) then
         do i = 1, npt
            fhd(i,1) = emx(i)*tp(i,3) + emy(i)*tp(i,4)
         enddo
      else
         do i = 1, npt
            fhd(i,1) = emx(i)*tp(i,3) + emy(i)*tp(i,4) + emxy(i)*vc(i,1)
         enddo
      endif
      
      do k = 2, nz
         npk = nptk(k)
c........mud points have zero transport:
         call zero_em (npt, tp)
         call zero_em (npt, tp(1,2))
         do j = 1, npk
            i = isk(j,k)
            tp(i,1) = uc(i,k)
            tp(i,2) = vc(i,k)
         enddo
         call dfdx1(tp,tp(1,3),npt,nbu,nxk,nyk,nck,lxxk,lyxk,
     *       snxk,npbk,lpbcwk,lpbcek)
         call dfdy1(tp(1,2),tp(1,4),npt,nbv,nyk,nxk,nck,
     *        lyyk,lxyk,snyk,isyk)

c........now multiply by the appropriate scale factors to find divergence.
c........div(u) = (1/mx)*(du/dx) + (1/my)*(dv/dy) + myx*u + mxy*v
c........we also accumulate the sum of layer divergences in w(nz)
         if (mgrid .ne. 2) then
            do i = 1, npt
               fhd(i,k) = emx(i)*tp(i,3) + emy(i)*tp(i,4)
            enddo
         else
            do i = 1, npt
               fhd(i,k) = emx(i)*tp(i,3) + emy(i)*tp(i,4) + 
     *                    emxy(i)*tp(i,2) 
            enddo
         endif
      enddo

      do i = 1, npt
         mz = nzi(i)
         fhd(i,1) = fhd(i,1) - h(i,1)*bdiv(i)
         w(i,1) = fhd(i,1)
         do k = 2, mz
            fhd(i,k) = fhd(i,k) - h(i,k)*bdiv(i)
            w(i,k) = w(i,k-1) + fhd(i,k)
         enddo
      enddo

      do k = 1, nz
         do i = 1, npt
            w(i,k) = 0.
         enddo
      enddo
      
      return
      end

c     ----------------------------------------------------------
      subroutine wtop (npt, w, fhd, fh, h, ncyc, istep, dnt)
c     ----------------------------------------------------------
      include 'comm_new.h'
c.....subroutine to set W at first interface.
      dimension fhd(1), w(1), fh(1), h(1)

      if (imix .eq. 4) then

         if     (mix_wtop .eq. 1) then 
            do i = 1, npt
               w(i) = 0.
            enddo

         elseif (mix_wtop .eq. 2) then

            binv1  = real(ncyc-istep)/dnt
            do i = 1, npt
               
               dmin = fh(i) + binv1 * (h(i) - hmax_mix)
               dmax = fh(i) + binv1 * (h(i) - hmin_mix)
               divw = fhd(i)
               divw = amin1(divw, dmax)
               divw = amax1(divw, dmin)
               
               w(i) = fhd(i) - divw
            enddo
         endif

      else

         if     (iv_top .eq. 1) then
            do i = 1, npt
               w(i) = fhd(i)
            enddo

         elseif (iv_top.eq.3) then
            do i = 1, npt
               w(i) = 0.
            enddo
         endif
         
      endif

      return
      end

c     ------------------------------------------------------------------
      subroutine dwcal (npt, nz, nsig, nzi, w, fhd, sigma)
c     ------------------------------------------------------------------
c.....find w(k+1/2) at each intermideate sigma-layer interface 
c.....uses sum of div() from w(nz)
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      dimension w(npt,nz),fhd(npt,nz),sigma(nz),nzi(npt)

      do i = 1, npt
         win =  - fhd(i,1) + w(i,1)
         do k = 2, nzi(i) - 1
            w(i,k) = w(i,k-1) + fhd(i,k) - 1.5*(sigma(k)+sigma(k+1))*win
         enddo
c to check that w(k=last) = 0.
c         k = nzi(i)
c         w(i,k) = w(i,k-1) + fhd(i,k) - 1.5*sigma(k)*win
      enddo

      return
      end

c     ------------------------------------------------------------------
      subroutine vertu (npt,nz,nsig,nzi,nzi_b,bint,taux,tauy,u,v,w,h,
     *                  fu,fv,fh,vertx,verty,zfu,zfv)
c-----------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension bint(1), taux(npt), tauy(npt), u(npt,nz),v(npt,nz), 
     *          w(npt,nz), h(npt,nz), fu(npt,nz), fv(npt,nz), nzi(npt)
     *     , zfu(npt), zfv(npt), nzi_b(npt), fh(npt,nz)
#ifdef dump_all
     *     , vertx(npt,nz), verty(npt,nz)
#endif
      
c.....surface layer:
#ifdef dump_all
      do i = 1, npt
         do k = 1, nz
            vertx(i,k) = 0.
            verty(i,k) = 0.
         enddo
      enddo
#endif

      do i = 1, npt
         fu(i,1) = fu(i,1) + taux(i)
         fv(i,1) = fv(i,1) + tauy(i)
      enddo

      do k = 1, nsig
         k1 = k + 1
         do i = 1, npt
            w_add = w(i,k)
            fh(i,k)  = fh(i,k)  + w_add
            fh(i,k1) = fh(i,k1) - w_add
         enddo
      enddo

c.....going by layer interfaces:
        
      do i = 1, npt
         mz = nzi(i)
         dz = h(i,1)
         do k = 1, mz - 1
            b2 = bint(k)
            k1 = k + 1
            dz = 2.*h(i,k) - dz
            h_ave = b2/dz
            u_ave = 0.5*(u(i,k) + u(i,k1))
            v_ave = 0.5*(v(i,k) + v(i,k1))
            
            w_add = w(i,k)
            u_add = h_ave*(u(i,k1) - u(i,k)) + w_add*u_ave
            v_add = h_ave*(v(i,k1) - v(i,k)) + w_add*v_ave

            fu(i,k)  = fu(i,k)  + u_add
            fu(i,k1) = fu(i,k1) - u_add

            fv(i,k)  = fv(i,k)  + v_add
            fv(i,k1) = fv(i,k1) - v_add

            if (k.eq.nzi_b(i)) then
               zfu(i) = zfu(i) + u_add
               zfv(i) = zfv(i) + v_add
            endif
#ifdef dump_all
            vertx(i,k) = vertx(i,k) + u_add
            vertx(i,k1) = vertx(i,k1) + -u_add
            verty(i,k) = verty(i,k) + v_add
            verty(i,k1) = verty(i,k1) - v_add
#endif
         enddo
      enddo

      return
      end
      
      subroutine vertt (npt,nz,nzi,cint,q,qr,w,h,t,ft)
c----------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      dimension cint(nz),q(npt),qr(npt),w(npt,nz),h(npt,nz),
     *          t(npt,nz),ft(npt,nz),tp(1)
      dimension nzi(npt)
      parameter (H_ATT1 = -1./17.)

      do i = 1, npt
         ft(i,1) = ft(i,1) + q(i) + qr(i)

         dz = h(i,1)
         do k = 1, nzi(i) - 1
            dz = 2.*h(i,k) - dz
            k1 = k + 1
            c2 = cint(k)
            tk  = t(i,k)
            tk1 = t(i,k1)
            h_ave = c2/dz
            t_ave = 0.5*(tk + tk1)
            t_add = h_ave*(tk1 - tk) + w(i,k)*t_ave
            
            ft(i,k)  = ft(i,k)  + t_add 
            ft(i,k1) = ft(i,k1) - t_add 
         enddo

      enddo

      if (isolrp .eq. 1) then
c.....add penetrating solar radiation:
         do i = 1, npt
            z = 0.
            do k = 1, nzi(i) - 1
               k1 = k + 1
               z = z + h(i,k)
               t_add = qr(i)*exp(H_ATT1*z)
               
               ft(i,k)  = ft(i,k)  - t_add 
               ft(i,k1) = ft(i,k1) + t_add 
            enddo
         enddo
      endif

      return
      end

      subroutine vertts (npt,nz,nzi,cint,q,qr,ep,w,h,t,ft,s,fs)
c-------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      dimension cint(nz), q(npt), qr(npt), ep(npt), w(npt,nz), h(npt,nz), 
     *     t(npt,nz), ft(npt,nz), s(npt,nz), fs(npt,nz), tp(1)
      dimension nzi(npt)
      parameter (H_ATT1 = -1./17.)

      do i = 1, npt
         ft(i,1) = ft(i,1) + q(i) + qr(i)
         fs(i,1) = fs(i,1) + ep(i) 

         dz = h(i,1)
         do k = 1, nzi(i) - 1
            dz = 2.*h(i,k) - dz
            k1 = k + 1
            c2 = cint(k)

            h_ave = c2/dz
            tk  = t(i,k)
            tk1 = t(i,k1)
            t_ave = 0.5*(tk + tk1)
            sk  = s(i,k)
            sk1 = s(i,k1)
            s_ave = 0.5*(sk + sk1)

            wik = w(i,k)
            t_add = h_ave*(tk1 - tk) + wik*t_ave
            s_add = h_ave*(sk1 - sk) + wik*s_ave
            
            ft(i,k)  = ft(i,k)  + t_add 
            ft(i,k1) = ft(i,k1) - t_add 
            fs(i,k)  = fs(i,k)  + s_add 
            fs(i,k1) = fs(i,k1) - s_add 
         enddo
      enddo

      if (isolrp .eq. 1) then
c.....add the penetrating solar radiation:
         do i = 1, npt
            z = 0.
            do k = 1, nzi(i) - 1
               k1 = k + 1
               z = z + h(i,k)
               t_add = qr(i)*exp(H_ATT1*z)
               
               ft(i,k)  = ft(i,k)  - t_add 
               ft(i,k1) = ft(i,k1) + t_add 
            enddo
         enddo
      endif

      return
      end

      subroutine verttr (npt,nz,nzi,cint,w,h,tr,ftr)
c-------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      dimension cint(nz), w(npt,nz), h(npt,nz), tr(npt,nz,1), ftr(npt,nz,1)
      dimension nzi(npt)
      parameter (H_ATT1 = -1./17.)

      do i = 1, npt
         dz = h(i,1)
         do k = 1, nzi(i) - 1
            dz = 2.*h(i,k) - dz
            k1 = k + 1
            c2 = cint(k)/2.
            
            h_ave = c2/dz
            wik = w(i,k)/2.
            do n = 1, ntrac
               trk  = tr(i,k,n)
               trk1 = tr(i,k1,n)
               
               tr_ave = trk + trk1
               tr_add = h_ave*(trk1 - trk) + wik*tr_ave
               
               ftr(i,k,n)  = ftr(i,k,n)  + tr_add 
               ftr(i,k1,n) = ftr(i,k1,n) - tr_add 
            enddo
         enddo
      enddo
      
      return
      end

      subroutine enso2date (enso, id, im, iy)
c----------------------------------------------------
#define LEAP_YEAR(y) (mod(y,4) .eq. 0)
      integer*2 norm(12)
      data norm /31, 28, 31, 30, 31, 30, 31, 31, 30, 31, 30, 31/

      iy = 1960 + jint(enso/12.)

      res = enso - (iy - 1960.)*12.
      im = jint(res) + 1

      if (im .eq. 2 .and. LEAP_YEAR(iy) ) then
         id = 1 + int(29 * (res - int(res)))
      else
         id = 1 + int(norm(im) * (res - int(res)))
      endif

      return
      end

      function date2enso (id, im, iy)
c--------------------------------------
#define LEAP_YEAR(y) (mod(y,4) .eq. 0)
      integer*2 norm(12)
      data norm /31, 28, 31, 30, 31, 30, 31, 31, 30, 31, 30, 31/

      if (im .eq. 2 .and. LEAP_YEAR(iy) ) then
         date2enso = (iy - 1960.) * 12. + 1. + real((id-1))/29.  
      else
         date2enso = (iy - 1960.) * 12. + real(im-1) + real((id-1))/norm(im) 
      endif

      return
      end

      subroutine DayOfYear(enso, idoy, idiy)
c------------------------------------------------
#define LEAP_YEAR(y) (mod(y,4) .eq. 0)
      integer*2 norm(12)
      data norm /0, 31, 59, 90,120,151,181,212,243,273,304,334/

      call enso2date(enso, id, im, iy)

      if (LEAP_YEAR(iy)) then
         idiy = 366
      else
         idiy = 365
      endif

      if (im .gt. 2 .and. LEAP_YEAR(iy) ) then
         idoy = norm(im) + id + 1
      else
         idoy = norm(im) + id 
      endif

      return
      end

      subroutine enso2res (renso, id, im, iy)
c----------------------------------------------------
#define LEAP_YEAR(y) (mod(y,4) .eq. 0)
      integer*2 norm(12)
      data norm /31, 28, 31, 30, 31, 30, 31, 31, 30, 31, 30, 31/

      iy = jint(renso/12.)

      res = renso - real(12*iy)
      im = jint(res)
      
      res = abs(res - real(im))
      id = jint(res*norm(im+1))

      return
      end

c     ------------------------------------------------------------------
      subroutine knergy(npt,nz,nptk,isk,area,basin,h,u,v,en)
c     ------------------------------------------------------------------
c     subroutine to compute the kinetic energy
c
c     the kinetic energy is given by
c       k.e. = sum < 1/2 h(k)*u(k)^2 >.
c
c     en(1,k) = (output) kinetic energy for layer k.
c     en(2,k) = not used

c     note: area(i) = .5*dx*dy
c     note: basin = sum(area)  (i.e., half the surface area)
c
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      dimension u(npt,1),v(npt,1),h(npt,1),area(1),en(npten,1),
     *          nptk(1),isk(npt,1)

c........Compute the Kinetic Energy, each layer and total

      eksum = 0.0
      do k = 1, nz
         ek = 0.0
         do j = 1, nptk(k)
            i = isk(j,k)
            uu = u(i,k)
            vv = v(i,k)
            ek = ek + area(i) * h(i,k) * (uu*uu + vv*vv)
         enddo

         en(1,k)= 0.5 * ek / basin
         eksum = eksum + en(1,k)
      enddo

      en(1,nz+1) = eksum

      return
      end

c     ------------------------------------------------------------------
      subroutine pnergy (ifrst,npt,nptk,nz,isk,h,area,t,dens,w,basin,en,tp)
c     ------------------------------------------------------------------
c     subroutine to compute the potential energy, the heat content,
c     and the temperature variance and total mass.
c     en(k,3) = (output) Potential Energy for layer k.
c     en(k,4) = (output) Heat Content for layer k.
c     en(k,5) = (output) Mass Content for layer k.
c     en(k,6) = (output) Volume for layer k.
c       p.e. = sum <h(k)b(k)(sum h(j)+h(k)/2)> - 1/2 g <z(t)**2>,
c                                      b(k) = alpha*g*(t(k)-t(b))
c       Heat Content         = sum <h(k)*b(k)>
c       Mass Content         = sum <h(k)*dens(k)>
c       Volume               = sum <h(k)>
c
      include 'comm_para.h'
      include 'comm_new.h'

      logical ifrst
      dimension h(npt,1),area(1),t(npt,1),dens(npt,1),w(npt,1),
     *          en(npten,1), tp(1), tmp(npt,1), nptk(1), isk(npt,1)
      pointer (ptmp, tmp)

      if (use_salt) then
         ptmp  = loc(dens)
         base  = SITUD_BOT
         shift = 1000.
      else
         ptmp  = loc(t)
         base  = TEMP_BOT
         shift = 1.
      endif

      do i = 1, npt
         tp(i) = h(i,1)
      enddo

      epsum = 0.
      hcsum = 0.
      wcsum = 0.
      vlsum = 0.
c.......................integrate over each layer.
      do k = 1, nz
         epk = 0.
         hck = 0.
         wck = 0.
         vlk = 0.
         do j = 1, nptk(k)
            i = isk(j,k)
            hk   = h(i,k)
            ahk  = area(i) * hk
            ahbk = ahk * (tmp(i,k) - base)

            epk = epk + ahbk * (hk - w(i,nz) + tp(i))
            hck = hck + ahbk
            wck = wck + ahk * (shift + tmp(i,k)) 
            vlk = vlk + ahk
         enddo

         en(3,k) = epk
         en(4,k) = hck
         en(5,k) = wck
         en(6,k) = vlk

         epsum = epsum + epk
         hcsum = hcsum + hck
         wcsum = wcsum + wck
         vlsum = vlsum + vlk

c find 2*(sum h(j)+h(k)/2) for the next layer.

         if (k .lt. nz) then
            do j = 1, nptk(k)
               i = isk(j,k)
               tp(i) = tp(i) + h(i,k) + h(i,k+1)
            enddo
         endif
      enddo

      if ( ifrst ) then
         epf1 = 1./epsum
         hcf1 = 1./hcsum
         wcf1 = 1./wcsum
         vlf1 = 1./vlsum
      endif

      do k = 1, nz
         en(3,k) = epf1 * en(3,k)
         en(4,k) = hcf1 * en(4,k)
         en(5,k) = wcf1 * en(5,k)
         en(6,k) = vlf1 * en(6,k)
      enddo
      en(3,nz+1) = epf1 * epsum 
      en(4,nz+1) = hcf1 * hcsum 
      en(5,nz+1) = wcf1 * wcsum 
      en(6,nz+1) = vlf1 * vlsum

      return
      end
c
      subroutine vel_updat(npt,nz,nzi,binv,abinv,uc,vc,fu,fv)
c     ----------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension uc(npt,nz),vc(npt,nz),fu(npt,nz),fv(npt,nz),nzi(npt)

      do i = 1, npt
         do k = 1, nzi(i)
            uc(i,k) = uc(i,k) + binv*fu(i,k)
            vc(i,k) = vc(i,k) + binv*fv(i,k)
            fu(i,k) = abinv*fu(i,k)
            fv(i,k) = abinv*fv(i,k)
         enddo
      enddo
      return
      end

c     ------------------------------------------------------------------
      subroutine dhoriz(npt,u,v,uc,vc,f,fu,fv,fhd,emx,emy,emxy,tp,mbc,zfu,zfv,
     *     lxxk,lyyk,lxyk,lyxk,snxk,snyk,isyk,isk,lpbcwk,lpbcek,nzi
     *     ,corx,cory,xnl,ynl,fh)
c     ------------------------------------------------------------------
c     subroutine that calculates the horizontal terms in the momentum
c     equation.  e.g. the coriolis terms and the horizontal advection
c     terms.
c
c     npt    = (input)  # of grid points per model layer (nxyc or nxy).
c     u,v    = (input)  zonal & merid. velocity for time step n.
c     uc,vc  = (input)  mass transport.
c     fu,fv  = (input/output)  update transport arrays
c     emx,emy= (input)  factor for x,y-differencing, d(psix)/dx*1/delx.
c     lxx,...= (input)  nbx+ncs indices of the ocean x,y-segment end points 
c     snx,sny= (input)  nbx+ncs signs (+1 or -1) 
c     isy    = (input)  indices to convert from an x-sort to a y-sort.
c     tp     = (input)  temporary space.
c     mbc    = (input)  type of boundary condition on u and v
c
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'
      common /baro_input/ n_def_cor, mod_scheme, mod_solver, BAR_DELTA,
     *                    BAR_DSINK, ibar_key, nbaro, rayl

      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +            ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)

      common /coords/ alat,blat,rlat,alon,blon,nsx,nsy,mgrid,z_begin,nsig,nystrch
      dimension u(npt,nz),v(npt,nz),uc(npt,nz),vc(npt,nz),f(npt),fu(npt,nz),fv(npt,nz),
     *     emx(npt),emy(npt),emxy(npt), tp(npt,1), zfu(npt), zfv(npt), fhd(npt,nz)
     *     , corx(npt,nz), cory(npt,nz)
     *     , xnl(npt,nz), ynl(npt,nz), fh(npt,nz)
      dimension lxxk(MXBDY,nz),lyyk(MXBDY,nz),lxyk(MAXNB,nz),lyxk(MAXNB,nz),
     *     snxk(MAXNB,nz),snyk(MAXNB,nz),isyk(npt,nz),isk(npt,nz),
     *     lpbcwk(MAXSID,nz),lpbcek(MAXSID,nz),nzi(npt)
c
c     set boundary condition flag for differencing at or near the
c     boundary.
c
c     for cases where the derivative is in the direction to the flow
c     for the cases where u slips along zonal boundaries (mbc=2,3),
c     interior corners are not used.
c
      nbu = 0
c
c     for no-slip everywhere (mbc=1) or at zonal boundaries (mbc=0),
c     interior corners are used for a one-sided difference.
c
      if(mbc.eq.1 .or. mbc.eq.4) nbu = 1
c
c     for the cases where v slips along meridional boundaries (mbc=2,4),
c     interior corners are not used.
c
      nbv = 0
c
c     for no-slip everywhere (mbc=1) or at meridional boundaries
c     (mbc=3), interior corners are used.
c
c.....update fh in sigma layers:
      do k = 1, nsig
         do i = 1, npt
            fh(i,k) = fh(i,k) - fhd(i,k)
         enddo
      enddo

      if(mbc.eq.1 .or. mbc.eq.3) nbv = 1

      do k = 1, nz
         npk = nptk(k)
         nxk = nbxk(k)
         nyk = nbyk(k)
         nck = ncsk(k)
         npbk = npbck(k)

c.....add coriolis terms:
         do j = 1, npk
            i = isk(j,k)
            tmp     = f(i)*vc(i,k) 
            fu(i,k) = fu(i,k) + tmp
            corx(i,k) = tmp
            tmp     = -f(i)*uc(i,k) 
            fv(i,k) = fv(i,k) + tmp
            cory(i,k) = tmp
         enddo

c.....add d(hu^2)/dx 
         do j = 1,npk
            i = isk(j,k)
            tp(i,2) = uc(i,k)*u(i,k)
            ynl(i,k) = 0.
         enddo

         call dfdxk(tp(1,2),tp,npt,npk,nbu,nxk,nyk,nck,lxxk(1,k),lyxk(1,k),
     *       snxk(1,k),npbk,lpbcwk(1,k),lpbcek(1,k),isk(1,k))
         do j = 1, npk
            i = isk(j,k)
            tmp = emx(i)*tp(i,1)
            fu(i,k) = fu(i,k) - tmp
            xnl(i,k) = -tmp
         enddo
         if (mgrid .eq. 2) then
            do j = 1, npk
               i = isk(j,k)
               tmp = emxy(i)*tp(i,2)
               fv(i,k) = fv(i,k) + tmp
               ynl(i,k) = +tmp
            enddo
         endif

c.....find dv**2h/dy 
         do j = 1, npk
            i = isk(j,k)
            tp(i,2) = vc(i,k)*v(i,k)
         enddo
         call dfdyk(tp(1,2),tp,npt,npk,nbv,nyk,nxk,nck,lyyk(1,k),lxyk(1,k),
     *        snyk(1,k),isyk(1,k))

         do j = 1, npk
            i = isk(j,k)
            tmp = emy(i)*tp(i,1)
            fv(i,k) = fv(i,k) - tmp
            ynl(i,k) = ynl(i,k)-tmp
         enddo
         if (mgrid .eq. 2) then
            do j = 1, npk
               i = isk(j,k)
               tmp = emxy(i)*tp(i,2)
               fv(i,k) = fv(i,k) - tmp
               ynl(i,k) = ynl(i,k)-tmp
            enddo
         endif

c.....find d(u*h*v)/dx 
         do j = 1, npk
            i = isk(j,k)
            tp(i,3) = uc(i,k)*v(i,k)
         enddo

         call dfdxk(tp(1,3),tp,npt,npk,1,nxk,nyk,nck,lxxk(1,k),lyxk(1,k),
     *         snxk(1,k),npbk,lpbcwk(1,k),lpbcek(1,k),isk(1,k))
         do j = 1, npk
            i = isk(j,k)
            tmp = emx(i)*tp(i,1)
            fv(i,k) = fv(i,k) - tmp
            ynl(i,k) = ynl(i,k)-tmp
         enddo

c.....find d(u*h*v)/dy 
         call dfdyk(tp(1,3),tp,npt,npk,1,nyk,nxk,nck,lyyk(1,k),lxyk(1,k),
     *         snyk(1,k),isyk(1,k))
         do j = 1, npk
            i = isk(j,k)
            tmp = emy(i)*tp(i,1)
            fu(i,k) = fu(i,k) - tmp
            xnl(i,k) = xnl(i,k)-tmp
         enddo
         if (mgrid .eq. 2) then
            do j = 1, npk
               i = isk(j,k)
               tmp = 2.*emxy(i)*tp(i,3)
               fu(i,k) = fu(i,k) - tmp
               xnl(i,k) = xnl(i,k)-tmp
            enddo
         endif
      enddo

c..... add bottom drag
c      do i = 1, npt
c         mz = nzi(i)
c         do k = 1, mz
c            
c            bfric = rayl * uc(i,k)
c            fu(i,k) = fu(i,k) - bfric
c            zfu(i) = zfu(i) - bfric
c            
c            bfric = rayl * vc(i,k)
c            fv(i,k) = fv(i,k) - bfric
c            zfv(i) = zfv(i) - bfric
c         enddo
c      enddo
      
      do i = 1, npt
         mz = nzi(i)
         do k = 1, mz
c  uncomment next 2 lines to take out the nonlinear terms in the barotropic part
            zfu(i) = zfu(i) + xnl(i,k)
            zfv(i) = zfv(i) + ynl(i,k)
            zfu(i) = zfu(i) + corx(i,k)
            zfv(i) = zfv(i) + cory(i,k)
         enddo
      enddo

      return
c     end of dhoriz.
      end

c     ------------------------------------------------------------------
      subroutine thoriz(npt,uc,vc,t,ft,fhd,emx,emy,lxxk,lyyk,lxyk,lyxk,
     *        snxk,snyk,isyk,isk,lok,tp,mbc,lpbcwk,lpbcek)
c     ------------------------------------------------------------------
c     note: mtc is not used in this version of the code.  rather
c     n.grad(t)=0 is set at all closed boundaries.  at open boundaries
c     determined in the input grid file (see rdgrid), the temperature
c     derivative is not zeroed and t is set in tbcset.
c
c     subroutine that calculates the horizontal terms in the
c     temperature equation.
c
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +            ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)
      dimension uc(npt,nz),vc(npt,nz),t(npt,nz),ft(npt,nz),emx(npt),emy(npt),
     *          tp(npt,3),fhd(npt,nz)
      dimension lxxk(MXBDY,nz),lyyk(MXBDY,nz),lxyk(MAXNB,nz),lyxk(MAXNB,nz),
     *     snxk(MAXNB,nz),snyk(MAXNB,nz),isyk(npt,nz),isk(npt,nz),
     *     lpbcwk(MAXSID,nz),lpbcek(MAXSID,nz),lok(4*MAXSID,nz)
c
c     in order to impose the zero heat flux condition at the boundaries
c     the divergence operator is broken up.
c
c     set boundary condition flag for differencing the mass transport
c     at or near the boundary in the direction of the flow.
c
c     for the cases where u slips along zonal boundaries (mbc=2,3),
c     interior corners are not used.
c
      nbu = 0
c
c     for no slip everywhere (mbc=1) or at zonal boundaries (mbc=4),
c     interior corners are used for a one-sided difference.
c
      if(mbc.eq.1 .or. mbc.eq.4) nbu = 1
c
c     for the cases where v slips along meridional boundaries
c     (mbc=2,4), interior corners are not used.
c
      nbv = 0
c
c     for no slip everywhere (mbc=1) or at meridiional boundaries
c     (mbc=3), interior corners are used.
c
      if(mbc.eq.1 .or. mbc.eq.3) nbv = 1
c
      do k = 1, nz
         npk = nptk(k)
         nxk = nbxk(k)
         nyk = nbyk(k)
         nck = ncsk(k)
         npbk = npbck(k)
         nok = nlok(k)
c.....compute dt/dx (dt/dx=0 at x-boundaries)
         call dfdxk(t(1,k),tp,npt,npk,0,nxk,nyk,nck,lxxk(1,k),lyxk(1,k),
     *       snxk(1,k),npbk,lpbcwk(1,k),lpbcek(1,k),isk(1,k))
         call zerodt(tp,nok,lok(1,k),nxk,lxxk(1,k),tp(1,3))

c.....compute dt/dy (dt/dy=0 at y-boundaries)
         call dfdyk(t(1,k),tp(1,2),npt,npk,0,nyk,nxk,nck,lyyk(1,k),lxyk(1,k),
     *        snyk(1,k),isyk(1,k))
         call zerodt(tp(1,2),nok,lok(1,k),nyk,lyxk(1,k),tp(1,3))

c.....update the heat content array.
         do j = 1, npk
            i = isk(j,k)
            ft(i,k) = ft(i,k)-(emx(i)*uc(i,k)*tp(i,1) + emy(i)*vc(i,k)*tp(i,2)) 
            ft(i,k) = ft(i,k) - t(i,k)*fhd(i,k)
         enddo
      enddo

      return
c     end of thoriz.
      end
c

      subroutine zero_em (n, a)
c--------------------------------
      dimension a(1)
      do i = 1, n
         a(i) = 0.0
      enddo
      return
      end

      subroutine copya2b (n, a, b)
c--------------------------------
      dimension a(1), b(1)
      do i = 1, n
         b(i) = a(i)
      enddo
      return
      end

c     ------------------------------------
      subroutine decap(npt, nz, nzi, u,v,uc,vc,h)
c     ------------------------------------
c     subroutine to convert horizontal transport to horizontal velocity.
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      dimension u(npt,nz),v(npt,nz),uc(npt,nz),vc(npt,nz),h(npt,nz),nzi(npt)
c
      do i = 1, npt
         do k = 1, nzi(i)
            hinv = 1./h(i,k)
            u(i,k) = uc(i,k)*hinv
            v(i,k) = vc(i,k)*hinv
         enddo
      enddo

      return
      end

c     ------------------------------------------------------------------
      subroutine capfrm(npt,nz,nzi, u,v,uc,vc,h)
c     ------------------------------------------------------------------
c     subroutine to convert velocities to transport. 
c
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      dimension u(npt,nz),v(npt,nz),uc(npt,nz),vc(npt,nz),h(npt,nz),nzi(npt)
c
      do i = 1, npt
         do k = 1, nzi(i)
            hk = h(i,k)
            uc(i,k) = u(i,k)*hk
            vc(i,k) = v(i,k)*hk
         enddo
      enddo

      return
c     end of capfrm.
      end
c     -------------------------------------
      subroutine tdecap(npt, nzi, t, h)
c     -------------------------------------
c.....convert heat content to temperature.
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      dimension t(npt,1), h(npt,1), nzi(npt)

      do i = 1, npt
         do k = 1, nzi(i)
            t(i,k) = t(i,k)/h(i,k)
         enddo
      enddo
      
      return
      end

      subroutine fixed_dep (npt,nzi_b,h,fu,fv,tfu,tfv,rhsx,rhsy,crhsx,crhsy)
c-----------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension h(npt,1),fu(npt,1),fv(npt,1),tfu(1),tfv(1),nzi_b(npt)
#ifdef dump_all
      dimension rhsx(npt,1), rhsy(npt,1)
      dimension crhsx(npt,1), crhsy(npt,1)
#endif

      do i = 1, npt
         do k = 1, nzi_b(i)
            hk = h(i,k)
#ifdef dump_all
            rhsx(i,k) = fu(i,k)
            rhsy(i,k) = fv(i,k)
#endif
            fu(i,k) = fu(i,k) - hk* tfu(i)
            fv(i,k) = fv(i,k) - hk* tfv(i)
#ifdef dump_all
            crhsx(i,k) = fu(i,k)
            crhsy(i,k) = fv(i,k)
#endif
         enddo
      enddo
      return
      end


c     ------------------------------------------------------------------
      subroutine capt(npt,nz,nzi,t,h)
c     ------------------------------------------------------------------
c     form the heat content, ht, from the temperature.
c
      dimension t(npt,nz),h(npt,nz),nzi(npt)
c
      do i = 1, npt
         do k = 1, nzi(i)
            t(i,k) = t(i,k)*h(i,k)
         enddo
      enddo

      return
c     end of capt.
      end


c     ------------------------------------------------------------------
      subroutine tupdat(npt,nz,nzi,binv,abinv,t,ft)
c     ------------------------------------------------------------------
c     update temperature fields as was done for u, v, h in updat1.
c
      implicit real(a-h,o-z),integer(i-n)
      dimension t(npt,nz),ft(npt,nz),nzi(npt)
c
      do i = 1, npt
         do k = 1, nzi(i)
            t(i,k)  = t(i,k)  + binv*ft(i,k)
            ft(i,k) = abinv*ft(i,k)
         enddo
      enddo
      return
c     end of tupdat.
      end


c     ------------------------------------------------------------------
      subroutine zerodt(dt,nlo,lo,nb,lb,tp)
c     ------------------------------------------------------------------
c     set flux of t zero at the boundaries.
c     dt/dx = 0 at the x-sidewall boundaries.
c     dt/dy = 0 at the y-sidewall boundaries.
c
      dimension dt(1),lo(1),tp(1),lb(1)
c
      if (nlo.gt.0) then
c       first save the open boundary dt values.
         do i=1,nlo
            tp(i) = dt(lo(i))
         enddo
      endif
c
c     now zero dt at all x or y-boundaries.
      do i=1,nb
         dt(lb(i)) = 0.
      enddo
c
      if (nlo.gt.0) then
c       replace dt values at open boundaries.
         do i=1,nlo
            dt(lo(i)) = tp(i)
         enddo
      endif
c
      return
c     end of zerodt.
      end

c     ------------------------------------------------------------------
      subroutine bcset(mbc,lxxk,lyyk,npt,u,v,nzi,nzi_b)
c     ------------------------------------------------------------------
c     impose the u, v boundary conditions according to mbc.
c
c     mbc = (input) type of boundary condition:
c         = 1; u(xb)=v(yb)=u(yb)    = v(xb)    = 0; no slip everywhere.
c         = 2; u(xb)=v(yb)                     = 0; no normal flow.
c         = 3; u(xb)=v(yb)=du(yb)/dy= v(xb)    = 0; no slip at eastern
c              and western side walls; free slip along northern and
c              southern boundaries/steps, v=du/dy=0.
c         = 4; u(xb)=v(yb)=u(yb)    = dv(xb)/dx= 0; no slip at northern
c              and southern; free slip along eastern and western
c              boundaries/steps, u=dv/dy=0.
c
c     lxx = (input) nbx x-boundary plus ncs corner indices for a 
c           regular or compressed x-sort.
c     lyy = (input) nby y-boundary plus ncs corner indices for a
c           regular or compressed x-sort.
c     npt = (input) number of field points/layer.
c     u,v = (input) fields.
c         = (output) fields with boundary conditions imposed.
c
      implicit real(a-h,o-z),integer(i-n)

      include 'comm_para.h'
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc

      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +            ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)
      dimension lxxk(MXBDY,nz), lyyk(MXBDY,nz)

      dimension u(npt,nz),v(npt,nz),nzi(npt),nzi_b(npt)
c
c     normal components are always zero at boundaries, u(xb)=v(yb)=0.
c     similarly, so is the along boundary derivative
c       du(xb)/dy = dv(yb)/dx = 0.
c
c     the ncs corner points are part of the u/v-boundaries depending
c     on mbc.
c     mbc = 1;  yes for u and v;     du(yb)/dx = dv(xb)/dy = 0.
c         = 2;  no for u and v.
c         = 3;  no for u, yes for v; dv(xb)/dy = 0.
c         = 4;  yes for u, no for v; du(yb)/dx = 0.
c
      do k = 1, nz
         do i = 1, nbxk(k)
            u(lxxk(i,k),k) = 0.
         enddo
         do i = 1, nbyk(k)
            v(lyyk(i,k),k) = 0.
         enddo
      enddo

      do i = 1, npt
         do k = nzi_b(i)+1,nzi(i)
            u(i,k) = 0.
            v(i,k) = 0.
         enddo
      enddo

      if(mbc.eq.1 .or. mbc.eq.4) then
         do 30 k=1,nz
         do 30 i=1,nbyk(k)+ncsk(k)
   30    u(lyyk(i,k),k) = 0.
      endif
c
      if(mbc.eq.1 .or. mbc.eq.3) then
         do 40 k=1,nz
         do 40 i=1,nbxk(k)+ncsk(k)
   40    v(lxxk(i,k),k) = 0.
      endif
      return
c     end of bcset.
      end


c     --------------------------------------------------------
      logical function non_stable (iout, npt, nxp, nz, iox, t, u, v)
c     --------------------------------------------------------
c     check to see that t  or velocities are not bizarre
c     h      = (input) layer thickness field.
      implicit real(a-h,o-z),integer(i-n)
      dimension t(npt,1), iox(1), u(npt,1), v(npt,1)
c
      non_stable = .false.
      icheck = 0
      do i = 1, npt
         if (t(i,2) .lt. -10..or.t(i,2).gt.50.or.
     *       u(i,1)**2+v(i,1)**2.gt.400.) icheck = icheck + 1
      enddo
      
      non_stable = (icheck .ne. 0)
      if (non_stable) then
         write (iout, *) 'Number of illegal points =', icheck 
         do i = 1, npt
            if (t(i,2) .lt. -10..or.t(i,2).gt.50) then
               jj = 1 + (iox(i)-1)/nxp
               ii = iox(i) - (jj-1)*nxp
               write (iout, 11) i, ii, jj, t(i,2)
            endif
            if (u(i,1)**2 + v(i,1)**2 .gt. 400.) then
               jj = 1 + (iox(i)-1)/nxp
               ii = iox(i) - (jj-1)*nxp
               write (iout, 12) i, ii, jj
            endif
         enddo
      endif
   11 format ('t(k=',i4,',2)[i=',i3,',j=',i3,'] =', g10.3)
   12 format ('i,ii,jj=',3i8,'  velocity is greater than 20 m/s')

      return
      end

      subroutine h_updat(npt,nsig,binv,abinv,h,fh)
c------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension h(npt,1),fh(npt,1)
      include 'comm_new.h'
 
      do k = 1, nsig
         do i = 1, npt
            h(i,k)  = h(i,k) + binv*fh(i,k)
            fh(i,k) = abinv*fh(i,k)
         enddo
      enddo
      
      return
      end

c     ------------------------------------------------------------------
      subroutine btpgf(npt,nzi_b,h,temp,dens,fu,fv,emx,emy,lxxk,lyyk,lxyk,lyxk,
     *                snxk,snyk,isyk,isk,lok,tp,tq,tr,lpbcwk,lpbcek,zfu,zfv,
     *                pgfx,pgfy)
c     ------------------------------------------------------------------
c     subroutine that calculates the pressure gradient terms in the
c     momentum equation
c
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'
      include 'comm_new.h'

      dimension h(npt,nz),temp(npt,nz), fu(npt,nz),fv(npt,nz),
     *     emx(1),emy(1),tp(npt,4),tq(npt,4),tr(npt,1),
     *   dens(npt,nz),tmp(npt,nz),zfu(npt),zfv(npt),
     *   pgfx(npt,nz),pgfy(npt,nz)
      dimension lxxk(MXBDY,nz),lyyk(MXBDY,nz),lxyk(MAXNB,nz),lyxk(MAXNB,nz),
     *     snxk(MAXNB,nz),snyk(MAXNB,nz),isyk(npt,nz),isk(npt,nz),nzi_b(npt),
     *     lpbcwk(MAXSID,nz),lpbcek(MAXSID,nz),lok(4*MAXSID,nz)
      pointer (p_tmp, tmp)
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +            ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)

c-new     temp array should contain temp, not heat content!!!
c-new     dens array should contain dens, not mass!!!
c
      if (use_salt) then
c .......................................case of density from EOS:
c b = (grav/(1000+sigma0)) * (sigma0 - sigma(k))
c
         coef = -GRAVTY / (1000. + SITUD_BOT)
         bottom = SITUD_BOT
         p_tmp = loc(dens)
      else
c .....................case of linear (in T) density and buoyancy:         
c b = alph * grav * (t(k) - t_bot)

         coef = TALPHA * GRAVTY
         bottom = TEMP_BOT
         p_tmp = loc(temp)
      endif

      do i = 1, npt
         dh = h(i,1)/2.
         tp(i,1) = dh*tmp(i,1)
         tp(i,2) = dh  
         tp(i,4) = dh  
         tq(i,3) = coef * emx(i)
         tq(i,4) = coef * emy(i)
      enddo

      do k = 1, nz
         npk = nptk(k)
         nxk = nbxk(k)
         nyk = nbyk(k)
         nck = ncsk(k)
         npbk = npbck(k)
         nok = nlok(k)
         call dfdxk(tp,tq,npt,npk,0,nxk,nyk,nck,lxxk(1,k),lyxk(1,k),
     *       snxk(1,k),npbk,lpbcwk(1,k),lpbcek(1,k),isk(1,k))
         call dfdxk(tp(1,2),tq(1,2),npt,npk,0,nxk,nyk,nck,lxxk(1,k),lyxk(1,k),
     *       snxk(1,k),npbk,lpbcwk(1,k),lpbcek(1,k),isk(1,k))
         call zerodt(tq(1,1),nok,lok(1,k),nxk,lxxk(1,k),tp(1,3))
         call zerodt(tq(1,2),nok,lok(1,k),nxk,lxxk(1,k),tp(1,3))

         do j = 1, npk
            i = isk(j,k)
            abc = tq(i,3) * h(i,k) * (tq(i,1) - tmp(i,k) * tq(i,2))
            pgfx(i,k) = abc
            fu(i,k) = fu(i,k) + abc
         enddo

         call dfdyk(tp(1,1),tq(1,1),npt,npk,0,nyk,nxk,nck,lyyk(1,k),lxyk(1,k),
     *        snyk(1,k),isyk(1,k))
         call dfdyk(tp(1,2),tq(1,2),npt,npk,0,nyk,nxk,nck,lyyk(1,k),lxyk(1,k),
     *        snyk(1,k),isyk(1,k))
         call zerodt(tq(1,1),nok,lok(1,k),nyk,lyxk(1,k),tp(1,3))
         call zerodt(tq(1,2),nok,lok(1,k),nyk,lyxk(1,k),tp(1,3))

         do j = 1, npk
            i = isk(j,k)
            abc = tq(i,4) *  h(i,k) * (tq(i,1) - tmp(i,k) * tq(i,2) )
            pgfy(i,k) = abc
            fv(i,k) = fv(i,k) + abc
         enddo
         
         if (k .lt. nz) then
            do j = 1, npk
               i = isk(j,k)
               dh      = h(i,k) - tp(i,4)
               tp(i,1) = tp(i,1) + dh*(tmp(i,k) + tmp(i,k+1))
               tp(i,2) = tp(i,2) + 2.*dh
               tp(i,4) = dh
            enddo
         endif
      enddo

      do i = 1, npt
         do k = 1, nzi_b(i)
               zfu(i) = zfu(i) + pgfx(i,k)
               zfv(i) = zfv(i) + pgfy(i,k)
         enddo
      enddo

      return
      end      

c     ------------------------------------------------------------------
      subroutine btpgf_old(npt,nzi_b,h,temp,dens,fu,fv,emx,emy,lxxk,lyyk,lxyk,lyxk,
     *                snxk,snyk,isyk,isk,lok,tp,tq,tr,lpbcwk,lpbcek,zfu,zfv,
     *                pgfx,pgfy)
c     ------------------------------------------------------------------
c     subroutine that calculates the pressure gradient terms in the
c     momentum equation for A CASE WITH CONSTANT DEPTH.
c
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'
      include 'comm_new.h'

      dimension h(npt,nz),temp(npt,nz), fu(npt,nz),fv(npt,nz),
     *     emx(1),emy(1),tp(npt,3),tq(npt,3),tr(npt,1),
     *   dens(npt,nz),tmp(npt,nz),zfu(npt),zfv(npt),
     *   pgfx(npt,nz),pgfy(npt,nz)
      dimension lxxk(MXBDY,nz),lyyk(MXBDY,nz),lxyk(MAXNB,nz),lyxk(MAXNB,nz),
     *     snxk(MAXNB,nz),snyk(MAXNB,nz),isyk(npt,nz),isk(npt,nz),nzi_b(npt),
     *     lpbcwk(MAXSID,nz),lpbcek(MAXSID,nz),lok(4*MAXSID,nz)
      pointer (p_tmp, tmp)
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +            ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)

c-new     temp array should contain temp, not heat content!!!
c-new     dens array should contain dens, not mass!!!
c

      if (use_salt) then
c .......................................case of density from EOS:
c b = (grav/(1000+sigma0)) * (sigma0 - sigma(k))
c
         coef = -GRAVTY / (1000. + SITUD_BOT)
         bottom = SITUD_BOT
         p_tmp = loc(dens)
      else
cc .....................case of linear (in T) density and buoyancy:         
c b = alph * grav * (t(k) - t_bot)

         coef = TALPHA * GRAVTY
         bottom = TEMP_BOT
         p_tmp = loc(temp)
      endif
       
      do i = 1, npt
         dz = h(i,1)/2.
         tp(i,1) = dz * tmp(i,1)
         tp(i,2) = dz 
         tq(i,2) = coef * emx(i)
         tq(i,3) = coef * emy(i)
      enddo

      do k = 1, nz
         npk = nptk(k)
         nxk = nbxk(k)
         nyk = nbyk(k)
         nck = ncsk(k)
         npbk = npbck(k)
         nok = nlok(k)
         call dfdxk(tp,tq,npt,npk,0,nxk,nyk,nck,lxxk(1,k),lyxk(1,k),
     *       snxk(1,k),npbk,lpbcwk(1,k),lpbcek(1,k),isk(1,k))
         call zerodt(tq,nok,lok(1,k),nxk,lxxk(1,k),tp(1,3))

         do j = 1, npk
            i = isk(j,k)
            abc = tq(i,2) * h(i,k) * tq(i,1)
            pgfx(i,k) = abc
            fu(i,k) = fu(i,k) + abc
         enddo

         call dfdyk(tp,tq,npt,npk,0,nyk,nxk,nck,lyyk(1,k),lxyk(1,k),
     *        snyk(1,k),isyk(1,k))
         call zerodt(tq,nok,lok(1,k),nyk,lyxk(1,k),tp(1,3))

         do j = 1, npk
            i = isk(j,k)
            abc = tq(i,3) * h(i,k) * tq(i,1)
            pgfy(i,k) = abc
            fv(i,k) = fv(i,k) + abc
         enddo
         
         if (k .lt. nz) then
            do j = 1, npk
               i = isk(j,k)
               dz = h(i,k) - tp(i,2)
               tp(i,2) = dz
               tp(i,1) = tp(i,1) + dz * (tmp(i,k) + tmp(i,k+1))
            enddo
         endif
      enddo

      do i = 1, npt
         do k = 1, nzi_b(i)
               zfu(i) = zfu(i) + pgfx(i,k)
               zfv(i) = zfv(i) + pgfy(i,k)
         enddo
      enddo

      return
      end      

dyn_subs.f/     839513370   1572  1572  100444  16496     `
c$Source: /usr/our/senya/work/model/MC_PG/senq/RCS/dyn_subs.f,v $
c$Author: senya $
c$Revision: 0.4 $
c$Date: 94/01/24 11:04:57 $
c$State: Exp $
c     ------------------------------------------------------------------
      subroutine aarea(lxx,lyx,emx,emy,emxy,area,basin)
c     ------------------------------------------------------------------
c     compute the stretched grid area factors for computing integrals
c     over the grid in the stretched coordinate system.
c       dx*dy = (d(x)/dpsi1(x) * d(y)/dpsi2(y)) * dpsi1 * dpsi2
c     for transformation (stretching) functions dpsi1 and dpsi2.
c
c     from common block grid:
c     nxp,nyp = (input) grid dimensions in the x and y directions.
c     nxyc    = (input) number of ocean grid points.
c     land    = (input) land storage flag.
c     nbx,nby = (input) number of x and y boundaries.
c     ncs     = (input) number of interior corner boundary grid points.
c
c     lxx   = (input) nbx indices of the x-boundaries for an x
c                     (compressed or regular) sort.
c     lyx   = (input) nby indices of the y-boundaries for an x
c                     (compressed or regular) sort.
c     emx   = (input) factor for x-differencing = d(psi1)/d(x)*(1./delx)
c     emy   = (input) factor for y-differencing = d(psi2)/d(y)*(1./dely)
c     area  = (output) .5*dx*dy.
c     basin = (output) .5*(total basin area).
c
      implicit real(a-h,o-z),integer(i-n)
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      dimension lxx(1),lyx(1),emx(1),emy(1),area(1),emxy(1)
c
      r2 = 0.5
      npt = nxyc
c
c     find 1/2 the area (1/2 factor used on energy calculations)
c     as if all grid squares were completely ocean.
c
      do 10 i=1,npt
   10 area(i) = r2/(emx(i)*emy(i))
c   
c     correct the x-boundary grid point areas.
c
      do 20 i=1,nbx
   20 area(lxx(i)) = area(lxx(i))*.5
c
c     correct the y-boundary grid point areas.
c
      do 30 i=1,nby
   30 area(lyx(i)) = area(lyx(i))*.5
c
c     correct the interior corner point areas.
c
      do 40 i=nbx+1,nbx+ncs
   40 area(lxx(i)) = area(lxx(i))*.75
 
      basin = 0.
      do 60 i=1,npt
   60 basin = basin + area(i)
      return
c     end of aarea.
      end
c
c     ------------------------------------------------------------------
      subroutine scaset(iox,x,y,xp,yp,f,emx,emy,emxy,emx2,emy2,tp)
c     ------------------------------------------------------------------
c     subroutine called by wdrivn that computes the coordinates of the
c     grid points and length scale variables with and without stretching,
c     e.g. arrays emx, emy, emxy, and f.
c
c     from common block grid:
c
c     nxp,nyp = (input) grid dimensions in the x and y directions.
c     nxyc    = (input) number of ocean grid points.
c
c     from common block coords:
c
c     alon,blon = (input) min,max x grid coordinates in degrees.
c     alat,blat = (input) min,max y grid coordinates in degrees.
c     rlat    = (input) reference latitude for beta plane and f plane. 
c     mgrid   = (input) determines coordinate system (stretching
c               determined by nsx, nsy).
c             = 1; beta plane with delx = (blon-alon)/((nxp-1)*rearth).
c             = 2; spherical coords with
c                    delx = (blon-alon)((nxp-1)*rearth*cos(y(i))
c                  (for spherical coords, delx is a function of the
c                  convergence of meridians away from the equator.)
c             = 3; f-plane with
c                    delx = (blon-alon)((nxp-1)*rearth). 
c     nsx,nsy = (input) see routine stretch for a description.
c             = 0; no stretching.
c
c     iox   = (input) nxyc indices of the x-sorted ocean grid points.
c     x,y   = (output) nxp x and nyp y grid point coordinates (degrees).
c     xp    = (output) nxp derivatives of the x-transformation function
c                      if coordinate stretching is used (see gridxy).
c     yp    = (output) nyp derivatives of the y-transformation function
c                      if coordniate stretching is used (see gridxy).
c     emx   = (output) factor for x-differencing= d(psi1)/d(x)*(1./delx)
c     emy   = (output) factor for y-differencing= d(psi2)/d(y)*(1./dely)
c     f     = (output) coriolis factor for routine dhoriz.
c
      implicit real(a-h,o-z),integer(i-n)
      parameter (maxxs=50)
      parameter (REARTH = 6378000., 
     *           DTOSEC = 86400., 
     *           RAD    = 3.14159265/180.,
     *           TOMEGA = 4.*3.14159265/DTOSEC)
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /coords/ alat,blat,rlat,alon,blon,nsx,nsy,mgrid,z_begin,nsig,nystrch
      common/strech/xs(maxxs),alpha(maxxs),beta(maxxs)
c
c     for spherical coords (mgrid=2), add array emxy to dimension
c     and subroutine calls.
c
      dimension iox(1),x(1),y(1),xp(1),yp(1),emx(1),emy(1),f(1),emxy(1)
     *          ,emx2(1), emy2(1), tp(1)

c
c     compute the grid point x and y coordinates in degrees.
c
      call gridxy(nxp,nyp,alon,blon,alat,blat,nsx,nsy,nystrch,xs,alpha,beta,
     +            x,y,xp,yp,tp,tp(nxp+1))

      delx = (blon-alon)*RAD/float(nxp-1)
      dely = (blat-alat)*RAD/float(nyp-1)
c
c     convert to inverse delta x and delta y scale in m.
c
      xfac = 1./(delx*REARTH)
      yfac = 1./(dely*REARTH)

      rlat = 0.5*(alat + blat)

      if ( (mgrid.eq.1) .or. (mgrid.eq.3) ) then
c........beta plane or f plane.
         fz    = sin(rlat*rad)
         betap = cos(rlat*rad)
         cosy  = 1./betap
c.............................for on f-plane.
         if (mgrid .eq.3 ) betap = 0.
         
         do k = 1, nxyc
            j = (iox(k)-1)/nxp + 1
            i = iox(k) - (j-1)*nxp
            f(k) = (fz + betap*RAD*(y(j)-rlat))*TOMEGA
            emx(k) = xfac*xp(i)*cosy
            emy(k) = yfac*yp(j)
         enddo
      elseif (mgrid .eq. 2) then
c.......................for spherical coordinates.
         do k = 1, nxyc
c           convert the x-sort index to i,j.
            j = (iox(k)-1)/nxp + 1
            i = iox(k) - (j-1)*nxp
            yrad = y(j)*RAD
            fj = sin(yrad)*TOMEGA
            cosy = 1./cos(yrad)
            xyfac = -tan(yrad)/REARTH
            cos2  = cosy*cosy
            
            f(k)    = fj
            emx(k)  = xfac*xp(i)*cosy
            emy(k)  = yfac*yp(j)
            emxy(k) = xyfac
            
            emx2(k) = xfac*xfac*tp(i)*cos2
            emy2(k) = yfac*yfac*tp(nxp+j)
         enddo
      endif

      return
c     end of scaset.
      end
c
c     ------------------------------------------------------------------
      subroutine stretch(nx,xmin,xmax,ns,xs,alpha,beta,x,xp,xpp)
c     ------------------------------------------------------------------
c     compute grid point locations for a stretched coordinate system.
c
c     nx        = (input) # of grid points in a coordinate direction.
c     xmin,xmax = (input) coordinate range of the nx grid points.
c     ns        = (input) # of atan's defining the transformation from
c                 the stretched coordinates to the regular coordinates.
c     xs        = (input) ns locations of the atan's.
c     alpha     = (input) ns scaling parameters for the atan's in degrees.
c     beta      = (input) ns scaling parameters for the atan's in degrees.
c     x         = (output) nx stretched grid point locations.
c     xp        = (output) nx derivatives of the transformation function
c                          d(psi(x))/d(x).
c     xpp       = (output) nx second derivatives of the transformation 
c                          function: d^2(psi(x))/d(x)^2. (by Senya Basin)
c        
c     the transformation from the stretched coordinates x to the regular
c     coordinates xx is
c      xx = psi(x) = a + b*(x + sum of alpha(i)*atan((x-xs(i))/beta(i))
c                     + c*x**2
c
c     the extra degree of freedom provided by c*x**2 is used to locate
c     a grid point right at the equator.  note the definition of psi
c     differs slightly from cane & gent & ncar code.  alpha can be
c     modified to reproduce ncar stretching.
c
c     for nx equally spaced values of xx from xmin to xmax, this routine
c     finds the corresponding values of the coord x.  the stretched grid
c     point spacing will be the smallest near x=xs(i).  increasing the
c     parameter alpha(i) increases the # of stretched grid points in the
c     vicinity of xs(i).  increasing beta(i) widens the region around
c     xs(i) in which grid points are concentrated.  if xmin*xmax.ge.0.
c     (basin does not span the equator) then the parameter c is set to
c     0., and a and b are chosen by this routine to force the ends of
c     the computational and physical grids to be the same:
c     psi(xmin)=xmin, psi(xmax)=xmax.  if xmin*xmax .lt. 0., then the
c     parameters a, b, and c are chosen to force psi(xmin)=xmin,
c     psi(0.)=0., and psi(xmax)=xmax.
c
c     nbegns : the function psi(x) is initially computed at nbegns 
c              equally spaced points between xmin and xmax to provide 
c              a table of starting values for the iterative solution.
c
c     maxit  = the maximum allowed number of iterations.
c
c     eps    = the iterative solution for x is continued until 
c              abs( (x_this_iter. - x_last_iter.)/x_last_iter. ).le.eps
c
      implicit real(a-h,o-z),integer(i-n)
      parameter (nbegns=100, maxit=1000, eps=1.e-6)
      dimension xs(1),alpha(1),beta(1),x(1),xp(1),xpp(1)
c
c     solve for a, b, (and c) by construing the physical and
c     computational grids at the end points (and equator).
c     
      if(xmin*xmax.ge.0.) then
c
c        get the scaling factors a and b, which will force 
c        psi(xmin)=xmin and psi(xmax)=xmax.
c
c        evaluate psi at the end points as if a=0 and b=1.
c
         ymin = psi(xmin,0.,1.,0.,ns,xs,alpha,beta)
         ymax = psi(xmax,0.,1.,0.,ns,xs,alpha,beta)
c        solving for two equations and two unknowns yields:
         a = (xmin*ymax-ymin*xmax)/(ymax-ymin)
         b = (xmax-xmin)/(ymax-ymin)
         c = 0.
      else
c
c        for a basin that includes the equator.
c
c        get the scaling factors a,b and c, which will force 
c        psi(xmin)=xmin, psi(xmax)=xmax, and psi(0.) = 0.
c
c        evaluate psi at the end points and equator as if
c        a=c=0 and b=1.
c
         ymin = psi(xmin,0.,1.,0.,ns,xs,alpha,beta)
         ymax = psi(xmax,0.,1.,0.,ns,xs,alpha,beta)
         y0   = psi(  0.,0.,1.,0.,ns,xs,alpha,beta)
         x1 = xmin*xmin
         x2 = xmax*xmax
c        solving three equations for three unknowns:
         b = (xmin*x2-xmax*x1)/(x2*(ymin-y0)-x1*(ymax-y0))
         c = (xmin - b*(ymin-y0))/x1
         a = -b*y0
      endif
c
      kstart = 1
      delx = (xmax-xmin)/float(nbegns-1)
      psi1 = psi(xmin,a,b,c,ns,xs,alpha,beta)
c
c     loop over nx values of xx evenly spaced from xmin to xmax 
c     and find the corresponding values of x such that xx = psi(x).
c
      dx = (xmax-xmin)/float(nx-1)
      do 50 i = 1,nx
         xx = xmin + (i-1)*dx
c
c     use Newton's method to find x for f(x) = psi(x)-xx = 0:
c       f(x+delx) ~= f(x) + f'(x)*delx + f"(x)/2*delx**2 + ...
c       for f(x+delx)=0, delx = -f(x)/f'(x)
c       xj1 = xj - f(xj))/fp(xj);   fp(x) = dpsi = d(psi(x))/d(x)
c
c     first find psi1 and psi2 straddling xy such that
c     psi1.le.xx .and. xx.le.psi2 and iterate on x from there.
c
   20    psi2 = psi(xmin+kstart*delx,a,b,c,ns,xs,alpha,beta)
         if (psi2 .ge. xx) goto 30
         if (kstart .lt. nbegns-1) then
c     if not, increase x.
            kstart = kstart + 1
            psi1 = psi2
            goto 20
         endif
c
c     interpolate between two values of psi to get a starting xj.
c
   30    xj1 = xmin + (kstart-1)*delx + (xx-psi1)*delx/(psi2-psi1)
c
c     loop until abs((xj1-xj)/xj).le.eps or iter.eq.maxit
c
         iter = 0
   40    xj = xj1
         f  =  psi(xj,a,b,c,ns,xs,alpha,beta) - xx
         fp = dpsi(xj,a,b,c,ns,xs,alpha,beta)       
         xj1 = xj - f/fp
         iter = iter + 1
         if(xj .ne. 0.) then
            if((abs((xj1-xj)/xj).gt.eps).and.(iter.lt.maxit)) goto 40
         else
            if(abs(xj1) .gt. eps) goto 40
         endif

c     store x location.
         x(i)=xj
c     store psi derivative: xp = d(psi)/d(x)
         xp(i) = fp
c     xpp = d^2(psi)/dx^2
         xpp(i) = d2psi(xj,a,b,c,ns,xs,alpha,beta)

   50 continue
c
ccc   fix the ends:
      x(1)  = xmin
      x(nx) = xmax
ccc
      return
c     end of stretch.
      end

c     ------------------------------------------------------------------
      real function d2psi(x,a,b,c,ns,xs,alpha,beta)
c     ------------------------------------------------------------------
c     Second derivative of the stretching function. (Senya Basin)
c     d2x = b * sum { -alpha/beta^2 * (2e/(1+e^2)^2 } + 2*c; e = (x-xs)/beta

      implicit real(a-h,o-z),integer(i-n)
      dimension xs(1),alpha(1),beta(1)
c
      sum  = 0.
      do i = 1, ns
         binv = 1./beta(i)
         e = binv*(x - xs(i))
         e2 = 1. + e*e
         sum = sum + alpha(i)*binv*binv*(e + e)/(e2 * e2)
      enddo

      d2psi = -b*sum + 2.*c
      return
c     end of function d2psi.
      end


c     ------------------------------------------------------------------
      real function dpsi(x,a,b,c,ns,xs,alpha,beta)
c     ------------------------------------------------------------------
c     derivative of the stretching function.
c
      dimension xs(1),alpha(1),beta(1)
c
      sum  = 0.
      do 10 i=1,ns
      e = (x - xs(i))/beta(i)
   10 sum = sum + (alpha(i)/beta(i)) * 1./(1.+ e*e)
      dpsi = b*(1. + sum) + 2.*c*x
      return
c     end of function dpsi.
      end
c
c     ------------------------------------------------------------------
      real function psi(x,a,b,c,ns,xs,alpha,beta)
c     ------------------------------------------------------------------
c     coordinate stretching function.
c
      dimension xs(1),alpha(1),beta(1)
c
      sum  = x
      do 10 i=1,ns
   10 sum = sum + alpha(i)*atan((x-xs(i))/beta(i))
      psi = a + b*sum + c*x*x
      return
c     end of function psi.
      end

c 
      subroutine wspace(parm,need)
c     ------------------------------------------------------------------
c     write an error message about the required array space and exit.
c
c     parm = (input) six-character name of the dimension parameter.
c     need = (input) needed value for the parameter parm, or zero.
c          = 0, then the needed value is not included in the message.
c
      implicit real(a-h,o-z),integer(i-n)
      character*6 parm
      character*72 msg
      if(need.ne.0) then
         write(msg,1) parm,need
    1    format('insufficient space, increase dimension parameter ',
     +          a6,' to ',i6,'$')
      else
         write(msg,2) parm
    2    format('insufficient space, increase dimension parameter ',a6,
     +          '$')
      endif
      call perror1(msg,1)
      return
c     end of wspace.
      end

c     ------------------------------------------------------------------
      subroutine perror1(msg,istop)
c     ------------------------------------------------------------------
c     print the character string msg and exit the program if istop.ne.0
c
c     msg    = (input) character string containing a message to be
c              printed.
c     istop  = (input) stop flag
c            = 0, continue execution
c            = otherwise, exit the program
c     ioerr  = (input) unit number for error messages.
c
      character*(*) msg
      character*72 err
      common/errors/ioerr,nstep
c
c     check if ioerr is reasonable.  if not, write to unit 6.
c
      if(ioerr.ge.1 .and. ioerr.le.99) then
         io = ioerr
      else
         io = 6
      endif
c
      if(nstep .gt. 0) then
         if(istop.eq.0) then
            write(io,1) nstep
    1       format(1x,'warning on step ',i10)
         else
            write(io,2) nstep
    2       format(1x,'error exit on step ',i10)
         endif
      endif
      if(len(msg) .gt. 0) then
         l = len(msg)
         iend = 0
         do 10 i=1,72
         if(msg(i:i) .eq. '$') iend = 1
         if(i .gt. l  .or.  iend .eq. 1) then
            err(i:i) = ' '
         else
            err(i:i) = msg(i:i)
         endif
   10    continue
         write(io,11) err
   11    format(1x,a72)
      endif
c
c     close all open output data files and stop execution.
c
      if(istop.ne.0) then
         call cstop
         stop
      endif
      return
c     end of perror.
      end
c

dyn_tios.f/     839602929   1572  1572  100444  16244     `
#define c_str(s) ('s\0')
c----------------------------------------------------------------------
      subroutine init_data_out (tfile,dfile,nx,ny,npt,xx,yy,en)
c----------------------------------------------------------------------
      include 'comm_new.h'
      include 'comm_data.h'
      include 'comm_pbl.h'
      character*(*) tfile, dfile 
      real en(1), xx(1), yy(1)
      real zz(100)
      integer tios_idvar
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /tios_id/ iddq, idri, idenm, ifoh ,idmosf, idtm
      save zz

      call tios_init (tfile, dfile)

      do i = 1, nz+1
         zz(i) = real(i)
      enddo

      call tios_grid (id_g0, nxp, nyp,   1,  xx, yy, zz)
      call tios_grid (id_g1, nxp, nyp,  nz,  xx, yy, zz)
      call tios_grid (id_g2, npten, 1, nz+1, zz, zz, zz)
      call tios_grid (id_g3, nxp, nyp, nz-1, xx, yy, zz)
      call tios_grid (id_g4, 1, nyp, nz+1, xx, yy, zz)

      call tios_map  (imap, nxp*nyp, nxyc, iox)

      call tios_var (t,  c_str(TEMP), id_g1, imap) 
      call tios_var (u,  c_str(U_VEL), id_g1, imap) 
      call tios_var (v,  c_str(V_VEL), id_g1, imap) 
      call tios_var (w,  c_str(W_VEL), id_g1, imap) 
      call tios_var (fhd,  c_str(DIV), id_g1, imap) 
      if (use_salt) then
         call tios_var (sal, c_str(SALT), id_g1, imap) 
         call tios_var (dens,c_str(DENS), id_g1, imap) 
      endif

      call tios_var (pgfx, c_str(PGF_X), id_g1, imap)
#ifdef dump_all
      call tios_var (rhsx,  c_str(RHS_X), id_g1, imap) 
      call tios_var (corx,  c_str(COR_X), id_g1, imap) 
      call tios_var (xnl,  c_str(NONLIN_X), id_g1, imap) 
      call tios_var (vertx,  c_str(VERT_X), id_g1, imap) 
      call tios_var (crhsx,  c_str(CRHS_X), id_g1, imap) 
#endif

      call tios_var (pgfy, c_str(PGF_Y), id_g1, imap)
#ifdef dump_all
      call tios_var (rhsy,  c_str(RHS_Y), id_g1, imap) 
      call tios_var (cory,  c_str(COR_Y), id_g1, imap) 
      call tios_var (ynl,  c_str(NONLIN_Y), id_g1, imap) 
      call tios_var (verty,  c_str(VERT_Y), id_g1, imap) 
      call tios_var (crhsy,  c_str(CRHS_Y), id_g1, imap) 
#endif

      idenm = tios_idvar (c_str(D_MEAN), id_g1, imap) 
      call tios_var (tm,  c_str(T_MEAN), id_g1, imap) 
      call tios_var (um,  c_str(U_MEAN), id_g1, imap) 
      call tios_var (vm,  c_str(V_MEAN), id_g1, imap) 
      call tios_var (wm,  c_str(W_MEAN), id_g1, imap) 
      if (use_salt) then
         call tios_var (salm,  c_str(S_MEAN),    id_g1, imap) 
         call tios_var (densm, c_str(DENS_MEAN), id_g1, imap) 
      endif

      iddq = tios_idvar(c_str(HFLX), id_g0, imap)
      call tios_var(qb(npt1), c_str(SOLAR),    id_g0, imap)
      call tios_var(qb(npt2), c_str(LATENT),   id_g0, imap)
      call tios_var(qb(npt3), c_str(SENSIBLE), id_g0, imap)
      call tios_var(qb(npt4), c_str(LONGWAVE), id_g0, imap)
      call tios_var(qb(npt4+nxyc), c_str(DEFICIT), id_g0, imap)
      call tios_var(cld(npt3), c_str(CLD),  id_g0, imap) 

      call tios_var(wnd, c_str(WNSP), id_g0, imap) 
      call tios_var(wnd(npt2), c_str(UWND), id_g0, imap) 
      call tios_var(wnd(npt3), c_str(VWND), id_g0, imap) 
      call tios_var(sst(npt3), c_str(SST),  id_g0, imap)
      if (use_salt) then
         call tios_var(ep,  c_str(EP),  id_g0, imap) 
         call tios_var(sss(npt3), c_str(SSS), id_g0, imap)
      endif

      if (initq .eq. 8) then
         call tios_var(amhum,     c_str(PBLHUM), id_g0, 0)
         call tios_var(amth,      c_str(PBLPTEM), id_g0, 0)
         call tios_var(ahum(1,3), c_str(AIRHUM),  id_g0, 0)
         call tios_var(atem(1,3), c_str(AIRTEM),  id_g0, 0)
      endif

      call tios_var (convn, c_str(CONVN), id_g1, imap) 

      call tios_var (en, c_str(ENRG),  id_g2, 0)
      call tios_var (w((nz-1)*nxyc+1) , c_str(SEALEV), id_g0, imap) 
      idri = tios_idvar (c_str(RI),     id_g3, imap)

      ifoh = idvar_tios (c_str(FOH), id_g0, imap)
      call tios_var (dept, c_str(TOTAL_DEPTH), id_g0, imap)
      call tios_var (relax, c_str(RELAX), id_g0, imap)
      call tios_var (sponge, c_str(SPONGE), id_g0, imap)
      if (ibaro .ne. 0) then
         call tios_var (psi, c_str(PSI), id_g0, imap)
         call tios_var (ubar, c_str(U_BAR), id_g0, imap)
         call tios_var (vbar, c_str(V_BAR), id_g0, imap)
      endif
      call tios_var(taux, c_str(TAUX), id_g0, imap) 
      call tios_var(tauy, c_str(TAUY), id_g0, imap) 


      idtm = idvar_tios (c_str(DEPTH), id_g1, imap)

      idmosf = tios_idvar (c_str(W_MOSF),     id_g4, 0)
      call tios_var (psiw, c_str(MOSF), id_g4, 0)

      call tios_read

      return
      end

c--------------------------------------------------
      subroutine data_out (tenso, nx, ny, npt, en)
c--------------------------------------------------
      include 'comm_new.h'
      include 'comm_data.h'
      include 'comm_pbl.h'
      real en(1)
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /tios_id/ iddq, idri, idenm, ifoh ,idmosf, idtm
      external h_to_z, comp_rich, out_mean, out_mosf, dept_to_foh, comp_q
      integer tios_putvar, tios_putidvar

      if (tios_putvar (t, tenso, 0) .eq. 1) then 
         call zero_em(nz*nxyc, convn)
      endif

      call tios_putvar (pgfx, tenso, 0)
      call tios_putvar (pgfy, tenso, 0)

c.....output mean MODEL variables:      
      if ( tios_putidvar (idenm, tp, tenso, out_mean) .eq. 0 ) then
         call tios_putvar (tm, tenso, out_mean)
      endif

      call tios_putidvar (iddq, tp, tenso, comp_q)

      if (initq .eq. 8) then
          call tios_putvar (amhum, tenso, 0)
      endif

      call tios_putvar (en, tenso, 0)

      call tios_putvar (w((nz-1)*nxyc+1), tenso, 0)
      call tios_putidvar (idri, tp, tenso, comp_rich)


      call tios_putidvar (ifoh, tp, tenso, dept_to_foh)

      if (ibaro.ne.0) call tios_putvar (psi, tenso, 0)

      call tios_putidvar (idtm, tp, tenso, h_to_z)

      call tios_putidvar (idmosf, wint, tenso, out_mosf)



      call tios_save

      return
      end

c------------------------------------------------------------
      subroutine h_to_z 
c------------------------------------------------------------
      include 'comm_data.h'
      include 'comm_para.h'
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
c
c compute vertical coordinate

      x = sqrt(-1.)

      do i = 1, nxyc*nz
         tp(i) = x
      enddo

      do i = 1, nxyc
         z = h(i)/2.
         dz= h(i)/2.
         tp(i) = -z
         do k = 2, nzi(i)
            kn = (k-1)*nxyc
            ik  = kn + i
            ikm  = kn + i - nxyc
            dz = h(ikm) - dz
            z = z + 2.*dz
            tp(ik) = - z
         enddo
      enddo

      return
      end

c------------------------------------------------------------
      subroutine dept_to_foh
c------------------------------------------------------------
      include 'comm_data.h'
      include 'comm_para.h'
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
c
c compute f/H

      do i = 1, nxyc
         tp(i) = f(i)/dept(i)
      enddo


      return
      end

c------------------------------------------------------------
      subroutine comp_rich 
c------------------------------------------------------------
      include 'comm_para.h'
      include 'comm_new.h'
      include 'comm_data.h'
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc

      parameter (R_COEF  = -0.5 * GRAVTY/1000.)
      parameter (DUZ_0   = 1.e-5)
c
c  compute Ri & put it into tp(*)
c  Ri = -(g/rho0) * d(rho)/dz / (du/dz**2 + du/dz**2)c
c
      if (use_salt) then
         do k = 1, nz-1
            kn = (k-1)*nxyc
            do i = 1, nxyc
               ik  = kn + i
               ikp = ik + nxyc
               uu = u(ik) - u(ikp)
               vv = v(ik) - v(ikp)
               du2 = uu*uu + vv*vv
               if (du2 .lt. DUZ_0) du2 = DUZ_0
               
               tp(ik) = R_COEF * (h(ik) + h(ikp))*(dens(ik) - dens(ikp)) / du2
            enddo
         enddo
      else
         coef = R_COEF * TCOEF
         do k = 1, nz-1
            kn = (k-1)*nxyc
            do i = 1, nxyc
               ik  = kn + i
               ikp = ik + nxyc
               uu = u(ik) - u(ikp)
               vv = v(ik) - v(ikp)
               du2 = uu*uu + vv*vv
               if (du2 .lt. DUZ_0) du2 = DUZ_0
               
               tp(ik) = coef * (h(ik) + h(ikp))*(t(ikp) - t(ik)) / du2
            enddo
         enddo
      endif

      return
      end

      subroutine add_mean_old
c-----------------------------
      include 'comm_data.h'
      include 'comm_new.h'
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /mean_comm/ nmcount

      nmcount = nmcount + 1
      if (nmcount .eq. 1) then
         do i = 1, nz*nxyc
            um(i) = 0.
            vm(i) = 0.
            wm(i) = 0.
            tm(i) = 0.
         enddo
         if (use_salt) then
            do i = 1, nz*nxyc
               salm(i)  = 0.
               densm(i) = 0.
            enddo
         endif
      endif

      do k = 1, nz
         ik0 = (k-1)*nxyc
         do i = ik0+1, ik0+nxyc
            um(i) = um(i) + u(i)
            vm(i) = vm(i) + v(i)
            wm(i) = wm(i) + w(i)
            tm(i) = tm(i) + t(i)
         enddo
      enddo

      if (use_salt) then
         do k = 1, nz
            ik0 = (k-1)*nxyc
            do i = ik0+1, ik0+nxyc
               salm(i)  = salm(i)  + sal(i)
               densm(i) = densm(i) + dens(i)
            enddo
         enddo
      endif

      return
      end

      subroutine out_mean
c--------------------------
      include 'comm_data.h'
      include 'comm_new.h'
      common /grid/ nxp, nyp, nxyc, nz, nbx,nby,ncs,land,nlo,npbc
      common /mean_comm/ nmcount

      coef = 1./real(nmcount)
      nmcount = 0

      do i = 1, nz*nxyc
         um(i) = coef*um(i) 
         vm(i) = coef*vm(i) 
         wm(i) = coef*wm(i) 
         hm(i) = coef*hm(i) 
         tm(i) = coef*tm(i) 
      enddo

      do i = 1, nxyc
         z = 0.5*hm(i)
         dh=  z
         do k = 1, nzi(i)
            ik  = i + (k-1)*nxyc
            tp(ik) = - z
            z = z + 2.*dh 
            dh = hm(ik) - dh
         enddo
      enddo

c      do i = 1, nxyc
c         tp(i) = -0.5*hm(i)
c      enddo
c      do k = 2, nz
c         kn = (k-1)*nxyc
c         do i = 1, nxyc
c            ik  = kn + i
c            ikm = ik - nxyc
c            tp(ik) = tp(ikm) - 0.5 * (hm(ikm) + hm(ik))
c         enddo
c      enddo

      if (use_salt) then
         do i = 1, nz*nxyc
            salm(i)  = coef*salm(i) 
            densm(i) = coef*densm(i) 
         enddo
      endif

      do i = 1, ntrac*nz*nxyc
         trm(i) = coef*trm(i) 
      enddo

      return
      end

      subroutine out_mean_old
c--------------------------
      include 'comm_data.h'
      include 'comm_new.h'
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /mean_comm/ nmcount


      coef = 1./real(nmcount)
      nmcount = 0

      do i = 1, nz*nxyc
         um(i) = coef*um(i) 
         vm(i) = coef*vm(i) 
         wm(i) = coef*wm(i) 
         tm(i) = coef*tm(i) 
      enddo

      if (use_salt) then
         do i = 1, nz*nxyc
            salm(i)  = coef*salm(i) 
            densm(i) = coef*densm(i) 
         enddo
      endif

      return
      end

c------------------------------------------------------------
      subroutine out_mosf
c------------------------------------------------------------
      include 'comm_para.h'
      include 'comm_new.h'
      include 'comm_data.h'
      common /grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common /main/npt

c  for mean field meridional overturning streamfunction:
      call comp_mosf(nxp,nyp,nz,npt,mask,wm,psiw,emx,emy,wint,tp)
c  for instantaneous field meridional overturning streamfunction:
c      call comp_mosf(nxp,nyp,nz,npt,mask,w,psiw,emx,emy,wint,tp)

      return
      end

c------------------------------------------------------------
      subroutine comp_mosf(nx,ny,nz,npt,mask,w,psi,emx,emy,wint,tmp)
c------------------------------------------------------------
c  find the meridional overturning streamfunction

      include 'comm_para.h'
      include 'comm_new.h'

      dimension mask(nx*ny,nz),w(npt,nz)
      dimension emx(npt),emy(npt),wint(ny,nz)
      dimension tmp(ny,2),psi(ny,nz+1)


      parameter (REARTH = 6378000., RAD    = 3.14159265/180.)

      jmax=0
      jmin=ny
      do j = 1, ny
      do i = 1, nx
         ij = (j-1)*nx + i 
         ii = mask(ij,1)
         if (ii.gt.0) then
            tmp(j,1) = emy(ii)
            jmax  = max(jmax,j)
            jmin  = min(jmin,j)       
         endif
      enddo
      enddo
      do j = 1, ny
         tmp(j,2) = 0
      enddo
      do j = 1, ny
      do i = 1, nx
         ij = (j-1)*nx + i 
         do k = 1, nz
            ii = mask(ij,k)
            if (ii.gt.0) then
               tmp(j,2) = max(k,tmp(j,2))
            endif
         enddo
      enddo
      enddo

c     compute wint = zonal integral of w
      call zonal_int(1,nx,ny,nz-1,npt,mask,w,wint,emx)
      
      rnan = sqrt(-1.)
      do j = 1, ny
         do k = 1, nz+1
            psi(j,k) = rnan
         enddo
      enddo

      do j = jmin, jmax
         psi(j,1) = 0.
         psi(j,tmp(j,2)+1) = 0.
      enddo

      do k = 1, tmp(jmin,2)
         psi(jmin,k) = 0.
      enddo
      do k = 1, tmp(jmax,2)
         psi(jmax,k) = 0.
      enddo

c     compute psi from integrating wint in y

      do j = jmin + 1, jmax - 1
         do k = 2, tmp(j,2)
            dy = (1./tmp(j,1) + 1./tmp(j-1,1))/2.
            psi(j,k)=psi(j-1,k) + dy*(wint(j,k)+wint(j-1,k))/2.
         enddo
      enddo

      return
      end

c------------------------------------------------------------
      subroutine zonal_int(iflag, nx,ny,nz,npt,mask,f,fint,emx)
c------------------------------------------------------------
      dimension mask(nx*ny,nz),f(npt,nz),fint(ny,nz),emx(npt)
      
      do j = 1, ny
         do k = 1, nz + iflag
            fint(j,k) = 0.
         enddo
      enddo
      do j = 1, ny
         do i = 1, nx
            ij = (j-1)*nx + i 
            do k = 1, nz
               ii = mask(ij,1)
               if (mask(ij,k).gt.0) then
                  fint(j,k+iflag) = fint(j,k+iflag) + f(ii,k)/emx(ii)
               endif
            enddo
         enddo
      enddo
      
      return
      end

      subroutine add_mean
c-----------------------------
      include 'comm_data.h'
      include 'comm_new.h'
      common /grid/ nxp, nyp, nxyc, nz, nbx,nby,ncs,land,nlo,npbc
      common /mean_comm/ nmcount

      nmcount = nmcount + 1
      if (nmcount .eq. 1) then
         do i = 1, nz*nxyc
            um(i) = 0.
            vm(i) = 0.
            wm(i) = 0.
            hm(i) = 0.
            tm(i) = 0.
         enddo
         if (use_salt) then
            do i = 1, nz*nxyc
               salm(i)  = 0.
               densm(i) = 0.
            enddo
         endif
         do i = 1, nz*nxyc*ntrac
            trm(i) = 0.
         enddo
      endif

      do k = 1, nz
         ik0 = (k-1)*nxyc
         do i = ik0+1, ik0+nxyc
            um(i) = um(i) + u(i)
            vm(i) = vm(i) + v(i)
            hm(i) = hm(i) + h(i)
            wm(i) = wm(i) + w(i)
            tm(i) = tm(i) + t(i)
         enddo
      enddo

      if (use_salt) then
         do k = 1, nz
            ik0 = (k-1)*nxyc
            do i = ik0+1, ik0+nxyc
               salm(i)  = salm(i)  + sal(i)
               densm(i) = densm(i) + dens(i)
            enddo
         enddo
      endif

      do n = 1, ntrac
         in0 = (n-1)*nz*nxyc
         do k = 1, nz
            ik0 = in0 + (k-1)*nxyc
            do i = ik0+1, ik0+nxyc
               trm(i) = trm(i) + tr(i)
            enddo
         enddo
      enddo

      return
      end


c------------------------------------------------------------
      subroutine comp_q
c------------------------------------------------------------
      include 'comm_new.h'
      include 'comm_data.h'
      common /grid/ nxp, nyp, nxyc, nz, nbx,nby,ncs,land,nlo
      
      do i = 1, nxyc
         tp(i) = QCON * (q(i) + qr(i)) 
      enddo

      return
      end
dyn_topo.f/     839946116   1572  1572  100444  15844     `
      subroutine new_topo (nxp,nyp,nz,npt,zin,dzin,hin,nsig,sigma,dept,h,nptk,nzi)
      dimension zin(nz+1),dzin(nz+1),dept(npt),nptk(nz),h(npt,nz)
     *         ,nzi(npt),hin(nz),sigma(nz)
      include 'comm_new.h'
      
      do k = 1, nz
         do i = 1, npt
c            h(i,k) = -98765432.
            h(i,k) = 0.
         enddo
      enddo
      
      do i = 1, npt
         dep = dept(i)
         n = 1
         do k = 2, nz
            if (dep.lt.zin(k)) goto 10
            n = k
         enddo
   10    nzi(i) = n
      enddo
      
      if (initbt.eq.0) then
         do i = 1, npt
            mz = nzi(i)
            do k = 1, mz
               h(i,k) = dzin(k+1) + dzin(k)
            enddo
         enddo
      elseif (initbt.eq.3) then
         mmz = 0
         do i = 1, npt
            mmz = max(nzi(i),mmz)
         enddo
         do i = 1, npt
            mz = nzi(i)
            do k = 1, mz - 1
               h(i,k) = dzin(k+1) + dzin(k)
            enddo
            if (mz.eq.mmz) then
               h(i,mz) = dzin(mz) + (dept(i)-zin(mz))
            else
               h(i,mz) = dzin(mz+1) + dzin(mz)
            endif
         enddo
      else
         do i = 1, npt
            dep = dept(i)
            mz = nzi(i)
            do k = 1, mz - 1
               h(i,k) = dzin(k+1) + dzin(k)
            enddo
            h(i,mz) = dzin(mz) + (dep-zin(mz))
         enddo
      endif
      
      return
      end

c     ---------------------------------------------------------------------
      subroutine data_init (npt,nptk,nz,isk,u,v,uc,vc,fu,fv,ft,fsal,bdiv,ubar,vbar,use_salt)
c     ---------------------------------------------------------------------
      dimension nptk(nz),isk(npt,nz),bdiv(npt),ubar(npt),vbar(npt),
     *          u(npt,nz),v(npt,nz),uc(npt,nz),vc(npt,nz),
     *          fu(npt,nz), fv(npt,nz), ft(npt,nz), fsal(npt,nz)
      logical use_salt

      do i = 1, npt
         bdiv(i) = 0.
         ubar(i) = 0.
         vbar(i) = 0.
      enddo

      do k = 1, nz
         do j = 1, nptk(k)
            i = isk(j,k)
            u(i,k) = 0.
            v(i,k) = 0.
            uc(i,k) = 0.
            vc(i,k) = 0.
            fu(i,k) = 0.
            fv(i,k) = 0.
            ft(i,k) = 0.
         enddo
      enddo

      if (.not.use_salt) return

      do k = 1, nz
         do j = 1, nptk(k)
            i = isk(j,k)
            fsal(i,k) = 0.
         enddo
      enddo

      return
      end

c     ---------------------------------------------------------------------
      subroutine dfdxk (f,df,npt,npk,nbu,nbx,nby,ncs,lxx,lyx,snx
     *           ,npbc,lpbcw,lpbce,isk)
c     ---------------------------------------------------------------------
c............ a version with Periodic B.C. (Senya Basin)
      implicit real(a-h,o-z),integer(i-n)
      dimension f(npt),df(npt),snx(nbx),lxx(nbx+ncs,4), lyx(nby)
      dimension lpbcw(npbc), lpbce(npbc),isk(npk)

c     compute centered first derivative for entire grid.

#ifdef fourth_order
      do i = 3, npk - 2
         j = isk(i)
         df(j) = (8.*(f(j+1)-f(j-1)) - (f(j+2)-f(j-2)))/12.
      enddo
#else !second_order
      do i = 2, npk - 1
         j = isk(i)
         df(j) = (f(j+1)-f(j-1))/2.
      enddo
#endif
c....................... periodic B.C.
      do i = 1, npbc
         i2 = lpbce(i)
         f4 = f(i2)
         f3 = f(i2-1)
         f2 = f(i2-2)
         f1 = f(i2-3)

         i1 = lpbcw(i)
         f5 = f(i1)
         f6 = f(i1+1)
         f7 = f(i1+2)
         f8 = f(i1+3)

#ifdef fourth_order
         df(i1)   = (8.*(f6 - f4) - (f7 - f3))/12.
         df(i1+1) = (8.*(f7 - f5) - (f8 - f4))/12.
         df(i2)   = (8.*(f5 - f3) - (f6 - f2))/12.
         df(i2-1) = (8.*(f4 - f2) - (f5 - f1))/12.
#else !second_order
         df(i1)   = (f6 - f4)/2.
         df(i1+1) = (f7 - f5)/2.
         df(i2)   = (f5 - f3)/2.
         df(i2-1) = (f4 - f2)/2.
#endif
      enddo
      
      nb = nbx
      
      if (nbu .eq. -1 .or. nbu .eq. 2) then
         do i = 1, nb
            i1 = lxx(i,1)
            i2 = lxx(i,2)
            f1 = f(i1)
            f2 = f(i2)
            f3 = f(lxx(i,3))
            f4 = f(lxx(i,4))
            df(i1) = 0.            
#ifdef fourth_order
            df(i2) = snx(i)*( 2.*(f2-f1) + 5.*(f3-f2) - (f4-f3))/6.
#endif
         enddo
      else
         do i = 1, nb
            i1 = lxx(i,1)
            i2 = lxx(i,2)
            f1 = f(i1)
            f2 = f(i2)
            f3 = f(lxx(i,3))
            f4 = f(lxx(i,4))
#ifdef fourth_order
            df(i1) = snx(i)*(11.*(f2-f1) + 7.*(f2 - f3) + 2.*(f4-f3))/6.
            df(i2) = snx(i)*( 2.*(f2-f1) + 5.*(f3-f2) - (f4-f3))/6.
#else
            df(i1) = snx(i)*(3.*(f2 - f1) + (f2 - f3))/2.
#endif
         enddo
      endif

      if (nbu .eq. -1 .or. nbu.eq.1) then
c..................set the derivative along the boundary equal to zero.
         do i = 1, nby
            df(lyx(i)) = 0.
         enddo
      endif

      return
c     end of dfdxk.
      end

c     ------------------------------------------------------------------
      subroutine dfdyk(f,df,npt,npk,nbv,nby,nbx,ncs,lyy,lxy,sny,isy)
c     ------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension f(npt),df(npt),sny(nby),lyy(nby+ncs,4),lxy(nbx)
     *          ,isy(npk)
c   note, isy: k-y-comp  -> x-comp, 
c         lyy: k-y-comp-bound -> x-comp , etc.
c
#ifdef fourth_order
      do i = 3, npk-2
         j   = isy(i)
         df(j)=(8.*(f(isy(i+1))-f(isy(i-1))) - (f(isy(i+2))-f(isy(i-2))))/12.
      enddo
#else !second_order
      do i = 2, npk-1
         j   = isy(i)
         df(j)=(f(isy(i+1))-f(isy(i-1)))/2.
      enddo
#endif
      
      nb = nby
      
      if (nbv.eq.-1 .or. nbv.eq.2) then
         do i = 1, nb
            i1 = lyy(i,1)
            i2 = lyy(i,2)
            f1 = f(i1) 
            f2 = f(i2)
            f3 = f(lyy(i,3))
            f4 = f(lyy(i,4))
            df(i1) = 0.            
#ifdef fourth_order
            df(i2) = sny(i)*(2.*(f2-f1) + 5.*(f3-f2) - (f4-f3))/6.
#endif
         enddo
      else
         do i = 1, nb
            i1 = lyy(i,1)
            i2 = lyy(i,2)
            f1 = f(i1)
            f2 = f(i2)
            f3 = f(lyy(i,3))
            f4 = f(lyy(i,4))
#ifdef fourth_order
            df(i1) = sny(i)*(11.*(f2-f1) + 7.*(f2-f3) + 2.*(f4-f3))/6.
            df(i2) = sny(i)*( 2.*(f2-f1) + 5.*(f3-f2) -    (f4-f3))/6.
#else !second_order
            df(i1) = sny(i)*(3.*(f2-f1) + (f2-f3))/2.
#endif
         enddo
      endif

      if(nbv.eq.-1 .or. nbv.eq.1) then
c.....................set the derivative along the x boundary equal to zero.
         do i = 1, nbx
            df(lxy(i)) = 0.
         enddo
      endif

      return
c     end of dfdyk.
      end


c     ---------------------------------------------------------------------
      subroutine dfdx1 (f,df,npt,nbu,nbx,nby,ncs,lxx,lyx,snx
     *           ,npbc,lpbcw,lpbce)
c     ---------------------------------------------------------------------
c............ a version with Periodic B.C. (Senya Basin)
      implicit real(a-h,o-z),integer(i-n)
      dimension f(npt),df(npt),snx(nbx),lxx(nbx+ncs,4), lyx(nby)
      dimension lpbcw(npbc), lpbce(npbc)

c     compute fourth order centered first derivative for entire grid.

#ifdef fourth_order
      do j = 3, npt - 2
         df(j) = (8.*(f(j+1)-f(j-1)) - (f(j+2)-f(j-2)))/12.
      enddo
#else !second_order
      do j = 2, npt - 1
         df(j) = (f(j+1)-f(j-1))/2.
      enddo
#endif
c....................... periodic B.C.
      do i = 1, npbc
         i2 = lpbce(i)
         f4 = f(i2)
         f3 = f(i2-1)
         f2 = f(i2-2)
         f1 = f(i2-3)

         i1 = lpbcw(i)
         f5 = f(i1)
         f6 = f(i1+1)
         f7 = f(i1+2)
         f8 = f(i1+3)

#ifdef fourth_order
         df(i1)   = (8.*(f6 - f4) - (f7 - f3))/12.
         df(i1+1) = (8.*(f7 - f5) - (f8 - f4))/12.
         df(i2)   = (8.*(f5 - f3) - (f6 - f2))/12.
         df(i2-1) = (8.*(f4 - f2) - (f5 - f1))/12.
#else !second_order
         df(i1)   = (f6 - f4)/2.
         df(i1+1) = (f7 - f5)/2.
         df(i2)   = (f5 - f3)/2.
         df(i2-1) = (f4 - f2)/2.
#endif
      enddo
      
      do i = 1, nbx
         i1 = lxx(i,1)
         i2 = lxx(i,2)
         f1 = f(i1)
         f2 = f(i2)
         f3 = f(lxx(i,3))
         f4 = f(lxx(i,4))
#ifdef fourth_order
         df(i1) = snx(i)*(3.*(f2-f1) + (f2-f3))/2.
c         df(i1) = snx(i)*(11.*(f2-f1) + 7.*(f2 - f3) + 2.*(f4-f3))/6.
         df(i2) = snx(i)*(2.*(f2-f1) + 5.*(f3-f2) + (f3-f4))/6.
#else
         df(i1) = snx(i)*(f2 - f1)
#endif
      enddo
      
      if (nbu.eq.1) then
c..................set the derivative along the boundary equal to zero.
         do i = 1, nby
            df(lyx(i)) = 0.
         enddo
      endif

      return

      end


c     ------------------------------------------------------------------
      subroutine dfdy1(f,df,npt,nbv,nby,nbx,ncs,lyy,lxy,sny,isy)
c     ------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension f(npt),df(npt),sny(nby),lyy(nby+ncs,4),lxy(nbx)
     *          ,isy(npt)
c   note, isy: k-y-comp  -> x-comp, 
c         lyy: k-y-comp-bound -> x-comp , etc.
c
#ifdef fourth_order
      do i = 3, npt-2
         j   = isy(i)
         df(j)=(8.*(f(isy(i+1))-f(isy(i-1))) - (f(isy(i+2))-f(isy(i-2))))/12.
      enddo
#else !second_order
      do i = 2, npt-1
         j   = isy(i)
         df(j)=(f(isy(i+1))-f(isy(i-1)))/2.
      enddo
#endif
      
      do i = 1, nby
         i1 = lyy(i,1)
         i2 = lyy(i,2)
         f1 = f(i1)
         f2 = f(i2)
         f3 = f(lyy(i,3))
         f4 = f(lyy(i,4))
#ifdef fourth_order
         df(i1) = sny(i)*(3.*(f2-f1) + (f2-f3))/2.
c         df(i1) = sny(i)*(11.*(f2-f1) + 7.*(f2-f3) + 2.*(f4-f3))/6.
         df(i2) = sny(i)*(2.*(f2-f1) + 5.*(f3-f2) + (f3-f4))/6.
#else
         df(i1) = sny(i)*(f2 - f1)
#endif
      enddo

      if(nbv.eq.1) then
c.....................set the derivative along the x boundary equal to zero.
         do i = 1, nbx
            df(lxy(i)) = 0.
         enddo
      endif

      return
c     end of dfdy1.
      end

      subroutine baro_dept(npt,nz,nzi,nzi_b,h,lxxk,lyyk,mbc,dept,nz_x,nz_y)
c     ---------------------------------------------------------------------
c...... requires no-slip boundary condition

c...... if point is an x or y boundary point on the k-th grid, but not
c......  the first grid, then it must be treated differently in baro_shap
c......  and baro_updat in order to satisfy boundary conditions

      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'
      dimension h(npt,nz),dept(npt),
     *          lxxk(MXBDY,nz),lyyk(MXBDY,nz),nzi(npt),nzi_b(npt)
     *          ,nz_x(npt),nz_y(npt)

      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +      ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)
      
      do i = 1, npt
         nz_x(i) = nzi(i)
         nz_y(i) = nzi(i)
      enddo

c  find x-direction restrictions on depth
      do k =  nz, 2, -1
         do j = 1, nbxk(k)
            i = lxxk(j,k)
            nz_x(i) = k-1
         enddo
      enddo
      k = 1
      do j = 1, nbxk(k)
         i = lxxk(j,k)
         nz_x(i) = nzi(i)
      enddo

      do i = 1, npt
         nzi_b(i) = nz_x(i)
      enddo

#ifdef fourth_order
      do k = nz, 2, -1
         nxck = nbxk(k) + ncsk(k)
         do i = 1, nbxk(k)
            j = lxxk(i+nxck,k)
            nz_x(j) = k-1
         enddo
      enddo
      k = 1
      nxck = nbxk(k) + ncsk(k)
      do i = 1, nbxk(k)
         j = lxxk(i+nxck,k)
         nz_x(j) = nzi_b(j)
      enddo
#endif

c  find y-direction restrictions on depth
      do k =  nz, 2, -1
         do j = 1, nbyk(k)
            i = lyyk(j,k)
            nz_y(i) = k-1
         enddo
      enddo
      k = 1
      do j = 1, nbyk(k)
         i = lyyk(j,k)
         nz_y(i) = nzi(i)
      enddo

      do i = 1, npt
         nzi_b(i) = nz_y(i)
      enddo

#ifdef fourth_order
      do k = nz, 2, -1
         nyck = nbyk(k) + ncsk(k)
         do i = 1, nbyk(k)
            j = lyyk(i+nyck,k)
            nz_y(j) = k-1
         enddo
      enddo
      k = 1
      nyck = nbyk(k) + ncsk(k)
      do i = 1, nbyk(k)
         j = lyyk(i+nyck,k)
         nz_y(j) = nzi_b(j)
      enddo
#endif

      do i = 1, npt
         nzi_b(i) = min(nz_x(i),nz_y(i))
      enddo

      do i = 1, npt
         dept(i) = h(i,1)
         do k = 2, nzi_b(i)
            dept(i) = dept(i) + h(i,k)
         enddo
      enddo

      return
      end


      subroutine baro_shap (nstep,npt,nz,nzi,nzi_b,dept,h,uc,vc,ubar,vbar,u,v,
     *                      lxxk,lyyk)
c---------------------------------------------------------------------------


c    This subroutine is responsible for preserving the rigid lid 
c    assumption. It must be called immediately before ddiv to
c    work properly

c    Note that in the non-constant depth scenario, we need
c                div(sum(uc_k)) = sum(div(uc_k)).

c      - We need the same divergence operators on both sides.
c    We accomplish this by using the k=1 divergence operator
c    on all levels, assuming uc(i,k)=0 at all 'mud' (non-ocean) points.

c      - In order for the divergence and summation (over k) operators
c    to commute, we need also need the summation to be independent of
c    horizontal position, hence the sum must be over all 'nz' levels
c    but no normal vertical flow through the bottom requires that
c    div(uc_k) = 0 at all 'mud' points.

c    Thus we have two constraints while computing divergences in ddiv:
c         uc_k=0 and div(uc_k)=0 at mud points 

c    NOTE: A distinction is made between 'mud' points and 'land'
c    points. A 'mud' point is by definitions a point which is
c    not water on some level k>1, but is water on the k=1 level.
c    These 'fixes' are not done on the land points, only mud points.

c    Zero mudpoint transport (uc_k = 0) is done in ddiv. 

c    Zero mudpoint divergence (div(uc_k) = 0) is accomplished by 
c    enforcing the normal component of velocity to be zero at
c    one(two) grid point(s) adjacent to land in the case of
c    second(fourth) order approximations to the derivatives.  This
c    is done here and in bcset, but in order for the total transport to
c    remain fixed, we must redistribute the zero-ed out barotropic
c    transport in this routine.  The redistribution of ubar(vbar) is 
c    determined by nzi_b. This restores the correct barotropic transport 
c    (which was spoiled by bcset and the shapiro filter).

c----NHN:Dec.21,95

      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'
      dimension h(npt,nz),uc(npt,nz),vc(npt,nz),ubar(npt),vbar(npt)
      dimension u(npt,nz),v(npt,nz)
      dimension dept(npt),nzi(npt),nzi_b(npt)
      dimension lxxk(MXBDY,nz), lyyk(MXBDY,nz)
      common/shapi/nord,nshapu,nshaph,nshapt,mshapu,mshaph,mshapt
      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +      ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)

      do i = 1, npt
         do k = 1, nzi_b(i)
            hi = h(i,k)
            uc(i,k) = u(i,k)*hi
            vc(i,k) = v(i,k)*hi
         enddo
      enddo
      do i = 1, npt
         do k = nzi_b(i)+1, nzi(i)
            uc(i,k) = 0.
            vc(i,k) = 0.
         enddo
      enddo

      call baro_sum (npt, nz, nzi_b, uc, vc, u, v)
      call baro_scale (npt, u, v, dept)

      do i = 1, npt
         do k = 1, nzi_b(i)
            uc(i,k) = uc(i,k) + h(i,k)*(ubar(i) - u(i,1))
         enddo
         do k = 1, nzi_b(i)
            vc(i,k) = vc(i,k) + h(i,k)*(vbar(i) - v(i,1))
         enddo
      enddo

      call decap (npt, nz, nzi, u,v,uc,vc,h)

      return
      end

dyn_xir.f/      839513370   1572  1572  100444  31937     `
c***********************************************************************
c
c     routines for irregular geometry.
c
c***********************************************************************
c     ------------------------------------------------------------------
      subroutine bndrys(npt,iox,ioy,isxk,isyk,mask,h,nzi,
     *            ixk,iyk,lxxk,lyyk,lxyk,lyxk,snxk,snyk,lok,
     *            lpbcwk,lpbcek,ifxk,ifpxk,ifyk,dept)
c     ------------------------------------------------------------------
c     finds the indices of the land-ocean boundary grid points.
c
c     from the common block grid:
c     nxp,nyp = (input) # of grid points in the x and y directions.
c     nxyc    = (input) # of ocean grid points.
c     mxbdy = (input) maximum storage space for each array lxx, lyy.
c     maxnb = (input) max storage space for each array lxy, lyx, snx, sny.
c     iox   = (output) nxyc indices of the x-sorted ocean grid points.
c     ioy   = (output) nxyc indices of the ocean points for a y-sort.
c     isx   = (output) nxyc indices to gather data to the compressed
c             x-sort from the compressed y-sort.
c        isy = nxyc indices to gather data to the compressed y-sort
c              from the compressed x-sort.
c        lxx = MINSEG*(nbx+ncs) indices of points on and next to x-bndrys
c              for the compressed x-sort.
c        lyy = MINSEG*(nby+ncs) x-sort indices of points on and next 
c              to y-bndrys for the compressed y-sort.
c        lxy = nbx+ncs indices of x-boundary points for the compressed
c              y-sort.
c        lyx = nby+ncs indices of y-boundary points for the compressed
c              x-sort.
c
c     snx = (output) nbx+ncs signs (+1. or -1.) associated with the
c           x-boundary indices in lxx.  if snx(i)=1., then the ocean
c           grid point with index lxx(i) is to the east (pos. x-dir.)
c           of the adjacent land point.  if snx(i)=-1.,
c           then the ocean pt. lxx(i) is to the west (neg. x-dir) of
c           the adjacent land grid point.
c     sny = (output) nby+ncs signs (+1. or -1.) associated with the
c           y-boundary indices in lyy in the same since as snx and lxx.
c     nbx = (output) # of x-boundary grid points.
c     nby = (output) # of y-boundary grid points.
c     ncs = (output) # of interior corner boundary grid points.
c
c     *****************************************************************
c     a few words about the different data sorts and bndry indices:
c
c        the boundary grid points are the ocean grid points which are
c     adjacent to one or more land grid points.  an ocean point is an
c     x-boundary point if the adjacent land point is in the pos. or neg.
c     x-direction, and an ocean point is a y-boundary pt if the adjacent
c     land point is in the pos. or neg. y-direction.  thus a point
c     can be both an x-boundary and a y-boundary point.  there are nbx
c     and nby x and y boundary points, respectively.  a special case is
c     an ocean point which is neither an x nor a y boundary point,
c     but is adjacent to a land point in a diagonal direction.  these are
c     referred to as interior corner boundary points (there are always
c     some on a peninsula).  there are ncs ocean points of this type.
c
c        assume that a data field is stored in the matrix u(i,j) whose
c     first dimension has been declared as nxp elements.  the index i
c     corresponds to increasing x, and j corresponds to increasing y.  in
c     fortran, the elements of u are stored sequentially with the index
c     i increasing before j, ie. u(1,1),u(2,1),...,u(nxp,1),u(1,2),...
c     this is the x or regular x-sort.  the y or regular y-sort is simply
c     a sequential storage of u with the j index increasing before i,
c     u(1,1),u(1,2),...,u(1,nyp),u(2,1),u(2,2),.... the compressed
c     x-sort is the regular x-sort, excluding land points.  the elements
c     representing ocean points are simply shifted towards u(1,1) to
c     fill the gaps left by the land elements, so that all ocean points
c     are stored consecutively.  similarly, the compressed y-sort is the
c     regular y-sort, excluding land points.
c        for each type of sort the data u can obviously be identified by
c     a single index, say k.  if k is simply the sequential position of
c     the element as it is stored, then for the regular sorts, k can be
c     expressed in terms of the original indices i and j:
c        k = i + (j-1)*nxp       regular x-sort
c        k = j + (i-1)*nyp       regular y-sort
c     the indices iox are the k-indices of the ocean pts for an x-sort
c     and the indices ioy are the k-indices of the ocean pts for a
c     regular y-sort.  some relations between sorts and indices are:
c        uxc(i) = ux(iox(i))   compressed x-sort from regular x-sort
c        uyc(i) = uy(ioy(i))   compressed y-sort from regular y-sort
c        uyc(i) = uxc(isy(i))  compressed y-sort from compressed x-sort,
c                               where isy is a columnwise ordering of the
c                               compressed x-sort indices
c        uxc(i) = uyc(isx(i))  compressed x-sort from compressed y-sort,
c                               where isx is a rowwise ordering of the
c                               compressed y-sort indices
c        isx(isy(k)) = k, and isy(isx(k)) = k
c
c        the k-index for the regular x-sort can be expressed in terms 
c     of the k-index for the regular y-sort, and vice versa.  so the
c     indices of ocean grid points in the two sorts are related as:
c           ioy(i) = ((iox(i)-1)/nxp)*(1-nxp*nyp) + (iox(i)-1)*nyp + 1
c     and
c           iox(i) = ((ioy(i)-1)/nyp)*(1-nxp*nyp) + (ioy(i)-1)*nxp + 1
c
c     (the divisions must operate on integers)
c
c     *****************************************************************
      implicit real(a-h,o-z),integer(i-n)
c
      include 'comm_para.h'
      dimension isx(1),isy(1),iox(1),ioy(1),h(1)

      dimension ixk(npt,nz),iyk(npt,nz),isxk(npt,nz),isyk(npt,nz),
     +          lxxk(MXBDY,nz),lyyk(MXBDY,nz),lxyk(MAXNB,nz),lyxk(MAXNB,nz),
     +          snxk(MAXNB,nz),snyk(MAXNB,nz), mask(nxp*nyp,nz), dept(npt),
     +          ifxk(9*MAXSID,nz),ifpxk(5*MAXSID,nz),ifyk(9*MAXSID,nz),
     +          lpbcwk(MAXSID,nz),lpbcek(MAXSID,nz),lok(4*MAXSID,nz),nzi(npt)

      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +            ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)
      common /new_filt/  MAXFO, nxk, nyk, nfx, nfpx, nfy
c
      if (MINSEG.le.0 .or. nxp.le.0 .or. nyp.le.0) return

      nptk(1) = npt

c.....iox and mask have already been created for top level, here we
c.....initialize mask for rest of levels
      call maskk (npt,nxp,nyp,nz,nzi,iox,mask)

c.....get the nbx x-bndry and the nby y-bndry indices
      call bndxy (npt,iox,ioy,lxxk,lyyk,lxyk,lyxk,snxk,snyk,
     *            isxk,isyk,lpbcwk,lpbcek,mask,nzi,h,ixk,iyk,lok,dept)
      
c.....compute indices for shapiro filters
      do k = 1, nz
         call shap_indx (nptk(k),nxp,nyp,mask(1,k),isxk(1,k),
     *            nfxk(k),nfpxk(k),nfyk(k),ifxk(1,k),ifpxk(1,k),ifyk(1,k))
      enddo
      
c.....find the ncs interior-corner indices for the compressed x-sort.
c.....store them at the end of lxx, and store the signs in snx.
      do k = 1, nz
         ncx = nbxk(k)
         ncy = nbyk(k)
         call newcorn (nxp,nyp,ncsk(k),lxxk(ncx+1,k),snxk(ncx+1,k),
     *                 lyyk(ncy+1,k),snyk(ncy+1,k),mask(1,k),isxk(1,k))
      enddo

      need = MINSEG*(max0(nbx,nby)+ncs)
      if (need .gt. MXBDY) call wspace('MXBDY', need)

c.....store copies of the corner indices for both sorts in lyx and lxy.
      do k = 1, nz
         ncx = nbxk(k)
         ncy = nbyk(k)
         do i = 1, ncsk(k)
            lyxk(ncy+i,k) = lxxk(ncx+i,k)
            lxyk(ncx+i,k) = lyyk(ncy+i,k)
         enddo
      enddo
c

      do k = 1, nz
         nc = ncsk(k)
         ncx = nbxk(k)
         ncy = nbyk(k)
         nbxc = ncx + nc
         nbyc = ncy + nc
         do m = 1, MINSEG - 1
            do i = 1, ncx
               lxxk(m*nbxc+i,k) = lxxk(i,k) + isign(m, int(snxk(i,k)))
            enddo
            do i = 1, ncy
               lyyk(m*nbyc+i,k) = lyyk(i,k) + isign(m, int(snyk(i,k)))
            enddo
         enddo
         
         do i = 1, nc
            lxxk(nbxc+i+ncx,k) = lxxk(i+ncx,k) + isign(1, int(snxk(i+ncx,k)))
            lyyk(nbyc+i+ncy,k) = lyyk(i+ncy,k) + isign(1, int(snyk(i+ncy,k)))
         enddo
      enddo


c  now combine a few of the mappings:

      do k = 1, nz
         npk = nptk(k)
         do i = 1, npk
            if (isyk(i,k).lt.1.or.isyk(i,k).gt.npt) print*,'trouble',i,k
            isyk(i,k) = ixk(isyk(i,k),k)
         enddo
         nbyck = nbyk(k) + ncsk(k)
         nbxck = nbxk(k) + ncsk(k)
         do i = 1, MINSEG*nbyck
            ly = lyyk(i,k)
            if (ly.le.npk.and.ly.ge.1) lyyk(i,k) = isyk(ly,k)
         enddo
         do i = 1, nbxck
            ly = lxyk(i,k)
            if (ly.le.npk.and.ly.ge.1) lxyk(i,k) = isyk(ly,k)
         enddo
         do i = 1, MINSEG*nbxck
            ly = lxxk(i,k)
            if (ly.le.npk.and.ly.ge.1) lxxk(i,k) = ixk(ly,k)
         enddo
         do i = 1, nbyck
            ly = lyxk(i,k)
            if (ly.le.npk.and.ly.ge.1) lyxk(i,k) = ixk(ly,k)
         enddo
         do i = 1, npbck(k)
            ly = lpbcek(i,k)
            if (ly.le.npk.and.ly.ge.1) lpbcek(i,k) = ixk(ly,k)
            ly = lpbcwk(i,k)
            if (ly.le.npk.and.ly.ge.1) lpbcwk(i,k) = ixk(ly,k)
         enddo
         do i = 1, nlok(k)
            ly = lok(i,k)
            if (ly.le.npk.and.ly.ge.1) lok(i,k) = ixk(ly,k)
         enddo
      enddo

      return
c     end of bndrys.
      end

c------------------------------------------------------------------
      subroutine bndxy(npt,iox,ioy,lxx,lyy,lxy,lyx,snx,sny,
     +                 isxk,isyk, lpbcw, lpbce, mask, nzi,h,ixk, iyk, lok, dept)
c------------------------------------------------------------------
c     Get the compressed x-sort boundary indices.  
c     iox    = (input) nxyc indices of the ocean points for the x-sort.
c     maxnb  = (input) max. storage space for lxx, lyy, lxy, or lyx.
c            = default maximum allowable value for max0(nbx,nby).
c     minseg = (input) required minimum # of consecutive ocean points
c              interior to and including each boundary point.
c     lxx    = (output) x-bndry indices for the compressed x-sort.
c     lyy    = (output) y-bndry indices for the compressed y-sort.
c     lxy    = (output) x-bndry indices for the compressed y-sort.
c     lyx    = (output) y-bndry indices for the compressed x-sort.
c     snx    = (output) nbx signs for the x-boundaries.
c     sny    = (output) nby signs for the y-boundaries.
c     ioy    = (output) nxyc indices of the ocean points for the y-sort.
c     isx    = (output) nxyc indices to gather the compressed x-sort
c              from the compressed y-sort.
c     isy    = (output) nxyc indices to gather the compressed y-sort
c              from the compressed x-sort.
c
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      include 'comm_para.h'
      dimension iox(1),ioy(1),isxk(npt,nz),isyk(npt,nz),
     +          lxx(MXBDY,nz),lyy(MXBDY,nz),lxy(MAXNB,nz),lyx(MAXNB,nz),
     +          snx(MAXNB,nz),sny(MAXNB,nz), mask(nxp*nyp,nz), nzi(npt),
     +          h(1),lpbcw(MAXSID,nz),lpbce(MAXSID,nz),lok(4*MAXSID,nz),
     +          ixk(npt,nz),iyk(npt,nz), dept(npt)
      common/grid/nxp,nyp,nxyc,nz,nbx,nby,ncs,land,nlo,npbc
      common/gridk/nptk(MAXNZ),nbxk(MAXNZ),nbyk(MAXNZ),ncsk(MAXNZ)
     +         ,npbck(MAXNZ),nlok(MAXNZ),nfxk(MAXNZ),nfpxk(MAXNZ),nfyk(MAXNZ)

c.....convert the x-sort indices in iox to y-sort indices ioy.
      nxy1 = 1-nxp*nyp
c
c.....convert cumulation location of ocean points from rowwise to
c.....colomnwise.

      do i=1,nxyc
         ioy(i) = ((iox(i)-1)/nxp)*nxy1 + (iox(i)-1)*nyp + 1
      enddo

c     sort by increasing value so that ioy(1) is the bottom of the
c     first ocean column and not the beginning of the first ocean
c     row.  the sort order is isy.

      call sorti(nxyc,ioy,1,isyk)

c     form isxk from isyk, i.e. find the rowwise ordering of the
c     compressed y-sort indices.

      do i=1,nxyc
         isxk(isyk(i,1),1) = i
      enddo

c.....find x-bndry indices for the compressed x-sort.
      do i=1,nxyc
         ixk(i,1) = i
         iyk(i,1) = i
      enddo

      if (iglob .eq. 0) then
         call bound(nxyc,iox,ixk,nxp,maxnb,minseg,nbxk,lxx,snx)
      else
         call set_pbc (nxp,nyp, npbck, lpbcw, lpbce, mask)
         call set_bpx (nxp,nyp,mask,maxnb,minseg,nbxk,lxx,snx)
      endif

      call reset_mask (nxyc,nxp,nyp,nz,nzi,h,mask,MINSEG,nptk,
     *                 ixk,iyk,isxk,isyk,dept)
      do k = 2, nz
         do i=1,nptk(k)
            isxk(isyk(i,k),k) = i
         enddo
      enddo

      call make_lok(npt,nxp,nyp,nz,iox,mask,nlok,lok)

      do k = 2, nz
         npbck(k) = 0
         if (iglob .eq. 0) then
            call bound(nptk(k),iox,ixk(1,k),nxp,maxnb,minseg,
     *                 nbxk(k),lxx(1,k),snx(1,k))
         else
            call set_pbck (nxp,nyp,npbck(k),lpbcw(1,k),lpbce(1,k),
     *                     mask(1,k))
            call set_bpxk (nxp,nyp,mask(1,k),nbxk(k),lxx(1,k),snx(1,k))
         endif
      enddo

      do k = 1, nz

c.....find y-bndry indices for the compressed y-sort.
         call bound(nptk(k),ioy,iyk(1,k),nyp,maxnb,minseg,
     *              nbyk(k),lyy(1,k),sny(1,k))

c        find the y-bndry indices for the compressed x-sort using the
c        columnwise ordering of the compressed x-sort.
         do i=1,nbyk(k)
            lyx(i,k) = isyk(lyy(i,k),k)
         enddo

c     sort in sequential order.
         call sorti(nbyk(k),lyx(1,k),0)

      enddo

c     find the x-bndry indices for the compressed y-sort using the
c     rowwise ordering of the compressed x-sort.

      do k = 1, nz
         do i=1,nbxk(k)
            lxy(i,k) = isxk(lxx(i,k),k)
         enddo
         
         call sorti(nbxk(k),lxy(1,k),0)

      enddo

      return
c     end of bndxy.
      end
c
c     ------------------------------------------------------------------
      subroutine bound(npk,ioc,ixk,nsid,maxnb,minseg,nb,lbn,sgn)
c     ------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      character*72 msg
      dimension ioc(1),lbn(1),sgn(1),ixk(1)
c
      if (npk.eq.0) then
         nb = 0
         return
      endif

      nb = 1
      lbn(1) = 1
      sgn(1) = 1.
c
c     cycle through all ocean points and note the location of all
c     nonconsecutive indices and points at the absolute extreme of
c     the rectangular grid.
c
      do 10 i=2,npk
         ii = ixk(i)
         im = ixk(i-1)
      if(ioc(ii)-ioc(im).gt.1 .or. mod(ioc(ii)-1,nsid).eq.0) then
         if(nb+3 .gt. maxnb) goto 20
c
c        store location and set sign for the previous end of row
c        or top of column.
c
         nb = nb + 1
         lbn(nb) = i - 1
         sgn(nb) = -1.
c
c        make sure the boundary geometry will permit a 4th order
c        differencing.
c
         if(lbn(nb)-lbn(nb-1)+1 .lt. minseg) goto 30
c
c        store location and set sign for the start of row or bottom
c        of column.
c
         nb = nb + 1
         lbn(nb) = i
         sgn(nb) = 1.
      endif
   10 continue
c
c     register last point.
c
      nb = nb + 1
      lbn(nb) = npk
      sgn(nb) = -1.
      if(lbn(nb)-lbn(nb-1)+1 .lt. minseg) goto 30
      return
   20 write(msg,21) maxnb
   21 format('bound: insufficient space for lb.  maxnb=',i10,'$')
      call perror1(msg,1)
   30 j = (ioc(lbn(nb))-1)/nsid + 1
      i = ioc(lbn(nb)) - (j-1)*nsid
      write(msg,31) lbn(nb)-lbn(nb-1)+1,i,j
   31 format('bound: only',i3,' consecutive ocean grid pts',
     +       ' near (i,j or j,i)= ',2i5,'$')
      call perror1(msg,1)
c     end of bound.
      end

c     ------------------------------------------------------------------ 
      subroutine gridxy(nxp,nyp,x1,x2,y1,y2,nsx,nsy,nystrch,xs,alpha,beta,
     *                  x,y,xp,yp,xpp,ypp)
c     ------------------------------------------------------------------ 
c     compute the x and y grid point coordinates.
c
c     nxp,nyp = (input) # of grid points in the x and y directions.
c     x1,x2   = (input) minimum and maximum x-coordinate.
c     y1,y2   = (input) minimum and maximum y-coordinate.
c     nsx,nsy = (input) # of atan's composing the stretched grid
c               transformation function for the x and y directions.
c     xs      = (input) locations of the atan's for x: xs(1 to nsx),
c               and for y: xs(nsx+1 to nsx+nsy).
c     alpha   = (input) parameters that will determine the # of grid
c               points in a stretched region;
c               x: alpha(1 to nsx); and for y: alpha(nsx+1 to nsx+nsy).
c     beta    = (input) parameters that determines the scale width of
c               each stretched region;
c               x: beta(1 to nsx); and for y: beta(nsx+1 to nsx+nsy).
c     x,y     = (output) nxp x and nyp y grid coordinates.
c     xp      = (output) nxp derivatives of the x-transformation
c               function: d(psi1(x))/d(x).
c     yp      = (output) nyp derivatives of the y-transformation
c               function: d(psi2(y))/d(y).
c
      dimension xs(1),alpha(1),beta(1),x(1),y(1),xp(1),yp(1),xpp(1),ypp(1)
c
      if(nsx.le.0) then
c        no stretching of the x-coordinates.
         delx = (x2-x1)/float(nxp-1)
         do i = 1, nxp
            x(i)  = x1 + (i-1)*delx
            xp(i) = 1.
            xpp(i) = 0.
         enddo
      else
c        coordinate stretching in the x-direction.
         call stretch(nxp,x1,x2,nsx,xs,alpha,beta,x,xp,xpp)
      endif
      if (nystrch.eq.1) then
         if(nsy.le.0) then
c        no stretching of the y-coordinates.
            dely = (y2-y1)/float(nyp-1)
            do i = 1, nyp
               y(i) = y1 + (i-1)*dely
               yp(i) = 1.
               ypp(i) = 0.
            enddo
         else
c        coordinate stretching in the y-direction.
            i = nsx + 1
            call stretch(nyp,y1,y2,nsy,xs(i),alpha(i),beta(i),y,yp,ypp)
         endif
      elseif (nystrch.eq.2) then
         dely = (y2-y1)/float(nyp-1)
         b = (y2-y1)/(sind(y2)-sind(y1))
         a = y1 - b* sind(y1)
         to_pie = atan(1.)/45.
         do i = 1, nyp
            yl = y1 + (i-1)*dely
            y(i) = a + b * sind(yl)
            yp(i) =   to_pie* b * cosd(yl)
            ypp(i)= - to_pie*to_pie* b * sind(yl)
         enddo
      endif
      return
c     end of gridxy.
      end

c     ------------------------------------------------------------------
      subroutine sorti(n,ix,key,ist)
c     ------------------------------------------------------------------
c     sort ix by increasing values and return the sort order in ist.
c
c     n   = (input) length of ix.
c     ix  = (input) array to be sorted.
c         = (output) array sorted by increasing values.
c     key = (input) flag:
c         = 1; return the sort order in array ist.
c         = otherwise; do not use array ist. (call sorti(n,ix,0) is ok.)
c     ist = (output) array containing the sort order if key=1;
c           ie. ix output(i) = ix input(ist(i)), i=1,n
c
      implicit real(a-h,o-z),integer(i-n)
      dimension ix(0:n-1),ist(0:n-1)
c
c     see  "the c programming language", kernighan and ritchie, page 58
c     for this algorithm.
c
      igap = n/2
      if(key.eq.0) then
   10    if(igap .le. 0) return
            do 30 i=igap,n-1
               do 20 j=i-igap,0,-igap
               if(ix(j) .lt. ix(j+igap)) goto 30
               itemp = ix(j)
               ix(j) = ix(j+igap)
               ix(j+igap) = itemp
   20          continue
   30       continue
            igap = igap/2
         goto 10
      else
c
         do 40 i=0,n-1
   40    ist(i) = i+1
   50    if(igap .le. 0) return
            do 70 i=igap,n-1
               do 60 j=i-igap,0,-igap
               if(ix(j) .lt. ix(j+igap)) goto 70
               itemp = ix(j)
               ix(j) = ix(j+igap)
               ix(j+igap) = itemp
               itemp = ist(j)
               ist(j) = ist(j+igap)
               ist(j+igap) = itemp
   60          continue
   70       continue
            igap = igap/2
         goto 50
      endif
c     end of sorti.
      end

      subroutine newcorn (nxp,nyp,nc,lxx,snx,lyy,sny,mask,isx)
c-------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension in(4), lxx(1), lyy(1), mask(1), snx(1), sny(1), isx(1)

      do j = 1, nyp-1
         do i = 1, nxp-1
            k = nxp*(j-1) + i
            in(1) = k
            in(2) = k + 1
            in(3) = k + nxp + 1
            in(4) = k + nxp
            land = 0
            do m = 1, 4
               if (mask(in(m)) .eq. 0) then
                  land = land + 1 
                  m0 = m
               endif
            enddo
            
            if (land .eq. 1) then
               nc = nc + 1
               if (m0 .le. 2) then
                  n0 = m0 + 2
                  sy = 1.
                  sx = 3-2*m0
               else
                  n0 = m0 - 2
                  sy = -1.
                  sx = 2*m0-7
               endif

               it = in(n0)
               ma = mask(it)
               lxx(nc) = ma
               snx(nc) = sx
c               lyy(nc) = (1-nxp*nyp)*((it-1)/nxp) + (it-1)*nyp + 1
               lyy(nc) = isx(ma)
               sny(nc) = sy
            endif
         enddo
      enddo
      return
      end

      subroutine make_iox (nx, ny, mask, iox, nlo, lo, nsponge, lsponge,
     *                     nrelax, lrelax, iglob)
c-------------------------------------------------------------
      dimension mask(1), iox(1), lo(1), lsponge(1), lrelax(1)

      nlo = 0
      nsponge = 0
      nrelax = 0
      k   = 0
      do i = 1, nx*ny
         ma = mask(i)
         if (ma .ne. 0) then
            k = k + 1
            iox(k) = i
            if (ma .eq. 2) then
               nlo = nlo + 1
               lo(nlo) = k
            elseif (ma .eq. 3) then
               nsponge = nsponge + 1
               lsponge(nsponge) = i
            elseif (ma .eq. 4) then
               nrelax = nrelax + 1
               lrelax(nrelax) = i
            elseif (ma .eq. 5) then
               nsponge = nsponge + 1
               lsponge(nsponge) = i
               nrelax = nrelax + 1  
               lrelax(nrelax) = i
            endif
         mask(i) = k
         endif
      enddo

      if (iglob .eq. 1) then
         do j = 1, ny
            j1  = 1 + (j-1)*nx
            jnx = j*nx
            if ( (mask(j1) .eq. 0 .and. mask(jnx) .ne. 0).or.
     *           (mask(jnx) .eq. 0 .and. mask(j1) .ne. 0)) then
               print*,'ocean/land periodic boundary not allowed'
               stop
            endif
         enddo
      endif

      return
      end
 

c     ------------------------------------------------------------------
      subroutine maskk (npt,nxp,nyp,nz,nzi,iox,mask)
c     ------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension mask(nxp*nyp,nz), nzi(npt), iox(npt)

      do k = 2, nz
         do i = 1, nxp*nyp
            mask(i,k) = 0
         enddo
      enddo

      do i = 1, npt
         do k = 2, nzi(i)
            ixy = iox(i)
            mask(ixy,k) = mask(ixy,1)
         enddo
      enddo

      return
      end

c     ------------------------------------------------------------------
      subroutine reset_mask(npt,nxp,nyp,nz,nzi,h,mask,MINSEG,nptk,
     *                      ixk,iyk,isxk,isyk,dept)
c     ------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_new.h'
      dimension mask(nxp,nyp,nz), h(npt,nz), nptk(nz), nzi(npt), 
     *            ixk(npt,nz),iyk(npt,nz),isxk(npt,nz),isyk(npt,nz),dept(npt)
      logical prev, curr
c
      do k = nz, 2, -1
  10     continue
         iflag = 0
         do irow = 1, nyp

            prev = (mask(1, irow, k) .eq. 0)
            ista = 1
            do icol = 2, nxp
               ixy = mask(icol, irow, k)
               curr = (ixy .eq. 0)
               if ( curr .ne. prev ) then
                  if ( prev ) then
                     ista = icol
                  else
                     if (icol-ista .lt. MINSEG) then
                        do i = ista, icol-1
                           ixym = mask(i,irow,1)
                           mask(i,irow,k) = 0
                           if (initbt.eq.2)h(ixym,k-1)=h(ixym,k-1)+h(ixym,k)
c                           h(ixym, k)   =  -98765432.
                           h(ixym, k)   =  0.
                           nzi(ixym) = nzi(ixym) - 1
                           iflag = 1
                        enddo
                     endif
                  endif
                  prev = curr
               endif
            enddo
c  check last segment
            if (.not.curr.and.nxp-ista+1.lt.MINSEG) then
               do i = ista, nxp
                  ixym = mask(i,irow,1)
                  mask(i,irow,k) = 0
                  if (initbt.eq.2)h(ixym,k-1)=h(ixym,k-1)+h(ixym,k)
c                  h(ixym, k)   =  -98765432.
                  h(ixym, k)   =  0.
                  nzi(ixym) = nzi(ixym) - 1
                  iflag = 1
               enddo
            endif
           
         enddo
c  now same in y-direction

         do icol = 1, nxp

            prev = (mask(icol, 1, k) .eq. 0)
            ista = 1
            do irow = 2, nyp
               ixy = mask(icol, irow, k)
               curr = (ixy .eq. 0)
               if ( curr .ne. prev ) then
                  if ( prev ) then
                     ista = irow
                  else
                     if (irow-ista .lt. MINSEG) then
                        do i = ista, irow-1
                           ixym = mask(icol,i,1)
                           mask(icol,i,k) = 0
                           if (initbt.eq.2)h(ixym,k-1)=h(ixym,k-1)+h(ixym,k)
c                           h(ixym, k)   =  -98765432.
                           h(ixym, k)   =  0.
                           nzi(ixym) = nzi(ixym) - 1
                           iflag = 1
                        enddo
                     endif
                  endif
                  prev = curr
               endif
            enddo
c  check last segment
            if (.not.curr.and.nyp-ista+1.lt.MINSEG) then
               do i = ista, nyp
                  ixym = mask(icol,i,1)
                  mask(icol,i,k) = 0
                  if (initbt.eq.2)h(ixym,k-1)=h(ixym,k-1)+h(ixym,k)
c                  h(ixym, k)   =  -98765432.
                  h(ixym, k)   =  0.
                  nzi(ixym) = nzi(ixym) - 1
                  iflag = 1
               enddo
            endif
         enddo
c  repeat until iflag = 0
         if (iflag.ne.0) goto 10


c  now make sure periodic boundaries and land boundaries do not coincide
         if (iglob .eq. 1) then
            do irow = 1, nyp
               ixy = mask(1,irow,1)
               ixyp = mask(nxp,irow,1)
               ixyk = mask(1,irow,k)
               ixypk = mask(nxp,irow,k)
               if (ixyk.ne.0.and.ixypk.eq.0) then
c---------------  turn (nxp,irow,k) into ocean point
                  mask(nxp,irow,k) = ixyp
                  h(ixyp,k) = h(ixy,k)
                  nzi(ixyp) = nzi(ixyp) + 1
               endif
               if (ixypk.ne.0.and.ixyk.eq.0) then
c---------------  turn (1,irow,k) into ocean point
                  mask(1,irow,k) = ixy
                  h(ixy,k) = h(ixyp,k)
                  nzi(ixy) = nzi(ixy) + 1
               endif
            enddo
         endif
            
c  now count the number of points on the k-th grid:
         npk = 0 
         do icol = 1, nxp
            do irow = 1, nyp
               ma = mask(icol,irow,k)
               if (ma.ne.0) then
                  npk = npk + 1
                  iyk(npk,k) = isxk(ma,1)
               endif
            enddo
         enddo

         npk = 0 
         do irow = 1, nyp
            do icol = 1, nxp
               ma = mask(icol,irow,k)
               if (ma.ne.0) then
                  npk = npk + 1
                  ixk(npk,k) = ma
                  mask(icol,irow,k) = npk
               endif
            enddo
         enddo
         nptk(k) = npk

         npk = 0 
         do icol = 1, nxp
            do irow = 1, nyp
               ma = mask(icol,irow,k)
               if (ma.ne.0) then
                  npk = npk + 1
                  isyk(npk,k) = ma
               endif
            enddo
         enddo

      enddo

      do i = 1, npt
         dept(i) = h(i,1)
         do k = 2, nzi(i)
            dept(i) = dept(i) + h(i,k)
         enddo
      enddo

c      nzt = nzi(1)
c      nzi(1) = 0
c      do j = nyp,1,-1
c         write(90,101)(nzi(max(1,mask(i,j,1))),i=1,nxp)
c      enddo
c      nzi(1) = nzt
c
c      do k = 1,nz
c      do j = nyp,1,-1
c         write(90+k,102)(mod(mask(i,j,k),100),i=1,nxp)
c      enddo
c      enddo
c  101 format(60i1)
c  102 format(60i2)

      return
      end

      subroutine set_pbck (nxp, nyp, npbc, lpbcw, lpbce, mask)
c----------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'
      dimension lpbcw(1), lpbce(1), mask(nxp*nyp)

      do j = 1, nyp
         j1  = 1 + (j-1)*nxp
         jnx = j*nxp
         ierr = 0

         if ( mask(j1) .ne. 0 ) then
            if ( mask(jnx) .eq. 0 ) then
               ierr = nxp+1
            else   
               do i = 1, MINSEG - 1
                  if     (ierr.eq.0 .and. mask(j1+i).eq.0) then
                     ierr = i
                  elseif (ierr.eq.0 .and. mask(jnx-i).eq.0) then
                     ierr = nxp+1-i
                  endif
               enddo
            endif
            
            if (ierr .eq. 0) then
               npbc = npbc + 1
               lpbcw(npbc) = mask(j1)
               lpbce(npbc) = mask(jnx)
            endif
         endif
      enddo

      return
      end

c     ------------------------------------------------------------------
      subroutine set_bpxk (nxp, nyp, mask, nbx,lxx,snx)
c     ------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      dimension mask(nxp,1), lxx(1),snx(1)
      logical prev, curr
c
      nbx = 0
      do irow = 1, nyp
         prev = (mask(1, irow) .eq. 0)

         ista = 1
         do icol = 2, nxp
            ixy = mask(icol, irow)
            curr = (ixy .eq. 0)

            if ( curr .ne. prev ) then
               nbx = nbx + 1

               if ( prev ) then
                  lxx(nbx) = ixy
                  snx(nbx) = 1.
                  ista = icol
               else
                  lxx(nbx) = mask(icol-1, irow)
                  snx(nbx) = -1.
               endif

               prev = curr
            endif
         enddo

      enddo

      end

c     ------------------------------------------------------------------
      subroutine make_lok(npt,nxp,nyp,nz,iox,mask,nlok,lok)
c     ------------------------------------------------------------------
      implicit real(a-h,o-z),integer(i-n)
      include 'comm_para.h'
      dimension mask(nxp*nyp,nz), iox(npt), lok(4*MAXSID,nz), nlok(nz)

      do k = 2, nz
         nl = 0
         do i= 1, nlok(1)
            ma = mask( iox( lok(i,1)), k)
            if (ma.ne.0) then
               nl = nl+1
               lok(nl,k) = ma
            endif
         enddo
      enddo
      

      return
      end

eos.f/          839513370   1572  1572  100444  19838     `
C a copy of CAL81 routines from B Huber
C	fixed range check bugs 5 May 1987
C	routines kept in /usr/lib/libeos.a
c  hydrographic subroutines to compute various oceanographic
c  parameters from measured values of pressure, temp, conductivity,
c  and salinity.   routines re-written & reorganized october, 1982
c  largely from &calcs, &hysub, & &rhosb.
c
c  to conform as closely as possible to unesco '81 standards
c
c  programmers: s rennie, b huber, p mele, c greengrove 
c                 & some whoi types referenced below
c
c  group i -- mostly functions returning 1 value
c             no double precision except zeta & zeta2
c
c   call sal81( p, t, c ,s) - convert conductivity => salin (practical sal'78)
c   potmp( p, t, s )     - potential temperature (bryden)
c   sigmt( t, s )        - new sigma-t function (calls dens)
c   sigth( p, t, s )     - new sigma-theta function (call dens)
c   sigp(p, t, s, pref)  - function for sigma-p (calls atg & dens )
c   spvan(p, t, s, spvl) - new function for spec vol anomaly (calls spvol)
c   alfbt(p, t, s, alpha, beta, dwrtt, dwrts) - subr for dens partial deriv
c                                               (calls dens)
c   zeta(p, zlat, zdep)  - function to convert pressure to depth (approx)
c   zeta2(p, zlat, zdep) - sub to convert pressure to depth (approx)
c   bvun(p, t, s, sn2)  - brunt-vaisalla freq in cycles/hour (changed from
c                                                             bvfof 7/19/84)
c
c  group ii -- used by routines in group i, may have double precision args
c
c   atg(p, t, s)                - adiabatic temp grad (bryden 1973)
c   dens(p, t, s, r0ts, rpts )  - unecso'81 density rho(sigm-t) & rho(insitu)
c   spvol(p, t, s, spv0, spv )  - unesco'81 specific volume
c   sbulk(p, t, s, kk)          - unesco'81 secant bulk modulas
c   theta( p, t, s, pref )      - local potential temp (fofonoff) - uses atg
c
c****************************************************************************
c

      function potmp (prs, temp, sal)

c
c potential temperature according to bryden
c convert to 1948 temperature scale
c

      tmp = temp
      tmp = temp + 4.4e-6 * temp * (100.0 - temp)

      s0 = sal - 35.0

      a3 = 0.50484e-14 * tmp - 0.16056e-12
      a2 = (0.21987e-11 * tmp - 0.31628e-9) * tmp + 0.89309e-8 -
     *      0.41057e-10 * s0
      a11 = -0.29778e-7 * tmp + 0.17439e-5
      a10 = ((0.40274e-9 * tmp - 0.54065e-7) * tmp +
     *        0.83198e-5) * tmp + 0.36504e-4
      a1 = a11 * s0 + a10

      potmp = temp - ((a3 * prs + a2) * prs + a1) * prs


      return
      end


c****************************************************************************

      function zeta(p, zlat, zdep)

c
c  depth from pressure -- ignores dynamic height anamoly
c  zlat (input) is lat in radians
c
c  from saunders & fofonoff  -  dsr 23, aug 1978
c

      real*8 zgrav, zdep, zlat

      zgrav = 978.0318 * (1.0 + 5.3024d-3 * dsin(zlat)**2 - 5.9d-6 *
     *       dsin(2.0 * zlat)**2)  
c  cm/s**2

c      zdep = 0.712953 * p + 1.113d-7 * p**2 - 3.434d-12 * p**3 +
c     *      14190.7 * dlog(1.0 + 1.83d-5 * p)
      zdep = (( -3.434d-12*p + 1.113d-7)*p + 0.712953)*p 
     *       + 14190.7 * dlog(1.0 + 1.83d-5 * p)

      zdep = zdep / (zgrav + 1.113d-4 * p) * 1000.0


      return
      end




c****************************************************************************
c
      subroutine zeta2(p, zlat, zdep)
c
c  compute depth from pressure & lat (in radians)
c  ignores dynamic height anomoly
c  from saunders  -  jpo 11/1, apr 81
c

      real*8 zlat, zdep, zpres



      zpres = p

      zdep = ((1.0d0 - (5.92d0 + 5.25d0 * dsin(zlat)**2) * 1d-3) 
     *        - 2.21d-6 * zpres)*zpres


      return
      end


c****************************************************************************

      subroutine sal81(pres, temp, cond, sal)
c
c sal81 salinity subroutine derived from
c sal78 subr ********** oct 24 1979 *************
c
c subroutine to convert conductivity to salinity
c
c algorithms recommended by jpots using the 1978 practical
c salinity scale and ipts-68 for temperature
c
c n fofonoff
c
c            code basically from rte aqui
c            it was found that subr. salin formerly used in
c            in plt78 produced values that were too low by
c            approx. .006 o/oo, possibly due to use of dauphinee
c            correction. this version incorporates the newest
c            recommendations on how to derive salinity from
c            conductivity (unesco 78), but still uses old
c            pressure term. update when new pressure data
c            available in the literature. for now, this
c            routine should produce results consistent with
c            the aquisition program.
c            bah nov 8 '81
c            mikhail somov
c

      sfn(xr, xt) = ((((2.7081 * xr - 7.0261) * xr + 14.0941) * xr +
     *              25.3851) * xr - 0.1692) * xr + 0.0080 + (xt / (1.0 +
     *              0.0162 * xt)) * (((((-0.0144 * xr + 0.0636) * xr -
     *              0.0375) * xr - 0.0066) * xr - 0.0056) * xr + 0.0005)
c
c rt35
c
      rt35(xt) = (((1.0031e-9 * xt - 6.9698e-7) * xt + 1.104259e-4) *
     *           xt + 2.00564e-2) * xt + 0.6766097
c
c cba
c
      c(xp) = ((3.989e-15 * xp - 6.370e-10) * xp + 2.070e-5) * xp
      b(xt) = (4.464e-4 * xt + 3.426e-2) * xt + 1.0
      a(xt) = -3.107e-3 * xt + 0.4215
c
c prog
c
      dt = temp - 15.0
      r = cond / 42.909
      rt = r / (rt35(temp) * (1.0 + c(pres) / (b(temp) + a(temp) * r)))
c
c  avoid neg arg to sqrt
c
      if (rt .le. 0.0) rt = 0.0
      rt = sqrt(rt)

      sal = sfn(rt, dt)


      return
      end


c****************************************************************************

      function sigmt ( t, s )    
c sigma-t from r0ts

      double precision r0ts, rho

      p = 0.0
      call dens( p, t, s, r0ts, rho )
      sigmt  = (r0ts - 1.d0) * 1.d3


      return
      end


c****************************************************************************

      function sigth( p, t, s )    
c sigma-theta from r0(potmp)s

      double precision r0ts, rho

      theta = potmp( p, t, s)
      call dens( p, theta, s, r0ts, rho )
      sigth = (r0ts - 1.d0) * 1.d3


      return
      end


c****************************************************************************

      function sigp(p, t, s, pref)

c
c * sigp ******  potential density fcn (was sigz2)*** bah 8/82
c
c          compute density of parcel moved adiabatically from
c          pressure p to pref.   uses bryden (73) polynomial (in atg )
c

      double precision r0ts, rho

      pincr = 100.0
      nmax  = 10000.0 / pincr  
c  max pr allowed is 10,000 db
      n = 0
      pi = p
      tp = t


      if(pref .lt. p) pincr = -pincr  
c  moving up or down?
c
c    compute local atg and pot. temp at p + pincr.  repeat in
c    pincr dbar increments until we reach pref.
c
      do 10 n = 1, nmax
        if ( abs(pi - pref) .lt. abs(pincr) ) then
          tp = tp + atg( pi, tp, s ) * (pref - pi)
          go to 20  
c  reached pref, we're done
        end if

        tp = tp + atg( pi,tp,s) * pincr
        pi = pi + pincr
 10   continue

      sigp = -99.999  
c  if we get here then something is wrong
      return

c    now compute density at pref, tp, s

 20   call dens( pref, tp, s, r0ts, rho )

      sigp = (rho - 1.d0) * 1.0d3
  

      return
      end


c****************************************************************************

      subroutine sbulk(pr, t, s, kk)

c
c  subroutines to calculate density, spec vol, secant bulk
c  modulas and alpha & beta
c  based on unesco 1981 report
c  equation of state for seawater - millero
c  programmer - c. greengrove, jan 1982
c  modified for hp - p mele, sep '82
c
c  range:
c    s =  0 to 42 (practical salinity)
c    t = -4 to 40 (c)
c    pr =  0 to 10000 (decibars)
c
c  other units:
c    density = kg/m3 **3
c    bulk deni mod.(k) = bars
c
c
c  kk is secant bulk modulas - returned
c

      implicit double precision (a-z)

      real*4  t, s, pr, s12  
c  single precision


       parameter
     1 (e0=19652.21d+00,e1=148.4206d+00,e2=-2.327105d+00,
     2  e3=1.360477d-02,e4=-5.155288d-05,

     3  f0=54.6746d+00,f1=-.603459d+00,f2=1.09987d-02,f3=-6.167d-05,

     4  g0=7.944d-02,g1=1.6483d-02,g2=-5.3009d-04,

     5  h0=3.239908d+00,h1=1.43713d-03,h2=1.16092d-04,h3=-5.77905d-07,

     6  i0=2.2838d-03,i1=-1.0981d-05,i2=-1.6078d-06,

     7  j=1.91075d-04,

     8  k0=8.50935d-05,k1=-6.12293d-06,k2=5.2787d-08,

     9  m0=-9.9348d-07,m1=2.0816d-08,m2=9.1697d-10)



      if (t.lt.-4.0 .or. t.gt.40.0) then  
c  range specifications
        kk = -99.9
        return
      else if (s.lt.0.0 .or. s.gt.42.0) then
        kk = -99.9
        return
      else if (pr.lt.0.0 .or. pr.gt.10000.0) then
        kk = -99.9
        return
      end if

      p = pr / 10.0  
c  convert to bars
 
c  define sqrt(s)
      s12=sqrt(s)
c
c  secant bulk modulas (k) of seawater
c
c  pure water terms of sbm are w series
c

      kw = (((e4*t + e3)*t + e2)*t + e1)*t + e0
      aw = ((h3*t + h2)*t + h1)*t + h0
      bw = (k2*t + k1)*t + k0
c
c  coeff for final equation
c
      aa = aw + s*((i2*t + i1)*t + i0 + j*s12)
      bb = bw + s*((m2*t + m1)*t + m0)
c
c  sbm at p = 0 first term in the final eq
c
      ko = kw + s*(((f3*t + f2)*t + f1)*t + f0)
     *     + s*s12*((g2*t + g1)*t + g0)
c
c  final eq sbm
c
      kk = (bb*p + aa)*p + ko


      return
      end


c****************************************************************************

      subroutine dens(pr, t, s, r0, rr)
c
c  sub to compute density
c  calls sub 'sbulk', for secant bulk modulas
c
c  r0 is density at p = 0  -  returned in gr cm**3
c  rr is in situ density   -  returned
c

      implicit double precision (a-z)

      real*4  t, s, pr  

c      dimension a(0:5), b(0:4), c(0:2)


       parameter
     1 (a0=999.842594d+00,a1=6.793952d-02,a2=-9.095290d-03,
     2   a3=1.001685d-04,a4=-1.120083d-06,a5=6.536332d-09,

     3  b0=8.24493d-01,b1=-4.0899d-03,b2=7.6438d-05,
     4  b3=-8.2467d-07,b4=5.3875d-09,

     5  c0=-5.72466d-03,c1=1.0227d-04,c2=-1.6546d-06,

     6  d=4.8314d-04)



      if (t.lt.-4.0 .or. t.gt.40.0) then
        r0 = -99.9
        rr = -99.9
        return
      else if (s.lt.0.0 .or. s.gt.42.0) then
        r0 = -99.9
        rr = -99.9
        return
      else if (pr.lt.0.0 .or. pr.gt.10000.0) then
        r0 = -99.9
        rr = -99.9
        return
      end if


      call sbulk(pr, t, s, kk)  
c  secant bulk modulas (k) of seawater
c
c  density of smow
c
      rw = ((((a5*t + a4)*t + a3)*t + a2)*t + a1)*t +a0
c
c  density at p = 0
c
      r0 = rw + s*((((b4*t + b3)*t + b2)*t + b1)*t + b0)
     *     + s*sqrt(s)*((c2*t + c1)*t + c0) + s*s*d 
c
c  in situ density
c
      p = pr / 10.0  
c  p is in bars
      rr = r0 / (1.d0 - p / kk)

      rr = rr / 1.d3  
c  densities are returned in
      r0 = r0 / 1.d3  
c  grams / cubic centimeter


      return
      end


c****************************************************************************

      subroutine spvol(pr, t, s, spv0, spv)

c
c  sub to compute specific volume
c  calls sub dens, for density
c
c  spv0 is specific volume at p = 0  -  returned
c  spv is in situ specific volume    -  returned
c

      implicit double precision (a-z)

      real*4  t, s, pr  
c  single precision



      if (t.lt.-4.0 .or. t.gt.40.0) then
        spv0 = -99.9
        spv = -99.9
        return
      else if (s.lt.0.0 .or. s.gt.42.0) then
        spv0 = -99.9
        spv = -99.9
        return
      else if (pr.lt.0.0 .or. pr.gt.10000.0) then
        spv0 = -99.9
        spv0 = -99.9
        return
      end if

      call dens(pr, t, s, r0, rr)  
c  this sub calls 'sbulk'


      spv0 = 1.0 / r0  
c  specific volume at p = 0

      spv = 1.0 / rr  
c  in situ specific volume


      return
      end


c****************************************************************************

      subroutine alfbt(p, t, s, alph, beta, dwrtt, dwrts)

c
c  sub to compute alpha & beta
c  calls subs:  sbulk   -  secant bulk modulas
c               dens    -  density
c               spvol   -  specific volume
c

      implicit double precision (a-z)

      real*4  p, t, s, alph, beta, dwrtt, dwrts, s12
c  arguments single precision

      dimension a(0:5), b(0:4), c(0:2), e(0:4), f(0:3), g(0:2),
     *          h(0:3), i(0:2), k(0:2), m(0:2)

       data
     1 a / 999.842594d+00, 6.793952d-02, -9.095290d-03,
     2     1.001685d-04, -1.120083d-06, 6.536332d-09 /,

     3 b / 8.24493d-01, -4.0899d-03, 7.6438d-05,
     4    -8.2467d-07, 5.3875d-09 /,

     5 c / -5.72466d-03, 1.0227d-04, -1.6546d-06 /,

     6 d / 4.8314d-04 /,

     7 e / 19652.21d+00, 148.4206d+00, -2.327105d+00,
     8     1.360477d-02, -5.155288d-05 /,

     9 f / 54.6746d+00, -.603459d+00, 1.09987d-02, -6.167d-05 /


       data
     1 g / 7.944d-02, 1.6483d-02, -5.3009d-04 /,

     2 h / 3.239908d+00, 1.43713d-03, 1.16092d-04, -5.77905d-07 /,

     3 i / 2.2838d-03, -1.0981d-05, -1.6078d-06 /,

     4 j / 1.91075d-04 /,

     5 k / 8.50935d-05, -6.12293d-06, 5.2787d-08 /,

     6 m / -9.9348d-07, 2.0816d-08, 9.1697d-10 /



      if (t.lt.-4.0 .or. t.gt.40.0) then
        alph = -99.9
        beta = -99.9
        return
      else if (s.lt.0.0 .or. s.gt.42.0) then
        alph = -99.9
        beta = -99.9
        return
      else if (p.lt.0.0 .or. p.gt.10000.0) then
        alph = -99.9
        beta = -99.9
        return
      end if

      call sbulk(p, t, s, kk)                    
c  need kk

      call dens(p, t, s, r0, rr)                 
c  need r0

      call spvol(p, t, s, spv0, spv)             
c  need spv0 & spv

c
c  compute sqrt(s)
       s12=sqrt(s)
c  derivatives working toward alpha and beta
c

      dbt = k(1) + 2 * k(2) * t + (m(1) + 2 * m(2) * t) * s   
c  derv b wrt t

      dbs = m(0) + t*(m(1) + m(2)*t)                     
c  derv b wrt s

      dat = h(1) + t*(2*h(2) +3*h(3)*t) + (i(1) +   
c  derv a wrt t
     *      2 * i(2) * t) * s

      das = i(0) + t*(i(1)*t + i(2)*t) + 1.5 * j * s12     
c  derv a wrt s

c      dkot = e(1) + 2 * e(2) * t + 3 * e(3) * t**2 + 4 *      
c     *       e(4) * t**3 + (f(1) + 2 * f(2) * t + 3 * f(3) *
c     *       t**2) * s + (g(1) + 2 * g(2) * t) * s**1.5
      dkot = ((4*e(4)*t + 3*e(3))*t + 2*e(2))*t + e(1)  
c  derv ko wrt t
     *        + s*(f(1) + (3*f(3)*t + 2*f(2))*t + s12*
     *        (2*g(2)*t + g(1)))

      dkos = f(0) + ((f(3)*t + f(2))*t + f(1))*t 
c  derv ko wrt s
     *       + 1.5 * (g(0) + t*(g(1) + g(2)*t)) * s12

      drt = a(1)+(((5*a(5)*t + 4*a(4))*t + 3*a(3))*t + 2*a(2))*t
c  derv dens
     *     + s*(b(1) + ((4*b(4)*t + 3*b(3))*t + 2* b(2))*t 
c  (p = 0) wrt t
     *     + s12*(c(1) + 2*c(2)*t))

      dwrtt = drt           
c 
 argument returned

      drs = b(0)+ (((b(4)*t + b(3))*t + b(2))*t + b(1))*t
c  derv dens
     *      + 1.5*s12*(c(0) + (c(2)*t + c(1))*t) + 2*d*s
c  (p = 0) wrt s
	dwrts = drs          
c 
 argument returned
      r0sq=r0*r0

      dvot = (-1.0 / r0sq) * drt              
c  derv spec vol (p = 0) wrt t

      dvos = (-1.0 / r0sq) * drs              
c  derv spec vol (p = 0) wrt s

      pbar = p/10.

      dkt = dkot+pbar*(dat+dbt*pbar)                  
c  derv k wrt t

      dks = dkos+pbar*(das+dbs*pbar)                  
c  derv k wrt s
      kksq=kk*kk
      fact1=(1.-pbar/kk)
      fact2=spv0*pbar/(kk*kk)

      dspvt = dvot*fact1 + dkt*fact2
c  derv spec vol wrtt


      dspvs = dvos*fact1 + dks*fact2
c  derv spec vol wt
c
c  alpha & beta
c
      alph =  dspvt/spv
      beta = -dspvs/spv


      return
      end


c****************************************************************************

      function atg(p, t, s)

c
c adiabatic temperature gradient (bryden 1973)
c

      ds = s - 35.0
      atg = (((-2.1687e-16 * t + 1.8676e-14) * t - 4.6206e-13) * p +
     *      ((2.7759e-12 * t - 1.1351e-10) * ds + ((-5.4481e-14 * t +
     *      8.733e-12) * t - 6.7795e-10) * t + 1.8741e-8)) * p +
     *      (-4.2393e-8 * t + 1.8932e-6) * ds + ((6.6228e-10 * t -
     *      6.836e-8) * t + 8.5258e-6) * t + 3.5803e-5


      return
      end


c****************************************************************************

      function theta(p0, t0, s, pf)

c
c to compute local potential temperature at pf
c
c oct 12 1975 n. fofonoff
c

      p = p0
      t = t0
      h = pf - p
      xk = h * atg(p, t, s)

      t = t + 0.5 * xk
      q = xk
      p = p + 0.5 * h
      xk = h*atg(p,t,s)

      t = t + 0.29298322*(xk-q)
      q = 0.58578644*xk + 0.121320344*q
      xk = h*atg(p,t,s)

      t = t + 1.707106781*(xk-q)
      q = 3.414213562*xk - 4.121320344*q
      p = p + 0.5*h
      xk = h*atg(p,t,s)

      theta = t + (xk - 2.0 * q) / 6.0

      return
      end


c****************************************************************************

      function spvan(p,t,s,spv)

c
c specific volume anomaly*1e5 unesco routines, simple-minded approach
c oct ,1982, s.rennie
c

      double precision xspv0,xspv, xstnd

      call spvol( p, t, s, xspv0, xspv)
      call spvol( p, 0.0, 35., xspv0, xstnd )
      spvan = 1d5*( xspv - xstnd )

      spv = xspv       
c return single prec. arg for spec.vol.


      return
      end


c****************************************************************************

      function svel(pr,t,sal)

c
c svel wilson
c wilson oct sound speed (m/sec) jasa,1960,32,(10),1357
c

      p = 0.1019716*(pr+10.1325)
      sd = sal - 35.
   10 a = (((7.9851e-6*t-2.6045e-4)*t-4.4532e-2)*t+4.5721)*t
     x+1449.14
      svel = (7.7711e-7*t-1.1244e-2)*t+1.39799

      v0 = (1.69202e-3*sd+svel)*sd+a
      a = ((4.5283e-8*t+7.4812e-6)*t-1.8607e-4)*t+.160272
      svel = (1.579e-9*t+3.158e-8)*t+7.7016e-5

      v1 = svel*sd+a
      a = (1.8563e-9*t-2.5294e-7)*t+1.0268e-5
      svel = -1.2943e-7*sd+a

      a = -1.9646e-10*t+3.5216e-9
      svel = (((-3.3603e-12*p+a)*p+svel)*p+v1)*p+v0


      return
      end


c****************************************************************************

      function oxsat(t,s)

c
c oxygen saturation (ml/l) weiss,1970 dsr 17,(4);721
c

      x = (t+273.16)/100.0
      oxsat = exp(((-21.8492*x-173.4292)*x+249.6339)/x
     *+s*((-0.0017*x+0.014259)*x-0.033096)+143.3483*alog(x))


      return
      end


c****************************************************************************

      subroutine ctdo2 ( p,t,s,oxc,oxt,ox,pcor,tcor,c2)

c
c    ctdo2       oxygen sensor algorithm
c     uses weiss ( dsr,17,(4); 721,1970 )
c     formula for saturation.  units (ml/l)
c

      ox = oxc*exp(tcor*(t+c2*(oxt-t))+pcor*p)
      ox = ox*oxsat(t,s)


      return
      end


c****************************************************************************

      function bvun(p,t,s,  sn2)

c
c bvun -- from bvfof ***** brunt-vaisala freq *****
c ************************************
c sept 25 1976 n fofonoff
c
c computes n in cycles per hour,n**2 in rad/sec**2
c

       double precision  rlast, rho, r0 , e
	SAVE
      if ( p.eq. 0.0 ) then
	sn2 = 0.0
	bvun = 0.0
	go to 90
      end if

      pav = 0.5*(p + plast)
      call dens( pav,theta(plast,tlast,slast,pav),slast, r0,rlast)
      call dens(pav,theta(p,t,s,pav),s, r0, rho)

cc bvfof      e   = 38.467369d+0 *( rho - rlast) /
cc bvfof     @                ((p-plast)* (2.0*rlast*rho + rlast + rho)**2 )
cc      changed 7/19/84 to correct approx. factor of 2 difference from version
cc      on hp & previous calculations

	e = 9.8/rho * (rho - rlast )/ (p - plast)

      sn2 = e

      bvun = 572.9578 * dsign( dsqrt(dabs(e)),e)         
c rem: e is double prc

 90   plast = p       
c warning: routine needs to 'remember' the last
      tlast = t       
c values. if bvfof is in a segment, the
      slast = s       
c last values will be lost when swapped.


      return
      end
less_simple.ing/832170043   1572  1572  100444  3353      `
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% XY PLANE PICTURES
\begin{TIOS}

(NEW/Inew.rc) run
/XOVY 1.6 def

/FIXD  true def  

/CRASH false def

/setT{T exch dup 0 gt{1 sub first}{1 add last}ifelse exch step mul add VALUE}def
/stpG{last first sub exch div STEP}def
/L05 {DEPTH >L 0.5 sub}def
/limZ {Z exch -1 mul 0 RANGE}def

CRASH {/m1 -2 def /T12N{T first secondtolast last VALUES}def}
      {/m1 -1 def /T12N{T first second last VALUES}def}ifelse

/West {360 exch sub} def
/X3 {X [160 210 260] VALUES}def
/Y3 {Y [-30 0 30]   VALUES}def
/Z3 {Z [0. -100 -300] VALUES}def

/Z0 {Z 0 VALUE}def
/Y0 {Y 0 VALUE}def
/X0 {X 210 VALUE}def

/XY{X low 4 high GRID Y low 3 high GRID}def 

/Z dup /real ordered 30 10 600 log_array NewGRID def %%%% NZ H(1) HMAX --
/lgZ {Z first -10. RANGE 
Z -1. mul 1. add log /longname ($log parenleft Z parenright $) def} def

/vel_scale 1.e-3 def
/CSC1{/CSCALE vel_scale def}def  
/CSC01{/CSCALE vel_scale 0.1 mul def}def
/CSC05{/CSCALE vel_scale 0.5 mul def}def 

/arrowsperinch 10 def
/stfn{/fullname exch def}def

\end{TIOS}	

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\begin{STREAMS} 

STR_XY    %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%

FIXD not 
{
  DEPTH -2 mul L first VALUE -1 setT (1-st Layer Depth)stfn  X Y CONTOUR
  DEPTH dup L first VALUE 2 mul exch L second VALUE sub 2 mul -1 setT 
       (2-st Layer Depth)stfn  X Y CONTOUR
  DEPTH -1 mul L last VALUE  -1 setT (Total Depth)stfn  X Y CONTOUR

  L05 DEPTH Y3 -1 setT Z L toS (X-Z Vertical Profile)stfn  X Z CONTOUR
  L05 DEPTH X3 -1 setT Z L toS (Y-Z Vertical Profile)stfn Y Z CONTOUR

  DEPTH -1 mul L second VALUE Y 0 VALUE T 6 stpG  X T LINE	
  W_VEL L last   VALUE m1 setT ($zeta$ - Surface Elevation)stfn  X Y CONTOUR
}
{
  TEMP L first VALUE Y0 T 6 stpG  X T LINE
  L05 DEPTH Y0 1 setT Z L toS (X-Z Vertical Profile)stfn  X Z CONTOUR
}ifelse

  W_VEL L second VALUE m1 setT  X Y CONTOUR

  TEMP T12N L first VALUE  X Y CONTOUR
  TEMP {Y0 T12N} to_Z X Z CONTOUR 

  TEMP {m1 setT} to_Z Z3  X Y CONTOUR
  TEMP {X3 m1 setT}to_Z Y Z CONTOUR
  TEMP {Y3 m1 setT}to_Z X Z CONTOUR 

  CSC1  U_VEL {m1 setT  XY}to_Z Z3 V_VEL {m1 setT  XY}to_Z Z3 X Y VECTOR

  U_VEL {X3 m1 setT}to_Z lgZ Y exch CONTOUR
  U_VEL {Y3 m1 setT}to_Z lgZ X exch CONTOUR  
pop

MEANS   %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
  /DEPTH D_MEAN def
  /T2N  {T second last RANGE
  T /T units gridtype first 6 sub 12. last 6 sub NewEvenGRID replaceGRID}def
  /Tym  {T last VALUE} def

  T_MEAN {Tym} to_Z Z3  X Y CONTOUR

  T_MEAN {Tym Y0}to_Z 1500 limZ X Z CONTOUR 
  T_MEAN {Tym Y0}to_Z lgZ X exch CONTOUR 
  T_MEAN {Tym X0}to_Z 1000 limZ Y Z CONTOUR

FIXD not{
  D_MEAN -1 mul L first last VALUES Tym X Y CONTOUR
  D_MEAN  T2N L last VALUE Y -5 5 RANGE Y AVERAGE X T CONTOUR}if

  T_MEAN T2N L first VALUE Y -5 5 RANGE Y AVERAGE X T CONTOUR
  U_MEAN T2N L first VALUE Y -5 5 RANGE Y AVERAGE X T CONTOUR

  CSC1 U_MEAN {Tym  XY}to_Z Z0 V_MEAN {Tym  XY}to_Z Z0 X Y VECTOR

  W_MEAN L second VALUE Tym  X Y CONTOUR

  U_MEAN {Tym Y0}to_Z          lgZ X exch CONTOUR
  U_MEAN {Tym X 210 VALUE}to_Z lgZ Y exch CONTOUR
  U_MEAN {Tym X 260 VALUE}to_Z lgZ Y exch CONTOUR

  U_MEAN {T2N Y0 X0} to_Z lgZ T /month setunits exch CONTOUR 
  V_MEAN {T2N Y0 X0} to_Z lgZ T /month setunits exch CONTOUR 
  T_MEAN {T2N Y0 X0} to_Z DATA 1 STEP lgZ T /month setunits exch CONTOUR 
pop

\end{STREAMS} 

libdyn4.a/      839864869   1572  1572  100644  1080032   `
!<arch>
/SYM64/         839864869   0     0     0       42576     `
      	,                                                                                                     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     \     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ     Ҩ                                                                                                                                                                                                                                                                                                                                                                                                                                                                  =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\     =\                                                                                                                                                                                                                                                                         b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b     b                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P     P    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rcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ tridiag_ baro_sum_ baro_scale_ baro_tau_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ baro_comp_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ baro_rhs_ para_ coords_ gridk_ grid_ curl_of_psi_ para_ coords_ gridk_ grid_ baro_updat_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ baro_div_ para_ coords_ gridk_ grid_ baro_bcset_ para_ gridk_ grid_ hflx_s89_ new_hfxevp_ grid_ hflx_s94_ new_hfxevp_ hflx_s94b_ new_hfxevp_ init_pbl_ pbl_data_ pbl_param_ htflux_pbl_ pbl_data_ pbl_param_ adv2deq1_ advdifq1dx_ advdifq1d_ tridagqa_ init_data_out_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ pbl_data_ pbl_param_ grid_ tios_id_ data_out_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ pbl_data_ pbl_param_ grid_ tios_id_ h_to_z_ data_addr_ grid_addr_ mosf_ data_geom_ para_ grid_ dept_to_foh_ data_addr_ grid_addr_ mosf_ data_geom_ para_ grid_ comp_rich_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ grid_ add_mean_old_ data_addr_ grid_addr_ mosf_ data_geom_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ grid_ mean_comm_ out_mean_ data_addr_ grid_addr_ mosf_ data_geom_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ grid_ mean_comm_ out_mean_old_ data_addr_ grid_addr_ mosf_ data_geom_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ grid_ mean_comm_ out_mosf_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ grid_ main_ comp_mosf_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ zonal_int_ add_mean_ data_addr_ grid_addr_ mosf_ data_geom_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ grid_ mean_comm_ comp_q_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ grid_ mem_alloc_ all_loc_ mem_free_ all_loc_ mem_realloc_ all_loc_ mem_get_ all_loc_ model_memory_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ pbl_data_ pbl_param_ datagrid_memory_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ bndrys_ para_ gridk_ new_filt_ grid_ bndxy_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ para_ gridk_ grid_ bound_ gridxy_ sorti_ newcorn_ make_iox_ maskk_ reset_mask_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ set_pbck_ para_ set_bpxk_ make_lok_ para_ init_rstrt_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ run_ new_save_ read_rstrt_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ run_ new_save_ keep_rstrt_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_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d_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ mod_init_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ mod_sink_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ extend_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ do_island_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ do_island_int_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ do_island_int2_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ mod_mat_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ band_local_ assem_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ matr_local_ do_elem_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ matr_local_ add_dt_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ matr_local_ do_xi_eta_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ coef_matr_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ band_local_ mod_rhs_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ mod_lu_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ mod_sol_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ mod_gra_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ init_pack_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ to_y12m_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ do_adj1_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ add_to_graph_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ baro_rinit_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ do_winds_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ copen_ sizef cread_ creade_ cwrite_ cclose_ cseek_ canseek_ cflush_ cstop_ reverse itoa_ uniqnam ipast_scpu_ ipast_swll_ cpulog_ idvar_tios_ tios_idvar_ var_curr grid_curr gmap_curr str_curr addr_curr rang_curr map_curr indx_file data_file tios_file ingr_file tios loc_wr loc_rd tios_init_ tios_map_ tios_grid_ tios_var_ tios_read_ tios_cntrl_ sio_putvar tios_putvar_ tios_putidvar_ tios_save_ tios_close_ icpu_time_ prtstop1 inp_file_ inp_trace_ inp_vrnt_ inp_sect_ inp_int_ inp_flt_ inp_dbl_ inp_str_ inp_iarr_ inp_rarr_ inp_sarr_ inp_any_ inp_days_ inp_date_ inp_def_ inp_inxt_ inp_fnxt_ inp_wnxt_           dyn_glob.o/     839864667   1572  1572  100644  7440      `
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PdK  @% X ?
P-X-G8/U  $ l      ! H%  	 U  $ MU $  H%    !$ ek eJG% xB$ %/ np*U o     ! - h# 0%  P% x< % `- zX-/ +g 8b
c   + C * (+  *g <(%I $ (+@x% C% *  $ x x b* * + b %g 4d
B  (+ * +*g @%B ek %  %e% (+0
 * D0
 20 +g 8b
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   + d(* +(*g @%9 ek % d%e  +0
 *#0
0 H%      ! H%     '   !g Я $ g  $ ߙ   	 $ $ "g  g  ߙ    ߦ h % 	 p߹ p$ g  g  	g ߹ p@8%g  g  	  %ߙ   	   !  	 '  -  -2 $# $a          H%$A  P% -   !  (   ! 0(* X-߰ ߲ ߴ ߶ ߿ ߼ `߷ ߵ ߳ ߱ ߾ x g    !   !   !g ` h߯ h߸ h p  % x   %  %    <  $  $'   * X -$  $ ߍ   e   e (e p   ȏ  *       X X    ` `/ǘ Ǚ e  X  ̠- ` -p-_  % \ / W  $ -   !    $d $ "  ߙ    ,S Rq &    *g  P`  X   ($ H  ߦ  g 	 $ $ 0%ߙ   0g 0 	g ߙ   	   !$ Hg ߙ   	g X   !R  g       X  r-ߢ  ߡ x D-- \ $-`%X    R?   !g  $ ߢ p \g ߙ  #B   "*P  6 X   ($ H$    ߣ  g 	 $ $ g @g 8 \ 8g #ߙ   @ % 	 $ $ ߣ  8%g \ `% Hg H 	  %ߥ $ $  % `8%g X Pg P 	  %ߙ   	   !$ Hg ߙ   	g X   !     X  r-ߢ  ߡ x D-- $-Y`%?   !&    ! %p- * m-$ $ ߸ h X$    ߤ *  * X  X X (Q-߰ ߲ ߴ ߶ ׸ ׹ ߿ ߼ `߷ ߵ ߳ ߱ ߾  g`     P                                                       
                                                                 $             (             ,             0   
          4             8             <             @             D             H   
          0                   L                   d                     x                                                                                                        	                  	                                                                           $                    8                    L   
                                     $                                           
                 x                                    l            p            4            H                                                             (        
T
d               2         /home/naomi/work/LOAM/NEW/dyn_glob.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_glob.f -fB,/usr/tmp/ctmB.BAAa000cP          SET_PBC                      (SET_BPX                    p                 Q 
    /home/naomi/work/LOAM/NEW  dyn_glob.f ꧐comm_para.h Ӊ  	        b $X -y!m
-   !)(.  ,8	 %B  . ?@
@           @	@              @                       AABBCBFHCAA@         H                     AFDMCBCAACA@AA           8                                                           :               :       SET_PBC       SET_BPX                   f             0             8             x                          
                                                  
                         (            0             
                           
                                                                                                  @      X                        	                              -                                                                                                                A                          $                        (                                 ,       0                                                2                                                        8p  !                            P                         J   	                                                    `                                                      k   	                                                    up                      `       @                          p                              :                          p                                                         p                               #                          p                                                        p                               @                          p                               B                             	                                                       	                              @                          	                      `                                	                                                       	                                                  dyn_subs.o/     839864672   1572  1572  100644  22848     `
ELF                                    R0   @     @                                                  	                                                                                  $               (   *                  2                      7                      <                      A               (   G               ,   O              X   W                      _                      e                      i                      m                      q                 z                                                                                                                                       %                 )      ,                                                       *      p                                                                                                   ,@                                                                                                                                                                                !                     *                    6                    B                    P                    ]                    l                    |                                                                                                   .symtab .shstrtab .strtab .comment .rodata .srdata .lit4 .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames .MIPS.interfaces  .rodata .srdata .lit4 .text aarea_ grid_ scaset_ tanf cosf sinf grid_ coords_ strech_ gridxy_ float sin cos tan stretch_ psi_ float dpsi_ abs d2psi_ d2psi_ dpsi_ psi_ atanf atan wspace_ perror1_ e_wsfi64 s_wsfi64 do_fio64 perror1_ s_stop s_copy s_cmp errors_ len cstop_ e_wsfe64 s_wsfe64 do_fio64 .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames be::6.02:dyn_subs.o -G8 -TENV:PIC -m1 -O3 -TARG:abi=64:isa=mips4      ('insufficient space, increase dimension parameter ',A6,' to ',I6,'$')  ('insufficient space, increase dimension parameter ',A6,'$')    (1X,'warning on step ',I10)     (1X,'error exit on step ',I10)  (1X,A72)        $           ?   ?   ?@      <5<5J¤ ?  <5<5<59[<5(Y<%~5757@                    g`<  $!   8 9- X % `ߕ   P % p % h % H 3  x$  @%* T@     !   !      ! <f e0 fd  (/  / dǀ  dP-&R    !N @N FBF Cf V
&R ߱   P&F 8-0*T Վ j- @*- P< @/ x/ p/0h/0`/0X/ 
W: 8/0(/ee e ee ea f 
-ǀ  q fr RQ N @N N FN N FN N@f N N F)BFMh@Mf F	Me Mg@F	BF CF  @ `%$  4H/ej FCF   !   !  MEMH Md MF @MbMGF	BF2McFYMaF9F CF   eL FCi WFb  aMM MD M @MBMF	F2BMCFYMAF9F CF
 o m e FCI -FB  AMe Mh @MMf MMgF`FMF9M FaF CF	 O M ej FCFMd MbFRMc MaFZFߩ @FF
F    n  lk j ߱   E M@M FM@M FFCߩ @F	FO FB  AM      MD@MB FMCMA@FBFߩ @F
FCFb  ao m W  VU  T N @N F	N @N FN N@FN @N@FBFF F F C    f    !߱  @    !   !$ 2 *   !W  $       ! <   ! Ϻf ǀ -   ! !-!F Bf &R !߱    !   !  &A -*T  $   < :-f
 f ǀ P1 n   ! (  @$  @ !/ 0  ߣ @   !  ߢ @ e-aF B D(-aġF B F8-F B HH-!F BC E  C- @E  0eK D  !A /  aF B D(-aġF B F8-F B HH-!F Be e  C- @e  0ej d  !a  aF Bߡ @ߩ @ $ -aāF B &-AF B (-A!F  ߱   2$ aF Bߡ @ߩ @ $ -aāF B &-AF B (-A!F      !   !  $ -āF B   #-aF B  "-aAF B  !-A!F Bf !߱  @$  ǔ  2*0!   T@        ! < f ǀ - !-!F Bf &R !߱    !   ! &B   "* T      <- :-f
 f ǀ P1 l (  @$  @ !/ 0  ߣ @  ߢ @ e-aF B D(-aġF B F8-F B HH-!F BC E  C- @E  0eK D  !A /  aF B D(-aġF B F8-F B HH-!F Be e  C- @e  0ej d  !a  aF Bߡ @ߩ @ $ -aāF B &-AF B (-A!F  ߱   2 aF Bߡ @ߩ @ $ -aāF B &-AF B (-A!F      !   !  $ -āF B   #-aF B  "-aAF B  !-A!F Bf !߱  @ & X!r#$3 r*@ 2a       ! <   !    !- ǀ -   ! !-!F Bf &R !߱    !   ! &A a*T  e0    <- :-f
 f ǀ P1 n   ! (  @$  @ !/ 0  ߣ @   !  ߢ @ e-aF B D(-aġF B F8-F B HH-!F BC E  C- @E  0eK D  !A /  aF B D(-aġF B F8-F B HH-!F Be e  C- @e  0ej d  !a  aF Bߡ @ߩ @ $ -aāF B &-AF B (-A!F  ߱   2e0 aF Bߡ @ߩ @ $ -aāF B &-AF B (-A!F      !   !  $ -āF B   #-aF B  "-aAF B  !-A!F Bf !߱  @e0 $ ߶ X*ߵ `߷ Pߴ hT  x߲ x3  <   !    !@ 	-&R  f F  V&R      !&A * T  d߲ x  <!- :F f X-P+ L    !   ! %ǂ F F f F FF F$  F F a/c  i f F FB dC F)@F	ZA '@C  I F F @F9db F! F	Ra`F UFF ]F =F DF $F ,FF  `%F F    !   ! F   F  Fx F@F  FF@FF  F@  F    !F UF ]FF <F EF $FF ,F F F   @%   ! F    F   F   f F    !   !  ߲ x   !   !߿ ߼ 8߳ p߰ ߾ H g    !g P h X ` p x <   $!   8 9- 0 (ߖ  ߄    f (d ߡx@ߑ  df  @f f  @%f 8f f%  "    %  ߙ     "-P 	 H  F A  2   F0$ &E߮ `$D  D F! Fǅ FBǅ F FFCF ǅ    Fǂ  H0FBF ߡ x$ ߢ ߣ $   $ ǜ  FC $ F F&0   !   x  ߙ  Ǉ  F  	  ߙ  Ǉ $ 	F@8%Ǉ ߡ xߞ  ߢ ߣ :$ ף $  פ ץ F*F ǈ (F8BWp߰Hߤ `ߦ hd ߨ p߄  d e ߨ Xe  0/  (/  <d 'df	 (-ǆ ,1 e3 q ft R dj%L   h  es n  o   `%r %  %  ph-ŭFkLP/ 
X  P KX-  fs LasmF+B$  0-4@/%ߍ  fx F"B   FqFj   !   !  h   !$ O&@)O%8%K  X k`-ŇF 9`/ `  P L`-  La9ňF* +X-g9 F9FB%g iF	"B( ]  h$ O&@)O%8%K  X k`-ŇF 9`/ `  P L`-  La9ňF* +X-g9 F9FB%g iF	"B(  h %%F M@% %F FF >F%%d    !    &W  ȸ&  y-  w-/F A F    ^-/ߴ( F,La V- 9-La`F,4F%B 7-FF߷F$FBFNf Ng   OO׹  N  N   !   !   ! %%@%F M %%%F FF >F d dek $   @  %  H iP-  @VF  /   D -LaĖF- )H-9F&BFFNNf Vd׹   ߴ(V3 ߰Hߋ  $ ߰`e ߭ hf e ߭ pk ߱he lX*F.߰p` t(   !   !   !f1 f ߴ Xߓ  f 0/  ؎d  P//ߍ  x/p/f1fR ǘ 0fs h<ߗ  ǆ ,e oߞ  Ǚ 4e-  x'$  x   '     ȸ  y- =F     #%  	F ǝ ,F% 	F F Cߙ   	F ߿ ߸ ߹  ߢ  A0-߸x߄  F  F(-ߡ xץ F (  Ġ$-F F ?- ȸF	-פ FF FBF Nߧ N0ǆ ,NNN f d ߣ ߷׽ ׾ ׹ ߴ(׿ ߰H߲8ߵ ׸ ׻ ׼ ׺ ߿P߼ P߶߳0߱@߾ g`g<    ġ  F $!    9-  ǝ F >ߌ  %  %    %@@%  %`H% (߭ ( @%P% % g  0 g  8X%$  @g  8% g  (% ǘ 8E 1X% 0% 	 x F F߬ xg %X%P%`H%@@% 8% 0% (%߰ 0 	  %X%  F߬ (߰ (ߙ  `H%P%Ņ  FF׹ 8%@@%(%0%LE  FFF      P    !   !X%P%`H%@@% 8% 0%ߟ  % (% xߡ ( 	   % F X%P%`H%߿ x@@% 8% 0%% (%ߡ 0 	   % F ߿ xg %X%P%`H%@@% 8% 0% (% 	  %  P%X%߿ (ߡ 0ߙ  @@%`H%   F AFׂ?  0%8%FF߰ ((%F FFBOL"hFO_޸Fփ׾ F F  ׿ F     	  %߿ 8F ߡ   !  F ߣ 0$"D g ߿  `  F F`g  _/dBF $ $  1* P   HǞ <ǟ @ߡ Pߣ$$ߡ  dc D F` /!   Xߤ ( <dc  ` h- p   !   !ă  F פ HLd.`X%P%`H%@@%8%0%(%ߙ  g   	  *# cF<E FP` F&1 D0 F1߿ (F F   L=    !   !FFFF
B&"ߡ (DH FJ`(  F
B   %MN X%P%`H%@@%8%0%ߙ   (% 	g FX%P%`H%@@%8%0%ߙ  (% 	g F FFǫ FZ2& E	 F^ǡ FF F  F <߿ @*E X%    !   !   !     !F F <EX%X%P%`H%ߙ  @@%8%߰ Xߢ h0%(%ߡ `ǹ g N 	Nߢ P$D F F$D  F `ߣ ( Pf y  F נ HO `ߢ p XT"X%׹ ׾ ׿ ߰ ߲ ߴ ߶ ׸ ߾  ߡ (׼ ׽   ߾ 8 :  ߡ 0׻ ߿  -:  ߵ ߼ ߾ ߷ ߳ ߱ ׺  g   !   !g %  %  %  %<   @%$!   9- $    `%ā   P*0E Ǖ ǖ D ǂ    !   "   ! (<f) fK ff +H/ 0/ /e! deH-  MjFMaFFBwFLY FBFFFFek & iF@׸ ׹ ׺  `B&
  X P*U@ƀ  kx-+-KX- `<p/h/ gz//eeeq lP-ǂ *f0 
f *f0  
 McFMaFei M# FMd FMbF	AM!  FC M$@FAe( M"  F M Fe L  F CM FF F?F!B`F 9L F`  F  F_B FFL^ FBF/ F6$  LE,FBR(/FFӂd L] Fǀ D$FYFBLZ`FF&F)FNFF%  FBFL FFF@LPFBF тL FF M Fd M FC%2F.FAFBLZՠFBF&F)FfFF  FBFMC FFF@LPFBF MD FF L FeI L FC F.FIFBLZ FF	&F)FVFF  FBFM# FFF@LPFBF BM$ FF L Fe( L FC F.FaFBLZՠFBF&F)F^FF  FBFM FFF@LPFBF M FF MB Fe MA FC F.DFQFBLZ FF
&F)FFFFE  FBFL@FCFF@LPFBF ӂL FF M" Fd M! FCEkF.   ( 0 8 @ H P X ` h p x % %   %F      !   !׾ N! FCN FD׽ ׵ ׻ ׼ ׹ ׺ ׸ Fפ hץ `F!פ 0F#פ (ץ  F"D  ײ @FBפ 8FBפ pN" F#F
A$װ Fף xLC״ ף FN F
FBF9׵ HF1FZLQ F)BF Bײ XF9F!F
RF LCFBFcF)BF9ױ PF!FFBF)CF
!FF	j!  FkFrBLJR FcF SBFLIIFBF`  FpBF JBFP FFBF  F1F	BF  FCF  F  F  ǖ D  zF@   !   ( 0 8 @ H P X ` h % p x %@%  F       !   !   ( 0 8 @ H P X ` h % p x %@%  F   u    ( 0 8 @ H ` P X h % p x %@%  F   `    !   !   ( 0 8 @ H X ` P h % p x % %  F   I Mc  F Ma  F Md  F Mb FF 9`F 8FAc  F@LD!`F F!LF1 FF1F F)BFF!F FF  ek jF@   !   !ƀ  F %ơ  ߵ ߶ ߳ ߴ ߱ ߲ ߰L( g   !   !g  % 0 % ( % H %<   @@%$!   P 9- $    8`%ĕ   P*0E ǔ ǁ T  Ơ        ! (<fi fK f& +H/ 0/ /e!deH-MjFMa  F vF L7Fek & iF  `B&
  X P*U@ Ơ  +x-k-KX- `<p/h/ gz //ee߸ ߲ eq lP-* f0 R
 MbMa  F Mb `F Mc FAMd`  Feg FL  F F*$ F FS(/d @  LF"L" L F L+Z L@FFCL FF F:L@F3FI@L" d   F UF*@L F L*R M@FFCL FF F:MF2FI@L" e   F -F*@M F L,b L@FFCM FF F:LF2FI@L" d   FF*@L@FCLF  FFL+YFaL*PF9F@L$! F)FHFFF    !    ?Ơ     !M@FCMF  FFL,aFQL+XF9F@L$! F)FHFF F LFCLF  FFL*QFYL,`F9F@L$! F)FHFF F Mb`F Ma FMc FMd@b  FF!FL$! L#F FF  ek jF Ơ  F Fǁ D߳ 8ߵ (߱ H߲ @߰ PF %߶  Ɓ  ߴ 0L  g `   !   !   !g % 0 % ( %e&    %<  $   $c     "* y- ę  eg  ` F T  $ƭ     XeP    ! (< 8 8/ 0/ @ / Pdߔ     !% Hd-   !N  F N @ 	FO  f %߰ X߲ H߳ @߱ Pߴ 8ƭ    M`׸   Fs%߾ ߿ `߶ (߷  ߵ 0M ׹  g p   !g0<  $!   X% H 9- pg  ߂  a  ߈   h  +dJ   P  %  $  ($ H %  g   % 	  `$ $  X߱ P 0%g 0ߙ   0g H 	 % 0%߱ X$  % 8߲ `g 8߰ p 	g Lߙ   	   !  $ H   !   !  $  % ($ He_ H %  %   g  	 $ $  0%ߙ   @g @߰ p 	g Hߙ     ! 	   !$ H   !ߙ  g P 	g ߿ h߼ H g g<  $!    9- ߑ   ` % !   X$     ( $ &  ( d   ǰ   !   ! xߩ    J P% P ߋ  )   H h  "et   ߙ   f ߴ h (ߞ  g  	 $ f0  p$ %߾ H`8%߳ p 0%  ߷ Pg  ߰ g L 	@ %߲ xߙ   	   !ߪ (  "g  ߙ   f ߴ h (ߞ  g  	 $ f0  p$ %߾ H`8%߳ p 0% ߷ Pg ߰ g L 	@ %߲ xߙ   	   !ߪ (   !g ߟ   8ߖ   h 0  % h$  Hg   p@% Pg,g   $ & xd2  @0X*ߙ  `   0%0#   !8%(% 	` %  0%߿ 00*T@ *%*  W   0%    !  0%0*P  8%0#8%    %g  	@ %fs fR & &  0X*   !   !  0X*0#   !`   8%8#   !%`(% 	@ %& fs &fR 0X*VWߙ  ߾ @ߙ   ߿ 8߷ Pg ȯ g ߴ h  	$ $ Hg ߙ   ߳ p߾ Hg ߰ ߲ x 	g Hߙ   	   !߱ ߡ  ߶ Xߵ `ߙ  !  P  ߿  	   !  (%ߙ   	g T߿ ߼  g0                                                                                                                          
             	             
          "   	          &             0             4             8             <             @             D             H             L             P             T             n             x   !          |   "             "                           !             "                                        +             ,             *             +             ,             *             &             %             %             +             ,             *             )             $                                                                                                                               $                    <                                        t   
                    	                                                                                                                                         8   
                 H   	                                                                                                                                       x                                                            (                    X                                                                            %                  %                  )                  )                  *4                    *                  *                  *                    *   !                 +                    +X   "                 +                     +   "                 ,                     ,                     ,D   #               ,H   #               ,X   '                 ,                    ,                    ,   +                 ,   ,                 -8   *                 -T   +                 -h   ,                 -   *                 -                    -   %                 .                    .,   &                 /   &                 /    +                 /T   ,                 /x   *                 /   )                 /   $                              D            t                                    H                        
$            
            d                                                            <            x                                                8            ,            <            L                        h                        |                                                            <            @            H            ,            ,            #P            %            %            )\            +`            +            ,            ,$            -(            -            -            .            /t            /            (        
T
d               )         /home/naomi/work/LOAM/NEW/dyn_subs.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_subs.f -fB,/usr/tmp/ctmB.BAAa000cR          AAREA                      (SCASET                    STRETCH                   REAL D2PSI       [            %x      DPSI       [       %      )      PSI       [       )      *      PWSPACE       *      ,@      PERROR1       ,@      /                      > 
    /home/naomi/work/LOAM/NEW  dyn_subs.f ꧐  	        'LHXIp9*~Y0|<
&~|~	80$=A"HH~	~	yy8
<8|I|	.e%.U4

"}L 0%	,~L 8,< m %B  . ?@
@  $ >  . I?@
@           @	@              h                       AE	BB
BBBCB@CEYGVHTHX            x                      AO	GJK@ZAACAALBFtG
`9RJAG
OAQ9=>?         x                     AHAECCEDC	E
DC@AG`FAD9:;<NNNAHZ>?AAF         p                     AABBBCCEU
CA	T89:[BIE	BW
Eo89:;<=>             8              %       A`ABBBCCE            P              )      , ApABB	C
IC@AEDCBES         8              *      p AFE@PCY              p              ,@       AEBB@BLDACAOTMSHBBBCCY          8                                    /                                      1       AAREA       SCASET       5STRETCH       cD2PSI       DPSI       PSI       WSPACE       	PERROR1                    S             0   0          8                0                          0         (               0                        0                      X   0         `               0                        0                      
   /             .                                      0                     %            -   0         C            K            S   0         w                           0                                    0                                    0                                    0                                 '   0          
   -                        
   -           	     
                                                                                                   @      @                        	                              F                                                                                                                A                          $                                                         ,                       	       	                          4       0                	       X                         :                        
       /                         @p  !                     9                                R   	                      :            	                 h                         =H      x                       s   	                      C                              }p                      F       0                          p                        G      1                          p                        IA                                p                        KE       B                          p                       K      `                          p                        N       @                          p                        O'                                    	                      O                                 	                      O                                 	                      P                               	                      Rp                              !   	                      R                             5p                       R                             dyn_filt.o/     839864709   1572  1572  100644  46352     `
ELF                                    P0   @     @                                                                                       |                                           *                   5                  ?              (   J               (   R                  \               `   f                  p                  z               ,                                                                        $                                                                       0                                                                                            8                                                    x                                        )                     4                     8                     A        P        K                 Q                 [                 b              8  i                 s                     }                                                                                                                        #P                 0                                                                                                               C`      	                 0                               M@         	                             T`      x                 0  "                     &        Y        1               0  ;                     ?        _      "`  H               0  R                 \                     `                     d                     m                     x                                                    0                                                                                                                                                                                                                                3                   .symtab .shstrtab .strtab .comment .lit4 .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames  .lit4 .text shap_indx_ pow_ri new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ para_ shap_c25_ new_filt_ min shap_vec_ para_ gridk_ new_shap_ shapi_ param0_ new_filt_ shap_1do_ shap_1dco_ mod shap_2d_ shap_scl_ para_ new_shap_ shapi_ gridk_ new_filt_ shap_1do_ shap_1dco_ shap_1dcn_ mod shap_3d_ shap_2d_ shap_2d_ shap_c25_ new_filt_ loc min shap_1dp0_ shap_1dper_ shap_1do_ shap_c25_ loc shap_1dper_ loc shap_1dco_ shap_c25_ loc shap_1dp0_ shap_c25_ loc shap_3d_ shap_c25_ new_filt_ loc min zero_em_ shap_1dp0_ shap_1dper_ shap_1dcn_ shap_c25_ loc .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames be::6.02:dyn_filt.o -G8 -TENV:PIC -m1 -O3 -TARG:abi=64:isa=mips4    @  ?                         g`<  $!  X 9-hp߁  x$   $ h4  ` %`  *`%H  *xߒ  @%g  g   (%@ǘ pߓ  XP   !   ! 	  % (%@%F    & ߢߪw-*$   ߰߲x߶X߷P߳p߱׸@$ @  ߾hߟ      X%ߧx    *ߦ`X +  H%ߥh߶P  /ߎ   hd(    - `<  $ߤp Ќ   @-  ߰ `>(- -$ ߯ ,- `%x +$ p    !/ /  + x*S$f  ߴ <- fY T-3g! 3d4    ! p P H x X `ߢ 8ߢ @$ $  hߢ H (%a/ߩ pߣ pe)  0Pc  8ߣPߩPdj ߣ8H,c )   0ߩ 0%ߣH?P&߿H`8%dc ߫0@    %-o ( 
+ @+ߢ( ,O  h`$*g ߣ  H+g 4g <g 8g 0g ,ߣߨ@$pe ߣ $  j0ߢ  FX& @ߣ h & 8 +@-ߵ @ l*@-$hߢ@%ߨ X iH$-B   $  ߨ ` - ߳  @d#߳ -'(߷ 8ߵ   *% ߾ x
ߣ ߨ x p- Cߣ PI*߭Ipc  I 
ߨ 0 `
 ߣ4
($c ߩP 8(ߢ H + @+ߢ  ,O  h$*g ߣ  H+g 4g <g 8g 0g ,ߣ ߨ p$e ߣ $  k0ߢ  FP& @ߣ h & 8 +@-ߵ @ s*@-c$`ߢ p%ߨ X iH$-B  8$  ߨ `- ߲   @D#߲-'߷ 8ߵ   *% ߾ x
ߣ ߨ xP- Cߣ P)*߬ ?)hC  ) p
ߨ 0 
 ߣ ($c ߩH k8(Iߢ H 
+ @+ߢ8 ,O  h$*g ߣ  H+g 4g <g 8g 0g ,ߣ ߨP$e ߣ $  j0ߢ  FX& @ߣ h & 8 +@-ߵ @ s*@-c$hߢP%ߨ X iH$-B  0$  ߨ ` - ߲   @D#߲ -'߷ 8ߵ   *% ߾ x
ߣ ߨ xH- Cߣ P)*߭ ?)pC  ) `
ߨ 0 
 ߣ ($c ߩ@j8(ߢ H + @+ߢ0 ,O  hh$*g ߣ  `+g 4g <g 8g 0g ,ߣߨH$qe ߣ $  k0ߢ  FP& @ߣ h & I8 +(@-ߩ @ m*(@-$߭H%ߨ X lH$-  ($  ߨ ` - ߭  @h#߿ -%߷ 8ߵ   *% ߾ x
ߣ ߨ x@- Cߣ P#i*߹ip  i 
ߨ 0 `
+ ߣT($c ߩ p8(ߢ H @%ߢ@@ߢHHߢPPߢ p pߢߢߢ  ߢ  ߢ  ߢ  ߢ  ߢ  ߢ  ߢ  ߢ  ߢ  ߢ  ߢ  ߢߢ  ߢ  ߢ  ߢ  ߢ  ߢ((ߢ0 % %0ߢ8 % %8ߢ @%%    !g g 4ߣ$f ߣ(&  ,~  (g  g 4 e`- g &C g 4ߥ  0$  )8g < 0-ߥ @ @- 0+ߥ he(& 8+ P+ H$I(*g 8  *H$ 0*ߧ X  0%ߩ  8-ߨ  	P+ Hߧ ` 0$ P-ߧ 8ߩ  ߫ F@ P-߭FXg 0ߧ߬   FH 8#%h$߁  '%  H*% 	8
!  g , Cߧ xF @*ߧ x  
 E
&  w H&C ߦߥ  טߦ h ߥ  f0& 8&ߥ H X+ h+  x+p$  ȸ* ߾ P 8W
 @ g	-&^ ߥ ߣ X  sP-ߥ ߣ ߨ  0# gߣ h`&c@&ߣ H + (+ H+ @$ (* 8V
A̐g <p$mX*߭ nX% h+-ߵ @mp$- 
 g 8& ߵ  X & 8 -ߧ 
hߪ `g <Mx-ߪ 8߭ ߫ 8Mh-Xg 04-߱ @  P4-g$F$  P* 0
߿g 8 PCߦ xg , 8*ߦ x  X P߿ P	@$ e(*ߣ X  (%ߨ  s-ߦ  H+ @ߣ ` ($ hH-ߣ 8ߨ Ь?ߧ %0 hH-߱ %8g 0ߣ j  %@ s#$g$  @*&1 
߷ Pg , Cߧ x%0 @*ߧ x ߾߶ߨߧxߢߴ ߵߪ 
 ߩߦ $  X%ߥ`߄  0  @H% ̘      `%߮ p߭ ߬ ߪ ߩ ߨ ߣ  @%ߢ@ pߢH@ߢPHPߢ ߢߢ  ߢ  ߢ  ߢ   ߢ  ߢ  ߢ   ߢ  ߢ  ߢ ߢ  ߢ  ߢ   % ߢ( % % ߢ0 %`%(ߢ8%0 8߱P߰ p߲@P߲H p@Hߣߨ ߩ ߫ ߬ ߭ ߮ ߱ ߴ8߸ ߹ %߿ ߯ ߯ ߯  ߯    ߯  ߯    ߯ ߯    ߯  ߯    % ߯( % %8߯0 % @% @%( u0%ߣHߨ@HߨPPߣ p p@ߣߨߨ  ߣ  ߣ ߨ  ߨ  ߣ   ߣ ߨ  ߨ  ߣ   ߣ ߨ  ߨߣ   ߣ ߨ  ߨ  ߣ   ߣ0ߨ(0ߨ8 % %8ߣ  % %  @%`%( 5g    !   !L  - ? -  %R ߬V# ߬%)  	p 	i8p-߭p-I  &     !߬P   %x-# '$%k $  - ?- (*߱ x
?-   xC  *9x8/   ! %  %fR S& ߸V B `%R ) #(- 	  		8 ( $ -ߡ#  $->  &     7 %) I    / `%   !   !`-ߥȌ     (#$ % (!$% h*(
 (C/`*.(%   `% #ш- %k '0   * -5-߱>
5-'3    CR  *320 `%   !ߡ߰߬ +߿ , -ߡߥ ,-߯g $ ߡŰ-W ߱߳p߶X߲x߰߷P@  ߡ`$ ߥ`߾g  @!  ߧxߋ   #*   %P ߵ H/ 0  ߨhe* (<ߩp*- /	  c  %(P- E(-p$  xX߮ $ $ M  0`*`- x-x- p<$   x>$ -f X-&f +$   !8P$ U  @-߶@߶x ߶H߶0߹% %ߘ  ߶H %8߹V8- %. (     ! H+(&߱0   +7 -V ߲H&  8-g e 	`$ H+  g g ,  g 0߲8-g 4 ߲(' P-X 0& P-wx#p   X% *& ߱@8-
  C߰ - 9*h 2߲Pyp
eP ߱0 +7 -U ߰H'  8-g e I $ H+  g g ,  g 0߲8-g 4 Ơ߲(' P-` (& P-x#   `% *& ߱@8-
 C߰ - 9*Xoh 2߲PYp
p߱0ߦ@`% %%߾ ߭8(X% %߷&D 0 (   !g 0 8-ߥ + 0-8$ @ k#'$  @* K  
g , xC ǈ /* ?xG 
߿( ߿0/   (& M-  + hߢ(g  M-&N  G` + @ $   g  `ߢ g 4 L- GH Pg 0 ~Xߦ0-߿@  -$c /) D8 k#I'' 8*
 @Cߧ8  0 (* 0- >@ 8ߦ(g  0- Dp
Őg ,!   DH 0ߡ ߮g  &-g 4 $   D(߾ߵ߳߱ߪ8ߡhߟ  ߧxߢ@ % eX  )    A`0%   !   !߭8%% %߾ X%ߦ@&D ( %߷0  (A  ,! ? !  %P   0% @#  ($  (-% ( p(-%  0 0-p*  `
 ( `C (-0- lh*D   m` 0%   !  %   !& f Q-8V fs  &#  x& x-&  x$ x- * 
   - x C x-- v*D   x   !fs    !eJ ߿U_y߮ ߱߳p߶X߲x߰߷P   !   !ߴh߿߼Xߵ`߾H g   !g<  $!   H 9-߂   %  c  A     ( +,  + (+ %$ T     U ߿    ! ߎ  $   ߘ   g   h* 9  -  @U ߿  d^  @%    /  <ߐ  f 4 1- fy4 P 3/ -y-ߴ ߵ - -߶ ߷-f1  h-- X-?- pg fs f g>  `        Dߡ X 8߁    0ߡ  (ߥ P߄    t ߃  ̎Dn `X%@P%m  H%g Da ߁  g @l   %g b  	 ߦ ߥ Xߤ ߣ ߢ ߡ P 8 0 ( % `X% @P% H% g Dg   g @  (%ߡ ` @ % x 	  fR@fFPߡ xf'fFPߣ h #-4 `!-c--f ߡ p-߰ ߲ ߴ ߶ ߷ ߵ ߳ ߱ ߾ ߿    !߼ H g    !g0<  $!   H 9-߁   %  c  !     ( +,  + (+ %$       U ߿    !  p$   x< Mh* U ߿     %ߓ   p/fy  ߐ  f ߐ   4f -   fu ߷ e4 h3/- PN-nx- X p-f1  `t-x-ߵ ߶ p-fs  pe  xe  @ t ߃  ̎De  ߟ  a $  b  %d     ߙ   ߥ X  ߡ `@P% 8߁  g @`X% 0ߡ g  H% (g  	ߤ Pf fR@fFPf'fFP4ߡ h"-a---  $ߡ p   !   !       `X%ߙ  ߿ `@P% H% 8ߟ  g @g  0߿ g  (ߥ X 	ߤ Pf fR@fFPf'fFP4߿ h!-ߡ p---V߰ ߲ ߴ ߶ ߷ ߵ ߳ ߱ ߾ x߿ ߼ H g g h p<   x$!      9-     ,C  /  3 d"ߡH  "-ߥX  ߄   A- Ġ   C- $  ߕ   ,d" * d~        ߭ @  `<e  g߭ ߡ@e -   !.   !   !f1  p .p-& f V.߰   !   !߱  & 3-ߡ@x*U g    <߰ - :f - {f Rr z#5 5     ! 5  P% 5     ! $  %  8- 7-' 9  6- 5-^/f,  e  ƣB C  0A   # - @ @ &0- 	Hc (@- )H-e  g el eJ Ā B :#B C  0A   # - @i @ &0- 	H (@- )H-   e eJ Ā B#@%%F F F %F  %F Ǝ$ ߕ   `% (      %(- 4-   $ -߾  #-Ģf  Ă" b B  *    !@%`%F F F % %F F Ǝ$ ߕ    `%# (#    #  "  %(- $ -  #- "-Ĥf1 ă  dC  f V#ߕ      !   !߰g  $  ߢ x #*  ߃    B  b (ߴPT  +g    < > ߢ( dP -dQ ߢ -ߦ    !@ ߣ pd   % (*    @8% (%` %% 0- 	dߢ f1 f Vߦ ߰߿   ߕ  g     !ߥ $  ߲0߃   "*$    8ߖ  c  < >   8   ! d-fP ߴPߗ  fQ -ߦ p    0% @* 0  T  @%8% (%fR ` %	 	Pߩ %*H- 	e&ߥ f1   f @%8%@(%%` % 	ߦ ߥ f f1 fR Vߦ p߰߿    ߢ ߤ *3 T@ ߡ xP  ߨ    !   ! <d  ߤ    !d -%ߦ  ($ (- f f1 ߰ߨ ߧ ߩ  P$  @8* T ߡ x @<*- G:ߩ  *-߾ ߢ f -r zea P2 y!   ! `%-   ! p$  - O/  -  H- f+  8ej /  ߭  (-ŀ C0-ŀ   G0-e C D(-  ŀ h  Ip- Hf  8c  eK ŀ  B Š C0-Š     ! G0-e c D(-  Š H  Ip- HF  8C  ej Š  %`% % % `% % %   !-  -& Ҩ- ֠-2    2 Ә-  1 Ґ-ff   ߰ш-F   '&   !%@% % % `% %  %   !   !   !!  ߡ "   $ - "  #-   %  "-g (  %-G f 'f1 ߰ߡ x!  P  ߡ ߁  " $   A* @%  0Q ߢ    <ǀ dP  ߲    !-   ! ߣ $c B- f @   !߰   !߲ ߡ ߢ $!  ߢ a*T  ߡ   < C- :f -ǀ Q dA P1    !   !   ! $   !/   x f  He    8B -ߢ  C0- G@-  IP-   O- x @ H  e   O 8 C(- G@-  IP-   O- x @ H  e   2 8 C - G@- 
 IP-   O- x @ H  e   8ߡ %% % %    % `% 38- 20- 1(- 5 -    #- @ "- (-`߲ ߰@  , ߡ %% % %    `% %  38-ߡ %% % %    `% %  38-   !      D -  C- B-A-`@f     !߰ߡ ߾ !  ߾ $ P  ߣ ߁  " $   A* @%  0Q ߢ    <ǀ dP  ߵ - ߣ $c - f @   !߰   !ߵ ߡ ߢ $!  ߢ A*T  ߣ   < C- :f -ǀ Q dA P1    !   !   ! $   !/   x f  He    8 -ߢ  C0- G@-  IP-   O- x @ H  e   O 8 C(- G@-  IP-   O- x @ H  e   2 8 C - G@- 
 IP-   O- x @ H  e   8ߡ %% % %    % `% 38- 20- 1(- 5 -    #- @ "- (-`ߵ ߰@  , ߡ %% % %    `% %  38-ߡ %% % %    `% %  38-   !       -  - --`@f     !߰ߣ 3 ߵ $ ** T  ߢ    !     ! <dp  ߡ@   !-   !  #--HiF	Bf & H߰ߣ   &  B*T  ߢ  < d- zߨ ߣ -f ߡ@Q dR RQ  ( f        ! H$ "/8-e  %0- $(-	X-F  d@- )P-b@F     e  $8- 	H@ S iX-ĠF  d@- )P-b@F     e  $0- 	H@ 5 iX-F  d@- )P-b@F     e  $(- 	H   !@ iX-%`% % %ߢ F , )- D-jFRjƊFRƫJFR  ߰ ߢ  C- #-JK*FRߵ   /*   !   !%`% % %F , )-ߢ   D-   !   !%`% % %F , )-ߢ   D-   !   !  " -(-čĮFkA    #--nMFkAf M߰   !ߢ ߤ  3 R  ߢ  <dB d   P/ߡ@-dR   !  "-ߣ O$c Nxf     !߰ߢ ߡ ߣ  ($!  *T  ߁   < e -ߣ  e- 7: (/ / /  /-ddc f dB ߡ@ d RQ     x  P  `% @	 $  f    2- /x- *P- (@-&0/ em  8B   !   !MM 	PM '@- xx M  *P-  /x- 8-   e  A 8f WMcMb 	PMd '@- x Me  *P-  /x- 8-   e  A 8 5MM 	PM '@- x M  *P- y /x- 8-i  n em  A 8`%%F F F%F  %F Ǝ	 N# % @ 8 40-N" 	H (@- '8-N$ )-N%N0NN  1N%%F F F% %F F Ǝ	 N#  %%`%F F F% %F F Ǝ	 N#  % H   @  )H- 8  (@- 0 '8-1 &0-NNNNf    !   !߰ߵ    !   !߁  ߢ $ ߴP! ߃   $*B  b (ߢ8  ,g  ߟ    < >   !    ! dP -dQ ߢ -ߦ    !@ ߣ pd   % (*    8 (%` %%f1  0-ߧ  	dߢ f Vߦ ߰߾   ߵ    !   !ߵ 3 $ * $ @ *     ! <ߡ ߣ d! dp   0/-d1ߡ  $" ߡ  #- Nf 2   !߰ߡ $! *T  ߲ ߡ    ߢ  < D-ߢ  D- /: p / p/ p/ p/-ddB    !ߦ  X%f  td! f    ! H $  x %(/ h  ߧ    ! @ 8-Md   H-Mc    H- 8Mb  e    - x  8- 	h  Ma    G @M   H-M    H-G 8M  eK N   - xI  8- 	hH  M   E ) @MD   H-MC    H-g 8MB  el n   - xi  8- 	hh  MA   e @`%%% %Nߤ  % 0-N (-N  -N  )@%%% %Nߤ   %%%% %Nߤ   % @ߥ    @- 8N   8- 0N 	  0- 	HN  (-N f    !߰ߵ    !   !߲ ߡ x!  P  ߲ ߁  " $   A* @%  0Q R  ߲  <ߢ ǀ    !dP  -   ! ߣ $c B- f @   !߰߲ ߡ $! a*T  ߲  ߢ   <ߢ  C- :f -ǀ Q dA P1 ~ $   !/   x f  He    8B -ߢ  C0- G@-  IP-   O- x @ H  e   O 8 C(- G@-  IP-   O- x @ H  e   2 8 C - G@- 
 IP-   O- x @ H  e   8ߡ %% % %    % `% 38- 20- 1(- 5 -    #- @ "- (-`߲ ߰@  , ߡ %% % %    `% %  38-ߡ %% % %    `% %  38-   !      D -  C- B-A-`@f     !߰߲ ߡ !  ߵ P  ߲ ߁  " $   A* @%  0Q R  ߲  <ߢ ǀ dP  -   ! ߣ $c B- f @   !߰߲ ߡ $! a*T  ߲  ߢ   <ߢ  C- :f -ǀ Q dA P1 ~ $   !/   x f  He    8B -ߢ  C0- G@-  IP-   O- x @ H  e   O 8 C(- G@-  IP-   O- x @ H  e   2 8 C - G@- 
 IP-   O- x @ H  e   8ߡ %% % %    % `% 38- 20- 1(- 5 -    #- @ "- (-`߲ ߰@  , ߡ %% % %    `% %  38-ߡ %% % %    `% %  38-   !      D -  C- B-A-`@f     !߰߲  3   ߡ@ <ߣ dp  -   !  #-C-UvFAf & U߰& * BT  ߲   <ߢ  C- zf -ߡ@Q dS Rq    !  f        ! H$ %/C8-e  #0- $(-IX-ߣ F  d@- )P-b@F     e  $8- 	H@ O iX-ĠF  d@- )P-b@F     e  $0- 	H@ 1 iX-F  d@- )P-b@F     e  $(- 	H@ iX-ߪ %`% % %ߨ F   )-	  -wFwƗF ƠWF ߰ 	HIP- )H-W@7F   -7ߪ %`% % %F   )-߫ 	   d-ߪ %`% % %F   )-߬ 	   - h -x-M-aF    p .h-Np-ŠF f ߰   !߲ ߴ ߶ ߿߷ ߵ ߳ ߱ ߾ ߼ h g g@ @% H%<   0 $ $!   H 9-$     x  ߊ   8* eJ  @ߧ @-ߦ 8  $    p    P 	 ߩ Pe0  $ PX/    e 0<% %h* 7Ǖ  
84-  X0/e1W  `7    !   !N  H%  @%6  U \߂  R  ȸ p< we e! X/ .P-&R    !F F F AL+FF     ! d!    !T*&R  ȸ&X  -*W  @߂  90-߹ X < / / / : (/dd dC F F d"  -L  F AFF@L @F F F  L FF F   F L  F FAF @d   F  L FFAF  L  F  AF F@  L @F F F F L @FF F   d  F ߂  3X-$ ! fs >-B (P@   5  5  $    !   !   F-"  BCF"$ dFh*M4 F&1  	 f f  ߢ `fVy7 ߿ 8߾ @߳  h       !   !ߥ H& ##$5 *״ h@ 2  P   P  <   ! 0   !&- - ' p/-dq&R    !N@FBf V&R ߳  P&G *`-ߩ H8*T ߤ H @*- @<X/P/H/ G:/eceA e$ ߯ 8f - e RQ Nf  h @%$  N.(/נ hFN  F NFB߯ @NFd LFB   !L @F L F  
 L @Fd L   VFL @F L FB   L @Fe( M$   @FBM# @F M" F   M! @Fe M  % 'FM F M @FB&  ) M @Fd L #( FBF MF UFF = % %F -F    !N@N 7  F	BF5 N F36    
  	  - F U %F MFF E %F 5F  N@   !   !F M %F UFF =F -F   %F MF %F UF E %F 5F  N@NFNF  NF NF f    !   !ߤ H߸ H2 $ ߼ 0 ^*2 $ Ҁ*V  ߱  R ߤ P   !   !   ! <fg ߵ P ȸf  --q//fs/,N3`f1 N &R   fV,߳ ߤ P   !   !ߡ H&^ ߿ 8ߥ @*W ߱    !    ! #- 0- F/ F/     (/ Bdc ( <  - %8- z / (/ /gL L      L d dL   L M          !L d eM     !   y߱    !   !T  u߱    !ߡ PR  X <fd  (d1   %- - q/ 0/ ds/-N3hf1 N@&R   fV-   !߳  X   !ߩ Pߨ H&F `-ߧ 8ߪ @0* T M߱ +-X//J    RP/ 8Beb 
P 8<*H-
- Gz08/0 // @%f +d.  /N"xf$N!pf& n(/N  N @     L Ldd L   L @    LLed M  M @   ߳   ߱    !߳     0N"N   0  N!f1 N fV0߳ ߱ ߴ ߶ ߿ ߷ xߵ ߲ ߰ ߾ p g gp H % h %  P % x  X %f  a-   `  !$	   d")* p @ % 82( nx-T  bf3 ߣ 8Q  ߧ 8   !  <dc  ' k/dP-da%)    !Ma  `ek Uj%) ߧ 8 	0%%  P-%(*T Jf3 X- 0 0<KH/K@/K8/ 7:K/e$d fP-   !`8%el  -e Md  Mc @$ ef Mb Ma M(/   !    d L  L @L  L     d L  L @L L       f3    !   !      f3    !   !Md @aMc @a  Mb @a Ma @a ek    !j   !f3 $	 2 	p*  p aeQ   Ȃ < X-fS  k/tP-fa%)    !Ma bek Uj%)  Ȃ%8 1-*W  K% 	 A- <X- : k/ k/ k/ k/bP-d$g `8%ee  -g! Md  Mc @$ ef Mb Ma H(/   !    d L  L @L  L     d L  L @L L       %   !   !      %   !   !Md cMc c  Mb c Ma c ek    !j   !%0%g   %   	H 	8- $	 2 	P* U@ c߿ P  1 - <f>  X-f^  /-g%)    !dMs ek Ut%) 1 -%!   *T  K߿   	C- <X- 7: k / k/ k(/ k/fP-ddB $ eg  -d `8%`b ef a  c H(/   !LLL Ld      LLL Ld     LLL L  ߿    !   !LLL L     !   !   !eMd(e  Mc(e Mb(e Ma(ek    !j   !߿ ߾ @2! $	 ߫ 8)P*߷ H߶ PU@ `߱ xP   x h<el f  o`/m-e%) fMp0ek Ur%)  x%.  	.p*߱ 8U J߱ x0-X- x<k/k/k/ :k/fDf" oP-   !`8%et  -f `b $ ef a  c U(/   !LLL Ld      LLL Ld     LLL L  ߱ x   !   !LLL L     !   !   !gMd8g  Mc8g Mb8g Ma8ek    !j   !߱ x߳ hߵ Xߴ `߲ p߰  g $	 g @ % @%<   8$"     p$  P   x% 0  * Y- (T    P  h' X ' `0 I8* H  %U T   [@@%R` F  X< ge f aX/ ,P-%)    !F F F AL+@FF     ! d!    !T*%) F F  	x%- -Mh*U >   p<0- : &/ &x/ &p/ &(/ -g e e    !L  F AFF@L @F F F  L FF F   F L  F FAF @d   F  L FFAF  L  F  AF F@  L @F F F F L @FF F   d  F    F-$	  P I8*  "#F-&1 * B߳ `ߴ X߲ h߶ H ߵ P߂  ߼   C-$	 *3 `T@ ߱ p hP  %!  <f f    ! K/ dQa-%)    !Mq Fdek Ur%) ߲ h%! * T  ߱ p 	-X- < K/ K/ K / : K/dcd! d ee ~- d R Mceg `@%MdFMc@F    !   !Mb@FBMaF$     !%(/d LFBL @F L F  
 L @Fd L   VFL @F L FB   L @Fe( M$   @FBM# @F M" F   M! @Fe M  % 'FM F M @FB&  ) M @Fd L #( FBF MF UFF = % %F -F    !N NFFB7  5 NF36  	    .    !F U %F MFF E %F 5F  N    !   !F M %F UFF =F -F   %F MF %F UF E %F 5F  N McF
jMbF
j  MaF
j MdF
j ek    !q   !߱ p߷ @߾ 8߰ x g    !   !$	 g @ % @%<   8$"     p$  P     ! x%   ! 0  * Y- (T    P  h' X ' `0 I8* H  %@@%V  F W F FT b$	 R` F  X< ge f aX/ ,P-%) F F F AL+@FF     ! d!    !T*%) F F  	x%- -Mh*U E$	  p<0- : &/ &x/ &p/ &(/ -g e e    !L  F AFF@L @F F F  L FF F   F L  F FAF @d   F  L FFAF  L  F  AF F@  L @F F F F L @FF F   d  F F F F  $	 F FF $	    ! P FFAI8*FFFF-&1   *BP  %߳ `ߴ X߲ h߶ H ߵ P߂  ߼   C-$	 *3 `T@ ߱ p   ! hP  %!  <f f    ! K/ dQa-%)    !MqFfek Ur%) ߲ h%! * T  ߱ p 	-X- < K/ K/ K / : K/dcd! d ee ~P- d R
 Mc    !   !eg `@%Md FMcF Mb FBMaF$     !E(/d L FBL @F L F  
 L @Fd L   VFL @F L FB   L @Fe( M$   @FBM# @F M" F   M! @Fe M  % 'FM F M @FB&  ) M @Fd L #( FBF MF UFF = % %F -F    !NN@F
F	7  5 N@F	B36    
  .	    !F U %F MFF E %F 5F  N   !   !F M %F UFF =F -F   %F MF %F UF E %F 5F  NMc FlMb Fl  Ma Fl Md Fl ek    !j   !߱ p߷ @߾ 8߰ x g    !   !g h p x  <      $"     Y-  /d#ߢ8ߥH   C-߄   Ġ   A- C- ,d!  $ dB  ߭ * 3          ߡ0@    ! `<e  g߭e -.f1  p .p-& f V.ߡ0߱ &  x*U g   <߰ - :3-f - {f Rr z'5   ! 5     ! 5  P% 5    ! $  %  8- 7-' 9  6- 5-_/f,  e  ƣB C  0A   # - @ @ &0- 	Hc (@- )H-e  g el eJ Ā B :#B C  0A   # - @i @ &0- 	H (@- )H-   e eJ Ā B#@%%F F F %F  %F  $  `% (    %(- 4-    $ - #-Ģf  Ă" b B  (    !   !   !@%`%F F F % %F F  $   `%' H'   @'  8&  )H- (@- 0 '8- &0-$f1     f V'g  ߊ  ߭ x߳ p߫ $ J ߌ  NP*  k  ߏ   (%߷@߱U@ 3g    x<   ! x>   !    ! xf0 x-ߞ  f1 - %s  u* ߹ x?-*g&%R` %   (% 	ߧ ߳ pf   f1    !   !% (%   	  %߳ pf f1 V %߾   g  ߟ  ߡ x$ ߷@߲ fP fQ  fS *!   M$4߁  !  < >  	8 "-ߞ  -ߣ p   !c   d(* e *` "ߧ T @%fs    Hߧ ߨ  %	@-ߙ   (% 	ef fR   $f1    !   !@%@(%ߙ     % 	ߦ f f1 fR   fs     % ߿ %- 	d%` %߿  %- 	d%f f1 fR fs Vߣ pߡ >  ߤ 3 $ *T@ $ P  ߩ  <d  ߤ   !d -% 0ߥ    ! (-& f    !f1 ߩ  P&  @8*T $  @<*-ߩ G:*-߿ ߢ f -r {ea P2 z!   !   ! `%-   ! p$  - O/  -  H- f+  8ej /  ߭  (-ŀ C0-ŀ   G0-e C D(-  ŀ h  Ip- Hf  8c  eK ŀ  B Š C0-Š     ! G0-e c D(-  Š H  Ip- HF  8C  ej Š  %`% % % `% % %   !-  -& - -2    2 -  1 -ff   -F   '&   !   !%@% % % `% %  %   !   !   !!  ߡ "   $ - "  #-   %  "-g (  %-G f 'f1 $ ߲ ߦ ߪ ߇    P $  8* % 1 R  ߮    ! H<ǀ eP  	O   !	-   ! XKX-f & `V   !߮  h߲ &  xl`*U $  h<π- o:߷ ߢ f -ǀ q fa P1 ~   ! $   6/   x f  He    8T - C0- G@-  IP-   O- x @ H  e   O 8 C(- G@-  IP-   O- x @ H  e   1 8 C - G@- 
 IP-   O- x @ H  e   8%% % %   %  `%-   !--`- ȸ @ -   -- ߲    -%% % %    `% % -   !   !%% % %    `% % -   !   !      D -  C- B-A-`@f    !    !$ ߵ ߥ ߩ ߆    P ߧ  0* % 0 R  ߭    ! @<ǀ e0  G   !-
   ! 
PP-f & @V
   !߭  `ߵ &  pKX*U` ߧ `<- g:ߢ f -ǀ  xe P1 w$     ! 3/      ! x f  He    8 - C0- G@-  IP-   O- x @ H  e   K 8 C(- G@-  IP-   O- x @ H  e   1 8 C - G@- 
 IP-   O- x @ H  e   8%% % % % `%ߴ ----       -  - -ߵ   %%% % % %  `%   !%% % % %  `%   !       -  - --`@f    !    !ߧߡ03 $ $ (*ߵ  Ը*R  ߡ0 0<d  7-   ! H )@-H-)F	Bf &    !ߡ0߬ h&  XBP*U@ ߨ  X<- _z߹ ߣ f - e RQ ߤ   f        ! H$ ߰ //x-e  20- $(-	X-F  d@- )P-b@F     e  $8- 	H@ O iX-ĠF  d@- )P-b@F     e  $0- 	H@ 1 iX-F  d@- )P-b@F     e  $(- 	H@ iX-%`% % %߶ F   + )-İ-jFRjƪFRJFR 8- 8-J+
FR  3
   !   !%`% % %F + )-߿    -   !%`% % %F + )-ߢ     D-   !ߤ    !   !    #(- 0-ĬFc   8 '-  -čߤ lFcf l   !ߵ ߨ ߪ  3 R  ߡ0 H<e eP  	O@/ߡ0	-e&  X +X-nNpf V& ߡ0߭  p& -߭ `*U g  - h h<P/Px/Pp/ o:P /f%e e f -q fr RQ       `%     ! $  	  7- 6-   5- 4-90/f em  8ƢƃMM 	PM '@- xx M  *P-  /x- 8-   e  A 8f WMcMb 	PMd '@- x Me  *P-  /x- 8-   e  A 8 5MM 	PM '@- x M  *P- y /x- 8-i  n em  A 8`%%F F F%F  %F Ǝ N# % 8 0 4-N" @ '8- &0-N$ (-N%Nx/NxNx  1Nx%%F F F% %F F Ǝ N#  %%`%F F F% %F F Ǝ N#  % H   @  )H- 8  (@- 0 '8-0 &0-NNNNf    !   !ߵ g  ߊ  ߭ xߵ p߫ $ J ߌ  NP*  k  ߏ   (%߷@߱(U@ /3   x< x>    ! xf0 x-ߞ  ߳ f1 - (%`8%  * ߿ -* 	gf1 %   	 %f   	ߵ p% (%   	  %ߵ pf f1 V (%߾   3 $ $ *߳  ָ*P  ߦ  <ߡ ߣ    !d! dp   0/-d1  d -N@f & Vߦ  8&  P-ߦ (*T $  ǀ- 0 0<PH/P@/P8/ 7:P/e$e -   !ߦ f f q td  X%   !  $  x .(/ h  ߮    ! @8-Md   H-Mc    H- 8Mb  e    - x  8- 	h  Ma    G @M   H-M    H-G 8M  eK N   - xI  8- 	hH  M   E * @MD   H-MC    H-g 8MB  el n   - xi  8- 	hh  MA   e @`%%% %N %ߴ -N-N-߳ N  (@%%% %N  %%%% %N  %   ! 0  f0- (N e(- N - ȸNy-Nf 3   !   !$ ߥ ߡ !  P  $ ߂  C  t* `%@ 0q R  ߩ   <d  'ǀ - 0f0-f & V   !ߩ  @&  PG8*T $  @<*- G:ߢ f -ǀ q yea P1 x   !   ! $   -/   x f  He   ߬  8 - C0- G@-  IP-   O- x @ H  e   K 8 C(- G@-  IP-   O- x @ H  e   1 8 C - G@- 
 IP-   O- x @ H  e   8%% % % % `%ߴ ---  @-     - - - ߳   %%% % % %  `%   !%% % % %  `%   !      d -  c- b-a-`@f    !    !$ ߩ ߥ ߆    P ߡ0  0* % 0 R  ߭  @<e0  Gǀ -
 
PjP-f & @V
   !߭  `&  pKX*U` ߡ0 `<- g:ߢ f -ǀ  ye P1 x$     ! 3/      ! x f  He   ߰  8 - C0- G@-  IP-   O- x @ H  e   K 8 C(- G@-  IP-   O- x @ H  e   1 8 C - G@- 
 IP-   O- x @ H  e   8%% % % % `% ߴ ----  @    - - - ߳   %%% % % `% %  %% % % `% % ڎ       d -  c- b-a-`@f    !    !ߡ0߼ h 3 ߦR  ߡ0 (<d  /-   ! @ (8-h@-Ff &    !ߡ0߫ PB&  `H*U  ߰  
P<l- 
Wz߷ ߣ f 
- e RQ   f        ! H$ ߰ //x-e  20- $(-	X-F  d@- )P-b@F     e  $8- 	H@ O iX-ĠF  d@- )P-b@F     e  $0- 	H@ 1 iX-F  d@- )P-b@F     e  $(- 	H@ iX-%`% % %ߵ F   7 )--vFvƖFƷVF - 6-VF  /   !   !%`% % %F 7 )-߸    -   !%`% % %F 7 )-߹    $-   !  >-~-@aF     ?--@F f    !   !߰ ߲ ߴ ߶ ߿߷ ߵ ߳ ߱ ߾  g$	 g @ % @%<   8$"     p$  P     ! x%   ! 0  * Y- (T    P  h' X ' `0 I8* H  %U @@%T  T ] P R` F  X< ge f    !aX/ ,P-%)    !F F F AL+@FF     ! d!    !T*%) F  	x%- -Mh*U ? P  p<0- : &/ &x/ &p/ &(/ -g F e e    !L  F AFF@L @F F F  L FF F   F L  F FAF @d   F  L FFAF  L  F  AF F@  L @F F F F L @FF F   d  F  P  F -$	   BF &1 I8**BP  %߳ `ߴ X߲ h߶ H    !ߵ P߂  ߼   C-$	 *3 `T@ ߱ p   ! hP  %!  <f f    ! K/ dQa-%)    !Mq F cek Ur%) ߲ h%! * T  ߱ p 	-X- < K/ K/ K / : K/dcd! d ee ~- d R Mc@eg `@%Md@FMc F Mb FB   !   !Ma F$     !%(/d L FBL @F L F  
 L @Fd L   VFL @F L FB   L @Fe( M$   @FBM# @F M" F   M! @Fe M  % 'FM F M @FB&  ) M @Fd L #( FBF MF UFF = % %F -F    !NNFF7  5 NF36      .    !F U %F MFF E %F 5F  N   !   !F M %F UFF =F -F   %F MF %F UF E %F 5F  NMc@F	BiMb@F	Bi  Ma@F	Bi Md@F	Bi ek    !q   !߱ p߷ @߾ 8߰ x g                                                                         #             #          "   .          &   /          2   5          6   6          d   G          h   H          l   I          p   G          t   G          z   G                                                                     d                                                             `                    
                                                                                                                                                                                                     H                                                             $                    L   #                 T   $               X   $               d   '                    &                    '                    (                    )                    '                    .                    +                 h   /                 |   ,                     0                $   0                x   1                     2                 "   2                 #T   2                 #   2                 #   1                 $   2                 $   2                 $   5                 %    6                 (   2                 ,   2                 2   2                 5   2                 6   1                 6$   2                 :   2                 =8   2                 Cl   7               C|   7               C   8                 Dd   8                 D   8                 E   8                 Tt   <               T|   <               V   =                 Y   ?               Y   ?               \d   @                 _   B               _   B               _   C                 c$   D                 c<   C                 cL   D                 c   G                 d0   D                 dd   D                 d   G                 d   H                 e   I                 h   D                 k   D                 u   D                 u0   C                 u@   D                 u|   G                 y(   D                 {   D                    J                  J               T   K                  p                         \                                                                        )            )            ,L            ,            :H            :            =l            =            D             h            iL            k            lX            yT            y            |4            |                         (        
T
d               p         /home/naomi/work/LOAM/NEW/dyn_filt.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_filt.f -fB,/usr/tmp/ctmB.BAAa000d7          SHAP_INDX               |       (SHAP_VEC             L       SHAP_SCL       P              SHAP_2D              C`      SHAP_1DO       C`      M@      0SHAP_1DPER       M@      T`      SHAP_1DCO       T`      Y      SHAP_1DP0       Y      _      8SHAP_3D       _            SHAP_1DCN             x                      e 
    /home/naomi/work/LOAM/NEW  dyn_filt.f ꧐comm_new.h أcomm_para.h Ӊ  	        ,~2) 4M6~&:}0E]&3z}y~\}!$H<		z#*U0,=h,8(%T T,LY(D>I009Y T$P=(
~*%{
K$$UhU~b
~{	TS]V&5V}0EJ,5`}8ES =d

z8$ !w
<$(!0,%@ $L$LE(@~0  !X @ @5(}8MKEd %B  . ?@
@           @	@                                    | ALBFA@CCBCBB	A
[8M	G
TLBCgFH
RBCA             X                     AQ@LB
CBJBE	BFr             X              P       AQ@G	CCEEDD
BWc                                  #P AG@JNBEBAA	A
EYTcPqMSBOWRUKVITBE|YXWU        `              C`      	 AEFB	KABAA
A@FJMWQOHM          @              M@        AA	BCBBCDH
k@A        P              T`      x BAD	CBBJBCCuK            P              Y       BAD	CBCKBCC~L            @              _      "` AH
UFBAAAAA	A@         P                     BAD	CBCKBCCvL            8                                    x                                      x       SHAP_INDX       SHAP_VEC       ;SHAP_SCL       bSHAP_2D       SHAP_1DO       SHAP_1DPER       SHAP_1DCO        SHAP_1DP0       (SHAP_3D       NSHAP_1DCN                       z             0   P          8                P                      (   P         0               P                     8   P         @               P                        P                     @   P         H               P                        P                      
   O             N                                     P         #            +            3   P         J            R            Z   P         p            x               P                                    P                                    P                                    P                                     P         6            >            F   P         ^            f            n   P          
   M                        
   M                                                                                               @      @                        	                              %                                                 	      G                                                         A                          $       0                0                                *                        P      x                         0p  !                                                     B   	                      X                              X                         8      X                       c   	                                                   mp                              @                          {p                        `      x                          p                                                        p                        f       #                          p                             0                          p                               @                          p                                                            	                                                       	                            @                          	                                                        	                                                        	                      @                           dyn_dens.o/     839864718   1572  1572  100644  81968     `
ELF                                   80   @     @                                                                                                                   	                   !  
                   '                     -                 h   :                      D                      I         p      X   T                  Z                  e                   p                  z              (                  (                                    `                                                      ,                                                                        $                                                          
                                                               $                     /                     <                G                 M                 X                  c                 m              (  x               (                                  `                                                   ,                                                                    $                                                                                                                                            &              \  1                 <                  G                 Q              (  \               (  d                 n               `  x                                                 ,                                                                    $                                                                                                                                             	                                          !        
@        ,                 2                 =                  H                 R              (  ]               (  e                 o               `  y                                                 ,                                                                    $                                                                                                                                                                               4                   %                 0                  ;                 E              (  P               (  X                 b               `  l                 v                                ,                                                                    $                                                                                                                                                    #      8                                                      %              (  0               (  8                 B               `  L                 V                 `               ,  j                 t                                                 $                                                                                                      *P                                                                                           (                 (                                  `                   %                 /               ,  9                 C                 O                 [               $  g                r                 |                         00                                                                          (                 (                                  `                                                   ,                                    	                                $  !                ,                 6                 >                     H                     S        2        ]                 c                 n                  y                               (                 (                                  `                                                   ,                                                                    $                                                            6`      \                   $                 /                  :                 D              (  O               (  W                 a               `  k                 u                                ,                                                                    $                                                                                                                                                        		        >        	                 	                 	%                  	0                 	:              (  	E               (  	M                 	W               `  	a                 	k                 	u               ,  	                 	                 	                 	               $  	                	                 	                 	                	                     	                     	                     	        F         	        G         

                 
                
        L        
$                 
*                
4        P        
>                 
D                
N        U      4  
X                     
_                     
d        X      H  
o                     
t        Y`        
{                     
        [0         
        [        
                 
                 
                  
                 
              (  
               (  
                 
               `  
                 
                 
               ,  
                                                                  $  )                4                 >        `      `  E                 P                  [                 e              (  p               (  x                                `                                                   ,                                                                    $                                           {                                                            {      X                                                      #              (  .               (  6                 @               `  J                 T                 ^               ,  h                 r                 ~                                $                                                                                                                                                                                                     %                                                                                     (                 (                                  `  (                 2                 <               ,  F                 P                 \                 h               $  t                                                                                         
                                                                                                          (                 (                                  `                                                   ,                                    #                 /               $  ;                F                 P                     V        p        _                    k                    w                                                                                                                                                                                   .symtab .shstrtab .strtab .comment .sdata .rodata .lit4 .lit8 .bss .sbss .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames .MIPS.interfaces  .sdata .rodata .lit4 .lit8 .bss .sbss .text dens_unesco_ dens_eos_ real sdens_pnt_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ pdens1_ pdens4_ pdens12_ pdens17_ theta_eos_ dens_unesco_ pdens_pnt_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ pdens1_ pdens4_ pdens012_ pdens017_ dens_unesco_ dens_init_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ amax1 pdens_pnt_ situ_dens_ sdens_pnt_ e_wsle64 s_wsle64 __kai_do_lio64 situ_dens_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ pdens1_ pdens4_ pdens12_ pdens17_ theta_eos_ dens_unesco_ potn_dens_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ pdens1_ pdens4_ pdens012_ pdens017_ dens_unesco_ dconv_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ errors_ tconv_ pdens_pnt_ tconv_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ errors_ dconv_cl_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ errors_ tconv_cl_ pdens_pnt_ tconv_cl_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ errors_ drich_mix_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ errors_ tria_loc_ trich_mix_ visc_diff_ tria_init_ tria_tem_ trich_mix_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ errors_ tria_loc_ visc_diff_ tria_init_ tria_tem_ visc_diff_ tria_init_ para_ tria_loc_ tria_run_ para_ tria_loc_ tria_tem_ para_ tria_loc_ dens_eos_ sbulk_ sqrt theta_eos_ atg_ sbulk_ sqrt atg_ comp_bncy_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ cvmix_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ tke0_ expf exp ktmix_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ sqrt amax1 abs tke0_ amin1 sign impmix_ impmix_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ abs tridiag_ jpmix_ fpow para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ amax1 tridiag_ .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames be::6.02:dyn_dens.o -G8 -TENV:PIC -m1 -O3 -TARG:abi=64:isa=mips4 A      TEMP_BOT   =    SALT_BOT   =    MAX_DEPTH  =    DENS_BOT(in situ)    =  DENS_BOT(potential)  =  Dz  >A            ?   @   8ѷ?  8ѷ8ѷ8ѷ7'Ŭ.7'Ŭ2E@  =L7`А5=L=LB  B   B(  F@ =?   >?=v?ڂzB  ,CV+.s)u\Q-0:Z}2%z(7+365063O7
8+.A7;#C;[7'Ŭ8ѷ      0p_:C0p_?      X   ><PʸHV?B1򐽿(M?d| &@>Nr>7#o7܂?	7<p+?b?$]sw'?98ˏwr???PbMOx
?Q9Y@bu!S@1p
d*=?n_,?Wh@	Tc>lVs\ٮr.ɩ?N2鯾rˎ.8a%O?)i)?byyz>
'>VY_*V?|c[O?Bx@KVYJؿA^bF?g?V.	        g<  $!   % 9- % 0% (%g  ߙ  g   	 @ %נ ׁ  F! ߿ F   ǁ   %߰ F  g     !   !g<  $ $!   % 9-߇   P% H%$ $ $  @  Ua 	 @% F Aǀ   ǂ   :L8 @%$   ǂ b $ ߙ   	@ %  0߿     !d 
   ! 0%ߙ   (% 	@ %  &߿     !   !e    ! 0%ߙ   (% 	@ %  ߿  f    ! 0%ߙ   (% 	@ %  ߿  Uy ߿   g  0%ߙ   @(% 	  %  ߙ  ߦ ߥ  	g  ߿   %߰  g 0   !   !Ā  g<  $ $!    % 9-$	 $ $ ߊ  $ K a 	ǂ A F Aǀ    (L8   !   ! b $ ߙ   	   !  ߿ g    !ߙ   	g   ߿    !h    !ߙ   	   !  ߿    !i    !ߙ   	   !  ߿    !Uy ߿ ߙ   	g ߿  %߰   g    !   !gp h x ߭  <   $!    9-  p$    ߖ   A*߫ p ߔ  f 0 f (  e  $    < o   ` X<  `/ _eh-߬ ߫ `- nX-   ߳    !   !$ ߹  <p*V  g $ ~- >$  3-߱ 8-%8-   ! (%   ! 	  %%F  F F <F-fR 5- S (%߿ g    !߿ f V߳ $ %ߥ  	ߤ  ߪ ߩ F <ߨ ߧ F ߰ pߙ  ߦ ߥ x  % 	 $      "*ߢ ߿ T  ߕ   ߡ p   ! 8dW  !     ! / <dC ߢ   CH-P-$ 1q s*T  g R    <-$   >$ !- C-#  F<&s F	fR F P 5- &a fb a*T  g    _ fc     fp        < ' >-  ^-(-  ~-      -!-  #-$-"- q / Q/ 1/   !F F  @%f F FF P% [N"    !   !N$ F<48-N# @F	<N"$ F8<0-ߡ   F3<F	 L F"<FQ @-L F<Fd L  F < .F)  F+<F	M F<F8-M @F	<F8d MF 8<F1Q$ F ,$ $ F FF $ %F F F  F =F   FSFF  F#<FF<F F<FQF%F<Fߴ   %g $ F 4$ $ F F %F % F FF   F <F      !N"F<FN#  F F<FN$  F F<F4  F<f 4-F g    !f N   ! ߕ  f ߷ (%߾ ߙ   	 % F <Pߓ  @F Qa  g@Dߙ    % 	$ $ g  ߁  g d2  ߙ    d&   	 %$ 0% % g  	g ߙ   	 %P%@g@a   	D$ fF  % g  	g $ 0%߷  % g  	g % 	   !P%@g@a   	D$ fF   %  g   	g $ f ߵ % (g ( 	g % 	   !P%@g@a   	D$ fF 0 % 0g 0 	g $ f  % 8g 8 	g % 	   !%ߴP@g@a  ߳ 	D$ fF H߲  % @g @ 	g  %߱($ f ߶  Hg H߰0 	g %߾  	   !߿ ߼ h g   !g <  $ $!   ( 9- ߔ  $  ،   B*      Va%ߔ   ǂ   (< T@>߱ ƀ d  8 /  ǁ dc $  H  - /#- 0 - @  ߧ 8$ 1t u0*T f R ߳ 0 @<$  8- `> H$
 ߧ 0ߨ @ 8-	-L- /N0 F L#& ߭ Hfs #  r--߳ 0f ߱ 8& 5 np*U f   x  B < >R-x-   rx-߱ @-2- t-4-(-f Q/g q /fS / ft E    !e    !    !N# F "N$ F !!H-!@-M# F !M$ F !A$ M F !M@F J8- P%0-L(8L'L LL&L%F MB@ X-L$xF SAO  d L+8Mc  yMdF AM"8aP-L&8F S.  d L-MC  _MDF MHAH-L%F R  d L,M#  GM$F AL@!@-L$8F S  d L+M  -MF Mb88-L%F Rn  d L,L LF uF }FF ]F U % %F >F FF %@%F &F    !F F L:xNbL68u  L+NBL*T  N"h,   X߷ X P߶ PNX
    Jf F }F uF %F eF U %@%F FF >FF F . `%   !   !F uF }F %F ]F U %@%F >F FFF F & `%F }F F %F eF U %@%F FF NFF F . `%   !   !F uFF  %F mF U % %F >FF NF F 6 `% P   !   !  N#F sN$F sL/L.N"xf .  !- Xf f Vߧ 8߶ ׸ ׹ ߷ ׺  "ߵ    !ߔ  $ $ ~ @_* T ߱    !   !  8$   / Pd  Hd!  < X - '!- 0$  d- @%$ ߩ 8ߧ Xߪ P*H-   ! @<f0*T $  P>$  	H
-ߪ 0ߨ @I-	- 	  %%߫ H-fs    r+-$ ߿ P߾ Xg g  P Xߵ  ߱ $ $ A*$ $ b qA* T ߱  8ߖ   ( ǚ  Ǜ $ d  (/ P X X߮ Xd HF(- P-fC 8- 0  <&0- `  @ ' - h g   p d-      !   !߯ 8%0%߭ p߱ P$ ű  F$  <mh*Fx- >$  ߯ @x--߱ hF G  ߰ 0 4--߱ `4-   ! (%/ 	  %%0%R  O2Ԡ߸ H-F F8- (%NT fs F   uX-ߡ P߿ pd" ߡ Xd!  Pg  X߮ X pߵ ߷ ׹ ׺ ׸ ߶ ׻  i߱    !   !Vq o$  V b߱   8ߖ  d  ǚ  Ǜ $  / P ( XddfA  H 0- <(-ߨ X 0D-$ - `  @  a- h g   p "-   ߩ 8%0%ߧ p$   F$  P<g8*߫ PF 
`>+H-$
  	Xߩ @+H-L-߬ hF G  ߪ 0 -K-ߪ `K-   ! (%2/ 	  %%0%U  O5`߭ H-F F-- (%NT fs F   uM-ߡ P߿ pd" ߡ Xd!  Pg  Xߨ X pߵ ߷ ׹ ׺ ׸ ߶ ׻   ߱    !$ $ A*$ $ b tA* T  ߱ $  X 8ߖ  d  0/ ` ǚ  Ǜ d HK0- P- fC @- 0  <+8- ` g    @ ' - h$  p߮ p d-  0%  F+   !߯ 8 <mh*F$ % >x-$  ߯ @F G-߱ h %  x-߰ 0 X4--߱ ` P   !4-   ! (%/ 	  %%0%A  O!` F  F߸ Hנ -F F8- (%NTfs F   uX-ߥ Pߡ X   !   !$ ߿ pd g d!  p߮ pW0%ߵ ߷ ׹ ׺ ׸ ߶ ׻   ߱    !   !Vq |߱    x   8d ǚ Ǜ $ fA  / P ( Xdd < H0-ߨ X  (- `D-$ - 0 $  a- @ g   h "- g g  x   0%   !!  Fߪ 8 H<g8*F %$ ߙ  ߫ P߭ hKX- 	P> `߫ 0$	 F G*-ߩ @ (  8%ߪ `,H-LP--l- (% pR/2/NQ   	  0%ߙ  (% 	g 0%8%A  O!` %ߙ   F  Fנ   ߮ HF F-NTfs  (%F uN-ߡ p$ ߿ Pg ߢ XdB  Pd! ߿ x Xߨ XT?0%ߵ ߷ ׹ ׺ ׸ ߶ ׻ ߱ ߳ ߿ ߼ (ߴ ߲ ߰ ߾  g    !   !gP<  $ $!  $
   9-$	  ߂  $     C*S  a&  `  ǁ   /ǂ  hT`߱ d  ($	 ߅   8< 8d Ġ  (- ? X -    pǰ- 0  x$ ߮ 8߬ (1t uP*U@ $ R ߹ 8   !   !   ! h<$ `- > p$ ߬  ߭ 0`---/Np F L#& fR c  Qw-߹ 8f ߳ (& u ߵ 0q*V  $     B < >-(-Y-   ߴ  -- ---f Q/g q/fS  / ft RE N#Re N#R N#!H-N#@F *N$ F !!@-M# F !M$ F !A$ M F !M@F J8- P%0-L(8L'L LL&L%F MB@ X-L$xF SAO  d L+8Mc  uMdF AM"8aP-L&8F S.  d L-MC  [MDF MHAH-L%F R  d L,M#  CM$F AL@!@-L$8F S  d L+M  )MF Mb88-L%F Rn  d L,L LF uF }FF ]F U % %F <F D %@%F $FF    !F F L1xNbL68u  L+NBL*T  N"h,  NX
    F$ F }F uF %F eF U %@%F DF <F F ,F `%   !   !F uF }F %F ]F U %@%F <F DF F $F `%F }F F %F eF U %@%F DF LF F ,F `%   !   !F uFF  %F mF U % %F <F LF F 4F `%N#F sN$F sL/L.N"xf    !.  !-$ ߧ 8d g  8W߮ 8ߵ x߷ h߾ `߶ p׸ X ߴ    !   !i CJ* T ߱ $  X h< X/ (ߔ  $ ek x `d  8 `- oX-     ! h ͨ- 0$    !߰ (   !   !߱ 8 x<np*U $ - >$  %-߰  ߯ 0--   	  %%fR `  w-Q-$ ߿ 8g g  8W$ ߵ x߷ h߾ ` Jߴ $ $ A*$ $ b RA* pT A߱ $
    < `d  x / (ߕ   '$   8dcH- (- H  -  - @g  h  0߭ 80%   ! `<jP*߫ (U@ $
 %$ mX- p> `$ ߫  -l-߭ 0߫ @-l- (%   !   	  %%0%-7-fR `  w-T (%  $
 ߿ 8g ߿ Hg  8W߭ 8ߴ ߶ p߷ hߵ x߾ `  ߱    !Vq L$  xV  ߱   / (ߕ  $ d!  < 8 - `d $   -   '- @ h  pİ- 0ߦ ($ ߨ 8 8<e(*T $  0- H> 8$ ߦ  	- ǀ-ߨ 0ߦ @- ǈ-% (%   ! 	  %-7-fR `  w-VT%  $ ߿ 8g g  8Wߦ (ߴ ߶ p߷ hߵ x߾ `  ߱    !   !$ $ A*$ $ b NA* xT  ߱ $
   / (ߕ  $ dc `d  8 (- H<   -   	O- @ h  pɰ- 0߭ 8   !   !$  `<jP*߫ (U@ $
 mX- p> `$ ߫  -l-߭ 0߫ @-l-%   ! (%   ! 	  %-7-fR `  w-VT%  $
 ߿ 8g g  8W߭ 8ߴ ߶ p߷ hߵ x߾ `  U߱    !   !Vq Q߱  pV  N߱   < `d $  x / (ߕ   $   8d! - - P -  - @g  h  0ߦ (   !$ ߨ 8   ! 8<e(*T $  0- H> 8$ ߦ  	- ǀ-ߨ 0ߦ @- ǈ- (%%0%   !   	  %%0%-7-fR `  w-T (%  $ ߿ 8g ߿ Pg  8Wߦ (ߴ ߶ p߷ hߵ x߾ `߱ ߿ ߼ ߲ ߰ ߳  g    !   !   !gP<  $!  ߬ ( 9-߮߭߂  $   ߙ   #*B    8P@߬T ߿8d f     PǙ  $   Hǚ @Ǜ $ (/  <0  'd  -%x-ߩ    %p- P  ߰ ` eh- @ X- H  EH- X  /8- `dh % hߦ - 0    0- 8ߤ  0-ߤ p  - xxpX(-   !ߵ $ ߬ x߹ H&$ ߦ `ߤ X <p*ߪ p Cߨ h-U- >ߴ 8 $ - ߢ P hX-ߴ `--UH-ߴ @`/MP-pX/ 8-PP/ @-0H/  (-@/  0- 8/  - 0/   - (/  U-  /  M- p/ 5- P/ --/ -0/ -/ //N N@Fg $g  ߪ ߬ ߩ ߫ ߨ ߦ ߙ  ߧ F <E 7-ߢߡ N @N FFN N
@F!N N	@F! FBFBFBFߣ L ߢ N @FFNHߡ FBNHFߦ N @FBFFN@LCHߢ N N N L# `N@N8N
0N	(N $N  N 	Nߣ ߡ߂  N N FBF  D LՠLC * %ߡN $  
  N ߟ  @  X*U` Ǡ  ߣ 8#-C-    $  <ߣ 0 b- dP- >$ ed  J/d - e( Q# @  Q @  A@-B  F   F @H%$ 8- e - 0-MB LX!M L  F (-נ    !   !  F	BM"8'  d L L` T H-Ģ  F	M0  d L L` ?!@-"  FLP  d L L  *8-  F	LH  d M" L`  0-  FL@  d M L (-M"8'  L @L` M0  L    >   !   !L@  M @L M"8'  M    3   !   !   !LH  M" @L` L@  M"4    '   !   !   !LP  L @L LH  L       !   !   !M0  L @L LP  L        !   !   !@  F MB L    !   !MBek T  AP-c   !  Ǡ  N8   !   7-   !W-fs v-ߧ ߦ d d  ߧ  ߰ T-߲ߴ߶p߾`׹P׻@׼(׺H׸X߷hߵx߳߱׽0߿8߼ (߰ g߰   	  ߿8߼ ( g   !   !g<  $   $!   C*   9-  T@i߿d d&      ǔ (Ǖ $$  0 X `/ x<߆    e `ψ-߮    0̀- h lx- ,p- ( X-LP- 08-H% 8 * @ 0 H @/ߧ  0 H
 ߳ `e  P 8-ߦ   0-   %     ߵ X-s߸  ߨ @&k$ ߤ 0ߢ ( <s*ߦ 8V`ߢ X$ Ո-- >ߴ  $ - P 
8-ߴ H-H-@-ߴ 0H/ (-@/ p 0- 8/ x - 0/   - (/  J-  /  U- p/ 
- P/ -0/ -/ // NNF$ ߦ ߧ X*ߤ ߥ ߢ F <E 7-N N @F@FCNF1ߣ N N F F(B  N FF2AF(F*FF)FNHFBF	ߥ ߧ ߦ xL@FN@ߥ pN@N8N8N0N(N Nߢ PN  X@ 7-U` 7-$ ߣ   <C- 0>#-  ($ ߤ  - P-ed  f-d  J/ e( Q# R  Q ~R  A@-K  F

  F

@H%8-$  0-d -  F (-MB M`aM   !M@Y   !   !  F	BM"8'  d L L`  T H-Ģ  F	M0  d L L ?!@-"  FL@  d L L *8-  F	L8  d M" L`  0-  FL0  d M L (-M"8'  L@L`k`M0  Lh    ?7-   !L0  MLsM"8'  Mp    47-   !   !L8  M"L`{L0  M"x/    (7-   !   !L@  L L L8  L    7-   !   !M0  L@L`L@  L    7-   !   !R  FMBN@   !   !MBek R  AP-c   !7-W-fs v%-ߢ Xߡ `dB d!  Xߢ h `"߳ `߰ ߲ ߴ ߶ ߷ ߵ ߳ ߱ ߾ ߿߼   g   !g@<  $!    9-߁  $   ߙ  !    C* `P  ߰  h   p  ǘ ,Ǚ $  $ d  0< 8   / 7d @߭ @ `-DP- H 0- (-  $ - ( X 0        x$ ߲ ߳  ߯ 8%$ ߶ ( <-h*U Gߢ 8   !   !Rp-O- >p-$  - up-߲    !Ux-ո-߰ 0--X-x-ذ-p//а//p/P// Pf1 N  N @F g  g ߿ PF <E  ߙ  N N@F(FF F!N F  FN@Ld(N@LD( XN  N N 	  ߫ XN  N 4-    ߢ 8ߡ @dB d!  8ߢ H @߭ @T"$ ߲ ߴ ߶ ߾ x׸ p߷ ߵ ߳ ߱ ׹ h߿ `߼ ߰  g  	   !߿ `߼  g    !g (%<   X$   $c   P y- "* 8T  %d     $  (< % @   / H /d `E-ǁ 0ǀ $- 0 - h$    !G$$ g8* X<T fs P-H- 
P3H- h> 	XH-`-$
 M -P-X-/i/e I(/ e Qd e M%%  F0F<g  g  "-#-!'    F9 FF F!FLd)`g !X-%-xg $ Me P-!0     !c  F  F<c@-g  b0-g   8H  %  F!FF1BF1F)BL`a`-e8-g  @g eJ M   D =a0Ń  F  F<@-g  0-g   8H  %  F!FF1BF1F)BL`X-8-g  @g eJ Me   D0`H% @%c-F -F Fb-*  F
e8-F	<g  g  %( ī  Ĉ  FZ@F	CFJFJBFBM	R g g    %h  H    'fs    !H% @%--F -F F*  F
 8-   !   !e M% 5  FF
<E
 !H-M"M#@F{FFsBFsFkBM`   !-  M%h!H-   !   !    fs fR VTI$ ߱ `߳ Pߵ @߶ 8ߴ H߲ X߰ h߷ 0%߾ ( g pg ( 8ߦ 8 @ߧ @<   Hߨ H$!   Pߩ P 9- Xߪ Xߙ   `X  ߂   0H  $ ߫ `P pA*@%B   h P@߱PT  0< ǘ 4Ǚ 8f  ǚ  ߭ 8$  e   `<  p8ߴ H@߳ P p/ g߱ @߯p0e`-߭`߮h-   `u-  5- x-  `h-  `/p- e߬x `- x  h `   (߶  g ߢ ߥ ߣ  '-$ 8 ߙ  ߧ  <v*\V Ig B- C- - 0?H-߿  @-ߣ  f-  - 0-- h- - (- А/g  / /g  p/ P/ /g /N     !N @F N @N FN    F N @N FFF LCF F FF<FQF   	 ߙ  g g ߂  g @ F ǡ F BǢ F ߡ -! \ߢ f1 V"N  g߲ @ߓ  @0%߾ 0ߑ  `%  %ߡ p 	!  g g ߙ  ߥ H % 	 % %0%ߥ P 	 %`%@0%g` 	 %! ߿  ߡ   - ߢ ߿ g ߥ`LA   % % O   	   %g  ߥh 	 %$ ߡ ߞ  $ ߵ ߶ %߇   ߨ ߂  *ߴ xW &߿ p   !-   ! B    ! < - >$ d  C-    8 8- 8- 8 g $ߙ  @(%ߤ 0N   	 $   !߇  5-ߥ f ߨ ߡ    !E-߿ p߾ ߙ  ' ߿ g  pg  ߿  ߶ W4g ߴ8߶(߾׻ ߡ 0׹׺ ׸߷ ߵ0߳@2   0<   !߿ $  O8ߪ hB*ߤ 8@ ߥ H 
$   /0d @dgߤ @ߣ P (-ߨ Xߦ ` 
  - (- g-  - - ߬    !$ $  h<KX*U` f `- p> $ ߬ 0-`-߭ ߮ h-p-x-ш-/(/f /g  / pfS F n   !f l   ! ߴ !P- X%N$  N% @FB   !N#  $ FB   !8-MD  AH-ME @F!@-MC  FM$  M% @F    !Mb(M  i  d M#X-M F ?F:BMB Md  H  d MaP-Me @FB ,F:M"MD  )  d McAH-ME F F:BM0M$  d MC  !@-M% @F8FM#  F Mb(i  MB H  M"    ߵ   -f MC  F M0  Mb(i  MB  @     !   !Mc  F M")  M0  Mb( `  M  F MB H  M")  M0       !   ! N$ @N% FBN#  F f N"   !- f f Vf߬ ߴ8߶(߷ ߵ0߳@߾߰X߱P߲H߼ ( g`   !߾`ߡxߙ  ߰X    	ߤ 0߿ ߼ (߲H߾ g`   !$ g  ( 0 8 @ H<   P0  $"  f      $  Y- ߬ ( `A*e  pߘ   X p/(@%8T  0< p ǘ < Ǚ @ h< ǚ    o -߱ 8߯ @  `e߭ 0߮@ 4- x-  `h-  `/p- e߬H `- h  hߵ  ` x     g ߿ pߣ ߢ  &-$   <u*<V Kg-- Ϻ- @98-߹  0(-߿ ߢ  - H(- h-&-- F- f-g  / /g  / p/ P/ /g 0/ߙ  N     !N @F N @N FN    F N @N FFF LCF F FF<FQF   	  ߙ  g g ߂  g  @ F ǡ F BǢ F ߡ -! <ߢ f1 V"N  g߲ 0ߓ  @0%߰  ߞ  `%   %ߡ ` 	  g g ߙ  ߥ 8  % 	 % %0%ߥ @ 	  %`%@0%g@ 	  % ߾ p ߿   - ߾  %g ߥ@  %$ O   	 ߡ ߞ  $ ߵ x߶ p%߇   ߨ ߂  *ߴ hW &߿ `   !-   ! B    ! < - >$ d  C-    8 8- 8- 8 g ߙ  @(%ߤ  N   	    !߇  5-ߥ f ߨ ߡ    !E-߿ `߾ ߘ  ' ߿ g  `g  ߿  ߵ W<g ߴ߶ ߾ ׻ ߡ  ׹ ׺ ׸ ߷ ߵ߳2   0<   !߿8$  Oߪ XB*ߤ (@ ߥ 8 
$  p /d dgߤ 0ߣ @ (-ߨ Hߦ P 
  -  - g-  -  - ߬ p   !$ $  h<KX*U` f `- p> $ ߬ 0-`-߭ ߮ h-p-x-ш-/(/f /g  / pfS F n   !f l   ! ߴ !P- X%N$  N% @FB   !N#  $ FB   !8-MD  AH-ME @F!@-MC  FM$  M% @F    !Mb(M  i  d M#X-M F ?F:BMB Md  H  d MaP-Me @FB ,F:M"MD  )  d McAH-ME F F:BM0M$  d MC  !@-M% @F8FM#  F Mb(i  MB H  M"    ߵ   -f MC  F M0  Mb(i  MB  @     !   !Mc  F M")  M0  Mb( `  M  F MB H  M")  M0       !   ! N$ @N% FBN#  F f N"   !- f f Vf߬ pߴ߶ ߷ ߵ߳߾ ߰0߱(߲ ߼  g@   !<  $!  X% 9-ā  ǀ F <ǅ Tǂ $ǆ XE `%ă  Ǆ DLC Fǃ HFǄ LF F ǃ P`%F         !`%       !    !   !   !g<  $!   P% 9-   	߃   % /dk d!g   @- - 	 ĵ  LD  ) -F @  -  P-FF $ a  &* X`  t d c  	$c < +/d! ee c- d 0 e(  e	 Q0 F MaE  F(F eh Bh-L8M ů  FxF 2F1F
F)Ce `-L d ō  Fj`H%F aLFP$ p-LF /d F F -  Fp F	X@Ff |e F   !   !FyC$lFQL#H |L F F @Đ  F  d F`   -FiClFIL#8 |M!F F @đ  F  e( F   -FqClF9L#@ |MF 2FF @ď  Fx  e F d  -FClFAL#X |L F aF
 @č  Fh  d F A  -FClFYL#P# |LF F	 @Ď  Fp % d F0#  -    %   X% P%   (  %F %F 0 8F F  @ Hׯ  F}׬  ׮ 0Mt8׭ ׬ (Fk@ׯ 8F|ׯ HF|ׯ F|CMcFt׭ @Fk׭ FkCFclV |T Slr |q pl |   el     % %   X% P%   (F %FF  0F  H @  8   !   !    P%  %   % X%   8F %FF  (F  H @  0   !   !    X% P%     % %  0F %FF  8F  H @  (   !   !    % X%    P%  %  (F %FF  0F  @ H  8   !   !F    !   !  U  Ma  F FNxFFF FCt |wlu ek BP-p   !߰ X߱ P g `g<  $!    % 9- @  -  (ߓ   @ /d! 0r   8 - !- a L"  F$ c $f g*0   ~t Q    	<- Ϻ fj YX-8-"     !   ! (-C FClLT $ T eJ UK"     !   ! $   B a*T  a `8%d    p  (   < 'z R-    r-eP- "-#X-DH-@(%eC i ; K/DlFF Mb@L1`DpF)eD a0-$ E #/F e     !L0   !   !ĀlF  ā L  L@ āpF  d ā   L@  0-ĠlF B Ġ L L"  ġpF  d ġ   L@ 0-    !  c    !   !   c    !GlFMb@J LRGpFQh  I LM J T eJ    !IaX-c  `8%$  #ǔ %ߴ   0#` 0 Q     	< @     2-cP- BX/!-   !U V |N $eJ4  K (/  *P  r߰ @d   p   B (   < 'z R-    r-eP- "-#X-DH/eC K/i PdpR	 O@ W @ |N@  A xL$eE`8%#/MbdWĠ |N    !   !  Ġ  ġ xL 8/dĀ ā |L *L  Ā  ā xL 8/d  |L L     xL 8/dġ Ġ |LL# Ġ  ġ xL  /  L"      ߰ @   !   !   xL  /  L"     Ā  ā xL  /  L"     @ A |L A  B xL  Mb eJ   !t  IaX/߰ @߳ (߱ 8߲ 0 g P   !   !g<  $!    % 9- H    (ߔ   @ /d! 8   @ - !- Ɓ L"  F$   g* 0 %$f0   }   - 	< 2-  f BX-!-"     ! (-C FClLT $ T eJ UK"     !   ! $ d  d *T a `8%  (  0B H 0< ?z (-  0 ( 0-P- 0%(-&X-GH- /@(%eL  ; DlFF Mb@L1`DpF)eD a0-$ E -/F e     !L0   !   !ĀlF  ā L  L@ āpF  d ā   L@  0-ĠlF B Ġ L L"  ġpF  d ġ   L@ 0-    !      !   !       !GlFMb@J LRGpFQh  I LM J T eJ    !IaX-  `8%$  p#t   0#%ߵ  ` 0 Q     	< @   x x-P- xSX//-   !U V |N $eJ4  K (/  *S  r߱ @d   p   B (   < 'z R-    r-P- "-#X-DH/eC K/i PdpR	 O@ W @ |N@  A xL$eE`8%#/MbdWĠ |N    !   !  Ġ  ġ xL 8/dĀ ā |L *L  Ā  ā xL 8/d  |L L     xL 8/dġ Ġ |LL# Ġ  ġ xL  /  L"      ߱ @   !   !   xL  /  L"     Ā  ā xL  /  L"     @ A |L A  B xL  Mb eJ   !t  IaX/߱ @ߴ (߲ 8߰ H߳ 0 g P   !g<  %$!   % 9-$ A  ǀ \F < P%ǖ  X% H%ǀ `$ F<ה F F$  8߿ 8ǂ dc  F<F<E  ׆ Ǆ hׇ E  `% 8 E 	  + `%  4  ߿ 8 g @   !   ! 8+F)<F"<$   %P ߿ 8 `%  &   g @ 0 ( `+ h+`%    ! `%  '   g @  0 (   g   `0%ߙ   @(% 	@ %߿ 8߮ (  ǉ lF	BF B!߯   F Taת  F*C׎ ׋ Mqt!׎ @׋ HMqt߮ 0׎  MЋא PN!  F l׈ (M׈ XM׈ 0M!F kה h׋ pMq!FjFkB׎ `Mҋ׈ 8M!׊ xMTF kaMz!F ZM
j׈  F,B׌ MKbF(R׉ F)RF)B߯  ߮ ߼      g @   !   !   !g<  $!   %Ā   9-   HF  ( %g  ġ  g   g ߙ   g      0  	 % @F BǠ  ǂ pL`Ǡ L `0%@(% 8%  %F   	 F ЂO: ǀ |F BǠ Ǆ tL  `0%ǃ xL"`@(%%  % 	 O: ׺ HǠ  F @Ǡ ǃ ׸ 8׹ @L %ߴ 0`0%߳ (@(%  %  ߱ ߲   	 ߿  %߰  g P   !   !$   F <  $!  X% 9-$ ġ  $
 $ ה ǀ \F <Ǖ ǀ `F<ǂ dׇ F<ׅ ׉ F<׆ ׊ ׄ F !E 	׈ F  +  + C%E ģ     `%Ĕ  F<F ǃ hF<׃ Lr$a@    !   `%  P (+ 
@+Lׇ  (%LCP ׇ    `%M2Ta׉(F'׈0MJ׉ ׈ MJ׌׉M2baǈ lFא N!א NLׇ8LaF וH׌PMa׊ MKׇ L!ׇ L׉ M3a׍@דF3{MaF !F B!׋XMuMPrM/raLqLaM*BaLI`%      !   !<  $B  % Y-Ģ  ǁ ǀ L	8ǃ Lb!(  ǁ FAǁ ǀ L	Fǁ ǀ L8ǈ ǆ LAL9 F (ǃ Lb1ǅ F!@ǈ ǁ L"B(Ą  L1`ǃ Lb@L( L ǁ F     %   !   !g<  $ $B    Y-ǁ  ߂  B   % p x@#   % @߇   @/ P< @  8F ǁ  
We	 P )@- H XFC `* h 8 0`F Gd $  - -  $ 0  X*U` f Q  ߸     ! 	`<h-$  x p>`-߭  -$ P-X/N F F% d!   *-߸   % e  Ѐ*V  f     B < >R-r(-5-   u-҈- ȸ٘---ef p /d 0/d1 P/ f2 P% N R% N RE N  (N ߡ (F !N F !H- P%M#@F )AM$ F !$ !@-f0-F	F8-MF 0MF 2L L@F	FB   !F AMB8 X-F
F KN  d F
Mc  vMd@F M"0aP-F	F J-  d FMC  ^MD@F M@AH-F	F J  d FBM#  DM$@F L8!@-F	F J  d F
M  ,M@F Mb08-F	F Jm  d FBL L@F mF uFF UF M % %F 4F < %@%F FF    !F AF F
NbF
u  F	
BNBF
T  N"X*  ߧ (NH    If    !   !F uF mF %F ]F M %@%F <F 4F F $F `%F mF uF %F UF M %@%F 4F <F F F `%   !   !F uF }F %F ]F M %@%F <F DF F $F `%F mFF } %F eF M % %F 4F DF F ,F `%   !   !   !N F cAN F cFBFNhek   e- (f f    !߲ `ߴ P߶ @߷ 8ߵ H߳ X߱ h߾ 0߿ x߼ ߰ p g    !   !   !g <  $!  $  8 9-  ߂  B  @ǀ $$    #*T`߿ H߮ H$  P< h$ d  p$   / 
W xd ߬  P-$H-  0- @ (- P - X `$ xp %    !*߳    ! ߲ X   !  ߷ x 6`%߰ H x#f* %  B  x <P  >1-x-QH- ߯ @߱ P-0-ߵ `P-- /  0/װ-8/ x-6-V--0/P(/0/e^ @/g )f2 IfQ )   !N N F!<g -h-g `-M@MFP<    F@X-$ F-N-g g  %--P-    !Ahg Fx-Ʋ  ų  F@   ! p-eg MMF<<M   Fg g Lp&FP-%M@QXF+<A    FBg h-LP`P-g d  FBEP-g #  O0`-g FA!OW P-g Qg FBP-g M@E  FBP-g 7  c  -g F @  Ee  P-g   g EF  g f1 FC  )N-P-!MMXF	z<A    FBg -LR`P-g q  FBAP-g #  O2`-g FQ1O>P-g Mg FBP-g O A  FBP-g 3  c  -g F@  Aa  P-g   g AF  g f1 F  )-P-1OIXFq<A    FBg `-LD`P-g f  FBQP-g #  O$`-g FM-O.P-g Ig FBP-g M@Q  FBP-g 7  c  -g F0@  Qq  P-g   g QF  g f1 FC  )-P--MEXFP<A    FBg x-LQ`P-g p  F	BMP-g #  O1`-g FI)O~P-g Eg FBP-g MM͠  FBP-g 8  c  ǘ-g F@  Mm  P-g   g MF  g f1 F  )1-P-)MAXF<<A    FBg p-LF`P-g r  FBIP-g #  O&`-g FE%OvP-g Ag FBP-g M I  FBP-g 3  c  -g F@  Ii  P-g   g IF  g f1 F  )-$ $ $	 %%% %F F F FF   F FF   F    %  h  P% H @%`% g g ߹ -Yh-YpYg g g -  Fר   YHg O)`߲ -`-g   LIF
g -F	-xg g F	-NX  Ņ  g h-'  g H-    g -  ߷ -f  FB7g `&  F  j  F	R g ק Ҙ׭ Fp<g ŋ  LY``-g Pk  LYh-`-F׬ FXpFg g g FƘ-g rg ׯ e  g -M|`P  a-׬   g -FK  a7g FKX-  G  F9@  FJB  wPg װ M H-7hH-O  M{ 7`FC  M*Z`g g FDg P-FCWP-WP-F	BAHg g -אg -F3Bh  ,  H  g F3  F1FB-g   Ms a  g M  Mk ƨ  LAg -1  F+P-  Hg g F+-F)B   A-  g g N  -.  ߴ  A  e    ߳   E     !$ $ $	 %% %%F F% P%F F @%F   F FF ǆ  F    `% p   H      !$ $ $	 %% %%F F% P%F F @%F   F FF   F    `% x  H      !$ $ $	 %% %%F F% P%F F @%F   F FF   F    `% `  H      !$ $	 $ %%%%F F% P%F F @%F F  F F   F    `%  H        !    !   !  eJ N N@F<E -NN FFNFłNFFBN NŠ  NwN`FFFNN  N   !NN-   !I   !    !&s ߹ h*3*S ߲ X   !   !߮ H߾ ' ߾ p   ! *$  ߳  *$ $ ߮ Hߣ xdd ߣ dc  x ߥ ߦ ߬ ߰߲ߴ߶߾׹׻׽׾x׼׺׸߷ߵ߳߱׿p ߿ H$  (@*$   #* H߯ H X< $ d  $  	H/ _ xe) ߭ KX- P- H-$  X P$ xp % *߲    ! ߶ x   !  ߳ H r@%q f* #  &1 S  B < >1--Q(- ߰ P-߱ X  3--/ -5-3 /eX />g <f %:f0 8f %6   !a-Ndc  F<N@  F<c-g g g bx-g 0-g g $ 
L @  F:<`%_p-hP-g MXg  -Ż  FP-z  FB   !   !h`MH --ł  F@>  F- P-O O>`O  `-I  FA<NƊ  FP<   F B8-  FCF   !E@g F X -LL;8`-g =  h  F><-g    F B  g e e  F-APg F Xa-Nd@L=@`-g <  hi  FM< -g @  F B  g e d  FC{ -YHg F  X-N L<P `-g ;  hƨ  FD<c-g    F B  g e f  F>b-U@g F X0-NL;8`-g <  h  FS<-g    F B  g e e  FC-QHg F X -L@L<H`-g ;  h  F:<Ð-g    F B  g e d  F -M@g F  X-O L;@ `-g <  h  FA< Ð-g    F B  g e e  FC  -	IHg F uX8-NL<Pd`-g ;  hƊ  FP<-g    F B  g e d  FR-8@HPF %F -FF F X`F ߆F _$
 F F T$	 F DFF < P$  H 0% 8 (% 0 %  (( X% %0FNހÈ-ߣ(߲XCXg ߲0F2߱`d  F B#g x-  F  F1 L&`%  F(L FCF g g g ߯Pg H-ߪ߯Hg 8-ߨ*߯@g (-ߦ    ߯8g   -   pg t   Cx"  Ġ-g   g h  `߲   ߴh      &R    !   !8@HPF -F %FF F X`$
 $ F F % X%F F D %F <FF T P$  @ 0% 8 (% 0  (( 0   !P8@HF %F -FF F X`$ $ F ߆F  % X%F F < %F TFF D $  xh% p`% h  `( o0   !HP8@F -F %FF F X`$ $ F F % X%F F T %F DFF L $   %  % (  0 K   !@HP8F %F -FF F X`$
 $	 F ߆F % X%F F D %F LFF < P$  H  0% 8( (% 00  ( '   !8@HPF -F 5FF F X`$ $ F F `% X%F F T %F LF <F $  x(h% p0`% h  `     !8@HPF %FF 5F F X`$ $ F F \ %@X%F F TF %F DF < @$  (0 %  %     (   !    !   !  eJ t  Nd@F<E
 a-Nc@FJNbF	R@M
 F	Bh  Nd@a-   !E   !h   !&R ߾ **S߶ x   !   !߯ H߿ ' ߿    ! *$  ߲  u*$ $ ߯ Hߣ xdd ߣ dc  x ߥ ߦa߭ ߰߲ߴ߶߾׹׻׽׾x׼׺׸߷ߵ߳߱׿p   !   !߿߼ 8 g g     F<  $!    % 9-   ( 0ǂ OA8  OA`Ĺ  ߙ    Ę   8 	F O ׼ (׽ 0߿ 8F ׻ L ׹ ׺  %߰  F ׸   g @g<  $!  ߬ 0 9-e ߭ @߮e  H$ 
e  P߂  ߯ Xe ǁ @  F ߸ `$ 
g  p$   8 % 8߹ 8 #*ǂ A  h F T \ߨǅ hg `g Xg 09  @ H g! Ǜ p( /dF ߕ  p g߿ Hǚ -D-ߡ P ǝ  ǟ  $ -(-߰- C- x -  -Pf   /  F- e/  E/  < %/  Ϻ/ ߡ / - /g x/f p/e h/e `/e g (e ߢ g  g $     !   !L" Fߢ ߦ ߥ Ǌ L" ߪ ߧ Ld F F )F(<FF !Dף hFߣ ߤ L#ߣ FL$ L# ߁  !  FEB   L@NRxߦ Lg L@(%`0%FRF JFJFRM>ZxF
<F FFVQF F1@%%      !`0%g ߨ ߩ @(%M
 M	@%FcF EFAFcNkxFcF FF< F1F	fQF %   	  %Ǽ FǏ F<ǀ F g  @%@(%`0%%   !   !   !E 8@%    % 	 $F $ @%8%`0%%@(% 	  %Ǳ  ǵ $FAFF FBFFFFAF EFCF<& ߿ pX*E ߁   $  Q`@%߁  Ǽ F<ߥ ߢ Fߤ 8 F<W  F3 F ǁ ǅ   TF<   !   !@%8%`0%@(%% (    % 	 $F  FǠ Ǣ $F  @%  F$ `0%8%%@(%  %FF &  	 (8%F  ǵ $  FBǼ FǠ  `0%߿ x@%F %*  %@(%L9FAF F F CFFFF  F F<E 
߁   $Ǡ $F    F   !   !߁  F<ǅ ߤ F8 F<ߢ ǁ Fߥ    !W    F F <Fd FF <F  F <FF F FE   F GLߤ ߡ dߢ ߰p߲`ߴP߶@׸(׺׼׽ ׻׹ ߾0ߵH߳X߱h׿ ߨߦߙ    ߫ Xߪ Pߩ Hߧ `ߦߥ @׾  	ߤ 8߿ ߼ 0߷8 g   !   !g <  $   $c   0 "* y-d  8T 	U߿   h fp  h/Xǝ $`ǜ  pe `< 2x-f1  p- @ h- HRH-r@- P-8- X g ` @/ 0/8- h$ d x`%  pߵ pxphPH߶ 8$
 ǁ  O    F 2&& *& 
2r Ef [ g *T g ߡ<   !@ d0  <g   0/-d!%J    !  FF FNf V%J  ߣ<%A  (<*T og  
 a-- 0 / 0/ 0/ 0/ /:ddcdBd!-f  ǁ ?d  fK Q;ߴ q9er RQ8ߴ f	   F+ F# F+@ F#  F* F!$ F)@( F! e( & F@) F	1 FJ@ FB FFFFBF
FFF P%ǅ FF|B$ @FuFl%(/e FfFSd  F<F&FFMCMAMDF	MBFFX F  F*@FB F$F<Bd FVBFu%   FFM#xM!M$F	M"FFh F  F*@FB F%F;eI FUFt B  FFMMMF	MFF`E FK H F*@FB F$F=Be( FTFu "  FFLxLLF	LFFX% F, ( F*@FB F%F<Be FUFt ]  FFLèLLĘF	LFF` F  F*@FB F&F;d FTFvE   % % %@%  F F   F CF _F  F F   ״ ײ   ׹ FF  NcFFNa׹ ׵ FFNd׵ FBF@NbǙ FF׺ FFNCFFNA׺ FBFBNDNBFFN#FN!FBN$N"Nǝ $Nǜ N  oN   !  % % %@%F   F F C  F gFF  F       !  % % %@%F   F F C  F _FF  F       !  % % %@%F   F F C  F gFF  F       !  % % % %F   F F C  F oFF  F φ  ~    !ߴ    !   !    F@ F F FF BFFFFBFFFNNNNf    ! g $
 F  EH&F*F@T  <2P R   
 <    !!-%J "@#F"Df1    !V!%J  
%A -*T  <  < :f"  !-PwdA  d2 Ǒ P0sߴ PpfA 0nd2 RPmߴ 8F F! f& )F	F$ .F3F d ĲF
+F|1@F d F5 ħĆF5FF Ĥ   !   !FF $ Pd F FX@ 8% /ądb ĈmFn   !lĹFF@0DF +HF	 DLFF F @nHPF@OF~ĚFdG F F
 KDLFF F @PHPF@FyFd F F  DLFF F @HPF@F	ZFd F F  xDLFF F @`HPF@ĲF
Fd F F a ħXDaLFF F @Ĥ@HtPF@ĆF6Fd F F A cĈDALFF F @ąHTPF@mFnĹFdb F F	 l  F F   F F `%  % % % % (F F g08F@   !׺8F׼(׻ |DF@ף נ F IסL׽F
 aHP F @׾F?ס FAס0F@ס FF1@FF ) IDF hLGHF @fP%DF^L$H׾ FCP׺ DF@ǝ $!Lǜ  H׷ >Pߴ L  PF   F F F   @% %  % % %F  (F G80 F@F   F F F   @% `%  % % %F  (F ?80 F@F   F F F   @% `%  % % %F  (F W80 F@F   F F F   @% `%  % % %F  (F O08 iF@F   F F F   @% `% % %  %F  (F _80 QF@ߴ    !   !  ?@ F ?F@?F ?F"D!H L?Pf1 0   !      ! <߁  !  P  ߣ @$  /ߤ `*ǀ pF F ߢ P ߣ @- 0ߡ H &- f- F-ߣ X f-g   -%-  / p/ P/f%  0/ d Qr N  f(  `% H%N   FN @F	ߪ !F   !   !N @
X-FBN F$    !E(/e ߦ Md jP-y  FBMc FBF@Mb  F *T  !&MC MD 8d F`-Ma F[  FBF!F ZMB  F 	Tm  M M e( X-,MA FŚ  FBF!FӀ 3M  F BTO  Mc Md e fP-M Fy  FBBF!BF@%Mb  F mF uFF MF UF ,F 4`%%F FF  % %5  N F F FBwTF!qrlVT  Sǜ ߴ E D   !ǝ $F uF }FF UF ]@%%F 4F < % %5  F FF F F  N    !   !ǝ $F mFF }F MF ]@%`%F ,F < % %5  F FF F F  N    !   !N   FBNF:BN FBNF9+F1*)('Tf1   -2   !   ߡ h   !ߣ @ <$ ǀ p 'ߢ P*F F T  ߡ h- (ߡ H %- e- E-ߣ X e-g $- p/ P/f$  0/ d Qr N@  P%   !N@  FhB   !N@Fiߨ    !N@Fn 8%H-f& -Fa@$ D /ߥ (@-M" 9  F`M# F`M! FX-M M   FBFd E   iF@M FeP-Mb Mc y  FFd %   LF@Ma FEH-MB MC Z  FBFd    -F@MA F%@-M" M# 9  FFd e  F@F -F FF % %@%F F  % %F F NFsNF|xv4  ǝ $ǜ WUߴ O  ?     !F -@%F %FF `% %F F  %F F  N   !   !F - %F FF %`% %F F  %F F  NF - %F F %F % %F F  %F F  N   !   !   !N@  FNFN@FB4F 321f1   2- ߡ hOF  FCFF  $
 8*2    Q`   <--  w- 'ߡ @  "-g  #-$- A/L0@:  F΀9DFC%J ߢ  "-9f1 V2L0@   ! %A eD *ߴ T  ǴeA    ?      
( B <- z W-#-  7-   ߣ @   - b-   a- d- 0/ߣ ߧ  PX/f" R qdJ R oeI Q2 nߢ N NF   FH-M!F@>  F ;DF ؃;HF$  0%B/f% '@-d 8-MF  F ĻDFC   !ĻHF   !   !L@  ĘDF( Fʀd ĄHFF#C 4 8-L@  DF>F@d HF F
#  8-L   ĤDF6F d ĹHF CF	 8-ĀDF ăHFǝ $  -ǜ ĥHF	)CĤDF!    !HF
9DF 1    !ߢ N@   !   !N FJ	  F	B)DFJC(HF
B-ߢ )(f1 V2N@   !ǴFA g-g8g &2P F@NFs F ߴ $
 <,*N$g(LT  gR   
 <   !    !!-%J F 4FF F G2$140f1    !V!%J  
%A -* ߴ T  g B < zǞ $ǀ $f" !-P dA P0 #8FA9FF F ͇F Ȇ$ f#   %4$/8(db xF G74FaF 	68ǔ $FF   !y4x(FAF b$d8XF GAF FdE F )a hF 	Y4X(FAF C$D8ĸF Gġ{F Fd fF )A KF 	4(FAF $8ĘF Gā[F Fd FF ) .F 	4(FAF $8xF GaF Fdb F )F 	F 5F %FF F F F  `% %F ̆F F   !   !FF<Fր44($8ǜ ǝ $  8   !   !F 5F %FF F  %F F F FF ̆  %   !F 5F %FF F  @%F F F FF ̆  %   !F 5F %FF F  @%F F F FF ̆  `%   !#F4$4FF  FF F G#("4!8 ?f1 0   !gg8ߐ  ߴ 8g %g(g 	H%H%ggg8 %g 	g(H%ggg8 %g 	g(H%߂    $ ߥ Xg* 0%B  ߿@@2gX %@@(% 	` %g ߿@  $ ߦ `*T f  <- 8ߡ H / '-ߣ @ߢ P g - G-ߣ X g- ǀ-%- p/ P/  /ߩ ߦ f%  0/ d r ej R eS Rr N@ǝ $	h-N  ǁ $F 	M F`-X-M F	Md F	C p% @%f' ǀ $$ E(/iP-!|F&B!F B#F&   !M|F&  MFBMD FBFd F M Fp-M8|F  MF6BM !F0B;F6e( FM% h-M|:F6  MF.BM F(BF.e F M r`-Ma|F.a  McFBM FBFd FMb QX-MA|FA  MCF&BMdF BF&e FCMBfP-F `%%F FF ͆%%F -F 6 % %F F '   !   !ƨƇ|ƆƄƅNaFf t  NcFFӂǜ FBd Ĥ|ĦFFĤĥFFBĄ|ĆFFąĄFFBNbNAxFN  NChNB`N!X*  N#HN"@N8  N N( Gf    !F @%F %%F FF ͆% %F 5F F &  %   !   !F @%F `%%F FF ͆% %F /F F &  %   !   !F @%F `%%F FF ͆% %F .F 7F %  %   !   !F @%F `%%F FF ͆% %F .F 6F   %   !   !N@FC2|F2F2F5FBNN   !ߥ f1 N   !  2-  f    !   !T  f  <- 0ߡ H ' &-ߣ @ߢ P f- F- -g $- P/ p/ߧ Ǘ $f$  0/ d r ej R eK Qr N  `-NFM FX-gP-Mc FMC FC h%f& ǀ $ߥ $ D /GH-7FB7F7|   !F   !   !|  M FBFMFd M# F  %h-|  M FBFMFe M F C q`-|e  Mb FBFMaFd M F WX-|E  MB FBFMAFd Mc F =eP-|%  M" F	BF	M!Fd MC FCEH-@%F -F %F`%%F F % %F F ƙƚf Fƙ|t  FFBNbNad ęFĚFę|FǂzFyFǜ y|FBC  NBNA   N"N!  Nǝ $  AN %`%F -F %F%%F F F F   % %@%F -F %F%%F F F F   % %@%F -F %F`%%F F F F   % %@%F -F %F`%%F F F F   %N  F !|F !F B#F Nߤ f1    !N   2-f g ߡ xߴ ߵ pW߶ 8߰߲ߴ߶߾׹x׻h׽X׾P׼`׺p׸߷ߵ߳߱׿H߿߼ 0 g<g<  g $!  $   9-h %   %$  ߃   %߇  ds  p    Px   8B  `  ,C  * T@ Eߖ    $2  R@  x `<fq h/ ge,-$ N! f1 V0$ ߰߱ x$  x< p*U 'ߖ   -q8-//// :fefDf#f -   LL d L L   LL d LL߰߱   !   !ߖ    ,   !08 ȸ$ ( <*ߞ   . 0ǝ $Ǟ ǟ $  `$  h$ f  / p g   xg9 -  ߾@- Y- (y- 8- @ߡ x- H9- P X$ `XPH@$  !$!    !  0*   !ߣ 0߰  8   !F ߩ 0   0% Ǉ p& d  Xߤ ߦ (-ߪ    #K-$  (/  Bd  < /z   ߯ p	   -%@- ߤ (ߥ 8 H- X-ߦ @ߪ H p-P-߬ P߭ X--p/P/и/  ppX/p-0H/ p  - (- 0-NP-`-h-//P/ /  / P/N N FN N FN	N
@Fv@N N F ߿ FтFBF1L`F F<F<F0F)FC"FFF<FmCFuE aF S  4F      N? ߟ  F % 	F CFF AרFB ߿%F ǉ p 	F	CBתNN FNߩ   FF
BNߪ F N	@FmN
@FmCߡ ߧ ߨ FUFTF LGFCFD  ߫ FNN FAN  FFӂNF}F|F|F{F tG   !   !NԾxNt8NNѥNNtOT}8NNNNNNu  NuNNNQ NNuNNU|N  NNNF Ǉ pf1 (}-߰ & ߡ ` 0*ߡ    !@9 0*ߣ $d ߣ h  d*$  ߥ    !   ! ) *$ ߧ pd ߧ xd  p xߩ xߡ xߪ U*$ ߱׹X׻H׽8׾0׼@׺P׸`׿( ߰   !`8f $ (0`* x<Ǖ ߍ  ǝ $ 0ǟ Ǟ $   $  $  / p e   x߳ xfψ-  ߭@-$ ߵ 0 x- (rp- Ph- @ HXPH@ 8 s$ &s ߦ  t*߶   ߸ 0 d  ߹ #-߾  ߈-'9 /   B g <ߢ p   ! z°-9-  ߷ (߶ @--߸ H߹ P-$-/   p/-/ -߰--?-0// а//  N FށNN FNN@Fv@NN  F  ߤ ߃  FFF!L{F FF F<F<F QF	F F FqF <FE
 Q-FhP@ 6FA  N$   `%F F F 	F AנF  ߣ `% F ǁ p 	FBN FN FF ס FF BFF GN  L)N LGN  L 8N0NN   LC(N  L`N  L  ߡ ߧ Ǖ   N  N    !FAFF	BF	F  GN LG	N  L(8N LG N0N N   LN @L#(`N  L    NN    !-f1 !   !߾ ' ߾ *߿  ߦ U*ߵ 0ߡ  8$" ߡ   "*$  ߣ    !   !ߦ  F d*$ ߵ 0ߥ pd ߥ xd  p xߧ x߳ xߨ T1 8߱׹X׻H׽8׾0׼@׺P׸`߰׿(   !߲ߴ߶x߿߼ ߷pߵ߳߾h g@   !g g  H % 8 %f  @Ɣ    F  0 % X$ !   P % 2* %  ߸  ߪ   `    hJ  %J (1G  $   `<f p/fk px/f pX/p/f h/ gf!eeke le@-&R    !N	 @FN N @L$xN Ld8FCN
f V&R ߰ h   ! hߡ ( (&Y  B*W  ߶ 8-- -e0-@-- X<H/ 8/ (/ P/ P/ 0P/ 0/@/ 0/  / _ze)dddc ldB peJd!-f q er RQ N
  N
@F*NN	@LAxNLQF)N@F*N@NLAN@L9x p%$ f NP+X/e N@MF8F)   !   !M M @L" xM Lb   M FM FCM M LdM@L8Me M  F  ZF!M M @L" xM Lb   M FM FCM M LdM@L8Me M  F  -F!M M @L" xM Lb   M FM FCM M LdM@L8Me M @FF!M@M M8MMm"F[CMF[MM Ms8MMojFZM   Mp  ߰ h  G߶ 8MM@N2x߰ hM N$8FM FM M@N4xM N8F  M M  1     !   !MMNM@N%xM ߰ hFM@FM @MNM@NxFC  M     N
  FCN N	  L8N @L"(xF N  F CN N L8N  L8F N(N   f    !߰ h߶ 8ߡ  !  $2$  # #@ 2!  h     ! <    !--  0//d4 p&R   ! N @  L8 fV&R߰ h hr*P  n߱ `  -- (< 0 / 0/ 0/ 0/ /:d pdc ldB hd! dX/f FdR+ E   N @ LN @ LxN  L8 8%f$e(/N L" L @L8L L" xL L8dL  L" L  L 8L L" xL L8dL L"    !   !߰ h  ߱ `   !߰ h   N @  L8 N @L  N @Lx N L8 f   !߰ h߱ `߳ Pߵ @ߴ H߲ X߷ 0 g     B                                                                                                                                                                                                        	                                                               "   !          &   "          0   5          4   6          8   7          <   8          @   9          J   L          N   L          R   M          X   N          \   P          `   Q          d   Q          h   O          l   P          p   Q          t   Q          x   O          |   P             Q             Q             O             P             Q             Q             O             P             Q             Q             O             d             e             f             g             h             i             |             }             ~                                                             
                        $            (            ,            0            4            8            <            @            H            T            X            \            `            d            h            l              	                                                       4           J           J           J           J           J           M         
  a           a           a           a         $  c         (  c         .  c         2  c                                                (   	                  t                   |                                                                                8                    \                        !                    "                    #                  #                  &                 <   5                 X   6                 x   7                    8                    9                    :                   :                   <                 4   L                    M                    B                    B                    N                    ?                 $   P                 @                    H                    L   Q                 T                    |   O                 
D   R               
L   R               
\   U                 
   d                     d                 \   e                 (   f                    g                    h                    i                    h                    j                  j                  m                 H   m                    |                    }                 @   ~                                      !                    #                  #                  #0                    #<                    %                    &                    &                    *T                  *`                  *                    04                  08                  0D                    0P                    1                    2                  2                  6x                  6                  6                    6                    8                    8                    9                    9L                    9X                    9|                    :                    :0                    :<                    :                    :                    :                    >                    >                  >                  ?$                    @                    A                    A$                    Al                    Ax                    A                    B                    B0                    B<                    B                    B                    B                    F                  F                  G                  G                  G0                   L                 L                 L<                   P                 P                 Q                   U                 U                 W   	                 X                 X                 XT                   Yl                 Yp                 [0                 [4                 [                 [                 [                   \                    `  "               `  "               `  #                 {4  3               {8  3               {l  4                 {  6               {  6               {  @                 |  J                 ~   7                   @                   @                   @                   @                   M                 $  N               0  N                 P                 <  a                   P                   b                 b                                     n                                      ,                    @  e                   e                 P  e                                                           c                 8                    x                      c                  @             P                                                                                       `                        D            x                                    	             	@            	            	            	            
            
            
            h            p            4            <                                                            D            $            ,            <            "            #|            #            #            *            *            0|            0            30            34            6            7             7            9t            9x            ?P            ?X            ?d            A            A            F            F            F            F            F            F            F            F            N            U            U            V            V            V(            V<            V@            VD            W            W<            W@            WH            WL            WX            W`            Wp            Wx            W            W            W            W            W            W            W            W            W            X            X            X            X            Y            Y            Y            Y            Y            Y            Y            Y            Y            Y            Y            Y            Y            Z            Z            ZD            ZT            Zh            Zp            Zx            Z|            Z            Z            Z            Z            Z            Z            Z            Z            Z            Z            Z            Z            Z            Z            Z            [D            [H            [P            [\            [d            [h            [t            [x            [            [            [            [            [            [            [            [            [            \<            `            {X            |            |H            |h            |            |            |            |            }            }            ~                                                            0            |                        4            ,                        t                                    P                                                                         @                                                                         \            `                        D            L            t                                                            8                        4                                    8                                                t                        ,            P            0            <            D            H                                                             (        
T
d               &         /home/naomi/work/LOAM/NEW/dyn_dens.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_dens.f -fB,/usr/tmp/ctmB.BAAa000d9          REAL DENS_UNESCO                        h       (SDENS_PNT        0       p             XPDENS_PNT                           DENS_INIT             
<       SITU_DENS       
@            POTN_DENS             #      DCONV       #      *H      TCONV       *P      0,      XDCONV_CL       00      2      TCONV_CL        2      6`       DRICH_MIX       6`      >      pTRICH_MIX       >      F|      VISC_DIFF        F      G      TRIA_INIT        G      L      TRIA_RUN        L      P      TRIA_TEM        P      U      HDENS_EOS        U      X      THETA_EOS               X      YX      SBULK        Y`      [(      ATG               [0      [       COMP_BNCY       [      `      HCVMIX       `      {       TKE0               {       {      KTMIX       {            IMPMIX                     	@JPMIX             l      	TRIDIAG       p      d      
                e 
    /home/naomi/work/LOAM/NEW  dyn_dens.f ꧐comm_para.h Ӊcomm_new.h أ  	        0!n	,8  $  0 W10   A \(0 !]L 1ppl Dt\QpP,U*]~ q*]~ q~ 1e~q$	~%	~
4hUtX(Yh8UxT0iX0Uh8	~	FGcswx
	}!~&{qI ~IAw&w	~# v Y}
(1y}a\|4
~=|?~ z(1(! ,0!| ,52a5M0|F~"w(1(! ,-x ,52a5, {~}8z~!l]yz~!lUy	
wy%	

}
 5 -(q1wn fx	,D@\=x	/~,!_H~+~(!bH~.U$x~^88e(~~$08~	0L|a=wDE= "=2..,6-0,54 5"*&mv	~21~,%:	{-L0}6
yr<~	/~,.	{)8,}`L~(!(d{ %B  $ >  . I?@
@  . ?@
@           @	@              (                       h A CI@          0               p      X A0DP@C	@C@          0                     BDN@D	@A@          @                    \ AOECCAAAABB@                       
@       AFCBDAAA@CBB
J	JA	89:F~H	FBX
DAAI89:;C	GBW
DAAF89:;H	JBFG
KAM89:;CB[
D	DAAR89:;                           4 AH@CBCBA
E	NDCA	8CKA
H	mHF
BFK	wCL
CF	BrHJ
EF	BuCE
CFK	u          p              #      8 AMC@CGDBDHG
BL	PAAAAk89:;<=D       X              *P       AI@FJGWI
B	CAA,            `              00       AJB@CB
ZAAAAAAA	eE89            H              2       ApA	CDCICCEB                        6`      \ AQDDF@CECEFBF_BA9:;DJBJDBG8A                            >       BIEMB@CBBCBHUFAA89:;DJBJDB                            F                    (              G        A`C[           0              L       APCCDEB          0              P       APCCCEBK       (              U      4 A@T@             @              X      H APC	EBECDA@CI                            Y`                                  [0                    X              [       AJA@HGBABBA	A
                            `      ` AI@CBC\ABAAA	A
AAAAAAAx89:;<=>?ACCYAAAA	A
AAAAAAAA89:;<=>?        8              {         A@BECAAACF@        x              {      X A]	HB@DBBB
BBCBDDEBJiA89:;<=?                             % AyI@DBBBCBPJECBAAAAAA	89:;<=>?                              
 AGCECABCQHJAChC@C"A!C#EcAAAAA 89:;<=>?AA!C#A"JB[AAA 89:;<         H              p       AB7B9C8D:B5C6G4C3jJ3Wo       8                                    d                                     .       DENS_UNESCO       %SDENS_PNT       TPDENS_PNT       DENS_INIT       SITU_DENS       POTN_DENS       DCONV       TCONV       CDCONV_CL       jTCONV_CL       DRICH_MIX       TRICH_MIX       VISC_DIFF       TRIA_INIT       0TRIA_RUN       WTRIA_TEM       ~DENS_EOS       THETA_EOS       SBULK       ATG       !COMP_BNCY       ICVMIX       mTKE0       KTMIX       IMPMIX       JPMIX       TRIDIAG                      z             0  z          8             `  z          h               z                         z                        z                        z                       z                     `  z         h              z                     (  z         0            x  z                        z         (              z                       z                       z                      P  z         X              z                       z                        z                     (  z         0            P  z         X              z                       z                       z                     	H  z         	P            	  z         	            
  z         
             
  y            x                                   z         <            D            L  z         k            s            {  z                                   z                                   z                                   z                                   z         +            3            ;  z         R            Z            b  z         y                          z                                   z                                   z                                    z                                  (  z         ?            G            O  z         f            n            v  z                                   z                                   z                                   z         	                          z         1            9            A  z         U            ]            e  z                                   z                                   z                                   z                                   z                                 $  z          
  w                        
  w     4    c                                                                                              @      $0                        	                        $p      V                                                 %      	                                                  4       A                          $                       5                                 +                        5       _                          3       0                5x                                9       0                6h      `                         ?                        7       x                          D                       7                                 J                        7      d                         Pp  !                     4      B                         b   	                      x                             x                               x                          	                     p      `                       p                            @                          p                             .                          p                       >                                p                       "       B                          p                      #      
                          p                       -       @                          p                       .-                                   	                     0                                 	                     0       `                         	                     3      0                         	                     8                              1   	                     8                             Ep                      8                            dyn_baro.o/     839864693   1572  1572  100644  27792     `
ELF                                    f0   @     @                                                                                                          D   #        	p         -                  8                   C                  M              (   X               (   `                  j               `   t                  ~                                 ,                                                                        $                                                                                                                            (                 (                                  `  '                 1                 ;               ,  E                 O                 [                 g               $  s                ~                                                                                       ,                8                                                           (          "                                        ,                8                                                           (          (`                                                            "              (  -               (  5                 ?               `  I                 S                 ]               ,  g                 q                 }                                $                                           /                                        ,                8                                                           (          ;0      <                                 8                 (                                                              "                    /                    >                    N                    ^                    o                                                           .symtab .shstrtab .strtab .comment .lit4 .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames  .lit4 .text baro_sum_ baro_scale_ baro_tau_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ baro_comp_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ real baro_rhs_ para_ coords_ gridk_ dfdx1_ dfdy1_ grid_ curl_of_psi_ para_ coords_ gridk_ dfdy1_ dfdx1_ grid_ baro_updat_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ baro_div_ para_ coords_ gridk_ dfdy1_ dfdx1_ grid_ baro_bcset_ para_ gridk_ grid_ .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames be::6.02:dyn_baro.o -G8 -TENV:PIC -m1 -O3 -TARG:abi=64:isa=mips4 ?          g` X%<    $!   0 h$    9- 8 u* (0a $  @߬ @   ` d* T@ ߿ @ p  &   ! h<e ߬ ( oeQ p/--   `e  e `/ pe߭ 8o`-h-`-h-/ x/&    !N3 @N0  N2 f1 V4& ߲ ߳ xߴ p   !   ! p߰ (&  x    X*V  a߿ @ ߳ @߲ (t-T-q/q/R   - Bf /  <f zw-߲ 8W-5--S-//0/ /fe  H%߳ xߴ pf8  1fC N$  N& @$ f( N# N% 8/   !M!#  M" !e	 M  M @M  M M  M e( M$  M& @M# 'M% M!#  !M" ߳ xߴ p߲   ߷ X   !   !߳ x߷ XM  ߴ p߲   M N$ N& N""N% N# #  N!f1 0   !߲ ߷ X߿ @  P߾ (eQ  $ g ߡ 0  d0    !  Q/ <   !  pdt X%  / d!-߾ 8 Ha-- x$ $$$ * 
X  hfR $  *N4 ` _5 -2g P F  (<  - H>   ! ($  -X- H- P/Mj F % d! d  F@)X-F F  %
 ߡ H P*@ Ae   X   `B `< `>`- -rX-   !   !  h `h-ǁ X- pF 
FF    !h-8-F F 	`-(/F 	 /g/L  F !  @-L  F d L@F9   F J@M  F 8-M@F@d M  F 1  FB F	B F@F1@F	F	E@  F-    !FK F#@F:FFe@FU N45fR    !f f1 ߲ ߴ p߷ X߳ x߾ P߱ ߿ ߼  ߵ h߰ ߶ ` g g  %<  $!   ($    9- P*   0H ǀ  Q  ߭  @<d d d KP/+H/ GeAe*hH-&    !Mj @F CMa FcFBMaaek    !Ui& ߭  p߫ &  - -k  lX*U` ߰ ( X-x/p/  / hB/ h<e ozeey mP-ǀ  * g0 
 f	 Q* MdMd@FCMc Feh MF MFe LF LF`H%$ E(/d MaF"Bf  F"Mb F)fF)B*  M!H%M" M L @MFBB
  F
BFFBd F L {F
  MHM L M$ @LF:B  F
:FFBe( F M# ]F  LHL L M @LFBB  F
BFFBe F M ?F  LHL M" @LM!F:B*  F
:F%FBd F L @%FF UF MFF =F E %F ,F $ X% P%F FF    !MAT  SMBg  FhFBMaFMbFj  iMa@  FMb8FBNFNF
  	N@  <N8   !   !   !F UF MFF EF = P% %F ,F $F F F  X%F UF MFF =F E X% P%F ,F $F F F  %F UF MFF =F E % X%F ,F $F FF   P%MdFCMcFMb FknFkMb`m  F[BMa FZnm  MaXek    !j   !߰ ( %߱   g 0   !   !   !g 8 % 0 % ( % @$      % S*0K  ߩ  `T  ߴ 8   ! P`    ! (<f f    ! @/f  8/f  0/ /edd H%-&s    !N- @N!  N, f1 V2&s ߱ P߲ H P `&j )  ߭  H-*H* XU  ߴ 8X---q`/q/q/1/1/1//x/p/qX/1/  8/ hef f ffb fA f h<e  o:-- x%߰ Xf?  Le N(  N& N, @N*@N' N%$ f. N+ N)Mh/   MM0 M M M  M M @M@e M MM  #M   MM0 M M M  M M @M@e M MM MM   M0M  M ߰ X߱ P߲ H  &ߴ 8   !   !   !߰ X߲ HM   M0 M ߱ P  M N( N, N$"N+ N* #  " N) N' N#N& N"N% # N!f1 2   !߱ P߲ Hߴ 8߷  ߿ `ߵ 0߳ @߶ ( g p   !   !   !en gp  e/ D  ߫ ߩ F `߭ ek  p %e Ġ   hF B$ A   "* %   eP e* ߩ  xx/e, F Cp/T ߰ I   	H<h/`/pX/PP/ 	Oeef eg ebfK eAej 	-eI `  ee( RQN QqN QQN Q1N QN N N N@N f L)xN 
  LC!8M M e  p%MM e $ LT0MM98/Ma Nej L,FeI L#8FBMAe( M!@M LxFM LM Lt!8MMMƐM@ŋe MhLMA#8M FFBzMbMc MM Lo!8MM MMf@je MhLxMa#8Md FFBRMBMC LMe Ln!8MMMMF@Ke MhLMA#8MD FFBg(M" M# M4ME Lo!8MaM@MfM&@l*e MdhLxMa#8M$ FFBG MM LM% Lt!8MAMMFM@Le MDhLMA#8M FFB' MM MM Ln!8M!Ma M&M@,ej M$hLxMa#8M FFB MM LM Lo!8MMAMM@eI MhLMA#8M FFB M M M4M Ln!8MM!@MM@Ūe( MhLxMa#8M FFBiM        % ( 0@%`% 8 @F mFF  H PF F ` X `ߧ ר 0ת @L M
cNBNC ײ XN"N@ߢ  N#NFLC@ߣ ף P׬ 8ת `LdMLi8LE@LDMLmxװ (L@NE ND Mc8Lf׭ M{ױ HLFMA#xFNKxbLaLװ  FLRNF NAxLn0N-8LFhLDPN)xKN$MacxFN%MNND@FN N M	b8FN&UFMNF+NMMaRMLAF
	M!BxNAFN!NN&xNp+N$P	߱ x  N@   !   !       @%`% ( 0%F mF 8F F  H PF ` ` X  @   !   !       `%% ( 0%F mF 8F F  H PF ` ` X y @       %% ( 0%F mF 8F F  H PF ` ` X d @   !   !       %% ( 0%F mF 8F F  H PF ` ` X M @        %% ( 0%F mF 8F F  ` HF ` X P 8 @   !   !        % % ( 0%F mF 8F F  X `F ` P H ! @      ( % %   0@%F mF @F F  P XF ` H `  8   !   !   !N N N@Ld(N N@LD(N@LxL8F F N(NNf    !߱ x߰ ߲ p߳ h g    !   !g  %  %ߩH @%<   `% $"     h Y-  x$  ( p߭ p 2*      0!   /  - ddߣ@  @ d-P  $߯H @<ߪ(e) eJ ߫0el f -fk X- G`/PP/0H/pX/@-eǀ  eJe)&R    !N	 @F CN
 FN FBN  f    !V&R ߯H &N   ߲0߹(-h*ǀ  U ߡ --߯ p8-X ---   xB / P/ p/ 0/ (/ P/ p/ 08/ x<g&g fD zf(f	 -1 e2 Q fK Qq NN@FCN Ff MF MFe MhF MgF h%$	 )H/ej NF"BNF"N F)NF)B MH  M M MH @MFBBMF
BFM@FBeM F MG {F MH  M Md M @McF:BMeF
:FMf@FBe F Mi \Fj MaHe  Mb MD M @MCFBBMEF
BFMF@FBe F MI >FJ MAHE  MB M @MhMF:BMF
:FM@FBej F Mg @FF UF MFF =F E`%F ,F $%%F FF    !N%FT N#FBN&FNAN$FS  NFNBNFB. NFN!hNF,  N"X
 NH    @N8   !   !F UF MFF EF =@%%F ,F $F F F %F UF MFF =F E@%`%F ,F $%F F F N%F UF MFF =F E@%`%F ,F $%F FF  N%   !   !   !NFNFN@FN@FBN F|NF{N  N f    !   !ߡ ߣߤ  @ D  ߙ    g <  ߟ  X% ߰ pg 8g 4ߥ@ xg 0g @ 0  0%- 4hf$  8 	 <X%߿ ߡ g 8g 0  g 4g D 0%f%  ߙ   - 	g $   ߞ  ߧ p߼ h _*$  R*$  0C ߡ xV ߰ P` %ߨ   <ߢ    !dB d# ߡ ߥ8d! d f  '(-  0/ p/ P/H--d!dk P/&R    !N N
@FN@NN(   !f    !V	&R ߨ  h&F   ߬ ߫ x HBf0*T߰ HP-@-mX-p-߬8 	H<- 
P@-h/p`/ 	Oz(/p/X-P/ee@/	-pH/p /f eG e e#  fK RQ N @Qq N @N @Nf N N  FMg @Meej F FMhMf $ MH MG @ `%2H/N@NF!LE2N N@L)h   !Ma  Mc Nh   !ME  F  Mb  Md @eM MAMCL	hMF FM:M i eM @M  Fi  MB  MD @e MMeL	hM FM:hM I IM @M  FJ  M  M @e MMEL	hM FM:Mh  .Mg @Me  F  M M  ej Ma McLhMf @F	L2hMH MG @F MF UF@%F F -`%%F $F N  F BN  F N" N$ NbN N L# hN N L (U  W4  "    F UF MF`%%F F -%F F $ N  F MF UF@%%F F -%F F $ N     !F MFF U@%`%F F -F F $ %   !   !N @N FBN  N F N N L"hN N L(   f    !  ߰    !߾ T  ߰ fy ߳ f fw ߵ x߳ f fv ߳8fs g -- p/߳ pа//(/0/s   <-ffff  g  /fK - ej RQ N  Qq N  QQ N  f N  N @F BMf  Me F ej    !MF ME FeI N N L# h   !Md@Mc L(( `%$ M& M%   !'8/e( MD@MC FLD)N L""  Mb LxMPMB M$ @GM  M FBe LBM#  g kL`	MaHM" M @'M  M Fe LBM  G UL	MAXM M @Mf  Me F ej LBxM  ' =L	M!PM Md @ŇMF  ME FeI LBMc   %L`	MHMb MD  gM& @M% Fe( LBxMC @L  %F MF UF@%`%F 5F N @N  N(N" !Nxߨ N L8MNAN!  ;N    ! @%`%F UF MF%F %F 5 N @   !   !  %`%F MF UF%F F 5 N @   !   !  % %F UF ]FF %F 5 %   !  % %F MFF ]@%F -F 5 N @N  N @F N @N L(N L8N f    !߰ ߲ ߴ ߶ ߿ ߷ ߵ ߳ ߱ ߾  g    !   !   !gP H P h   ߰  X%<  ߢ ߡ   %$e   @  % - D x % X%   0%  ߁   ` g 0 g 4 / ߱ " xg Ddc p 0" g 8#- 4  %-"hߙ  de  8!  	 <ߦ Pߥ Hߡ g <ߣ ߬  X%  g 8g 4g 0g @  @0% (% ߙ    %  	 ߧ f A  $ fd  "*T ߱ f f ߡd& ߡ d!  (_  d  <-(-  / 0/ P/ 0/  p/ (/dd!dBdf -ǀ   d Q fS q fr RQ NN @Ff Mf FN N @FBej N@N FMF@FFBMcMb FeI Me MdF1 `%$ M&@F(8/e( FF GMFMC MB @FF3ME@MD Fe M @Fg F  GMalFM# M" @FF3M%@M$ Fe M @FCG vF  GMALF
M M @FF
3M@M Fej Mf @F' [F  GM!,FM M @FF3M@M FeI MF @F =F  GMF	Mc Mb @FF	3Me@Md Fe( M& FF  GF eF 5FF  %@%F F T`%%F \F <F   !   !N# N"FZN%N$@F
KNN@F
JBN@NFRFBFFZFcFJBFRtF kGNaNF ZNAhF JG,N!X
  KNH   !   !F e %F 5FF @%`%F F \%F <F LF N#    !   !F e %F 5FF  %`%F F <F LF DF %F e %F 5FF  %@%F F TF%F LF D N# F e %F 5FF  %@%F F T`%F \FF D N#    !   !   !NFCNN F{N NFF{FF {Nxf    !߱ ߳ ߵ p߿ %߾ X߶ hߴ x߲ ߰ ߷ ` g    !   !   !g`<  ߭  $#  e  (߬ (e  0$   ߮ 0 x$   ߬   A* S*e  y- P    8 $  d  ߱ f1  pѠ/   H/ hx/ `<f hfu `e%  h/ ge,--`- X- - @ߦ @	 % 	* 
[  fR $ N6  N5 @F A"*N4  "F T@ fR  	<-$  8 (>--$  P-  -ee  j/d  J/ le( Q$ kMB Q iMB A@-@H%MB MC La!C  $ L`"e(-M 8-M La! 0-  L`"L L L`M"8L +  d    H-L LA"  ?M M0M" 
  d   !@-M# LA ,M "L(M   d )  8-M LA! M L@L@  d    0-L M!`L@"+  M"8  LM0
  L(    0fR    !   !  L@  M " M"8+  M0  $     !   !  )  M `L(L@  M"8  )  
    M@"M0L(  L@       !   !   !MB MC@Mk K  M`jek MB`   !   !K  dAP-fR f1 3ef ߱ ߴ p߶ `߷ Xߵ h߲ ߰ ߳ Hߤ 0߾  ߡ   ߾ 8   ! 3   +   ! 0<ߢ (   !dB d# ߡ d d% ߡ ߧ d!  d  7 0/ (/  / p/ P/ H-d! ddǀ dkdJ&s    !N  N
NNxNpf V	&s ߰ ߱ ߲  Hߨ  &i  ߪ H 
`ߪ (  ߫ 0߭ 	@* U  ߿ L-ߪ  -l-߭ ߫  p- hl-߫ J   l- 
XBx/p/pP/Ph/0`/(//pH/P/08/ X<eeeJe _zǀ - `   ! h%ߴ pߵ hf  X IeN @N
 $ f N N	 7X/   !MM M   MMM e M @M M  #M MM M   MMM e M @M M M MM M   MMM ߰ ߲ ߵ h߶ `ߴ p߱ ߷ X  )߿    !   !   !߰ ߲ ߵ h߷ XMM M   MM߶ `ߴ p߱   M N     N NN
 NN N@N	 NNf    !߱ ߲ ߰ ߶ `   !߿ ߼ ߳ x߾ P g    !   !g  p ` x $     <    $B     Y-  (ߍ   h   ߢ  x 4 /  -ddߣP $  Q   0  R0 $ !    !$  0   ! 8  % <h$    d-$ %0  DV! ߹8$  4߹8   !2 ߱   *w- @V  X%P  $ߥ8  <g ߸Xg g9 ߡ@d! f c-   d- 0/0// pX/@-d1g*g	&R N	  N
 @F BN F N   !   f    !V&R ߥ8ߤX 8&A  B*T  X%  2- -  - 0-ߥ@ < @- b-a- Oz/ P/ 8/ (/@/ P/ 0/  /	-dcd! df	 d1 ye2 RQ xN f N  `%N FBN FBN N FN F$	 Md )H/ej Mf@Mh FFMe  Mg @F  Mc@FM MHMD@MFF*eL MHF+ME  i EMG @F f  MC@FMb l Ma@M@MF*Be MF+BM  I *M @F F  M@FMBN MAPMd@MfF*ej MhF+Me  Mg @F eF mFF EF MF 4F `%%F FF    !   !NFF3  N"5 N!  N0 N  *X%F mF uFF MF U@%F 4F F F F %F eFF uF EF U@%F 4F $`%F F F NN N@F	BN@F	BN N@F	BBN FBNX
  NH f    !X%g @ߡg 8g <ߢg ߙ   8g 4~- ߰ h  0% 	g ߿ ߢ(ߣ0߫ ߥP  g D v- g @g < g 8g 0߿ ߙ   0%   	g f   ߞ  $ $  x* S $ ߨH  8<f ߣXde ߣ pdf  ߣ xdc e d - ?b- p/ 0/ (/  /-dc P/df	 dǀ  1 e3 q fr Q fS Rq NN@FCf
 ME FNNFseI MD@MCF{M% F e( M F NN@Mѓ$  X%,0/M$ M#FBe MB@MA M FkB   !   !mM"F#BM M @F
M! @M!; d L @F uFMMFBL L @F
M @Ma; ej Me @& ]FC-LFBMd Mc @F
BL @MA; eI ME @ EFMbF3BMD MC @F
Ma @M!; e( M% @ -F MBF+BM$ M# @F
BMA @MA; e M @fF  F mF eF %F MF  %@%F F $   !   !N @N  F BN" N!  NFN N@L5`F߭ FB@6    !   ! F mF eF %@%F UF `%F ,F $ N @ F mF eF %@%F MF %`%F 4F , N @ F mF eF % %F UF F 4F - `%   ! F mF eF % %F ]F  %F 5F  N @NFN @N FBN N L"`Ff    !  ߰    !$ f ߴ pp*߲X߶ xU ߰ f  <e fR f  ߰Hf f ߰ f  x- xu-/а//P/8/-ox-ff /ffEf /ǀ  1 g2 Q fK Qq N @N @F Cf Me F N@N F!ej MgMf@F)ME F N NLA Md McLAN LA $  `%>@/eI MG@MF@F	)B  Mb LAF
   !   !MD MC @L!M@M' M& @F	BFMB AL!e, M% @h XF M$ M# @L!Ma@M M @F	BFM" !L!e M @H ?F M M @L!MA@Mg Mf @F	BFM ŁL!ej Me @( $F Md Mc @L!M!@MG MF @F	BFMb aL!eI ME @F F E@%F =FF -`%%F F N @N  N N L FBF NAN!  1N F E %`%F =FF -%F F  N @   !   !F E %@%F =FF -F F  %   !F E %@%F =FF -`%F F  N @N @F CN N FN N LC N LC FBNf    !߰ ߲ ߴ ߶ ߿ ߼ `߷ ߵ ߳ ߱ ߾  g    !   !   !g<  $!   % 9-  %  ߗ   %  % %  x $ $ 2 *   T  ǎ  ǀ Q`  P <4f   /4  - "P-&     ! 00-d! $ T*&     ! P$ X-H*U     P 
P<4lX/4 
W:lX-em jP-ǀ  e *    !n   !   ! $  n   xsen Y/ Hs 0e  8 P -ߢ 0  C0- G@-  IP-    O- x@ He   S 8 C(- G@-  IP-    O- x@ He   5 8 C - G@- 
 IP-    O- x@ He   8ߡ 0 8X%ߥ 8 @P% @% *0-d Hb (8-h  ߫ @ %H-`ߥ H  %(-    $ - P "-ߣ P *-ߨ 0@  1 ߡ 0 8X%P% *0- @ߥ 8 @% H ލd   !ߡ 0 8X%P%ߥ 8 @ *0- @% H ҍd   ! P   !   !  a (a  a(- a   - --@ek  j   ! 0  *2    8%Q` 4 <4fA  $/4  $-ǀ  "P-   !"     !   !  b-d! $ @T*"     !4$ *T  ߶  A-  < D/4 : DX-eb aP-ǀ J dA *    !a   ! ($  b   xben  PA/ Hbe  8ߤ P 0ߢ P  -  C0- G@-  IP-    O- x@ He   S 8 C(- G@-  IP-    O- x@ He   5 8 C - G@- 
 IP-    O- x@ He   8ߡ P XX%ߥ X `P% @% *0-d hb (8-h  ߫ ` %H-`ߥ h  %(-    $ - P "-ߣ P *-ߨ 0@  1 ߡ P XX%P% *0- `ߥ X @% h ލd   !ߡ P XX%P%ߥ X ` *0- @% h ҍd   ! P   !   !  a (a  a e(- a   d -  b- a-@ek  j   ! 0߶ q $ a    !hH! 8%1*  1* Q@ 4 
<4fA  $/4  $-ǀ  "X-"     ! -d! $ @T+"     !4$ !*     !  	B- < D/4 : DX-eb aP-ǀ J dA P* aa   ! ($  b   0 xben  PA/ Hbe  8ߤ 0ߢ 0  -  C0- G@-  IP-    O- x@ He   S 8 C(- G@-  IP-    O- x@ He   5 8 C - G@- 
 IP-    O- x@ He   8ߡ 0 pX%ߢ p xP% @% *0-ߪ x  "H- (8-ߤ @b  $(-  b h   $ - @ "- (-ߣ P@  .    !ߡ 0 pX%P% *0-ߢ p x @%ߪ x   "H-ߡ 0 pX%P%ߢ p x *0- @%ߪ x   "H-a (a  a(- a   - --@ek  j   ! Pq $ Va ߰ hH!$ 10 '*T  ߰ R  4 <4f  $/4  $-ǀ  "-"     !  b-d! $ @T1"     !4$ !*T  ߰   	- < D/4 : DX-eb aP-ǀ J dA P* aa   !   ! ($  b   xben  PA/ Hbe  8ߤ Pߢ P  -  C0- G@-  IP-    O- x@ He   S 8 C(- G@-  IP-    O- x@ He   5 8 C - G@- 
 IP-    O- x@ He   8ߡ P X%ߢ  P% @% *(-ߩ   "8- (0-ߣ  b # - b h   #- @ "- (-`@  /    !   !ߡ P X%P%ߢ   *(- @%ߩ    "8-ߡ P X%P% *(-ߢ   @%ߩ    "8-a (a  a e(- a   d -  b- a-@ek    ! j   !߰ ߴ ߷ %߾ ߵ ߳ ߱ ߲  g      j                                   *   ,          .   -          :   3          >   4          T   K          X   L                                               ,                  0                  @   (               P   (               8   ,                 L   +                    -                    *                 "   /               #   /               #<   2                 #   3                 #   4                 (d   6               (p   6               /4   G               /@   G               /X   J                 3   K                 3   L                 4   I                 ;4   N               ;8   N               ;X   P                             T                                    p            $            ,\            -T            4            8D            ;            <,            >            ?\            B0            B            E`            E            (        
T
d               N         /home/naomi/work/LOAM/NEW/dyn_baro.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_baro.f -fB,/usr/tmp/ctmB.BAAa000dB          BARO_SUM                       (BARO_SCALE 0             	d       BARO_TAU        	p             BARO_COMP                   (BARO_RHS              "      `CURL_OF_PSI       "      (T      BARO_UPDAT       (`      /      BARO_DIV       /      ;$      BARO_BCSET       ;0      Hl                      d 
    /home/naomi/work/LOAM/NEW  dyn_baro.f ꧐Lcomm_new.h أcomm_para.h Ӊ  	        t2QN~5l\-N<@P	 	}{0@x$K
}{@,D~&,`@~!]P(=J~X X\ %B  . ?@
@           @	@              p                        AFKAAB@CMKOACAB	bC
CLB	Kx           (                     D A0AD           P              	p       ApABB	BC
F@DPLAEC            0                     BIDGD            @                      AAB	C
C@BMAFEA         @              "       AC	BBEDDH
FEM@                       (`       AMH
A@CBBCIBI	VHCSDHIBDUF	^            @              /       AD@CD
IF	DBCAP         @              ;0      < AC
CBA	CCBEB             8                                    Hl                                      V       BARO_SUM       BARO_SCALE       ;BARO_TAU       bBARO_COMP       BARO_RHS       CURL_OF_PSI       BARO_UPDAT       BARO_DIV       +BARO_BCSET                     y             0   U          8                U                          U                      0   U         8            h   U         p               U                        U                         U                        U                      
   T             S                                     U         #            +            3   U         J            R            Z   U         r            z               U                                    U                                    U                                    U                                 #   U         <            D            L   U          
   R                        
   R                                                                                               @                              	                              %                                                 
                                                               A                          $       0                                                *                              Hl                         0p  !                     V|       j                         B   	                      V       p                       X                         WX      p                       c   	                      Y                              mp                      Z       0                          {p                        [      V                          p                        ]n                                p                        _c       #                          p                       _                                p                        b       @                          p                        b                                    	                      c                                 	                      c                                 	                      d                                	                      f                                 	                      f                           dyn_hflx.o/     839864710   1572  1572  100644  48448     `
ELF                                    0   @     @                                                                                                                   	                   "  	              
   ,                      1                      6                      ;                      B                  N                      Y                      d                      i                      n                      t                      x                      }                                                           (     	      
      T                                                                                                                                     	            `                                                                                                                                     	      p                                                               4                                              	      &       :d  +                     0                     5                 ?               4  J                     T                     X                     b                     g  	      `p      d  q                     }                       	      c      ,                                              	      o      
T                                              	      yp                                                                                                                                                    -                    >                    N                    a                   .symtab .shstrtab .strtab .comment .sdata .srdata .lit4 .sbss .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames .MIPS.interfaces  .sdata .srdata .lit4 .sbss .text hflx_s89_ expf fpow sinf c_exp_ new_hfxevp_ dayofyear_ enso2date_ real cexp aimag sin sqrt amax1 exp grid_ hflx_s94_ expf fpow new_hfxevp_ sqrt amax1 exp hflx_s94b_ expf fpow new_hfxevp_ sqrt amax1 exp init_pbl_ cosf pbl_data_ pbl_param_ mem_alloc_ cos htflux_pbl_ fpow expf pbl_data_ pbl_param_ init_pbl_ exp adv2deq1_ sqrt adv2deq1_ advdifq1dx_ advdifq1d_ advdifq1dx_ s_stop tridagqa_ advdifq1d_ s_stop tridagqa_ tridagqa_ .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames be::6.02:dyn_hflx.o -G8 -TENV:PIC -m1 -O3 -TARG:abi=64:isa=mips4       up      vp      thv     the     thve    thvs    pnuxp   pnuyp   qe      qs      c0      dx      dy      lsm     12  @A      B  A<6B  ?  ?|1NCo\C@pA{Bff@QG@?#
AfR?   }C4  DB?\>  @  C3;oBEw@s:?@  ;o?p?`B  A  Cs A\);y%VDP?RD3l3?LA  >=G>Ձ@5?xQAR:oEmX D      <5Gj<57B.E:4;yy?->a>a>a>a:D?   GP >a?(?ɬ?JD{  C3>?LDz  =G>Ձ3l3@           g  <   $!    9-   %  ߐ  @%  g 4ߙ   g 0  	 g @g <ߙ  g 8 	  % 4D  F `ǀ  F 0$!D F ǀ F F ߕ  ǃ %g     	 $FF F ǁ FLhL``LhL`  F X  L  H PעXߙ  נPF $  	 % f % *   
ߓ  ǁ F  ^߿ Ǜ F*ǘ  Ǚ   g ǚ $  / dB  Jǟ 8 <g ( 'd#ߡ0Ǜ (- % #-ǜ ,ǝ 0   ! ?- "-Ǟ 4 0// ǁ F  ( 	 ,% TOxF Fף FL`L(LL`FOǅ @ǈ <LALhפ Ld8פ Ld0Ǆ Hǆ DL1hפ Ld(Ǆ LF	ס F	ANNf  P %ߴ׽   ߞ    ߓ  ׾׼    !   !ߢ $ *J  2 P  ߩ ߣ   < / dDߢ0dc  D-  C-ǁ ǀ P-&R   FF<E f   f    !V&R ׼ߩ  0B&E  @(*T  
(< 	8 	X 8/ 0<dߧ0@- 8- 7z -f -ǀ Pǁ  e 1 d2 Q    !f  @%  FAF
< F< F	<F    !F<$ FAg -/F F<d F d  F<g g |	g |Ģ  Fg  F<E  Fd ħ F<   g |  FAg   F
<d  Fe  F< e  g |  Fg   F	<C  FAd  F< ?  g |  F g   F<f  Fd  F< $ $ $ $ $ $  % % % @%F EF MF  F =F    F &F .F  X׾  tuFg |V  g W5 g |>x  +p ߓ  ߴ   ׽  a 
(<   !   !   !$ $ $ $ $ $  % % % `%F MF UF  F =F %  F .F 6F X  ׾$ $ $ $ $ $  % % % @%F UF ]F  F =F F   F -F 6  X ׾$ $ $ $ $ $  % % % `%F EFF ]  F =F    XF &FF 5   ׾  F	<E  F       !F
<E
 f F    ! f    !   !     
(<Ǆ f F!Cߡ d F!$ ߤ ߿  h^*ߨߧ d&  p߳ g  `߯ d  Xd  Q8ǘ \e  Hߡǚ dǙ ` /d! ǟ xǛ h h/e  0`-KX- Pe)  
P/e e߭0eNߪ(ek -OP-L-W ~߰ ߢ dB ߣ dc  F0-IH-KP-ǜ lǝ p  / q/Ǟ t Q/ 0/ 1/%(- /dH@/dc 8/dB(Q/d!01/g8ed@߂  f $!B   " ߣ8N#F9ߡ@F Fߙ  N! LC    	`ߡ0N! xFB Ǉ pF9Ǌ TF
F FF
<FFRQߙ  h 	F;ߣ(ߡ`רp$" N#@M	8  4-NA@M	 קhǉ |F	B S-Ǌ XF
;FB ׮xN7F9NBF
BBFcǋ Ǐ Mnzǎ F9ߡ N!HN>`+  N68N>LQ*  F
:קF
9רF	BLIߡN!XN58ߡHf1 V!߂  ׼׽ߴ׾߰ ߲ߵ߿׹׻׿׺׸߷߳߱ <  ߾߶߼  g   !   !g <  d $!  d    9-e d  ߂  ǀ  ߙ  B F C@ F  $    #*    p X  h  x     P `    eR    
p 
e3  
0 
8eq  
X 
I8eD ߰  
(f  
P< p/ 0-+H-  d d h/`/PX/ 
W0//p@/x/ed  8ǘ \F Fe) eǙ `ǚ eekǛ ǜ 
P-f1ǝ fSeߨ Ǟ ǟ de@-  -(-  0-8- 0ߡ 0	@-  / 8/ / а/ / (߿ (߸    !   !N F߸  N N N  	Ld# Ǆ TFN@F) @F)BF F<F ߙ  F+ 	 H߿ (ߡ 0Fߙ  ǃ F F N@F)׬ @Fb ǅ F(<ǅ F *Fǅ F*Qǅ LJxFA׮ HF#B߸ 0N@F9F	BBLǈ ǋ M
ZǏ F9Lnǈ M	R`LgJ8NF1FkBף FFsF	9ǐ F1פ F$Ld(NhF FN`N8N0N߸ 8f V߸ ߰ ߲ ߴ ߶ ߾ ׹ ׻ p׽ `׾ X׼ h׺ x׸ ߷ ߵ ߳ ߱ ׿ P߿ ߼   g    !   !   !g <  d $!  d    9-e d  ߂  ǀ  B F C@ F  $    #*    p X  h  x     P `    eR    
p 
e3  
0   ! 
8eq  
X   ! 
I8eD ߰  
(f  
P< p/ 0-+H-  d d h/`/PX/ 
W0//p@/x/ed  8ǘ \e) eǙ `ǚ eekǛ ǜ 
P-f1ǝ fSeߨ Ǟ ǟ e@-  -(-  0-8- 0	@-  / 8/ / а/ / (߸ N Fߡ 0߿ (߸  ߙ  N F FN N  	Ld# Ǆ TFN@F) @F)BF F<F ߙ  F+ 	 H׬ @OFǇ FF BǄ dFb@N F!Ǆ F <Ǆ F "L`ǅ F*ǅ LZF	I׮ HFsB߸ 0N@F	9FJBǐ Lǈ ǋ M
ZǑ F9Ǐ Lnxǈ M	R`LgJ8N F!FkBף FFsF	9ǆ F!פ F$Ld(NhN`N8N0N߸ 8f V߸ ߰ ߲ ߴ ߶ ߾ ׹ ׻ p׽ `׾ X׼ h׺ x׸ ߷ ߵ ߳ ߱ ׿ P   !   !߿ ߼   g g0     X ` h % p<   #  x %$B    Y- $  g  g  g ߔ    ߙ   %   	 %PH$ g g @%@pg   	f $ g g @%Xg   	f $ g g @%g   	f $ g  g @%g   	f  $ g (g @%g   	f ($ g 0g @%g   	f 0$ g 8g @%g   	f 8$ g @g @%g   	f @$ g Hg @%g   	f H$ g Pg @%g   	f P$ g Xg @%g   	f X$ g `g @% (% 	f `@%$ g hg g   	f hxhߣ hǘ ߂    ǚ `;  $ &Pf  @ $*@  ߢ  m&    (x 8< B-߿  Ǚ g     - A8  F(- - -- ?:$  (         /- ߢ $ d! F  DF0F ށ ` >-#E F(Fށ ` >-"  ] FAFBށ ` >-! _ FF! F ށ `ߐ  F7 >- %F/ F#g  	  F@F % 	FF % 	FF %   	F߿ F < $ ߢ ߡ ס  C*f ף @ ע  f ߢ x f dS ߢ  dB   0߅  fb -_ dK Q j     !d`  Ffo  8% @% X%$ m F i@%/e נܤ XFB  -ܢ XFF
F (-e
  0-ex      (-g0 FB   0- A -FF*  e F
   cd F (-eI  0-g Ť     (-f FB   0- A -FF!  e F
   ?d F (-e(  0-e      (-g FB   0- A -FFi  e F
  d  %F ]`% %F UFF M 0%d  (%F 5F <FB   ! h- `-F X-F P-  F	 A0-  fh FB H-t  fG  @-I  f.  8-(   0-    ߔ    <     !   !F D%%F ] % 0%F UFF Md  (%F = FB   !   !F E % %F ]@% 0%F UFF Md  (%F 4 FBj  kFRF
Bޏ Xx-x-  F
ޏ Xx-x-  F

ޏ Xx-x-  F
ޏ Xd x-f x-f1 fs fR   ߱   !   !ސ X-ߦ F-NN  ޒ X߹ A-Y-NN  ޒ X߸ A-X-NN  ߰ ߳ ߧ g(-߿ ߳   - ?-ޒ X- A-- S-&1  f N-ǰ-N  ߲ - ߢ  ߵ߷׹p׿Xߡ p׽H׾P׼@߾߶2     !   !ߣ &Sߙ   8q*T@[ ߥ e  @ ߣ he # $ c  pǙ ߥ   <$f  - (B  '  ( -- 8/0 d0     !   !  FF F{މ ` >H-F 	/F$ ߩ ߢ x?H*ߡ U ޓ X   !R   dS  < f  0b-r  sFFނ X A- F-' fs d pR    ' ߢ  C*ߣ xT@ ޓ X-߿( < d-ߌ  ߋ   0fb dQ  zf2 -P fT 0    !P    !    !u  ` FFc X a -  -x a Fc X bFAF fh   F0Fe F8d FB a- Fd X j-F F  -$   נ8  -/eI  Xv d F)߃    F -d k Xa-  -
-   X Fe*    F xF1F -d k Xa-  -	-   X FeI    F  [F)F -e k Xa-  -
-   X Fe*    F >F1F -d k Xa-  -	-ġ   X FeI ĥ   F F)F EF =F %   !F 5F @%%F $F ߔ     !Ap-ݍ Xx-h-h-ݎ X   F Bx-f ݍ Xx-h-h-   FF ݍ Xh-h- ߶  ߵ   ݂ X  @   !   !   !F EF =F@% %F -F %%F F  ߔ     !F EF =F %@%F 5F %F F $ ߔ     !F EF =F %@%F -F %F F % ߔ     !    !   !  b  `F Aߑ  FB2 XA-F-A  ` F F 1 X!-&-fs d p  ߔ   ޓ Xa-߳ ߹ 3-߿ -ߙ   g  f ߳0-   ׹pߡ p߷߾߶2  ߵ&A    !ߢ ߄  ߋ   C-߳$ ā (F
>q*Ā ,t@ ߆  2e p   !$  $   ߧ V  
ߩ  @ 8-F<E ߩ  %ߩ    !V@ &1  P*H-:F<   !   !E &1 &2&1 V!ߧ ׹pr $p  g ,ߩ&,  0%l`*U ߲ ` 	`@8% 	߭ 	p%+ %߭  (- 	pߢ - p +g ,
  + @
bF<F< Lx-g ($ %-$  Q-  g (* `00 *8 +
 h+M
"  F<b  F<%j %0  +* `$  X(- 
g ,  N-$  
p    d* x0*  o08 +g ,
  + @
bF<F< Lx-g ($ %m$  Q-  g (* `p0 *8 +
 h+M
"  F<b  F<%I %p  ** 
`$  X(- 	g , 
 N-$  	p    d* x0*  7p8 +g ,
  + @
bF<F< Lx-g ($ %M$  Q-  g (* `P0 *8 +
  +D
"  F<b  F<%+ %Y  )x* 	`$  X(- g , 	 N-$  p  * h00 *nP8߳ߏ   $    ߳ߐ   $       !   !߳ߑ  ' $&  ߔ  ߲ `F >׺h$ E Q  ߖ  $   ߵ߶ށ hE ?*ߗ   $߷V  ߱28  < Ϻ߰    !f    !  	Y-^  >-fR S' ߾' "*T@ ߱  < - :B-fB T udP R sSH%_fE  _ $   8_ P    !S  /  1-  d  ?-%( I%2  # -%2  'P- %?  8 _  C   1-  d  ?-%	 H%  # -%  'P- %  8 _ Ռ   % % % `%C D  `% % % >-߾ ߷&  6`-߶ (&  "p-B  5P-ߵ 0&    %@- x&  &0-I$  $ -$  /-$   '"   ! % % % `%C D  `% %  %   !   !S'  ȸS   S  9- S  8-  6-?'  3-' fR ' Tqߵ߶߷߱߳߿׻`׸xߴ߲߰߼ X gg 0 P<   @$!   H(ߴ` 9- 8  ߙ   `  /߂  ǁ ǝdeߣ XH %ǂ  e0-ߣ@ % 8% p e(-  ߦ @8 % H%߰ 8@@%0 P ` 	 h 	 (%    ǁ ǂ ߂     !ǜ ߅  ߑ  ǟ Ġ F Я  ǆ ĥ Ĥ ľ ģ   $߾ @F)B   F! F  Ħ   d#8!  ߣ 8 ' ,! r   x *$   
 *$  A*   :    !ߥ `  .ߧ X    <  ( 'd  @   !- %F P 0- 0-  F h 0- 0-  P  ߧ X H ߨ H	@- F  F F ǁ  	F߂  ǃ F ߩ XH H	H-ߨ (H-ǁ ǂ    ߧ Xe U %߾ 8&s $   *   !_*ߖ  %ǘ Ǎ  	F F %Ǎ  	F  %Ǎ  	F  %Ǎ 	F ǁF FǀL	8߳ F ߰  * ף צ ǁ ǂ ߂  ק Fߡxߥ X$  $   %-ߡ  %-  $ F7 ߿ 8߾ ߣ * #*  a* *פ  
  *ߡ 8ߥ `R &s $   !    < #*T` z&s   ( 'd  @   !-ߩ X   !@ ߱ XG F ( 8- 0- 8- 0-    F <ǀE  ߫ XJ PKP-HP-@     !   !L h`-`-  T  ^ H %Ǎ 	׬߮ ߭ ߯ M@F M  ǁ L  ߂  FM  h-h-  ߸ hM @-h-ǂ h-e ק     6  ^ H -߾ H- (-Ǆ d`F  #  L#F _ h^ (----     -F^ P- (-F   F F נF ^ (--  F  ^  --  ^ H--ף   F ^ @--e   Uߩ X   !&s ߡ  3*P zߡ 8ߤ 8$ $   #*   !ߧ ߥ `T &s    0<  ( 7d  @ߥ  8- H-ߥ hߪ p (-H- (/0 / /f -rea 2d1 2f! 2d1 ߿ Xפ 2f! 2d1 2f! P2׻ L  `-`-M    h-e L p-`-`-M      p-ex M x-L 0h-`-h-N    `-    N  F !B %$  S0/f
 NN(߀-g N -M 0p-L 8h-؀-R  b  `-h-`-      _-e R n-P 0_-M 8V  -O-L @  h--`--b  `-B      ߰-e S -R 0-P 8W  _-n-L @  -O-`--  -b  MD B    F MCFǀL/ %ף eI    !   !F7-e ^ 8-W 0S 8-V  R @--P    --ߡ X_-o-  L0 -X-  M$e5 -b  F#L.פN  f N@L-  8-e V  H  -8-H 0W 8 -8-R @H    FYB -8-  ME` -A8-^     -8-R    8-@-  @-A-N /    8-M#@L4f   F"  FF8-g V  H  -8-H 0W 8 -8-Q @H    FYB -8-  M%` -!8-^     -8-Q    8-@-  @-!-NdP    8-N@L3`fr   F"  &wF8-g+ V  H  P-8-H 0W 8 -8-P @H  B  FYB P-8-  N` -8-^  B   P-8-P    8-@-S  @--ND.    8-N@L2 fP   F"  4F8-ex V  H  H-8-H 0W 8 -8-J @H  "  F
YB H-8-  N` -A8-^  "   H-8-J    8-@-2  @-A-N@    8-Nc@L1f   F"  F8-g V  H  H-8-H 0W 8 -8-J @H  "  F	YB H-8-  Ne` -A8-^  "   H-8-J    8-@-1  @-A-N$    8-NC@L/f*   F"  fF8-e V  H  H-8-H 0W 8 -8-T @H  "  FYB H-8-  NE` -8-^  "   H-8-T    8-@-/  @--MD s    8-N@L0 eI   F"  FkF8-e V  H  -8-H 0W 8 -8-T @H  b  FYB -8-  N` -8-^  b   -8-T    8-@-p  @--M$R    8-N#@L.e5   F"  (F@-e V  G - 8-H 0W 8 -8-S @H  B  FYB -8-  N%` -a8-^  B   -8-S    8-@-N  @-a-N@    8-MC@L-f   F"  &F (08@HPX%%`F aFF _FhpF 7F ?x @%@8%ߡ   !ߩ X߫( )`-A ef ק` )P-A 0-R 8Q @K-P  ׸  M  O N F׫ f F]F]L(eU  )-߬0߭8f F\ ,-߮@MC FF\N NF[C  "  ߯PFZMFBMDOŠFN NI-N@MEM-FBN NxF)-NXߤX.-A B  	-׫hߥ - i-+  ׯ d- )-   $-  n  .  A  )-A 0 f-P 8E @D  b   )- +-C  "  	-FkB (-- -ߥH  -A "    - i-	  ׮x o- )-   /-  m  -  A 0 )-O 8 &-G @D  C  "  x-Fc 8-x- 8-  -A    i-  -  ׭p e- )-   %-  l  ,  L)`A 8 )8-A @FR )(- 8-A  C   (- ) -A    i-  -   )- n-   .-  j  *  L&`A @FB )(-A   (- ) -A   )-A   -   )- m-   --  h  (  L$F)BA   ) -A   )-A   -  )- l- ,-  e  %  L#`FF A   ) -A   )-A   -  )- k- +-  `     ק A  ߖ   )-A ߳׿ )- f-׾C  &-ǝ`          !   ! (08@HP%X %@@%`F aFF _FhpF ?F Gx 8% ߡ X(08@H %P@% @%`F aFF _FhpF GF 7x 8% ߡ PX(08@@%H % @%`F aFF _FhpF 7F ?x@8% ߡ HPX(08 %@ %@@%`F aFF _FhpF ?F Gx`8% ߡ @HPX(08%8 %@%`F aFF _FhF GF Opx`@% ߡ 8@HPX(@%08%@%`F aFF _FxF OF Whp`% ߡ 08@HPX%(@% 8%`F aFF _FpxF 7F Wh`% uߡ׻ ߿ Xߖ  Y  ?-(-"  Y ?-(-"  Y 0?-(-"  Y 8?-(-"  Y @?-(-N@9  N FL9 F ւY  ?-(-:  FY  ?-Y ?-߿ X-  (-N  f e 9  ׻ ߴ`&s ߡ ߤ 8 3*$   `!*$ ߥ @߳ ߨ 8     (*Tש G*   !߫ ߪ `T &s S  H<  P 	OeJ  
@ߪ HP-hX-߬ h߭ p`--(/p /P/f 	-e 1d2 QfA 1d2 ߫ X׺ QfA 1d2 QfA P1נ O  x-x-R    N  צ F 1BK-$  30/e O T-x-NN(x- P%f P  "    -f P ?-O 0-x--Q    x-    +-g Q -P 0+-O 8-?-U    x--x-"      -g U -Q 0-P 8V  +--O @  -?-x--  x-"      -f U H-Q 0-P 8Y  +--O @"  ->-x--  x-"  Nd     ק F ?BǀL/ 8%פ ף L0 fr FB+-f I 5`-Y 0X 8+H-O  Q @+-6H-P    -7-Nc+--"  F:-?-"  NDfN -  ߡ XF3L..  e M@L-  -f O  Q H-!-Q 0X 8-!-K @Q  "  FYBH--"  Ne`-a-Y  "  H-!-K   -!--  '-a-M O    -NC@L4e ,  F"  fF-e O  Q H-!-Q 0X 8-!-J @Q  "  FYBH--"  NE`-A-Y  "  H-!-J   -!-4  4-A-Mp    -M@L3`e ,  F"  FwF-d O  Q -!-Q 0X 8-!-I @Q  b  FYB--"  M`-!-Y  b  -!-I   -!-s  ?-!-MdN    -M@L2 ei ,  F"  4F-f O  Q -!-Q 0X 8-!-S @Q  B  F
YB--"  M`-a-Y  B  -!-S   -!-R  >-a-M$@    -M@L1e* ,  F"  F-g O  Q -!-Q 0X 8-!-S @Q  B  F	YB--"  M`-a-Y  B  -!-S   -!-Q  7-a-MD    -Mc@L/eS ,  F"  F-g O  Q -!-Q 0X 8-!-M @Q  B  FYB--"  Me`--Y  B  -!-M   -!-O  6--Nd     -M#@L0 fr ,  F"  fkF-f O  Q `-!-Q 0X 8-!-M @Q    FYB`--"  M%`--Y    `-!-M   -!-  5--NDr    -MC@L.fN ,  F"  &(F-f O  P 5X--Q 0X 8-!-L @Q  b  FYBX--"  ME`--Y  b  X-!-L   -!-n  (--M@1    -Nc@L-e ,  F"  FFF aFF _F F 7F ?%% ߾    !ߦ Xߨ8-^ e -^ 0 -R 8O @-N      -ߩתN# -N߬_    ߪ߫f ߭M@d LLf F-N N@J-N@N F
x-N@ߣ-^   p-׫ ߤx--K  ׯ--  -  װ F  F  FF߮FFM(FBFBFMN%NL^ N-N^ 0-E 8D @C    --_    FB (-FkB  - x- (-ߤ f-^    d--  ׮--  -m      ^ 0-M 8-E @C  _    h-Fc (-h- (- f-^   - k-  ׭--  -l      F҂L)`^ 8(-^ @FR - (-^  _    --^   - j-  --+  -j      L& ^ @FB -^    --^  -^  i-  --	  -h      L$F)B^  -^  -^  h- ---e      L#`FF ^  -^  -^  a- ---`      ק ^  ߖ  -^ ߳׾--ǝ -׿         !%F aFF _F F ?F G@%  ߾ @%F aFF _F F GF 7`%  ߾ `%F aFF _F F 7F ?@%  ߾ @%F aFF _F F ?F G %  ߾  %F aFF _F F GF O`%  ߾ `%F aFF _FF OF W %  ߾ %F aFF _FF 7F W %  u߾ נ ߧ Xߖ  A   '- (-"  A  '- (-"  A 0 '- (-"  A 8 '- (-"  A @ '- (-N;  N@F L; F A   '- (-   ף FA   '0-A  '-ߧ X 0-   (-N  f e ;  נ    !ߴ`&s    !ߨߪ 8@*$	 R     ! I*ש ߫ ߭ 8`ǈ \  ߯ ߬  p*`* h
 h*(߰(   !߱ 8 }߹$ $ ߳ Xg5 %d '7g4!   < +*V r߰(߶ `        '>  ȸ8g   @ @f H H0f 2- 0P_ h   !--  T C hA   3- (-"  A  3- (-"  A 0 3- (-"  e)  X%A 8d  3-d  (-%d e ߲P 8"  C h s-߳ X h-c   hߣ 8߬``-  %p ŀF P%' '  0x&%~ FBP%  P %q$    !   %$V0 Q h$ Q h   ! $p&%3-߳0߱ @ c-~-j-r-0  ߱8  & $    ! ȸߵ@ u&߳ X߶ ` ߰ X  4-   9-  &-  #   )- !   8-!9   7-!-   -   6- !   5-!  !  !V A P_ 0ߴ x--  _ 8--  P  A Pߴ x߳ X 0- hP-Q XA 0$  0-@  F Qc ߴ xF U !0-ߴ x0h-h-F ţ  FF F H (`-  L Ph-h-Š  F ߮HL `p-FF F F F F HL 8`-`-  !  0-(-#  $ FFFF F H (x-  O P-(-   F ߲HO `-CDFF F F F F HO 8x-x-     !R p߲PX  -Ȱ-  F < `%U P߷p--Y X3-߹h-ߣ0>-F a-F<Ơ  F ߣ 8 !-e  e&F E
  (@F $  F-F -       !   ! (ߣ0F  e- #-@F d  F-F -      !   !E ߲PJ PSh-h-Š  F F J `߬HL`-ŃF F 0e)  X%J d SP-d HP-%d e ߲P  +@     !   !߲PN PӀ--   F F N `߯Hx-F F 0e)  X%N d p-d p-%d e     ߲PQ  3-(-"  Q    !3-e) (- X%d d %d e "  U2_ hߖ     !߰(߳&u ߳ ߴ`u*R`z߱ 8H 8G 0F E  ߙ  I  J  	g  $ ǁ ǂ ק ߷ ǈ \& ߷ ש ߂  * ߳ $ ߾ ߡ 8߳ Xsפ !  ߤ ߿  *   !* 
 *   !(ߡ(e   !ߣ 8 Zߩ `$ X%߬e , a  e 4*T`Qߡ(  P    0    < '%%  `8eH   (@ @d H H0d $ - 0X   !%q߿ X%d N h%~߲ 8p-p-U  & P%  P$ X%O hX hx-x-   ߯`x-F% $&%p &  0& FBP%  P   !   !  %   !   %$`   !V7 -  %`-  ߹0߸ @*-#-ߣ@>-   ߱8  & $ cP& jߪ `P  p >-2-   .p-Q  &x- h     )p- `!   -h-!   ,`-! gP-   
P g-   *P- !   #-!J  !!  !W A PA 0 ?- (-"  A 8 ?- (-  R"     !A P ?- hP-Q XA 0$  ?-_  F!Qc ?-ߪHF2Bߣ`Uc "?-?- h-F0c  FF נ F  (-#  A P ?- h-c  F ߪHA ` *P-FHF1FFFǆ \FF A 8 ?- (-  !   ?- h-j  k FRF
Rǋ \FRF
Jש F
J (-*  A P ?- h-j  F
"A ` *P-LMFc FRFRFRFRF
JCA 8 ?- (-)  ߡ xP  aS  J  ߳ XS- h- hߥpn  F<`%_ P- (-L X-߬h--įߥ0  F"߬ 8 -   !-lX&FDBE  `PF2  FBS-F-F<F  p   `߫0lX-FE X+X-SFu  FS-FP-S  F<FE P PM Px-x-  F%FM `߮Hp-FF5M h-h-$     P P-H-X  F&FP `߱H-9FF6P --$     S  -h-b  S --߳ X   !  $    ! X%d e e) ߶X6d   ߡ(߷& ߷ *Rߣ 8H 8F E  ߙ  I @g  ߪ 	G 0ǋ ߹ 8ǉ(Ǌ$#  ߹ @߳ Xǁ  *߂  7  $  `%ߴ*` 
ߵ *( ߱`ߣǃ,ǒ0Ǒ4Ǎ `ǂǜ8Ǟ<ǟ@ǌDA hE  30-D PA H (-ߧ(h  -p 3-xߨ`ߪ `$	 ߬߫	@*߯ h߭pU ߧ(K ߪ`  X 
P<ek  ߫x 
WpX-`-h-߮ p-p-߯h-8/0/(/j-ǈ@ǎ dg-fx ǆ4Ǉ<Ks /g f-`%fu S  p  FFւǀL3 g ;  FCg $ ߾ H X/Ѱ-xǅ0g Ǟ dFfM ߪ` +߾ P   !ѐ- q`-ߡߢߩ Hߨ P 1- Q-SǄ8F<F    !   !F,  F4 +-g M>x-$ L0|xL2|g Q-g FB7  x4  x*O  F{FSFF-g FBF x1-F  Fg FBxO:n`FF}FL4F-g FBxF F<-F
Bg  q-F	g  1-FBg   F Qp-  g 1g xe f  F,  F4 +x-g M>x-$ L0|xL2|g Q-g FB6  x  x*/  F{FSFF-g FBF x1-F  Fg FBxO:n`FF}FL3F-g FBxF F<-F
Bg  q`-F	g  1-FBg   FCV Q-  vg 1g xe f ag g ߹g ߵg g g ߸g ߴ߿$ ǒ0F F F߱`$ Ǒ4߲F F ߳$-  02-߾M88F*F3%-L(8L/xpF F `
Sh`*  FŠ  FAFzFF1F!FLiF!BF!F 3߲ @߾߹F
)BF	!ǜ8W  F   Ǟ<XP38ǟ@ǝeD  r   !g $ ߹ߵg g $-g ߸g g ߴg ߿ǒ0F F F߱`$ Ǒ4߲F F ߳  0߾ 2-   !   !   !ߨ HA  fR ߪ Pǅ dP  ?fs Ng L0 FNfF; h-`-F1X-Nd  ńF dF!@F 1NeFsF F)F<FF F	 OMP-@-DFF*FE  L4%8F)F=FDNm F
sF mH-F.o  -     !   !L6%F)F=FEBNmFBF
sFBo  - mH-.fs Vvߨ H   !ߧ(߮% p*QBߨ`   !߰H߲8ߴ(߶׸ ׺׼׾׿׽׻׹߿P߼ 0߷ߵ ߳0߱@߾ g`   !   !   !g     ( 0 8   h<   ߬  X P<  $  H$c  a* @ y-   Y    >   p `   x      h $   $  v-    % %  p/ `/ / x/eefe x- p-ߴ 0߬ 8-ߙ  `- xx-p- hh-`- pe e @(% `e e    !ߡ P%@%8%  0%!    %a- ߡ ` 	 "H-ߙ  7-^-@(%v-ߡ h-ߢ pf ߡ x-߱ ߳ ߵ ߶ ߴ ߲ ߰ ߷ ߬ H߿ $ e  0߮   	H 0/ߧ X   ߥ P <>*ߙ   Sߪ g g   $  ߣ @ @d d dc   eU   / / 8 @/ (    ! d ddDߢ 0 e
 F@-ߦ  ߢ ( 0- D -ߢ 8  J-	- ߭  ǐ- - `  C-!-  X%g  H%  h@%h-8% p߭ `0%`(%   @ %f  M   	 ߭ ߮ f fR ߙ  fs f1 V6 ߱ ߳ ߵ ߶ ߴ ߲ ߰ ߷ ߿ ߼ ߾  g    !   !   !g̠ 8@ %<   @$B   HP % Y- PB  ߙ  H % X(B!$   (%ǁ ǀ  @ 0 	g pǀ ǁ g _   ' -$   ǂH?-a*7   vYߢ @ T%df! f dB   < h/ (/ H/ 'dce d!d dBf (88-f+    !'   !g   !e	 M@F>Me\L`F	g  eF* g  M# F>F ~g   ` hg   P% pM F+\M"Ln`$ FAFe+  x  /F uFMcF>el FJ@F
M! e F)@#\Ma -xMb F $e(\e'LM	p 0F BF >	    M`F _    LFAeE&g  c\F9@eg\g   0 @M eeg  M@MDFeN&g  F:F *GeX\g  xM   eFg    F % 8 p  3  e   F>$  LF	e%&g  \F1@e\g   0 @M eg  MCM`Fe.&g  F3F .e8\g  xM   e&g    F % 8 p  1  eI   F>dN  OF	ee&g  \F@e\g   0 @MA eg  M#@L`Fen&g  FF +ex\g  xMB   efg    F & 8 p  :  e+   F>  MdF
Ae&g  C\FY@eG\g   0 @M! eEg  McLFe&g  F[F *e\g  x M"   eg    F % 8 p  9  el   F>   MF
e&g  #\Fi@e'\g   0 @Ma e%g  MM$`Fe&g  FoF /e\g  xMb   eg    F $ 8 p  5  e   F >D>     $   $ $   $ %  `% @%  F    @8%    0 (    !׾g  d&N ׼׽g  f!׺(׻  fX %g  d&g  dױ  fx
 &p
1\g  e
&ߩ g  ߣ f\װ Ih # p  N@g  e׹ װ g  e&     I`
 )X
׷ g  f"&ײ ׳ F g  f!׵ F  EP %
Fg  f"&NS    g  f  F  Ex
 #p
׸ װ g  f"\F@g  f&N  ׿ x   E  #hW  Fg  f&Fg  d\F  g  F f\     FP
 #8g  e\ײ NS׵ g  f!\N F U   I0
 % 
  ״ g  f\  ׸8X
   C
    v  0  ׹ x׷ p׶ h  ׵ `   !   ! $ $   $ $   8%`%   %@@%  F g        0 (  e  $ $   @%8%   %@%  F   $    %     (    H  0   !   ! $ $   $ $   %@%  `8%@%  F w         ( 0  )  $ $   %%  `@% 8%  F W  $    %     0      (   ! hM F >M FFƂF FFF F@FF@E  M &\\  e    !&\\e UM ׸8׻ ׽׿  p׾׼׺( x `ߡ HF<F	F"  N⨠E    !  ߲@`-F<`  ߰P   !   !`  ߲@`-F<߰PF@E g`\׹0F ߙ  ߱Hg`g \g`g&g`g&  g   !   !g`g ߡ PF
ߙ  g`g߱Hg'  O'&g&g`׹0\\ 	ߪ X߿ ߼ 8 g3`   !g̐ 8H %$  @ `(%XQ  <   H $B   P / Y- `b  d!ߙ  (B! X` -ǀ ǁ P -   hD- -T@  0 p x 	g pߡ p߿ x   !ǀ ǁ  0   !   ǂH? =  @ (  ' $ A-_*-X- %D^ ߢ h4   <Wߡ Hߡ @ "(--F-  X- ' K/g  +/g @-d dB f d! f2    !(   !0H8c-Mb F>gln Lg  gF
g  NB F>F" g F tGg  g  H%F&A Ma $ M Lm`   ! /FFC@-leL F mFA-MF>F1FM x-F)@ F $ -MNNAeKleHO Jlip	hF BF >&    MF 9    MdFe%&g  lFY@elg   0 @O eg  MOdF1e-&g  F\F *e9lg  p,   e&g    F %G 8 h    e -F>  DE  OFeE&g  clF@eglg   0 @M eeg  O@O F1eM&g  FF .eYlg  p(   eFg    F $G 8 h    ei x-F>    NFe&g  #lF@e'lg   0 @O e%g  MOdF1e&g  FAF *elg  p$   eg    F % 8 h    e* -F>  d   MFee&g  ClFi@eGlg   0 @M eEg  O OF1em&g  FjAF )eylg  p    efg    F $ 8 h    eL x-F >  $a    $ $    %%  @%  $  %   (%   @ 0   8  (׼    !׻(g  g&g  f" hh G`g  g& HX
g  gNf! װ g  d"0l hP
 EHװ ׳ g  fC&    g  fBױ װ  f  Fx
q  P  g  fC&/l g  f"&F G fP
 Gpױ ײ Fg  f#5  ״ g  f"& gh
F G`
N2`  ׺ g  d)׹ F ~g  f"l% 
ׯ F} GF g  d"&M`  ׺0Y   EXg      g  glF}d"&H
F  g  Fd?l  ׹8t   EP
@g  fDlױ N2`״ g  f?lMF 4   

  ׳ g  d!lv  s   %
U  Q      {״    !   !  $ $   %@%   %  $ `%   @%   0 8  @   ( m׼   $ $    %%   %  $ `%   0%   8 (  0   @ Q׼   $ $   %%  @%  $ `%   8%   ( @  8   0 5׼  Mb@   !   !F >v FMaFF FF F F E 
FcX-&ll  
g    !FF&cX-llg WMb@׼ ׻(׸@߫ ߡ H   !F<E
 F#  FO`  ߳HpF<  pFp  ߳HpF<FE gpgpF tl߲Plߙ  gpggpg~&׾߱Xg&  ߰`   !gpߢ P`&FA߲Pߙ  gpgg@  N8׾߱X߰`g&gpal`l   !   !׿߫ X׽ 	ߪ `߿ ߼ 8 g3p   !   !   !gp߬  P % H %f  @ % X  Ƣ  F C  F  8 %c  ߡ  %  ( / `$ !   3*dB  ߭  e  B-       x   h%1  * p p<f g //f f Q// p/h/g!fg
fI/@-ee&s    !N)@N* N2L1xN! &Ld0N0 F!FN+ #f1 V(&s ߰ x߱ p߲ h   !   ! p (ߡ &b  h8- - xH-!   "*- 0T  ߢ ߡ 0 Bߡ   %-ň- X<1P/ @/ 1`/ 10/ (/ Q/1H/ 8/ 1/  / Q/ _zeJeedddc+-f+ p Zes Rp YN#@N2N%@N# M	R8*N*LQN(@FJCF:N$N" MJ8N)LQ h%$ f, X/*N&HN'@FH   !F9   !   !M @M  L8M LA   MM @F CF M M LCM L8Me M  F  !F!M  M @L xM L@   MM  F FCM M LC M L	8M e M  F F!  M   !   !߰ x߱ p߲ h  %ߢ    !߰ x߲ h  ߱ p  MN#@N%N2M{xN* /M{8N(FtFcN"N$@M̓N) M{8N'@FkCFcN&/N!h,  f1 0   !߰ x߱ p߲ hߢ ߡ (߷ @B   " $  $S-   #  #-2 T` 4 ߡ  @   pߢ ( S  
<   $- Ĉ- x  1/   !   !  #X/  hdR-   !1N2N48&sf14 + 0/߰ x߱ p߲ h   ! pffߩ (* hP  ߳ `3  È-    fe  0  fg ߢ   C- P< 		8 Q@/ Q /  ( Q/   Q/ 
W:eddcdB*/ - 0 (  80- 8(- x- (/ //d g f)g 2 ye3Rr x N(@3NtN$ 3NwN# 3NvN"@4NxN$
f+N h%JH/Nej3Mh    !Ne   !   ! Md @`LMc @`L	8MH @Mb@`L)xh/@MMeLLi EM  MD @@LMC @@L	8M @MB@@L)xh/ŀMMeLI +M  M @ŀLxM ŀLMh  M@ńL)xh/dMMejL M%`%F -F FN$ @ LN# @ LxX/N"  ߱ pL8 MeMfMg߰ x߲ h  %` F F%F - %   !   !F F%F - @% N( @L	8 N$ @L N# @L8!N" L 8N NN f1 2/߰ x߱ p߲ h   !   !߳ `ߵ P߾ 8߿ ߴ X߶ H g                                                                                                                                                       
             	             
                       "             ,             0             :             >             H   (          L   (          P   (          T   (          X   (          \   (          `   (          d   (          h   (          l   (          p   (          t   (          x   (          |   (             %             %             %             %             %             /             ,             +             +             +             +             +             1             1             4             5             7             8             :             ;                                                8                     L                     p                        
                 (   	                 t                                                                                                    	(                    	t                    
H                    
                  
                  
                    
                                                                                                8                                                                $                  $                  &                    (                    '                    %                    &                    &                    %                    &                     &                    &                 (   &                    &                    &                 8   &                 \   &                    &                    %                    '                    '                 @   '                 "   '                 "   '                 "   '                 "   &                 "   '                 #   '                 &   *               &   *               &0   /                 &@   -                 &   -                 &   .                 &   ,                 (4   -                 (   +                 )   -                 *|   -                 7   +                 :   +                 G   +                 J   +                 Q   +                 R   1                 R<   -                 X<   1                 Xx   -                 `   3               `   3               ap   4                 a   4                 bl   5                 c   5                 c   6               c   6               d   7                 nx   8                 n   8                 o4   9               o@   9               o\   :                 x   ;                 y   ;                                                                     x                                                                                                                         $            l            p                                                P            T                                                                                                                                                 	P            	\            	            	            	            	            	            
            
                                                                                                                                                                                      0            4            <            H            p            <            4            @            D            P            T            `            p            t                        0            <            L            T            `            h                                                                                                                                                 0            8            T            X            p            t                                                                                                                                                             4            8            P            T            p            t                                                            &D            &L            &d            &            &            &            &            &            &            '            ((            (8            (T            (X            (            (            (            (            (            (            (            )            )            *            *P            *t            *            *            .             7            =            G            K            R            R             R,            U            U            XT            X\            X`            Xp            X            X            X            X            X            X            X            X            X            Y            Y            Y            Y            Y            Z             Z            ZL            ](            ]D            ]            ^            ^            ^            ^|            ^            ^            d0            d4            dH            dL            dP            d            n            n            op            ot            o            o            o            o                         (        
T
d               M         /home/naomi/work/LOAM/NEW/dyn_hflx.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_hflx.f -fB,/usr/tmp/ctmB.BAAa000dE          HFLX_S89               
       (HFLX_S94       
             HFLX_S94B             p      INIT_PBL       p      &       xHTFLUX_PBL       &       `d      ADV2DEQ1       `p      c      hADVDIFQ1DX        c      o      ADVDIFQ1D        o      yd      HTRIDAGQA       yp      @              N        Q 
    /home/naomi/work/LOAM/NEW  dyn_hflx.f ꧐comm_pbl.h   	        +8"|v
ql0})9@A~{
we |J

z~v
yr}
q|G<
~t
ko
q}	(PA4)()()()(()Vљ6T,v-P(va8D%=}"ut}r28 X>GD.DY(``,		+t0uPB1	6*$P|"><H<= -\:u0.
 L$":HH !2/^M {<?	~	U;	,%	,F~I	~ %B  . ?@
@           @	@                                    
 AJCBH@MEDPQA	A
GIBDCCDO<=>GvB]=>T<QDDA            X              
      T AICFD@AAAAAAAAA
A	AAAA         X                    ` AICED@AAAAAAAAA
A	AAAA                       p       AFFKFA@CAC	CABCC
CQABEwGM9JIK9AHIRBBL         X              &       :d AGKEEGEAA	A
AA@AAAAQMY         x              `p      d AJK@C	ECBBBBF
AG
ERG	DDHHg          X              c      , AfBFFH@BECACHTAC8:        `              o      
T AfBEODE@BATAAI_B9:            p              yp       ABB	C
BFHH@EBDjDCUHHOADe         8                                    @                                      U       HFLX_S89       HFLX_S94       :HFLX_S94B       bINIT_PBL       HTFLUX_PBL       ADV2DEQ1       ADVDIFQ1DX       ADVDIFQ1D       ,TRIDAGQA                 f             0   @          8                @                          @         (               @                        @                     p   @         x               @                     P   @         X               @                      
   ?             >                                     @         "            *            2   @         J            R            Z   @         q            y               @                                    @                                    @                                    @                                 $   @         ;            C            K   @          
   =                        
   =                	                         %     +     ,                                                                                              @                              	                               K                                                 K      u                                                  
       A                          $                                                        +                              r                          3       0                |      L                         9                                                        ?                              @                         Ep  !                              	                      W   	                                  
                 m                               p      	                 x   	                      h      `      	                 p                             @                          p                              U                          p                        ]      V                          p                               #                          p                             (                          p                               @                          p                        >                                    	                                                        	                                                      	                      0                               	                                                     &   	                                                    :p                       0       P                     dyn_tios.o/     839864712   1572  1572  100644  47984     `
ELF                                    0   @     @                                                  	                                                                 	                   "  	                 1                      8                  C                   N                  X              (   c               (   k                  u               `                                                      ,                                                                        $                                                                      0                                    H                                  4                       (               (  .                 7                     B                     G                     R                     \                     f                     r                     }  	                                                                                (                 (                                  `                                                   ,                                                                    $                  %                 /                :               0  E                 K               H  V                 `               4  k               (  q                 z                                                                                                                                                                                                                    	      d      H                                 0                   
               H                                  (  !                     &  	               3                >               0  I                 O               H  Z                 `               (  f  	      d      |  q                 w                                                                  (                 (                                  `                                                   ,                                                                    $  
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                                                            (                    8                    K                   .symtab .shstrtab .strtab .comment .rodata .srdata .lit4 .bss .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames  .rodata .srdata .lit4 .bss .text init_data_out_ s_copy new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ pbl_data_ pbl_param_ tios_idvar_ grid_ tios_id_ tios_init_ real tios_grid_ tios_map_ tios_var_ idvar_tios_ tios_read_ data_out_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ pbl_data_ pbl_param_ grid_ tios_id_ h_to_z_ comp_rich_ out_mean_ out_mosf_ dept_to_foh_ comp_q_ tios_putvar_ tios_putidvar_ zero_em_ tios_save_ h_to_z_ data_addr_ grid_addr_ mosf_ data_geom_ para_ grid_ sqrt dept_to_foh_ data_addr_ grid_addr_ mosf_ data_geom_ para_ grid_ comp_rich_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ grid_ add_mean_old_ data_addr_ grid_addr_ mosf_ data_geom_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ grid_ mean_comm_ out_mean_ data_addr_ grid_addr_ mosf_ data_geom_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ grid_ mean_comm_ real out_mean_old_ data_addr_ grid_addr_ mosf_ data_geom_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ grid_ mean_comm_ real out_mosf_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ grid_ main_ comp_mosf_ comp_mosf_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ max min zonal_int_ sqrt zonal_int_ add_mean_ data_addr_ grid_addr_ mosf_ data_geom_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ grid_ mean_comm_ comp_q_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ grid_ .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames be::6.02:dyn_tios.o -G8 -TENV:PIC -O0 -m1 -TARG:abi=64:isa=mips4       DENS_MEAN       SENSIBLE        LONGWAVE        TOTAL_DEPTH     TEMP    U_VEL   V_VEL   W_VEL   DIV     SALT    DENS    PGF_X   PGF_Y   D_MEAN  T_MEAN  U_MEAN  V_MEAN  W_MEAN  S_MEAN  HFLX    SOLAR   LATENT  DEFICIT CLD     WNSP    UWND    VWND    SST     EP      SSS     PBLHUM  PBLPTEM AIRHUM  AIRTEM  CONVN   ENRG    SEALEV  RI      FOH     RELAX   SPONGE  PSI     U_BAR   V_BAR   TAUX    TAUY    DEPTH   W_MOSF  MOSF           ?   @   7'Ŭ7'Ŭ.2E7'Ŭ7'Ŭ    ?  ?   g pߡ!   ߡ!    <  ߡ$B   Y-!   $ߤߙ  ߥ 	߁  " $  $C   a*     ! D  F   ߟ    g   - '    *   !߁  ߅  ߙ  d*  g  ߨߩd  	g ߁  ߅  g d& ߨߙ  d ߩ߁   	d*  ߁  ߂  g dE ! g  $" ߁  g 0d*  ߙ   0d)   	d(  ߅   ߂  $! 4g dF ߨߙ  g 4ߩ߁   	d*  ߁  ! ߂  $! g  8g  dF ߨߙ  g 8ߩ߁   	d*  ߁  ߂  !  B  " g  ߂    g <߁  ߙ   <dF  	'8߁  g @0 Hg  $ ߙ  $  	   !xߙ  g  g ߨg @ 	ߤxߟ  g Eg ߙ    $  	$ $ g Eg ߙ  g   	  %ߟ  g Kg ߙ   $  	$ $ g Kg ߙ  g   	  %ߟ  g Qg ߙ   0$  	$ $ g Qg ߙ  g   	  %ߟ  g Wg  ߙ  X$  	$ $ g Wg ߙ  g   	  %ߟ        !߁  ߙ  $ $ 0 Xg ( 	g [g [g g  ߙ  $  	  %߁  g `g 0ߙ  0 h$  	$ $ g `g g  ߙ   	  %ߟ  ߙ  $ $ `g 8 	g eg eg g  ߙ  $  	  %ߟ  g kg @ߙ  h$  	$ $ g kg ߙ  g   	  %g qg H$ ߙ  $  	$ g qg ߙ  g   	 8%ߟ   ߟ  g xg Pߙ   $  	$ $ g xg ߙ  g   	  %ߟ  g g Xߙ   p$  	$ $ g g ߙ  g   	  %ߟ  g g `ߙ   x$  	$ $ g g ߙ  g   	  %ߟ  g g hߙ   $  	$ $ g g ߙ  g   	  %ߟ         !߁  ߙ  $ $ 0 g p 	g g g g  ߙ  $  	  %߂  ߁  g d%  ߙ  P $ 
 	$ 
$ 
g g g  ߙ   	  %ߙ  $ $ g x 	g g g ߙ  g   	$ ߟ    ߟ      ߁   g g ߙ  0@$  	$ -$ g g ߙ  g   	fߟ     ߁   g g ߙ  0@$  	$ -$ g g ߙ  g   	fߟ     ߟ  ߂   g  g g ߙ  P@$ 	 	$ 	-$ 	g g ߙ  g   	fߟ     ߟ  ߂   g  g g  ߙ  P@$ 	 	$ 	-$ 	g g ߙ  g   	f߁  ߂  !   B    "-߃   ߙ  $ $ p@g  	g -g g g  ߙ  $  	f߁  !   ߂   g g ߙ  P $  	$ -$ g g ߙ  g   	f߁  g g ߙ  0H$  	$ $ g g ߙ  g   	  %߁  !   ߂   g g ߙ  PH$  	$ -$ g g ߙ  g   	f߁  !   ߂   g g ߙ  PH$  	$ -$ g g ߙ  g   	f߁  !   ߂   g g ߙ  P $  	$ -$ g g ߙ  g   	f߁  !    $   !ߟ  ߙ  $ $  g  	g g g g  ߙ  $  	  %ߟ     ߁   g g ߙ  0 $  	$ -$ g g ߙ  g   	f߁  ! $ " c   !߃  ߙ  $ $ p g  	g g g g ߙ  $  	  %߃  g g ߙ  p $  	$ $ g g ߙ  g  	  %    d        0    d  0 ߅   0   0/  ܥ d  - d-g g ߙ  $  	$ -$ g g ߙ  g  	f     d        0    d  0 ߅   0   0/  ܥ d  - d-gg ߙ  $  	$ -$ gg ߙ  g  	f ߟ  ߙ  $ $  g  	ggg g  ߙ  $  	  %gg ߙ  $  	$ $ gg ߙ  ߰g  	  %ߟ  ߁   !   $!     ߂   gg ߙ  P 0$  	$ -$ gg ߙ  g   	  %gg$ ߙ  $  	$ gg ߙ  g   	 8%ߟ   g!g$ ߙ  $  	$ g!g ߙ  g   	 8%ߟ   ߟ  ߁  g  g%g 0ߙ  0$  	$ $ g%g ߙ  g   	  %ߟ  g1gߙ   8$  	$ $ g1g ߙ  g   	  %ߟ  g7g ߙ   @$  	$ $ g7g ߙ  g   	  %ߟ     .   !߁  ߙ  $ $ 0g( 	g>g>g g  ߙ  $  	  %߁  gBg0ߙ  0$  	$ $ gBg ߙ  g   	  %߁  gHg8ߙ  0$  	$ $ gHg g  ߙ   	  %߁  ߙ  $ $ 0 g@ 	gNgNg g  ߙ  $  	  %߁  gSgHߙ  0 $  	$ $ gSg ߙ  g   	  %gXgP$ ߙ  $  	$ gXg ߙ  g   	 8%߁  " g^gX$ ߙ  $  	$ g^g ߙ  g  	 8%߁  " ߁  geg`ߙ  0 $  	$ $ geg ߙ  g  	  %ߙ   	   !߼p߿߰߱g    !g (   0 8 @ H Pߡ 8!    ߡ @!   <  ߡ H$B   Y-!   ߁  ߙ  $ Hߥ 0g  	   !$ A    !ߟ  ߁   !    ߟ   ߙ    	g ߁  ߙ  $`ߥ 0 	g ߁  ߙ  $hߥ 0 	g ߁  ߂  ߙ  dD % ߦ 0 	߇  @    !ߟ   ߙ  ߥ 0߆   	   !߁  ߄  ߙ  % ߦ 0 	߇  ߁  ! $ "    !ߟ  ߙ   ߥ 0g  	   !ߙ  ߤ Pߥ 0 	g ߂  ߃  B c   $c   C ߁    ! 0 ߙ   " -ߥ 0 	g ߁  ߂  ߙ  dD % ߦ 0 	߇  ߁  ߂  ߙ  dD % ߦ 0 	߇  ߁  !       !ߟ  ߙ  ߥ 0g  	   !߂  ߁  E ߙ  ߦ 0߇   	d$ ߁  ߂  ߙ  dD %  ߦ 0 	߇  ߙ   	   !߼  ߿ (g p    !g<  $!  P% 9-ǀ   ߁  ߂  ! B  " $    X a*     !߃      c    d-ǡ  a $c   c*`   !߅   $   %(* e   !߆    8  8 8 0-ǃ F ߆    8  8 8 0-ǃ F ߆    8   8Ǣ F  0-߆    8 ` 8 0-    $   f0* 2   !߈   %) 	   @   	@! ߉    @!) 	@# ߈    	H  8 	H	@-ǥ F! ǥ ǆ Ǥ L1  ߈    	H   	HǤ F !	@- %   h@*    ! %   -h*   !@%g p    !g<  $!  P% 9-߁  + $     a*     !  ߄     (߂      ܄  B   - C-ĀAF ߂      B   C-@  $B     b*@   !@%g P    !g<  $!  X% 9-߁  !       !߂  C $   $y  "*@
   !߄    $       ߄   $   D * i   !   0! ߆     0!  ߈   0  H߆    8      8	@- 0- F   ߈   0  H߆    8    8	@- 0- F  Ǡ ǣ F ǡ Ǣ L  Ǡ ǁ F <E     !Ǆ      ߎ   `  xߌ   ߁   h  8݌ 8 h" hp-`- ߘ     ŇF)@ C- h -FF1Ǉ F)BF)BǦ F)Cߌ    h ݌  h`- %   L`*   !  $!     !*    !     !ǉ    ߙ  9 $   '9  !*     !߁    $B!  "    ߁  * $   A*  i   !   "! ߁  "   "!  ߃      ߁     c  !    d- "-j+FR  ߃      ߁     c !   d- "-j+FR Ǫ ǭ FRǫ Ǭ MKb Ǫ ǋ $FQ<E    !ǎ (   (  ߃      ߁   ߆    c 8! 8  H d- "- @߅    0 o1F|@ 8-ܥ H 0 (-ĲFǯ  F{F{ǰ F{߁     !   "-/ $!   A*    !  $!     !*    !`%g p    !g<  $!  X% 9-߁  !  ߂  $! A  ߁  !  $ " [   !߃  ߄  c   d $     #*` (   !߅    0 ܥ p 0 (-ǀ ,߅    0 ܥ x 0 (-ǀ ,߅    0 ܥ  0 (-ǀ ,߅    0 ܥ  0 (-ǀ , $   %(*   !߇     $   !߈  ߉   ) 	 $     (@*     !ߊ    ` J  `LP-ǁ ,Aߊ    ` J  `LP-ǁ ,A %J   *P*@   !ߍ   $   -h* y   !ߎ   %    p  ߏ    %     P! Np* `   ! ߃      ߁     c p!    d- "-b#F߁     ! p  "-" ߃      ߁     c x!   d- "-b#F߁     ! x  "-" ߃      ߁     c ! 0  d- "-b#F߁     !   "-" ߃      ߁     c ! H  d- "-b#F߁     !   "-" $!   A*    ! $!   !*    !ߙ  9    U   !߁  9 $   !*  M   !߁   $B!  "     ߂    $! C     CP! A*  4   ! ߃      ߁     c ! X  d- "-d%F! ߁     !   "-$ ߃      ߁     c ! h  d- "-d%F! ߁     !   "-$ $!   A*    ! $!   !*    !`%g `    !g<  $!  P% 9-߁  !  D  F `ǀ 0F  ߁     ߁  ߂  ! B  " $    X a*  X   !߃      c p   d-cǢ F߃      c p   d-b߃      c x   d-cǢ F߃      c x   d-b߃      c    d-cǢ F߃      c    d-b߃      c    d-cǢ F߃      c    d-b߃      c    d-cǢ F߃      c    d-b $c   c*`   !߅   $   %(* K   !߆    8   8 0-ǅ 4F! Ǥ  ߆    8 ` 8 0-    $   f0* )   !߈   %) 	   H 	@! ߈    	H   	HǦ F 1	@-ǧ ǈ Ǧ LA ߈    	H   	H	@-ǧ F1  %   h@*    ! %k   +X*`   !ߌ     4   !ߍ  ߎ     $     -h* (   !ߏ       x-ǩ F
JBߏ       x-ߏ       x-ǩ F
JBߏ       x- %   /x*   !ߙ  ߁  9 ! ! ߁    ! ! $     !*     !߁     !   "-,ǫ FZ߁     !   "-+ $!   !*    !@%g p    !g<  $!  P% 9-߁  !  D  F `ǀ 0F  ߁     ߁  ߂  ! B  " $     X  a*  H   !߃       c p   d-cǢ F߃       c p   d-b߃       c x   d-cǢ F߃       c x   d-b߃       c    d-cǢ F߃       c    d-b߃       c    d-cǢ F߃       c    d-b  $c     c*`   !߅     4   !߆  ߇      $       &0* (   !߈     	H   	H	@-Ǥ F!߈     	H   	H	@-߈     	H   	H	@-Ǥ F!߈     	H   	H	@-  %     (@*    !@%g P    !g 0 (<  $!  % 9-߅  ߄  ߃  ߂  ߇  ߁  h@I * ߃  ߁  ߂  k ߃  ! B  c ߙ  d  d   	   %߿ 0߰ (g     !gP h ` p x      ߡ x!   ߡ !   ߡ !   ߡ p<  $B  !   Y-  Lߡ x!   Hߡ x#  $  D D a*  Y   !ߤ p  $  @ @$ * J   !ߥ p D$      0 @ (! <      0    ( 8    (  ( (/ <  0 8 dߥ  0- (- 0 (-   8 8     ! 8 	H  	`  	H ߫  	H Dlh- 
P   	H/ X e,ߩ KP-,H- 
P*H-Š    D L*X*KH L D HIX*KH H @%  @ @.p*   ! D%  D D ox*   !߸ x  $  D D8*     !     D     /  g߿  - "--ǁ ,   D'  D D?*   !ߡ x9  $  D D!*  r   !ߢ pK  $  @ @b*@ c   !ߣ p D$c   d     @ d! <ߣ j  $  4 4C*` K   !      0    ( 8    4  0 8    (  ( (/ <  0 8 dߥ  0- (- 0 (-   8 8 &   !  	H  	` D 	H  `/ 	h  4e߬  p D `- pF h- 	H h- 	H D ` ţ  F< `  	H/ h e.ߩ  h.H-`-F,H-"   4'  4 4X*    ! @'  @ @*   ! D$!  D D!*    !ߢ B  ߥ pߦ x$B Xߨ ߩ ߪ ߫ ߢ ߙ    g X 	g  Ǆ  0ߢ xC  $  D D b*@ ,   !߿   $  4$9  4?*    !    4    D      / D     d%ߡ  D- %-  "-ǥ 0%   4$!  4 4!*    ! D$  D D f0*   ! H L D D'8* >   !  @  @ D 	H   @/ 
P eߨ *H-@- 	H	@-ǆ ,    	H  	H D 
P  
P  	H/ X e,ߩ  X,H-KP-*H-'  ǈ 0F9F 9D)8   
P *   @  @ @/ D  H 
P eߨ *H-@- 	H	@-ǆ ,   D%  D D(@*    !  p  p H x  x  p/  e߮  p-x-p-  F JMDH  ( ($  4 4.p*    !    4   "      / H    g߿  "-- -Ǌ ,   4'  4 4?*   !     L     /  d$ߡ   $- C- "-+  F ZDX  $ $$  4 4!*     !  0  4 8     (  ( (/ L  0 8 dߥ  0- (- 0 (-ǌ ,   4$  4 4%(*   ! H%)  L D%Y D)H*     !  X  X D `  `  X/ h en߫  hnX-`-lX-m  F kMDh     $  4 4l`*    !    D x     x- /  g߿  x - x D-    x/  e߯ -x- x-P  ǎ 0FsǏ 0F{FsǏ Fs ,  x  4     x  4  (              4  x D      x- /  d#ߡ  x  #- x "- x/ D    e߯ -x-   x-  /O   F|    4d D  ߤ  0    - (- (ǯ ,F{   - x  xĎ x/ Dǐ Mσ    e߯ -x- x-   4%  4 4ox*   ! D$!  D D!* b   !߼ `߿ hg     !g 0 8 @ H P X ` hߡ P!    ߡ @!   ߡ H!   ߡ 8<  $c  !  % y- ߡ @#  $      a*  .   !ߥ 0ߤ H    $   ! $ *    !  @   	H 	   8  8 8/    @ 	H dߧ h	@- 8- @ 8-ǀ ,   $   '8*   !  %k      kX*`   !߬ @  $     ,`*    !߭ 8  $   mh*    !߮ 8  %     x p! ߮ H  $   Np*    !            #     /     g߸ X #-- -               #       #     /     g߸ X #-- -    J   !ߡ 0!          $-   #        @   #              #-  / ( dߤ `    - ߡ p  - #-Ă  #F ߣ 0 8  8c      (     e-    	H  d  8/	@-dߧ h @  8-   8-  /    F@     d&ߡ h d- &-  #-!   $!   A* ~   ! $!   a* f   !  $!     !* W   ! @%g p    !g<  $!  X% 9-߁  !  ߂  $! A  ߁  !  $ "    !߃  ߄  c   d $     #*` 0   !߅    0 ܥ p 0 (-ǀ ,߅    0 ܥ x 0 (-ǀ ,߅    0 ܥ  0 (-ǀ ,߅    0 ܥ  0 (-ǀ ,߅    0 ܥ  0 (-ǀ , $   %(*   !߇     $   !߈  ߉   ) 	 $     (@*     !ߊ    ` J  `LP-ǁ ,Aߊ    ` J  `LP-ǁ ,A %J   *P*@   !ߍ  ߎ     ߎ    h  $     -h*    !ߏ       x-ǂ , %   /x*   !ߙ  9 $   !*     !߁   $B!  "    ߂   $! C    CP! A*  v   ! ߃      ߁     c p!    d- "-c$F߁     ! p  "-# ߃      ߁     c x!   d- "-c$F߁     ! x  "-# ߃      ߁     c ! 8  d- "-c$F߁     !   "-# ߃      ߁     c ! 0  d- "-c$F߁     !   "-# ߃      ߁     c ! H  d- "-c$F߁     !   "-# $!   A*    ! $!   !* s   !߁  !    U   !߁  9 $   !*  M   !߁   $B!  "    ߂   $! C    CP! A*  4   ! ߃      ߁     c ! X  d- "-e&F)@߁     !   "-% ߃      ߁     c ! h  d- "-e&F)@߁     !   "-% $!   A*    ! $!   !*    !߁  9 $   !*  S   !߁   $B!  " ߂    B  "     ߁  * $   A*  9   !߁   $B!  "      "! ߂   $! C    CH! !*     ! ߃      ߁     c !(  d- "-g(F9߁     !   "-' $!   !*    ! $!   A*    ! $!   !*    !`%g `    !g<  $!  P% 9-߁  + $     a*  !   !  ߄     (߂      ܄ B8   - C-ĀAF @߂  @ F ߂      B   C-@  $B     b*@   !@%g P    !    V                                                                                                                                                                                                                                                                                      !             #             #             #             #             #              $          $             (   %          ,             0   %          4             8   %          <             @   %          D             H   %          L             P   %          T             X   %          \             `   %          d             h   %          l             p             t             x   %          |                %                          %                          %                          %                          %                                                    %                          %                          %                          %                          %                          %                          %                          %                          %                          %                          %                        %                        %                        %                         %         $            (   %         ,            0   %         4            8   %         <            @   %         D            H            L            P   &         T            X   %         \            `   %         d            h   %         l            p   %         t            x   %         |               %                        %                        %                        &                                                %            '            G            I            G            G            H            G            H            G            G            G            H            H            G            H            H            J         *            6             L                   T                   h   !                  |                                                                                                            #                                                                                  #                 ,                    4                    8                    <   
                 T                    \                    `   #                 h                    p                    t                    |                       #                                                                                                    #                                                                                                                                             $                 $                    8                    P   %                 l                    x                       %                                                            %                                                            %                                      ,                    L   %                 \                    l                    p                       %                                                            %                                                            %                                      ,                    L   %                 h                                                                                                        %                                                             %                                                         <   %                 L                    X                    x   %                                                                                %                                                                                                    %                                     4                    D                     L   
                 X                    h                       %                    
                                                            %                    
                                                                                                 4   %                 D   
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                    L   r                 l   r                    r                    r                    v                                                         (   r                 H   r                                                                                r                    r                 (   r                 H   r                 T   r                    r                    r                    r                    r                    r                    r                 0   r                    v                                                                                 r                    r                 8   r                 X   r                 d   r                    r                                                                         $                    ,                    0                    \                                                                                                                                                @                     \                                                                                   !                    !D                    !h                    !                    "                     "                    "                    "@                    "d                    "                    "                    "                    "                    "                    #                    #@                    #                  #                  #                    #                    #                    #                    #                    $                    $0                    $T                    $p                    $                    $                    $                    %                    %                    %                     %L                    %p                    %                    %                    &                  &                  &                    &                    &                    &                     &$                    &(                    &8                    &<                    &@                    &H                    &X                    &                  &                  +                    1                  1                  5|                  5                  5                    5                    5                    5                    5                    5                    6                    6$                    6D                    6d                    6                    6                    6                    6                    7                     7<                    7@                    7P                    7|                    7                    7                    7                    8$                    80                    8\                    8|                    8                    8                    8                    8                    9                    9,                    98                    9d                    9                    9                    9                    :                    :                     :@                    :\                    :                    :                    :                    :                    :                    ;                    ;p                    ;                    ;                    ;                    ;                    <                     <0                    <<                    <h                    <                  <                  <                   =                    =,                   =X                   =d                                L                        0            t                                    (                                                (            `                                                T                                     d                                                T                                    	@            	            	            
<            
P            
l            
            
                        |                                                            T                                    P                                                P                                                 <            `            |                        8                                    4            P                                    x            (            P            0                                    <                                                d                                                @            `                                     !            #            (            +$            +(            ,P            ,            ,            -            .            /            /            /            0            2`            5            6            6<            6\            6|            6            7            7            (        
T
d                        /home/naomi/work/LOAM/NEW/dyn_tios.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -O0 -m1 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_tios.f -fB,/usr/tmp/ctmB.BAAa000dX          INIT_DATA_OUT                      (DATA_OUT              d       hH_TO_Z        d             DEPT_TO_FOH              d       COMP_RICH        d             ADD_MEAN_OLD                    0OUT_MEAN              #      `OUT_MEAN_OLD        #      %      OUT_MOSF       %      &      COMP_MOSF       &      1h      ZONAL_INT        1h      5x      0ADD_MEAN        5x      <      `COMP_Q        <      =                       
    /home/naomi/work/LOAM/NEW  dyn_tios.f 񥭐~comm_new.h أcomm_data.h Úcomm_pbl.h comm_para.h Ӊ  	        %04)48HDIITHHHHH		HHHHHHD\\ddl]H\\\H HH"IDtIHPHHHHIHIHI4$4) !P-9-~<,),440H((4 0()~,d~0(, LL()(10(, LL()(}  <,,,,(<,,,(8dddd(),(8dd(}(<LLLLL),4H00 4(<LLLL)}(<LLLL)<LL||,,0h` !((,P(,,0,x((M,0\()(L)t\(t\0tQ(),8\((,,0,h|I(()|  <,,,,,(<,,)L,,(8ddddd(),(8dd(,8,08d((){,p) %B  . ?@
@           @	@              8                       AA@	AA
 	@          0                     ApA@	 	@              (              d      H Ap              (                      APk               (              d      | Ap             (                     A`B             (                     Ap"             (              #      p AP              0              %        AA@
A` 	@         0              &      
 AA@	 	@            (              1h       Ap             (              5x      p A`             (              <        APn               8                                    =                                            INIT_DATA_OUT       DATA_OUT       6H_TO_Z       [DEPT_TO_FOH       COMP_RICH       ADD_MEAN_OLD       OUT_MEAN       OUT_MEAN_OLD       *OUT_MOSF       QCOMP_MOSF       yZONAL_INT       ADD_MEAN       COMP_Q                              0            8             p            x                                                                                     8           @            h           p                                                                                  8           @            h           p                                    
                                                                        &            .           C            K            S           m            u            }                                                                                                                                            "           9            A            I           a            i            q                                                                                                                     
                          
                                                                                                 @                               	                        @      :                                                 z      _                                                  '       A                          $                        (        <                          ,                       (`      e                          4       0                )       8                         :                        *                                 ?                        *       =                         Ep  !                     g      V   	                      W   	                      j            
                 m                         q      -      	                 x   	                            p      	                 p                              0                          p                        P                                p                        ?                                p                        N       #                          p                       q                                p                        1       @                          p                        q                                   	                                                       	                                                     	                      0                               	                                                    &   	                                                 dyn_mem.o/      839864715   1572  1572  100644  27032     `
ELF                                    c0   @     @                                                  	                                                                 	                   #  	                 .                      5                      <                      C                  L                      U                      \                      a                      j                      s                        	                                                                                                                                                                       	                                                                                                                                                                      	      	       4                     	      	      |  $                 /                  :                 D              (  O               (  W                 a               `  k                 u                                ,                                                                    $                                                                  0                                  H                                  4                                              	      H        (                 3                  >                 H              (  S               (  [                 e               `  o                 y                                ,                                                                    $                                                                  0                                  H                                                                                   (                    5                    D                    T                    d                    u                                                           .symtab .shstrtab .strtab .comment .rodata .srdata .lit4 .lit8 .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames  .rodata .srdata .lit4 .lit8 .text mem_alloc_ s_copy s_stop malloc all_loc_ perror1_ malloc char e_wsle64 s_wsle64 __kai_do_lio64 mem_free_ free s_stop all_loc_ free_ e_wsle64 s_wsle64 __kai_do_lio64 mem_realloc_ free malloc all_loc_ min perror1_ malloc free_ mem_get_ all_loc_ model_memory_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ pbl_data_ pbl_param_ max mem_alloc_ datagrid_memory_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ mem_alloc_ .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames be::6.02:dyn_mem.o -G8 -TENV:PIC -O0 -m1 -TARG:abi=64:isa=mips4  mem_alloc: Wrong allocation request...Stop!     mem_alloc: Out of memory for <  mem_free: Invalid pointer...Stop!       mem_realloc: Wrong rallocation request...Stop!  zonal ave w     meridional sf   > !!!           u       uc      fu      um      v       vc      fv      vm      w       wm      h       fh      fhd     hm      pgf_x   pgf_y   cor_x   cor_y   nonlin_xnonlin_ytem     ftem    tp      tm      convn   dens    densm   dclim   hclim   tclim   pclim   sal     fsal    salm    sss     ep      sclim   tr      ftr     trm     sponge  relax   f       emx     emy     emxy    emx2    emy2    taux    tauy    area    q       qr      qb      wnd     sst     cld     solr    dtx     dty     dept    ubar    vbar    uforc   vforc   psi     zfu     zfv     bdiv    x       y       xp      yp      hsave   isk     iyk     isyk    nzi     nzi_b   wnsp    uwnd    vwnd    ahum    atem    amhum   amth    xd      yd      ixd     im2d    blcf                         g X H  <   $!    9- ߡ !       !߂  ߙ  $ +g   	dD  ߿       !ߡ !         !ߢ B  $ C    !ߤ           !ߥ   $     !ߧ    8   
   !ߨ   $	 	    !ߪ J   
P ߙ    	   ߫ b  ߫ k  ` /   !$  d `ߙ   p 	g `g $ ߟ    g 0g  ߙ   0g 0 	$   $ g  8ߙ  g 8ߦ  	 g   $ g @ߙ   @g   	$ ߙ     	   !  g ߙ    (% 	   !ߡ !    !   !ߢ B   ߢ B  $    P C*@ r   !  ( ߤ   -ߙ  $ $ g  	d $   ߤ P  *   !  ^   !߿   $     !ߡ !    ߡ 9  $   !*  N   !    ߢ   C-@ $B   "*@   !  ?   !ߤ   $     !ߦ    (ߦ   $   &0* /   !  8  @ߧ ( 8-ǀ  $   '8*   !     !ߩ )  $
 *    !߫ k   ߫ y  $   +X*`    !  `  h߬ `-ׁ   %   ,`*   !ߎ     ߏ  p!  ߼ H߿ Xg     !gP  <   p$!   x 9- ߡ p!       !$  $  ߙ   0 	g    g $ ߂  g dB  ߙ   dF P 	$ !ߙ     	   !  g ߙ    (% 	   !ߡ pߙ   	$  ߿       !ߡ x!         !ߢ B  $ C    !ߤ x          !ߥ   $     !ߧ x   8   
   !ߨ   $	 	    !ߪ xJ   
P ߋ  k   ߌ  mX#  ߼ ߿ g     !gP ` X p x<   $!    9- ߢ ߡ xB  !   A* C       !߄  d  ߙ  $ .g   	d x߿    	   !ߡ !   ߡ x!     ,   !ߢ B  $ C    !ߤ      ߤ x          !ߥ   $     !ߧ    8 ߧ x   8      !ߨ   $	 	 	   !ߪ J   
P ߪ xJ   
P ߙ    	    ߫ l   h*X ߫ k  `     !߿  P߿ p   0 $     ?*    !    ߡ 0   #-  ߢ P C-!A  $!     !*    !  q   !ߤ   $  "   !ߦ  Hߦ p   ( $     &0* `   !   8  H  ߧ ( @  8- Hߨ H	@-  $     '8*   !  K   !ߪ J  $ K "   !߬  @߬ p݌     $     ,`* :   !   h  x  ߮   h x- p߭ @h-  %     -h*   !  %   !߸   $      !߿  8߿ p    $     ?*    !       ߢ    C- ߡ 8 "-a!  $!     !*    !ߤ pߙ   	܄  ߥ pߤ   ߄       ! ߅    #  ߼ X߿ `g     !g<  $B  % Y-߂  B      %  g P    !g       ߡ !   ߡ !   ߡ <  $B  !   Y- ߡ ߢ !  B   "    ߡ #  $ ߡ  C *$  d!   "    ߡ ߢ !  B   "     g g ߙ  ߄  g  	$ ߁  d$ g g ߙ  g  	$ ߁  d$ g g ߙ  g   	$ ߁  d$ pg g ߙ  g ( 	$ ߁  d$ g g ߙ  g 0 	$ ߁  d$  g g ߙ  g 8 	$ ߁  d$ (g g g @ߙ  $  	   !$ ߙ  g Hg ߁  g  	d$ xߟ  g 0g g ߙ  g P 	$ ߟ  g g g ߙ  g X 	$ ߟ  g 8g g ߙ  g ` 	$ ߟ  g @g g ߙ  g h 	$ ߟ  gXg g ߙ  g p 	$ ߟ  g g g ߙ  g x 	$ ߟ  g`g g ߙ  g  	$ ߟ  ghg g ߙ  g  	$ ߟ  gpg g g ߙ  $  	   !$ ߙ  g g ߁  g  	d$x߁  d$g g ߙ  g  	$ ߁  d$g g ߙ  g  	$ ߁  d$ Hg g ߙ  g  	$ ߁  d$ Pg g ߙ  g  	$ ߁  d$ g g ߙ  g  	$ ߁  d$ g g ߙ  g  	$ ߁  d$ g g ߙ  g  	$ ߁  d$ hg g ߙ  g  	$ ߁  d$ g g ߙ  g  	$ ߁  d$g g ߙ  g  	$ ߂   dD( !!g  g ߙ    g  	$ ߂   dD !!g $g ߙ   $g  	$ ߁  ! 0     !߿   !$ g ߁  ߙ  g g ( ( 	d$0߁  !    ?   !$ ߙ  gg ߂  g  	dD X߂  dD `g g ߙ  g 	$ ߂  dD g g ߙ  g 	$ ߢ C  ߄   @d  C!g ,g ߙ   ,g  	$ ߢ C  ߄   @d  C!g 0g ߙ   0g( 	$ ߂  dD   B!g 4g g0ߙ   4$  	   !ߟ    ,   !߂  C   C   $ ߁  ߙ  g8g  8g 8 	d$(߁  "   " ߃  dd0  g <g ߙ   <g@ 	$ ߁  "   " ߃  dd   g @g gHߙ   @$  	   !ߙ  $ gP߁  ߥ g  	d$ @ߟ  g 8g ߙ  ߥ gX 	$ g ߙ  ߄  ߥ g` 	$ ߟ  g g ߙ  ߥ gh 	$ ߟ  g g ߙ  ߥ gp 	$ ߟ  g g ߙ  ߥ gx 	$ ߟ  g  g ߙ  ߥ g 	$ ߟ  g (g ߙ  ߥ g 	$ ߟ  g g ߙ  ߥ g 	$ ߟ  g g ߙ  ߥ g 	$ ߟ  g 0g gߙ  ߥ $  	   !ߙ  $ g߁  ߥ g  	d$ ߁  d$8g ߙ  ߥ g 	$ ߡ "  ߃   dd@ "!g Dg ߙ   Dg 	$ ߡ "  ߃   @ddH "!g Hg ߙ   Hg 	$ ߡ "  ߃   @dd  "!g Lg ߙ   Lg 	$ ߡ "  ߃   @dd  "!g Pg ߙ   Pg 	$ ߡ "  ߃   @dd "!g Tg ߙ   Tg 	$ ߡ ߂  !  dD  !!g Xg ߙ   Xg 	$ ߡ ߂  dD !   !!g \g gߙ   \$  	   !ߙ  $ g߁  ߥ g  	d$ߟ  gg ߙ  ߥ g 	$ ߟ  gg ߙ  ߥ g  	$ ߟ  gg ߙ  ߥ g 	$ ߟ  gg ߙ  ߥ g 	$ ߟ  gg ߙ  ߥ g 	$ ߟ  gg ߙ  ߥ g  	$ ߟ  g g ߙ  ߥ g( 	$ ߟ  gg ߙ  ߥ g0 	$ g ߙ  ߄  ߥ g8 	$ ߟ  g g g@ߙ  ߥ $  	   !ߙ  $ gH߁  ߥ g  	d$ ߁  d$ g ߙ  ߥ gP 	$ ߡ ߂  !  dD $! g `g ߙ   `gX 	$ ߡ ߢ !  B   " ߃  ddP  g dg  ߙ   dg` 	$ ߡ ߢ !  B   " ߃  ddX  g hg  ߙ   hgh 	$ ߡ ߢ !  B   " ߃  ddh  g lg  ߙ   lgp 	$ ߡ ߢ !  B   " ߃  ddp  g pg  ߙ   pgp 	$ ߁  d$`g  ߙ  ߥ gx 	$ ߁  d$xg  ߙ  ߥ g 	$ ߁  ! $ " N   !߿   !$ ߁  ߙ  gg  tg t 	d$ p߿ ߁    d$ x!g xg ߙ   xg 	$ ߿ ߁    d$ !g |g ߙ   |g 	$   ߂   @dD !g g ߙ   g 	$   ߂   @dD !g g ߙ   g 	$ ߟ  g g  g ߙ  g 	$ ߟ  g g  g gߙ  $  	   !ߡ ߢ !  B   " ߁    d!  ߄  ߙ  $ d'  g  	g ߢ ߡ B  $B !   " ߃  dd   g ߁  g d!  ߙ   d'  	$ ߼ ߿ g     !g  <  $!    9- 0߁  d$  ߁  d% g ߙ  g 	$ ߁  + $     a*     !     ߟ    ߢ 0   C-   -@  '     *   !$ ߂  ߙ  gg ߁  dE  	d$ (߁  + $     a*     !߁      !   - ߟ    ߢ 0   C- ( -A  '     *   !߁  9 $     !*     !߂  ߃  B   c       D-   C-    ߣ 0   d - ߢ 0 C-ĂB  $B     "*@   !߅  ߆        ($ ߉  ߙ  gg   g  	e$߅  d߅  d g  ߙ  g 	$ ߅  ߆   d 8g g ߙ   g 	$ ߆  $   ߼ ߿  g p    !                                                                                                                                                                                                                                                                       	                                                                            $             (             2             6             :             >             B             L             P             V             f   ;          j   ;          n   ;          r   ;          v   ;          z   ;          ~   ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;             ;            ;            ;         
   ;            ;            ;            ;            ;            ;         "   ;         &   ;         *   ;         .   ;         2   ;         6   ;         :   ;         >   ;         B   ;         F   ;         J   ;         N   ;         R   ;         V   ;         Z   ;         ^   ;         b   ;         f   ;         j   ;         n   ;         r   ;         v   ;         z   ;         ~   ;            ;            ;            ;            ;            ;            ;            ;            ;            ;            ;            ;            ;            ;            ;            ;            ;            ;            ;            Q            Q            Q            Q            Q                                                <                     @                     P                        	                 (                    @                    L                    P                    t                                                                                $                       
                    
                                                     D                    `                    h                    l                                                                                X                    d                                                                                                                                        	L                    	d                    	x                    	   !               	   !               	   "                 
   #               
   #               
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                                    $            ,            D            H            d            h                                                                                                                                    (            0            H            P            h            p                                                                                                                                    ,            4            L            T            l            t                                                                                                                                     @            L            x                                                                                                $            0            X            d                                                                                    @            D            d            p                                                                                                                                                  ,            @            L            `            l                                                                                                                        $            L            X                                                                                                $            H            L            l            x                                                                                                                                    ,            8            L            X            l            x                                                                                                                        (            X            d                                                                                    ,            8            L            X                                                                                                 ,            P            \            t            |                                                            t            |                                    L            P            t            |                                    (        
T
d                        /home/naomi/work/LOAM/NEW/dyn_mem.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -O0 -m1 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_mem.f -fB,/usr/tmp/ctmB.BAAa000e8          MEM_ALLOC                      (MEM_FREE                    `MEM_REALLOC             	       INTEGER*4 MEM_GET       Z       	      	       MODEL_MEMORY       	      H       DATAGRID_MEMORY        H            8                v 
    /home/naomi/work/LOAM/NEW  dyn_mem.f Wcomm_new.h أcomm_data.h Úcomm_pbl.h   	        
(((%04I,$E,E,(	h((((
(((!%(4E(<E(<E(<~(8)(,,-,,0-,-,,,-,,0,,,,,--,,,89,,,@@DD,-(,,,,-,,	,,@A@@@<A-,-,-,,,-(0,-=HHHH,- <<<<<,	LU}0,@)0,P,\)H0= %B  . ?@
@  $ >  . I?@
@           @	@              0                       AA@ 	@             0                     AA@\ 	@             0                     AA@
 	@            (              	       4 APJ               0              	      | AA@	 	@            0              H       ApA@
 	@              8                                                                                 MEM_ALLOC       	MEM_FREE       0MEM_REALLOC       gMEM_GET       MODEL_MEMORY       DATAGRID_MEMORY                                    0   U          8             h   U          p                U                          U                         U                     @   U         H             
   T             S                                      U                                  (   U         B            J            R   U         }                           U                                    U                                    U          
   R                        
   R                                                                                               @                              	                              ;                                                 
3                                                               @                          $                                                          ,                                                       4       0                                                :       0                                                @                                                       Fp  !                     ,         	                      X   	                      .             
                 n                         5      0      	                 y   	                      M      `      	                 p                      Z8       0                          p                        Zh                                p                        \X                                p                        ^I       B                          p                       ^      p                          p                        _       @                          p                        `;                                    	                      `                                 	                      `                                	                      a      @                         	                      b                              '   	                      c                           dyn_xir.o/      839864730   1572  1572  100644  38072     `
ELF                                    80   @     @                                                  	                                                                                  %                  +              8   2                  <                      C                      J                      U                      ^                      c                      k                      q                      u                      ~                                                           (                                                                                         (                  (                                    `                                                      ,                                                     *               $  6                A                 K                 Q              8  X                     _                     f                     o                     x                                                                                                   (          "                                                                                                                         (      (                                                                                                                                                                                  .      d          3         !        5      X  +                     2                     ;                     D                     S        90        Z        <        f                 q                  |                               (                 (                                  `                                                   ,                                                                    $                                           R      $                           V         (        X        2                 8                    D                    P                    ^                    k                    z                                                                                                                       .symtab .shstrtab .strtab .comment .rodata .srdata .lit4 .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames .MIPS.interfaces  .rodata .srdata .lit4 .text bndrys_ para_ gridk_ new_filt_ maskk_ bndxy_ shap_indx_ newcorn_ max0 wspace_ isign int e_wsle64 s_wsle64 __kai_do_lio64 grid_ bndxy_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ para_ gridk_ sorti_ bound_ set_pbc_ set_bpx_ reset_mask_ make_lok_ set_pbck_ set_bpxk_ grid_ bound_ mod perror1_ e_wsfi64 s_wsfi64 do_fio64 gridxy_ r_cosd atanf r_sind float stretch_ sind atan cosd sorti_ newcorn_ make_iox_ s_stop e_wsle64 s_wsle64 __kai_do_lio64 maskk_ reset_mask_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ set_pbck_ para_ set_bpxk_ make_lok_ para_ .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames be::6.02:dyn_xir.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 ('bound: insufficient space for lb.  maxnb=',I10,'$')   ('bound: only',I3,' consecutive ocean grid pts',' near (i,j or j,i)= ',2I5,'$') ocean/land periodic boundary not allowedMXBDY   trouble                ?        B4              gP<  $!    9- ߙ  P % ߁  H %  %  ߂   %@@% !  8`%0T  (X  U     !    !߱H߳8ߵ(߿X߼ ߶ ߴ0߲@߰P߷ gP%ߞ   H%`@%g g g (%߸ ߁     %߸  	8  ߸ ߡ  ߫߸߿  8 0 ( ߙ   X߿ P H߸ @߸   ߸ ߸  ߸ 0% (%  ߪ   %ߩߨ 	ߧ߿ ߡ  ߢ   "  ؏ $ ߦ  *ߧ  % 0 ߵ 0/  T ߙ      "        a   $FP "   ($' "     /ddߤ  - -ߦ -ߤߡ   -߅  fof- "- H P f  `H- ߋ  P- l`- eH e'   eeDe 	eߙ   ߅  ߦ %*    ߣ  j   $FPK   X$'L ߩ  *H* ߪ-f-K-fo߿ߪ  X K-   !   !ߢ ߁  $ ߥ ȯ  E 3  ߦ  ~*ߑ  ߇   _   !    E   4 "   I    %   a  0 0/ @ @-  dߦ   / -dߤ   -ߥ    % 9 8-     !   !   x-ߡ @-d&ddL " te  !   g/ UH- 58- C- #@-ߡߣ )- g8--ߣ4 h- ?/ /dj߄  dH  g  	d'  % 4$B  A      ߣ  b ߿߄    (b*  -  ߥ  9 I 8-      ߙ  $ ߂  A D  $(*  %߁   g B  C!!   "   (A#)    	g  ߿   !   !߂  $ ߞ  $ ߦ߶44  * t  4   P I )߁   #x *-B ߾ (- <ߣ /   "H-  ߡ 7d2 t3 *2   M @    ! 
<2- P3- ( U - -TP- (- -- jX- - (/ G /a-   !    &1 d d bek !pg9     !2 -&! 3-*  '   ! B P ( <U - -TP- (- z -- jX- - (/ G /aP-   !   !    && c&1 d b  "d ek !jg9  ߦߣ4   !$  $" ߡ - d! f@)    !   !߅  ߁  $ !   "*  ʯ  4 8 a  1߂   !߁   xB  '- <  -   $$   "- d/      !   !ߡ $ 7d3  !2 t!**  W $ A*ߣ  $   #a0* X#f  *- Xf   H <e)  g8- 	H 5H-4 i- P# h/ 8/ 9/"@-`%d)O)  F  D   `*  C "!`%!  g9 (d ߡ &   !   X#f  * #- Xf   @ߣ <e  f8- @ @-4 h- P# f/ 8/ 9/"@-`%d)   !O) @F MD  `*  C "!`%!  g9 (d $ $ * B* ߡ  @   !$  <fD  (fd d# ߡ   d!   s8- 2- 0- - (- @  - Hߣ- f-ߦߧ (-  -P-45H- (/  / 8- 0- 8/ 0/ g/ '/ -dcd0L F D L F   ! D	 $Y!&1   $ !   $!d d   $ d d $  f@$" ߡ 4 ߢ d! -"Q 诱 ߄  $ ߁  $  !   ?*ߡ    % @% ~   / (d"ߡ  - "-ߡ  ߦ  "-  Q8-ߩ q0*`%)   8 L X-   !   !h    (*  (   !p` ߙ  $
 dg` 	$ $ g ߗ  g h% hg   	$ @8%g g p% pg  	  %%@8%g  xg x 	  %ߙ   	   !ߣ    !   !ߩ   ~  )     _-   -'    F- E- -* B     X- ߁   "-    !   !ߧ ߆   d(P!  F ܌T t  $  !0*2  T   "   !4   h ~  ` X<h-߬`-4 _8/ -     !   !   !  yp* 	   !     !Yx- xx-       !d &1  4&0  *  +   ! B   ~   <׸-߶װ-4 z8/ -     !  y*  	   !     !Y- ȸ-9       ! y*  	&&      !Y- -!      !d &1  $ *3   T   "   ! ~  1  F0- x F0/  < F0-ߢ  FX-a-     !   !   !yy*  	   !     !Y- -!  a   !ek v&1   1&!  ~ *  +   !  B F0- x F0/  < F0-ߢ z FX-a-     !yy*  	   !     !Y- -!  a   !yy*  	&&      !Y- -!  a   !ek p&1  ߁  !     $ *2  T   "   !4   0 ~   < F0-ߢ F-4  F8/ -     !   !   !  y@*  	   !     !YH- 	HH-)       !d &1  4&+  X*` +   !  p ~  `B h `<p-߭h-4 gz8/ -     !  yx* 	   !     !Y- -       ! y* 	&&      !Y- -      !d &1  $ Q*1P   T   "   ! ~   	 "- x "/  < "-ߡ  "X--     !   !   !yy*  	   !     !Y- -B  b   !ek v&1   
8B&&  ~ F0* +   ! I A	H- Cx	H/ @ 8<	H-ߨ ?z	X-g-     !yyP*@ 	   !     !Y`- ``-  l   !yyh* 	&&      !Yp- pp-  n   !ek p&1  ߷$  x*0  {   -   ! < ~  8 xV- V/  V-߲ @-VH--     !9,
,y*  j*     !Y- ȸ-9  9,     !@    !J- -  ,&1 e e)     !   !ߧ 18&!  ~  *  F   ! B )x < 0- * 0/ ( z 0-ߥ  @- H--     !   !   !9,
,y`* jX*     !Yh- hh-  -,90` 
   !@    !Jp- pp-  ,   !   !
0yx* 	jX*     !Y- -  60   !` && @    !J- -  0&1 e e)     !   !0 $   ߹'  *  T?*  "   ! ~  )  E(- x E(/  < E(-ߢ  EX-a-     !   !   !yy0* 	   !     !Y8- 88-  g   !ek v&1   a&(  ~  @*  +   ! Y Sx HBlX-KX/ P 	H<KX-ߪ 	OzKX-i-     !yyh* 	   !     !Yp- pp-  n   !yyx* 	&&      !Y- -  v   !ek p&1  $    % ~  ȸߘ  - ߦ U  ߰P߲@ߴ0߶ ߿X߼ ߷ߵ(߳8߱H߾ g   !   !   !g 0<   @$!   H߭ H 9- PߧP X `߁   h"  % ߃   E  8d5  dw x   d> d$  6  x 2 $     * 08  F d#(@    ! `<e  g߭ @e ,-%B   pn   p߯    xp!% $c .f1 4f ߱((߸ H ȸ$t Ԡ* B $   ! <-߸ @ z-6-   !'   a    ߡ  ?   $c  ( b       #   !  $ !$' ?  f1 2f ߱(   !ߙ    %g  p 	ߥ HߥH߁  ߳ x6 $ *  B2 @    !  < /fd d&ߡP   &-  $-( --   !   !   3- !-f #  $c ߱(ߨH (B߳ x$d ( 0 *    ! s8- 0/ (<dߦP 8 0- /z ǀ-	--   !   !   !  - - ȸ 9-8-$t #  f $c   ߱(   !ߥ x$ *ߔ  ߢ  >2 (@    ! <  d   / dߤ ( 0-ߤ  - ň- -!-#    $c f1 3f ߱(   !(߫ x HB$h  P@*     ! kX- 	H< 
P/ XeMߪ 	OzM`-ߪMP--K-)-   !   !   !#  $n   $c . f1  2f ߱(   !   ! %P%ߙ    ߫ P߰ p    !   ߉  g ߇  ߦ 	ߥ @ %8%  ߢ ߧXߨ`߲hߟ  ߙ  @H%g(߱   (%ߐ   	  %H%@0% (%ߙ  ߫ p  %ߪ P߈   	g  %8%߱(ߢ ߨpߩxߡ ߙ   ((ߡP  ߡH ߡ ߡ ߁    ߋ  ߪhߦ ߐ   	 (%ߎ   $ ߄  $ a*ߣ x <  Eߢ  d  `% c- / d!-ߣH߿P a-$ -   !   !C*  -2J @    ! 
 <f  ( 'e-$X-&  0- 0&0-g9   +$c  @B$g H-G8*    ! 	H @<i- Gz(X-   !,  h-, `- h `-h-,`-$j   g9 $c +     !   !$ f -߱(߫ ߙ  8%eXߩhߐ  ߨ @ߦ  (% 	ߤ 8< ߤ  $ 4&@߁  ߾ x np*ߧ p  }ߢ $c D  (<d7  d)  @d> |d@d3ߧXߡ`dd5 8/ߡ P   &- D  /4d &0/ߡ(- '-(d   #- / g߿h   -   -dp  g    !   !   !P%ߙ   X%߁  g ߇  ߉   0%ߥ @!  ߢ      	 @ %ߡ f g fR@ߢ fs ffdC ߢ -4 "-ߢ   (°-H%@%ߙ  8%`0%߿ ߁  (%  	   %@H% @%߿ 8%0%ߙ  ߡ (% 	   %f g fR@fs f߿ f-߿ 4ߡ g "--ߡ     !   !   !߱(߂  C ߰ x @<ߙ  $ ߦ X(4 d *ߩ hߊ      !$@ (4 8-eW ߭@ 0  h% G@`% eK  P  (/4  8/ dߥ@-  (-d  ߨP (-	-g ߉   ߧ d ߱   ߫ 0%ߪ ߥ H 	ߤ ߢ h $ ߡ XÈ*  >2 @    ! <f f  %- DX- 4 "/-   !   !!  - a-!  $c aek qg9    !   !ߥ h$b    B*@    ! t8- u0- <ߤ X  - X- z4 /cP-   !   !   !)  ( 	H-@- 	H @iH-h@-)  i།  hek jg9    !ߙ  g ߱  (%߲  	@ %g ߫ f@߯ ߙ  ߭ fJ 4 f,@ߪ nX-߉   eJ -- ߪ  eK@f ߪ ߧ - ߱(ߞ   (߰ x4$ ߳ `$@ * c   ! < ߂  dW    % /d^ xd"ߡH - "-   !ߡ ` t$ ߹ PC*  >2I      ! 	<f f $- "X- 4!/P-   !   !!  - !-!  $c aek jg9    !   !ߥ `$b    BB*@    ! t8- u0- <ߤ P  - X- z4 /cP-   !   !   !)  ( 	H-@- 	H @)H-(@-)  i།  hek jg9    !`(%ߙ   % 	g g f@ߪ fs@
-4
f -߱(   !߲ ߴ߶ ߿8߼ 0߷ ߵ߳߰0߾  g@g %  %  % h߯ h@%<  $ $
  p߮ p `%$"    x   Y-8-߬ x   `߿  %߰ `  ߱ ߲  g   !   ! ǔ *  ߩ `j  ߰Ǖ +  %h     fH*1   ͯ X h<  6   o   H-   !   ! ȸ Y-A-9!!#(!      !'! "        !%A %J  
X *  v   !+-%$! %#X-$! j  %J  3*  t&  u  j     !   !$ d կ Xߡ `+     !   !ߢ pߥ h 8$  8-a*B       ! B < z (-   !   !   !  HIH-A-9!!#(!      !'! "        !%A %J  
H *)-  .	X-$!!#t$! j   3*%J   s)&  u  j      @A-H@-!!#$ (!    X'! "     G   !   !   !%A %J  
@ *(-  .X-g ߙ  ߟ      g  g ߙ  ߁      d0     !߂  g ߙ    dP     $  ($ H   	g  $ $ ߙ   0ߦ xg 0 	g ߙ   	   !` %ߙ  $ H 	g   )ߣ ! #&$! t 3*j    %J      !   !)  u  j     !$ d  Xߡ `+     !   !%B  !-#-߰ ' b  *߳  T4   !   !߳ a   !-! A-߲ ߢ p! C  $" C     ߅  ߙ  $  b  ($ Hd    g g   d 8 $C    \ "# 	 Xߡ !   !-$ $ ABg @ "# 8g 8$! ߙ  g  @ 	 %$ g X % Hg H 	g  %߱ $ g \ P߰ g P 	g ߙ   	   !$ Hߙ  g  	g ߿ ߼  g߱ ߿ ߼ ߲  g   !g@ %߭  x %  %  ߬  h % % 0%ߨ   ߩ  p`%<   $ $  $ ߱ A   -(%   `%ߙ   0   ` X P H @  [ (D      F F` X*` _FC    ! p<e ߯ e e  wh/ `/-ǖ Ǘ ee   !   !&D FNNNf & ߳ ߱ ߤ  BD  & F! ߿ & *D   6   !   -(-߿ F- < / / z X/ǖ Ǘ  H/g9d*@-N&`N    !   !& D0 &D( F1F)`N  N
NN	f N6`N.      !   !   !ߪ ߫ ߣ ߧ  0    	ߧ ($ ߢ 0   !g  @ %ߡ  ߿   ǖ N  Fv  $  8 |    ^   !ߥ2  &AD@   G  F9FB $ T*2Q   F?C     !ߢ   <dB ߣ dc d  ' p/ P/-Ǘ  dsdU&DH FJ`NJ`NNHf & ߳    !ߩ  @BDX & FZߪ &G8*DP     ! `,H-LX-ߪFRL- @<p`/0P/ GzpX/ǖ Ǘ 0H/eeJ@-N]`NV    !   !& Dh &D` Fk`Fc N  N
NN	f Nm`Nf      !   !   !߮ (߫ 8%  ߲  ߳ @0%% (% ߮ ߰ ߙ  p-߯ - ߳ x-f
  ߤ  e 	e  a   !߰  ߿ ߗ  %     Y   ! 0  	$1F % 	 %ߡ 0  .  FsF D F %Fv 	 %F FFCߙ     	ǌ %߿   $  %ߖ   4*O8ǎ    5F&ߢ D g ߣ߿  FF`dB dp  P/ 0/   <dQFBd2 F-  L    !   ! 	 O  % % 	N F % % 	N %F &  %&D FF   f   L= ߳    !   !߱ ߴ ߶ x׸ `׺ P׼ @׽ 8׻ H׹ X߿ ߼ ߷ pߵ ߲ ߰ ߾ h g    !   !g  % 8 %  $"   * (  $> #
   @ 0      f C ր*߰ @߲ 0ߴ  ߶ ߷ ߵ ߳ (߱ 8߾   g P%% #  O`%  0%V#p8#        ! ȸ$ >&R $ H-1 `    ! 	H P@-8-   !   !   !$ p!
    I`* +   !	  @-   8- x$ p- h*     ! ȸ$ p@-8-   !$ 
    f*I*     !	    @- 8-
    I*    !     !   !   !	  @-    8-  0%V#p#3 *    *& 
  C "  % %' 2t  
   ! < !-   !&R   f    !&U &A *     ! B < "- z-  &R  f &U    !   !%ր*    !߰ @߲ 0ߴ  ߶ ߷ ߵ ߳ (߱ 8߾   g P   !%  % #  d`%V#p# 3   X&R %c$a ` S09      !  - ( 0@-8-   !   !%`-&h-
    p!I*  A   !	     0-@-     (-  $B  8-Y   0$A    a*  /   !-%c (@-8-   !%h-&p-
     0-I*  !   !	    @- 8-     (- 0-
    -  I*X-$B          !   !,  	  a  @-!   (-   b* 8- ڭl     !  %V#p# 3 *   X   !& *
  C   !   !   !g P % H % @ % 8@%`% x$ <  '    ߩ $$$ $    ߪ   * -   ( @(% h߫ ( X1   `( ǔ Ǖ &2߳  pP  B*    0   ! @!' *'  g+ X!   !     ` l`-%  %m    %   @% @8%   !   !  x   $   ox- a- x-E0*+ @! 
'9 $    !   !`    !'9 $ @    !'9 $ " 3   ! `!&  `# H-X-P-(   H-$  -!% F F D   a-F  !) 	)a-`9  Y   !$ - `!%!D  FF  a-#) 	a-b)!A   !X!   !   ! @(%߫ (B*   ߳ X߾  ߱ h߲ `  ߰ p߾ 0ߵ H߿ x߼ ߶ @ߴ P߷ 8 g g    `%     @  %  ߮   $   %$  x  % ($ <   x   ߨ %k    $ ߥ @  $  P    *  *y- `< H$  X%  D 0$  X o߬ (e  p p-߮ 荅   hϘ- ` `--,-   !   !   !0  '   !&1 c   ek   f ߰ ($         !C  fR '   ^      !c  fs $B        !$  
   !C  c  $B   ' fR fs ^     !1g9 4$c ߳ hߴ `߲ pߵ Xߡ   %g  ߷ ߄  ߹ 0  $  X   ! h  U   !"   P    $ ߣ  `g $ g  c  d   < pd   >    -ߡ    Xߕ   #P- "H-   !   !Y  +/!  + + + "$ +  f -a  + + "$     !   % 8 	 %$ (@0%ߙ    (% 	 %ߙ   	   !ߙ    (% 	g ߿ 8   !   !ߡ "   P   '   ߡ   "P-    "H-߳ hߴ `߲ pߵ X߰ ߶ P߿ ߼ ߷ H߱ x߾ @ g    !   !  g  % X%  %  %@% 8$   $ $
   #*  ߬      < *     p  (    p p/e 0 N-  H @10  	@B**   !      !     !c    x<g   X-/X-   g9 +%J c %Y  <9*     !     -   zD-!X-     g9 +   !$c $
 #* **߰ @߲ 0߳ (  ߡ   \   !#   f    f   f  8<f  ? @ -  / (  d!  0 A- 8$ $  *  :   !$s-0I      ! 	H<j@- *- 	P> @$	  *X-H@-AP-   !$c   g9 A  +QP-   !   !c $a dy  *     !  y  B < 0>b-  0-C@- "-    "-&H- CP-AX-  A  GP-  g9 a  )gX-d d ߰ @߲ 0߳ (   !   !߱ 8ߵ ߶ ߴ  ߷  g P   !$ g`$ ߯     ` %<      $#   ((A  y- 0 0ǔ ߭ 0 8ߌ   ph L߬ ߮   ߭ x-       x% Hx% P  h`% % %e  1 .   `B 1   `B 1   `B  ` / ߯  `Pf߱߰ x-߯X߶  7- ` `- x `/x- ep$  L`- @  `@*- XH   !ߡ X߹   %$ ߩ ߤ $
 d $ 9   ߥ ߡ h>* B   0 a      $  (< 8>$ $  (-ߣ H `% f-` % (ߣ @  e-  g )  k ߬ ߮ 3H*-y h-   `< p߭ @ g-̸-߲  f ߸- x%  8     ! %  x   !   !$߹ (ߧ  # *@-ߩ X9  *  k   !  i   !ߡ8- #	H-$% $ 0   #   ! <  P% 8ߨ @ 	H8- 	@- X-	  )-   AP-	- `A  LL  F   L-    	H-!T  &R $!  d e !   !8-&A $  *  8   ! Bߥ  0-ߥ X < (- 8 0ߥ @ z 8-  @- 0-	   	-)-  AP-! $+	- (C  LE F E-"    	  	+-)-T     AP-! $+	- (E  LE F!  E-$  T  d +e %   !   !x$    !   !ߡ ߿ 8ߦ ߥ    !߹ !  ߤ (ߧ ߫ X %#  $!   9  ߷ $*  ߨ   p   ! 0* m%P-H@-KP-$  8#``%$  Xߨ @3  $   ! H< 	O 
P8-
@- -   !	   	)h-- h 
 MP-	p- xG  LOF1 Op-     !   !T  &R &  d e     !   !ߥ Xߤ  B&A !*-  6   ! $ - < %- ($   ߡ @ z %8-  $@- -	  	 - 	-)-  ( AP-! $+I  LE F	B  E -    	  	0+-)0-T   0 	H- FP-& $ 	`K  LLFR LH-*  T  d +e $
 ` %߮ H߭-߯ e ߮ߩ  o-߱ X` %$ ߰ ߲ ߶     !6   ߱ hf1   ߾ H6 g $ W  ߲   <-R   ȸ߸ @  - -(S*0  $ ߡ(8ߥ Hߦ  (-!  ߧ @ ,9  0< (- 8>ߦ  (-$  8- 0ߥ @@ -   !߬ (  ߪ8-? H%  8     !     !$ ߫8 ` %߸ H߭߮8mX#  %߮߯lX*`    !%p*    !@8% x#% 2   -   ! <߹   -߹ X >-ߡ - CX- ȸ߸ @ 0-(-   !   !   !  )-   AP-	- M  LC Fc  C-,   	-ߤ aT  &R d $!   (- 0-aߪ fD ߥ H&A ߩ   *ߨ X  K   !   B   <$  > X% c- - *- ((- )- 0  8 (ߡ @ 8- &0- @- 8- @ %(- 8  (@- '8-   !   !   !   	-)-  AP-! $+	- HO  LIFs I-.    	   	+d -)-T      0- AP-! (- 	$+	- HQ  LI F  I-0     !T  @-+ 8-%   !   !߿8ߣ ' ߿8ߡ@g ð-O   !   !ߣ $ ߡ 8ߦ ߥ     !``%ߡ c  ߤ (ߧ ߩ  e#  $c   !  ߷ d*  ߨ H`    ! 0* %  8#$ @8%3  +   ! P<  @	@-ߩ X 
X>	H-ߪ 
@- 	PK- Hߨ @
0-	(-߹    	)h-- h 	 MP-	p- xS  LOF Op-     ! 0-T  d &   (-&R     !ߧ ߨ fD &C  #* B  J   !ߡ H 2      <$  > H% c- --ߣ X-- 0   (߿ @ (-0- #- '- (-  @-8-  	- 	-)-    H AP-! $+V  LI@F@ I-u  	  T   0-d 	`- 	P+-)P- 
P   (- h JP-+ %k@  LMF  M`-     !T  @-+ 8-$ ` %߮ e ߯  ߮(  ߯0e S*(   !   !߶ $   ߶ @*ߡ ߿ ߧ ߙ  $ !   >*  9  ߡ X> SH*  Q   ! '   0ߣ h g ߤ Pߪ d ߤ Hߥ    (-J  d  - 
P< `ߡ @ 
P> ,-jP- - (-  (    #-   %- $-   !   !   ! y     P       ! p6h- 7h-p- hW   Mx-LX  %        !   !   !     ! 7 -6- (- ȸv  Y -9LE  '9   9   !ߡ  a---ek jA-   !ߡ X߾   %$ ߣ hߥ ߧ  %     %ߦ   *   e ߩ H 	     ـ*      !   !ߥ ߡ   q %$ 8ߣ   $   !ߡ H $- < %- 0> $ ߡ @ - #-ߡd!     ߡ h-&R  2(-ߡ  ( #-ߣ  e-!  a  ߡ8ߥ $# ߡŰ-78ߡ ߶8ߥ &  (<!   (> #*ߣ H  >   !ߡ8 a d*   C  8- $-ߥ    %- d- 0 e-G-ߡ @  &- #X-   !   !   !ߡ h  -  y  &R  2(-ߡ  ( #-ߣ  e-!  a     !ߡ h  eJ !-&R  2(-ߡ  ( #-ߣ  e-!  a     !   !ް-W~X-ߡ $ +     !   !ߡ $ #  d*  y*   !   !ߤ ߡ  %  %߾ x8+  ߡ X cyP* $   ߣ h d ߿ y*      !   !ߡ Hߣ8  M  %    ! #   dc ߥ  < e- (ߣ @  e--   !   !   !       !&R 2- -  0  f $ ߣ8$ a*  ,   !ߡ H #   ߡ  d-ߤ  < d-  ߣ @ z d--   !   !       !&R 2- -  0     	   !&R 2- - 0     !   !f    !ߡ +  $    !   !ߡ ߣ8$c !   #*y* 8ߡ ߿ ߿ X߾ x  %2ߡ h@ u  %ߣ     #  %ߥ ߦ H    *   ߿ $   \8$	  !   !ߣ H (< d- 8>ߥ  e- (ߣ @ Ǹ- e-   !߮8ߪeJ     &R 2`- h߬ ``-  ߰ % ߮а-8   !   !߶ ߷8ߧ ߸8& ߿ g
    <װ* -   !߹ H8   Y  >--߿   -$- ?-C-߸ @ ȸ-X-   !   !       !&R 2- ߡ ` #-0  p  ް-  eJ &R 2(- 0ߥ ` (-     !W~X-  $  %ߩ $ *  dH* Y*߿ ߾ x߭ 0߬ p%߭ `* 0e߭  e( ߱߳p߶X߷Pߴh߲x߾H$ ߯ $ P  px*h b   !߱ f 3  ߴx Xf  <fq  X`P% / fS߲   S-  Q--6/H   !   !$ N  $	 u*&~  5J-3 @    ! < '-  > $  d- A-& e)    F  1-   !U & f a*     ! B  
  < >-    '- c-  ^- A--ѐ/   !   !N2  F  f !  4-F d f f ߱߳p߶X߷Pߴh߲x߾H   !߿߰ߵ`߼   g   !   !gp X%j     %   0%<   `(% 
P<  x$ a  $B  ߫    0* Y- 
P>       h @% @ % p  %߉   P  X$L )   H @%7 ` ( 8~   HB 
-2  0   !   !   `   X%  @ h p mh- np-$
 *   i߫ (  g   ! %   ! x< >$ $ H-   !   !   !`    ! -  a-!       !  @X%   !   !/ 8 g8--a ,  + 8+ '$     ! J#$+ g9 )%J ߡ 0%Y  <*  ;   ! > !-@%A8-   !   !` %I  -  a-!       !  @X%   !   !/ ` l`--a -  + `+ ,$     ! J#$+ ` 
   ! -  a-!      !   X%   !/ H iH-)-a -)  + 	H+ )$     ! JX#g9 '%J    !ߡ ` 
   !'  @ (8-ߡ   (-4   !   !&   ! 0-f1 6w (-߲ hߴ X߷ @߿ ߵ P߳ `߶ H  ߱ p߾ 8߿ ߼  ߰ x g    !   !   !  g P% `< % X % P %  %<    $   $    8T   $* -& X ` X/  @   (% @$     H% pB 01 ek h> -ǔ Ǖ $  X  - -$  x* \/  "   !fY   < Ϻ@-(-   !   !   !	  -* G    !$c  C  - !X-)t  @8%   !   !u@8%!e $    !$ *  5   !F- (ߡ  <@- z(-   !  , G  H%$c  C  - !X-)t  @8%   !   !u@8%!	 -* G e $c  C  - !X-)t  @8%   !   !&u@8%   !   !   !   !V-fs ~  -߳ @߶ (߷  ߵ 0߲ H߾    !   !߰ X߿ `߼  ߱ Pߴ 8 g p   !g$      % 0  $  (  *`%2   s    @ 2  8P   B  2  @ @/*e(0-      !   !  W  P%` !   !  a Y H< 	Ol`- [xl8/dk i@-  H   !m h h--h- h h-    ek %J  
pp- np-   !h$    !   ! $  x* /   !  8- < rX- x zX8/q@-  Hy ȸ -99- ȸ -9       !%J  
 '- a-9   !a    -!!-  -9    ek %J  
 '- a-9   !h   !   !   !$B $ * *߳  ߴ ߰ 8߶ ߱ 0߲ (ߵ  g @    &                                                                                                                 
   	             
                                                               $             (             ,             0             <   (          B   )          F   *          J   +          N   ,          R   -          V   )          Z   .          ^   /          b   )          f   (          j   (          x   5          |   6             4             3             5             6             6             6             4             3             <             <             :             :             :             9             :             8             :             E             F             D             C                                                   	                  (                     @                                                              $   
                                     @                    p                                                            $                    L                    P                    T                                                                                                    0                    8                    |                    0                    4                    d                    l                    
t                    
|                    0                    P                                                            4                                         x                                                            0                    '                    (                    0                                        )                    &                    0                 <   '                 @   *                 \   0                 t   +                    &                    ,                    '                    &                    0                    '                    '                 <   -                 L   0                 x   '                 T   )                 \                    d   0                 h   &                    .                    0                    /                 |   0                    )                    '                 0   &                  p   (                     )                     &                     0                 !0   '                 "t   (                 #   1               #$   1               %   5                 %                    %                    %   5                 %                    %                    &                     &   5                 &                    &@   6                 &X   4                 &h   3                 '`                    'd   5                 'x                    '   6                 (4   4                 (D   3                 (   7               (   7               (   <                 ,   <                 ,   :                 -T   9                 -x   8                 3P   A               3p   A               6   B               6(   B               7                    7                    8   E                 8   F                 8   D                 8   C                 <8   H               <D   H               <p   O                 It   O                 S   Y               S(   Y               Sd   Z                 VH   [               VX   [                            L            `                                                            `            ,             t                         "            #t            #            &T            &t            '            (            (0            (H            )x            )|            *            *            *            +`            +            +            -`            -            3            3            7            8            <d            V            V                         (        
T
d                        /home/naomi/work/LOAM/NEW/dyn_xir.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O2 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_xir.f -fB,/usr/tmp/ctmB.BAAa000eC          BNDRYS                      (BNDXY             "       xBOUND       "      (|       GRIDXY       (      .      (SORTI        .      3      NEWCORN       3       5      MAKE_IOX       5      9(      8MASKK        90      <      RESET_MASK       <      R      SET_PBCK       R      V      pSET_BPXK        V       X      MAKE_LOK        X      Z               C        d 
    /home/naomi/work/LOAM/NEW  dyn_xir.f ꧐comm_para.h Ӊcomm_new.h أ  	         |i/~,4
8	p($x( )4(,y4,X&}8l8|8l8h9)S|8M~81	h-i. ,D4ip<=EP94T-,\ +)!`X !I=L{i	]y=8!ue `:0$4$`:pD$ i<@<P!~&$8pH0P%{5(
)|{ ,$<	} }+%5(2P	<\5he""AzX$~$4`
}->!`d}-B!i@
}1TEdp}-UA<"	mUO
YT,MU!A-]y*~4<,ID Q	&}9 ExM, %B  . ?@
@           @	@              H                       AGDBDBDBBA@EBL           p                     ASB	C
CCGAAA@CZj\MEbHYc\TGg         0              "       AABB@J^        h              (      ( AC	BDG
GEACB@AAAAATTK_NzVJV        @              .      d APA	BEA
DAAAA              P              3        AABBB	C@RBBFD
y             `              5      X ACDGJ@EGFEDCuKIGH~           P              90       BPACB	CIGFCmNDDI         p              <       BGIA@HM_
EC	KIDA
BBGB	PJ           P              R      $ AKJ@CCCBC	A
BB       P              V        BpDBIF@D	BB
BCJn            @              X       A@BCCHBCGd          8                                    Z                                             BNDRYS       BNDXY       *BOUND       NGRIDXY       sSORTI       NEWCORN       MAKE_IOX       MASKK       RESET_MASK       1SET_PBCK       XSET_BPXK       MAKE_LOK                   y             0   a          8                a                          a                      0   a         8               a                        a                     @   a         H               a                         a                     x   a                        a                     (   a         0             
   `             _                                       a                                 "   a         6            >            F   a         [            c            k   a                                    a                                    a                                    a                                     a                     !            )   a         @            H            P   a         g            o            w   a                                    a          
   ^                        
   ^      9                                                                                              @      	                        	                        
      F                                                 ^                                                        @       @                          $                                                         ,                       0                                 4       0                @       $                         :                        p      Z                         @p  !                     k8      &                         R   	                      l`            	                 h                         o@                             s   	                      z      P                       }p                      }0       @                          p                        }p                                p                              K                          p                        c       #                          p                             h                          p                               @                          p                        .                                    	                                                       	                                                       	                            `                         	                                                     !   	                                                    5p                       0                            dyn_io.o/       839864732   1572  1572  100644  116168    `
ELF                                   0   @     @                                                                                                                   	                   "  
                   (  
              4   4                      :                  E                   P                  Z              (   e               (   m                  w               `                                                      ,                                                                        $                                                                      0                                    H  	                               0                                            $                     *                     .                     =  
      4        I                     P                 [                  f                 p              (  {               (                                  `                                                   ,                                                                    $                                                                  0                                  H                   $              0  .                     4                     :                     A                     G                     M                     V                     _                     n  
      8        z                                                                  (                 (                                  `                                                   ,                                                                    $                                   "                -               0  8                 >               H  I              0  S                     W                     ]                     d                     p                     |                       
             @                         
      (      x                                                                    (                 (                                  `                                                   ,                                                     (               $  4                ?                 I                T               0  _                 e               H  p              0  z                                                                                                                                                                                                                                                                                                        
      %          
      ',      N(  	                                                                                    $                 *                 5                  @                 J              (  U               (  ]                 g               `  q                 {                                ,                                                                    $                                                                  0                                  H                                                   x                 (                 ,                   "              ,  *                 1                7              X  ?                 G                 Q               4  \               T  h               d  t                                                                                                                                                                                                                                                                                                                                                                                                                                                       $                     -                     8                     C                     N                     U                     _                     h                     q                       
      uT      
                                                                                                                                                                                                                                                                                                      	                                        $                    3                    C                    S                    d                    t                                       .symtab .shstrtab .strtab .comment .data .rodata .srdata .lit4 .bss .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames  .data .rodata .srdata .lit4 .bss .text init_rstrt_ s_cat new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ run_ new_save_ opda_ mlen_ wrda_ len segm_from_iox_ read_rstrt_ s_stop new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ run_ new_save_ opda_ rdda_ irdda_ idig_ clda_ e_wsle64 s_wsle64 __kai_do_lio64 keep_rstrt_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ new_save_ mod wrda_ iwrda_ ipast_scpu_ ipast_swll_ flda_ close_rstrt_ clda_ dump_rstrt_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ new_save_ opda_ rdda_ irdda_ clda_ enso2date_ real enso2res_ mod e_wsle64 s_wsle64 __kai_do_lio64 e_wsfe64 s_wsfe64 do_fio64 segm_from_iox_ model_input_ s_stop i_nint s_cat s_copy para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ files_ run_ param0_ grid_ coords_ winds_ wnfils_ shapi_ vert_ strech_ errors_ new_filt_ pbl_param_ baro_files_ y12m_input_ baro_input_ inp_flt_ inp_days_ inp_def_ time_ ctime_ inp_file_ inp_vrnt_ inp_int_ inp_trace_ mlen_ inp_str_ nint inp_date_ date2enso_ max0 wspace_ real inp_rarr_ inp_iarr_ max perror1_ pdens_pnt_ mem_alloc_ read_mask_ flush_ f_open064 e_wsle64 s_wsle64 __kai_do_lio64 read_mask_ s_stop s_cmp s_cat s_copy inp_def_ ichar inp_wnxt_ e_rsli64 s_rsli64 __kai_do_lio64 e_wsle64 s_wsle64 .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames be::6.02:dyn_io.o -G8 -TENV:PIC -O0 -m1 -TARG:abi=64:isa=mips4       Jan.Feb.Mar.Apr.May Jun.Jul.Aug.Sep.Oct.Nov.Dec.Resrart file for        The file <      > is not a RESTART-TYPE one !!  The model dimensions are different from the restart data!       Dump of the data file < NTRACERS =      (A30,A4,I2,',',I5)      Model Starting Date:            Scheduled End of the Run:       Current End of the Run:         (A30,I5,' Years',I3,' months',I3,' days. (',I7,' steps.)')      Scheduled Length of the Run:    Elapsed Model Time:             Number of restarts:     Last Re-start:                  Last New Run:                   Last Save:                      (A20,I5,' hour ',I3,' min',I3,' sec.')  Total CPU  time:(A20,I5,' hours',I3,' min',I3,' sec.')  Total WALL time:Use_variant     Output_dir      Base_file       Save_file       Restart_file    Wind_file       wind_data       Temp_file       temp_data       Salt_file       salt_data       Psi_file        psi_data        SST_file        sst_data        SSS_file        sss_data        Cloud_file      cld_data        Solar_file      slr_data        MxlTcl_file     mltc_data       Wndspd_file     wndspd_data     Uwnd_file       uwnd_data       Vwnd_file       vwnd_data       Airhum_file     ahum_data       Airtem_file     atem_data       Bath_file       bath_data       Map_file        map_data        Pre_proc        Error_level     Run with control file < STARTED:        RE-STARTED: (code=      Time_step       Run_time        Save_step       Save_mean       Energy_step     Starting_date   Periodic        number of sigma layers must be 0 or between 3 and nz    Grid_type       X_stretch_pnts  Y_stretch_type  Y_stretch_pnts  Baro_solv       Baro_step       Baro_defcor_step        Baro_scheme     Baro_solver     Baro_depsink    Baro_delta      Baro_rayl       Baro_err        Baro_errfile    Baro_nnonz      Baro_niter      Baro_iflag      Baro_aflag      Nonlin disabled (ie, always nonlinear), please do not use       Thermo = 0 disabled     Salinity        Solar_penrad    Solar_gamma     Clim_psi        must use Nsigma > 2 if Clim_H <> 0      Clim_htop       Warning: check Clim_H vs. Clim_TS...    Warning: to initialize temp, use icl_ts <> 0    Warning: to initialize salt, use icl_ts <> 0    Clim_relax      Sponge_width    Relax_width     Clim_coef       Clim_coef_psi   Clim_nlat       Clim_slat       Mix_step        Mix_hmin        Mix_hmax        Mix_ric1        Mix_ric2        Mix_usegam      Mix_gam1        Mix_gam2        Mix_wtop        must set Nsigma>1 to use variable depth mixed layer     Vert_Top        must use Sigma layers for non-constant depth mixed layerVert_Bot        Vert_Bot ignored, use Nsigma to determine last layer type       Vert_Bump       no interface bumps allowed, reset Vert_Bump = 0 Vert_Fix        reduced gravity runs disabled, reset Vert_Fix = 1       Vert_Sys        Vert_Sys ignored, H is filtered only in sigma layers    BC_bot_temp     do you REALLY want constant bottom temp with bathymetry?reconsider using BC_bot_temp = 1Shap_vel_constant       Shap_vel_order  Shap_vel_type   Shap_vel_step   Shap_scl_order  Shap_scl_type   Shap_scl_step   Wind_forc       Wind_cos        Wind_tauxy      Temp_init       Temp_coef       must use Temp_init = 0 or 3     Salt_init       must use Salt_init = 0 or 3     Temp_froude     Heat_forc       Cloud_forc      Rlx_time        PBL_step        PBL_advec       PBL_wmin        PBL_delta       PBL_depth       PBL_betav       PBL_grad        PBL_south       PBL_north       Layer_volume    Bathymetry      Bath_type       Bath_min        Z_profile       H_profile       Z_profile or H_profile: not enough terms...     must specifiy Z_bot as well as Z_profilenegative layer depths, check Z_profile  negative depth of last layer, check Z_bot       a layer depth is negative, check Z_profile or H_profile T_profile       T_profile: not enough terms...  Temp_bot        Temp_atm        S_profile       S_profile: not enough terms...  Salt_bot        Salt_atm        Dens_bot        Grid_label      Grid_mask       !!!read_mask: wrong mask data, i,j:     >:      LABEL:  TYPE    NX =    NY =    NZ =    NT =    NPACK = NSEGM = Variant Trace   .tr     output  /               .save   EP_file ep_data Restart >       APPEND   at:    Ncycles MINSEG  BC_type NX      NY      NZ      Nsigma  MAXSID  MAXNZ   South   North   West    East    X_alpha X_beta  Y_alpha Y_beta  MAXXS   .bar    Nonlin  Thermo  Clim_H  Clim_TS Mixing  Mix_cm  Mix_cn  Mix_wnd Tracers EP_forc Rho_CP  PBL_pnu PBL_pml Z_bot   Bint    Cint    Data:   mask    iox     BARO OFFBARO ON 0       1       2       w       z       x       s       b       t       r                d          =*?  C @    A@     
      	C  BH  ;o@   8ѷIt$ +z     >A  B  ´  ?  >.{A   B  ?&ff>     c   <#
J{w G @  Jt$ >  E D     H  CH  ?   @@  B  B:o    g@ @ 8<  $!   9-߁  ߂  dB +   P% *    %j#ߙ   `8% @0%g   	g  $   (c e`    !   ߟ   -    ߟ   -ǀ  '   + e   !߂  $ A  ߁  !     C! 	 "! ߁  d!   $ ߁   (d!ߙ    ߁  $ P 	d$ @X%  P% *    %j#$ dߙ  g g ( ,g  	g Pg  g g g Pߙ  $	 d 	g  ߟ      	 "! !' d ߁   ? \߁   ? `g  ߁  ߙ  ߅  g ߧ 	(  g  ߁  ߙ  ߅  g ߧ 	( ߁   ? d߿  $   *    !    ߢ  C-   AF G-!  $!   a*    !ߙ  g ߅  ߧg  	g  ߆  ߙ  ߤg 8 	ߧ߅    lg   ߅  g  8!ߙ   0g 0 	ߨ߅    p߅  $   ߅  $  ߄  ߅    ߄   ߄   ߅  $ x ߤ߅     ߤ߅     ߤ߅     ߅  $   ߤ߅     $߅    (߄  ߅    ,߄  ߅     8߄  ߅    H߄  ߅    L߄  ߅    P߄  Ǣ  ߅  ߄  Ģ ߅  ߄  Ģ ߅  ߄  Ģ߼ 8߿ @g    !g X P<   $!    9-  ߂  $ A  ߁  ߂  dC 8+    P% *    H%jH#ߙ   8% `0%g  	g   g g ߅  ߙ  d  	g  ߙ  g ߄   	d ߃  ߙ  dd  	g    ` 3   !$  d `ߙ   p 	g `g $ ߟ    g (g  ߙ   (g  	$ 
  g ߟ  $ g 0߁  ߙ   0g 8 	'  g $ ߟ    g 8g  ߙ   8g ( 	$ ߙ     	   !  g ߙ    (% 	   !ߡ ߂  !  B "    !ߣ ߄  c   d    !ߥ ߆         !ߧ ߈     $    !$	  d `ߙ   p 	g `g $
 ߉    g @e)  ߙ   @e& H 	$ 9ߙ     	   !  g ߙ    (% 	   !ߟ  ߁   ! $    ߟ   , ߟ  ߁   8?  ߟ  ߁   <? ߟ  ߁   @? ߟ  ߁   D? ߟ   $     !߁  ߂  ! HA      !߃  ߄  c   ߅  ߆     (!߆  $ ߆  ߅   ߅    D F߇  ߆  L ߅  ߅   $  2   !߉  ߈  # ߉  ߈  # ߉  ߈  # ߉  ߈  # ߉  ߈  #  ߈  	 $  %9  (@*     !  
P  
hߊ   ߌ   X `-J  XKP-ńD %J   *P*@   !ߎ   p ߎ  ߙ  g ߅    g  	g  ߎ  ߙ  ߄  g  	  ߎ  ߙ  ߄  g  	  ߎ  ߙ  ߄  g  	   ߎ  ߙ  ߄  g  	 8 ߄  ߎ  ߙ  d $ 	 ߎ   t    !ߟ   t ߟ  ߙ  g g ߅   H 	g  ߁  !       !߂  B x@    !߃  c x ߃  ߙ  g ߅  h Xg  	g  ߃  ߙ  ߄  g  	f h ߟ       !߁  ! |     !߂  B |    C   ߂   Hߙ  g Hg ߅  H( 	g  ߟ       !߁  !  ߁  ߙ  g g ߅  (  	g  ߟ    D   !߁  !  ߁  ߙ  g ߅  ( pg  	g  ߁  ߙ  ߄  g  	& x ߁  ߙ  ߄  g  	&  ߁  !       !ߟ   x    !߁  ߙ  ߄  &  	g  ߁  ߙ  ߄  g  	&  ߟ       !߁  ! |     !   C   ߂   Lߙ  ߄  F  	g L ߙ   	g  ߟ  ߁  d&    P% *   8%j8#ߙ  g   	g  ߁  ߂  ! A ,߁  ! ߂  $! A <߁  ߂  ! A H߁  ߂  ! A L߁  ߂  ! A P߁  ǥ %߼ P߿ Xg     !g (  <  $!   0 9- 8ߡ 8!       !߼  ߿ (g p    !ߢ 0ߣ 8B  c   C   @    !߄  ߅    $      ߄   p ߄  ߙ  g ߅  ܈  g  	g  ߆  ߙ  ߄  g  	  ߆  ߙ  ߄  g  	  ߆  ߙ  ߄  g  	   ߆  ߙ  ߄  g  	 8 ߄  ߆  ߙ  d $ 	 ߅    t߆  ߙ  ߄  g  	 H ߄        !߁   ? xߟ  ߙ  ߄   X 	g  ߁  ߙ  ߄  g  	& h ߁  !      !߃   b |߂  C   C   ߂   ߙ  ߄  F( 	g  ߁   ? ߟ  ߙ  ߄    	g  ߟ    <   !߂   A ߁  ߙ  ߄  & p 	g  ߁  ߙ  ߄  g  	& x ߁  ߙ  ߄  g  	&  ߁  !       !ߟ  ߙ  ߄    	g  ߁  ߙ  ߄  g  	&  ߁  !      !߂  C   C   ߂   ߙ  ߄  F  	g  ߁   ?߿ 0߁    ? 8߁  ߟ    ߁  ߟ    ߁  ߟ    ߁  ߟ    ߁  ߟ     ߟ   $   $9   ?*    !  ߁       !    #-߁    "-a!쏡  $!     !*    !ߤ 0߅     Tߙ   	   !߄   ߅   D ! @ߙ   	   !߄   ߅   D ! D g  g ߙ  g ߅   	d ߙ  g ߄   	d ߙ   	g  ߼  ߿ (g p    !g   <  $!  % 9-ߙ   	g   %߿ ߰  g P    !g  <  $!   9-߂  $ A  ߁  ߂  g dK 8*    H% 
*    8%I8#ߙ  `0% 	g   g g ߅  ߙ  d  	g  ߙ  g ߄   	d g gTߙ  $ d 	g   ߙ   	g  $ ߙ    	gg $ ߃    g  dc  ߙ    df  	$   g ߆  $ g (߃  ߙ   (d 8 	g  g   $ g 0ߙ   0g   	$ ߙ     	   !  $ ߙ    	g @P%$   ߙ  $ g  8g 8 	g g   $ g @ߙ   @gT 	$ dߙ     	   !  $ ߙ    	gg   $ g Hߙ   Hg  	$   g $ g Pߟ  ߙ   Pg  	$ ߙ     	   !  $ ߙ    	gg   $ g Xߙ   Xg  	$   g $ g `ߟ  ߙ   `g  	$ ߙ     	   ! @X%  $ ߙ    	gg   $ g hߙ   hg   	$   g $ g p߁  ߙ   pd&  	$ ߙ     	   !  $ ߙ    	gg   $ g xߙ   xg ( 	$   g $ g ߁  ߙ   d&  	$ ߙ     	   !  $ ߙ    	gg   $ g ߙ   g 0 	$   g $ g ߁  ߙ   d&   	$  @P%ߙ   	    $ ߙ    	gg   $ g ߙ   g 8 	$   g $ g ߟ  ߙ   g $ 	$ ߙ     	   !  $ ߙ    	gg   $ g ߙ   g @ 	$   g $ g ߟ  ߙ   g ( 	$ ߙ     	   !  $ ߙ    	gg $ ߟ    g g  ߙ   g  	$ 
 @X%$ ߁    ߙ  $ d& , g  	g ߙ     	   !  ߁  d$g ߙ  g  	g $ ߁  d!  d! ߙ    	g  g $ ߁  g d!  ߙ   d&  	$   $  Џ g ߁    d!   g  "-ߙ  d& 	$ g   $ g ߙ   g  	$ g   $ g ߙ   g  	$ ߙ     	   !  ߁  ! PD F߃  ߂  `AL g g g ߙ   g  	   !$ ߟ  g  g ߙ    	gg $ ߟ    g g  ߙ   g  	$   $   g ߟ    g   g -ߙ  g 	$ g   $ g ߙ   g  	$ g   $ gߙ  g  	$ ߙ     	   !  ߟ   TD( F)`߂  ߁  C$Ld(gg ߙ  g  	g $ ߟ  g  g ߙ    	gg $ ߟ    gg  ߙ  g 	$  @X%  $   ߁    d!    "-ߙ  $ d&g  	g g   $ g(ߙ  (g  	$ g   $ g0ߙ  0g  	$ ߙ     	   !  ߁  ! PD8 F9߂  FF1g8g ߙ  8g  	g $ ߁  d!  d!(ߙ    	g  g $ ߁  g@d!  ߙ  @d&h 	$ g   $ gHߙ  Hg  	$ g   $ gPߙ  Pg  	$  @P%$   ߙ  $ g XgX 	g   g $ g`ߟ  ߙ  `g P 	$ ߙ     	   !  ߟ   TDH FJ`߁  (F	Bghg ߙ  hg  	g $ ߟ  g  g(ߙ    	gg $ ߟ    gpg  ߙ  pg 	$ g   $ gxߙ  xg  	$ g   $ gߙ  g  	$ g   $ gߙ  g  	$   g $ gߟ  ߙ  g T 	$  @X%ߙ   	    $ ߙ    	g  g $ ߁  gd!  ߙ  d& 	$   g $ g߁  ߙ  d& < 	$ ߙ     	   !  ߁  d$g ߙ  g  	g $ ߁  d!  d! ߙ    	g  g $ ߁  gd!  ߙ  d& 	$   $  g ߁    d!   g "-ߙ  d& 	$ g   $ gߙ  g  	$  @P%$   ߙ  $ g g 	g ߙ     	   !  ߟ   HD` Fc ߂  ߁  J+MKbgg ߙ  g  	g $ ߟ  g  g ߙ    	gg $ ߟ    gg  ߙ  g 	$   $ ؏ g ߟ    g   g-ߙ  g 	$ g   $ gߙ  g  	$ g   $ gߙ  g  	$ ߙ     	   !  ߟ   8D` Fc ߂  ߁  J+MKbgg g ߙ  g  	   !$ ߁  d!  d! ߙ    	g  g $ ߁  gd!  ߙ  d&  	$   $   g ߁    d!   g  "-ߙ  d& 	$ g   $ gߙ  g  	$ g   $ gߙ  g  	$ ߙ     	   !  ߁  ! @  $ "   $ " J   !$ ߟ  g  g ߙ    	gg $ ߟ    gg  ߙ  gH 	$   $   $ g g   ߙ  (g( 	$   $ 0 $   $ < g g0  ߙ  8g8 	$   $ @ $ < g g@  ߙ  HgH 	$ ߙ     	   !    H   !$ ߁  d!  d!Xߙ    	g  g $ ߁  gPd!  ߙ  Pd&H 	$   $ X $ " g gX  ߙ  `g` 	$   $ h $ "   $ < " g gh  ߙ  pgp 	$   $ x $ < " g gx  ߙ  g 	$ ߙ     	   !  ߟ   D  $   $  J   !$ ߁  d!  d! ߙ    	g  g $ ߁  gd!  ߙ  d& 	$   $  $ " g g  ߙ  g 	$   $  $ "   $ < " g g  ߙ  g 	$   $  $ < " g g  ߙ  g 	$ ߙ     	   !    H   !$ ߟ  g  gXߙ    	gg $ ߟ    gg  ߙ  g 	$   $ ȏ $ g g  ߙ  g 	$   $ ؏ $   $ < g g  ߙ  g 	$   $ 菿 $ < g g  ߙ  g 	$ ߙ     	   !  ߼߿ g     !g   ( 0 8ߡ 0!    $!  ߡ (    ߡ  9  $   !*  4   !    ߢ 0 C-B   $B     C    !ߤ (  ߥ ($   ߥ (   (  0ߥ 8 (- ߥ (    (   0ߥ 8  ! (-$      %   %   (@*    !ߩ ()  ߪ (%) I  ߪ (J   
P  
Xߪ 8KP- Iߪ (J   
P  
Xߪ 8  KP-,H!Ig `    !g  
<  $!  
 9-߁  ߙ  d$ 	$ Pg g Hߙ  $  	$ ߁  g d!  d%$ ߙ  $  	$ g $ߙ   g  	 0%$ g ߙ    0% 	g g g Pߙ  $  	$ $ g ߙ  g  	 0%@ 4   !ߟ  gߙ   ߁  $ P 	d$g @X%  P% *   H%jH#g X $ $ T ߙ  g g Я g  	gL߁  ߙ  d$ 	$ PgL @X%  P% *    %j#$r ߙ  $g $f  (% 	  %gߙ  @(% 	   !ߟ  g  ߙ  $ $ g 	g g g `ߙ  $  	$ $ g gd$	 Pߙ  $  	g د Tߟ  g  g$ 
ߙ  
$ 
 	g gd  T  P% *   %j#g h $ ߁  d!ߙ  ߁  $ P 	d$ @X%  P% *    H%jH#g p $ $ ߙ  g g$g  	gFߟ  gߙ  $ P 	   ! T @%
  P% *
   %ߡ
ߢ
 "#P*`   X%
X#+!ߙ  & & gF 	g߄  d $	 Pߙ  & ߧ
g 	g ꯢ P߄  d  d$ 
ߙ  
$ 
 	g(߄  d 8 P  % 
 *   %C#g xH$ $ V@ߙ  g gHLg8 	gg P  P% *   %j#$a ߙ  $g $f 
 (% 	gJ߁  d& $	 Pߙ  ߨ
ߧ
gJ 	g(߁  " ߁  d!  d%$ ߙ  
$  	gP߁  d" ߁  `0   X% *    P%P#g pp$ $ Qhߙ  g gptg` 	gߟ     X% *   %#$a ߙ  $g $f 
g 	g߁  d& 8$	 Pߙ  ߨ
ߧ
g 	gP߁  "  ߁  d!  gxd%ߙ  $ 
 	$ 
߁  $ 
d!  gd%ߙ  $ 
 	$ 
$ 
g߁  d&($	 Pߙ   8% 	gx߁  " ߁  d!  gd% ߙ  $ 
 	$ 
߁  $ 
d!  gd%ߙ  $ 
 	$ 
$ 
g߁  d&x$	 Pߙ   8% 	g߁  " ߁  gd!  d% $ 
ߙ  $ 
 	$ 
߁  gd!  d%0$ 
ߙ  
$ 
 	   !gߟ  $	 Pߙ   8%gߨ
g 	  %ߟ   ߟ  g  gg@ߙ  $ 	 	$ 	ߟ  $ 	g  ggPߙ  $ 	 	$ 	$ 	gߟ  g$	 Pߙ   8% 	gߟ   ߟ  g  gg`ߙ  $ 	 	$ 	ߟ  $ 	g  ggpߙ  $ 	 	$ 	$ 	gߟ  g$	 Pߙ   8% 	gߟ   ߟ  g  ggߙ  $ 	 	$ 	ߟ  $ 	g  ggߙ  $ 	 	$ 	$ 	gߟ  g$	 Pߙ   8% 	g @X%߁  + ߁  d!  ߙ  $ $ d% 	g߁  d!  gd%ߙ  $ 	 	$ 	$ 	g߁  d&X$	 Pߙ  $  	g߁  " ,߁  d!  gd%ߙ  $  	$ ߁  $ d!  g	d%ߙ  $ 	 	$ 	$ 	g	߁  d&$	 Pߙ   8% 	g߁  "  gg $ ߙ  $  	$ gg ߙ  $  	$ $ g߁  d&h$	 Pߙ   8% 	g߁  " $߁  d!  g"d%$ ߙ  $ $  	   !ߟ  g  ߙ  $ 
$ 
g 	g.ߟ  g.gH$	 Pߙ  $ 
 8% 	g"ߟ   4ߟ  g  g8g ߙ  $  	$ ߟ  $ g  gDgߙ  $  	$ $ gDߟ  g 0$	 Pߙ   8% 	g8ߟ    ߟ  g  gPg ߙ  $ 
 	$ 
ߟ  $ 
g  gZg0ߙ  $ 
 	$ 
$ 
gZߟ  g $	 Pߙ   8% 	gPߟ   gdߟ  g  $ 
ߙ  g@
 	$ 
ߟ  gng  gP$ 
ߙ  
$ 
 	   !gd߁  ߙ  $	 Pd& ߨ
ߧ
gn 	  %߁  " ߁  d!  gxd%`ߙ  $  	$ ߁  $ d!  gd%pߙ  $ 
 	$ 
$ 
g߁  d& $	 Pߙ   8% 	gx߁  " ߁  d!  gd%ߙ  $  	$ ߁  $ d!  gd%ߙ  $ 
 	$ 
$ 
g߁  d&p$	 Pߙ   8% 	g߁  " ߁  d!  gd%ߙ  $ 
 	$ 
߁  $ 
d!  gd%ߙ  $ 
 	$ 
$ 
g߁  d&$	 Pߙ   8% 	g߁  " (߁  d!  gd%ߙ  $ 	 	$ 	$ 	ߙ  g 	 (%@    !ߟ  g  ߙ  $ 	$ 	g 	gߟ  g  ggߙ  $ 	 	$ 	$ 	gߟ  g$	 Pߙ  $ 	 	gߟ   0߁  d!  ߙ  $ 	$ 	d% 	ggߙ  g  	$ 	߁  " Pgg ߙ  $  	$ $ gߙ  g  	 0%߁  " ߁  d!  gd%ߙ  $  	$ $ gߙ  g   	 0%߁  " $߁  !      !ߟ    ߟ  g$ P  (0`hXpx8<H@ߙ  Pg  	g询  ߟ   $    !߁  !  $ ߙ  0 	g   g $ ߁  gd!  ߙ  d&  	$   $ ߁  d$$ Pߙ  d! 	
ߙ   @8%ߦ
g 	g g   $ g ߙ   g  	$ ߙ     	   !  ߁  !  $ ߙ  0 	g   g $ ߁  gd!  ߙ  d& 	$ 	ߙ    $  	gHߙ  H$  	g0g0$ ߙ  $  	gg$ ߙ  g 	g ߙ     	   !    g   !ߟ    ߟ  g$ P g  (0`hXpx8<H@ߙ  Pg  	g询  ߟ   $ C   !߁  !  $ ߙ  0 	g   g $ ߁  gPd!  ߙ  Pd&( 	$   g $ gX߁  ߙ  Xd&  	$ g   $ g`ߙ  `g  	$ ߙ    $  	hgߙ  $  	gg$ ߙ  $  	gpgp$ ߙ  gh 	g ߙ     	   !  ߙ  $ $ g  	ggߙ  g  	$ ߟ   ߟ  g  gg@ߙ  $ 
 	$ 
$ 
gǀ ߙ  g 	 0%ߟ   ߟ   ǀ  F  Lgg ߙ  $  	$ $ gߙ  g  	 0%ߟ    ߟ   D  F `Ǡ LF F  D   H H    ! H߁  d!  ߙ  $ 	$ 	d%P 	ggߙ  g $ 	$ 	Ǣ LF ߙ   	g̏ H "!߂  A ߁  d!  gd%`ߙ  $ 
 	$ 
$ 
gߙ  g ( 	 0%Ǣ LF ߙ   	g߁  " ߁  d!  gd%pߙ  $ 
 	$ 
$ 
gߙ  g   	 0%8A ߂  ,! A ߁  d!  gd%ߙ  $  	$ $ gߙ  g   	 0%Ǣ LF ߙ   	g߁  " ߁  d!  gd%$ ߙ  $ $  	   !ߟ   X%g g Dߙ  g ,g  ߊ  g   	gߟ  g ߙ  g D 	߆  ߟ   ߟ   Ǆ 0FǄ $Fߟ   ߟ   ߟ  g  g
gߙ  $ 	 	$ 	$ 	g
ߙ  g  	 0%ߟ    gg ߙ  $  	$ $ gߙ  g   	 0%ߟ   gg ߙ  $  	$ $ gߙ  g 4 	 0%ߟ    gg ߙ  $  	$ $ gߙ  g 4 	 0%ߟ   g!g ߙ  $  	$ $ g!ߙ  g  	 0%ߟ   g$g ߙ  $  	$ $ g$ߙ  g  	 0%ߟ   $ߟ   $$     !߁  ! $$ "    !߄  ߃   $c  d*`    !߅   $    !$ $ ߙ  0 	g g $ ߆    g0d  ߙ  0d 	$ 4ߙ     	   !  g ߙ    (% 	   !߁  ߟ  !   * "+    !߂  ߁  B  !  "* Cߙ  $ g88 	g ߟ   +     !߁  ߙ  $ d%  	g ߙ  $ $ g  	g<g<ߙ  g  	$ ߟ    gBg ߙ  $  	$ ߟ   'D( F)`$ gBߙ  HgH 	 0%ߟ   gLgߙ  $  	$ $ gLߙ  g  	 0%ߟ   gQgߙ  $  	$ ߟ    'D( F)`$ gQߙ  XgX 	 0%ߟ   ߟ  g  g\gߙ  $ 
 	$ 
$ 
g\ߙ  g   	 0%ߟ   ߟ  g  gfg$ ߙ  $ $  	   !߆  ߙ   @% 8%g  	gf߁  " gugߙ  $  	$ $ gug ߁  ߙ  d'  	d& ߁  " g}g ߙ  $  	$ $ g}g ߁  ߙ  d' 	d&߁  " ߁  d!  gd%ߙ  $  	$ $ gߙ  g   	 0%߁  " (߁  ! ($ " e   !ߟ  g  ߙ  $ $ g 	g߁  " ߁    g ! g ߟ    0-ߟ   ߙ  8- 	$ ߟ   gg(ߙ  $  	$ ߁  $ " ߁  g  g ߟ   ! -  g ߟ   ߙ  - 	d' ߟ   gg0ߙ  $  	$ ߁  $ " ߁  g  g ߟ   ! -  gߟ   ߙ  - 	d'ߟ   ߟ  ߁   ! !+ 3    !߁  ߂  ! B  "!ߙ  $ g 	g8ߟ  g  ߙ  $ 
$ 
g( 	ggߙ  g  	$ 
ߟ    ߟ    :   !߁  d!  ߙ  $ 
$ 
d%8 	ggߙ  g 8 	$ 
߁  " ߁  d!  gd%Hߙ  $  	$ $ gߙ  g  	 0%߁  "  ߁  d!  gd%`ߙ  $  	$ $ gߙ  g < 	 0%߁  " ߁  d!  gd%pߙ  $  	$ $ gߙ  g   	 0%߁  " ߁  d!  gd%ߙ  $  	$ $ gߙ  g @ 	 0%߁    ߁  d!  gd%ߙ  $  	$ $ gߙ  g D 	 0%߁    ߁  d!  gd%ߙ  $ 
 	$ 
$ 
gߙ  g H 	 0%߁    ߁  d!  gd%ߙ  $ 	 	$ 	$ 	gߙ  g   	 0%߁  " ߁  !   B   !ߟ  g  $ ߙ  $ $ g 	g ߟ  gߟ  ߙ  0g 	$ P @%  X% *   P%P#g@@$ $ U8ߙ  g g@Dg0 	g߁  ߙ  d$ 	$ P @%  X% *    %#$ ߙ  $g $f 
g 	gߟ  g $	 Pߙ   8%ߨ
g 	g ߟ    $  @ @(!      ! @  ߂    C-@ 0 @  ߂    C-ǆ F   @$B  @ @(B @   !߄  d  ߙ  $ $ d 	gHgHߙ  g  	$ ߄    ߅  d  gSdߙ  $  	$ $ gSߙ  g  	 0%߄   \߅  $  4߅  $  8߅  $  <߅  $  D߄  Ǉ L ߄  Ǉ P ߄  Ǉ T ߄  Ǉ X ߄  Ǉ \ ߅  d  g^dߙ  $  	$ $ g^g `߆  ߙ  d 4 	d 4߅  d  gid ߙ  $  	$ $ gi߆  g `d ߙ  d  	   !ߙ  $ $ gH 	gtgtߙ  g   	$ ߟ   ߟ   $     !$ $ ߙ  0 	g   g $ ߁  gd!  ߙ  d& 	$ 9ߙ     	   !  g ߙ    (% 	   !ߙ  $ $ gP 	ggߙ  g   	$ ߟ    ߟ        !$ $ ߙ  0 	g   g $ ߁  gd!  ߙ  d&P 	$ ߙ     	   !  g ߙ    (% 	   !ߟ  g  ߙ  $ 	$ 	gh 	ggߙ  g  	$ 	ߟ   ߟ  g  ggxߙ  $  	$ $ gߙ  g  	 0%ߟ   Xߟ   X$     !߁  d!  ߙ  $ $ d% 	ggߙ  g d 	$ ߁    ߙ  $ $ gX 	ggߙ  g  	$ ߟ    ߟ  g  ggߙ  $ 	 	$ 	$ 	gߙ  g  	 0%ߟ   0ߟ     !   !߁  ! $     !$ $ ߙ  0 	g   g $ ߂  gdB  ߙ  dF 	$ "ߙ     	   !  g ߙ    (% 	   !ߟ  g  ߙ  $ 
$ 
g 	ggߙ  g  	$ 
ߟ   $gg`ߙ  $  	$ $ gߙ  g  	 0%ߟ   (ߟ    $     !߁  ! ($ "    !߃  c  $ ߙ  0 	g g $ ߃    gdc  ߙ  df 	$ $ߙ     	   !  ߟ   (    !߁  !      !߂  B  $ ߙ  0 	g   g $ ߂  gdB  ߙ  dF 	$ ,ߙ     	   !  ߟ   (    !߁  !      !߂  B  $ ߙ  0 	g   g $ ߂  g dB  ߙ   dF8 	$ ,ߙ     	   !  ߟ  g  ߙ  $ $ gh 	ggߙ  g  	$ ߟ   ,ߟ  g  ggxߙ  $  	$ $ gߙ  g ` 	 0%ߟ   @ߟ  g  g gߙ  $  	$ $ g ߙ  g ` 	 0%ߟ   Dߟ  g  g,gߙ  $ 
 	$ 
$ 
g,ߙ  g h 	 0% <ߟ  g  g6gߙ  $  	$ $ g6ߙ  g h 	 0% 8ߟ   ǩ <F	Bߟ   4ߟ  ߁   !    D@ FB`Ǩ <F	Bǩ 8F	Bߟ   H߁  d!  ߙ  $ 
$ 
d% 	gDgDߙ  g l 	$ 
߁    8߁  d!  gNd%ߙ  $ 
 	$ 
$ 
gNǊ pߙ  XgX 	 0%߁    <g\ghߙ  $  	$ $ g\ߙ  g  	 0%߁  " ߁  !      !ߟ  g  ߙ  $ 	$ 	g 	gcߟ    @gc!ߙ  lgl 	$ 	ߟ   tߙ  $ $ gp 	gpgpߙ  g t 	$ ߁     gwgxߙ  $  	$ $ gwߙ  g x 	 0%߁    ߁  , ǋ  FZ߁  + ߁  d!  g~d%ߙ  $ 	 	$ 	$ 	g~ߙ  g | 	 0%߁    ߁  d!  gd%ߙ  $ 	 	$ 	$ 	gߙ  g  	 0%߁    ߁  d!  gd%	ߙ  $ 	 	$ 	$ 	gߙ  g  	 0%߁    ߁  d!  gd%	$ 	ߙ  $ 	$ 	 	   !ߙ   0%g  	gߟ   ߟ  g  gg	(ߙ  $  	$ $ gߙ  g  	 0%ߟ   ߟ  g  gg	8ߙ  $ 	 	$ 	$ 	gߙ  g   	 0%ߟ   ߟ  g  gg	Hߙ  $ 	 	$ 	$ 	gߙ  g   	 0%ߟ    ggߙ  $  	$ $ gߙ  g  	 0%ߟ   (ߟ   $     !߁    (߂  dB  ߙ  $ 	$ 	dE	X 	ggߙ  g  	$ 	߃  b $߂  B $ C !   !ߟ   $    !$ $ ߙ  0 	g   g $ ߁  gd!  ߙ  d&	h 	$ 3ߙ     	   !  g ߙ    (% 	   !ߙ  $ $ g 	ggߙ  g  	$ ߟ   ߟ   ߁   +?  ߟ   ߁   +? ߟ  g  gg	ߙ  $ 	 	$ 	$ 	gߙ  g   	 0%ߟ    ߟ    $     !߁  ! $     !$ $ ߙ  0 	g   g $ ߂  gdB  ߙ  dF	 	$ 8ߙ     	   !  ߟ  g  ߙ  $ 	$ 	g	 	ggߙ  g  	$ 	 4 4$ c    !$ $ ߙ  0 	g   g $ ߁  gd!  ߙ  d&	 	$ 9ߙ     	   !  ߟ  g  ߙ  $ 
$ 
g
8 	ggߙ  g  	$ 
 0 0    !$ $ ߙ  0 	g   g $ ߁  g d!  ߙ   d&
H 	$ /ߙ     	   !  g ߙ    (% 	   !ߟ  g  ߙ  $ 	$ 	g
x 	g(g(ߙ  g   	$ 	 , ,$     !$ $ ߙ  0 	g   g $ ߁  g8d!  ߙ  8d&
 	$ 1ߙ     	   !  g ߙ    (% 	   !ߟ  g  ߙ  $ 	$ 	g
 	g@g@ߙ  g  	$ 	 ( ($ c    !$ $ ߙ  0 	g   g $ ߁  gPd!  ߙ  Pd&
 	$ 4ߙ     	   !  ߟ  g  ߙ  $ $ g 	gXgXߙ  g  	$ ߟ   ߟ   $  4   !$ $ ߙ  0 	g   g $ ߁  ghd!  ߙ  hd& 	$ 8ߙ     	   !  $ $ ߙ  0 	g   g $ ߁  gpd!  ߙ  pd&P 	$  ߙ     	   !  g ߙ    (% 	   !ߟ  g  ߙ  $ $ gp 	gxgxߙ  g   	$ ߟ   ߟ  g  ggpߙ  $  	$ $ gߙ  g   	 0%ߟ   ߟ  g  ggߙ  $  	$ $ gߙ  g  	 0%ߟ    ߟ  g  ggߙ  $  	$ $ gߙ  g  	 0%ߟ   ߟ  g  ggߙ  $  	$ ߟ   $  @g!ߙ  g 	 0%ߟ   ߟ  g  gg$ ߙ  $ $  	   !ߙ   0%g  	g߁  " ߁  d!  gd%ߙ  $  	$ $ gߙ  g   	 0%߁  " ߁  d!  gd%ߙ  $  	$ ߁  " $  @g "!ߙ  g 	 0%߁  " ߂  ߁  C  !  # *߂   dA  ߁  ߂  !  A  ߁  d!  gd%ߙ  $ 
 	$ 
$ 
gߙ  g  	 0%߁  "  ߁  !  $ "    !ߟ  g  ߙ  $ 	$ 	g 	ggߙ  g  	$ 	ߟ   T߁  d!  ߙ  $ $ d% 	gg߁  g d'  ߙ  $  	d&  ߁  d"  ߁  M  - ߁  d"  ߁  M - ߁  d!  gd%ߙ  $ 
 	$ 
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gߙ  g  	 0%߁  " ߁  d!  g$d%(ߙ  $ 
 	$ 
$ 
g$ߙ  g  	 0%߁    \߁  !   "   !ߟ   $     !$ $ ߙ  0 	g   g $ ߁  g0d!  ߙ  0d&8 	$ ߙ     	   !  g ߙ    (% 	   !ߟ  g  ߙ  $ 
$ 
gX 	g8g8ߙ  g  	$ 
ߟ   ߟ    "   !߁  ! $ "    !$ $ ߙ  0 	g g $ ߃    gHdc  ߙ  Hdfh 	$ ߙ     	   !  g ߙ    (% 	   !ߟ  g  ߙ  $ $ g 	gPgPߙ  g  	$ ߟ   ߟ  g  g\gߙ  $ 
 	$ 
$ 
g\ߙ  g  	 0%ߟ   gfgߙ  $  	$ $ gfߙ  g  	 0%ߟ   ߟ  g  gngߙ  $  	$ $ gnߙ  g  	 0%ߟ   gygߙ  $  	$ $ gyߙ  g  	 0%ߟ   ߟ  g  ggߙ  $ 	 	$ 	$ 	gߙ  g h 	 0%ǎ Fߟ   ߟ   +     !߁  d!  ߙ  $ 	$ 	d% 	ggߙ  g ( 	$ 	ǯ LF {ߙ   	g߁  " ߁  d!  gd%ߙ  $ 
 	$ 
$ 
gߙ  g   	 0%߁  " ߁  d!  gd%ߙ  $ 	 	$ 	$ 	gߙ  g  	 0%߁    0ggߙ  $  	$ $ gߙ  g  	 0%߁     ߁  d!  gd%ߙ  $ 
 	$ 
$ 
gߙ  g  	 0%߁    gg$ ߙ  $ $  	   !ߙ   0%g  	gߟ   ߟ  g  ggߙ  $ 
 	$ 
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gߙ  g  	 0%ߟ   ߟ  g  ggߙ  $ 
 	$ 
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gߙ  g x 	 0%ߟ   ߟ  g  gg(ߙ  $ 	 	$ 	$ 	gǐ ߙ  g 	 0%ߟ   ߟ  g  gg8ߙ  $ 
 	$ 
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gǐ ߙ  g 	 0%ߟ   (ߟ  g  ggHߙ  $ 
 	$ 
$ 
gߙ  g  	 0%ߟ   ,߁  d!  ߙ  $ $ d%X 	g	g	ߙ  g  	$ ߁  "  ߁  d!  g	d%hߙ  $  	$ $ g	ߙ  g  	 0%߁  " ߁  d!  g	d%xߙ  $ 
 	$ 
$ 
g	ߙ  g  	 0%߁  " L߁  d!  g	$d%ߙ  $ 	 	$ 	$ 	g	$ߙ  g  	 0%߁    ߁  d!  g	-d%ߙ  $ 
 	$ 
$ 
g	-߁  ߙ  d% ߇   	 0% $߁  d!  g	7d%ߙ  $ 
 	$ 
$ 
߁  g	7d% ߁  ߙ  d' | 	d& |  ߂   $B  "*     !߁    ! *    !߁  d!  $ߙ  $ +	Dg	D 	d$g ߙ    (% 	   !ߟ   |ǒ FBߟ    ߟ   | ߟ   $   *     !   ߁    "-Ǵ Ǖ L3Nt菢   ߁    "-3   ߁    "-4 xǳ F  $!   *    !߄      ߃     d-Ƕ v  ߄  ߃  Ė  v߃  p $   *`    !  (  @  0 ߇  ߅   0 8- (-ĠF ǀ F   0 ߅   0 (-؏ $   (*   !ߊ  K ߊ   X  XJ ߉   
P +X-߉   
P*H-ߊ  `  !F J  
P ߉   
P*H- ߙ  $ $ g 	g	Hg	Hߙ  g  	$  Ǡ ǁ F 2E  $   !Ǡ ǁ F2E    !$ $ ߙ  0 	g g $ ߟ    g	Pg  ߙ  	Pg 	$ (ߙ     	   !  g ߙ    (% 	   !     !ǡ ǀ F<E    !߁  d!  ߙ  $ 
$ 
d% 	g	X߁  g	Xd% ߙ  ߇  $ 
 	 0% ߁    ǁ F ߁     ߂  B   ߁    "-Ǡ    ߂  ߁  @   ߁  0 $   *  C   !       ߂  ߟ    C--@F ǁ F    ߟ   -؏   ߟ   -ǁ F<E    !$ $ ߙ  0 	g   g $ ߁  g	hd!  ߙ  	hd& 	$ &ߙ     	   !  g ߙ    (% 	   ! '   *   !߂  C ߂     B ߁     #-߁    "-߂  `  !F B   ߁    "- ߂  B   ߁    "- ǁ F<E    !$ $ ߙ  0 	g g $ ߆    g	pd  ߙ  	pd8 	$ )ߙ     	   !  g ߙ    (% 	   !ߟ  ǁ LF ߟ   |ߟ   $   *    !     ߁     #-߁    "-`!F     ߁    "-  x $!   *    !߄   $    * .   !  0 ߅   0 (-Ġ xǁ F>E    !$ $ ߙ  0 	g g $ ߇    g	xd  ߙ  	xdh 	$ 7ߙ     	   !  g ߙ    (% 	   ! '   *   !߂  B $  ߁    "-߁  @   ߁  ǀ  X߂  ߁  @X \߁  0 $$   *     !߄  ߃  Ā   aǂ Lx   ߃     d-`F     ߃     d-`T $c   *`   !߅  ߆   $$    (*    !  @ ߇   @ 8-ǀ T $   8*   !ߊ  ߉  @  ! F  ǁ F ߉  ! F ߉     ߉  e)  ߙ  $ 
$ 
e% 	g	g	ߊ  ߉  eE e' ߙ  $ 
 	e&  @ߊ   @J *H*     !ߟ  g  $ߙ  $ g		 	d$     !߂   @B "    !߃  dc  ߙ  $ 	$ 	de 	g	g	ߙ  g  	$ 	߄      ߃     d-` ߟ  g  ߙ  $ 	$ 	g 	g	g	ߙ  g h 	$ 	ߟ   ߟ  g  g	gߙ  $ 
 	$ 
$ 
ߟ  g	g ߁  ߙ  d'p 	d&p @߁   @! *    !߁  d!  $ߙ  $ g		 	d$      !߁   @!     !߁  d!  ߙ  $ 	$ 	d%  	g	g	ߙ  g  	$ 	߂  B   ߁    "- pߟ  g  ߙ  $ 	$ 	g0 	g	g	ߙ  g  	$ 	ߟ   ߁  !   ߟ   -ߟ     ߁  !   ߟ   -ߟ   p ߟ  g  g	g@ߙ  $ 	 	$ 	ߟ  ߙ  g ߁   	d% 	$ 	g	ߙ   0% 	g	ߟ   g	gߙ  $  	$ $ g	ߙ  g  	 0% g	gߙ  $  	$ $ g	ߙ  g P 	 0% ߟ   $  @ @*    ! @  ߁    "-Ǡ  菢 @  ߁    "-Ǡ  ` @$!  @ @*    !߃  dc  $ ߙ  $ $ deP 	g	g	$ 
 ߃  dd߃  ߙ  	dd 	$ P @%  X% *`   P%P#g p
$ $ W	ߙ  g g
 
g	 	gMߟ  ߙ  g 	$ P @%  X% *   H%H#%! ߙ  %' %& 
gM 	g߁  d& ߙ   8%ߨ
g 	g	߁  ߂  !  B  " ߂    B  " ߃  dd@  g
g  ߙ  
g 	$ ߁  ! 0  *   !ߟ  gߟ  
 0  % *   %9#g p
 $ $ Q
ߙ  g g
 
$g
 	g߁  g+ 0  P% *    H%jH#%0 ߙ  %' %&  (% 	gVߙ   (% 	gVߟ  g  ߅  ߂  ߟ  ߙ  $	 	d H@g  	d$`ߟ  g8ߟ  g g  ߙ  g 	$ ߟ  ߡ ?  ߁  $ ?  ߿  ߁  ' ? ߿  !߁  ' ? ߿   @!߁  ' ? ߁  $ ? ߟ   $    !߁  !      !߂  B  $ ߙ  0 	g g   $ g
(ߙ  
(g  	$   g $ ߙ  
0g
0߆   	$ ߙ     	   !  ߂  B  $ ߙ  0 	g g   $ g
8ߙ  
8g   	$   g $ g
@߂  ߙ  
@dF  	$ ߙ     	   !  ߂  B  $ ߙ  0 	g g   $ g
Hߙ  
Hg ( 	$   g $ g
P߂  ߙ  
PdF  	$  @%ߙ   	    ߟ    $ ߙ  0 	g g   $ g
Xߙ  
Xg 8 	$   g $ g
`ߟ  ߙ  
`g  	$ ߙ     	   !  ߟ    $ ߙ  0 	g g $ ߟ    g
hg  ߙ  
hg  	$ 
  g $ g
pߟ  ߙ  
pg  	$ ߙ     	   !  ߟ        !߁  !  $ ߙ  0 	g g   $ g
xߙ  
xg 	$ ߙ     	   !       !ߟ    $ ߙ  0 	g g   $ g
ߙ  
g 	$ ߙ     	   !  ߙ  ߄   	   !߼
߿߰߱ ߲
g    !g%g`Ȍ!  $!   $ d!  @' "$/X$!   $ d!  @'<   "$ $c  / y-8XH@g pP$ DgHg@ߙ  8g  	$( $' $0 ߙ  8$&  	  %ߙ  X 	 (%@   !$ dЌ!  h$ 0lߙ  $  	g@   !ߙ  $ $ g 	g @%ggߙ  $  	$  @%gg ߙ  $  	$ .! .  + +%,A  + +% .   !Ȍ9  $ pp!*  !   !   h (   p     - /p    ( df  - f-  Bl d- G#b  p$B pp"*@   !h%h G   !ߙ  $ $ g 	g @%ggߙ  $  	$  @%ggߙ  $  	$  @%gg ߙ  $  	$  @%gg(ߙ  $  	$  @%gg0ߙ  $  	$ . .j  	H+ 
P+*H%.J  	H+ 
P+*H%.*  	H+ 
P+*H%.
  	H+ 
P+*H%,J  	H+ 
P+*H%     !g$$ ߙ   	gg $ g0ߙ  0gt 	$ ߙ   	   !dt!dȏd  $!*l   !ߙ  $ $ g 	g@    !$ xߙ  $ $ g 	g@    !$ xߙ  $ $ g  	g@    !$ xߙ  $ $ g0 	g@    !$ xߙ  $ $ g( 	g@    !$ xߙ  $ $ g 	g@    !xdt#dp$9p?*    !  h    d     /p     dE d- E-  C-xA  p$! pp!*    !ȏd  $ |   !$ dh%h  u   !ߙ  $ $ g8 	g@    !g$$ ߙ   	gg $ g(ߙ  (g| 	$ ߙ   	   !h|#' hh    !h| "!$!h 9*  >   !Ȍk  $ ppc*` /   ! ( d  0       0   (p 8  @      (-  / @d (   - (  - (/p  0 8 d 0- (- 0 (-    p$ ppd *   !%JYP*@   !h%khh    !ߙ  $  	g@f   !د  Џ  $ ?* m   !Ȍ+  $ ppa*  "   !      d     /p     dE d- E-  C-B  @    !،  $   p% pph@*    !%) )H*    !  ;   !ЍJ  k  K   Pj  ЍY  $
 *P*@ +   !ȍ  $ ppl`*    ! x     p  p p/p  x  ex-p- xp-$   p% ppmh*   !$! !*    ! %  @%$ ߙ   	gg $ ߃  g dc  ߙ   dfp 	$ #g $ gߙ  gd 	$ g $ gߙ  gh 	$ ߙ   	   !ߙ  g  	  (% %  `%                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                !             !             !              !          $   #          (   !          2   <          6   =          :   >          >   ?          B   B          F   C          J   C          N   C          R   A          V   %          Z   B          ^   C          b   A          f   %          l   =          p   >          t   >          x   >          |   >             >             =             =             >             =             =             =             >             >             >             >             >             @             <             [             \             \             \             \             \             \             \             \             \             \             \             \             \             \             \             \            ]            ^            [            \            _            a         (   x         ,   y         0   z         4   z         8   {         <            @            D            H            L            P            T            X            \            `            d            h            l            p            t            x            |                                                                                                                                                                                                                                                                                                               |                                                                                    |                                                                                     |                      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   6                 
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                    W$                    W8                    WP                    W`                    Wd                    Wh                    W                    W                    W                    W                    W                    W                    W                    W                    W                    W                    X                    X                    X                    X 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                    ^$                    ^@                    ^X                    ^h                    ^p                    ^t                    ^                    ^                    ^                    ^                    ^                    ^                    ^                    ^                    ^                    _                    _ 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                                                                                                                        T                                                                                                             0            X            p                                                (            @            P                                                $            <            L                                                            4            D                                                            ,            <                                    D            |                                    p                                                                                    ,                                                \            d                        (            L            p                                                                                     H                                    0            T                         4             `                         !            !P            !            !            "4            "t            "            "            #x            #            #            $4            $            $            %             %X            'l            '            (             (P            (h            )            )            )            )            *            *            +            +            /            0            44            4L            4l            4            5<            5            5            5            6             6D            6            7            7T            7            7            7            8             8d            8            8            8            9             9            90            9            :             :X            :            ;            ;            ;            ;H            ;P            ;            ;            ;            ;            <            <            <<            <T            <t            <            <            =0            =p            =            >             >            >$            ><            >            >            >            ?<            ?            ?            ?            ?            ?            @H            @            @            A            AL            Ax            A            B(            Bt            B            B            C4            Ct            C            C            D4            D            D            E            E            F,            Ft            F            F            F            F            F            G            G<            GP            G            G            G            H            HL            H            H            I            IT            It            I            I            J            JX            J            J            J            K(            K            L,            L            L            M            MP            M            N            NP            Nt            N            O            O(            O@            O`            O|            O            O            P8            P|            P            P            Q<            QT            Qt            Q            R$            R`            R            R            R            ST            S            S            T\            T            T            U            UP            U            U            V            Vl            V            W            WL            W            W            X            XH            X            Y             Y            Z4            Zp            Z            [            [t            [            [            \@            \            \            \            ]            ]4            ]t            ]            ]            ]            ]            ^D            ^            ^            ^            _            _T            _l            _            _            `            `L            `            `            a            a\            a            a            b            b            c@            d(            d            d            d            e            e0            ep            e            e            f            f            f            g$            g            g            h4            hP            i             iL            i            i            j0            j            j            k            l,            m            mX            n            n4            nH            nh            o            oX            op            p(            p4            px            p            q4            q<            q            r            r             rt            r            r            r            s            s            st            s            s            s            t$            t            t            t            u            v            v,            v            v            v            w            w            x            x0            xL            xh            y            yx            y            y            y            z            z@            {,            {p            4            `                                    (        
T
d               #         /home/naomi/work/LOAM/NEW/dyn_io.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -O0 -m1 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_io.f -fB,/usr/tmp/ctmB.BAAa000eH          INIT_RSTRT               4       (READ_RSTRT       4      8       `KEEP_RSTRT        8             CLOSE_RSTRT              (       DUMP_RSTRT       (      %      SEGM_FROM_IOX        %      ',      HMODEL_INPUT #      ',      uT      xREAD_MASK n      uT                            w 
    /home/naomi/work/LOAM/NEW  dyn_io.f ꧐comm_new.h أcomm_data.h Úcomm_para.h Ӊ  	        I$$(),x-0,-,<()(5
 H(%$mh( -9 0@,(((()-,,),A,((,()@ ~0-),(((())()A)(((()0@,-(%)}D($)(PLD@D?(LP(GG(GG,( ,8) ,5}
 AiV}|}|x|m|||}|*IEMBAT!E0hdTe`,-LEDDDD`h`9@\D]MXLML xxxHHLLMLLLLE$$()HML@ h@hHL]@M,h!IDHLMHH$EHUDl@D$LMLQLLMD)I0hA !L0DDhDhDH hhHMLLaPLa,L\L !LL0h!H0hILDMDU `LLDLHLLTTILLMPU<0$,H0(,,`(=4h )Q$-,`4h!(d8h$,X,4h!)1,X(4()=T$0(]IT$0(]I00@@,(()BY=1 $),de)
$,p(Bt(4444404\($5t 4,((,,t(	,,,\(9 %B  . ?@
@           @	@              0                      4 AA@0	 	@            0              4       AA@ 	@            8              8       ApA@	M 	@Bp@	 	@         0                     @ APA@	A
K 	@          0              (      x AA@  	@            (              %       A``              @              ',      N( A#A@AAA 	@                       uT      
 A
A	A A@&A!A"A#A$A%YF	G	@B!"#$%@&o	G	@           8                                                                          +       INIT_RSTRT       READ_RSTRT       1KEEP_RSTRT       ZCLOSE_RSTRT       DUMP_RSTRT       SEGM_FROM_IOX       MODEL_INPUT       READ_MASK                             0             8             h             p                                                                                         P            X                                                             
                                                                            !            )            B            J            R            l            t            |                                                                                                                                                !             
                           
                                                                                                  @                              	                              @                                                                                                                ?                          $                               0                          *                                                          2                       /      9                          :       0                1                                @                        2                                E                        2                               Kp  !                              
                      ]   	                      X      -@                       s                               8      
                 ~   	                                 
                 p                     `       0                          p                             +                          p                                                       p                              #                          p                            H                          p                       *       @                          p                       j                                    	                     (                                 	                     8                             	   	                     8                               	                                                   ,   	                                                dyn_topo.o/     839864740   1572  1572  100644  51264     `
ELF                                    0   @     @                                                                                                            "                   -                  7              (   B               (   J                  T               `   ^                  h                  r               ,   |                                                                     $                                                                          4                            :      x           Up      @           j                 zP      !4                                   8                                     
                                                  8  %                     /                     ;                     B                    N                    Z                    h                    u                                                                                                                                           .symtab .shstrtab .strtab .comment .lit4 .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames  .lit4 .text new_topo_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ max data_init_ dfdxk_ dfdyk_ dfdx1_ dfdy1_ baro_dept_ para_ gridk_ min baro_shap_ para_ shapi_ gridk_ baro_sum_ baro_scale_ decap_ .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames be::6.02:dyn_topo.o -G8 -TENV:PIC -m1 -O3 -TARG:abi=64:isa=mips4       A   =@   @  >*A0  @  @@  ?   ?*g<  $!   @ 9- Hߪ H߅   $    P* X@80($  HT  I߼ @L     !   ! P1   
P/%eKߪ`ǀ  *K-߯ H߾ HT  /& R  t t   p h<e    ! p   ! oN- --&    d! T0& t &    <x*U &   6-   !    ! :V- x-   !` ` db `  A ` @ @ dC @  a@ & $   **S߯ Hߵ߼ @ߡ H&&ߩpߧ H  *$ e> !   
ߪX * #* LT  W߹ H$   & 8<1+  ?   ! 	Hǰ-߯ P C$ Uh-$ `*ŴU >f Q` ߱ P p<e  w.-    !f1 F <E 2f %& V! ߱ P &  	<*V  'f 8- :3-&   !F<& E f "  F<%E
 #   f # F<  %& E $   f $ F< %f1 E &   f &   %V3& f g W߯ Pߵ߹ H   !߿ H  $ $ $ ߡp9  >*d>      <  @X%  / g߿`P--ߤ X$ 2 *T  wf R@ ߩ X <w- d  -"-   !%  &F)@& f1 %  0 5-ߩ Xt & f (*T ^f   0   @B ` @< Gz 0-  8 0 8-,- 80--(-f-  / ?e P2 >/     ! `f%    !('  F8@   !$ F!@ 0%$ # N/d ߡ `Ġ  F F  8-Ą L   d Ā  F @F !@ 0-ģ L  d ĩ  FJF	@ x-L  MP     !   !߳ `  f    !ċ  F[ F" -L  N`      !   !   !/  -F{- Fk@Npf1   2- `f g Wߤ Xߵ ߱8   !   !߱ HUS$ 1  20 $ $ 6* h@ 3*R     <ߵpf  -   !߹ h*   !?g &  hߵ     !& !*  q   !  <ߣp d- :-ߩ hX%߮ hg P Q$    !/ 0%  % %*el g  Ch @*e   * 8j  (I*#P / M*e   @*   * 0   **CHam`% % % %+  ' % @%H* @*ߵh8) tP*2@*XHH `* @% 8%	P*߭ Hl@*8 H*	8 h  #     !   !%@% % %+  '  @%% H*   !   !*x  @p%O*p @x%N*x @p%O*pg  h߮ h   !c߿ X  <  P%$ ߴX߹p   !f g>  /  /ը-߶`gf x X- p$    !V  H@-&2   - *  z-R@ ߭ X   !   ! <W- ߣ X   !dq  a-"-0  1F & ߤ f1 0  0 $-߭ XT & f (*T ^ߵ P  0   `B p `< gz 0-  8 0 8-- 8f0-g-,-f/  / >e P2 ="   `f%    !32  F@   !$ F!@ 0%$ # P/d ߡ `Ġ  F F  8-Ą L   d Ā  F @F !@ 0-ģ L  d ĵ  FF@ -L  N"5     !   !߳ `  ߵ P   !ė  F F% -L  NB W      !   !   !"   F @  F  Nf1    2- `   !ߵ Pߴ hV    $ -߶ pO  ơF F  f g ߸ x       F  g f $   ߸ x߿ XWbߵ ߱8   !   !$ ߾ H$ ߡp  *$ ߿ H  H*     ! d>  <   !  @X%  / g߿` P--ߤ X$5$ 2 *T  vf R@ ߭ X <w- d  -"-   !F  & ߥ f1    0 %-߭ Xt & f 0*T ]f   8  `B p `< gz 8-  @ 8@-- @8--,-f/  / >e P2 ="   `f%    !!   F @   !$ F !@ 0%$ # P/d ߡ `Ġ  F F  8-Ą L   d Ā  F @F !@ 0-ģ L  d Ġ  F F   -L  N"      !   !߳ `  f    !Ā  F @F    -L  NB@      !   !   !"   F @  F  Nf1    2- `f g Wߤ Xߵߴ H߳ Hs   2r R@ )ߤp <$ ߸Xg ߹p   g>  / /Ո-fߴ`g-  ߿ P # -O  aF ߿ X-F    -  _-& g   f ߵߤp   ! 0ߡ H& % -ߥ H!   "*T ߱8ߣX f- ~ /   ~/ (B 0d 0/ (<d /zߦ` -߸ Pߪ Xg X-e f +f0 R )   `   .  	    )   x  3 -h- 	    !  H h , R(- M8-g f -x-P- x   ! O0- xƁe   `O  Ff `-N  A- `F N  O- L`-AF Af $  Ģo(/ XF f p-FKx-   F  - + S- @-7-   -H-  SP- 	H  ߧ P Q- IH-ߦ X %    ,    X- `N   -N# aF AF X-  p `- - f `F  F@X- Xup- p Kx- NX-fQ N     x  . W   p- ND   -N F A#F p-   ؘ- 7 e F  F@8p- ph- h Np- M-f6 -  !     x - -   - HN$   p-N F AF @-   x- - g	  F  BF@@- @8P- 
h HP- Mh-f @  a    P  (    @- XN   -N F AF @-   - 8 e+  F  łF@@- @IH- 	P HH- J-f     E y  ` H (    - PN   @-NC F AƣF H-   P- 7 eu  F  bF@UH- 	HX- ` IX- LH-f `   %\                 ߦ ߰ ߥ ߨ ߩ Pߪ  & M  ߨ A߫ X 8M ߪ '`-߯ ߮ F g8-߭ ȍH  MD  ŁF  M@$H-MC    ߵFŦ ( f F)!ߩ FAߪ F !Fߩ  f-d -AF  (-!F@ A-ĀF    ߤ  (d   &-ߣ  E(-  b  A-   h     !   !                                                               y  1  ߱ P3-     8-߱ X 4 O  F AO  ƢF 3-8-`F @W- F     7- R-  Q-A  g f   Wޏߵ߱8߳(߶߿H߷ߴ ߲0߰@߾  gPg` ` %ߨ  X % P@% H`%<    $!   0 p$    9- @ S* (߬ ( 0P $    8 h C* T  aߢ 8R  ߮    ! P<e ߩ ߫ e) ea  
W!H/ x@/ *-ǀ   e1e&s    !L2 L1  d! T?&s ߱ ߲ x߮  x&m   ߰ -߮ `* xU :ߢ 8   !-X-/// +/߮ (+/+x/@/+ /   pg	fg fF f% p<f  w:ǀ  e n-`  ` Mh Mf Md Mb `` Mi Mg ej Me A Mc @  @ MH MF MD MB @@ MI MG eK ME aMC ߱ ߲ xߢ 8   ! ߡ (ߣ 0!   dq  B   <  % / di x"-ߢ @@- I-8-0-ߢ (- I -ߣ ߢ ǀ   i- I-0$
  X<
P*U@ d 3-d,  ` _P-K-eY eM Q GI  N     !   ! .p-$  XH/`-   ! h-*     *P- p-   h- x-   kp- K-     
Xg?      ) &`- h-     *P- p-   h- x-   kp- K-     
Xg      `-%`% - - - - -      _-                 !   !`%%  -I   )H- 	H	- x- p- h- `-    iX- IH-        eJ `  _      ! 3-f1 2   !߱ ߲ x   !   !ߡ 8߿ $ ߰ ߾ H!    ߶ Xߴ h  "* T  ߰ ߡ (ߢ 8ߣ 0!  dq  B   <  % /  xdd"-ߢ ߣ @ǀ   D- d-0$	 2 	(*T  3-Q`  XB 0<d'  8 7P-F-H   (@- @ H@-eJ %)    U_H   XB%*  )`-
P*U@ m 3- ` X<P- _zeM KX- We R VX  N     ! .p-$ o/O eI  /-e( O  /0-   D(- 8   G8-     ?-% e
   # 5 %0- D(- 8   G8-_     ?- eI    ! %0- D(- 8   G8-+     +-E e(   C %0- % X% 8%(%  G-   V- 0- U-      P-           !   !@% X%(% 8%     !   ! % X%(% 8%     !   !X   8-X  8- ȸ  Y- X-   eJ    K   ! 3-f1 2u   !߱ ߲ x߰ ߴ h߶ X߿ ߼  ߷ Pߵ `߳ p g ߿ ߼  ߷ Pߵ `߳ p߾ H g    !   !   !g߭ <     %$&   0   ($!$ ߤ$, -H5   `<f   #*@ g 8$   phe X0 *xT`!ߤ   !   !f. e d0 Pf `,-ǀ ǁ  ft 2    !    !r    ! 8/ f+  @0   Tx- 1 $ ߡ @ P/ FLT F 4@- S- 3-u el C DF Qx-LS EF!ALG 1P- (  F!   !   !LQe F1 %H-e  E8-e Le
(F B FA 0LE F &-F BL
( F8-g 	c  F (LF F %-F BBL
( E8-e 
  FA 0LE F &@-F BL
( F8-el I td F (LF F %-F BBL
( E8-e * Y FA 0LE F &P-F BL
( F8-e  > F (LF F %H-F BBL
( E8-e * %@% % %F MFF E %F 5F $ % % ƪ Ƭ X-LV@ƫFRFK FJALX FcNw
߷8MN
M,
hF BF ZF RF JB߹ (m 8-ߥ @K5  ߴP*߲`  S   !@% % % %F UFF E % %F =F ,  % % % %%F MFF E % %F 5F $  % % % %%F UFF E % %F =F ,  % %@% %%F MFF E % %F 5F $  % %@% %%F UFF E % %F =F ,  % @   !   !  ?  C-0 2FLC@2FAN(F  -f1 2߲`ߴPߤߡ  `d ߤ+  W=߹ 8ߣc   < d f -ǀ ǁ d 3 PG   !   ! xf  8H     ! GH- OP- @fK    eq  0V 4FLO#FU FAEF$ $FF-h/e ߡ @ /X- ?h-&F* '@- _ -FN	 F8-f9 N
Nt(M0Ă FF :L_@F)F Rĉ FJAF cB ĊF
F { ?-F)AFPhFRF1 &P-L	k   _ - 0M"
 F8-e L( g2 M0Ă FF :L_@F)F Rĉ FJAF cB ĊF
F { ?X-F)AFPFRF1 &H-L	   _ - 0M"
M F8-e L(O cfQ MEĂ FF :L_@F)F Rĉ FJAF cB ĊF
F { ?h-F)AFPFRF1 &@-L	   _ - 0M"
- F8-e L(/f9 ߥ @ %F 1%`%F EFF e % %F UF < %gi%ƨ F	@LVF3AƢ FƥFChF1F	*iF	)AF:N	(LmLLF BL	F L	hF F ! 4-ߴ  F F F 0B  ߴ (F (IH  ߲`#"    ߴPa  R`   !ߥ @ %`%F 1 % %F EFF e % %F UF <gi %ߥ @@%%F 1 % %F EFF e % %F UF <gi %8   !   !  V   V- ^-( FAAL^ FA" F"FB
F
FFF
1L	hL	(LgLFF )BF !F F  - -  f fR ߲`߷8 @   !   !߹ 8$ $ $ *p   !Pߦ 8  <$ ` W*T $
 !@- 8 ߦ Hd  0  e ʘ- 8/ 0-dc  @d d 8ߣd  i- h-g  g-e  f-f  d-ǁ ǂ ǃ ǀ  f    !~   !|8 H Pߴ H X$ ߶ Pg m/߷ X   `f    f ߱ ` 8  e  h/   SX- GH-f9     xf%F1 @g$  0  f  M- `d  F*AF!g      ! P1  R- f g9 F)L g  O- F- Lx-ߡ @ '8- -h-eGF*F! &@- T0-   J-g  ,`- Q-F
9 *P-FBF"   !M`$F! ƆF*   Q-  FR R0- V-  FJAg g9 F1FB 1X-  Q- 6H-  5  g e FJ d M`$F! ƆF*   Q-  FR R0- V-  FJAg g9 F1FB 1x-  Q- 68-  5  g fn dFJc d M`$F! ƆF*   Q-  FR R0- V-  FJAg g9 F1FB 1h-  Q- 6@-  5  `g e FJK d M`$F! ƆF*   Q-  FR R0- V-  FJAg g9 F1FB 1`-  Q- 6P-  5  g fn dFJ+cud  h pF QF EF x F =F -    % % %@% ߴP   !ߣ  8ߣ ߩ  `ߣ ߨ x    &F2A GP- LH-F#    D@-M$Fi 0 ߫  C8-߷8
F
BFJBN` (kFZ F0-F"F9 E(-F!M*ĤF!F)ALFIF	)BFD  Fߢ F)BD ߲`Fߥ p@ߦ Fߥ h $ -FB #-߫   ,-k  `  gA   ! h pF QF EF x F =F -   `%  %%  %  ߴP p hF QF EF x F =F -   %  %%  %  ߴP h pF QF EF x F =F -   `%  %%  %  yߴP @   !   !  4  M    h T- M-.  ƥF9 p N-  ƆF)F! x Ox-F)AL F!F!F!d!  p-f1  h-fR g f ߴP߲`ߥ @ J$
 8T G$
 ߷ (  ! < -  @ ( ߾ g  d   /%-f   g -de` ߷g9 --g Pdt -f -ǀ Ǆ f -ߡ @ǂ ǁ ǃ f R  R  R  R   P Hߧ P `ߪ H  ߭ ` X  E  ߩ X DX- 0   F0- (d (   E(- @gF:A HX-ĨFBF)A  f F9F JB (&  R-F)B 0K  E- p  Fx- XM&" N- K-L`   !eg $ F)/e &F*e eL F1Ae e,  e  8J MK e  
P) FJAF B 	He F)Be  $ - (- %(-F
c &@- G0-F
LM"  JP-e L '8-e F*A I- )H- RF)FA   !M	F	[  p   p&  F)  Np-F :Fk P-kFcBFS 20-FF| e FJA ej 1M" M P- 0-fs f   ƥ R-f F)FAc<M	F	[  p   p&  F)  Np-F :Fk P-KFcBFS 2 -FF| e FJA eK 2M" M P- 0-fs f   ƥ R-f F)FAC M	F	[  p   p&  F)  Np-F :Fk P-kFcBFS 2(-FF| e FJA ej 1M" M P- 0@-fs f   ƥ- R-f F)FAc M	F	[  p   p&  F)  Np-F :Fk P-KFcBFS 28-FF| e FJA eK 2M" M P- 0H-fs f   ƥ R-f F)FAC]     F FF ]   F mF d F KF C  `%%(   !ץ F )FBM`  F ߴ( F ߷ߵ F ק߹  _ - T-   ^(- >  ߦF:  >  ĉF	z 9 FI W -ĳlFc _-FA U-ĐF{״ pFF R ȸL!F9 ^-FcF s Y-L`FF	BAMO"(FBLLM F)AL FkBMI FZF	9  F1LHF)BF f FkB F!ߢ FZF8߾ F1 FV߹ F)BF ߾ F!-߹ FF߸ ߶  7-&F  6-ߧ   5- 4-    w   !   !     F FF ]   F mF d F KF C @% ( q%     F FF ]   F mF d F KF C `% ( Y%     F FF ]   F mF d F KF C @% ( A%  &    0 C@- F8-d  F	9  FIA D0-E  F:F 1 (F)B E(-ħF	9L!L`LF)AF1F)BF1F)Bf  $ -f1  #-fs eg fR W؎     !   !ߴP߷8߲`ߥ @$
 $	Qi ߭Uj ߱h   !   !߭߫ 0a  $ 00  1X*U` ߱h   !`     ! `<e  gǀ     !L-N   ! p p-fR &1 VSN߲`` &/ P < /x*U ߱h ߱2- :fT P-ǀ   f 8P3 A   !U   !   ! $  V w/ V  @ 0V fE  d W  ߡ @  5- 0- 4-   6-  &8- 0    d  O  0- 4-p`  6-  &8- 0    de  2  0- 4-@  6-  &8- 0u  t  d b ߲` % %%%ߴP   X% P% ? -` >- 7-߷8 *- 𸎸 ` ȸ  >-@  9- 8-   -  `% %%%ߴP   P%@X%߲`  ? -߲` % %%%ߴP   P%`X%  ? -   !A  A   A   - A  -  - -`@fR  S   !߲`ߴP߱hߵH߿x߼ ߶@߳X߰p߾0 g   !g %$߭ @$ <       0$!$ $   ( $ *$, -H5   `<pe  gP8w  xT|ߦ   !   !f Xe `d2 hfS 0-ǀ ǁ Hft 1F   !QD   !qB   !@   !    H  x   !  f      ! $ 0/ S- 8 O- R- Wx- U(-ߡ 8 TX- 2-  7- 5-Ģc F$Fb$f FĤF! 4- RH-Q dF! eH $F!A 2p-e LhLG   !d  Q8-   ĩ$F	"AF
!L( 1`- $-F F B. Dx-   e hģFF:F cL(  $- D-D   fP ("cFAF:F cL(C  $- D-   f 'b#FF:AF cBL(  $- D(-   f gĢFAF:F cL( y $- DX-D   eH ħ(bFF:AF cBL( Z $p- DH-   e gh"#FAF:F cL(C < $`- D8-    !  d 'ĨcFF:AF cBL( $-% %F mF%%F uF e %F LF $ P%`@% 0% @߳X߸ @ X-LFcA߱hFZNS(Mm
F F cF Zߥ 8߹ ($߷ H5  $ L߲`߾0   @% %%F uF% %F mF eF TF , P%`0%  @% @%%%F mF% %F uF eF LF $`P% 0% `@%   ! @%%%F uF% %F mF eF TF , P%0%  @%   ! @%%%F mF % %F uF eF LF $ 0%@% `P%   ! @%%%F uF %%F }F eF TF , @% P%  0%   ! @%% %F m%%F }FF eF \F 4 @%P% `0%   ! 8߲`   !   !  0       F0- D - A- _-ĒF1FAN(F   -f ߾0߳X߱h H   !   !ߦ*ߤ    c $ p   !00*`8! p<P- ` 
8 
x 
H 
@eM ߪeJ  w `//H-d  he N-e `ߧe)  8- 0-eU h -f  -Xf3  -ǁ ǂ ǃ ǀ  ft 2   !r   !}   ! P X 8d   ߶ Pg  @  ߥ XeI     $  𸌷  C/   ^- Wh- 8g9  VŴF d4  H0- X -d ߡ 8 G- (@- '8-FAF _-g3   ȸ f  e  ĔFNuek    Y- _- (e 7F-Fe  7-   ?- V- Ep-ek F %(-FT   !F   !   !M`$F! F*   Q-u  FR R- Xp-  FJAek e 'F1FB 10-  Q- 8 -p     fs e- $FJ# f M`$F! F*   Q-u  FR R- Xp-  FJAek e 'F1FB 1P-  Q- 8-p    fs e ŤFJ f M`$F! F*   Q-u  FR R- Xp-  FJAek e 'F1FB 1@-  Q- 8-p    fs e- $FJ# f M`$F! F*   Q-u  FR R- Xp-  FJAek e 'F1FB 18-  Q- 8(-p    @fs e ŤFJuf  ` h pF QF EF x F =F -     % %`X% ߳X   !ߤ  @ߤ ߪ  (ߤ ߩ x 0d  F(F2A H`- EP-F# X   FH-ōDFi 8 ߭  K@-߾0*F
BFJBN`  ūFZ G8-F"F9߱h D -F!M*ĄF!F)ALFIF	)BFD  Fߢ F)BD ߲`Fߤ p@ߧ Fߤ h &0-FBߤ ` +-߫  $  %-ߥ 8$k  @ ! ` h pF QF EF x F =F -    %% `X%  ߳X p ` hF QF EF x F =F -     %% `X%  ߳X h p `F QF EF x F =F -    %% `X%  u߳X 8   !   !  3      p S- N-  ƧƅF9 x O-  fF)F!  Q-%F)AL F!EF!F!d  x-d!  p-f eJ g R߳X߲`߾0 J߱h H0! <-      d! d   /$-f  Xg _-g ߷g9 -eD h0-d -`f2 -Ǆ fS -ǂ ǁ ǃ ǀ ft R?߳XR_߳XR߳XR߳X X Pߧ X߮ P 8   `   ( L@- E(-  ĥF: 	x OH-  d  (&F9F B E(- ĩFKAF)A  M"  @  R- H    !F)B H- @  I- (M  H- E-KeK $
  L/ 	Hߡ 8f% I- )H-F:d g F2AF)Ad eS FRƆ /- (@-F9d e  F Be  8 F)Bd  
Pd  , -Fc %(- G0-FTM"  JP-e L '8-e  RF)FAM	F	[  p   p&  F)  Np-F :Fk P-kFcBFS 20-FF| e FJA ej 1M" M P- 0-fs f   ƥ R-f F)FAcDM	F	[  p   p&  F)  Np-F :Fk P-KFcBFS 2 -FF| e FJA eK 2M" M P- 0-fs f   ƥ R-f F)FACM	F	[  p   p&  F)  Np-F :Fk P-kFcBFS 2(-FF| e FJA ej 1M" M P- 0@-fs f   ƥ- R-f F)FAc M	F	[  p   p&  F)  Np-F :Fk P-KFcBFS 28-FF| e FJA eK 2M" M P- 0H-fs f   ƥ R-f F)FAC]     F FF ]   F mF d F KF C  `%%(߳Xץ F )FB߲`M`  F (ߵ( F ߹߷ F  ק߾  E@- U0-(   D8- ȸ  ߩF: (   /	F	z   FI Y@-Fc E8-FA W0-F{״ FF R L!F9 D -FcF s ^-߱hL`FĈF	BAMO"FBLLM F)AL FkBMI f FZF	9߸   F1LH 8- 5-F)BF  9-FkB F! 7-ߡ FZF8߾ F1 F6ߡ F)BF ߾ F!-߿ FF߾ F ߪ  ߾0$$ K  $ߥ 8  ~     F FF ]   F mF d F KF C @% %( l߳X   !   !     F FF ]   F mF d F KF C `% %( Q߳X     F FF ]   F mF d F KF C @% %( 8߳X   !߳X$  	     	H Dh- I`-  ŧŉF	9 8FIA GH-  (F:F 1 @F)B H@-F	9L!L`LF)AGF1F)BF1F)Bd!  8-f   -d eJ g U_،$  ߾0߲` 8߱hQc ߴ 0Uv ߰pߴ 0߮ 0$   1 p*U ߰p 8P   h <`߲fR  ǀ  Q-XS   !   !  -fR & `VQS߱h߲`߳X    !߶ 0&   `߷*ߡ 8 X    <- :fY V-ǀ  3 g0 0R I^   !   ! $  _ b/ _  0_ fE  d _   h >- 0- 4-   6-  &8- 0    d  S  0- 4-p`  6-  &8- 0    de  5  0- 4-@  6-  &8- 0u  t  d b ߲`߳X % %%%    X% P% ?@-` >0-߾0 7(-  * -    #- 8 "- '-`߱h@  0    !   !߳X `% %%%    P%@X%߲`  ?@-߲` % %%%   P%`X%߳X   ?@-I 	`I   	XI  ,`- 	PI  +X- 	H *P- )H-`@fR  S   !߲`߳X߰pߵH߿x߼ ߶@ߴP߷8 g   !   !g`߸  <   (  ` %$!   8X 9-߹ ( 0  P>  $#A  $ 9   @$a * H0! xp@Xhǁ   ǀ    ! `<d d    !h/ ge-'    ! F  FLCF Nf V' ߱߯ H'  np*4 xB  - - x<P/P/f  zfr f"f_ -ǀ ǁ (qg Q   !   !(q  F FAA  F2AFCf  FlFi FA FY d F\ Fr   ! FF cd F )BF 180FrF$  @F İ F @%4/F BMd  L	hLHFFML	F Qę FځM(Fd O	hF _B Ě F́FЁLL	F  FAL8Fe OF B  FAFxL(L	hF  FzL0Fd OF gB k FFhLL	F  FjAL(Fd OF _B I FFrLL	hF İ FrL0Fd OF gBĻ  % P % % X ` %F  h pF F F x F \FF D  ׶ h׵ xFA׺ `F ׻ p׺ XFF O׸ P׽ O]OF BO0hNA׿׷ O׾N׸ ׼(׽ ׻0NhNBN!ߥ N"ߤ ׺8N׸H׹@߱  nN   !  % % P % % X `F F  h pF FF dF x F L  ׶ h  % % P % % X `F F  h pF FF \F x F D  ׶ h  % % P % % X `F F . x hF FF dF p F L  ׶ h  % % P % % X `F F - p xF FF F h F T  ׶ h    !   !   F F  FF FF OONNf    !׾׿߱    !ߡ$ $ 7*߿*  S0!   <g ߿ g fB (AX-ǀ ǁ KdA @+H  `D$  Hc/߫  i -l8-fN g   F  e  ( ĄF)Ml ĈF FF
)Aߣ ĉF	FQ @e ߢ ߦ  h- x-ċFW P-e0-F	GLhhH-f0 LELd	(8O	$ 9FƁF Le<FAF  FF !B (FF 9 E-$FFA&FF H`-O]h   e0- @OE hH-g Oy	(G f O	' 9FƁF Le<FAF  FF !B (FF 9 Eh-$FFA&FF HX-O]h   e0- @O hH-g. Oy	( mfQ O	G 9FƁF Le<FAF  FF !B (FF 9 Ex-$FFA&FF HP-O]h   e0- @Oe hH-e Oy	(g!f0 ׿F FF ׾F %@%F F F%߯ % ߮  8%  % ߸    !   !FtN( FM@FmA FcFFkA׽ FdF B׻0׼(FcM׺8MF BMhF ł׸HM(F F {F sF kBߥ ߭ F cYV  h-׹@/.  ߤ ߱  Y   !׿߯ F FF F %`%F %׾F F% 8% ߮  ߸    %׿F FF ׾F %%F %߯ F F% 8% ߮  ߸    %   !   !    !   !   0Y ȸ - -c BFL _F{ FA{FEFF؁FFFOOhO(OF F BF F  - ->=  fR g <K;׻0׽ ׾׼(׿ ߡ߿ (`Ԩ*ߣ @   C! C0- <  @ H 8d!  d   /e  8-g  0diߣ 8 @ i-d  h-Ǆ   - gX- f@- 1/"8-f" ǃ ǁ $dP @Hd!ǀ ǂ GRf RQ  GM     0e  ߯  (P-(-	  EĨFA 	HP-   !GF)    !F1%  f, ( P e F)A p ߤ - P80   !L--e 	F	BA $ L!x- /ߥ ߣ x H- 0-FA P- (-F	1N!@g en F?e d + GFe  F/ e d F1  -  FƁ - O>F -FX  FAF 9 O['  -    F1 rX-e M@F q@-e >F/ e F g F1  -  FƁ - O>F -FX  FAF 9 O['  -    F1 rH-e M@F q0-e ^F/ d F g F1  -  FƁ - O>F -FX  FAF 9 O['  -    F1 rP-e L@F q(-e ~F/ e Fg ߣ   ߤ ߨ  ߥ  F 5F ߢ  b8-  F ׿F ׼(F ׽ F ߆F F Ć%% ߸       x0- d -9     ȸĎFr @׹@׻0 y- h-׸HlF[FRFN`FFZRFsMLM#׾Fk@Ml"FB׺8FRO F{FkBFN! ߱FZF BFRF{ߧ F kB߹ ߿ FZߡ F R߿ 8-(-/+  f
   !ߣ   ߤ ߥ   ߨ F 5F ߢ   F ׿F ׼(F ׽ F ߆%F F Ć % ߸   b8-ߣ   ߤ  ߥ  ߨ F 5F ߢ   F ׿F ׼(F ׽ F ߆%F F Ć % ߸   b8-  f    H `- P-  ŖXFA  H-&  7FFB 0 0-FFN`N%F@N!FFBFF B -g  -ek vf1 e 'U׸H׹@߱    !   !߯3   U ߲V ߲P    p<e  wǀ  N-Q  -fR &  VPQ߱ &  ߴҐ*V@ ߲ <- :fV S-ǀ   f P? A   !W   !   ! $  W / W  ߾  XW fJ  (eI Y  ߷  ߢ - P- C -0   E0-G  K`- XD  (C  e( A S  P- C -  E0-'  K`- X$  (#  e
 ! 5  P- C -F@  E0-  K`- X  (  eI   ߢ @8% ߱`0%  %-    ߧ (- -ߢ-  -` 0-@-   /   !   ! ߢ  8%`0%߱-   % ތ     ! ߢ  8%`0%߱-   % Ҍ     !A  A   A   - A  -  - -`@fR    ! _   !߲ߴp߶`߿߼  ߷Xߵh߳x߰߾P gg߭     % % ( $ <   8   0 $r$ &L$   5  D  C* - e  `<  g   `h @f e  fS ft  -ǀ ǁ =f RQ< Rq: R8 R6      x   !  f      ! $ 0/ S- O- R- Wx- U(- TX- 2-  7- 5-Ģc F$Fb$f FĤF! 4- RH-Q dF! eH $F!A 2p-e LhLG   !d  Q8-   ĩ$F	"AF
!L( 1`- $-F F B. Dx-   e hģFF:F cL(  $- D-D   fP ("cFAF:F cL(C  $- D-   f 'b#FF:AF cBL(  $- D(-   f gĢFAF:F cL( q $- DX-D   eH ħ(bFF:AF cBL( R $p- DH-   e gh"#FAF:F cL(C 3 $`- D8-   d 'ĨcFF:AF cBL( $-F mF%F uF e %%F LF $% P% H @%`0% P߸ P X-߹ HFcA/FZNS(Mm
F F cF ZV$ L  }F uFP% %F mF e%%F TF , % @% H 0% P ߸ PF mF%P%F uF e%%F LF $ %`@% H`0% P ߸ PF uF%%F mF eP%%F TF , % @% H 0% P ߸ PF mF%%F uF e% P%F LF $ % H`@%0% P ߸ PF uF%%F }F e% %F TF ,P% 0% H @% P ߸ PF m%%F }FF e %%F \F 4P% 0% H@% P ߸ P  (       E(- D - C- _-İĒFqFAN(F   >-f    !   !߳ ߣ 0߱ Ќu  ߦ (ߤ (ߥ ߨ @ d   $  *  *Ǆ  T2    8! @- 0< 8 X ` H Pe  7 8/ek ,H-eJ  @dߧ 8 X 8-e)  - - - - (/f- &0-e dǀ ǂ ǃ ǁ $7f 5   !F3   !n     fd    f   p .   U- X-f  xs   5F p  _- ($ d   /FfI  O-FAF2  T- Np- f' FeF5d ek N%`Nv Ex- ?- 5- %(-eJ F*F 4-N#F
BF   !   !F
s  R`-3  F) Q- MŋF3 S-FJEr  fF3AF { L"` R-P    Fs 20-eJ LgF* 1-e) Fk e F
JB ek F
s  R`-3  F) Q- MŋF3 S-FJEr  fF3AF { L"` R-P    Fs 2-eJ MgF* 1-e) Fk f F
JB yek F
s  R`-3  F) Q- MŋF3 S-FJEr  fF3AF { L"` R-P    Fs 2(-eJ NgF* 1-e) Fk d F
JBek $  Xߩ X `ߴ  hF uF pߦ p x F eF MF TF D %F 4FF , %`P% ߤ E     ( FP-&   0 D@-)   E8- 	H F0- I-FF2FF	ZAFZFBN`JF
L!F1Mi M	F
)@FNcF
9N# F߱ 0߳ FFF
)BF cF9FFBߧ F )Bߢ hߣ xF Lߢ ` %(-g $ -E  `   !   ! Xߩ Xߴ  ` hF uF p x ߦ pF eF MF TF D %%$ F 4FF , ߤ  `P%   ! Xߩ X hߴ  `F uF p  xߦ pF eF MF TF D %%$ F 4FF , ߤ  `P%   !    !   !  k     X p K- Nx-  FAA ` Lp--  F1F)B h Mh-F1ũF	BL`L!F)@N#F1F)BF1F )B ,`-fs  +X-f f1 f &e$ ߱ 0߳ 5  ߱ 2 ߲  R  VV ߰ V ߰    ߴ  <f  ǀ   S-V  6-fR ' VQV߱ ߳  ߹  '   *V ߰  <>- :f_ X-ǀ   g R ~OB   ! $  D b/ D  0D fE  d G    #- 0- 4-   6-  &8- 0    d  O  0- 4-p`  6-  &8- 0    de  1  0- 4-@  6-  &8- 0u  t  d b ߳  % %%X%   P%߱  H% +p-@ ?h- 7`- )X- P  H  *P- @ )H-` (@-@   . ߱ ߳  `% %%X%   H%@P%  +p-   !߱  % %%X%   H%`P%߳   +p-   !O O   O  4- O  1- x 0- /x-  fR S   !߱ ߳ ߰ ߴ ߶ ߿ ߼ ߷ ߵ ߲ ߾  g g߫P  <   $!    9-   ߃   ߮ $    d x 4*0! ( dh (  c   0@ z P  ߲    !   !   ! `<ep ߫  geq ߫Hek --& f1 f mek ߲ &    ߱ ߰Pp*߳HU \߫HR   - <4- :-  %f  @tX-f# `(%$ "  8%W/   !           d d dd  !b   b   b      hd d d ጂ  % % % @% 3 X  8 X    8  X  8 % % `%  @%   !   !   !9 ??      ?   f1  f y ek ߫H44ߡ   %?   V $	 4ߢ  $ B   "#   #߃   < d-   A/J t$	 '1Q I(*T  @%R   	pfg  0<8- 7 /-   @h@-f %) V     ! 	p%,  
hBL`*U t @%p- h<p- oz׀/f - ^e P1 ]
     !   !f	       ! $   8/ 0e( u(-ߡ  &8- 0$    e
  $(-# 6  &8- 0    eI  $(- D  &8- 0K    e(  $(-C$  Ѝ?   &-߫   ȸ ?- 9-b"   !   !  , @%   !   !  D   &0-߫    $ - #- b   !   ! Ѝ   &H-߫  @ 8 (@- '8-" 
   
`
  
Pl`-jP-f B   !  @%fRTmv/$	 ߯ ߮ ߷ ߡHh*1 $    zԘ*R  ߡH   ! <4g    !/4 --   !   ߵ - 6-   !f    !%) ߡH߹  	%8  B*V Z߸ -4/ <- z-f f PQ ?$   %/  ߥ ߣ  0 (- $8- fH-d   &P-h   d(-el 'Gb  0 $8- fH-   &P-   d(-e 'G 0ߧ  $P- 8- &@-I   ߸    !   !߫  $p-fX- &`-k     !   !   !   ߯  - 6-x- 2-f O   !߸ ߷ ߿ ߮   3   ` d* ߢ P   0 <g  Ϻ߿Hg  -a   !ek & d Ta   !   ! 0ߤ & B  ߥ  C*T@ J        < 8-ߥH ': X- -` %d Q 2l    !   !   !ec $	 b  (%	/       d dd  b  b  b    d gd 댂               ! k  k    k  l mm    m ek   d Tl   ߄    44ߣ  $ c   C# ( #4 < - ߡH   !  B/$ 'J t@0% 
8*1_  0
X  @%T@*KdU   @%S -el `- ``- H<`- 	O/	-   !     !   ! h -h-f & V     !-& 
-Np*U l @%  
xB- x<Ѐ- z/f - Tf S S     !   !f	      ! $  ?/ 0 e(  8(- &8- 0$    e
  $(-# /  &8- 0    eI  $(- D  &8- 0K    e(  $(-C$  $   &0-   $ - #-b  ( @%   !   !H   &H- @ 8 (@- '8-"     !   &`- X P +X- *P-b  B   !   p  h .p- -h-f    !   ! @%fRUiv/ߵ ߰ ߡH߯ !$ 2   x* z* R  ߡH <fr  Ґ-4W/4 W--   !   ȸ߸ - 9-   !f    !8& ߡH4& *W \߫P- B - < d/ z d--f f P ?$   &/  ߧ ߣ  0 (- $8- fH-d   &P-h   d(-el 'Gb  0 $8- fH-   &P-   d(-e 'G 0ߨ  $X-@- &H-j(   ߫P   !   !߬  $x-`- &h-     !   !   !   ߲  U- 5-S- 3-Rf r   !߫P$ ߷ ߵ    4ߢ  B  4 "#   #4߃   < d-   A/J $	 '1Q I(*T  @%R   	pfg  0<8- 7 /-   !     !   ! @h@-f %) V     ! 	p%,  
hBL`*U t @%p- h<p- oz׀/f - ^e P1 ]
     !   !f	       ! $   8/ 0e( u(-ߡ  &8- 0$    e
  $(-# 6  &8- 0    eI  $(- D  &8- 0K    e(  $(-C$  ؍>   &-߫   ȸ >- 9-"   !   !ߵ   + @%   !  D   &0-߫    $ - #- b   !   ! ؍   &H-߫  @ 8 (@- '8-" 
   
`
  
Pl`-jP-f B   !  @%fRTjv/߫ ߭ ߡP߳ 1q $	 $   ih*ߵ  yT*R  ߸  p<4f    !x/4 w--   !   u- 5-1f %) ߸  	ȸ߳ %7 ߡP-w*V \߷  B4 <>/ z>-f -S B   !   !   !f $   "/   0d(-ߣ  $8- fH-d   &P-h   d(-el 'Gb  0 $8- fH-   &P-   d(-e 'G 0ߩ  $@-ߤ   - &8-*    ߫ ߩ ߪ  $h-FP- &X-J j   !   ! p   xn- .-op- /x-Rf    !   !߷ ߵ 1A ߹ ߮ ߵ    a* P   
 <g'  Ǻ߹Pg0  -   !   !f & d T   !   ! 
&  <_*W I   ߢ    ! C8- : -   !$ ߨ d ߢP . C-  %f   (%&/       d dd  b  b  b    d gd 댂        ߫   
   i  i    i       f   d T ߵ   ߡP@ 4ߣ  $ c  4 C# ( #4߄   < - ߾   B/$ 'J @0% 
8*1_  0
X  @%T@*KdU   @%S -el `- ``- H<`- 	O/	-     !   ! h -h-f & V     !-& 
-Np*U l @%  
xB- x<Ѐ- z/f - Tf S S
     !   !f	      ! $  >/ 0 e(  8(- &8- 0$    e
  $(-# /  &8- 0    eI  $(- D  &8- 0K    e(  $(-C$ #   &0-   #- ?-b߾   ' @%   ! D   &0-   $ - #- b   !   &H- @ 8 (@- '8-"    !
   
X
  
P +X- *P-bf    !B   ! @%fRUjv/߬ ߫ ȍ     !ߡP$ 1q ߮ n!th*߾ U ߸ R  ߡP   ! x<fp     !Ѐ-4/4 --   !   ߵ - 6-   !f    !& ߡP-&  ȸ߸ w*V a߸  B-4 <>/ z>--ߥ f ߵ f S @   !$    !  "/  ߣ  0 (- $8- fH-d   &P-h   d(-el 'Gb  0 $8- fH-   &P-   d(-e 'G 0ߧ  $P- 8- &@-I        !   !߫  $p-fX- &`-k     !   !   !   ߯  - 4-x- 2-sf O   !  ߸    !   !1A $ T*V ߲ P  ߤ    ! <ߡ g ߸H g ߸Pg  -~   !   !f *& ek d T~*  ߤ  (&  8-ߤHB*T@ ߲ ߣ c    < X-ߤP : -d  - d P2 m   ! P%`@%f	  x%$  mel G/g     !b p* X*   E  e+ e  Q*  e  C * G  ( * 9    8 *p   m %  ej g  P*  e  C * '  ( * y    8 *_   E e  eI e  _*  e  C * g  ( * Y    8 *1  % %@%% % %  ~  %8%  g @0%    **      1*x  ft  *>u  * ϸ*r xp o   @߯    !   !%@%`% %% %  ~ % 8%  g  @0%   !   ! % %`%%  % %  ~  8% %g  @0%   !   !mp*j     @ %A`*h    %e   H*L 0*	   ek  f  d Tm   !߯   ߲    !ߧ 1A $ ߾ $ T*  qQ*P  &  <V  ߵ@   ! f  /f fW߲  W- ǺU-8-I/&   M0   e) U1& &   -*W  S     /ߢ@  CH- g߿  <- :-"- i/ i/ i/ i /dC d"    ! %e%  -g M$  M" $ e0 M# @M! F(/   !!  #  " f N  N N @ N      f0 N$  N" N# @%N! !  #  "        !   !          !   !   !M$ M# @"!  M" M! @" ! e)    !2   !  V` ߰( H X< i80%$   	P/ߩ@e)  g߫ eg eKߪ  ,-K-$ $ %O%N%R x*_* p
Y ne   h4 ƈ-2K Q` ߡ  <(- > $ 7--' d!   F 1-    ߡ F   ' X*  Ng    g    f g      < (- ȸ-- -   !    h-ǃ  F F- F F --F FF -(/F  /1/   !N#  F !-N%@F9f N$  F ! %   FJ@O  F @-O@F1f O  F   FB F F1F	A@F	F! F)@  F%    !   !F"F; FJ@FFZ F
J@F	E    !4e    !  e)    !3d ߰(߲ߴ߶ ߿0߼ ߷ ߵ ߳߱ ߾  g@   !   !   !g0߯    0 8 @߭ @ H P<   X$   $c   (߬ ( A* y-        ` $    e  ` h<%  X `/  oe߬ X M-`-߭ P--߯ ߭ -- hߡ hG$  < *V  f -$  (  >-- %--$ - d(- P/ 0/0 /f& / qd E oeI Q% nN pߨ p X%   !N  N @P-FBN  FB$    !&8-ߦ pMC  HH-MD @F(@-MB  FM#  M$ @F Ma(M  i  d M"X-M F ?F:BMA Mc  H  d MfP-Md @FB ,F:M!MC  )  d MbFH-MD F F:BM0M#  d MB  &@-M$ @F8FM" FMa(i  MA H  M!"  ߫ p  .f    !MB FM0  Ma(i  MA  C     !   !Mb F!M!)  M0  Ma( d  M@F)BMA H  M!)  M0      !   !   !NN F9NF1f1 N8  %- pf fR VSjߡ h߲ ߴ ߵ ߳ ߶ ߙ  ߱ ߾ ߨ  P%ߧ Xߦ @H%ߥ 0߰ (  	  % 0%ߙ  ߧ H(%  	  %ߥ @$      ! ߢ (*$ ߦ P  *$ ߡ ߾ `   !d!  H g d  ( / @B  dg <ߤ ߣ X  - g-  - p - 3/ h b-d6$ G P% X* `* P
Y@ f 0 Nv@j  F
HU f Q@ ߤ h   ! 
h<p-$   x>h-߮ h-$ X-/+  L0 M`b% ߸ pf1 +  + 8-ߤ h % e  *W  f     B < > B-(- 4-    t--  -- - q / Q/f  1/ cd % ad+ Qe `N#@ xߡ x H%-  N$!@-Mr N#@N"Mq $   M8-0-MqM@MMp  LMqM# (   H-L @L L `d !  M$  2L  M  !@-M# @M" L  d   M  L L(  8-M M @L@d   L L M# (  L LMM   xLx     !ߩ x  'f    !L(  MM@N `M# (   xM      !M  M" M#N`L(   xM#(      !N#@N"N`N#N$5  N`f 5  )- xf fs uMfR ߲ ߴ ߵ ߳ ߶ ߿   $ ߾ `g  ߥ @   ! g ߿ ( d  ( / 8  df <ߣ  f - ߿  -߿ P  -- S/ p c-dV$ G   ! % *0  
X@ f Nv  *`  F T f Q    	(<0-$  0 H>(--$  P- X/    N L `% ߬ pf1   *- % e  h*U f   p  xB x< x>x-(-p-   x4-p- --x- /f /g+ /% cej Qe bN# @QE `N# @   !   !!@- H%!  N$ L  N# @N" L  $   M 8-0-L M @M L   L L M# (   H-L @L L `d !  M$  2L  M  !@-M# @M" L  d   M  L L(  8-M M @L@d   L L M# (  L L @L  M  L      !   !  (f    !   !L(  M M @L  M# (  M     f    !M  M" M# @L  L(  M# (    f    !N# @N" L `N#N$ !  L `f    !!  !-f fs uMfR ߲ ߴ ߵ ߳ ߶ ߰ ߙ  ߫ Pߪ ߩ Xߨ ߧ ߦ 8ߥ 0߾  	ߤ (߿ ߼  ߱ ߷  g      V

                                 D   "          H   #          N   $                                                   
                                                                                         ;                  ;$                  U|                  U                  j                  j                  z`                  zh                  z|                    }                    4                    ,                                                                               "                    #                    $                              X                                    H                                    "             "$            '            '            '            '            /            /            /            /            /             7            8X            ;            ;            B             B            B            B            IT            I`            Id            Ih            Il            RH            R            U            U            V            V            [            [            a8            aT            aX            al            ap            g            h             kP            kT            p            q            q            q            q            w`            w            P                         (        
T
d                        /home/naomi/work/LOAM/NEW/dyn_topo.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_topo.f -fB,/usr/tmp/ctmB.BAAa000eO          NEW_TOPO                      (DATA_INIT                    DFDXK             :       DFDYK       :      Uh      DFDX1       Up      j      @DFDY1       j      zP      BARO_DEPT       zP            BARO_SHAP             \                      d 
    /home/naomi/work/LOAM/NEW  dyn_topo.f Ϟ{comm_new.h أcomm_para.h Ӊ  	        I1rM)]Li=~ylj $ $-LiyLI|R)=`Iw1	[>4|	1T	{
$x	!!d
,5y	O*|8	qm
<}
m`Mm g\Ya~v! iXY!eh\Va~v	 pXx[{e	~[1|	'.d@)*Y	y#|59 %B  . ?@
@           @	@              `                       AHB	EAAAAB
A@HBIicfn        h                    4 AAC	B
BFHEB@NDMHIrEI~LNI                             AOEEABA
B@HBM	UCRA	oIDl	{lA	YG(QSCN	U                          :      x AEMCCA	B@FBBB
pI
B[DB
PID*PBFODEKSqU                           Up      @ AFD	E
D@HAAABKQBBAXB_ADL89:;<=\>?AFBBHFBLe89:q<\LAH?B>S=EJA;):<l89H`           `              j       AG	FEECB
AA@ECaEDGLD              @              zP      !4 ANCDCDAA	A
A@        p                    
 ARAAA	A@
CCECDKGGE\CJLCE       8                                    \                                             NEW_TOPO       DATA_INIT       ;DFDXK       _DFDYK       DFDX1       DFDY1       BARO_DEPT       BARO_SHAP                    y             0   (          8                (                         (                        (                     H   (         P                (         (               (                        (                      
   '             &                                     (         #            +            3   (         G            O            W   (         k            s            {   (                                    (                                    (                                    (                                    (          
   %                        
   %                                                                                               @                              	                              %                                                                                                                A                          $       0                       ,                         *                        @      \                         0p  !                            V                         B   	                             @                       X                         8      X                       c   	                                                   mp                             @                          {p                        P                                p                        m                                p                        X       #                          p                       {      @                          p                               @                          p                                                            	                                                       	                                                       	                                                      	                      P                                 	                      p                           dyn_forc.o/     839864826   1572  1572  100644  200976    `
ELF                                   
0   @     @                                                  	                                                                                @   )                 4               0   ?                  E               H   P                  [                   f                  p              (   {               (                                    `                                                      ,                                                                        $                                                     (                  ,                                                                 +                     4                     9                     =                     A         @      >t  L                 W                  b                 l              (  w               (                                  `                                                   ,                                                                    $                                                                  0  
                                H                 ,  #                     -                     A                     J                     Q                     [                     f                     p                     z                                                                                                                                                                                                                                 (          ^                                                                          (                 (                    
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               0                                  H  &       P         -                 8                 C                  N                 X              (  c               (  k                 u               `                                                   ,                                                                    $                                                                  0                                  H                                                                 )                     3                     >                I                 T                  _                 i              (  t               (  |                                `                                                   ,                                                                    $                                                                                                                            (              (  3               (  ;                 E               `  O                 Y                 c               ,  m                 w                                                 $                                                X                                 0                                  H                                                                    (                 (                                  `  )                 3                 =               ,  G                 Q                 ]                 i               $  u                                                             @                                                                                                                                                                                                                                /                    B                   .symtab .shstrtab .strtab .comment .rodata .srdata .lit4 .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames .MIPS.interfaces  .rodata .srdata .lit4 .text depth_init_ data_addr_ grid_addr_ mosf_ data_geom_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ grid_ coords_ afill_ odb_open_ data_on_model_grid_ read_zt_ ran_ max min clim_init_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ coords_ odb_open_ data_on_model_grid_ read_zt_ afill_ odb_rddm_ mem_alloc_ odb_rdgr_ it_catch_ perror1_ read_linz_ potn_dens_ dconv_cl_ real mod sqrt float min max grid_ h_init_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ temp_init_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ salt_init_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ tau_init_ cosf s_cat s_copy new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ winds_ grid_ coords_ odb_open_ odb_rddm_ mem_alloc_ odb_rdgr_ it_catch_ data_on_model_grid_ read_zt_ real cos tau_lin_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ it_catch_ read_zt_ hflx_init_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ pbl_data_ pbl_param_ grid_ coords_ odb_open_ odb_rddm_ data_on_model_grid_ read_zt_ real mem_alloc_ odb_rdgr_ it_catch_ perror1_ mod sqrt float min max evpr_init_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ grid_ coords_ odb_open_ odb_rddm_ perror1_ read_zt_ real it_catch_ mem_alloc_ odb_rdgr_ data_on_model_grid_ qforc_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ pbl_data_ pbl_param_ it_catch_ read_zt_ hflx_s89_ hflx_s94_ mod htflux_pbl_ epforc_ data_addr_ grid_addr_ mosf_ data_geom_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ read_zt_ it_catch_ hbcset_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ para_ gridk_ grid_ tbcset_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ para_ gridk_ grid_ it_catch_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ mod data_on_model_grid_ s_stop grid_ coords_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ grids_equiv_ e_wsle64 s_wsle64 __kai_do_lio64 grids_equiv_ s_stop odb_ifatt_ grid_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ odb_rddm_ odb_rdgr_ odb_getiattr_ odb_rdvar_ datagrid_memory_ blin_indx_ blin_coef_ e_wsle64 s_wsle64 __kai_do_lio64 read_zt_ data_addr_ grid_addr_ mosf_ data_geom_ odb_rd1v3_ blin_intr_ nearest_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ blin_coef_ grid_ data_addr_ grid_addr_ mosf_ data_geom_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ bracket_ bracket_ clim_updt_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ coords_ it_catch_ read_zt_ read_linz_ potn_dens_ dconv_cl_ psi_updt_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ it_catch_ read_zt_ clim_relax_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ psi_relax_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ afill_ read_linz_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ mem_alloc_ odb_rd1v3_ zlin_intrp_ mem_free_ zlin_blin_ zlin_blin_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ zlin_intrp_ blin_intr_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ blin_indx_ data_addr_ grid_addr_ mosf_ data_geom_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ nearest_ zlin_intrp_ t_limit_ max .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames be::6.02:dyn_forc.o -G8 -TENV:PIC -m1 -O3 -TARG:abi=64:isa=mips4    MZ for temp climatology Temp & Salt DATA should be on the same Z grid   MxTh & Temp DATA should be on the same T grid   Temp & Salt DATA should be on the same T grid   SST & Cloud Cover DATA should be on the same grid       H.flx & cloud data should be on the same grid   H.flx & Sol.Rad. data should be on the same gridSST & Cloud Cover DATA should have same grids   Solar radiation data is not on PBL grid All PBL data should be on the same grid SST & SSS DATA should be on the same T grid     evp should have PBL T grid      Only one data GRID allowed! Stop.       !!! X grid of DATA must cover the model region  stretched       !!! Y grid of DATA must cover the model region  AA space in read_linz   BB space in read_linz   bath    mltc    T       tclm    psi     temp    Z       salt    .x      .y      ttau    tau     taux    tauy    sst     tsst    cld     solr    wndspd  uwnd    vwnd    airhum  airtem  sss     evp     precip  NPACK   X       Y       NMASK   MASK       BH  ?   ?  ?   ?         8˛d<L@I@@I2FQO/A@     57@   ٙ        g<  $B   X Y- ߂    %g ߇   $ $  `R  ߖ  f  ߗ  ߙ   *P ߤ `    ߟ   V@ ߙ    8O   	    ߗ     !   !ߙ  VA ǌ ߞ  g  g ( % *8% 	 8
$ $ g  ߙ  g  	 %g  g  g g ߙ    % 	ߦ ` ߗ  ǌ ߔ  Q]   !g g %$'$  	 $ %ߒ  A  ǘ O @O `!  ߢ `$ _  *T  *' < $ - 	` %%A  O O  1-f1 0"߿ `  *   !%߁    @p3 R   8 < '$ $  d-% (-ģF <F f1 & 3 8&  F0*T[ߗ   8< ?:f( '- e P fS Rp 9,X-d  F !<F.d  f* h-@-Ť  F !<F+   !   !   !   H%$ 0/eL x-l -e F <lh-ă  F <# i0- i8-# nX-F Q n(-F  F "< F +<  F	FQF <e ģ  #F < B   j0- j8-#š i@-F  i -F  F "< F +<  F	FQF <e* ă  #F <  }  l0- l8-#b jx-F Q j(-F  F "< F +<  F	FQF <eL ģ  #F <  U  n0- n8-8h-F  -F  F "< F +<b  F	FQF <e ă  #F < " $ $ %@% % `% %%% %F F F   8r-   !rx-FSF    F 2<F	F *<F	Q2 Q-F C<Q- Ff E ƧF 2<F	F *<F	Q/f -F ;<E x-F& F 2< F	F *<F	Q&   $ $ %@% % `% %% %`%F F F 8   r-$ $ %% % `% %% %`%F F F 8   r-$ $ %%@% `% %%%`%F F F 8   r-91-)F L<FQ)91-)  F L<FQ)  91-) F L<FQ) 91-) F L<FQf1 0)    !   ! Hߗ     !   !ߗ   B   !$  -߂    FR  (*D  `% -߁  2r  
ā  kF]ǘ FP[$    F`u*   !   !O F `T`y$ R@  P (<   ! 7$ $  -G   @-FkAFBL`'  8-f1 & 0 P&  iH*U _$  
P< 
W:f+ *-p-er P+fS Rp*C  N  Ѱ-Fsf) L  F X%-Ѡ-ј-- ѐ-p-ƮFt$ 0Ǝ  FtALp FN Fs/h-x-D  e* - (-FBF `-F   !F   !   !ĤF! -Lŧ  F9eH L` FR -L LD  % - FkA 0-'  (- p-FB 0- 8-F  F
 h- F#  ĤF! x-LŇ  F9e L`
 FR -L LD  %  FkA 0-'  (- p-FB 0- 8-F  F
 `- FC  ĤF! -Lŧ  F9ei L` FR -L LD  % - FkA 0-'  (- p-FB 0- 8-F  F
 h- F n ĤF! x-LŇ  F9e* L`
 FR -L LD  %  FkA 0-'  (- p-FB 0- 8-F  F
 `- Fc} @% %`% %%F uF ]F%%F EF - % 8%LL`L 8 L  (-8 Ɣ s  -F-FA-  Fd F FFBFFL`L  - -L8 LƵ  -8  3 -FA-eF-  F7  FBFFL`L L8 ---  ߗ  4   Y  %`% %% %%F uF ]F% %F EF -  8%   !   !@%`% % %%%F uF ]F% %F EF -  8%   !   !@% % %% %%F uF ]F% %F EF -  8%   !   !C   q -ĄF!FL #  q-dC   q -Ą  F!FL #  q-d  C   q -Ą F!FL #  q-d C   q -Ą F!FL #  q-f1 0d    !   !ߖ  $    !  ߖ    0 @*G (% 0-3  (
  FX[$    ǂ F*   !O F T`Q$ R   PB (<$  7$ $  -G  8-F!F  L h@- @'  8-& fR fs P PB&  H*U 3$  
P< 
Wz%߄  fK J-tep 	f 4f0 RC N h-ŤF!FfL ߍ  fo $  `@%/  L p-P t-- 3 Q t-ƥF)A    de *-F1FB-DF!*-p-eI  pFL  - FB_ 8-  F90-e L`  8-F! 0-L ȸ% 8 F 8-0--e+   FB   _ '  F90-e L`  8-F! 0-L ȸ% 8 F 8-0--el   FB  C _   F90-e L`  8-F! 0-L ȸ% 8 F 8-0--e   FB  # g_ '  F90-e L`  8-F! 0-L ȸ% 8 F 8-0--eI   FB  c_  %% %F E % %F 5FF - % 0% h   !ߘ      L ߿ h-- 6 ׸-E6     Lfy &-F -Ƥ    FF)ALw- 7 FB->   g6 L`-- F!-    FL 7- ȸ7 -F0A  FBL   ذ- 6 ذ-ǘ ߗ    B     ! h@% %%F E % %F 5FF - 0%  % h%%%F E % %F 5FF - 0%  % h`%%%F E % %F 5FF - 0%  %C  r-dF!F  L d -  #  d-dC  r-d  F!F  L d -  #  d-fR fs Td     !ߖ  $    !  ߦ `$    8<(*T;ߗ   G$ ߋ  ߄  fI  -3e0 f 3f0 R"8*8RP-x  My  k  %K   PfH ,8j `-.(-  p%X %J KP- 
Xh#*  hKX-MP-a@F    /8e  $ x-p/08d "	-F B   !%ǀ   P9 '  (-X# %  X - (-  BġF@?  H(-e' 08-%F B  P   8 '  (-X# %  X - (-  BġF@  F(-d 08-%F B  P   9 '  (-X# %  X - (-  BġF@?  I(-e 08-%F B  P# g  8 '  (-X# %  X - (-  BġF@  G(-d +8i-%F B  P  F  p % x % %  %@% % X% ߹ p   !   !y & ߷ x-ߵ #  7 --F    8 ߶ ߕ  ǁ F     & T- ' -߹  >#7  ȸ--F  F  S-   & -   װ#4  --ƢƀF  F  R-  L`F  p % % x % % @%%  X%  ߹ pF  p % % x % % @%%  X%  ߹ p   !F  x % % p % % @%%  X%  ߹ p   !"8 R-e  $ d     $c  d-  0   (##  ( d - e-ā`F  F " R-fR S@   !   !ߗ  ߖ     F<F  ߧ `$      !U8*&T2 P    <   ! Ǻ$ $ x-1-  F<Ff1 & 0    !   ! &  ^*Wm   !   !ߍ  f"  <dT ߁   :f ?-S;fP R:2RS82R62# q -߃  b Ā  F<Fa &  f%  0-  F<F` $  d   -ă  F <F i )?   !   8%$ @h/d (߃  $--F <E  F	)<H-P-c 1FFIQf +' F8<H FA<F1F2d ?E  e-(-'  H F <E  F)<H-P-b 1F	FQf +' F8<H FA<F1F2e ?E  f-'-'  H F  <E  F)<H-P-a 1FFQf +' F8<H FA<F1F2d ?E  d-%-'  H F	 <E  F)<H-P-` 1FIF	Qf +' F8<H FA<F1F2d ?E  h-&-'  uH F <E  F )<H-P-i 1FFQf +' F8<H FA<F1F2d ?E  g-$-'    !yH  % % % %%F MF F@% X%F F    !`-dՀ-F <  FF<.ŀ Fţ  F<*FQdF <F    x-Tp-TP-F<Fţ  F<FQ@ F <,F+ @ x-s`-sp-F<Fţ Ł F<FQ F <+F*  q`-QX-QP-łF<Fţ a F<FQ@ F <F"ߖ  a   U@ F  % % % %%@%F F FF   X%F  % % % %%@%F MF F F  X%F F % % % %%@%F MF F   X%F  % % % %%@%F MFF F   X%2   !Q-   !  F<F 4- ƀ  F<F  4- ƀ F<F 4- ƀ F<F   ! f1 "   !3 Q-ߗ  ߸ `߳     $   '   *׸   s    !2    !d1  <    ! !-  F<F	   F 
<F	f1 & ! & * BW X߱ ߂    <B z C-߇  ߅  f$ !- 3d P2 2    !   !$  %F/ġ ߂     ! F <F@ A F<FB   F <F QA    F <Ff A @ F<F  F<F Q    F<F    F <F      !   !  F<F   F <F     F<F     F <Ff1 2    !   !߱ ߵ ߷ ߿ ߾ ߶ ߲ ߰ ߼ Xߴ  g g    <   $!    9- ߁   ߂     HB2 ! $ h$?  h/S a# *fl $ e߭  P-%  `x `ph `/`e߬  ^( *-    S%Q`    x<   f    !6-  Q--   !0/-&R    !N     f V&R  &X  	<*W  7*   z2- V-  ȸB-- P/ P/- (%f q g! $ f N  N @#/   !   d L   L @   d L  L @      !   !  *   !   !     
*N N @   f    !   !*' *@   !߁  ߿(HPX !  % * 
$B  <ߒ  ߄    $ fe %%   HB2  $*  *T n *  (  0 0/ (dߦ  (/ P-dߥ -   !  ߙ     !  S%Q`    @<  ` Ge    !h- ` hL`--   !/-&R    !N   f V&R  &N  	<p*U 7*  x z-x-  xP--Px/P/- (%f q e $ f N  N @8/   !   d L   L @   d L  L @      !   !  *   !   !     
*N@N    f    !   !*' 9 $?*S ߙ     !   ! *ߟ   
&  $[W߇   < T߇     !   !ߘ  T>ߒ  g  g gHfD  4ߙ  fS  *ߐ  8% 	 8
 %$ g fE  	fD g  H%߫ ߘ  ߙ  ߪg eb fP $  $0ߦ W ߙ  ߣ C    k    /dKߢ   K-   %  C-ߥ0dB  	 "X-ߙ  ߟ  ߥߦ  $W ߿  	ߤ ߿ ߡ ߦ ߍ  ߥ  % *" ߇     $ 
$_ 8 *d @߮@*HW{߰ d  e      < d   /deߣ e-  0 ( &-   - a- d- 0/f -  ǁ ǃ We QUfS qSfr QQfS qOfr QMfS qKfr RQJN@f
 N L	eI MAL
xe( M!L
	e Fd ML
8LL	F	FBd $  L@L	8   !   !LL	d M  X%,/FFd L@MoM*L	xl  dk M FBBLaL	8K  ej LF" Ma L	*  eI M-F MA@L	x  e( M F M! L	8  e LF ML	  d MF oLL	x  d L F PL@L	8  d MFb 3LL	j  d LFbL@ % % %F U % %F ^F fF %@%F >F F`%F 7F 'FP   !F F wX`LxFF״`Ot`  FB״XOT     ׷PNwN_N>`  t  S  2         !` `% % %F ]F f % %F VFF F %@%F >F '`%F /FF wPF oX Lx` `% % %F eF V % %F ^FF > %@%F FF /`%F 7FF oPF X Lx   !   !` `% % %F UF ^ % %F fFF F %@%F >F 7`%F 'FF PF X Lx   !   !` `% % %F ]F f % %F VFF > %@%F FF '`%F /FF PF X Lx   !   !X `% % %F eF V % %F ^FF F %@%F >F /`%F 7F`F F P xLx   !   !P `% % % %F U % %F ^F fF@%`%F >F FF 7F 'FXF F  ``   !   !F  `% % % %F VF % %F ]F f %`%F FF NF 'F /FPXF  I`F  `% % %F VF ^F % %F eF > % %F NF 7F@%F /F PX` 4Lx   !   !N@L8FO   f    !߰ %$  <f ߸Hߴ -h*߲ F U 2    x$1 2  <$  BfJ  x ߒ   x/hQH-e߯ǁ @  -  T  S  ߸H%*FW  ߸HR`   f - <   !   g  -   ! ---/&R   LFNf    !V&R  &A *T  ߸HT- V -ߢh <     R- z V- --- P/ P/f da  d Q f_ S     L Lx L8 Lf  8% L	8 L
$ d FF(/d FF   !   !ă  Ċ LxL	L
xd L@FB [F  
 LpL	xL
8e L8F EF   LL	8L

d LHF /F   LxL	xL
8d L@F FĪ  ģ MpL
	8L
d M8FFFLxFL@LpL8LL   !   !  @߸H   !   !FMpFM8LxL@L0L   3   !   !   !FLxFBL@MpM8LPLH  '   !   !   !FLFLHLxL@M`MX     !   !   !FLpFBL8LLHLxLh     !   !   !  L8FN L8FNf    !   !߸HeJ F I)ek 2 %߹ߩ8ߊ   ߿ T $ hߪ MX-߬ P*M @xcR` '  Bg    ?   4  <g6    /g  ߰-g9 ߸ ?-߂  - ȸ--ǁ @  /-&R    !N@LxLC`  f    !V&R   Bߥߦ &A ߈    <*T I߇  d  e       0  E-  'z /dg  ( F- (-ߣ  (- g- ( b- e- P/ P/-f	 da    ǁ 1 e2 Q fS Rq N f NLxNL8LLLLd LL	x   !LL8 8%$
 LC`LC */d LC LC   !   !L L L	Ld   LC* [LCd`M M L	Lxe   LC:` ELCt L L L	xL8d   LC2  /LCkL L L	Lxd   LC*` LCd LL  L	xL8d   LC2 LCkLC-LCf             !   ! ߇     !   !LCnLC6`             !   !   !LCg LC.             !   !   !LCoLC7`             !   !   !LCp LC?             !   !   !N L	8LC!   N L	8LC!  f    !   ! ߇     !   !ߒ  ߋ  0   !ߐ  g  g ߖ  eeHfD l 4ߕ  ߙ  fW  X*ߔ  ߓ  8% 	 8
 %fP $ g fE  	fD %8%fF g  	fD %$ g g fE  	fD %@%fF G g  	fD `%fI g DE g @ߦ  	fD g @ H%ߋ  0  %g ߢ  D$ d_ L k $ߡ~ +߶    "  P%ߵ 0%ߴ0 (% /gߡ   "- ߟ   A-%d!  	aX-߿ߡ   %P% H%g Dg 0%(%  %- _-   ! 	d+ ߥ ߁  ߲ ߳ d ߔ  @ %`0%! $T  ߿ ߣ C    e    /dCߢ   C- -%dB  	"(- %`0%@ % Q-- 	dE ߿ ߡ ߧ ߌ  ߥ  % *" ߉   $ 
$_ 8 *@߭@*HW6߯ d  %      <  'dF d    /d%ߡ  @ %(-  8 H-  - g- 0- - - - - p/ 0/ P/f
 -   ǁ ǃ QeR QfS q fr RQ Nf e N L
xNL	xM@L
8ML	LL	L L8d F	BFFFLL	xL@L
F   !F H%$ M4`NS`+ /d M L    !   !LL	8LL
FF
B5  d M!HL` M`MBL	xMC L
FF  eI M@L  M M"L	8M#@L
FF
B  e( LHL` yM`ML	xML
FF  e L@L  YM LL	8L L
FF
B  d LHL`D 9M`LL	xL@L
FFT  d MA@L $M px % % % %F ׹׵׸xF׹׻pFB{  ׻O`׸Na׼O W  ׷OW׺N`׺NA9  N!  N  s   !   !px % % %@%F  ׹   !   !px % % %@%F  ׹   !   !px % % %@%F  ׹   !   !px % % %@%F  ׹   !   !px % % % %F  ׹   !   !NLxFBO`NNLxFBO`  f    !߯ %$  <e ߸Hߴ ,`*߲ F U  <   p $0 <$  fJ ߐ   pǁ  p/   !     e߯ pQ--ߥ   !  T   F*W  ߸Hf  - <   E--  -d!    6-   --- p/ P/ 0/f - d Q f_ S N f N L	NL	xL LLLd    !   !   !L L	8LL
 @%$ FF% /d FFL L  L	L
xd M@FB [FM" M#  L	xL
8e( L8F EFM M  L	8L

e LHF /FL L  L	xL
8d L@F$ FLL .  L
	8L
d M!8FFF  FM@  L8  L   !   !  @߸H   !   !F.  FM!8  M@  L   3   !   !   !F  FBL@.  M!8
  MH  '   !   !   !F  FLH  L@,  M!X     !   !   !F  FBL8  LH  Lh     !   !   !N L8FNN L8F  f    !   !߸Hek eJ F USCߥ   !   ! <߿ߦ8߇   ߩ   $ Pߧ  @-8*߷ f M*         ȸ  /g g!߹ !-װ-  -6-  8-g -  -߂  7-?-//@  /f -ǁ  d Q fS Rq N f NL8N@LLLL@Lxd L@L	xL@L8 @%$ LC`LC % /d LC LC   !L L  L	Ld MHLC* [LCd`M" M#  L	Lxe( L@LC:` ELCt M M  L	xL8e LPLC2  /LCkL L  L	Lxd LHLC*`$ LCd LL /  L	xL8d M!@LC2 LCkLCe  LC-MH  L@  L   !   !  @߇     !   !LCn`/  LC6 M!@  MH  L  3   !   !   !LCf  LC.LH/  M!@  M  '   !   !   !LCo`  LC7 LP  LH=  M!     !   !   !LCw  LC?L@  LP  L     !   !   !N L	8LC! N N L	8LC!   f    !   !߇  ߆  d߱ 0T 'g  g  ߐ   @f  / ߙ   @*ߓ  ߔ   	 8
$ fߧ  8- -%$ g  f 4 	f `%f+ g  g ߪg f 4 f  	ߦ   f߰g  ߟ  ߵߖ  ߒ   0ߑ  $ ߙ   Z߁  0߂  ߁  d%ߐ  (f  "  / *ߗ   @8% 	 8
$ fߡ0ߢ T-  %$ g  f 4 	f ߡ(  %8%f  g  	f ߡ   %$ g  g f  	g Hߡ   %@%f ߧ Hg  	f -%f	 g Dߥ Hg @ߦ  	f ߲f+ @P%g  g @g  f 4 D%f  ߱  	 0% %-@P%g  g Dg  0%f 4f   	d+ ߰ߟ  ߴ߲߶ (׺pW ߑ  ׼`׾P׿H׽X׻h׹x߿߼ ߷ߵ߳߱߾׸ g   !ߔ  f3 |fxf$ | ߖ   *%ߒ   @8%g   	 8
ߙ  $ ߁  g 0f% g (!  g  T  8% 	` %8%f& ߙ   (%fR   	` %$ @8%g ߙ  f%  	f$ @%f& ߙ  '  (% 	` %0%%ߟ  ! f$ fȯ P  S ߟ    * @8% 	 8
8%g Pߙ   (% 	f$ g $ -"  Pߙ  P" ߟ   	fD ߟ     ! (ߎ  W ߙ  # $ ߂  f0  $ߖ  g ( ߁  g g  ` %d4 ߣdW   dH ߙ  d' ߦ  g Pf% ߫ 	 g PP%߿߁  ߫8%@%ߙ  f$  (%!  P  ߅   ! g 8 $      	ߦ ߅     !2߆  ߂  ߣ ،w  B  P@ ^ߙ   *߬ ߫%Tߤ e  2  ߩ R  B   @s   Pl  @ 8< @/ ?eߨeJ   X@-KP--H- 
P
@-*-/ '-&R L0 !  d! T1&R  Bߴߵ &N f p*Uaߤ    x     x < x/ ze߯r-   !   !  -߯S-x-    !2-(-%x/%/ -e L  d L ?  L  d L    8ߤ    !   !ߙ  ߟ  %*ߤ .ߥ 2 3  R   @d  $           < /dc    d&ߡ d- &-   #- "-&R    d! T0&R  @߫߬ &G e 8*T
ߤ +   Hs   Pl  	H @< 	H/RP-  Xe-ߩKP--H- 
P   ! G:*- h-   !` ` db `  A ` @ @ dC @  a@   ߤ    !   !ߙ  g <8%g  ($ U ߤ  	` %g $ ߶ ߵg f f%    x  x ȸ x/ <f4 eߵ0-߸  ߔ  - x- --e dB -/-ߏ  "-g     ߙ  ߗ  f$  	! @%f& ߙ  ' g  	` %f) g Dߙ  % g @ߦ  	f$  D!   ߙ     !   !ߙ  g $ -? ߗ  P? ߙ   	fD Hߙ     !   !g <8%ߟ  g   f f S ߲  	f$ g $ -"  <ߙ  P" ߲  	fD x߲ ? ߙ  $  $g ( g @ ߿g P@%  ߟ  8%` %߫ߥ0@0%8  	 ߟ  ߢ8B   %W  $  $  g 8 $g (g P   # g D  8%-` %ߣ d" ߡ  @% "-ߥ0@0%ߙ   	 X%߫g Pg @߁  8%ߵ0@%f$ @0%!  P  0ߤ ? ߢߣ$  $  ߡߟ   C-8(%a- ߟ  dB  ߡ% "-@ 	  $ ߢ@ߡ8 @% X%" ! g Dg P $@%8% @0%(%߿f$ -  g  	  ߤ ߁  ߵ ߙ  ߆  ! Pߒ  > H߱ߣd  C    d  ( d  /dGߣ   g-ߤ 0  -  @- b0- - h-d dF ߂    -dc ߔ   - -B   @%d @   8%0%E` 	 % P% H%ߵ @%%(%ߧF` 	 %ߙ  `8% @%ߟ  ߦ  %  S % 	E`   !%   ! P%`H%(%ߨ  %ߧ 	F`ߟ  $ ߶ ؏ ,ߑ  T>S߉  ߁  $ !  "*ǔ  ߔ  $ ߆  T 5߁  ߃  c  < '$  dH-߄  fE  d ߅  P) ߓ   $ ->/߉  ! 8%F	<g \g -$Ʀ <eF(<g $ $ g g g g d@X%g fJ -ނ  R0--ߒ  Ex pň  h%@ H%߁   x `
%F)Ax-8͈*ǀ     !   !9 F 4F!F2*0-g Hg dā 8F< `F '  F0Ň 4F9F $   xg \*h- K0-g  Hg  `
0
"ņ <F< K0-g  Hg # 0*@-g H$ *-g g g d @eK   ` J-h%g  "FA 0-
&0-*@C k 88 F 4F!F20-g 1Hg dā 8F< `F '  F0Ň 4F9F $   pg \h- J0-g  Hg  `
0
"ņ <F< J0-g  Hg # 0@-g H$ -g g g d @ej   ` K-h%g  "FA 0-
0-̈*@c} 8߄   % % % %%F 5 % KH-F -FF  K-ƧF:A   !FFg g d Ɔ 4F1h  FF 4F
1F	9F1g g 6ߓ  '  K   !   !߄   % % % %%F 5 % JH-F -FF  J-ƧF:A ߓ  ߁  ނ    ! 8--+ 8@-lFZ<E
 2 <e 0 8Fk ((-ĮFs- 4FkBFkC R -fR   2 <F< R`-X-E fR 3 <vF  FA3 4FF RP-fR   S   !fR    !  VIނ    !   !߁  ߭ $ ߐ    h*%ߓ  1 R ߇     ! x<   ! $ $ -8˸-&x     &   6 @-˰-ek &R Uu8   !   !߇  ߉   B&Y  X9*W ߰ < ze ~P- g P* 18!8 +-c$cd   d   $c  (  @- +-x8!8$    ! + -B/er j   @`%fE ,8     ! @߁   r0-$߃  -߄    ?H-&1  8  0 $  88-     &1  h - q82-1  &'    1 @%0-d p8-B n1 @2H-&1  8  0 $  88-     &1  h - q8%-1  &'    1 @?0-g p8- H1 @%H-&1  8  0 $  88-     &1  h - q8?-1  &'    1 @20-fE g8 -1 @@% % %ߐ   %?-   !%  h   %  hh-Ź    pߍ  %  xݮ x-ݭ8x-  %     x%  x- @p-h-   % % %ߐ   % %- % % %ߐ   % 2-   !18+-R&Rt  T   &R  2  @T-+-Z:18+-R  &Rt  T   &R  2  @T-+-Zek :  Uj18 ߰   !߉  ߓ  5 $ $ ߁    *%2 R    <   ! Ϻ$ $ -> @-{ 4ek &R Uq> @   ! ߓ  &_  X*W߰ < :ߊ  eb a-ߟ  Q dA 1 d0  f P1  @ @ k-| 4 @|ee   -| 4 @d  g -| 4 @`@%$ @ @߃     !&/d ߁  -H-` 40 @H -HH-a 42 @   d   g! -E-` 40 @E -EH-a 42 @   e   Q! -G-` 40 @G -GH-a 42 @   d   ;! -F-a 40 @F -FH-` 42 @!  d     % % % %@% %p-   !h-] 4^ 4`-' @X-   }  H- @-] 4 8-+ @=    sH-s@-] 4sX-' @=    H-}  @-] 4 8-=         !   ! % % % % %@% p- % % % % %@% p- % % % % %@% p- @x- 4 @x- 4   @x- 4  @x- 4ek q    !   !  ߰   !   !T0 ߰$ $ ߰ ߕ  ǔ    ߹ %2 @ **D   
F`Z  ߰ǁ  <F Ǻ$    ` !߶D F   !   !F ߔ  (  -  <>8 '-f   ' "   $! # $ ރ @* kP-   ' #8 k-D-$ fE c ]$cP&  fE F F /     !#&RB    b   # &R    2#R &  " !D  F  F  F <d    4F Q#&RB    b   # &R    2#R &  " !D  F  F  F <d   F Q`#%F F %    !  p b   hh# %  .p#  h   ph!D FF F<FQ  'F    !   !x# %F F%     !   !P&"   #&    b   # &1  1#  1   !D  F! F !   !   !F%<fR F&_   !FAF FBߘ  F<F F) 4F)Bek saE߰߲ߴ߶׸׺p׼`׾P׿H׽X׻h׹x߿߼ ߷ߵ߳߱߾ g   !   !   !g<  $!    9- x߁  $  p 0ߞ  !     hT" ߅   @f
   $  PQ '8* HTd߰ p P 
P/eJ
P-  @  d   % X<$  @ 8 _ @/ (e
 X  @- `*-  ߭     !$ 2i r`*U Lf Q  ߹ (   !   !   ! 	p<x-$  h- x>߮ ( hЀ-$ h-P-X/&R N  f1    *-    ߹ ( &Q fF q*V  +f    B   < >s- -U-߲  -    8- u- r- Ә- #@-Ґ- /h/8-H(/d M  M @   !M    	 @-d L @L     !L  8-f f V߭  ߳ Xߵ H߶ @ߴ P߷ 8  ߲ `   !߅  $   !*  $ W ߰ p PT  ߰ pf  Q d  %     H$   8 /  < @ 'dc X-  `Ġ - / (dC  #-   ߧ  $  @<f0*T f H- 	`'8- X>$  8H-ߨ ($
 @-K -f- 8-e ɀ-fS /fk  / ej RD NRd NQd NQD NP-  N @FAH-   !B  MCF   !$  M# F!!@- X%8-$ L `  M @F  L F)A.(- 0-LB L@!MbHd  X-  L 2`L  ]F!MB@d aP-d  L`* Mc @ LF!AM"8d AH-D  L@1MC  9F!MHd !@-$  L *`M#  (F!AL@d 8-  L`2 M @ F!L8d  0-  L@)L F!AL 2L`*MbHMB@M"8MXLP   !  @f    !   !L@+`L 3 L8MbHMB@M"hM`  5f    !   !L`3L@+L@L8MbHMBxM"p  *f L ,`L`4 MHL@L8MbMB  !f    !   !L@4L ,M"8MHL@LMb  f L`-`L@5 MB@M"8MHLL   f    !   !   !N  FNf1 N$-f f VFߧ  ߳ Xߵ H߶ @ߴ P߲ `߷ 8   !   !߰ p߿ x߼ ߱ h߾ 0 g    !g`<  $ $!     9- P߁    "  p   H @    ` % @ h P<g8* XT߰    !d $   x   ! 8 @/ 
We (-(-߬ ($	 2q iX*U` xf R  e1  h<`- o   ! `f M--%) @eJ    P 6-    e1 ߹ (%. ) np*U _f   x9 e!    9 e8      	 <P- :x- x4-P- t-   -x- -X--k /+/@8%eA 0 1/ 0eF @$ B `@%(/ߡ 0   M  M Md @-     M  M Md @- M   M   M߲ 0  f    !M   M    M   !CMbC  McC MdC eJ c  PrX- 0f f V߬ (ߴ hߵ `߶ X `߲ x   !   ! X> ߅  $ WY߰ ? ($     ! `$   ha* XT M߰ f"  S   3 d $   / < d-  ( /  Ġ dC  x$-C- 8ߨ ($  8<f0*T f @- P>$  8@-$	 * - @ߩ 8 H-8-@--/f,  / e D eI $ e2 D fJ QD N @ߢ @P-  NF"ABH-D  MC F"%  M# F)"@- X%8-$ LJ`  M @F1  L F)A-(- 0-M R L9MaHd  X-  L 2`L  ]F!MA@d bP-d  L`* Mc @ LF!AM!8d BH-D  L@1MC  9F!MHd "@-$  L *`M#  (F!AL@d 8-  L`2 M @ F!L8d  0-  L@)L F!AL 3 L`*MaHMA@M!8M`LX   !߫ @  Bf    !L@+L 3`L8MaHMA@M!pMh    !   !   !L`4 L@+L@L8MaHMAM!x    !L ,L`4`MHL@L8MaMA    !   !   !L@5 L ,M!8MHL@LMa    !L`-L@5`MA@M!8MHLL    !   !   !   !N  FANf1    !N$- @f    !f VFߨ (ߴ hߵ `߶ X  u߲ x `f/ $  x np* hU m߰    !   !d     x 3 $  X < / f x- x/0-e (O-  ߹ ($	 2h i*W  Hf Q  e&  <$ 4-  >>- ȸ$  -- dP-0X/%)    f1 N *-    e& ߤ (%"   b*T@ +f    B   < > B- - t- ~ -     (- (-   ! 8- ( - 8(-@- (/  / h/8-d M       !M M 	 @-d L @     !LL 8-f f V߹ (ߴ hߵ `߲ x߶ X߰ ߳ p߿ ߼  ߷ P߱ ߾ H g    !   !   !g`<  $ $!     9- P߁    "  p   H @    ` % @ h P<g8* XT߰    !d $   x   ! 8 @/ 
We (-(-߬ ($	 2q iX*U` xf R  e1  h<`- o   ! `f M--%) @eJ    P 6-    e1 ߹ (%. ) np*U _f   x9 e!    9 e8      	 <P- :x- x4-P- t-   -x- -X--k /+/@8%eA 0 1/ 0eF @$ B `@%(/ߡ 0   M  M Md @-     M  M Md @- M   M   M߲ 0  f    !M   M    M   !CMbC  McC MdC eJ c  PrX- 0f f V߬ (ߴ hߵ `߶ X `߲ x   !   ! X> ߅  $ WY߰ ? ($     ! `$   ha* XT M߰ f"  S   3 d $   / < d-  ( /  Ġ dC  x$-C- 8ߨ ($  8<f0*T f @- P>$  8@-$	 * - @ߩ 8 H-8-@--/f,  / e D eI $ e2 D fJ QD N @ߢ @P-  NF"ABH-D  MC F"%  M# F)"@- X%8-$ LJ`  M @F1  L F)A-(- 0-M R L9MaHd  X-  L 2`L  ]F!MA@d bP-d  L`* Mc @ LF!AM!8d BH-D  L@1MC  9F!MHd "@-$  L *`M#  (F!AL@d 8-  L`2 M @ F!L8d  0-  L@)L F!AL 3 L`*MaHMA@M!8M`LX   !߫ @  Bf    !L@+L 3`L8MaHMA@M!pMh    !   !   !L`4 L@+L@L8MaHMAM!x    !L ,L`4`MHL@L8MaMA    !   !   !L@5 L ,M!8MHL@LMa    !L`-L@5`MA@M!8MHLL    !   !   !   !N  FANf1    !N$- @f    !f VFߨ (ߴ hߵ `߶ X  u߲ x `f/ $  x np* hU m߰    !   !d     x 3 $  X < / f x- x/0-e (O-  ߹ ($	 2h i*W  Hf Q  e&  <$ 4-  >>- ȸ$  -- dP-0X/%)    f1 N *-    e& ߤ (%"   b*T@ +f    B   < > B- - t- ~ -     (- (-   ! 8- ( - 8(-@- (/  / h/8-d M       !M M 	 @-d L @     !LL 8-f f V߹ (ߴ hߵ `߲ x߶ X߰ ߳ p߿ ߼  ߷ P߱ ߾ H g    !   !   !g<   $B    Y-     % ߃  $ $ ǘ $$ ` $ `Ќ  F` hߕ  ߖ  xpXFBS ߈     !߈  (ߔ  ߓ  ߞ   $g @ ߕ  $ R f(ߩ g g  8g g2 )    
X* 	ߒ   % 	`߉    P
 %fW    	0 fW ߩ  P/ eKg2ߪ gK-ߪ ) ߬ ߨ(K- 	P*  
H
 %@%'  	%& ߩ@ߨ%' g   %g 	fD ߨ0 %ߩ g H$ R߫8g g 8 (g (g֍)  0 	P*$  < 
H
 	 8ߨ ߩ( % g H*g 	@
%  	% ߩߨ %% g  g 	fD `%$ $ fF $g  	fD $ g Pg ߙ  fE $ 	fD (`@%fF $ߙ  G (g  	fD ߪg xg tg p 0%ߙ  E ( 	eD $g X0%ߙ  ߴ  8%(%߰ ߑ    % t 	!  g pg `@@%g (%  % $ ߰ -  0%g ߙ    % 	Hg t$ g ``@%g ߿Hߡ  0%(%    %ߡ % - 	d+  $ -g h@@%߿Hg  0% (%% f$  	d+ ߢH$ ߡ  @%-g h`@%g   0%(% f$  	d+ $	   $ ߟ  ߤ  "*  T  ߪ f ߡ  d% ----    < r/ R/ ' 2/fF D- d R0 NAfF NA @FNB @F	B   !NC @F
   !   !A  F
@8%J $ L @FL  /d Lǀ $LF !L @L(F :BL L@F Sd LF    [Ī  LF !BM @L0F :M LHF Re MF    A
  LF !L @L(F :BL L@F Sd LF    (  MF !BL @M0F :L MHF Rd LF     F ]F UFF EF =F .F &F % %F F    !   !F F F N!N#N"4  NN Nߞ    4  F eF UFF MF = %F 6F &FF F   %F ]F UFF EF = %F .F &FF F   %   !F eF UFF MF = %F 6F &FF F   %   !NAF1NC@F)BNA0NC(NBF1E  F)BNB0E  fR    !P   !ߪ *߬ f $  x$ h-e ߬ J  p-KP*U@߰x--   `</(/ g /fU L-f 4f0 f ߗ  Ǫ x4f0 f 4f0 RND@NEND@F	;AfM MM F;e M*j`MM FZ s-Ǫ xM
b e f  ǩ xM% -LYM$@F	SNAe+ g M $ MeMd  q-en M  ǫ xM+b0/ S@-Ftf0 F
kMM F;MǱ x p-f e ǭ xI  y8-g
 N`MMzFJAǭ xOMq O @FXǦ x
MJŀ  FAM!  _@-g? Ǡ xL ` 8-eO ME MD @FPǦ x
LJ   FAMa Q@-g Ǡ xL   q8-e M M @F'Ǧ x
MJ`  FAM  P@-f0 Ǡ xL ` p8-e M M @F& Ǧ x
LJ  FAO Y@-f Ǡ xL   y8-e M M @Ff Ǧ x
MJ   FAMA  _@-g? Ǡ xL ` 8-e+ M% M$ @F Ǧ x
LJ@  FAM Q@-g Ǡ xL   q8-en Me Md @F Ǧ x
MJ  FAM  P@-f0 Ǡ xL ` p8-e M M @FF ZǦ x
LJŠ  FAM Y@-f Ǣ xL"  y8-g
 O  O @F yǦ x   F UF MFF = %F EF 6%`%  %%F &FF . % %F F f  ^ -߹ ߨ  W- Y8-߹ N  i0- Y(-e9  I-  FA y- Y-ߢ NZǳ xǴ xNӭ`Nƶ  FO Ƕ xƕ  FANNatǴ xNt NAu  Ƿ xFT  FANŠǴ xNt 3   F UF MFF E%`%F =F F 6 %% % %F .FF & %F  f    !   !   F UF MFF =`% %F EF F 6%% % %F &FF .%F  f    !   !   F UF MFF E@% %F =F F 6%% %%F .FF & %F  f    !   !   F UF MFF =@% %F EF F 6%% % %F &FF . %F  pf    !   !   F UF MFF E@% %F =F F 6%% % %F .FF & %F  Xf    !   !   F UF MFF =@% %F EF F 6%`% % %F &FF .%F  @f    !   !   F UF MFF =@% %F EF F 6%`%  % %F &F .F%F  (f    !   !ND@NEFǺ xO:`  S-YNA@Z  FǺ xO:`  S-fR fs TY   ! 4߰   !   !Wl߈  ߐ  ߓ   T$ Rg @ߔ  g  Hf(ߒ  g P @fC g @gz fI fJ  ߞ    H*%  	
 	 Pgz g( 0* 
%P$g  	$f ߣP$g g  %g( 	fD %g H$ Rg g h Xg Xg  ` H*$
  l 	
 	 h%g  * %g 
&  	& %& g  g 	fD  %$ $ fF $g  	fD `% 8%g XfE  	fD ߶ E $  %  *߰   |T` ߔ   /g߿ -߿ - - -d4 ߁  g X%   !g `g |g $ ߓ    0%߱   % (%ߤ j  	HߡH  %X%g hg |j g  0%  (% 	ߤ $    |߿  "*ߢ $c  |   C*f   g ߿ --H--   < I/ i/  )/e$ ?- wd  uf R2 tM! @M#@M! e?  (%F<  M"@F$ O@g F /O F   !< f0 O@F@N# @   !   !LN!    F $  f N"  F ! GN @ON    F   d N  F !@$ 4L @N!L  &  F Ĥ  g L  F ! O @NO   F   f0 O F@N# @F - %F 5FF X% P%F F MAU  NA  F @@  NB F  Mat  NA  -@  F 5 P%%F -FF F F   X%   !   !F - X% P%F 5FF F F   %F -F % X%F 5F F F  P%   !   !   !M! @M# F@   M" F  M!   e)    !2   !߁  ߰ R`EX%ߔ  ߇  ߫  $D  ߧ F  $   8* %1 F T߰R  %ߑ     !   !   ! P<$  Hek  
W 	H/ `e-߫ ߩ mX--H-lX-,H-i/*-M! @F Bގ p-!  F Bގ p-&R e) fs 0   !   !ߑ  ߴ  B&O  x*U߰ T- < /  zfVߴ ߲ -V--UH-//0-߄  e7 fB  f P fT R M! @M" @F e+ > -M! Mb @9   F fh  `%`P%-F B$ en /3(-9 e Ma M (-F FB> (-0-  Ł  F ń Fe	 ܐ 	-	-ܐ ܟ 	--M @M "F %  e FBc   a  F d Fe/ ܐ --ܐ ܟ 8--M @M BF %  e FB i    F  Fe ܐ 
-
-ܐ ܟ 
(--M @Mb "F %  en FB G  š  F Ť FeH ܐ    !--ܐ ܟ 0--Ma @M BF %  e FB  %`%% %@% %F - % %F FN ߁  a  F a F B% f #  0-$   -    F !  F ! F B (-$   -    F B F  b-!  "-a    F F%`%%@%% % %F -@% N F F%%%% % % %F - % N F F%%`% % % % %F -@% N M! @F B'  8-!  F B'  8-M" @F B'  8-  ! F B'  8-e) fs 0     !  ߰   !   !߈   Ǚ (ߟ   TV  #ߔ  $  $	  P< )H*ߓ  ߒ  ǘ ,  |ߔ     !   !   ! 
_$
 `%K-ތ `-ŀF  	F`%F L `-f   g߶    !ߔ  ߟ  $ ǘ  /Ǚ 0$ ߒ   ߓ    %ބ   (* - < 
Ĕ  F uFAX@ O߶ $  "* ǀ F$ -`%T@ E߶    !   !   !ށ  0- F O ( 	F`%F A  0-f    2߶ ߟ   .ߔ  $ Ǚ 4ǘ ߒ   ߓ    %ރ    * b- < 
t  F UFA[ ߶ $  "* ǀ F$ -`%T@ ߶ ށ  0- F O ( 	F`%F A  0-f     !   !߶ ߾ ߐ  ߤ ߟ    $  |!*W /߰  /dCߢ    ! - C-    !8 "-B$B   C   $B  |      C- $-@  | v-   - #-@  = | 6- -$!  |]  !*P@ ߰߲ߴ߶׸׺p׼`׽X׻h׹x߿߼ ߷ߵ߳߱߾ gp   !g% %<  @%$!  (`% 9-  0%  g Hg g ߐ  ߙ   8f $P 	 ($  8    @߄  0P"% / ߿ 8 @%d"-ߡ`   @ "-ߡ @ *   q0 Q  ߩ 8 <d$ fA !- a- (% -e- 0/ X/ pP/H-$ N
 @N  N   f    !V	$ ߩ 8ߪ @ X$  P- @*U  R߿h   !rX- 
P+h-)  kx- 	HB*p-j- 	H<`/X/P/0// / 	Oze ea 	X- H%f  -eC N  N @$ f N N y8/   !M!# M" !  e	 M  M @M  M M M   e( M$  M& @M# 'M% M!# !  M"   ߿h   !   !M     M    !   !   !N N N  N N N f    !   !߿h$  g `g g  2-߰ 8d+ P%߁  ߟ   0% %d%   	d$ ߣ $ ߡ  `%  P%g hg ߿ g  0%g g  r- 	d+ $   *W>%ߢ 8fC c-f #-B  d  <eI  e(  0/e X-ǀ $#d QK"N Q+ N QN PN R+N f  H%  F $N@F ) F # F #$ e e/M F !Bd  F #BL d F ! F ;d LF 8 F :LF 8d L @F 
B0  dj j  M!0F T La @F 
  eI J  M(F TB MA @F 	  e( *  L F T M! @F 	  e 
  LF S M @F 	B  d   LF S mL @F 	  d   LHF SBb QL @F r  d Ī  La@F SB 5L @F Q  d Ċ  MA8F R"L @ H P X ` % h X%F ] p xF eFF m  F uF |  ר    !ߧ `ש ת h  ߦ XLHש   ߧ PLHש F B  ߦ HLHש x  LHu  ש pMaH    N@ H P X ` % X% hF eF mF p xF uF }  F    ר  ` H P X % X% hF mF uF p xF }F   F    ר  X ` H P % X% hF uF }F p xF F   F    ר  P X ` H % X% hF \F }  pF FF  x F    ר  H P X ` %@X% hF ]F d  F F F p xF    ר  H P X ` `X%@% hF ]F e  F lF   pF F x  qר  H P X ` `% X% hF ]FF e x F mF t  F  p  ]ר N F c  F ZN`  f    !%߿Pߨ 8$	 f  h߾f  p  f 	@*U  ߱@ h/e  
ߪ 8`/eeh-߬`J  x- 
P<`-h-p-x- 
W //eq j-f* /eI (/Ǡ 0 e( QP Mb Q0 Mb Q Mb ei Me@Mb FmAMdMc@FlM%@M"e( FlAM$@M#Fs   !M MF   !M M Fe `P%$ N N@ 0/L MMtL Fd LN"LF|TM`MA@& Me Mb @FAej Md@L@2McF|A3M M!8 qME MB FeI MD L *`MCF|MMX UM% M" @FAe( M$@L@" M#F|AM LPf 9M MFe M L )MF|sMMaHFL        %  F F   N   !   !ע N N @F	FAס ߵ ע ߴ צ L@0ק L 8`L`%N-צ ߳ N0צ N0bNa  ON   !       %F   F    N   !       %F   F    N   !      @%F   F    N   !      `%F   F    N   !Mb Me @F	Md @Mc FL@ L `Maaek p   !߱@߳0ߵ ߶ߴ(߲8߰H߷ g`   !g <   $!    9- 0   p   ߁   @ %  X! $ ߌ  p$ x߿x ߙ  T  [$ 3 X*U` O߳X`h x/ h<g   ŀ   2- p oe߯ f1 x-p--ѐ/--&    !N2    f1 V3& ߱h߲`   !8 & P ȸӘ*HV` (߳X   !    ! - B / - <g-ߴ  z-   !-(-߷8Š// -f L  d L    L  d L   ߴPߵH߳X   !߼ ߶@߰p߾0 g   !   !h*`PH8T3 z$ (	3 R@ ! `  <   !    ! / ( g  %-  /ddd# e ߡ eP- $- "- #- +/ K/&    !`   !Mq Ma ek    !Uj&  `&  h0*T	m߱h X PH- 8B `/mh- 	H
X- 8<eM@- Wzߧ    ! 8-jP- H- `-@/+8/ /+/d    !`8%en  'e $ ef `a  O(/   !LLL L d    LLL L d   LLL L  	5߱h   !   !LLL L  	,   !   !   !aMbMda  MaMcek j   ! 	 ߱h   !$ $ T0ߙ  ߖ  g  fߒ   fD 8 *8%ߔ  ߕ  ( 	 8
%fV 8`8%fF Hg g  	fD 8f^ @% 8%g pfE @ 	fD 8 U Hߙ   `%* @ ߳ ߰   /g߿ - T-ߖ  g   g p$ @%g  ߫  0%ߥ  	ߤ   3  $ $" *   *P`  - <fb f  A- BP- */_X-& B  MA FB  eJ    !UK&  -&   *T  ߰   B T- <DP-B- 'z J/ J/DX-eE da  ud + se( Q rQ  D  eF @8%MBE F! MAF*@ $ E    !Ld h/F( F d    !LF2 L    !  Ā   F	 d Ć LF*@ CL      F d  LF2  -L      F	 d  LF*@ L   ġ   F d ĥ LF2 L    F
L@F	*@        3߰    !   F LF2       '    !   !   FL@F+@           !   !   F LF3           !   !Q  MBF@Q  Q MAF@Q eJ    !K   !߰ ߙ   A   !ߪ ߉  ) HD F ߩ >  $ H*3 Ǔ FU ߱hP  ߳  X< 
` 
p 
heJ  _ `/h- 
Pe߬ e `-   !P-`-/K-&    !U  FBU  MQeJ    !UR& ߳  &  Bx*U߱h   - < /-  zf߰ U--P--J/J/QX-eW f  f  f R+ W  eF @8%V FV  F    !V FB$    !V F x/d d  F LLP Fd ć   F gā  LLH FBe    F Q  L0L@ Fd    F ;  L(L` F d    FB %  M MX F d ħ   Fġ  F EF MF %F UF  % %F F    !NBF NAV X  N"N!5 7  N N        !   !F MF UF % %F ]F F F &  %   !   !F UF ]F % %F eF %F F .  %   !   !F EF ] % %F eFF -F F 6  %   !   !F EFF M % %F eF F F 5  %   !   !W  FW  MBW FW MAeJ    !K   ! A߱h   !   !ߙ  $ $ ߃  $ (1 ^$ ߙ  ߕ   ߗ  ߙ   ߟ  ߙ   g  gߞ   /g 8d" ߙ   *8%߿ - 	 8
߿--߹`8%g Hg  	g 8@@%߹g xg g H 	g P߹`@%g H Pg  	g 8g ߹g g  P0% 	g H 8%߹g pg @g 8  	 Df g pg g ު g @% g 8߰  	 0%%f g pg g ު  0%g @  	g 8 ߱h 2 $ ߒ  ߖ    ߗ   ߐ  ߔ  g  f Hf 8ߞ  pgf 8 / f @ dH  *ߡ  `8% (H-ߣ ߁   h-  % 8
 	ߦߣߢpߡ f(- b- "- &-ߤd dc dB d!   %g   gXf   ,  * 	 8
`8%f H@%g  	f 8%$ g xg f H 	f P%`@%f H Pg  	f 8@%f `8%g  g  	f g $ 1 H  ߟ   P" g ߙ  g   	d$ g g g ߙ  ߐ   %ߦ  	 P$ $  g pg pߥ ߙ   D %ߤ  	 %H%g  g g  (%  %߲ ߙ   ߫ @0% 	 %H%g `8% @0%% ߫  (% 	  %g g  g `8% @0%%߫  (%ߤ  	 %%H%g `8% @0% (% ߫  	  % ,߱h   !ߑ  0  g  ߖ    ߗ  ߔ   ߞ  pg 8 g @ / g d" ' b-߿ g  -߿ f%-ߟ  g 8% * 	 8
ߧߤߢpߣ 0- (-ߡ b - g-߿ "-d  '-d  d dc  dB d!  g  f%X g  ' ,%  * 	 8
g ߿%g  f%g '   * 	 8
g H`8%g Hg ߙ  g 8 	 %%$ g xg g H 	g P%`@%g H Pg  	g 8 %`8%g  g  	g g $ - H  ߙ  ߁  S `8%d!   	d$ `8% 0%ߙ  g  	@ %g $ 0ߟ    ߙ  ߁  d!   HS g  	d$g    !g g ߙ  ߐ   %ߦ  	 P$ $  g pg pߥ ߙ   D %ߤ  	 %H%g  g g (%` %߰ ߙ   ߫  0% 	 %H%g  8%  0%% ߫ (% 	` %g g  g  8%  0%%߫ (%ߤ  	 %H%g  8%  0%% ߫ (% 	` %g g g  8% 0%(%@ %% ߫ $  	 %`H%g  8%  0%(% ߫  	@ % @߱h   !ߟ  5 ǘ     9߱h   !   !ߐ  4>ߒ  g  f 8fEf 8B ߔ   *%ߑ   @8% 	 8
%g  fEXf G , * 	 8
f `8%f H %g  	f f @ % `8%g $ g  	f g $ - H $ߞ   P" $ ߙ  g   	g@$ ߙ  g pߥ g  	ߤ ߾ ߟ  ߖ  ߳   H$  / *W ߩ d"ߡ  "-ߡ   "-T-d" 4-d!  ߫     ! g p@%g $ ߰ ߃    0% `%(%ߤ  	ߤ$  %g @% g  0% ߫ (% 	ߤ f   $  *$  ` * <fb   A-!- D-$P- J/ j/ */eD _X- vd + te( Q sMA @MC @MA  eG @@%F @  MB @F$ L @d e /L  F @ d L @F@L @   !   !ML    F   d L  F ! GL @LL    F Ĥ  e L  F !@ 4M @LM    F   d M  F ! L @LL   F   d L F@L @F - X%F 5FF  P% H%F F M!5  Ma  F @`  Mb F  MAT  Ma  -`  F 5 H% X%F -FF F F   P%   !   !F - P% H%F 5FF F F   X%F -F X% P%F 5F F F   H%   !   !   !MA @MC F@@  MB F  MA@  eJ    !K   !߫  J߾    !ߩ ߆   HD  F `ߦ   $ 0*3 ǀ F T߱hR@ ߯  8<   ! 	@e)  ? @/ 	Peߨ ߩ @-+H-
@-*P-
/G-MA F A  F BMAA  eJ Q& ߯  pB&  h`*U߱hx- p< h/  wze߯ ߭ x-h-x-P-h//NX-eR e K fP  f R+ MB @eF @8%MB FA  FBMA FA FBA F   !A F$    !s/L L @d F F  d L@L @F L FL @  Fć  LxFd L@F  ē LFM @  FB  LpFe M@FB  } LFL @  F  LFd L@F  ^ L0FBL @  F  LFBd L@F   = M(FL @
  Fħ  MFd L@F  ĳ  (08 % %@H %F FPXף@   !   !ע(ץפXNB פ8D  פF D פ F F NA פ0! סPN"סN!סH$  N     TN   !   ! ( %08 % %@HF FPX ף@   !   ! ( %08 % %@HF FPX ף@ ( %08 % %@XF FHP ף@   !   ! ( %80 % %@PF FXH ף@MB @F BB  F MBB F MA @F BC  B MAeJ    !K   ! ߱h   !   ! ߖ  7   ! p ȸߗ  ߑ    ߞ  f8 8f$ 8 f8 @f2  f8 Pf5 Hhf8 ߑ   f8 xf8 f8   /f8 $g?g -߹ ?-߹ g  ?-ߞ   *%  8%` 	 8
߹pߢ߿ߡ T(- Y-߸ߤ  9- 4-p-d -dc  dB d!  g9 g  g  gX d   ,%  * 	 8
߸߹ g  gg$   % * 	 8
g  f% 0f$ '  % * 	 8
g  f% f$ ' % * 	 8
g  f% f$  ' % * 	 8
g  f% f$ $' % * 	 8
%g  f%pf$ ('  * 	 8
`8%߁  0%  %g ߤ  	g $ߡ`8% 0%  %g  	ߤ ߡ`8%g (  %g  	@ %ߡ`8%g ,  %߾xg  	 %ߡ`8%g 0  %g  	ߤߡ`8%g 4  %g  	ߤߡ`8%g 8  %g  	ߤߡ  %f0 (`8%g <g  	f$ (g  (߂  $ ߟ  $ 'ߙ  B TC 
g  HP? g ߁  d!   	d$pg    !$ '߁   $ߙ  # H! ,! 0! 4! 8 ! < ##!S $  ߁  d!   	d$$  $ g xg ߙ  (% 	ߤh`@%ߤ 0%g ߓ  ߙ   % 	g Pg g  g g ߙ  e Pg ߦ  	 %ߡ $ $  g pg p ߙ     % Dߥ  	 %$  H% @%g ߿ g `(%ߵ   %0%ߙ   ߫  % 	g p$ ߢ `H%߿ @@% 8%ߡ  0%% ߫ `(% 	   %$ g ߿ g  @%  8%0%߫ `(%ߤ % % 	 $ ߣg  `H%߿ @@% 8%ߡ  0%% ߫ `(% 	   %$ g g ߿  @% 8% ߫ 0%%`(% 	@ %$ ߢg  @H%߿  @% 8% 0%% ߫ `(% 	@ %g  @% 8%ߐ  ߿0%`(% %$ ߱` p  1-ߢp%  "- 	d+ g ߢg  @%g   @%8%0% % p `(%- - 	g g g g  x߳` 3-$ ߱ ߵ  0%(%ߢߒ    @ %ߢp@%  "- 	d+ $ g g g ߡg  0%(%   % x  3-@%  4- 	d+ $ g g g  0% (% 3-ߤߢp  %@%  "- 	d+ $ g @%ߡ g  0%  (% %   3-@%  4- 	d+     C   `ߣ ߫  k   g  k g g g @g  g   ߡ$ ߤ /  %dS   S-   @   %  C- 	dK $  g @%g g @ߡ(% %   S-  %  R- 	dK $ g g g g @ ߡ(% S-ߤߣ   %  %  C- 	dK $ ߡ  %g @%g g @(%   % 3- $  2- 	d+ $ ߂  >  ߵߔ  % **B D 
D    F    ǀ FC  "! <D  ߣFF  $ Ǘ  r   "-f  H<8 	O (-iP-  $    0$  (#  $ އ 8D * -  ( $ 8@-F ei el  \%e$ $ N /  0   ! 8#$    8 b   @@# $   @ '8#  %$  8  8!D F F F <e*   0$ 4F 8#$    8 b   @@# $   @ '8#  E$  8  8!D F F F <eI   0DF x#%F  X%    !   b   # '9  9#  9   !D  F  F  F <F  'F    !   ! # X%F '     !   !'    (#'     b   # $  $ #       !D  F  F     !   !F<ek Fj   !FAF FBF F<F	f d ߱h߳XߵH߷8߿x׸(߾0߶@ߴP߲`߰p߼  g   !g<  $ $!   X 9- `߁   h  %߇  ߙ    % ،   H!  $ 2 ߿ߍ    V p$ 2 0*T I߳    	P/ @< `    Xf lX- 	H GeJek P-IH-K-1/(-& N2    f1 V3& ߱ ߲    !  p& - h* U $߳     xB p/ T-ߴ  x<e2- zp-Ѐ-(-p// -e L  d L    L  d L   ߱ ߲ ߳    !߼ Xߵ ߰ ߶  g   !   ! $   3 {$ $  *V߱  xQ   8 <   /  f !-  gg> d ߹ xaH-?-8->-+/P/&    !`Mj Ma ek Ui& ߾  8&  @*߶ xT ߱  (  - B 8/ (-  X- <d  - /zߣ x   ! f-eP- b- d - / K(/  / K/dc    !`8%ei * 'd ef `a  $ K(/   !LLL L d    LLL L d   LLL L  h߱    !   !LLL L  _   !   !   !aMbMda  MaMcek j   ! S߱    ! ߟ  ,$  g  eߐ   f < h*ߑ  8% 	 8
 %f <`8%g g f < 	 g $ +  Hߙ    xߞ  g   	g߾    !ߙ  ߟ  ߰ h߳ p   H$  / *W ߪ pd"ߡ x "- ߃  T-dw @d>    !X%   !g g g (%$ ߊ    0%ߤ  	J   2  $ $  *  ň*P`  - <fb f  A- BP- */_X-& B  MA FB  eJ    !UK&  -&   *T  ߰ h  B T- <DP-B- 'z J/ J/DX-eE da  ud + se( Q rQ  D  eF @8%MBE F! MAF*@ $ E    !Ld h/F( F d    !LF2 L    !  Ā   F	 d Ć LF*@ CL      F d  LF2  -L      F	 d  LF*@ L   ġ   F d ĥ LF2 L    F
L@F	*@        3߰ h   !   F LF2       '    !   !   FL@F+@           !   !   F LF3           !   !Q  MBF@Q  Q MAF@Q eJ    !K   !߰ hߙ  R AX%߾ ߪ p   !   !߉  ) HD F ߩ h5  $ H*2 Ǔ FU E߱ P  ߳ p X< 
` 
p   ! 
heJ  _ `/h- 
Pe߬ xe `-   !P-`-/K-&    !U  FBU  MQeJ    !UR& ߳ p &  Bx*U߱    - < /-  zf߰ xU--P--J/J/eW QX-f f  f0 R+ W  R W  eF @8%V FV  F V FB$    !V F x/d d  F LLP Fd ć   F gā  LLH FBe    F Q  L0L@ Fd    F ;  L(L` F d    FB %  M MX F d ħ   Fġ  F EF MF %F UF  % %F F    !NBF NAV S  N"N!5 7  N N        !   !F MF UF % %F ]F F F $  %   !   !F UF ]F % %F eF %F F ,  %   !   !F EF ] % %F eFF -F F 4  %   !   !F EFF M % %F eF F F 5  %   !   !W  FW  MBW FW MAeJ    !K   ! h߱    !   ! 2 ]   !   g  gߐ  ߑ  f < /  xߙ  d6 * 8%ߵ x 	 8
f @-߹ -- %f <`8%g g    ! 	f <f H H    !߁  $ +?  g ߙ  d!   	d$g  g g ߙ  ߐ   %ߦ ` 	 Pf X%g g  g g  \g (%߱ hߕ  $  0%ߤ ߙ    %ު g  	 %%X%߾ `H%g @8%ު  0%(%  	  % 	߱    !   !T1 Yǀ     g  ߁  d%hߑ   /ߔ  f$ `dB# $ߖ   * `8% ߞ  -ߙ  ߗ   	 8
%`8%f& lg  	f$ `$ $ g g ߙ  f% l 	f$ p`@%f& lߙ  ' pg  	f$ `%߾ g  g % pg ߦ ` 	f$ l8%g f% dߙ  f$ `  	! h--g g g f% d f$ `% d+ ߰ h 	 0%%fK g g g   0%f% d  	f$ `  ߱ ǀ  $ ?    !߁          !ߒ  4  x      ߕ  g  f <fE /ߗ  f <dVB   * @8%߂   - @% ߰ x 8
 	 -ߤ ^-ߣ -İ-ߢ  `%g  dEhf `G $  * 	 8
ߢ `8%g  @%g  	f <f @f ߢ   @%f ``8%f lg  	f ` l Hߟ   ߙ  C 4-$ g g   	d$g $ +߂   ߙ  ߃  f g dc  B HQ-" f H 	dd  g  g g ߙ  ߓ   %ߦ ` 	e Pg X%g   g g  \g (%߱ hߔ  $  0%ߤ ߙ    %ފ  	 %߿ $ X%H%g @8%ފ  0%% (% 	 %ފ g g ߫ @8% 0% ~ h$ %(% ߤ  	 %%f g g @8%ފ  0%(%  	 %߾    !   !߱ ߳ ߵ ߿߼ X߶ ߴ ߲ ߰ ߷  gg@<   $!    9-  ߙ   %p  ߁   x %! 8"  ,B  +$ 8? /  %3 ߌ  ՠ*0`ߐ  hR  ߑ     !   ! <   ! $ $ א- H-ŀ !F Aŀ  F  -d! & 2 ߑ  ߒ   B&  `~*W}߱ < ze -P~dA 0|d3 ߏ  pyfa 0wd3 pufa P0tX HC H l@-# F"  Fe C H g(-C $  l-% ħ"  D HfF)Fd   -C )  g-ć&  D HbF!F1d   -C ' Ĉ f(-"  D HC HFJej F  - l-   & H%$ 0ĊD /   !h  ߃    -F
8AE HM HeH F߂   (-   !F c  F
`-D N ġF0AŃ  F* `-p-`  h e	 D HM H   (-F c  F
`-D N ġF@AŃ  F" `-p-`  e e' D HM H    (-F c  F
`-D N ġF(AŃ  FJ `-p-`  d d D HM H  a  (-F c  F
`-D N ġF AŃ  F: `-p-`  i d D HM H  A  (-F c  F
`-D N ġFHAŃ  F2 `-p-`  g ej D HM H   f (-F c  F
p-D L ġF8A  FB  -`-`  f eH N HM H  !(- `%@%F UF F`% %F 5F = % %F NF &F% %F ,F F   !ߎ    FZ- -   Ԡ-   H  FFFkB  FZҰ- -   - Hk  F  FZ- r-ƌ   HK  F  FZp- Q-l   H+  F  FZL- 0-L    F  FZ p- \     !F  %@`%`%F UF F % %F =F M %%F &F .F %F D FF  %@%``%F UF F % %F 4F M %%F %F . %F FF F   !   !F  %@%`%F UF F `% %F 6FF < %%F %F - %F F F   !   !F  %@%`%F UF F % `%F 6F >F %%F LF - %F E wF   !   !F  %@%`%F UF F % %F 5F > `%%F NFF $ %F E cF   !   !X H-0 1FA0  FX -X H-0 1  FA0  FX -e      !   ! ߱   !   ! +$ %`% %ߓ  ߒ  %3 *h`0T ߱R  ߔ   g  / <deߣ    e-  d-$ "`-   !f H 8-2  FR  Ff  0-& f1 d! ,   !   !ߔ  ߫  HB& ߓ   P@*U ߱X- 
P/ 	H<eLߪ  XLP- 	OzK- f- )-Je 2Hd, Fe 2Dd, HA8ގ Hи-4  Ft  Ff
 ގ Hx-ގ а-ޕ 5 FAގ HeL t  Fp-f' -$ ( ގ HX/ޒ FAd t  Fe ͨ-ގ H X%5 Ѐ-L-Ƹޅ 6   ޕ HTFAe8 e g @ -t  ߃  FFކ H߂  `  FB -ā  F Y    F 0-+-e D HE   -e `  F %   F H`  FB -ā   F Y     F 0-*-ej D HE   -e `  F %  ! F H`  FB -ā  F Y     F 0-,-eL D HE   -d `  F %   F H`  FB -ā   F Y    F 0---e D HE   -e8 `  F %   iF H`  FB -ā   F Y     F 0-.-e _ HE  -g `  F %  F H% % %  %%F %F F%% @%`% ߡ ߢ ߟ  ߣ ߙ   7-X  FB   U-~# z =   ~-! UP    F׾8Fց׽@F  FB> H- 4-> -Z \  ;  Fց׼H  FB> H-> -: ;    Fց  FB> H-> - ;    Fց  ׻PFB9 ׺X4- 9    % % % % %%F %F F%@%`%     ! % % % % %%F %F F%@%`%     ! % % % % %%F %F F%@%`%     ! % % % % %%F %F F%@%`%     !ށ H 0-?  @F   F ށ  0-?ށ H 0-? @  F   F ށ  0-f1 f 2?     ! 4߱   !   !$ $   $ $   h`0#
$ g Tg Pߖ  0%f Xf H 	 Pg f 8ߦ  D$ g pߙ   T   ߲    !   ! 3  T /  %g߿ f @-  -* D ad+ R   0 <fA fc  `- -- ,/& ŀ  M e U&  0& @- *T Kg T ( @ 0- (<h-`- W:@/0/(/ /-e d 0%e  ,d ŀ  ł $ e Ł Ń (/LLL Lg       OOO Od      LLL Lߖ    g T   !OOO O    !   !   !Ł  MŁ MŁ MŁ Me    !   !g T %$ ߰ ߑ    0%ߥ  	*      !ߔ  $ ߡ $ ߓ    *W߱ < 0 ( d!    / (- dB dߤ d   - - - - P/ 0/f ->d ߙ  ߅  :e 8f 6e 4   !N N Ff
 ވ H h%-ވ f/ -ߑ  # XLC!MAMB@F+AF:ދ H) XLiތ H+ XeI -h  F
BM!@M" e( Fce ƩF	2A$ e M M T/n-M @M F!e ߄  La`h  F	BB߆  F *  Ā XL@!ܧ ܿ HF 8-e -em Ma Mb   C FBF :F  Ā XL !ܧ ܿ HF 8-e -e M @M   # FBF 2%  Ā XL@!`ܧ ܿ HF 8-e -eI MA MB    FBF *  Ā XL !ܧ ܿ HF 8-e -e( M! @M"    tFBF :  Ā XL@!ܧ ܿ HF 8-e -e M M   c OFBF 2e  Ā XL !`ܧ ܸ HF 8-e -e M @M   FB% %F MF -F %@%F 5F =%%F &F F%%F F ߗ  ߁   -  0 X HFf .  Fs-NP  -. Xv   HFAFAg /  F{ 8-Nnˠ 1-U  FtA/  F{ -0        !F `% % %F MF 5F@%%F =F -%%F &F FF  %   !   !F `%% %F MF =F@%%F -F 5%%F &F FF  %F `%% %F MF -F@%%F 5F =%%F &F FF  %   !   !F `%% %F MF - %%F 5FF =%%F &F FF  %F `%% %F MF - %@%F 5F =F%%F &F FF  |%XPHNNF XO[ރ H q -ěF{  Fރ  q-{  f f1 ׻P׺X ׼H   !   !ߙ  T>  g Xg Tg P0%ߐ  $ f H 	 Pf 8ߪ ߁   T 
(ߖ   
H (/ߦ  
@dߥ  ߣ 	H-   @--	0- (- d '8-d    8-f @d  D TP   < ߿  f -g p0g  D-dB (U*2S  {8R` !ߨ ߦ  <ߡ d% ߣ f  a - - ( e-`- ,/ / l/-@8&    !MM@M  e U& ߁  ׽@׾8  ߨ ߪ  X& P-G8*߷T Q$ t`-߫  
Plx-  ̀- @Bjp-`- @<h/X/P/0/ // Gze ec -@%e 0 ,eA M  M @$ e M M 8/M M   g O  O @O  O O O   e M  M @M M g pM   M   $    !g pO    O    !   !M  MM   M  MM  e    !   !$  g Tg ߳ ߐ  `0%ߴ ߗ   %߫((%ߤ  	  %g g T g `0% ߫8(% 	ߤ0r  ߁    <߫$  7ߢ _*ߥ W ߬ dC ߢ dB   d#  -`- - (-- - ,/-  / l/ (/e  L/Ǡ X d 0 f2 P fQ R0 M e M @M F
AM M @F	M @M@e F	M @M F   !L LF!   !L LFTd H%$
 M J L`= 
0/O L1L O Fg ON"OF|4  M`M!@ ME MB @FAeI MD@L@2MCF|A  M M8 mM% M" Fe( M$ L *`M#F|  MLX QM M @FAe M@L@" MF|A  M OPF 5L LFd L L )LF|S  MMAH&O `% % % %@F F HPF FF cX`M    !   !M@FlM׮XFtAMˠ׭`ײPM`M ׯHM`X  NAx7  ׯ@N!x  Nh    PMX   !   !` `% % %@%F @F F FHPF kX M    !`% `% %@%F @F F FHPF cX M    !`% % `%@%F @F F FHPF kX M    !`% % %@`%F HF F F@PF sX M    !M MFMM@FAN N`M  e    !߬k    ߌ  ߩߨ D ߥ F`݋@ ݋8 ݋    N݋ ߍ    ݋ ݪ g \݇ H݆8ߙ   	 \ 2߱  ߙ  ,   !g Xg Tg P0%ߐ  f 8f H 	 Pf @g pߣ f  ߓ    /߿   g߾  "-  -ߣ ߨ  A- - g -f  d"  D T d-ߢ  ~ߣ $  A* T   ! @ %-  q-dB 0dk - Df. 8dv T  Gg T 8<e ߨ P-h-x- ` ?@-p-`-(// /L/-   !8%PXe 0 $/M  $ e M @M 0/   !L  L g O  O @ O O  O d L  L @L L  L    !ߓ    g T   !O   O MMMMM  e    !׺X׻Pg Tg $ ߑ   % ߷  %j 0%߰  	 (%g g Tg j 0% % ߫8 (% 	ߤ0 %X%g g Tg 0% (% %j $  	   ߮ $ ߣ ߢ _*Ǡ Xߤ W o@ dB de  @d& ߣ  e--  - H< h8- f- -(-0-@- P/ 0/ 	O@/ 0/ (/  / p/ 8/f
 	-Q eL  e 8Q HNN f FN N FANN F `%@Mh Mf@FA$ Mg @Mc Fej MeMd FA-H/e_ LCL`)`MHMG OO   !L !MF FA  MC FM(ME MD MPLJg O M`kFAi |O @L@!`O FAn  O FMa0OO MbPM Je MMkFAI [M L !M FAO  M FMA(M M MBPLJej Mh M`kFA :Mg @L@!`Mf FA  Mc FO0MeMd OPM Je_ MHMkFAMG F uF }FF ]F UF NF >F@%F ,F $`%%F FF N FN @FAN@N FN  ׽@O NN `L0 U  NANB4  N! N"׾8  N׼H  GN    !   !F }F uFF eF UF NF FF%`%F 4F $%F F F N    !F uF }FF ]F UF NF >F%@%F ,F $F F F %   !   !F uFF }F eF UF NF FF%@%F 4F $`%F FF  N    !N@NF	;N NF:NNFRM b`M Z LQNHN@   !  f    !   !ߓ  o@   !   !ߙ   o8  k ߩߨ g f p-e Hߤ  	e  v߱T0  ߙ    ߇  ߨ ߥ Dh @ߞ  Fk8   8ߞ    H  M{`  H% g \  ߙ   	 \ V߱ߙ  5Q   !g Xg Tg Pߐ  ߦf H 	 Pf f 8ߢ    TB  h " ǘ pߓ  ߦpxߴ    D T `P"]$ ((%f @ߥ  ߾  f    /  $ d6h*߾ 08-߾x  -ߢ   ߦ  D V-   --- d dc  (dB 8 /d7   ߡf  d0 ߢ  R- P- --(-`-   0< (/ l/  / L/ 7 ,/e -d ߟ  f f f    !M ߱ p  1H-߶M@M 6-MM2-Ɛ    e M  pf  -M@M -fT MMÀ-    e M   pfu `-M@M -f MM`-   x  8- - @% -  e  pP  O% f `- -O"@O$ f O!O#-   xP  `--ߨ-߫g*   $  pP  f0/eI ߇  ME e -MD @    !+-g MB   xMA MC,---       --- p@     -M%       Ȱ-e8 "  eq M$ @p-e M"   xM! M#Ұ---     -p-Ә- p    -O  b     Ș-g   f6  O @vx-fW O   xO Ow---   `  -x-- pƀ  `  -M      -e b  f & M @-f M   xM M---       -(--h- pƠ    >-M  Ţ    h-e   fu F M @P-f M   xM Mh---@     h-HP-K- p    L`-O%       hX-g*   f & uO$ @mH-f O"   xO! O#~X--`-    `  -(H-1X- pŀ    2-ME  b  @  (-eI   e YMD @ F ߦߨߥLL߁  ߧLàh-d ߢ# x`- b0-# ߨ P-߫ Ų   b- H-ߦ   f0-߮R   n-2    r  # x bH-ߦ# &`- b-'P-ߩ iH-߭Œ   m-R  2  r  # x bH-# %P- b-$H- h@-R   k-2    r  #  b- f0- g-  r  !  "- %-߷ ߶ $-ߓ  R  ǘ   h2     !   !  F    !   !  F   F    !   !  }F   pF    !o pMx-MM M-M  x-Ɠ    o xx--x-Ɠ    o x--x-fR Ɠ  e f   Uo p ߵ(߸ ߿߾g g      $    $  <  5*V g p Ϻ߃  g `-L dA , d0     ! ߭ ߦ d   - H-  -5  g   ew  8-g  @- 8-  d   `%%$
 /  -ߢ f d  - -p ߃  -g v0-p    @  -u--f   `  - jp -g w0-p    @  -e--d   `  - Op -f 0-p       !@  -t--f   `  - 4p -f ~0-g       !@   -d--d   `  -p `% %X%P%H%@% 8%@0%0߯0 -p-  X-    v  ߋ  n p-x-p-    k mX-jh-߷ ߶lX-$ ߓ  Ŷ    8v  0 `%% X%P%H%@% 8%@0% ߯00X%`% %@%P%H% 8%@0% ߯0   !0% X% `%H%@%P% 8%@0% ߯0   !r    !   !W-K-^-Ɨ  W  r W-K-^-Ɨ  g ek W  Wr  g pg Tg ߾ ߕ  0%ߴ ߒ  %߫((%ߤ  	J g g Tg J 0%% ߫8(% 	ߤ0g g Tg 0%J (%%߫ߤ$  	 $ g g Tg 0%x p(%-ߞ  J g ߱% - 	g $ ߸ g g Tg  0%(%g x xJ -% - 	g $ ߸ g g Tg  0%(%g  x J -% Ѱ- 	f g g Tg g `g  g $v J -߶% - 	g %g g Tg g `g  u J g (- - 	f ߶(߲߱($    !߳p߁  ߤߢh! ߴx߅  T  Ǡ XxC 	   !        x   !   !Ǡ XS ߪ  
0 
H 
@ 
`  8( 0/߫ S  	@-dߪx߭ $ t  I-)P-߳ 8߯H- H@-߰ 8 8/e) ߑ  e   Hd 	@0*  	8e ߭  8-@T <- h<e  of  O-_-ϸ--߮8-`-. x1 p-3-U-՘-,8//P//H/-h-p-/x-5-lX/L@/,0/(/ //e e 0f2 PfQ 0f2 PfQ 0f2 PfQ 0f2 PPXP߿POO@FAO@OFg 8O@H@O `O@OF߁OO Fg OOO`O` NN@FN@NFf OOOOO@&O `FN@N FN NFf O @O@O`NNO`O NN@FN@NFHF)ANN f NO@&O `NON NF߁NN@FAf L (`NN@NNFONkNj O``Nh@NiFFO O Ofr ON @N $ $߮HF)NNO@O `NK@`/FANJNHfQ FO@O FNI FNf0 L< N@NL+FANbNaL F	N+@N*O O` N( @N)@FFNN   !   !  N kNǀF3ANdNcNB@L: M d NA L  f N@N
F1F
[N @N	 FN@N  N@kNpF3AND@NCN"@L: M@cN! L  g O@OF1F	[O @O FNN  N kNF3AN$N#N@L: M d N L  g O@OF1F
[O @O FN@N  N@kNgpF3AN@NO@L: M@cO L  f N@NF1F	[N @N FNfyNe  N kNGF3AOOO@L: M d O L  f N@NF1F
[N @N FNF@GNE  N@kN'pF3AO@ON@L: M@cN L  f N@NF1F	[N @N FN&lN%o  N kNF3ANNN@L: M d N L  f N@NF1F
[N @N FN@L NO  N@kOpF3AN@NN@L: M@cN L  fr Nk@NjF1F	[Nh @Ni FO, O/  N kOǀF3ANNN@L: M d N L  fQ NK@NJF1F
[NH @NI FO@ O  N@kNpF3AN@NNb@L: M@cNa L  f0 N+@N*F1F	[N( @N) FN%NX`hpxF }F mFF 5F F F vFF F `F NF FF ?F /FF 'F ߰ץ߶  ߲hO `Nǘ߱`ND NC@FN"N!OL`N߰N ߵx׾8  NN߰XO@FBN$ @N#FJN8N(N@߷NF:A߳pFR׽@LA  LY NgNf ׼HNe FN NF9LI`׺X׻PL P`  NG L`@NF NEL@8  N'N& @N%@F1c  F)ANN N FL1 L (`L@ ߴ ǘ D    !      X`hpxF }F mFF 5F F F FF tF `F VF FF ?F /FF 'F  ߰   !   !X`hpxF }F mFF 5F F F vFF F `F NF FF ?F /FF 'F  |߰   !   !X`hpxF }F mFF 5F F F FF tF `F VF FF ?F /FF 'F  `߰   !   !X`hpxF }F mFF 5F F F vFF F `F NF FF ?F /FF 'F  D߰   !   !xX`hpF }F mFF 5F F F FF tF `F VF FF ?F /FF 'F  (߰   !   !pxX`hF }F mFF 5F F F vFF F `F NF FF ?F /FF 'F  ߰   !   !hpxX`F }F mFF 5F F F FF tF `F VF FF ?F /FF 'F  ߰   !   !`hpxXF }F mFF 5F F F vFF F `F NF FF ?F /FF 'F  ߰   !   !X`hpxF }F mFF 5F F F tF FF `F VF FF ?F /FF 'F  ߰   !   !M@M FcM MFsM{`Ms MhM`M M@FkAMk M`M M@FkAMk   e    !   ! <߿ ߦ$ *$  `߶(ߤ߁    >*g ߿g  ! p  $-ߤ8߅   `- ?- #-- ,/e /ġ 0Ǡ Xu dp  f 5 f0     !MM Fe    !   !N@Nb Na@FAfr %fQ $ NB NA F   !N"N!FF</f0 N F 
L@CN@F
<  f NF2Ac dF 
M;`N F<j  f NF2C OF LK Nb F<N  fr NaF1# :F QLBNB F<-  fQ NAF2 %F L`:N"F<  f0 N!F1F 
F UF ]F `%@%F =F E`%%F ~F F   !O O F	<FF	<  FF	<  Fǘ     D     !   ! %F ]F eF@`%`%F EF =F FF  %   ! %F eF mF %``%F =F EF &FF  %   ! %F mF uF %@%F EF MF .FF & `%   ! `%F UFF u %@%F =F MF .F ~F `%   !XP   !   !MM@FO@ޠF FF
<F	Q  e    !׺X׻Pߥ8߶( -ߥ ` W ߰  8<ߨ Hߪ@e eQ  ?e+  ߍ  ߃  f, '- Ie P" Hߓ  `%ߡ % %ݰ    !-f --   A  F ǡ XL -   p ---   A  F ǡ XL -   f fs  #p -f U-S-   !  F ǡ XL V-   p ---   A  F ǡ XL -   f fs p ߲ p    !   !ǘ   2߶(   !߲  p    !ߓ  ߲ s r-   !~`-k-8q-H@   !Ŝ  =  Fǽ XO   ߔ  ޕ ---    Fǽ XO -  ޔ -g `-ek f1 -"-׼H׽@׾8߶(   !߰ ߪf ߬ ߫ߦ ߤ ߡ8ߢߟ  ߣ ߇   ߞ     (% 8 L`- H߯  8-  -`- H 1-e  @߭@-dc  8-dB  0d! - (-  g g   ߙ   	 $ ߡ ߃  $ ߒ  ߧ  H!  a  "*F FCT ߱ X 0 P !8 @ (d  	H/ 0-  -e  Xߧ d e*d  h  d  H<ߨ ߧ
@- `-ߧ  8- 	O P-8-@-X- -(-0-`- 0/ (/  /l/e @/e  8/ft L/f -߁  f ǥ XqǨ XRM R~M R|M ߹O( O' FL1`ߐ  g> ߳ H-O OF:O#(g O" F!N@ߘ  NF	:LhP  F" Hfr H-Ǫ XM*[f O FAO@*F
JF	8NN -Fcǫ XNx	  F
LBO$0 HfQ Ld x- FBO&f   O% NF	NN@NÀ8Ǭ XOHx-8)  F)A HFsF
kA$
 ǂ ߴ@8F)AX/f F	F
ߊ  F1HMLjf, -߉  -/ 8F	)AO Fx-L-C F4FFFN@F

BN N FO@FAF!0 Hǣ X/8Oe E  NPNx-f F*  FA9 O## -83---/ 8N F}6x-L-C FDFFO@F	O N FN@FAF!0 Hǣ X/8Oe E  N`NĘx-g F,BƳ  FA9 O##`382--q-/ 8N F6x-L-C FFF6O@F
O N FN@FAF!0 Hǣ X/8Oe E  OhNx-g F)  FA9 O##281--L-/ 8N FU6Ox-L-C F4FFFN@F
BN O FN@FAF!0 Hǣ X/8Ofr E  OpNx-f F*  FA9 O##18,--.-/ 8N Fe6x-L-C FDFFN@F	N O FN@FAF!0 Hǣ X/8OfQ E  NxOx-f F,BƓ  FA9 O#$ ,8.---/ 8O Fm6 x-L-C FFAF5N F
N N F!AOFF0 Hǹ X/8N`f, D  NÀOĐx-f F!  FA9 O.8----/ 8O Fu5x- F -FF F ]F >F 6FF F DF P ߍ  ߨ PXŽ ߧǚ FOhߧߪ߳FBߩMBNf M#߇  ߫߬F8 FBp- HMFŶ  }  8FN`ߨ h-ߨFM@. 8Ue -߯/-Fŵ FBp-5M" @M NFׁ8Fŵ  MD H-ŝ   8WFAO ׼ Fp-FBME @F" 8Ÿ FFA`-׷ K-ŜMFFX8OhM$ C-FFY   8[F׾8O ׽@FAKP-  -M%" 8FX H-ĘO h[FFM& F׼HN͠;  F׻P  H -8 C-! 8 #-VN8FՁ׺XFBN`  #-  5   !  F -FF F =F NF FF DF 4F  ^  F -FF F MF ^F FFF 4F F x H   !   !  F -FF F ]F >F 6FF F DF p 0   !   ! F -FF F =F NF 4F FF D F h    !   ! F -FF F ^F MF 4F F `F FF      !   !M M Fǣ XLC T H-MM ƤFߕ  Ƣ  FƤ FBF	T8-M(M FM F4 8ń  FA-T8-FFƤL)(LC T -e f    !߱߳ߵ߷x߿׹`׿0׸h߾p߶ߴ߲߰߼  gg <  $B  % Y- %߂   % %$  %  Q  X m$	 2Q IP*ߋ  @n ` `/ h<u    ` fN e p`-X-f  o`/m-e%)    !Ma @F AFBa  ek    !Up%)  %/  Ox*UN߱2- 	 / -f1 <- :2X-////p-fdfB ߙ  ew f! f PfQ 0f2 RPMd@ei Md FMc FMb FMa F M$ Fe( M# FM" FAM! FM F `P%$ @FBF(/M@FFe F
Fߘ  M@M F	FFAd L   G FAFP Q  K L FF L@F
FAd L F	F% L & FAF/ 2  * L FBF L@F	FAeI MD F	
F L  FAF    MC FF MA@F	FAe( M$ F	
F wMB  FAF    M# FBF M!@F	FAe M F	
F QM"  FAF    M FF M@F	FAd L F	
FEM  % ` % X% hF }FF  p xF mF V  F ^FF #  FA׮ N N@FN׳ /  ߹ `FF״ xס FAFנ p!  F|F}6   9 ׶ hF|BF|v F{F|u ׹׵ F{BF{u  x 4 3  2 1 ׸     q  ` % %@X%F F hF }F m p xF ^F VF  F #   FA   ! X% ` %@%F }F hF F m p xF VF ^F  F #   FA   ! % ` X%@%F F hF F m p xF ^F fF  F #   FA   ! % ` % X%F } pF FF m h xF VFF f  F #   FA   !Md@F Mc F AMb@FAMa FFFBFBFb  a y x ek    !p   !׹ 
׸   !:? :" / ,B  + +%@%ߐ  ߙ   % $	 2J I*T ߱߂   / 
 <fE D  Q@  @ (dc 'c0-- X- e(-f  k/ /d-dp%) `  Mp @F F  Ma ek Uq%)  @%' 2`-G8*T߱ PB 	X @/ H`- 
P<ek@-X-ih-	X- 
WzH/@///j-e! ߓ  en e e P fQ 0 f2 RP `  `  Md @eh FMc @` FA`H%a M F` M @F $  e (/d  L@F!F$ߏ   L F!F #F	F   L F	Ad LF FM!M"8FB A  MD F	eI MCFBB FAMxM0F e!  M$ Fe( M#F" FLLPF L  M F	e MF FALLHFE 1  L Fd LF FMAxMB@F%   F }FF F e %F 6F >F % X%F F    !N @  F AN  F ߲ `  F F NANBF BF MaMb׸׹N!N"N 7N    !   ! F FF }F m % %F >F FF X%F $F  N @   !   ! F }FF F e % %F FF NF@X%F F  N @ F FF F m X% %F NF VF@%F $F  N @   !   !   ! F }F FF u % X%F 6FF VF ,F  @%`  Md @F A` Mc F F BF  MbMa ek p   ! ߱   !V&$  @@%f < / Pg \ DS ߈  ߙ   Df @8-  -$	  \g I*$  2Q  g    !R   	0 <e eC   X-  -b- +/%) `  Ma ek Up%) ߐ   	0   !%$ (@-D *T Ng  ( @ 0- (< H- X- G:+8/+0/+(/+ /h-d d `8%ej P .d `  b ef a c $    !(/   !LLL Ld       LLL Ld      LLL L  ߐ     !   !LLL L     !   !   !`  Md ` Mc ` Mb ` Ma ek    !p   !ߐ  g f \ ߌ  g ߫ 0%ߥ ߤ  	݊   ߈     !   !߉   $  8_*WW߱   0f f  (< /  - d  /d!d a -- - #- -  - P/  / p/ 0/-f
 dB X$  Q!eK qej ߏ  QeK qej QeK QqN  f N N  FAMc  Md F ej LA(L`MCMDF:AeI  `%M#M$ FBe( N FMb  F ($ e LJ`  -(/d M MLB F1 ߍ  MB@F#L@F #FJL FAŠ  I  LA2M" MxFCAd L L F!e F(  N!*`M MapFSe M M F!E F
  La: L MAFJej Mc Md F!A% F  LA2`L M!xFCeI MC MD F! uF  La* M MpFJe( M# M$ F!A YF  LA2`Mb LxFCe M M F! ;Fh  La* MB LpFJd L@L F!AF    F qF }FF ]F E %F NF .F %F 4F  נ LNAɠ߮ ׹M  F N" @F8AN F0  FB߳ F ߯ ߲ F BNaF   NA   M('  M  ׸N!N     !     F yF uFF eF M % %F FF 6FF ,F  נ    !   !     F qF }FF ]F E %@%F NF .FF 4F  נ      F yF uFF eF M@%`%F FF 6FF ,F  נ    !   !     F qF }FF ]F E`%%F NF .FF 4F  נ      F yF FF eF M %%F VF 6FF <F  נ    !   !   !    F uFF F mF F % %F UF ,F >F  uF N  N F LN  F F    N f    ! ߱   !   !$ $ V8ߙ  g g g   0%ߐ  $ f l 	 p $  h ߄    S? t 8ߟ   8%  / C@-    ! @%d!d `P- hH-$	  d" I*2K   P Q`  p (<   ! Xe ek F0- /K- /-%)    !N     f    !V%)  p%,  	xL`*U 7g  hBp-x- h<Ox-N- wzh/X-   !f e + / (%$ f N  N @r/   d L   L @   d L  L @      !   !  $    !   !     
$ N     N    f    !   !$ g g  ߘ  g 0%߫ ߙ  g dߤ  	
    8   !S*T ߱  @ 0f f   < / 0-d  ( 'dcd - g- e(- f- P/ p/ /-f	 dBǁ 8Ǡ 1e2 QfS q fr Q fS q fr Q f
   N F MC@F)AeI  M#F2AL@! L`(e( H e M Fd LIN@F	!MB@F	 X%" LF1 L@F)A$ M R M"@F	:, /d F#FL@2M FCBMaxd ģ  L F!D F\N *`L FSMApej b  Mc F!$ FkL`: L FJM!eI C  MC F!A FcL@2`L FCMxe( "  M# F! iF[L`* Mb FJLpe   M F!A OFcL@2`MB FCLxd   L F! 5F[L`* M" FJLpd   L F!AdFc  F qF }FF ]F EF .F 6F % %F F N@ȠN` ߭ ߯׹߮M FMM N" ׸FN F FBFF߮ F M(MN!N     !   !   !  F yF uFF eF M %F 6F .FF F   %   !  F qF }FF ]F E %F .F 6FF F   %   !  F yF uFF eF M %F 6F .FF F  @%   !  F qF }FF ]F E@%F .F 6FF F  `%   !  F yF FF eF M %F 6F >FF F  `%   !  F uFF F mF U %F .FF >F F   %   !  N FL@N FFNf    !   ! T߱   !   !ߙ  V0O߱g g g   0%ߐ  f H 	 P  h     % / H    0%߇  d <d @d `g h8- 0 (- -  - g   -$	 d!  I*2H  x Q  ߮ @<da  d  P-d  - - G - 0/P/P- PX/%)    !N @N    N f    !V
%) ߮ 	x %, ߱  hB(L`*0߰0U R$ .p--- h< p -߯(-- oz p-/Px/0/P /X-h/f% e / H%f + -e N  N @$ f N N 8/   !" M!   M"e	 M  M @M  M  M   Me( M&  M$ @M% 'M# M!"    M"  $    !   !M M     $    !   !N @N    N N @N   N f    !   !$ g g g  ߒ  0%߰ ߑ  @%߫  (%ߤ  	* @%g g g * 0% (%߫ ߤ $  	   ߊ   $  8_*W߱  0f f   < / g- (d  Gd&߁  dc 8-ߤ X  -f0-! 8d0  - (- 0- - 8-  - P/-  / 8/ p/ǂ <ǃ  0/Ff  (/e  0/R  ej dBǁ 8Ǡ EeR QqDN QQBN Q>N@N FNN FLa`f N FM M@FKALC e N F)AMM@FMMe@MfF	uAL@hLFBF  FMFZMg Mc@FAMej M `M F h%$ F1F)B   !.@/MdFME MFF9N ߎ  eI MG Mo
FBMbFJA  LF`MC@F)AFTBN: FMB@Nw
vFMDM% M&F9F	BO -F4Me- NQf`FBA M' M#@F)AFTBN: FM"Nw
VFM$M MF9F	BO -F4Me NQ~`FBAh M M@F)AFTBN: FM Nw
6FMM MF9F	BO -F4Mae NQn`FBAH M M@F)AFTBN: FM Nw
ŶFMMe MfF9F	BO -F4MAej NQv`FBA( YMg Mc@F)AFTBN: FMbNw
ŖFMdME MFF9F	BO -F4M!eI NQ`FBAMG 8@HPX`hpx@%`%F ̆F \FN@עF*ץצxL3N@F*Bפץ߯@׹L@RN Fx,Lߒ  Fפ`MG  F:FA׸M*xF 8׭HFkBרXװPFBF1FXF(BF ׮pMr קhLf8L ߯8M@N!  kN    !   !@8HPX`h`%px%F ̆F \F N@   !8@HPX`h%px%F ̆F \F N@   !8@HPX`h %px%F ̆F \F N@   !8@HPX`p %hx@%F ̆F \F N@   !N N@F*NN@F)L@@N@F)BL9NFL
8FFAF)BFLE0Nf    !   !߱߳ߵ߿%߾߶ߴ߲߰߷ g    !   !   !g   ߪ  <   ($!  J   0 9- 8   @  ߂  ߁   H߃   WX$ !    (ߨ  "w   %K $ ߮ @%L PP*e ߯ H X  `U@$   h $ *  / hf߰ 0 h/ -e߭ 8 h-     !߸ (߳ hT & u    f S   xf S   pf S   8f S   hf 	S   `f S   0f S   Xf 
S   Pf S   (f S   Hf S  <g   6-  @d9 6$  p߾ p x   ! ߀/   ! - g  ߡ x    !ߣ - >- -"- ȸ - 9- - 1-  -"- ȸ -Lv     9- b- 6-Lw     -"- Lx       - 3- L    "- 1- r-L~    "- ȸ R-Lw      9- - 6-Ls       -"- ȸL~     2- 9- Lx    - 1- -L~    "-  - Lx     ȸ 1- 9-f L      - -"- ȸ - 9- - 1-  -"- ȸ -Lv     9- - 6-Lw     -"- Lx       - 5- L    "- 1- r-L~    "- ȸ R-Lw      9- - 6-Lt       -"- ȸL~     2- 9- Lx    - 1- -L~    "- r - Lx     ȸ 1- 9-fu L     pS-% %@%- x- p--h- `-w8-W0- (-7 --"- ȸ- -  b- - xp- h `- X P- H @- 8 0- ( -   9- 6- 2- #-ߣ  /x- -h- +X- x )H-Lt   '8- %(-  Lp   7-߰ ߴ x ߵ ߷     L~      Lx   p  Ls   `@  Lq   
P  Ln   @  Ll   0`  Lj       Lh    Lf    Ld    e   % % @%    !   !  # -B-  -"- - ȸ-Ð-B- N @  -"-   N @- ȸ  --B- N @ -"-   N @- ȸ  - Ð-B- N @ c-"-   N @- ȸ  -C-B- N @  -"-   N @- ȸ  -#-B-  -N @ b-   N @-   N @-A  N @d! a  6   ! x     !& ߡ X 5*$ `O*߱߳߶ ߲߰ ߾ $ ߦ @ߤ ` d ߧ H  * T $     (  * @ @/ (e	ߨ 0 (/	p-dߥ 8 h x-   !      !߬ (߫ hT  & u    f K   8f K   0f K  h<e  oh-  (e  {e   x   ! $  - @/ ߣ B-ѐ-ߡ x  -b-   װ- 5- Lq  @  - 5-  -Ls    -  - Lq      4- 1-g Ls     F-  -b-   װ- 5- Lq  @  - 5-  -Ls    -  - Lq      4- 1-g Ls    -ߵ  x@`% h%p%   ! -  ΰ- -- - b- ߷  ߴ  >- ȸ 8- 3-߮ xN    N   N   N b  ߯   3&    !   !ߵ  x@`% h% p%   !   ! x   !   !   H- @- - -"- 	X- P bH- @ "-  Ѐ- XP- 	HM @-   M -C  M   M e #     !   & ߲ `U*$ @D*߱߳߶ ߲߰ ߾ $ 2 ߸ @ߴ P* ߹ H* Vߴ g      B  /  g߾ 0 / x-f߶ 8 h-   ߤ (T  & ߡ P  ߩ (ߣ h u ߣ  <d   #`-      !% (- 0- ( 0(-O d!    !  ,% ߩ ( Pߨ h%  ߨ 8*T &  @<*`- Gzh-e     m ea - d.     ! e    !  -    !  p-  $  -(/f  h x"`-  --ߣ 8- ߡ x 4@- H - PLs   g   *P-Li @  "- -A  - n   40- H - PLs   g   *P-Li @   "- -A  - I   48- H - PLs   f   *P-Li @  "- -A  -ˎ  ߾  x`% h%߷ p%x% X% ߵ P% 8`H% ߶     !   - *- - ( 30--    -ߴ -   5-N@b- e   6- 3-߯ xN@   N@ e  N@%  N@  N@ߵ   Be     !߾  `% h% xp%߶ x% X%P% ߵ ߷  8`H%     !   ! `%߾  h% xp%߶ x% X%P% ߵ ߷  8`H%   x   !   !     - - b0- ( "-  0(- -O  Oe &     !ߵ      !   !& ߧ P 8*$ *߱߳߶ ߲߾  ߰    !   !߮ H	  ߈  %* P$ U*$	    `	߬ @T $
 e n   X  $   h* h/ e߭ 0 Xߐ  h- X/ hel߫ 8    lp- ߴ (߲ hT }& U    f 2   8f 2   0f 2  <f   3`-d6   (6f 4   ! p ߸ p $ H/g   f  - - - - X- P"- x -  x "- pch- `ߡ x߾ ߨ C- +X- *P- /-O @O  -O O@F - ȸMF) --M FB- M@MF	R B-L È- ȸL1  ט-M @LA#- -M M R  >`-b-M  9h- M@c   2--F   8-    f   C- ʎF - ȸMF) --M FB- M@MF	R B-L - ȸL1  Ԙ-M @LA#- -M M R  5p-b-M  9- M@   2x--   8-    f   C- F - ȸMF) --M FB- M@MF	R B-L È- ȸL1  Ԙ-M @LA#- -M M R  6X-b-M  9P- M@   2--   8-    f   C-t߮    F -F %F  %F F  %%- ߫   0@- P- H-  - h-B`- 
0FA"X- 	(ߧ ߰  P-  ߯ H- hFL   È-LF=  x-LL 
` X-F< 	PH-LNL`LF
<L@NC`LF	<L LF;LM LFsM`ߩ M@ߧ  x1  M `M z    &0-Lq  ߷  %(-  ߵ  $ -   --  ߭ x  '    \&    !   !   F -F %F ߮  % %-F F % ߫   ߮    F -F %F  % %-F F % ߫      !   ! x6 - - - -P- "H- ȸ@- -  
À- 	x#X- PH- @M @M@FA-MM@FMM@FM@M FL (`N%N-N`--  -7    d!   ,   !   & ߡ ` 5 *$ |*߱߳߶ ߲߰ ߾ $
 ߧ @ߥ P d ߨ H (* ߋ      0   H`* 	H/e*ߩ 0 0*- 0/ hdߦ 8  `  p-     !U & ߬ h ߬ ( h<e e  of/ h-e    - f     !    !    !e  -    - $  -0/B- -  b-   H8- -߲   5- 4-NI NG @F	cP-f  3@-f  ߥ ft  -N_ NY @F	ANX @L`"    !L F!- HL@* #P-   )8-f  - L L F!- HL :` #P-   )-fV P - eL L F!A- HL`2  #P-	   )-f  -f KL @L F!- HL@*` #P-   )-f  - 1L L F!A- HL 2  #P-   )@-ft i -FL @ `%h%p%F EF -F@x%F F  %   !0-  ߥ  8 0-L @FL @L FN NL `  ߷ ߵ  $ -  ߮     G     !   !`%h%p%F MF 5F@x%F F   %   !   !`%h% p%F EF -F@x%F F   %   !   ! p%`% h%F MF 5F@x%F F   %   !   ! h%p% `%F UF =F@x%F F   %   !   !    !   !   @-H- @ 	PH-M @M FL ` (@-e     & ߫ PuX*$ ``*߱߳߶ ߲߰ ߾ ߴ ߿(߼ ߵ ߷  g0   !g@<  $B    Y-  ߂   (߃   B (    r  h @2   p$
  X xJP* `<ߍ  @ $ $  X/e  g ek- 0-+- ߯ (T߱ 0% p*  
߰ ߲ ߴ ߶ x߿ ߼ ߷ pߵ ߳ ߱ ߾ h g Z  f -$ x*2  U f R@ ߦ 06   8- x8/ <f8 ߱   8-2-  9 y- L_ @F B ?-f1 &s 0!     !   !ߦ 0  B&c   *T` f  9 1 8- 3x ( 0/  < 0-ߥ   'z -$-   !f(    e  f r    !f) *   ! jP-+$  kX-L / xe,  
he *. 8 jP- n- @ /p- -- 
PLM F  8LO  m0-FB m(- *-LJ  '- he།hLG @F  8 --  F e0-ej    h(-$ iLM  '- hE།HLG @F  8 -x-  FB e0-eI &   h(- MLM  '- h%།(LG @F  8 -p-  F e0-e,    h(-d 1LM  '- @།LG @F  8 (-  FB m0-e    e(-DLH  %%F - % %F %FF  % %LU F  ȸFL_ FB 5-  LY FT   ?-  ߶ @ 9-&  ߵ 8e    ?D     !   !%% %F 5% %F %FF   %   !   !% % %F - % %F %FF   %   !   ! % % %F 5% %F %FF   %   !   ! 8   !   !  $ d(-$ d - 8 0LG FBLF F '(- & -  f1   2   ! @   !   !f f f ߳ ߵ ߶ xߴ ߷ p ߱    !ߋ  ߞ  k ($ Ua $  pf- $  x L`* ߏ   <   ! p  h p/0 e  $ e - h 0- h/ @.-e 8M(-    $    !߸ @߶ 8߹ 0T *߰ ߲ ߴ ߶ x߿ ߼ ߷ pߵ ߳ ߱ ߾ h g    !V  t$ 8    x>-/ <g ߸   -7-f?    Wg R V5   !   !f, &   ! f8-$ F0/e  @- P H gh- *@- 8-LJLFP p p- 'P-LG @L  F 8em    --  p- 'H-LG @L  F  8e D  f -  n- '@-LG @L  F  8e #  - xLG@L Fc 'p-       !   $    !   ! LGLFs '-#       LG@L F '-D    P  5 u-Ĩ-  LWLF 7-f1 2  $ ߹ @߸ 8g9 g  @q 8߳ ߵ ߶ xߴ ߷ p ߱    !$  ($ ߄  A* pT ߱ f!  0  <   !   0 $  / xd   d!(-߄   -  0!- /Ā    !dc    HC(- 0 ߩ 0T$  *߰ ߲ ߴ ߶ x߿ ߼ ߷ pߵ ߳ ߱ ߾ h g    !   !V g >  Q I*P- Kx*H/e* ߩ  *-f+ ep  @<f  GfS (-ft   uhf f   !Ud   !ub   !`   !^   !f. , l`-$ 8/h- e  8 l`-  1h-- ` p- @e &-- g  s-fT  @ ,X-f L@ ȸW-L FA- w--L LF  0H--  LLF ?@-N`-N LP@ - p- 7P-L L @F	AL @L NLQFLL@FL@* F!A-   F	3 h- 5`-fq pL_@ p-L  L L )F!A- j  F	B - 6-f. 0LW@ p-L  L L`)F!A- ,  F	: H- ?h-e LU@ p-L @ L L@)F!A-   F	2 @- 5X-e LV@ p-L G L L )F!A- J  F	: @- 6H-g L_@ p-L @ eL L@)F!A-   F	2 P- ?@-fT PLU@ p-L g AL L )F!A- *  F	: `- 7P-f LV@ p-L @'L F UF ]FF MF 5F ,F $ P@% X % %F FF `%% `ߧ ` - 8 H @-FL @L FN  N ߩ XL `FBߨ PLIF!LH F  LG FB  e  ߾ @ '-D  ߷ 8"    a     !F ]F UFF MF =F ,F $ P % % X`%%F FF  % ` ߧ `   !   !F UF ]FF MF 5F ,F $ P %`% X% %F FF % ` ߧ `   !   !F ]F UFF MF =F ,F $ P@%`% X% %F FF % ` ߧ `   !   !F UF ]FF MF 5F ,F $ P@% % X% %F FF % ` ߧ `   !   !F ]F eFF MF =F ,F $ P@% % X % %F FF % ` ߧ `   !   !F UFF eF MF EF ,F $ X@% % P %`%F F F% ` lߧ `   !   ! 8   !   !  * jX-dP- X 
hf`-L @L FL `LK FB +P-f1 5A   @g f ߮ HVWߩ 0߳ ߵ ߶ xߴ ߷ p   !߱ ߿ ߼ ߲ ߰ ߾ h g g    -Ġ Ķ  F  7FA %<    F  $  % - Ǖ @F 2  D F ߆   %$   LC% FCE n `X%F )MF)NNǅ  F< `X%0J E  C*F   !W  HFQ@  ` 
H< 	Od )8-   !'   !   !F<`H%g9   %k E :FAW'' `%j  `< JP*U@ /F h - g:,P-(F<`H%  E (FA)  F	<%i 	  E *    FA   !   !   !* F
<%i 	  E +   FA+ F<%i 	  g9 E %k   FA   !   !   !W*(   !   !F `H%	  FAU#  	pF F@Fc"    u   	p p-FF{Fs%//    j     ! `X% C*  E0J Q@  0 
< d !8-1   !F<`H%g9   %k E ;ǀ  W'1 0%a  - A*T  /Ǘ    < :!P-2F<`H%  E )ǀ  3  F<%i 	  E 5   !ǀ     !   !   !5 F<%i 	  E
 6   ǀ  6 F<%i 	  g9 E %k   ǀ     !   !   !W*2   !   !Ǘ    $I 	  ǀ  # $Y    $ !    ߱ ǀ  U9  	"   @%        	 -"F!FAF %""        !   !߱ @%߲  ߰  g     !   !g`<  $!   0% 9- 8 % ߃  di  $ ߂  df dg   a  ߋ  ߈    J ߅  e	 e d `% @ 	d P@ E߿ @     B߿ @   !`%dh    @ 	de $ ߁  @ ߋ      4߿ @`%d) ߅  d( d ߁  d ߤ   	* @    !     %߿ @ P `ߙ  $ g P T 	$   g  ߙ  ߧ ߦ g D ( 	 %@%߲ ($ !g g Dߟ   g   	d&ߙ   	   !  (%ߙ   	g  ߿ @   ! %߱ 0߰ 8 g    !   !   !g@ (<   0$!   8 9- @  % H @% P$ ߙ   g   	g   g $ $ 8%g ߙ   g  	  %    ߓ  ߒ  a   B   A-@  !-F ǃ H  FL"x  xF <߃  d~   ghE $ 	b  $F  _  -F!<   !   !E @% g ߙ   $  	 $ $ .g8ߙ    g   	g Dߙ   	   !  (%ߙ   	g  @%   !8%0%ߙ    (% 	  %ߙ  @%H% h ` pP@ @%g 0% (% 	  %@%g g    %  _   ߙ  -ǘ H8-   	9߃  F     NLFF_   F2<E	  c  d-dc C-a @  F   (A  %-!F<E @% g ߙ   $  	 $ $ .gxߙ   g  	g Dߙ   	   !  (%ߙ   	g  @%8%0%ߙ    g  	  %ߙ  @%H%P@ 	$ g  0%g    ! 	  %$    !g $ߙ   $ߵ ߳ g ׺ h߷  	  %׸ p$  g ߴ     % ߙ  -߶ ׹ ` 	0- X  ߾ @ߢ 0ߡ 8   )   K   p ߡ HU* ߙ  ߣ P!    $ r  T" ߙ  RQ %߱    !   !ߙ    %ߑ    $ߒ  $  T ߱ &  &  &  &   & D  	% ߙ   	D %  0E ߙ    - 	   !  ߱ ߱ ߿  %߼ (߾ x߲ ߰  g   !   !g % % % ( %<     %`@%$&     0  	 - 8% 0%ߙ   @(% 	 D  ߿ 0 @@%  8% 0%ߙ     @(% 	 Dߩ ߟ  ߨ ߤ  ߙ   	   !߿ 0@%߲ ߰ (߱   g @   !g`<  $!   X% 9-߁   %  $ 1     H)  % `    @&    (%) %  	H$  IH- ( 0# E@-!  0  ( F A(#$* ( f0- e(-$$ $? xFģF$ ߆   
P* 2* 
 
 3 LC T ߱  p  "   ! < d  ha-a$$     $ $    D(-   ĤF ! $ #   d -F!ąF)AL-`F<E  fs F   %   !t&R ߳ pߴ h p HB&H   h P 0*T߱  	H< - 	OzF ߎ  fk i-tea 4d0 Ra'  %   5 $  /y    ',    2 g   $   p . p   x& &   U-ƦF 1#  t-F1ƇF9&R   R-L8fm FF 1e 1#e
  F< q-F1%    !   !  pGF9  .  Q-%  x# `   ! x Lp-i  L9  0%, o-F 0 F(#FF9< ( e(-ģFA  ($  %  ( E-BF   (%f%(#   ( e-F"F  ($  %  (Lb E-OL* %eL N  ƣF   0  F9%	F<Ff(#FFA< ( e(-ģFA  ($  %  ( E-bF   (%(#   ( e-FƂF  ($  %  (Lb E-L)'e   ƣF    0  FA F<F(#FF9< ( e(-ģFA  ($  %  ( E-BF   ('&(#   ( e-F"F  ($  %  (Lb E-L* $e   ƣF !  0  F9eD F<F&(#FFA< ( e(-ģFA  ($  %  ( E-bF   (& (#   ( e-FƂF  ($  %  (Lb E(-	L)%5e
   ģF   0 FAQF<F =FF    (F %F  0 8 @$  H @%   ! P    P%`(% ߳ p   !ߴ h   ?   $ ߧ 0' ߤ  ߩ  #F	F B 0ߧ 8  F  8 FK F0-'  8-߿ @FBB F R0# X-Fk 0   f0-(F B #F<M,c  F
RFKA x-FMnrFB	FJAFd<MMjFeF[<M	J F]FR<F	UFA<ߨ P	Pߦ ( Pߦ H P PP P  q@%F EFF    (F %F  0 8$  @% @ P% (% H P     ߳ p   !F =FF  (  F %F  0 8$  @% P P% (% @ H  8  ߳ p   !F EFF    (F %F  0 8$  @% H P%(% P @  `  ~߳ p   !a$-   p. p    h& %  p Np-F { -h# h mh-F{ŰFM`  hF<- %  h Mp-  hF {h# h mh-F}ůF}E fs F   %N`F<   !E    !F  %   !VtЎa߳ pߴ h߱ ߿ %߶ X%߲ x߰ ߵ ` g    !   !g`<  $!   x% 9-  ߆  ߁   @%߂  ߙ  dD %  '     	 %߁  ߂   % `߃  d& dd G !  E ( ߡ   P 	 "@-߂  $ G  (*ߤ    ! 0@߁  ߃    ǐ!fG _ f&  <$  $   Xf @-ǀ ߅  Cd (Af2 H?fQ (=f2  hH:   !ܧ8 h-$ 0/G  %   @%   8- 8 8-  p$g h#    p-ܬ`-  @ 8!g ܧ8 @- P%G  &   h%   8- 8 8- H  $g #    - ܬ`- XW  '  h- 8!  p --  g ܧ8--   8-p--  h-2 (aW-  FšFEM  %FAB  F  FFCFAF F  FBF	&G   h-ܱ h>- h-l 9"  %p#    - ȸܬh-Q    pl@-`!f  @ -g ܮ8,  p-`-0  2 -U-R 1- 1 (6-łFL  %  F! Ƥ(F!%  F)AFF!CFF  F*& F
!F	ܲ ,`-_- ` ȸܰ `-h s-D  %p#  ȸ  - ܨ`-P    pH 8-@!ei  8 -e ܧ8F -,  ܧ-,   8-`-3  + (w-p-ŅFK  &Ń  F c	F	  F	)AF!F pFAF e W   -   !FC& F   !F
ܯp kX-x- X ܬ X- h R`- k  %kF"BF#    !8#  -  @e ܧ -W   8!7@- 8 -'   @- x'   -ܧ86  8- ߰- ( (-  &G  FAF F   FQFCFF F  @% FB  '8-F 8v H F -@-ܧF
 `- @ܧ   @-ܾܭ$- 8-f eJ Fe) 8# ȸ -  @el ܧ -W   8!w@- 8 -'   @- '   -ܧ86  8- ذ- ( (-  &G  FAF F   FQFCFF F  @% FB  g8-F 8v H FB -@-ܧF	 h- @ܧ   @-ܾܮ$- 8-f eJ Fce) 8#  -  @e ܧ -W   8!7@- 8 -'   @- x'   -ܧ86  8- ߰- ( (-  &G  FAF F   FQFCFF F  @% FB  '8-F 8v H F -@-ܧF	 X- @ܧ   @-ܾܮe$- 8-f eJ F e) 8# ȸ -  @e ܧ -W   8!w@- 8 -'   @- '   -ܧ86  8- ذ- ( (-  &G  FAF F   FQFCFF F  @% FB  g8-F 8v H F -@-ܧF
B X- @ܧ   @-ܾܬe$- 8-f eJ Fe)  F MF 5FF =F eF \F |     ( 0@% % 8@%8% @ߣ @   !ߦ ( f0#J   ߣ 8ܩ - j-(p-    -`!n߳  #  ߱ ,   s--߱ ,  p-, (-mFkA  F[+FZ  FcFlF[CF AFߩ e- g ܱFkFZf S '-ܧ3H- -ܧ 8- 	ܶް-߾ P߷ X3߯ 0߶ `G   px- x x- 1  '  2- -'  p- x! (FO- /-F{+  F\1FZ-  FkAF{FZFAFF[BFBFG e -ܧ h- ܤܧ  - @-ܧ 8-FzF{A  - 8ܤf ܡߵ h  -f ߴ p +-ܡ *-N4ei ܡeF  )-ܡ &-M,d ܡ #-߳ H  +   !   ! F 5F =FF EF ]F lF      (@% 0 %@% 88% @ Uߣ @ F MF =F EFF mF tF |     (@% 0 %@% 8`8% @ Aߣ @ F MFF 5F EF dF uF      (@% 8 %8% 0`@% @ -ߣ @ Hܦ8   !   ! 8-F  %    H%'    0- 0 0-  p$f h#   h 0-ܬ`-  pNP!J   H 8- 8 8- `&  *   h-& L`- H- P' (ŵŔ 8-FAœ  F3F  FFCFFFFFܦ 0-FFBF 0- 8ܦ 0-ܦ 0-ܦg  0-f f ek Vܦ8߶ `߾ P   !߰ ߿ `%߳ x߱ ߲  g   $    +* %   %dc dI d    < i/$ dh"8-M(     !F <E g9 !  F	<   !E    !g9 %k j(*T +e) '   !    !   !  g@<  $!   h 9-   ߓ   p  $ b (߿D  x߼ h߰߳ gߑ  g 4g 0 f) `%ߙ   f$  	% ,  4l ߣ ߰߿߼ h߱߳ ghd~ ߡ   4߇  xpX    @0%߂   # d  dD   d   /  gߡ  "- -     ߢ p  ?-R   2P  - g ~  $  ߡ x$  B@%!   4*T  gߙ  T*ߦ ߯ x  ZH%ߣ R  ߬  h  <    d    !   (-ߦ   - 0ߥ   - X- /cP-%)    !Ma  `  ek Uj%) ߬ ߪ %' H G8*T :T* P<  X 
WziH- 	X,H-߬ l`- 	Xߩ ,`-+X-H//jP-`(%em  e! $ ed Mb  Ma @N/   d L   L @   d L  L @      !   !  T*   !   !     
T*Mb @a  Ma @a ek    !j   !T*%   x*Qߦ ߓ  ߙ  g 4g p $߲  ߶ g $ ߑ  V- f$ ߑ  ߦ pߥ fK  	*    !   !߾ pߡ ߤ ߍ  ߅     $@% *# ǂ ߡ  
T*߮{   !  <d!   dc  $- d -ߣ  a- d- 0/f -Ġ  ǁ ad q_fk q]es q[fk qYes qWfk qUes 0qR(f
 NL	eI MAL	8e( M!@L		xe Fd ML
8LL	8FH@   !FBd $  L@L	8`P   !LL	d M  X%,/FFd L@MKLL	xl  dk M FBBLaL	8K  ej LF" Ma L	*  eI M-F MA@L	x  e( M F M! L	8  e LF ML	  d MF wLL	x  d L F XL@L	8  d MFb 9LL	j  d LF   !bL@ % %F UF ] % %F fF >F % %F FF 6@%`%F 'F FF wF oL8F׼@FB׻H׳OS ׺PF׳O3  N_  N>`  ׾0׿(׸`N ׽8    r  1         !F ] `% %F eF V % %F FFF > % %F &F /@%`%F wFF oF  L8   !   !F e `% %F UF ^ % %F >FF F % %F .F 7@%`%F oFF F  L8   !   !F U `% %F ]F f % %F FFF > % %F 6F '@%`%F FF F  L8   !   !F ] `% %F eF V % %F >FF F % %F &F /@%`%F FF F  L8   !   ! `% % %F eF U % %F ^F FF %@%F >F .`%F 7F FF F  p   !F  `% % %F UF ] % %F fF >F %@%F FF 6`%F 'F FF  ZL8F  `% % %F VF ] % %F eF FF % %F NF &`%F /F F F D   !F U `% %F ^F e % %F >F NF % %F 7F . %@%F F FF w .L8NLxFBN`  f    !߷ ǁ %$ ߱ ߶  * -h*ߘ   P$/ x<2S  Bf1   $ ߵ    /-`H@80(4  FS f H%T*T  f R` ߣ  f   <   !   !   d!    !  u- 5-X--bP- +/%) w  LFMaek    !Uj%) ߣ  %!  <A*T  f 6-    )- U-  z 5-X--cP- K/ K/ec d! j di * e( Q
 k  y  Lx Ly Lxx L8߶ ef `8% L	8 L
$ d FFC/d FF   !ă  Ċ LxL	L
xd L@FB [F  
 LpL	xL
8e L8F EF   LL	8L

d LHF /F   LxL	xL
8d L@F FĪ  ģ MpL
	8L
d M8FFFLxFBL@LpL8LL   !   !ߵ ߷   >f FMpFM8LxL@LL    !   !   !FLxFL@MpM8LL    !   !   !FLFLHLxL@M0M     !   !   !FLpFL8LLHLPL@    !   !   !k  L
FMbXk L
FMaXek    !j   !f f1 F >(   !׸`׻H׽8׾0׼@׺P׿(ߥ ߾ߟ   ǁ ߆   $ ߿ -ߢ T*LC  #ߡ  1  <d!      d    %-ߣ   - a- dX- +/eg b-   d 0 f2 P ~fQ 0 |f2 P z   !eg Ma Ld L@LxL L8d d `@%$	 LCr`LL	LL	x	/d LCj LCa	  dh LC2`La  SL	  e LC* M  CL	x  d LC1L  3L	  d LC*`L  $L	x  d LC2 L b L	g  d LC)L L	xLC4 LC+	             !  Dߪ x   !   !LC,LC4`g  	          8   !   !   !LC5 LC,  g  	        -   !LC-LC5`    g        $   !   !`LC6 LC-      x  ׸`    PLC.LC6`        ׺P  y     !   !H   !   !  MaLLC{  ek p   !׻Hߪ x߫ p@%8@J  r     !TP*2P ߓ  @ i BT*߯    !߿ x  ZH%߬ R  ߸   `<  h ge    ! hp-߯ h- x߮ h-X-/lP-%)    !Ma |  ek Uj%) ߸  <ߵ %3  S*V` 9T*   z- -߸ - ߵ -X-//vP-`(%ey * f $ ed Mb  Ma @^/   d L   L @   d L  L @      !   !  T*   !   !     
T*Mb@}  Ma@} ek    !j   !T*%   *S߯ ׼@׽8ߓ  @%߿ $ ߁  ߞ   $ߙ  !     P  ug (ߣ pߢ xߥ ߤ -r  B  (02P  T*T@ hg ( BT*߫ ߸ x  YH%ߦ R  ߵ    0<  8 7d    ! 
8KP-߫  8- 
P'8-*X- /fP-%)    !Ma~  ek Uj%) ߵ  p<߭ %,  L`*U 9T*  h wzh- xh-ߵ x- h/x--X-h//nP-`(%ev  e $ ed Mb  Ma @W/   !   d L   L @   d L  L @      !   !  T*   !   !     
T*Mb  Ma ek    !j   !T*%   *S ߫ ׾0׿(g (ߣ $ 9  > %$    ! a g 4߲ pߵ H% @0%߷   (%߃  ߶  ߡ ߨ xdd | "-ߑ  c 8%d" ߡ  %  "- g 4 	 X%g 8P%߾߁  ߨ xߓ   X% %8%H%!  P  ߓ  ߣ $  $ ߟ  @0%ߢ -g  a (%- g   	  ߓ  ߁  ߷pߵ׹X! P߾h4 ߶xߣߤ ߂   d-ߤ ߦ ߙ   d-@ %dp B  ߱P@ ߙ   @% 8% 	e`ߙ   P% H%ߨ ߧ @ %f` 	ߥ x߱߳߿ߴ߲߰߼ h g   !   !   !g<  $B  H% Y-߂  $ B 0 0C  ` % h߿ h g p Hg g    8ߐ   X% % @f	   0%ߙ   h 	f   ߪ 8U 	ߘ  ߿ h߼ H߰ ` g p   !   !   ! 
 
 ߿ 0@8%߫ @ / ߃   Xd!  $ b a- * Pߡ X f0 Q   H 	<d   d!  ߣ P a- dX- +/bP-% Ma  `  ek Uj%  H% 8-ߨ X (*T N$  0(H- @ߧ P 0< P- X- O:K@/K8/K0/K /iP-e d    !`8%el  -d Md  Mb $ ef Mc @Ma M(/   !     d L  L L @ L      d L  L L @L        $    !   !       $    !   !Md @a  Mc @a Mb @a Ma @a ek    !j   !$ g  ߢ Xߙ  g g ߮ Pߏ  p- g 4ߦ 0g  ߰ ` 	e ߿ h߼ H g p   !   !   !g<    $!   ߭  9- ߌ     ߁   (  ! , ߿  0T  $ ߼   g    !$ ߯ 0 ȍ    ߣ 0* ߞ     T ߂  ߰ e    ߎ  ߑ  $  @  p fV 1`  f7    / p f1 p/ @ ш-e  < 8.p-  H  p Ґ- P$ ߵ @$ ߸ 8 <*V` g - >ߴ P- ȸ ߴ H-- C-f$ / d c ej C eK c ej QC   H-  N F!@-'  M" F:   !  M F8- P% 0-$ L#x  L F	  L@FA$ - (-L8LDI  d  P-Ģ  L&xL  ]F(  d AH-A  Le8MB  LF	A  d !@-#  LFM"  9F  d 8-  L%xM  (FA  d  0-  Lf8L  F	  d  (-  LEL FAL&LeI  (           !  @g    !   !LExL&8  I  (        5g    !   !LfLE    I  /      *g L%xLf8      Q  0    !g    !   !LFL%        R    g LexLF8(            g    !   !   !  NFNf1   #-g f Jf ߳ ߵ ߶ ߴ ߷  ߰    !ߡ !     ?* ߢ da D   x $ ߁     ! @ d6  (     ߈  ߁   8< d Ǜ   (/  ? !`d  @8- / (- `dB 8"-  H  $   Pd7   Xߥ XF 2$ ETg *T@Pg  <ߢ @ ^-  > 0ߣ P C-$  d - ߢ 8 (- F-ߢ H C- E- P/f%  p/.d d,ej D*eK d(ej D&eR RD%N N@N FX-aP-Mc Mb FMC MBFցO!`AH-$ M# M" FALa0!@-O֠  FA `%%(-M MF98- 0-L*`l  FcL@K  F[A   !O   !   !M8LF2LA:d  h-L@,  F	c   MmLF1N!B`d `-M   F
[A p  M8MF2L:d X-M   F	c O  MmMF1LB`d aP-Mc   F
[A 0  M8MbF2La:d AH-MC Ŭ  F	c n  MmMBF1LAB`d !@-M# ŋ  F
[A R  M8M"F2L:d 8-M l  F	c 4  MmMF1LaB`d  0-L@K  F
[A  F }F mFF u % %F ]F f %@%F NFF >`%%F F    !N FO NAѠE  Na   F*"  F    FNLxLF Ld 8g  E  "          !   !F  %F uFF m %@%F eF ^`%%F VFF F%F F  N    !   !F } %F mFF u %@%F ]F f`%%F NFF >%F F $ N F  %F uFF m %@%F eF ^`%%F VFF F%F $F  N    !   !F } %F mFF u % %F ]F f`%%F NFF >%F F  N F  %F uFF m % %F eF ^ %%F VFF F%F F $ N    !   !F } %F mFF u % %F ]F f %@%F NFF >F $F , ~%F  %F mF uF % %F ^F e %@%F VFF F`%F F , nN N N FLA  FLC f1    !  $-g ߢ `f f ߳ ߵ ߷ ׹ ׺ ׸ ߶ ߴ ߰ ׻ x   !߂  B (ߌ  T_$ ߟ  ߡ ߥ   S$ $  !    "*ߤ 0$ ߆   L d    e ߃  c @dv     !  ` 0  d  H< xǛ   0/  @dߦ  / 0-ߧ  deߣ   	O h e-ߤ (ɘ-  p   - - P   !߬ @F2$
 $ E g jP* X<U@ g p- h>߫ P`-$  pm(-߫ h `nh-߫ p-lX-`-//f/ p / e e ej E eK Qe N H-N @NF3  N @FM$ @M"@!@-F*A!  M# F
M M F   !  MF
:8- P%$ LLk800-L LxL(MB0L   P-  L@LDL @F	d L8F	B hMD M"(+  AH-G  MC@L$xMB Fd M
F	: KM$ M0  !@-(  M#@LDM" @F	d L8F	B .M L(  8-  M@L$xM Fd M
F	:L F ]F eFF UF =F , % %F 4F $F X%@%F F NBU  N @F	N@  F!AM N L& xL 8Mbt  N""  N  ?      !F eF ]FF U %F EF 4 % %F ,F $FF F  @X%   !   !F ]F eFF U X%F =F , % %F 4F $FF F  @%   !   !F ]FF eF U %F EF , X% %F 4F $FF F  @%   !   !N N @F  N FLD L# xf1 N  %-g f (f ߳ ߶ ߷ ߵ ׻ x E߰ $  ߱   1  $  2* V :߱ ߵ ߴ 0f   u ߓ  ߗ  v @  f ` f   /  xǛ  g߸  / @-ft߳    < ht-ߴ   p   ߐ- Pߦ hF2$ E g $   <b*T@ g ߣ @ ~- @>ߤ P d - 8$  (ߤ p ǀ-  - h-f)  /# e+ c ej C eK c ej QC   H-  N F!@-   !'  M" F:   !  M F8- P% 0-$ L#x  L F	  L@FA+ - (-L8LDI  d  P-Ģ  L&xL  ]F(  d AH-A  Le8MB  LF	A  d !@-#  LFM"  9F  d 8-  L%xM  (FA  d  0-  Lf8L  F	  d  (-  LEL FAL& xLe 8I  (           !  @g    !   !LE L& 8  I  (        5g    !   !Lf xLE 8    I  !       *g L% xLf 8      A       !g    !   !LF L% 8        @    g Le xLF 8(            g    !   !   !  N FL" xf1   #-g f Ef ߰ ߶ ߷ ߳ ߵ  R׻ x   !$ ߲ ߱ 0$ ߮  ($ $ ߍ  F߆       !     p* U<߱ f0 R   ߐ   @ߓ  f     x  ߔ  s` 2  fw  Ǜ  Ɓ    ! /  @fy߳  / y-ߵ f߰   < h-߲ (  p  Ԡ-  P-S- Xߦ pF2$ EXg $ b*T@Sg  <ߢ @ ^-  > (ߣ P C-$  d8- ߤ Xߢ h  - E-- (-- 0- - P/  / 0/ p/f(  (/#e g!ej GeK QgN N N FN N F!`-MM@F*X-LA`La! M@M@F	+AMe@MfF:aP-L[ NF2   !  F h%McMd FBME   !MF FM!j`$ LQ`MFS(@-AH-LxLDx   !ŏ  F	|!p-LB`M%M& FNaMCMD FMLMbF[e   Mx Mho  F	|h-LB`MM FNA!`M#M$ FMlxMBFSe   Mx MpO  F	|`-LB`MM FNaMM FMLM"F[e q  Mx Mbh/  F	|X-LB`MM FNA!`MM FMlxMFSe Q  Mx eMBp  F	|aP-LB`MeMf FNaMM FMLMF[e 1  Mx BM"hů  F	|AH-LB`MEMF FNA!`McMd FMlxMFSe   MxMpF F mFF eF UF LF C@%`%F 8F .%%F FF H  FBN N F!ALAy M OALa(N"t  F2Nb%  F*N F!B    FNxLLxL8LC 8NBHN"0%  N   f      !F F uFF eF ]`%F LF C%%F 8F 6%F F &F H  F F mFF eF U %F LF C%%F 8F .F F F %   !F F uFF eF ] %F LF C@%%F 8F 6%F F &F H  F F mFF eF U %F LF C@%`%F 8F .%F F F H  F F uFF eF ] %F LF C@%`%F 8F 6%F F &F H  N N FAN N F!LA(La! N FA  FLe LD f1 N   !  '-g f f ߳ ߵ ߷ ׹ ׺ ׸ ߶ ߴ ׻ x ߰    ! ߾       *  xߢ ߣ 0da D   $ ߁    $ ! @ d d6 ߁    (Ǜ      ! (/ !` dߥ  / @ (-dCߢ    8< h C- ? p  d7   P - Xߩ @F2$ $ EWg  P<h@*U Rg >H- 
X> 	`ߪ P*H-$
 K - 	H߫ Xߪ hX-L-ߪ pIH-f- KP-e er fS P/ft 0/-f Qd,N RD*N Rd(N R&N R$N N N FX-aP-McMb FMC MB@F)ALA! AH-$ M# M" FALQ!@-La)`  F `%.(-M MF98- 0-MJ`l  FcL@K  F[ALd   !   !M8LF2LA:d  h-L@,  F	c   MmLF1N!B`d `-M   F
[A p  M8MF2L:d X-M   F	c O  MmMF1LB`d aP-Mc   F
[A 0  M8MbF2La:d AH-MC Ŭ  F	c n  MmMBF1LAB`d !@-M# ŋ  F
[A R  M8M"F2L:d 8-M l  F	c 4  MmMF1LaB`d  0-L@K  F
[A  F }F mFF u % %F ]F f %@%F NFF >`%%F F    !N FO NAѠE  Na   F*"  F    FNLxLF Ld 8g  E  "          !   !F  %F uFF m %@%F eF ^`%%F VFF F%F F  N    !   !F } %F mFF u %@%F ]F f`%%F NFF >%F F $ N F  %F uFF m %@%F eF ^`%%F VFF F%F $F  N    !   !F } %F mFF u % %F ]F f`%%F NFF >%F F  N F  %F uFF m % %F eF ^ %%F VFF F%F F $ N    !   !F } %F mFF u % %F ]F f %@%F NFF >F $F , ~%F  %F mF uF % %F ^F e %@%F VFF F`%F F , nN N N FLA  FLC f1    !  $-g f f ߳ ߵ ߷ ׹ ׺ ׸ ߶ ߴ ߰ ׻ x   !   !߱ ߿ ߼  ߲ ߾  g    !gp<  $!   0 9- %@ %H % @߂  ߬ @8`% H߮ HX$ P  `$  P*B 0 8h@ 2 ߲hߴX߶H߿߼ 0߷@ߵP߳`߾8 g   !   !xpT  fߋ  R@ ߋ     !   ! h<e e  o`/-e&s N   f V&s ߋ  ߋ     !߰ @ &o -߰ Hx*U Jߋ  -  <0/0/0/ :0/gfb -   ! 8%f  -fA N  N $ f N @N %(/   !    d L  L L @ L     d L  L L @L       ߋ     !   !         !   !   !N N @  N N @  f    !   !ߋ  $ $ b 0TTTl 02 $ *ߥ @T f R $ߥ @   !  <   ! f  / ߁  d  'dBD-! @-d!  C- 2/` Hd! R/&s    !CNP@FANA FLd(   !CfR    !VQ&s ߥ @  &a  -*T cf  u- / Bd!-ߟ    < @ z-C- "-// 2/fE dcd  2 /f3 g ` H ft R0 NC Rp NC ( 0NDFF4NCFL  NAfH FcNBFB@H%$
  G M F:M FR e MF
M@F	BV L@Fd 
(/L@F Lρ MsxL @LYxF&d L @FL FNIV8L FBMD @N¹-     VFeI MC @F L FNicL FBM$ @Ny   S  4FAe( M# @F MA FNI[xMB FBM @Nùx   i5  Fe M @F M! FNiSM" FBL @N  E I  FEd L@F M FN[xM FBL @NyxN  %   X ` h p % x  % %   %F nF     !N! ״ hN"ס NN׵ pFF ׸ `ײ FF Bry  FN  Fנ XN8׵ נ ץ N-xN%8NaNV׹ xY׹(X  ׸054         ! X ` h p % % x  %@%  F vF    X ` h p % % x  %@%  F nF    X ` h p % % x  %@%  F vF    X ` p h % %  x %@%  F F   NC BFBND @FNB @F A  NA F	LE0L# xBA  fR P   !  Cf    !l 0*ߍ  2 ߯ @U ;f T  9f R  ߲ @ p<ݭ @e e  wh/` HN-eAFNA F L"xAfR    !P&s ߲ @ &p ߓ   B*V  f T- <s @ zt-Q-/` H/faNA @FBBFNP @F A  F	LE0L# xBA  fR    !Q   !f   $ 2 *V(g  < Ϻ   !  9-? ߿ H-߿ @-@f1    !!&s &a *T g    <È-߯ @ߩ Hf$  :d "- f R !P? !% (&  &   &  p& f,  h& $ 0 8& /  %0-2@-(-e ߣ @ߢ H0P-.-0(-- n - X-x-2-    ! D(- d0- G@- g-i ` m- r-ĸ ej  	h R-e   8 M-d  N    D(- d0- G@- g-I ` m- r-ĸ eL  	h R-E   8 M-D   a a D(- d0-9 G@- g- ` m- r-ĸ e  	h R-   8 Mx-  n A       ߴ HF F F`H%`@%߳ @  0%@(% ߹    !׸067  5 ߸ ߩ ߢ e-ߥ  -yP-߿ 8- ߹ b - `ߣ - @ X-`v--@-w- -u-  k-ƀ`׹(  Gg       ߴ HH%F F F`@% 0%߳ @  ߹  @(%   !   !      ߴ H@H%F F F`@%0%߳ @  ߹  @(%   !   !! (!    !  ! ߢ H H E@-ߡ @ %8- D0- $(- C -  #- I- )-Ā`@f1  ?   !g ߪ P$ A  0+  3P*߼ 0U@4߰x `<   ! g   !` ,-- x߭ Hp-߭ @h-f1    !0&s  &p   0*V ߰x <ш-ߨ @߷ Hf3  :fp 2-r f R ߴ HP2 ߴ H4 5  P5   5  ȸ5 f%  05 $ 0 5 V/ ---d ߣ @ߢ H-H-0(--  
x- pơ@-`-   ! P- p-99 S- s-  f- nx-8X pd Ƙ 0 NX-    FP-   ŀ P- p-9 S- s-  f- nx-8X pg Ƙ 0 Nh-    FH-   a` P- p-Y9 S- s-  f- nx-8X pd Ƙ 0 N`-    F@-  Šߢ H ߡ @   ߨ (P-ߦF F F %%ߧ%% ߣ    !׸0$߰ %  ߯  CX-  #p- Gh-#  '`-  ߧ T (`߫  5H- Š  D@-` $8- E0-@ƀ C - %(-   Q- #- 1-Ā`@׹(  R    !ߢ H ߡ @   ߨ (P-ߦ %F F F%%ߧ ߣ  %   !   !ߢ H ߡ @   ߨ (P-ߦ%F F F%`%ߧ ߣ  %   !   !ߴ H   !   !  3 3   3  3  -߳ @w--v--u--  -ƀf1 `2ߴ H߰x߲hߴX߶H߿߷@ߵP߳`߱p߾8 g  g$   K*  "1B  < d @  #H-%k  d! T)%k  
@%g G8*  H @< - G:   ! h-   !`  ` db `A ` @  @ dC @a@  g     !   !g ` h x  %  % <   $"        Y-  p$ ߁  d!      ߒ   t @      g  g  0% @%g 0  ` @%d' 	     g 8$ ߦ % `*߾  8U (g <  TߴHH% /ߖ  ߱ 0ߤ hg(%8% %   ߡ !- "- 	d( ߦ 8%H% 8ߤ h(%$" % ߱ 0b* 8   ߾   g <   !߲@$ ߿ *ߗ  ߾  ߡ0  $  / <*W ߰ ߡ8  dS < 82 ߤ 0 T` s@X%R   &)  X-   pp- pMn   8 hMh-%  8V	  & f x*U \@X%    B <ߴ 0 - z <9-   !   -BX- -P-H-ec */i 4dq R) 3& @@%A8- (%MB  & $
 `0%*/   ! 8    d $  @-L   8 $  8    d $ 8-M   8$  8  $    8 ߲      ! 8  $     8   !&    !    MB c 8C  c  & ek & AP-i 8 @X%ߪ  %ߩ ߰ %ߨ  8%ߦ x 	ߥ  <%   $ ߡ * <p*Qu <߰߾ ߶ ߲߷   ߵ  ߴ g ߳ g $g 0ߙ  ߱   	 $  h߿ @% @% d'g  g (g @     	 (ߣ     g 8$  `% p  8ߡ@(% ߡ0* ߡ8ߤ h   ߦ  TH% /ߴHߖ  8%d2%   ߢ @ R- C- 	dH ߦ 8%H% 8ߤ h(%$C %c * 8   !@  ߙ  ߾  ߾  ߾  ߾   ߫ @߰ ߦ x߁   8%߾ p߲ߤ (%*)ߴ  	(    ߶ ߰ g ߵ ߷ g ,߱߳   ߙ  g @ 	 ,߿ ߼ `߾  g0g@ h %  p % <    x   $ $"        * Y- / ȸ  /    gg9 y-@% ߵ X-    -T Q߰  0 @  H  X P * (  
 8 +߫ 0 ߣ   x< b-ߥ Hߤ @ 0-$(-ߧ P߄   GP-ߧ X @ߦ 8 GH- 8 c (-  ߣ L @ ( d -$ L L  e- B*L    hh-j  ig`-@߯ ( `ip- hjX- p f q-`-p-ex -g h-fJ /eS  /ft / f RQ N@QQ N@Rq N@R N@Q1 N@-N@FBO$ F!P-MDFBNL1`AH-O"L1 $ M$!@-F8-MBM R`NLQ`O#LQ ``%?(/MF 0-LFM"M Z MCM!R	  LK`   !%  L+    !   !M L"`e L@M# M" X-D  MB#` FL L" e Md@M M!"aP-$  Mb#  }FL L"`e MD@L M"AH-  MB#` eFMb L" e M$@L M!"!@-  Mb#  MFMB L"`e M@Mc M"8-  MB#` 5FM"@L* e L MC@M!* 0-e  Mb+ F%F eF mF % %F UF E %@%F 4F <   !NB N@c`N" N`c NcNsNCM{`N#M{ Ɛ  N o  M{O  M{`/  M{   f d  d     JL % %F mF eF %@%F ]F MF 4F < `%% %F eF mF %@%F UF EF <F 4 `%% %F mF eF %@%F ]F MF 4F < `%% %F eF mF % %F UF EF <F 4 `%% %F eFF m % %F ]F MF <F 4  %N@FBNN `NN!`  -N"`qek UqN@X%8%(%ߙ  ߪ g  ߩ ߨ  ` 	ߦ        !   !@%$ ߡ ` 8*0* 
  ߰ ߲ ߴ ߶ x߿ ߼ ߷ pߵ ߳ ߱ ߾ h g    !   !   !gp  % `% % p % h % % P<  $   $   d* x ` -   0 `e1  PfV  8 Heh  X< 0/LP-d  @e)  gdeJ  X H,-f0- @- H- P- 0- 0/f- Q(/߇  e 1 /f / CfS A   !W?   !w= @f  p% 8  -   ȸ -  - X $ f/ @/e  ^-  YH-  PfS  U-fs    T-T  ȸ - 9- P- >   N$ @FB JX- ) 	H 7-fs     N# $L# ` R- h   `p 7- >- k   XN% L# ` )H- 6-M     -h- ,`- 0- +X-M FN& L#!!L@ 
V 1-   1-t 	H -O @M ťLd( ^  F V-  )H- 6-O   Q-M @g   ńLa! fs !L@ 
V 1-   1h-t 	H -M @O Ld( ^  F V-  )H- 6`-M   Q-O @e   dLa! yfs !L@ 
V 1-   1-t 	H -M @M Ld( ^  F V-  )H- 6X-M   Q-M @e   $La!fs F 5       ߩ  % (ߵ X%% 0ߧ 0`%%߬   	PF FF  @   !ߧ ( H@-ߢ  HG 8B   *X-  )H- '8-
   "- 
P @ *P- (@-f! N$gF1L$HF1ŉNJ߫ N# )LIL# 	LIߣ  NelMKbN% iLIL% LINfMKbN& ߷ H߾ @LIL& ILI߶ Pjߴ 8'  Z&     !F F 5       ߩ  %% (ߵ X%% 	P 0ߧ 0 %߬  F F  @   !   !F F 5       ߩ  %% (ߵ X%`% 	P 0ߧ 0 %߬  F F  @   !   ! 8   !   !f  p Np-   x /- h- hN$@FkB Mh- p .x-N#M{` p .p-  N%M{` h -h-N&ůM{`-f1 V7ߎ߶ P߷ H߱ x߿ %ߴ `߲ p߰ ߳ h g    !   !   !gp<  $!     9-   `߁   h߇   x" $A  @*  C
 H C$  (ߦ ( (< "* X@ pd  /z E(- 0 P @ 8HS %hH*U  D hP#%T 2 R   x X<   ! _   !+-     !`#h-L`!% Hf1 &R V!     ! x&N  x<np*U ČD :   f0 /- f P3   #-$  v/U!M&s  X%f,   -#Q!߁  &1 @P%q &I (-  P0 #@-N$ !0#$ F0!3$ 0#F0!8-  $ #?  2 !@- $ e  k(-%*    PO/ #-MD !0#$ &0!3$ 0#&0!8-  $ @#?D  H !@- $ el  l(-%I      !cƌPH % %8%`0%  %@%% %% %r#   !H-(- !#& #!!'&   ' 8#-#&  - !# ' - !? ߇   !'9 H&      8D   !   !H% %0%`8% %@ %% % %% r#   !   !   (# q-A!$! a  C ## q-A!$! a    C ## q-A!$! a   C ## q-A!$! a   f1 &R 3ތH   !D (#$ $   * (
   (!dB ߤ 0D  ߰ x߳ `ߵ P߷ @ߴ X߲ h߾ 8   ! `߆   h߁     X  $  P x   @<0*T &߿ g   O$ ߔ  ߕ  $ 	-   !` %%*PP-  J@ f ކ (ޅ   	ߧ (߁   X  , hX-`-k&1 ߰ x߳ `ߴ X߲ hߵ P߿ ߼  ߱ p߶ H g    !   !g 0`%@% (ơ Ơ  F C A  F 8   FC P% % X %<  T  $   P     -1    / ( Hd @-   Ǔ  $   d -ǒ L$  &*ǃ 2-L   F$ F `  L-    <   ! ߲    ! T--w0- >^  / $ -- S- $߹ F <$j  
H*E Nՠ F)<E    !F F  ~6   !T  |Nՠ # I-$% 0 Q`  
H < !@-   !1F>E ^-%J g9 (e)  
H%A  I-*T  dNՠ   < :   !!@-%K 1F>E >-&  F>e) E + %C  ( E-(-ĨħFBA*(FRF
MC  GLE   !   !+ F>E 0  ( E-(-ĭĬFk/-F{FuC`%  4Mm   !   !   !0 F>%K g9 E '%J  ( E-(-ĵıFA 6F F C`%  N5   !-!F" F FC@%  L   !   !-!F" F FC   !L  @%   !W(%K     Nՠ   F  A-N d L k 0-߶ (߷  ߾ ߱ P߳ @߿ `߼  ߴ 8߲ H߰ Xߵ 0 g p   !g  %<   P$   $c   H y- "* 8T  %  d   $  (<  ( % X   / 0 /dǀ P @%- Ĩ-'$ 0  P*U@ fR Q    	`<X-$  X h>$ X-P-F  Fb  F <FQ% d! a  *tX- % e  p*U nfR   xv  B < >x-   !   !   x-9- x-P-y-@0%F F ea # H/ P(-   !C  $ MBF<F<a -Fߡ L F <F L0F  d  8-ĥ  F< *  L @F <FQLF  Qd  0-  F<   LF <FLF d  (-  F<  $  F L0     !   !߰   "fR    !$  FL      !   !$  FRL      !   !MB F<FAMB8G  F<F9F ek F  F cPP- fR    !f1 3r   !߰ X߲ Hߴ 8ߵ 0߳ @߱ P߶ (%   !߷   g `                                                                                                                                                                                                                                                                                                                                                                                                                                                                        	                                                                                                                                                                                                                             *   9          .   :          2   ;          6   <          <   9          @   :          D   =          H   >          L   ?          P   @          T   ;          X   ;          \   <          `   <          f   9          j   :          n   ;          r   9          v   :          z   =          ~   >             ?             @             ;             ;             9             :             =             >             ?             9             =             A             B             B             =             >             ?             @             A             =             A             B             B             B             B             C             D             C             D                                 "            &            *            .            2            6            :            >            B            F            J            N            R            X            \            `            d            h            l            p            t            x            |                                                                                                                                                                                                                                                                                                                                                                                                                                                  $            (            ,            0            4            8            <            @            D            H            L            P            T            X            \            `            d            h            l            p            t            x            ~                                                                                                                                                                                                                                                                                                                                                                                                                                    
                                    "            &            *            .            4            8            <            @            D            H            L            P            T            X            \            `            d            h            l            p            t            x            |                                                                                                                                                                                                                                                                                                                                        /           0           /         "  0         (  /         ,  /         Z           ^           b           f           j           n           r           v  l                                                                                                                                                                                                                                                                                                                                                   "           .  	         6  
         Z  K         ^  L         d  M         h  N         l  K         p  L         t  O         x  N           a                                                                                (                     D                     P                     T                     t                                                                                                                                                 ,                    4                     d                                        X                                                                                                                                                                                     H                                                                                                                                                                                                        p                                                            4                                                                                                                                             P   #                X   #                p   8                  x   K                 "   *                 "   .                 "   8                 #8   8                 $   8                 $   8                 $   '                 $   '                 $   '                 $   .                 %    9                 %   :                 %@   *                 %D   ;                 %l   <                 %   <                 %   *                 %   8                 &   8                 ,|   8                 0   8                 0   8                 0   8                 1    '                 2   '                 3   '                 3   .                 3   '                 4    :                 4   =                 4   >                 4 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   K                 W<   K                 W   4                 W   *                 W   7                 XT   *                 Xt   *                 X   7                 X   *                 X   7                 [d   K                 [   7                 ^<   *                 ^   L               ^   L               ^   S                 ^   S                 ^   W                 a    W                 d   ]               d   ]               d   d                 g   h                 m4   n               m<   n               mL   u                 o   y                 u                  u                  u                    v                    v                    v4                    v@                    vH                    vL                    vP                    v`                    v                    v                    x                    x$                    xP                    xh                    x|                    x                    y                    {                    |                    d                    h                    l                    |                                                                                 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                !                  %  
                &4                  *  
                *                *                +  %                +P  +                ,$  +                ,  +                1  )                1  0                1@  +                2  +                2  +                5  )                5  /                6  )                7  )                7`  )                7p                  7  )                7  +                88  +                8  +                <  0                =  )                =4  )                =D  )                >                  >  /                C  0                C  )                D(  )                Ft  /                F                  F  +                G                  H  +                J  +                M`  1              Mh  1              M  C                M  8                M  D                ]d  8                ]  <                dP  <                h  E              h  E              h  L                h  X                i  W                m  L                m  L                m  W                p  W                q   P                xl  Y              xx  Y              x  _                |4  k              |8  k              |T  z                |d                  |x                  ||  n                |  m                |  n                |                  |  m                }                  }8                  }X                  }                   }                   }                  }  l                }                }                ~                  ~P                  ~t                  ~x                  ~                   ~                                     (                  <                  L                  h                  |                                                      l                                                                                                                              \                                                                                                            4                  L                                                                                                        ,                  d                h                x                  (                                                                                                                                                                                                                    (                  ,                  l                                                                                                         t                                    D                                                                                           <                  @                                    X                  d                  8                                                                                          (                  D                                                                                                                                                ,                  H                  \                                                                                        	                <                  |                  L  
                \                                                                                                         4                  H                  L                                                                         0                  8                  D                  x                                                                        Ȑ                  Ș                                                                        p                  ψ                                                       '                ֌  '                ֔  '                  '                  '                  '                  '                   '                t  4                  4                ݈  4                  4                $  6              ,  6              P                   T                   d  K                  L                  M                8  N                  L                P  O                  G                  N                  P              4  P                 \                  a                P  b              \  b                n                  s                s                                  t                `  t                  t                 T                   \  t                   u                                      t                                                                                                                                                             0            p                        `                                                $            $            %$            %4            %L            &            &            ,            0            1p            4            4            4L            4h            4|            4            4            4            5            7            7            ;            ?            B8            B<            B            B            B            B            B            CT            Cx            C            C            C            C            D            D<            DD            D            E            E            E            EP            E            F(            F4            F8            F            I            I            I            J            J            K,            KL            K            K            L             N            O            [h            [            u            vX            vt            w4            wT            w`            w            w            x            x            x0            x`            x            x            x            x            y(            y4            yl            yt            z\            x                                                $                                                0            8            t                                    H                                                                                                            d            p                                                                                                                                                             H            d            l                                                                                                                         ,                                                                                                p                                                                        (            4            l            x                                                            d            h                                    8            \                                                            $                                                                                    |                                                            0            T                                                                                    4            T            `                                                                        <                                                                        <            H                                    4                                                                        ,            `            h                                                                                     t            |            ´            ¼                                    x            ä            4            l            |                                    D                        L            |            Ҽ                                                P            `            Ӹ                                                (            L            T            Ԅ            Ԍ            ԰                        h            ՘                                                 d            l            |            ք                        0            ,            @                                                ,            `            l                                     0            8            d            l                       l           X           	`           	h           	           	           	           	           	           
            
@           
H           
           
           
           
           
           
                                  X                      @           !H           &            60           7d           7t           =           >           >           ?x           Fd           Fl           F           F           Gd           Gh           G           x           x           z           z           {            {            {L           {p           {           {           {           }d           }           }           ~0           ~<           ~X           ~           8           T                                                                             $           D           h                                 X                      d           `                      D                      t           D           T           ,                                            ϔ                      (           d                                                       `                         (        
T
d                        /home/naomi/work/LOAM/NEW/dyn_forc.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_forc.f -fB,/usr/tmp/ctmB.BAAa000eW          DEPTH_INIT                @       (CLIM_INIT        @      ^       xH_INIT       ^      d       TEMP_INIT       d      m$      PSALT_INIT       m0      u      TAU_INIT       u      l      PTAU_LIN       p            HFLX_INIT             \      EVPR_INIT       `      א      hQFORC       א     *      EPFORC      *     MD      HBCSET      MP     h      TBCSET      h     x@      IT_CATCH       x@     |(      DATA_ON_MODEL_GRID      |0     }      @LOGICAL*4 GRIDS_EQUIV       9!     }           READ_ZT            \      INTEGER*4 NEAREST            `     x      BLIN_COEF                  hBRACKET                   CLIM_UPDT                 PSI_UPDT                  	CLIM_RELAX                 	PSI_RELAX           P      AFILL       P           xREAD_LINZ                   ZLIN_BLIN                   BLIN_INTR                  HBLIN_INDX           8      ZLIN_INTRP       @           T_LIMIT                  @                 
    /home/naomi/work/LOAM/NEW  dyn_forc.f Φcomm_data.h Úcomm_new.h أcomm_pbl.h comm_para.h Ӊ  	        

m1)%I40)|NU(>U4;0H$X c \@}p\@}<%#1 Z}~x-L)$()HxH4P, X|~3~w	@}$T%9A\),4-		~<%]\%$( 4~9}7(-=-$u!$q]P(,="T( L4q0}@ly}
dm |5\
	}4dMm |5\
	|<C((-
~\PL=/d)%pH9l$ P0A<D41<84X,(({E8^hAI{5t|^<1)X=\  ,%-<9y	9$((@=D8@9w@1(((4-@=D8@8@9u)<,,D%tL9k tG@-,,,,-4((,(((5U(1=XEXEP=dEdQPQPX"4q$		y-p_4,h=\) lD1d=|e$,)	1@9y%54)D	hH<%y<`,l,-AyS4!?b1&bH8>%0.<8<FE-%	}
:4D8=XLHE5L9o3.R	wlp0yX8%N*11@<L-%.bH=j*v	:{.{E$3&{7v	HaYm$XMXav	~~<(~&<(~~&!u

=u
5T,}TFI}T:4M
|$	u$44t	 %~<
tHEX0tA~1,hD1 R}~xpPhD84LdD	(U%X,	s9E~WQs1<xQ C 0$A x MQ$Gr%LW($ (9$A$8trXIx4MX8(e<5QA45qDr.uR 8Qq
qB)Y Y`T-	Az},<d~~Lx= %B  . ?@
@  $ >  . I?@
@           @	@              H                       @ AEB
DEC	CCAAA@B              X               @      >t AO
G@CFEBAABA	BABABdAA        p              ^       AE@CA
DCDCP	EC`IJC	CCC           x              d      T AF
BABBA@CCC	GKCB	UACCL	a           x              m0      T AF
BABBA@CCC	GKCB	UACCL	a           P              u       AIUEVB^BWDbA@TDaAXAYAZB[B\A]A_A`Ac       @              p      \ AAB	C
CCDG@EDB         p                    ( AH
GCDB@JA]	CCiIBAAA	Cw8O8F             x              `      0 AIDBDC@JA[DBeIBAD	I
[TA	D
dA
pV      (              א      SP AIB
D	BAEBB@DAEAC89?CJAABuLp:;@<=>\89?GAAAAX:;<UAN=>ݻAr:;NBL<=>?BJBA:;<=>ѺAO:;gBAa<=>ѽAHA:;v<=>                         *      "d AC
C	BACCCCD@B]AJ	@89A@HIV89θR89B89	B=89                      MP      \ AR	DAA@DB
TDFBCDJDFCECHABNR
CCBJEC
DHBIE                       h       AIBBBA@C
C	EFFG
C	CMLG
L	CDM             (             x@       A GEE        8             |0       ACCU@H	@D@gU        X             }       A!HCG@CALBOADrAA           0                     A@ADCE@            H             `      	 AC	GFZ@BJFF]AD       H                    ACLA@FI
HEXy	O                                                              BHFA@IWFAA	A
AWþBQBAGA58:;<=>?SLAAAAA8;<=>?I8A:LK:;DAAk>?       0                    ApJB@C	@M@         0                    , AO@KECAL	D
CCFJC
AAB	CAAHNp89:;M	B
FOJH;BBAC
B	SI;OAB	BJAAAF
L}89:;AB	A
BABBMHHx89:;       h                    AE@B
B	EDBBFPAB89A89fA89                        P        B          X                      AD	BFDHCB
CBF@	@CCE@              @                     AAC
E	BEFCDCC@         H                     AABCBCFA@V	W
L0h       X                   X AFBBD@B	GBEA
AABDCA          @             @       ApAC	GA
ADEGBR@          @                    A`ACDCIBCD       8                                                         5                      DEPTH_INIT       CLIM_INIT       =H_INIT       bTEMP_INIT       SALT_INIT       TAU_INIT       TAU_LIN       HFLX_INIT       'EVPR_INIT       OQFORC       sEPFORC       HBCSET       TBCSET       IT_CATCH       DATA_ON_MODEL_GRID       FGRIDS_EQUIV       xREAD_ZT       NEAREST       BLIN_COEF       BRACKET       &CLIM_UPDT       NPSI_UPDT       uCLIM_RELAX       PSI_RELAX       AFILL       READ_LINZ       ZLIN_BLIN       9BLIN_INTR       aBLIN_INDX       ZLIN_INTRP       T_LIMIT                             0            8                                                              X           `                                   X           `                                                           p           x                                               (                                                                                  H           P                                                                      (            p           x                                                          	           	            	           	                                                                                                        P           X                                                           H           P             
                                                           %            -            5           J            R            Z           r            z                                                                                                                                                                   7            ?            G           [            c            k                                                                                                                                                        !            )            1           `            h            p                                                                                                                                                       6            >            F           ]            e            m                                                                                                                                            	           !            )            1           I            Q            Y           q            y                                                                                              
                          
                                                                                                      @      >(                        	                        >h      F                                                 ?      V                                                  Z       A                          $                        ZH                                ,                       ]                                  4       0                ^       T                         :                        ^p                              @p  !                    fL                               R   	                     l             	                 h                        }      I8                       s   	                                                  }p                            @                          p                       8                                p                                                       p                       1       B                          p                      s                                p                              @                          p                       ;      =                             	                      x                                 	                                                      	                     h                               	                     
X                              !   	                     
x                             5p                      
                            dyn_new.o/      839864780   1572  1572  100644  108896    `
ELF                                   0   @     @                                                                                                                   	                   #  	                  )                      0                      4  	              x   :                      >  	                E                      L                      S                      Y                      _                  j                   u                                (                  (                                    `                                                      ,                                                                        $                                                                                                                         (                     2                     ;                     D                     S  	               Y                 _              8  f               ,  n                     u                     |                                    (    	      "                                         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  "                 ,              (  7               (  ?                 I               `  S                 ]                 g               ,  q                 {                                                 $                                                          	      S@                                                                                               (                 (                                  `                                                    ,  *                 4                 @                 L               $  X                c                 m                     q  	      `0        y                                 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                (                 (                                  `                                                   ,                                                                    $                                   %                 /  	      r       H  7                 =                 H                  S              (  ^               (  f                 p               `  z                                                 ,                                                                    $                                                                           	      p          	            0@                                   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                                 (  	               (  	                 	               `  	"                 	,                 	6               ,  	@                 	J                 	V                 	b               $  	n                	y                 	  	               	  	            H  	  	      `      L  	  	      а        	  	              	                 	              8  	               (  	  	      `      h  	                     	                     	                     	                     	                     	                     
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               (  
                                `                                                   ,  )                 3                 ?                 K               $  W                b                 l              8  s                     w                     ~                                                         (    	     @                                                                                           (                 (                                  `                                                   ,  	                                                   +               $  7                B                 L              8  S                     W                     ^                     f                     m               (  s                                                                                                                                                                                                        	                   .symtab .shstrtab .strtab .comment .data .rodata .srdata .lit4 .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames .MIPS.interfaces  .data .rodata .srdata .lit4 .text idig_ pow_ii mod mlen_ int inout_ s_stop s_copy s_cat s_cmp new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ iargc_ getarg_ mlen_ dump_rstrt_ f_open064 e_wsle64 s_wsle64 __kai_do_lio64 ddiv_ para_ gridk_ coords_ dfdx1_ dfdy1_ zero_em_ grid_ wtop_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ real amin1 amax1 dwcal_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ vertu_ vertt_ expf new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ exp vertts_ expf new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ exp verttr_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ enso2date_ jint mod int date2enso_ mod real dayofyear_ enso2date_ mod enso2res_ jint real abs knergy_ new_logic_ new_param_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ new_dims_ pnergy_ para_ new_logic_ new_param_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ loc new_dims_ vel_updat_ dhoriz_ para_ baro_input_ gridk_ coords_ dfdxk_ dfdyk_ grid_ thoriz_ para_ gridk_ dfdxk_ zerodt_ dfdyk_ grid_ zero_em_ copya2b_ decap_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ capfrm_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ tdecap_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ fixed_dep_ capt_ tupdat_ zerodt_ bcset_ para_ gridk_ grid_ non_stable_ e_wsle64 s_wsle64 __kai_do_lio64 e_wsfe64 s_wsfe64 do_fio64 h_updat_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ btpgf_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ gridk_ loc dfdxk_ zerodt_ dfdyk_ grid_ btpgf_old_ para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ gridk_ loc dfdxk_ zerodt_ dfdyk_ grid_ .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames be::6.02:dyn_new.o -G8 -TENV:PIC -m1 -O3 -TARG:abi=64:isa=mips4                                    ; Z x    0N             [-i file][-t ftios][-d file]   where: -i file - for model control <file>              -t file - for tios control <file> (deflt:<.tios>)       -d file - make a dump of data/restart <file>     Number of illegal points =      ('t(k=',I4,',2)[i=',I3,',j=',I3,'] =',G10.3)    ('i,ii,jj=',3I8,'  velocity is greater than 20 m/s')    -h      -help   -i      .log    .cpu    .tios   -o      -t      -d      usage:     
                 ?  @   ?   p?   A@  D  @  A  ==?  Dz        BH  C        A;#CA    g H% P%@%$ 
<  !  K  $B  (! g   Y-  T  ߿    g  ߙ  ,   % 	  ߬    ߧ ߨ   X߿     !g  %   g 0   !   !   !d   (a !(c 8!  + +   ! #$   !  $ &  g9 ( !$B 8 (E Q (+ 8+(  ($ 0+ (+ ($T&     ! $B   !   !g<  $!    9-gdߙ   	  (%߃   xda $ P 0% $ d 8 ߓ   g x % ߕ   dv dw8 ߞ  @  db    x   !   !%$!  	 x@8% 0%`%g   	  %$  0%`% g  	  % 0%@8%ߡ ,! ,B  + +`% "%T  ߷ g  	  % xT@ `@8%ߢ ' % @(% x 0% % 	 x߿  0( ߿ g $ Pߙ  g   	߿  (% %%  g  	  *g $  @%g  g g    % 
ߙ    % 	 ߡ %  (% 	   %ߤ $  *ߡ  %g   @%  8%  g (g  ,ߤ  
 	 ($  0%ߙ  g ( 	 %$    I (%@8% 0%`%g 0 	  % xT@ @8%' (% x% % 0% 	 x  6 (%   !@8% 0%`%g 8 	  % xT@ @8%' (% x% % 0% 	 x  " (%   !@8% 0%`%g @ 	  % x % 0%T@  (%ߢ ' % @(% x 	 x%ߡ  (% 	   %߁  ߙ   	"    (%ߙ   	g  (% 0% xߢ  % "*T 2 x   !g $ P߲ ߣ ߴ ` &߶ ߰ ߷ دߵ 0߳ (߱߾ Я ߙ  ߇  ߆  d诨g   	  ߿   !߷ gd 0%ߙ  gd 	g 0 g $ ߙ  $ % 	$  0g H 8$  P (%ߙ   @gd 	 % *$ ߖ  ߞ  $ tg  Xg Pg 8g(߁   
ߙ  d1   T 	 H`% (% 	gd *%߶ g(g 
$G $ 	$F $`% (% 	gd$G $gg 0ߙ  g  	 %ߙ   	 %0 %$ 	g $ )f&  `% `g ` 	g  % 	   !0 %$ 	g $ 8f& P`% hg h 	g  % 	   !0%ߵ 诠 $ߴ  	g `%߳ $ 3f&  p߲ g p߱ 	g  %߰ 	   !%߾   (% 	g ߿   !߼  gP   !gp ߢ߭ h߮ % xP %<   $ $c     X  ( 4 8 p   (/ 0dߥ   - (-  hx$ pQ   `H   !   !@R0 $ !    !$  0   !   !  ߭ y- g D߫ ߍ  g 0g < ߮ 8g @   x -  - 8 8%g 8 <h$ d 8ds @(% Dߙ  0  %V! ߱ p$  4߱ p   ! @  	 0%߫g @g 8߰g <g 4  0%`(%߰ߙ   % ߰ 	   ߖ  ߐ  $  Ѹ* ߾ pRߣ $ ߢ   06  1* ߿ ߣ    !R + @  <   ! dH ߥ ߢ  e8-dB ߥ ߣ d dc  'd& ߡ  @ %(- 0 - &- p/ P/ /- 0/drdT&1    !N  N @F N @N L    !   f    !V&1  @ߤߡ p&" ߥ  8-ߥ !   (- "*ߢ T ߇  ߡ  0!-ߡ  -ߢ p (- 0- @ߣ B   d - B 0 - f@- H< 0/ / 0/ (/  / 0/8/ 	Oz@/ddc dBd 	-f	 2 e1 2 f3 Rr N@N N f NN@FMg Me ej F)BFMhMf $	 MH MG @ `%IH/N N@F
!LJNN LA`MaMc LB`   !ME  F Mb  Md @eM MAMC  L	`MF FM:M i eM @M  Fi MB  MD @e MMe  L	`M FM:`M I IM @M  FJ M  M @e MME  L	`M FM:Mh  .Mg @Me  F M M  ej Ma Mc  L`Mf @F	L2`MH MG @F MF UF@%F F -`%%F $F NF[NFZN"@N$Nms`NNM{ NNMnzU W  4 -    !  F UF MF`%%F F -%F F $ NF MF UF@%%F F -%F F $ N   !F MFF U@%`%F F -F F $ %   !   !N@NFBN NFNNN2`NNN    f    !  ߇     !ߣ ߡ pߧ pߤ d ߤ !  $ d  "*ߢ  ߿     0ߡ dI  #P-ߡߢ  #-dB ߣ dc d ߦ  	H - @I-   8< )- 0-  / (/ P/ ? 0/ p/d 0/ddB-f  d Q fS q fr RQ N  f N N@FBMe MfFej    !MEMFFeI N  NN`   !Mc  MbN  `%$ M% @M&    !'8/e( MC  MBFN  NN Md@N`MPH  M# @MDM  M FBe LBM"  g iL`	MaH(  M @M$M  M Fe LBM  G TL	MAX  M @MMe  Mf F ej LB`M  ' =L	M!Pň  Mc @MME  MF FeI LBMb   %L`	MHh  MC  MdM% @M& Fe( LB`MB @L %@%F MF UF`%%F 5F N @N  N "  N$ @N`  N L NaNAN!  <N    !   !F % %@%`%F UF MF%F 5 N @   !   !F  % %`%F MF UFF 5 %   !   !F % % %@%F UF ]FF 5 %F - % %@%F MFF ]`%F 5 N @   !   !N  N @F N @N L N @  L N f    !߇  ^ߤ ߡߦ ߢߥ  &--ߡ ߟ   F-߰ p   -   - '   !  <d   4-- d7 ߁      !  %ߥ  %f  	0ߡ0  %(% 	  % <$ ߵߴ !*߳ ߲ T  {ߙ  fA  ߡ  "H-?-e- ߧ ߸ e! ߢ 0 Rߦ   (     !   !P-$ ߩ ߥ ߤ (H- 
X/ߣߢ 	P H- ``-e   LJ     X- `- H- XL     " 	P H- ``-e   LJ     X- `- H- XL     	P߯  `h-߫߮X-߬ X-M    M  `     !   !  )ߵ   !   !߰  ߴ߳-4-߱ -Nj  @  N*          !   ! ?  _- - ȸ ߸  4---N    Ny  e)    ߸ 0   ! ߵߴ߳ ߲ ߙ     !   !ߡ  ߡ g D ߡg @g < ߡg 8g 0  ߰ p߫ 0%ߥ  	ߤ߫g @ߥ ߡg 8g < g 4 0%ߡߙ   % ߡ 	  ߿ p߁  $ ߭ ! ߮߫ pP" e ߢ $ g dB    0ߣ *ߡ dc ߥ pWm߿ d$ ߡ d!  8ߤ  -  -ߦ    ǈ- (< q/ 1/ /  / Q/dcd!f( %- ee P cfS Rp bN#  f( N$ @N#  F B   !   !M M  F e $
  H%
(/L L d FN! N" L#!`M @M L    !L @L  F %  d L  L @ 8L@	`M$ @M#  F   e( L  L @ 'L`	 M @M  F   e M!  M" @ L@	`L @L  F   d M @M  %La L  L @L@ %         !   ! ߿    !   !M  M @L`   %         !M!  M" @L@             !L  L @L`            !N#  N$ @F N! @N" L    !   f1    !0   !  ߿    !   !e ߭ e e ߭ k  $ ߱ ߯ e lX*U` ߿ g e  ߭ pf1  ߲ P-S-  T- h<߲ U-0/x/p/0/p/ oP/f$eef - g Q fS q fr RQ N  f N  N @F BMe  Mf F ej    !ME MF FeI N N L# `   !Mc@Mb L(  `%$ M% M&   !98/e( MC@MB FLD)  N L"" Md @L`MPH  M# @MDM  M FBe LBM"  g iL`	MaH(  M @M$M  M Fe LBM  G TL	MAX  M @MMe  Mf F ej LB`M  ' =L	M!Pň  Mc @MME  MF FeI LBMb   %L`	MHh  MC  MdM% @M& Fe( LB`MB @L %@%F MF UF`%%F 5F N @N  N "  N$ @N`  N L NaNAN!  <N    !   !F % %@%`%F UF MF%F 5 N @   !   !F  % %`%F MF UFF 5 %   !   !F % % %@%F UF ]FF 5 %F - % %@%F MFF ]`%F 5 N @   !   !N  N @F N @N L N @  L N f    !߿ ߡ ߰ p-߿  ߁  ߌ  ߢ p$ ߤߥ d B  ߦߧ  A*$ ߥ   p C* H-ߤ p 0- 8-ߥ d  @  (-  < 0- 8- (/ ' / /df
 -Q QeR RQ P    8%N N @$ f    L8+ /  d L L @L   !L L d L @  Ġ   1L8M Le M @      !LL L d L @     L8L @Md L      L@L   L    &$    !   !M    L   $    !   !L     M  $    !   !L    L   $    !   !   N @N L8   N f    !   !$ ߰ x߭ $ ߯ V`$ e ߲ ߭ pf -߯߱    !x-2-ߪ   p/  h< e o 
(-߹($ V -%t%sJ- *x* 
Z` f N  W  f %c   V- <$  (- 0>ߤ ߣ  - b--$   - Q/ /f  q/ d d ft  f d ft R !  !H-N# "  L@M# !  L x!@-M   L@!88-ǂ F 0-F	@ P%$ X- (-L #  L  L`8F" !  N2 @F	   !F	   !   !  L x  F@MB8ek F9 P-d L ġ  L 8  F* M"0ek F	1AH-d mMC A  L   F"@M8ek F9!@-d WM# !  L x  F L0ek F	18-d AM   L 8C  F*@L8ek F9 0-d +L   L %  F" L0ek F	1 (-dL F E %F 5F % %F =F  %@%F $F    !  L F@F FNNbF@NB F  S  ߪ 7    N"  LN    !   !   !F M % %F =F % %F 5F %F F , @%F E % %F 5F % %F =F -F F  @%F M % %F =F % %F 5F F F $ @%F E % %F 5F % %F =F %F F , @%F M % %F 5 % %F =FF F F -  %!  N# L N2 @F@f "     !   !N"!-f f V߹($ ߿ p߾ ߶Hߢ `*  - 02 ߿ߡ pǀ  9ߪ 4  *߇     !T  ,& R@ W W    !   <dc    !    ! - "-&1    d! T0&1 W &$  (< *T &   0 0- 0 /:- e-` ` db `  A ` @ @ dC @  a@ &  $ * 8*P߇     !߰x߲hߴX߿߼ h߷@߳`߱p߾8ߵP g-  g<  $!   % 9-  % ߁   %  %$ $ !   ߑ  "9$  %$ $ T 1$ 2A ǀ H(*T߱   !   !P   P 0<   ! 7f -%  f V%  P%  HG8*T߱ 
@<- G:ǀ  h-   !`  ` db `A` @  @ dC @a@  ߱   !   !$ , $  $ N  ǀ h#D  F  2I Hh*a  F " !   "d  	x<dp 0/fq 0/f / g!f1gP-% FFAN L`! L`)N F<F !FFQF 1F0<F)FNf V
% ߑ     ! 0ߤ 0 0%  (-A*T n߱ B-f- - 8< 0/ p / 0/ ?z (/ p/ 0/d-f d dej dBeR QqQQ Q FBA  F<FCF< F;F;A F;f F: FAFBc FN M L`N@M  ej M {Mf M tM `M k`MF M c M [Me M ?`Md@F<NFZ<NF9<$  eI F	\QF< Fz<FI<   `%'8/F	FQe( M&FYF	=FMDF<FAFi<M0M RI  FJMcF:<FQO`$`MF	?QO`+FM FY<ME M W FJFe FgF=FM$ F<FAFq<Mb0M R)  FJMCF:<FcO # MaF	?O ,FMFY<M% M V`FJFe ŃFG F=FQM@F<FAFy<MB0M R	  FJM#F:<FO`$`MAF	>QO`, FMfFY<M M W FJFej cF' F=FM F<FAF<M"0M Rŉ  FJMF:<FdO@$M!F	?O@+`FMF FY<M M V`FJFeI CF F=FQMd@F<FAF<M0M Ri  FJMF:<FO # MF	>QO +FM&FY<Me M W`FJFe( #FuF= @ H P X ` h p$  x F F u  F nF fF  F     0 %@% 83  FF  ׳ xFF׳ `׵ XN``׼ ׳ pF׷ ߧ 8O`׽ ߦ @Fץ N$F<FQ״ LF<Fע F<F׹ F<N%NN NN֠O' F.QNFAFF<FQN F<FQFAN#@F<NF<FFߧ HF<F<צ hFFץ PL0׻ F<FAL(FFL׽ FLN"׹ ׼ ׸ N!N $N   !   ! H @ P X  ` h  $   @%`% p x   0 8   @ H P X  ` h  $   `%% p x   0 8     !   ! @ H P X  ` h  $    %% p x   0 8 n  @ H P X  ` h  $    % % p x   0 8 Y    !   !   !F(  F!F*F!N@LN L1LA`L:`N F&<F N F<F 1F"FF )F.<F IFFM<FAF9QF!FN Nf    !  ߱   !߂    $ ǀ 2Q H*B    %TP k߂  T  ߱R  %  <f fk  +/ d!b-%    !`Ma ek Up% % A*T  ߱  -bX- (< k / k/ k/ /: k/ddB e-  `8%ee   0d! xz $ ef y  { (/LLLLd      LLLLd     LLLL׸ ׹ ׻   M߱   !   !   !LL׻ L׸ ׹   AL`Md `  Mc ` Mb ` Ma ek    !p   !  4߱   !   !߂    $ H*$ 2A B  TC )߱V  '߱   !P  %  <   ! f -%  f V% % A*T  ߱   <- :ǀ  a-   !`  ` db `A ` @  @ dC @a@ ߱߳ ׺ %߶ ߴ ߲߰ߵ  g    !g0<  $   $c     "* y-       X d  h<e    $  ` X/  oek  m-ǀ  x -+h- X-`- /s/  p h ` X P H @߱    !   !o%$ x*Nv @Nu FAUf '1-4- < ߰ - f  ȸҐ--߸ -X-/f K/qd g eI e( e ~d QQ}Ǉ Q1zQxPvPt  F!@ FFMb Nxa- F! F	f
 F)O"@M/!-M F eI F
OM8e( Mr F!FR# Fk@x-`% F@Fe F	B@MNk8$ p-LF
! #/ F)@h-`-d FBFBd M@NFB Md F	8LNM  F@M F
Ą  F@d LKF0C-N&  F NFc  F!@ej LLF	8# -Nj  F@O@FD  F@eI LMF0 -N  F O"F#  F!@e( LQF	8 !-NO  F@O F
  F@e LJF0 x-N  F MF  F!@d LPF	8 ap-Nk  F@M@FB  F@d LOF0 =h-N  F MFBģ  F!@d LNF	8c`-%F %X%F FP% H%F 6F @%8%F >F F oF gF   (F _F / 0 8ײ 8F@ײ  N^F̀׸ (ON"N[F@    ׹ 0FNFNxFFFN{NT7  V  u  S    2  %F F N% 8X% P% H%F >FF 6@% 8%F nF gF _FF w   (F / 0 ײ 8   !   !8%F F F% 8% X% P%F 6FF >H% @%F fF _F wFF    (F / 0 ײ 8   !   !@%F F N8% 8% % X%F >FF 6P% H%F ^F wF FF    (F / 0 ײ 8   !   !H%F F F@% 88% % %F 6FF >X% P%F vF F FF W   (F / 0 ײ 8   !   !P%F F NH% 8@%8% %F >FF 6% X%F F ~F F WF   (F / 0 pײ 8   !   !X%F F FP% 0H%@% 8%F 6FF >% %F FF oF F W   8F / ( Xײ 8   !   !%F F NX% (P%H% @%F 6F >F 8% %F F oFF gF V   0F / 8 @ײ 8   !   !  FMrMb FրFO[f z  aX-f fs VwQ߱ ߰ ߲ ߴ ߶ ߾ ׹ p׻ `׽ P׾ H׼ X׺ h׸ x߷ ߵ ߳ ߱ ׿ @߿ ߼   g    !   !   !eJ g ek ߮  H `<   h$!   p 9-$  P   `a* Xfm   $  `/ x x h<   * oe߬`-p-`-p-lX/LP//-ebe eCP |fQ 0 zf2 RP x߲M @M  e @%F ŀ  M @F$ L @d  /L  F ŀ d L @F@L @   !   !ML    F   d L  F ! NL @LL    F Ĥ  e L  F !@ 9M @LM    F   d M  F ! &L @LL   F   d L F@L @F - `%F 5FF  % %F F N!5  M FM ł  FN׸  ߵ߰߱M߲  1     !   !F 5 % `%F -FF F F   %F - % %F 5FF F F   `%   !   !F -F `% %F 5F F F   %߲   !   !  MMF1Ņ  MF)@M0  e    !߰߱V 2t `% XB2t   /$ q*f߶߷ذ-   !-ߩ x   !     !ߡ xR ߤ xd9 5     < g!    !   !   g9    ! ȸ`---,/&1 ň  M@F	B  e    !U&1 ߤ x&! a*T  %* d  U     < z Q -     Q- `--- L/ L/e da  td 0 rf2 RP qŖ  ŋ  e 8%M Ŋ FYMFRA $ Ŋ Ld /FP Ŋ d    !LFRL    !  Ā   F	d Ć LF*A CL      F d  LF2 -L      F	d  LF*A L   ġ   F d ĥ LF2L FL@F+A           3%*    !FLF3           '%*    !FL@F,A           %*    !FLF4           %*    !Ŗ  MFŕ MFA   e    !   !%* $  xH*q*Q Bߩ x߱ߵ߶߲   !߰߷2t    !$ X*$  x` lP*`% XB p p/$ q*e߰߮-Ϩ-xph`XPH߲ x  ߩ xR ߡ x  <   g  ȸ-`-/-&1    !Ř  M@F   e    !U&1 ߡ x&?  *W %,  <   z 1- -`- L/ L/-e d!  ud 0 sf2 RP rŇ  ś  e 8%M Ś F MF@ $ Ś    !Ld /F Ś d    !LF L    !  Ā   F	 d Ć LF*@ CL      F d  LF2  -L      F	 d  LF*@ L   ġ   F d ĥ LF2 L FL@F/@           3%,    !F  LF7           '%,    !F@L  F (            %,    !F@L F0           %,    !Ň  M F9ņ M F1   e    !   !%, $  xH*q*Q N߲ x߱ߵ߷׹x׻h׽X׾P׼`׺p׸߶߲߰׿H߹(@y ǀ ǁ  ߰ h$  x ߱ `fm  p<߸0  x/ߵߴf  w߳߲e-߯ ߮- - w- W-  hx- p-h- f1  h/g# g  ߤ xph`XPH$ ߨ >߫ pߪ '' H< *N 8- 
[ߤ  x(*Tߤ 
@-et  	O 8-@ @-ߪ  H`-ߩ ߧ (h- H-߫ ߧ 8hp- x-߱ (@-0-PP-pX- 8-`/@/ 8/0/vX//VP/6H/ ߵ x߳ f (/WfL e R߭ N@NƎFs-N@N	 MtN FJF	cN@N F	@Ƌ  FZFRFkBFLAN
 FNN FRFkBNN@Ff@N%Ƈ FF	f -$ fS M`MN~O+@   !FO*@F	 `/fo FFB!-FO)@N(NFR  FvA   !FMN FFoN+ FF@OPF@F;FB  F h&g $N)Lka mp
g $LK`O M
OFoƂFN* FO g 4F mp
g 4N F M
  Fe !-L(L7& F	O% FF
6O@FAF@NF/F:FB  F h&g $O Ln` mp
g $LNN M
NF6ƂF/O@F	 g 4F mp
g 4O' F M
#  FAg -L(l & FMN% FFoN FF@O'PFF;FB9  F h&g $N	Lka mp
g $GLKy`O& M
O(FnƂFN
 FO g 4F mp
g 4N' F M
#  FfS -L( & F	O FF
2@O+@FF@N'F.F:FB7  F h&g $O)LN` mp
g $gLnN&H M
N(F6ƂF)@O*@F	 g 4F mp
g 4O F M
  FAfo !-L(I&    % %  %%  F F FF VF  F F (0   !   !׾(פ0FCNe@׾ F &׾ Fg $g $ץ F/FקF;ק g 4g 4F:N w
 W
  & תg $g $'F)F@ף ׫ LY  wx
 &׫ LY׭FR Wp
 vh
 V`
NEF`NFBN߱8NgFg 4~  FF!F1@ūF! g 4g 4ŋF1g $g $LiPM	&  vX
Ng VP
  &~  Nf8 dH
 D
Nh(dNG@F)AD  F!FF&FFFg 4 d
 D
NG(D  "NF  yNH %   %%  %F   F FF F WF ( F ( 0 %   %%  %F   F FF VF F  F ( n0   ! %   % %  %F F  F F WF F ( F x( V0   !߭ ߬ x   !   !N N(ƃf FNNF9@N N F@߭ F)BFF1NF)BF!FL5`LC%N FN FNNN F  FN   jF
IF	@jI% -߱8 x߰@ߤ    !f1 dc ߮ e f ߮  dB ߱ߵ߷׹x׻h׽X׾P׼`׺p׸߶߲߰׿H   !߳߿߼ Hߴ߾ g   !e g   ߯   <   (߭ ( $   $B   0 0* Y-e     ߮   ȍ   e   ǀ ǁ  f  x< @ /  ߯f1 Ҡ-߳ 0߲  pq- px-Q- 8Q-- H $  Ph/ X`/enp-e ` / h߸ h        !  O Fߥ  ߸ `ߧ XO F'+ <p*O@  5  ߣ @ c - w-d   - -ߢ 8 @ C -ߥ Hߢ P 0- C- - - (- q/ Q/ (/ ј/f   /d f  f R N$ N$ N(F*C!x-M@L(N3N% F9  F+CF1p-FDM@LhN"@F1h-MFBM L  F!CLɂ`FZF;N#FIM F;M@FZ %f
 F{N#0eI Mmt &  F	5$ e( F0/FCe MFBM@F{`-D F!F   !F;FR  MdM  FM Lb M@F	:M F[Fd FF -FKAFR  Mt`MØ  FO Lb O FJM F[Fej bFC& x-F	CFR  Ml MŢ  FM Lb MFBO F[FeI BF \p-F;AFR  Md`Mł  FM Lb M F:M F[Fe( "FC 9h-FCFP  Ml O  F]MLk MFBMFFe Ff`-F FF F F ~F fFF V%%F 8F @% %F &F /u  NCO R  FFFFANFV  N#N{2  FF4  N  F  X     !F FF F F ~%F nFF V%%F @F 8F 'F .  %   !F FF F F ~%F fFF V%%F 8F @F /F &  %   !F FF F F ~%F nFF V%%F @F HF 7F .  %   !F FF F F ~%F vFF V%%F 8F HF 6F ' %   !N$ NhFCN3N%F FFցN"FO`N# F N#8  Ff    !8  !-$    !߸ hf ߢ pf g ߲ ߴ ߶ ׸ ׺ ׻ ׹ ߷ ߵ ߳ ߱ ׼    !   !$ ߿ ߞ   XW q߿       *ߡ   f ߢ ($ dC ߢ !  ǚ $ dV   ߕ  Ǜ  v/ /dc @dDߢ 0 (< x D-ߢ /  D- 8 - X     !F  $    !ߩ x$ $$ `< 8*h@*߫ @ 0
X &F N@U  #F    !kP-wX- h>W`-$
  XM-ߪ 8 h%KP-߬ XX--q/Q/N3 F   	F%N2 O8N2<  O ߡ f <  !-F f f V$ ߲ ߴ ߶ ׸ ׺ ׻ ׹ ߷ ߵ ߳ ߱ ׼ ߿ ߼ ߰ ߾  g    !eL gPe   <    $   $B   (ߪ ( 3* Y-eJ ߰ f $   ߭ ǀ ǁ  P   px h< 8 / o߮pߵf-h-`߷h߶p- g0 - 0 Ը- @-t- H߫h- PtX-p- Xp- `p/`/h/ hPX/e P/ek peJ x  X߾ H@80(    !ߥ  ߢ ߫ `ߦ XN N Fߣ p߾ x  N FN F?ߣ h'  < 'N *  ANߢ 8  B-d ߥ  E- e-d- 8ߢ 0 ` G@-ߢ @ GH- L-ߣ H gP- l-ߤ P  - (-g8-l- 0- 8/ 0/ (/  / t/T/ T/4/fm @/e f 5f0 f R5N N@Nh-NN F1@kF	]N(M*N N@FAFFi  F
JC!-N ML(N"@FF)B-F9OM(j FRN#F fm N@F)BF9Ŭ FcL1F}FBLN@F1@FmAN$@FFtFB%$ N Fo@NFw NFN`   !   !N FN(H/M	`ƅ  F.   !FAe -e O@FjFej FO(O!-F N8FN@FFN&FyNFF!B[  LʍN'N%@FOFy L> &  F6FO" O Nb(FAF!F eO BFFc-O@FFhNFqN&F!B;  L]`NN@FO#Fq L>`  F6FO@NH NFlAF!F e FF-A-O$@FFOFyNF!B  LMOO@FOFy L>   F6FNB N( Nb(FF!F e FFi !-O@FFhO&FqOF!B  L̍`O'O%@FNCFq L>`&  F6FN"@N NFjAF!F e ŢFFI -ND@FFOFyO&F!B;  L]OO@FN#Fy L>   F6FN O Nb(FAF!F e łFF -N$@FFhNFFqOF!B  LM`NGNE@FNFq L>`F  F6FO@O( NFj   !F!F ej bFFL!- %%  % %  @%@%  F ܆F   F F GF  F φF   ק F2ף פ FAN@פ F	!  N@FNNFR  Fׯ Li FX  F'F+N@Fף ױ FNc F, צ F	3N׫ LK`ƾ  FNb@F	F9Fװ MσNFANFN F1F9Nd@FNPF
rFJAF  F1׬ LaNO/ƞ  FNPN@LINF8F)AFF1 N  Nf FNg~  FN(Ne Nf  ~    %%  %@%  `%F ܆  F F   F GFF ǆ  F    %  % %  %@%  %F ܆  F F   F GFF φ  F   } %  % %  %@%  %F ܆  F F   F GFF ǆ  F   e%  % %  %@%  %F ܆  F F   F GFF φ  F   M%  % %  % %  %F ܆  F F   F GFF ǆ  F   5%N N(cFN NFA@NN F8F)BFF1F!NF)BFL1`LC! N F(N F NNN FƂ  Ffs    !   !N  u-߲ $ ߱߰߾ fR f1 ߯ /f ߴx߶h߾X׹H׻8׽(׾ ׼0׺@׸P߷`ߵp׿   !$ ߱ ߐ   XV k߱߳ x`1  p2*hV  b߱ߴ ($ f ߶ X~  @ǚ $f  ߕ  8Ǜ / /Pf 8fx߳ < x-߳ Ϻx- 0 - XF H%$ $_$B * 
X@ *F $ ߣ *N@T@ $F  <ߢ 8 B- W-  >-$  -߿ 0  -ߣ X   ! b- d- Q//N3@F	   	F%N2@M9xN2H)  M9`ߡ f )  !-F f f V%ߴx߶h߾X׹H׺@׸P߷`ߵp׻8߱   !߿߼ ߲߰߳ g   !g<  $B     Y- (߃   % `%0c $      (* G* 
 !  d-  *8 T@߿8    e d  pǛ ǚ ($  h< H / o   f1 h-  h P1- / - ` hNp- 8 h/ @p/e XMp-mh-  0  h (ߵ P ߶ X           !߿  ߤ H&$ N  ߷  <* pߡ (V߲ H-f  Ǻ-߸ 8 ߢ @- C-- / - x$ $ ߢ xס pߦ (N L#hF8-ߩ 0ߢ  @0-߅   PF@ p߃  c  d*  F BT`߰    0<ߥ  8- (-(@-*- 0>f /e   /er $ fS  /ft  (-[f QeZN# REXN# ReVN# RTN# RRN# !`-N#N$@F	YM@MF
iX-Mc Md Fa@FJF
BaP-FRF	 h%FBMC@MD FiAH-F	B$ Fc!@-M Z`M#M$F{ALQFq M M F0-8-F	LB N"F
M %  F	.M@F4Ņ  F-   !FM  L L FA h-LbF	d MbFE@v   FAF@M  M M F`-Lj`F	d MBFU V   F
F Mby  M M FX-L F	d M"FL6   F	F@MBX  Mc Md FaP-L`F	d MFE    FF M"7  MC MD FAH-L F	d LFL   rF	F@M  M# M$ FA!@-Lz`F	d MFE Ŷ   OFF L  M M F8-Lr F	d MFLŖ  F	 % %@%`%%F %F ƆF  F F GF  F ?F      !װ ױ F Nױ Oײ   FBNb@F q  FN  FNB F@׶ N`P  FNbs  N@ N"2  FNBFP  N F@  FN"ǚ (2  Ǜ N       !   !  % %@%`%F ņF %F F  F OFF ?  F o  %   !  % %@%`%F F Ɔ%F F  F GFF ?  F g  %   !  % % %`%F ņF %F F  F OFF ?  F w  %   !  % % %@%F F Ɔ%F F  F GFF ?  F   %   !  % % %@%F ņF Ά%F F  F OFF ?  F   r`%   !  % % %@%F F ͆%F F  F WFF ?  F   ^`%   !N# N$@F FAFO `N" F N"8  Ff    !8  !-߰  --߯ hϰ-߯ f Va$ ߲ H߱ P߶ XfR f1  H߲ ` P2:ߵ P߰0߲ ߴ߶ ߾ ׹ ׻ ׽ ׾ ׼ ׺ ׸ ߷ ߵ߳߱(׿ ߿8߼   g@<  $!  % 9-$ Ā  ǁ ,F CF MD $+D F`ǂ 0FAǂ 4L F  MD F  MF`   8#0 Fa %	      P#   !   !$   1j   ǃ 8FU@ ߉  U9 ߉   `%F D %        !   !   !߉   `%P-e)  *H-)  D  F! FF !D	  %)       !   !   !  D  <  F  $B  P% Y-ǁ 0F ǁ ,! 	F   #0c   $    X#   !$ 0+       ` ǃ <U9 ߅  %D FNǃ @@%  F    !   !߅  @%)0-d   (-%D   D0 F!`F1F)C%'D  F! F F      !   !   !g<  $!   % 9-  %   %g ߙ  g  ( 	g  ߿ (߁  d)   A 1K  
#0!    X#   !   !U` $m1Y $n       $m1Y      C )  
(#) 0    #) W  ߰  V  ߰  ߰  @%߲ 0-&0- . f0!$ &  ߱      !   !   !߰  @%߲ 8-'8- . g8!'  ߱  g 0   !   !<  $!  @% 9-Ā  ǁ ,F CF MD    C!D F`F F  MD F  M߁  F`d!   c- "-F ! HD F`F  F F  D       %   !  g<  $ $B     Y- X % `%߄   Pǀ @FCt  h*f  `  r  %% (*  
 /deߤ  h   p   - Ǐ F | x#- x X@'߰ p 0 8U#߰ p   ! p<$  d  @   (%F { x/ǐ   w3-  ex-߱  p- Hp - (0-P-    !d  <*V $  ߶  ؀-F rFf -1 g?  g q e S ю	    f  P-  H- X  @-  8$ &0/ 
P 	H +h- @ ?- '- g Lj FLi F Xe e  8-LJťF*Lh F BL Ld!`L LC    !   !LI P +-M(*`F  Lj  F   Xe L  L   8-LH H  +-M("`F  Li  F   Xe L  L`` n 8-LJ @  +-M(2`F  Lh  F  B Xg L  L@  P 8-LI H +-M(*`F  Li  F   Xe L  L ` 4 8-LH @  +-M("`F     !Lh  F  B Xe L  L@  8-F M %%F EF`%F % %F -F  % %NLU@HF	C 0L NhBLT@(F	BLf FBBL 38-LF@FBL M,b`LY  LLK   !   !%F M %`%F EFF - % % %F %F  N %F M%`%F EFF % % % %F -F  N   !   !%F M %`%F EFF - % %@%F 5F  N %F M %`%F EFF % % %@%F 5F  N   !   !   !	   @- @ 	HLhF )H-3LH@FL@N f Mӣ   !$ FuF {Fߪ  (-߫  ߪ (NWf   -߶ @߷ 8ߵ H߾ 0߰ p   !   !߲ `߬ ߼  ߴ P߿ x߳ X߱ h  g    !   !g<  $!    9-   0߁   8 @$  (   8ߐ   /߁   ǚ dCߢh@ %ߩ 8 C-!   @%ߪ 8(       P  F  X$  `* h2 ǀ DF F $  p)  F F ׆ߨP  7*   ! X ``@%2  F ׆ F  hǁ @   !   ! p$ $ J  *׹ p׸ hW* H  v߮p0R@   h< X X/f  `eke X- olX--p/&    !N f V& ߱0    !߰p0& -x*U WF ߱ (1   -  / fR <- :T--/// /f f   8%f 1 .fA  x߳ xN  N $ f N @N >(/    d L  L L @ L     d L  L L @L     ߱0  ߾    !        !   !   !N N   N N   f    !߱0 xߡ (6     !F F FVߢ  ߤ 0ߦ H   !ߣ (ߢ 8d  (F ߤ P 0 F Ն -e  C         < %  - /  'dEߢ @ߡp - E- -P-߿X0H-   $ de  *T$  0 (< /ƀ-F FF f - d     !  x߹ x   h    ! p  F    ! o`-	  P$ ס hנ p   ! /f ߨ xߧ e ߦ  ߬ x iX-ߥ ߰ `-x-	-LQ@߰  *P- xņ߬ F4ק hN F# N+`MF) `LFBBF  	PF
X-LL Fe   L bFBF# `-M%B`MPz iX- M[ M` x *P- `LFBBF  	PF
X-LL Fe   L bFF$ `-M%B`MQr iX- M[ N  O *P- `LFBBF  	PF
X-LL Fe   L bFF# `-M%B`MR iX- M[ N` *P-F h׭ pF `׬ hF VF NF   !F > %@%F ~F 'F F`% %    !)߿   FFJ8-O߿ Fj@LD@F
OF0FO۠ 8-Fk@߲ O(Z L]J߱ 	F
JFbBߪ ߩ ǚ ׸ hLp׹ pM}`Mlm߳ x  EM	U ׭ p %F F `׬ hF VF NF %F >@%F `%F 'F F  ׭ p %F F `׬ hF VF NF %F >@%F v`%F 'F F      !   !       e0-%(-d8- 0 (LF FMFFM%FA $ -F@F ěFNN`f NN     x h p   !$  `<נ XF @dm נ `F  ߨ 8X*     @*FF Xf  `Q  F FU` F F h g̀-f - x ye  w   !f       ! sx-S-  $    /P`- g8  x h 8 p0-ߥ  h 3@-LO @ F   X xLM F     `-g  'P- 8LK @ $ F f0-@F   X pLO F     `-g  'H- 8LK @@ . f0- F   X hLN F  0   `-g8  '@- 8LK @  p0-߳ x% %F ׸ h %LM@ '-@F  F    @LD @F   ȸLY @ pF  ߱ ߪ ߩ ߲ ׹ pǚ   -   !   !׸ h߳ x% % '-F LN@  %׸ h߳ x% % '-F LO@ @%   !   !      e0- $ - 0ĀLF @F  E(- (LE @F  f ߳ x    h pF FF ߤ  F D- d-߿ F Ն-߿ & VB߱0׻ ׼ ߾ ׽ ߢ  ߣ 8ߕ  ߴ 8r  B  ׺ P@ $ ǁ @FFע XFפ `FCߓ  c b a     !` $    !  ƣ $ ơ *Ƣ Ơ  ׹ V fA ߷ H߶ 8 ȸ0    <߸ P >$ - e~ - wg R vƥ  - %Ƥ F
Ƥ FB   !Ƥ FB   !   !Ƥ $  q-ߢ Fe-f d F
Bf Fh F F   f  - F
  F > Fi FBp g n f  -Ĉ F
ď Ą FB Ĉ FB F   f  b-h F
Bo d Fh FF    i p f d    !߱0߾   5fA FBF      ߱0߾     'fA    !   !FBFi p g n   ߱0߾     fA    !   !ƥ FƤ F	ƥ FBƤ F  ek    !  a-߱0߾ fA    !ߢ HF " F׾ XFB׾ `F ߿@߶߷ ߴߵ߲(߳ ߰8   ߡ P "-߼ ׸ ! ? ׿ # > ׾  gP   !   !g$    "*  %  T  ߾    Hd  ` @$  h< (%  `/   o߮  e 8- 0,-l-ߩ P     L- ,-	$  	</x*U f1 -$    >c---P-$  d(- J /*/ef 
/ kd Q% jMBA@-@H%MC FBC  FMB LA! MD LA`$    !f0-8-M MF  FM LALBM#h0  M" M$H H-L Fd L  FB :L LA`LBM`  M0MX!@-M# FBd M$(  F M" LA LB`Lp  L(LP8-M Fd M  FM LALA`M#h0  M" M$HM`  M0M(   !  ,f1    !   !LA`LALp  L(LPM#h0  M$8M"H  f1 LA`LBM`  M0MXLp  LPLh  f1 MBMCM|`MD N  Nt FFMBMDek MCx   !N  eAP-f1 f m   !߱ @߳ 0ߵ  ߶ ߴ (߲ 8߰ H߷ ߾  g P   !g`߬  x       @ߢ$ <   $c  X  `$ B   y-hߎ    $PU $   U %$  @%   !Up*PH %2 p x HB x/*e߱X߯0-X-x   !  %R    <   g  ؀-x-/-&R    !   N @F    f    !V&R  &Y  	<*W  *   z 2- -a- P/ P/-f dr d! q ufS RQ t  Rq r    f  8%N  FN FA $     !L d #/F  d    !LFL    !  Ā   F	d Ć LF*A CL      F d  LF2 -L      F	d  LF*A L   ġ   F d ĥ LF2L F
LF)         ߡ   16  FLF2             !   !FL@F+A             !   !FLF3             !   !  NF NFA   f    !   !*& T*@P   !߰߲x߳p߱߷P   !   !$ ߂  $ ߾߿ȌB    DS $   W ߯@$  D߯@$  C*8@
@߱8Ǚ ǘ ߥߤߋ  ߦx ߦ  ߨ4	ߦ ߇   (-  -4	    (/  /  
pd  
d 8 
 Hek  
0X 
H0ߥ 
`@%ߪ߭Hߧ ߤ @<߶ ߸  / wߨP߲ fnp-p߳ ߫ h-ߵ` 8-  0-  (- @- pX-hP-߫p-߲а-ߴP0-߶-߷-߾PP-߿pI8-xd  ߧ ߧ(  -F0-ߧ (-d ߪx   -d (d @Pߡ0ߩpߨh'" t L" 쯢 P"d T <! * X % H p f  ߡ  #- "-d" dQ P>f3 0<   !p:   !h߾p$ /ߦ  xg  (-    - ߾  -߳ߵ -߰ߴ߾w P-N  f9  XߡߣFBߤߥ`-ߦߧrh-p-kx-N Fߴߨߩ -Ұ-˸--N @Fg> NrN	 F  F    !N F:    !   !  ?- 
P   - ʨ-  L F	B -M F    j-  L L L  2p-g F2  X" F )  +h- X   - `-  ŠL FB -M
 F   k-  L L L  .h-f F:  P" F )  *p- P   h- ʨ-/  L F	B p-M F    j-  L L L  /-f9 F2  X jF )  +- X   x- `-?   L FB -M
 FD   k-h  L L L  ?P-g> F:  F )F EF 5FF =F %%F F % % 6  ߿߷߶ߵߴ߲߫ߪxߣ ߤ ߡߢ  7  ߡ߭߰4  ߦ dx-M @ߤ (L  L ߮ߩpFL @F@M Fߨh߮ߢߡ  M F	F   L  L`߯L  F  S   %`-ߣߧ - e-   -  ߾b  A    g      !F EF =FF 5F %%%F F   %   !   !F EF 5FF =F %%%F F   `%   !   !F EF 5F =FF %%%F F   %   !   !߳    !   !1   -x- cNB  F N FN @L# F  GO  F  ----#    d! a  ߳ 0   hpxhpxߢ@ 0ߢ (ߢ  g X ߢ $  ߢ  * ߢ8     <f  ߡ   #-ǀ  "-d" dP Q f     !q    !hpxߩ$ ߧ>/߿>  ߦ   !   !P- + ߥxߤp @e7 ߣhp-f 0 ߡg  ߩp 
XP-߾h߬	h--ߩxߨ *P-M @ǘ -H-M F   0-d- @- r-  L @L F	 f C     _  0-d- - r-  L @L F g $     I  0-d- P- r-  L @L F	 f      4  0-d- H- r-  L @L F g       %@%`%F @% %   !    ߡ >-ߦߤǙ ߢh (L  L @F BL  L F ǘ ߧp W-8-ߡx E-ǂ ߵ '-b  B  !  ߿  5   @%%`%@%F %  %% %`%@%F   %   ! % %`%@%F %  %   !h   !   !  ,  h- pNN  Mn @F  ``-L`-h-d!   1  px߿߾߷߶ߴ߲߫ߪxߩpߨh   !   !g Tg Pg Lg @ߙ  f g Hߦ ߥ 	ߤ ߡ   H$  <x*U ߮P  "-ߧ ߦf" >-S dA P3 ߬x   !f> ?  ߡ    !H-$  Pb/, ߥx-g ߫ߤ -ߨߣ 
@- 	Pߩxߡl- ߿-M* @ F L L` -    uP- F L @ 0- H- F D  -f    X L L` -    uP- F L @ 0- @- F D  -f #   9 L L` -    uP- F L @ +- - F D  g-g    ߡߣ%%%F F F@%F Ls   %L8 0 >(-߲x  NF ĢFB   ߢ Ld  L8F  S8-Ǚ ǘ  D-F Gߵ d-   HA    8      !ߡߣ %%%F @%F FF Ls    %ߡߣ %%%F @%F FF Ls    %߬xߪ(   Xߩ 	H-@-Kp- 	h XߪM F߬xMK @L"xߨ KH-ߪ@-F  f1 !  3   ߲x   !   !߮Pߏ  $ $ $  ߮ * ߲x ߮U f T  f f   <߳  v-ߧߦxfw t- f P4 ߩp$ ߥp/j  ߤhfv ߩ 
ȸf 9-߿pp    !?-ߨ ߹xߣߡ
@-1- O? @ F L L`%- 0- -L @ -   @   g F c   T q-L L`%- 0- -L @ -   @   f F c   7 q-L L`%- 0- -L @ -   @   f F c   q-%F @%F FߣF  % %Ls  L ߡ > -߰p s(--ߡx  L" FB  ߴhLd  L ǘ 0-ߵ߲x- H d-  ߶A  Ǚ   5   ߣ%F @% % %F FF  Ls     !   !ߣ%F @% % %F FF  Ls     !   !ߩp߶g     ! @8-`-	X- PߩłNK FM* @L"`ߧh*@-ߩp 8-fs     Vtg  ߴh߰p   !f  x<߶ߴh ߰ph*  ߱ ߮H   !3-     ߦߨpf7 f /- d2 P3 ߹RS ߹f4 8     !ǘ  9 $  8~/* ߾ 
-ߥx--ߤpߣ  H-f f  @ߧ߸ ߡʀ- ȸ߾x--L  O @F L  O @F    D- -   f L  Lq @F  Y 0-   D- -   f L  Lq @F  = 0-   D- -   f L  Lq @F  ! 0-   D- -   f L  Lq @F  3-  ߥߢ L@LD  F BߣpC-ߢx   C-  Y  Ǚ ߶ߵ  Hߴh   !   ! @ߩߦ M(  L @F ߧpG8-ߦx   0-        !   ! `߭ߪ M  ML @F ߫pKX-ߪx  KP-   @     !   ! ߱߮ N0  M @F ߯pOx-߮x  p-        !   !߹   !   !  2  - ߷ O8  N @F ߹ P-߲x^-f1 3@  ߴh߲x߰p   !g Tg Lg Pg Dߙ  g Hߦ ߥ 	ߤ  H$ ߢ ߏ  *T  ߾f   <  C-ߧ ߦfB A-S dA P3 ߬xK  ߿ $ ߥx   !ߤh-a/fW P ߨ H	H- @ߪ߿xߢ ߡKP-f  
 O @L L@L L` Q--  0- - @-@ g   L @     X L L@L L` Q--  0- - @-@ f   L @     = L L@L L` Q--  0- - @-@ f   L @     %F F F %߷hߵ %ߡ N  Lx߰N  L8--߰8-0-߾(-     ߴx  ĢN N  LxN  L8-ǘ  H-߶A  Ǚ   1      !% %F F F߷hߵ  %% %F F F߷hߵ  %߬xߪH   Xߩ 	H-@-Kp- 	h P߫M Mj @L"xN  L8߬xjH-@-ߪfR !  S   ߾߷hߵ߰ߴx߾߷h߸ ߵ$ $ * ߰ ߴxT  f f  ȸ < -ߧߦxfB S-S dA P3 ߬p   !ߥp$    !~/P J  f^ ߨ 
ߡp   !H-@-ߡ߿xߤhߢ  *P-g  
 O @L L@L L` Q-%- 0- - @-@ f   L @     W L L@L L` Q-%- 0- - @-@ g   L @     = L L@L L` Q-%- 0- - @-@ g   L @     %F F F %ߣhߥ %L  LxLr  L8 4- 0-ߢǙ  rH- S@-ߢpb8-    ߦx   L L  Lxǘ Ld  L8߾߷h߶ߵ -ߴx߰ d- HA    )   % %F F Fߣhߥ  %% %F F Fߣhߥ  %߬p   !   !  J   
X
P-p-lh- 
`N N @L"xN  L8X-P-߬pfR a  S@  f  <߱@  0߱  (߱߳   g X ߱ $  ߱ x* ߱8   x-ߦߪ f9 g! 2-3 d2 P3 ߹RS ߹   !f4 '     !Ǚ  > $  Ha/( ߡ  '8- >--ߥxߤ ǘ *X-f f  Pߩߧ ߣ  (- @߾x--M*  L @F M(  L @F    C- -   f L  L @F  Y 0-   C- -   f L  L @F  = 0-   C- -   f L  L @F  # 0-   C- -   f L  L @F  3-  ߥߢ L  LD @F ߣ C-ߢx   C-  @  ߾߷h߶ߴxߵ߰  Fg T   ! @ߩߦ M(  L @F ߧ G8-ߦx   0-      `߭ߪ M  ML @F ߫ KX-ߪx  KP-   @     !   ! ߱߮ N0  M @F ߯ Ox-߮x  p-        !   !߹   !   !  2  - ߵ O8  N @F ߹ ߿ _--f1 3@  ߵg Tg Pg L߶ g Hg Hߙ  0%ߥ 	ߤ( H$ *f T  ߙ    H <ߡ  "- ߧ ߨ fB _-S dA P3 ߡK  $	    !ߦߥxh@-i/fW P ߩ P*P- Hߡߨxߤhߣ  +X-f  @M	 @L L@L L` q--  0- - @-@ g   L @     V L L@L L` q--  0- - @-@ f   L @     ; L L@L L` q--  0- - @-@ f   L @     %F F F %߮h߬  % 4h-`-ߴN  LxM  L8-Ҩ-߯- x !  ߱x  bN2 N  LxM  L8Ǚ ǘ h-߾߶ `-߰    1  % %F F F߮h߬   %% %F F F߮h߬   %ߡߢx߹   !W   ߸ --? -  ߹hĂLC L? @L"xO?  L8ߢx ?-ߡ?-߹fR   S  ߱x   !   !ߙ  ߡPg T ߡ g Lg P ߡg Hg H ߡH0%  ߥ 	ߤ(f  H$  *߱xT  ߂     ! <ߡ    !  "-ߧ ߨ fB _-S dA 3    !K  $    !ߦߥxh@-c/fW P ߩ P*P- Hߡߨxߤ ߢ  +X-f  @M	 @L L@L L` Q--  0- - @-@ g   L @     V L L@L L` Q--  0- - @-@ f   L @     ; L L@L L` Q--  0- - @-@ f   L @     %F F F %ߴ ߳ %Nr  Lx߬ N  L8 7h-`-rx--߮ְ- p   ߯x  M Nn  LxN  L8Ǚ ǘ nh-߱x߰`- H    -  % %F F Fߴ ߳  %% %F F Fߴ ߳  %ߢ   !   !X   ߹ -- -  ߿ ĂN# LA @L"xO  L8 A-ߢ-fR !  S   ߴ ߳߂  $ $ *B ߴ ߳TCߨ0T ߨ0  <f  0ߥ  -ǀ ߭d'  'd  $- f5 R2 ߤ R ߤ ߪ   !I  $    ! 	H K/ xߡ   ! )-eI  (p-e+ eh -߬ ߧߦx,- ߥ `- pP - ߴߪxߤx--߭ ߣ --MW h-AFML L @L#8L@Lx#- 0-F  - -  L  e
     "  -L @L#8L@Lx#- 0-F p `- -P  L  eI     b o x-L @L#8L@Lx#- 0-F  - -0  L  e+      N -L @L#8L@Lx#- 0-F p - h-p  L  eh     B x-F F F% X%P%(H%@%0߱x߸0 8-ߡߢǃ ߾ L"  L8߸ O @L4xF߹(ߣ ߢ߸x   #-a  L(  L8O @L$xBO@F @  A  L?  LxO  L8 ?-ߴ ߳-߰!  Ǚ ǘ   L      !F F F%X% P%H%(`@%0 ߱xF F F%X% P%H%(@%0 ߱x   !   !F F F X%%H%P%(`@%0 ߱x   !   !ߤ ߥ   !   !"    8- d0-ߥxL @F ߥ-  Nd @L"xN  L8d--ߤ d! a  2@  ߱xߨ0߹ ߩ8ߵ ߲ ߯߮߭@߷X4߬H߫8-ߪ ߩPf@8fR@߿ e߾ e߶h-ߴ`-߲@ek@eJ@7H-߷߫ -$ ߪxPe ߩ`ߵ0	H߰߲x׹8߾ ߷P׸@߳p߱     !pߡ$ $ x߾ * oߤPߢߣ0dB d3 ߡ dt   / (!   S/ <dcdVߢH  CH-ߢ8 P-P C-ߢ@X CX-a-ߡXh-$ @0% 8* `< 0
X Cf uF H@*Nv F   8   !$  x >/`-ǁ Oh-p-F 
FF o-$ F F 	-(/F 	 //  N$  F ! !-N#  F f N%@F9    F J@ND  F A-NC@F@f NE  F 1E  FB F	A@FF0 F@F-@  F    !FI@F F8 F@F-@F Nvuf    !fs wf ߰߲x߳p߱߷Pߵ`߿߼ x߶Xߴh߾H g  gP<   h$!   p X 9-% x߁   h P$ x- h/g H!  pg L "* `4T ߿X߾`   xߴߑ  %߳߬p ߬  ߌ  e߲h߶ Հ-߭ -U- 4 - x/ -g @ -- h-5-g D f  f1  ߴd- /-ߵ߶ .x-f  /e  ߰ ` `<7p-g  ߯h-ߙ  e   ge  W-߷,`- fs fR     !      ! t D! 쯡 H!d L!ܯ P!T T! @ߡ  0ߡ @ % (g P  0% 	(%`@%g Dg Tg T %ߩ ߦ  % %ߙ    % 	Pߡ  ߡ g Lg D ߡ g Hg  g @ 0%ߡ ߙ  @ %  ߥ  	 %ߢPߡ  @%  H%@%g H0%(% 	  % @$ ߡ <ߣ *ߢ߫  ߪ ߩ ߨ ߧ ߦ  (0dl 8 h߬ x -f ߸-Hߥ p@ߤ h e Q        ! x$  n-`/ - f p-  L @F B p- --x-g  pMT F L/ FB  -  -t-s-L F L. L#!    !Mt @F	Ap--   MS @F BL. F mp-h- -L ML1x  xL5 L  h-o-L Ff8 Š e  Ms @F	Ap-   MO @F BL. F mp-h- -L ML1x  L6 L  h-t-L Fg Š, 5E  Mo @F	Ah-   MT @F BL- F nh-p- -L ML1x  #L7 L  h-s-L Fg Š%  -Mt@F)AMSFL8FL M@LIxL5 LA  Ms@F)ALML9xE     !  H߾H   !   !-MoFRMT FL>FL@MMMrL7@Mlj*  MtFRLM MKb  1
  -MsF{MO@FBL? FLMML6N O  MoF{L M@M  /     p lh- h -4L@F -x-MMFBL/F`- pL.N`Mm FL@MN8m`-f   ߾Hߵ@ߴ8߳0߲(߱    !   !g Hg L߶ ߧ g g Dߤ ߿ ߹ ߸  b-f߶ ߷ f@  -߰ ` g@4 f@&- gg@ ߙ  f@- G-g @ f1 ߶ f- 6߷߰߲ߴx߶h߷`ߵp߳߱߾X߿   !   !߼ X g   !gP%<     !$!    $  9-+*@ &1! ǀ P   	8 <   ! d 8-%k  e U%k  	8%f  @&0*T @% 8< - ?:ǀ  g-   !`  ` db `A ` @  @ dC @a@ @% g     !g @%  $	  *   !@ ]0 P   ` <d d    !  / dc -%)    !Mj  `ek Ud%)  `%*  P*@ G 	X - X- `<x/p/h/ g:/ee lP-`8%ey * ,e Md  Mb $ ef Mc @Ma E(/    d L  L L @ L     d L  L L @L          !   !   !         !   !   !Md Mc @ba  Mb Ma @b a ek    !j   ! g     !   !g<  $   $c   "*   y- hT  ߿ h @d    8$  H ( P  < (/ X   %dǀ @  0- ` 'L(-  0- -  (l-,- ߱ $  p<mh*U f x-$   >p-x-"-߱ "-߱ $ "-0-q /Q//f (/ d f ej F eK Qf N% !X-N% @F CMe FaP-AH-ME F M% F  `%$ 8-!@-N$@F
N#@F	  M8Md @F"Mc @F!d M @F n`-h  Mb8MD @FMC @Fd M @FC WX-H  MB8M$ @FM# @Fd Me @F @aP-(  M"8M @F2M @F1d ME @F  +AH-  M8M @F*M @F)d M% @F !@-F E %@%F =FF `%%F F $NDFNCFN$FBN#FNFNFt  NbK  NBP)  N"@    <N0   !F , %F E@%`%F =FF F % %F 4 %F E %`%F =FF %%F - ND   !F 5 %F E %@%F =FF %F - ND   !F 5 %F E %@%F =FF F  `%   !   !N% FN#@FcBN$Fcf    !N"h,  !-f f V:߱ ߰ `߲ Pߴ @߶ 0߷ (ߵ 8߳ H߱ X߾  ߿ h   !   !߼   g p   !g$    "* PT  ߿ P 8d    0$    <  %   /   d (C-D- @ - d- H $--  ߭     !   !K$  8<f0*T fs @-$  p `>8-@-H-P-$ -l0-Q/1/f (/e   / lej Qf kN$QF iN$!P- X%N$  N% @FBN#  $ FB8-MD  AH-ME @F!@-MC  FM$  M% @F Mb(M  i  d M#X-M F ?F:BMB Md  H  d MaP-Me @FB ,F:M"MD  )  d McAH-ME F F:BM0M$  d MC  !@-M% @F8FM# FMb(i  MB H  M""    0fs    !   !MC FM0  Mb(i  MB   $C     !   !Mc F!M")  M0  Mb(  d  M@F)BMB H  M")  M0       !   !   !N$N% F9N#F1f N"8   !   !&  !-fs fR VTm߭  ߰ H߲ 8ߴ (߶ ߷ ߵ  ߳ 0߱ @߾ ߿ P   !   ! g `   !   !g$    "* P     !d     8  < H$   ( % X  / 'dc @$- 0 è-   -&$    !0  H*U  fR Q    X<P-$  
P h>X-P-$ H-KP/  `  Mj @F $ d! `  )tX- $ d  p*U tfR   xv  B < >-x(-x-   2-x- ȸP---* /
/ef / Qd P% PMBMC MB FMD B  FP@- $ 8-ߡ @H%f0-M M FM@     !F!   !   !(  M"L @L  Ld   FF*C & H-  MM# @M"  M$d %  F F* !@-  L M  MM@d   F 0F	8-(  M"  M߰   fR   L (  M"    !   !   !  M  L     !   !   !MBMCF1MB0MDF  F1ek F  ePP- fR f1 3i   !߱ P߳ @ߵ 0߶ (ߴ 8߲ H߰ X߷   g `   !   !g$    "* 8  e+ eQ  0$    @d  	 	 <q(/  % 	   / '  ddc ($-  -  ø---$ 	 `% 	h* 	x< `
Y fR  .p*N4 @U fR $   >x--$ P-" -ee 
/d / me( Q$ lMB@Q jMB@A@-@H%MB MC LAB  $ L@e(-M 8-M LA 0-  L@L L LAx   !M"8L +  d    H-L LA"8 ?M M0M" 
  d   !@-M# LA ,M "L(M   d )  8-M LA! M L@L@  d    0-L M!xL@"+    L8M"8M0
  L(    0fR    !   !    L!xL@M"8+  M0  $     !   !  &  LL(L@  M"8  &  
    L!M0L(  L@       !   !   !MB@MCM!RxH  M R8ek MBH   !   !H  dAP-fR f1 3if ߰ @߲ 0ߴ  ߶ ߷ ߵ ߳ (߱ 8߾   g P   !g$    C* (@  %     Pd1  (< H$  8  % 0  /   /d @%- 0 -- X0$    !2 H*U  fR Q    X<P-$  
P h>X-P-$ H-KP/  `  Mj @F $ d! `  )tX- $ d p*U fR   xv  B < >-p(-x-   -x- P---
 /ey 
/g! /% dd0 P% cMB@R aMB@ ߡ @H%B  MD A@-FMB MC F$   M 8-f0-FM M F  L@F!B   !M"'   H-L  L @Fd    M$ @ 2FM  !@-M"  M# @F d    M @ FL   8-M @M  F d   L @FBM"'  L LF9M  ߦ L8     !  (fR    !   !L   MM@F
JBM"'  ߦ MH      !M  M# M"FZL   ߦ M"X'      !MB@MCFkBMBhMDM  FkBek M  eFP- fR f1 3U   !߱ P߳ @ߵ 0߶ (ߴ 8߲ H߰ X߷   g `   !   !g$     % "*   %d  0T  ߵ      ! $   <  %  /   'dc (-  ơ  #- C-   !	$  	8<&0*T af pH-$  	H `>I8-P-$	 ,-em  / Ke Q# JMB@   !A0-@8%B  MB La $ F   !n - (-  L LAFBd ģ  L    + 8-L LA`Fd   L0    0-L LA Fd   L(   (-L@LFB  L L0     !   !  !f    !   !LL`FL(    LH  f    !   !LMAFL0    LX  f MB@L  Mc`Fek MBhL  cAP-f e    !߰ 0߲  ߳ ߱ (ߴ ߵ    !߶   g @   !g` `% % p %  %  % h %<   x$B    $   Y-*2  ( T@ $ Q`  X 0< 7f f &P-   !   !   !d  @ (@- $c  e) U* X$i  PH*U  k$  
P<H- 
W:8-e, *(- Je Qe I   x  d  p    ! h$     0- /x-  .p- -h-H  X% /   fJ ţa  c  `b  #- 8 $(- HLD   '8- )H-F H   ek `ġeJ b# ( $ - a   c ` %(-b  #-āed  "-a ġ aa A  a  0        &0- $ -  #- "-d Ă#"  cB# " e) U%$ #   h*0j $ @ *Q@ %  
< fk ǀ bH-b   !  "-ek % @Uib   !% "   C*T@ ߳  "    <cX- :bP-eb ǀ J dI Q* b   !b   !   !  $  c B/ e  xe en  He e   8 $ - #0- '@-  )P-   /- x @ H  e   S 8 #(- '@-  )P-   /- x @ H  e   5 8 # - '@- 
 )P-   /- x @ H  e   8 0ߢ 0X% 8P% @%ߩ 8 *0- @ߣ @ (8- "@- b    #(-  b  b  $ -  #- "-`  0@   !   !   ! 0ߢ 0X%P% *0- 8 @%ߩ 8 @ߣ @  (8- 0ߢ 0X%P% 8 *0- @%ߩ 8 @ߣ @  (8-b (b    b  %(- b  $ -  #- "-`ek    !@j   !߳ ߱ @ 2 Q  &  <f f    ! j/ dkBH-B    "-MK eJ & DUIB& *T@ ߶ h    !    ! -P- 0< (/ / / 7:  /ddc F@-   !@p%eF  YdB I  eO $ GK M 0/ 8 '@- 	PM  M  *P- `M @M   ,@- `A ,P-  e  C 8 /  '@- 	PM M @ *P- `M  M  ,@- `@ ,P-  e  B 8Ս  H Pߩ HP%@% Xߧ P 0ߨ X (@- 8 	H '8-ME@ &0- )-MD@MC@%MB@  % HP% Pߩ H@% Xߧ P  0   !   !   !F XF   HF  +X- 8F  )H-ME 0 '8-fMD &0-&MCMBeJ    !H   !߶ h%߷ `ߴ x߲ ߰ ߵ p g    !   !   !g 8<   @$!   H 9- P X߬ X `߁  ߍ   hߎ   p $ "  x _* _*     4 4   4 `  e  h< @%  `/ w e߬ `ǀ  n-0- ߱ Hi t8%1* ?x*U  ^-Q@  	Bf  
<2- 7X/p-   !x     !   ! X-  -ek $    Uax   	B$  <9*W  x ^-  t -ߣ H d- z wX/ec a@-h ]da P( \a  a     ! A(-$ /a ej   A -eI a  A8-ߡ  ( %0- @ ( (@-$     D -F e+    C 9 F8- %0- @ ( (@-d     D -& ej    # % F8- %0- @ ( (@-L     L -f eI    c F8- @% % % @% (   !   20-   %(- D - #-       $-ߦ `    #      !   ! `% % @% %  (   !  % % @% %  (   !a   A-a  A-   - -`  ek    h   !    !   ! ^-fs uf-߱ ߳ ߵ ߶ ߴ ߲ ߰ ߷  ߾ X߄       *߾  ߡ X    !߃  44"  4 c d  < @%  / ' d#ߡ hǀ  d- #0-    !   !i 8%1* ?*T   ^-Q@ $ f ߣ P 
< d-  wX/a-c   C-  -ek $ `  Uac  $ !*T  z ^-  	B t -ߣ P < d- z wX/ec a@-h ]da P( \a  a     ! A(-$ /a ej   A -eI a  A8-ߡ  ( %0- @ ( (@-$     D -F e+    C 9 F8- %0- @ ( (@-d     D -& ej    # % F8- %0- @ ( (@-L     L -f eI    c F8- @% % % @% (   !   20-   %(- D - #-       $-ߦ `    #      !   ! `% % @% %  (   !  % % @% %  (   !a   A-a  A-   - -`  ek    h   !    !   ! ^-fs ui-߱ ߳ ߵ ߶ ߴ ߲ ߰ ߷  ߡ ߢ p T  t$ ߡ X!  $   dQ ߤ x < d     %  /  dc "-ߤ `ߢ hǀ  -  C-$I %  *T@ GfR  # X%$S 2f    !P   <    > R-    !-P-$8- J@/%) ek MH @  gUP-     %" e&  *T@ (fR      B < > B- - r-     !  (- (- - 8   !(-@- (/  / h/8-M M d    !M     	 @-L L d    !L   8-fR f1 4f ߱ ߳ ߵ ߶ ߴ ߲ ߰ ߷ $ ߢ @B  _    !ߢ @B  TA $  ߁  ߄    Ȍ!   ?* T  $ ߡ X߃  44"  4 c d  < @%  /ǀ  'd#ߡ `߱ P d- #-    !   !c dd d!8%2	 *T`  ^-Q    f  	<$ -  X/cP-   !c     !   ! C-  #-ek $ `  Ujc    $   -*T` m ^- B <$ - z X/c@-ec h Vdj QH Uc  c   C(-$ /d ej  D -eI f  F8- ( %0- @ ( (@-$     D -F e+    C 5 F8- %0- @ ( (@-d     D -& ej    # ! F8- %0- @ ( (@-L     L -f eI    c F8-@% % % @% ( 20-    %(- C- $ -      #-߱ P    `     !`% % @% %  (   !   ! % % @% %  (   !   !c   C -c  C-    $ - #-  ek `  h   ! ^-fs up-߱ ߳ ߵ ߶ ߴ ߲    !߰ ߷ $    !ߢ @B  P_ ߄  ߿ @  W ߿ ߄  ߁  $ ߅    !   "* T  ߿ ߣ X44b  4  d    < @%  /ǀ  /ddߣ h߰ H e- d-    !   !f tgd 0!$ 0  @*U   ^-Q   xf  	H<
P- 	OWX/iP-   !l     !   ! L`- ` ,`-ek $   Ujl   x$  pB h*U m ^-x- p<x- wzX/eq n@-( Vf* QH Uc  r   R-$ /x ej  X -eI x  X8- ( %0- @ ( (@-$     D -F e+    C 5 F8- %0- @ ( (@-d     D -& ej    # ! F8- %0- @ ( (@-L     L -f eI    c F8-@% % % @%  2 -   #- Y- ?-   ȸ`   9-߰ H          !`% % @% %     !   ! % % @% %     !   !c   C -c  C-    $ - #-  ek `  h   ! ^-fs up-߱ ߳ ߵ ߶ ߴ ߲ ߰ ߷ ߿    !   !߼ 8߾  g g      %   % <   P  $ $#   T V* y- x  ߬  h p- `< h/- e߭  gh-߮ ߯    !p-x-p--h-//   !fu lP-ǀ Tǁ Pǂ Lf *f2 JfQ *   !Nb F<F<$ fm $ g `M F<F< P$ $ g `a -$ e $ $ Y/N" F<F<f,   xM F	<X%F<k
  ` @
*  g `g `Fg `%$ p
$ H*  F!  Le(%-  
 P g `$ ą  L) F<P%! - 
*(
 0F<ģ  F*f * %&   $ %'% $  L g `g ` 8e   $ M F	<$ F<% - 
(
 0F<ģ  F@*F * %&    %'% $  L g `g ` e   x$ M F	<$ # F<X% - 
(
 0F<ģ  FH*F * %&    %'% $  L g `g ` 8e   $ N" F	<$  F<% - 
(
 0F<ģ  F*f * %&    %'% $  L g `g ` f,   $ M F	<$ F<  0@    (8HPX߳ $
 $ ߱@߫0F %  Pߩߨ $       % ߮Hg `߭8߬ ̀% X
߶ ߬  
-߿ 
+`%
f  F1g `  F1-H
,
F<(  LA  LAF<F <$ $ ߶ $  @
߾h**߹X+X*>%߳(y% ߳$ u*߳P u%߳ u%$ u  *  xp%`*p%$ ,`% ߶ l`%$ & l ߴ`&  X%&  P P P  &   0@    (8XH$
 P߳ $ $ ߱@߫0F %  Pߩߨ   %         !     F % (8PXH$ $ $ 0  %H%@ X%  ߳ ߨ  %   `   r߮H   F %( 8HPX$  $ $   % @%0 %H%@X%   h%     P    !   !`Nb@F		<FK<& E & E 
& j  F
RNaMKZF
<   !E fs &  Pfs    !j   ! P Tg ߙ  ߶  +hR ߱    	$ $ g  ߗ  g f  ߙ    g  	 %%$ g P g  	g Xߙ   	   !p  g T$  ߓ  *x T ߕ  ǂ Lǁ Pߞ  ǀ Tߣ ߡp   !   ! d" d! /g߿  -߿ ߣ g X-- d-   !N! F	<Fe<E ߡ    !E E$ ߡ  0-ߢ !C  $" C    b  g Xߥ g ߦ$   $C   `% X "# 	 \$ $ 0%% g  	g X8%ߡg \% g  	   %g X8%0%%  g   	   %8%g (g \ T % ( 2- 	!0-% 	   !ǀ Tǁ Pǂ L$    !g  T߿ߥg X ?-`% ߿O@FkB߿O ߡ  "-ߢ Ms`B  F<E ; T!$! " ߣ  c    $!  	 X$ $ 0%% 0g 0 	g Xߣ  X$Hc  $	  T h ߡ 8% g @ "-g 8  %!  % 8 "# 	 @$ 8%0%% Hg H 	  %% 	   !ǀ Tǁ Pǂ L T   !   !߿x$!    !*  T]-߱߳ߵ߷߿߼ ߾߶ߴ߲߰ߢh gP   !   !$ g0 ߫  ߬  $         * P %  
P/T x߷  eJ ŀ  a  *H-* x
-      p h ` X P H @ 8߰     !T I&    xe  X-er  p<fI  we( x-e /d nP-J.f Q*-Ma Q
+Ma P)Ma R
'Ma R*%Ma eh `H%c  FMa LA`c FBd F$ e S/M LA d  FL d LA! Fd L LA FBL LA!`d    !L    !   !LA 2  dj d  M!HF La LA"  eI C  M@F MA LA  e( $  L8F M! LA"`  e   L0FB M LA   d   L(F iL LA!  d   L`Fb LL LAt  d Ĥ  LaXFB -L LA!`S  d ă  MAPFB"L F mFF uF } X% %F F F % %F F . % %F 7F ?FF GF O ( 0ץ 0צ (  L1`Ny  NaX  NA7  N!  NMa(u    &  0F uFF }F F  X% %F FF  % %F 6F ? %@%F GFF OF W ( ץ 0   !   ! 0F }FF F F  `% X%F FF  % %F >F G %@%F OFF WF _ ( ץ 0 0F nF FF F  `% %F F F X% %F FF O %@%F WFF _F g ( ץ 0   !   ! 0F nFF vF FF  `% %F F  % X%F /F N %@%F WF _FF g ( ץ 0 0F nF vFF ~F F `% %F F  % %F /F 7 X%@%F VF _F gF ( ץ 0   !   ! 0F mF vF ~FF  `% %F FF  % %F /FF 7 %@X%F ?F ^F g ( mץ 0 0F mF uF ~F F `X% %F F F % %F /F 7F % %F ?F GF f ( Xץ 0   !   !   !Ma g  M: FMa@g  ek j   !& $ **R߰  ߱ ߳ ߾ x׹ h׻ X׽ H׾ @׼ P׺ `׸ pߴ ߲ ߰ ׿ 8߷    !   !߿ ߵ ߶  g    !   !   !g<  $!   p 9- ߁   x( %߆    %  @!  h@%ߪ x߉  0   ǁ D F @ǀ `F ߧ x߆     %$  * $   Ǡ*`  F     !ǀ d %L  $ ) $
 *` **X  ߰ x  H P en ߯p ȸe   8f5  < /fR - g  fy f ߰--߰٘-- #-U-u-5-8-#- "-x/p/ 0/0(/ //p/P@/-eߵ8f	 eǁ (1 e2 Q fS Rq ߳HN Ff  h%N@M FFN$	 N@F)H/e N ej M FN Mh F!M F   !MF  M8MMH M@M@FMg@eM Mc@F! nF	Me F  M0Md M Mf@M@FMG@e MC@Fi SF	MEFk  Ma8MDM MF@Mb@FM@e M@F!I 8F	M FJ  MA0M Mh M@MB@FM@ej M@FF	F UF ]FF E`%F 5F >%%F F    !   !FBN%U  N&FNF߳HNNAFNBN$NFI4  NHN"XN!
  NHN@߲P׸߱X  >N8   !F ]F UFF E@%%F =F 6F $F  %   !F UF ]FF E@%`%F 5F >F F  %   !F UFF ]F E@%`%F 6F =F $F  %   !߳H߲P   !   !N FcN@FcBNFNFNhNxN`  N`f    !߱Xߵ8   !   !>ߡǘ ߧxߢ߅  ߣ ߣ ߣ0ߤ4ߣ x߆   8-ߴ 84 H- 8/c    D/d  dH H H c8-X hd  Xp 0<@ߨ 	H/ 7ߢߧe/ (-߬ߦ   -x  -  p  O- X-  P-  H-  /@- g D ߨ8 π-  U8-ߨU0-d  N(-d   hd `- D -ߥ N-d ߥm-dB  ߤ-g g L(ߢ@g P-g Pg HPϐ-߶Hg @g `߾ X߱ x 0%H߳    !ߡP 0ߡ  (       A t DA 쯡 HAd LAܯ PCT߁   TB  % @ 	ߣߢPߡ  0 (    `% g L g Hg D  g g @ 0%ߤ ߥ 	 %@%g Dg Tߩ g T %ߦߙ  ߤ % 	 %%H%@%g D0%`(% 	  % @$ ߰ <*ߡ@ ߣdd  (ߤ   -ߩ ߨ fd -ߢ  d     !e     ! ` eX- (-$ ߧ &P/fp o f ߦߤ - ߴ ߫  oh- p߲ ߥ`--ߴMsW--L@Mq N8Ml L7@F`- M> L @L#`F  `h-+  L @M,  L8 p -M- @L6 F ֘--g? D    
 o kh-b`- xM> L @L#`F  `h-  L @M,  L8 p -M- @L/ F ψ--g   e  * G kh-b`- M> L @L#`F  `X-  L @M,  L8 p -M+ @L7 F ר--f   %   oh-ߤ F F F߾0-߷߹%@%߶   !߸ ȸ°-O߱ Nt LߤFN& L9  F N$  N>@Nx  ONtF߶ ٸ-ߵ-  ߲    D     !ߤ F F F߾0-߷ %߹߶  %ߤ F F F߾0-߷`%߹߶ %ߦ   (-  -  H (@-ߤ 8-L  NE @L LL  L% @F ߦ FBN  L ߿  --fs   q  ߱    !   !߾` ߷8g L ߶0g Dg H g g @߰ x߁  ߳X 0%ߴ  %  (%ߤ( 	ߡ   % g L g Dg H  g g @ 0%ߤ ߥ 	 %g Hg Tg T %ߩ ߨ  % %ߦߙ   % 	 %%H%@%g H0%`(% 	  %߱ ߡ @$ ߆  ߢ ߣ *d ߥ    * ( <ߤ   -ߥ ߩ fd - d     !fl j   h- jx- 
pBX-q  (- q- @ $
 ߨ P/ hߧ e  ߤߦ x- p߫ "- ȸ߳ ߥ -߰ Mo t--L @Mn  L8Mm @L4 F g   M2 L @L#`F  Ӡ- s- L @M1  L8 x-M9 @L6 F - p$-     sb- el p  M2 L @L#`F  И- p- L @M1  L8 h-M7 @L. F - $-     J- e   M2 L @L#`F  ׀- w- ȸL @M1  L8 -M> @L4 F - $-  e  j-߹ ߨF F F߲߾ %ߤX%ߦ ߷   !O$  ߤ  8L ߥL L @L> FL@L @L#(F  FBO>  L ߵ߷ ߴ߱ - @>-d  ǘ     D     !   !߹ ߨF F F߲߾`%ߤX% ߷߹ ߨF F F߲ߤ %߾X% ߷g   0- g(-  ߿ - H 0 @- 8N)  NF @N( LN'  L& @F ߥ FBL  L ߿  - -fs   w   @   !Rg H (<$ df  *T	g H 8ߦ  / ǘ-߹ ߫hfh e- e     !l   l-߲    !Lx-$	 fu p  H/ ߴ lp-L3    !N @FAǀ    !ߨ P- hߧ f  xߥߦhߤp`-p-X- p-L L P- 
PF  - h M
 LA M@L` L? @M FAp-f 
-    P `-    -X-L L F p-a    -- h M
 LA M@L` L? @M FAp-f 
-    P `-    -X-L L F p-a   S -- h pM
 LA M@L` L. @   !M FA-f 
- 𸎰   P `-    -X-L L F p-a   -ǘ Ǆ %%@%F `%F F@%߲ %߱  %ߧ ߦh   !dh-O5  L`O-  L    P5`--X-O7  HL* F  `  L  L @F  7@- -  O> @L"`O?  L  >-?-ߵ      Kg H   !   !ǘ Ǆ %%@%`%@% %F F F߲߱   %   !   !ǘ Ǆ %%@%`%@% %F F F߲߱   %   !   !ߥ    !   !d   d@- 0-ߥh X 8- `ߦ  PL+  L @F NK @NJ F (- HL @L `   @- 8-  L @L ` (-  -  fs ߥ t     !g H   !g L߭@߮ g g DߤH߿ ߾ ߹ ߸ ߷Pߦp߶ߴX߳0߰8% 4߯`߮h  - g@߱ xHg@ߥ g9ߤ g ߾ - f@Pg P-g @߶Hfs@Xߴ f@0߳ x- 0%8p-e h߮x b-@ߢ@@`߱X߳Hߵ8߲P׸   !   !ߪ $ ߡ x$ 8 
8ߥ Hd  
(!  P (/ "*XT  ߰`ߣdd ߣdv ߣ x 
0c    / <ddߤ  H-ߤ     ! @-X-$ `% h*2  `
Y eg p* ]N R` F  x<^-$   >0x--$ 2-/N  F  & d!    F @2-F F T & ߡ *` Af   
  B < >---   !   !   -ǁ 5- ȸF 
FF    !9--F F 	-(/F 	 //N$  F ! !-N#  F f N%@F9    F J@ND  F A-NC@F@f NE  F 1E  FB F	A@FF0 F@F-@  F    !FI@F F8 F@F-@F Nߠg    !f f ߲P߳H߱Xߵ8߰`߶0߿h߼ p߷(ߴ@߾  gpg<  $!   p 9- ߁   x %߆   %$	   !  @%$
  %߈   P   %ǁ D F @ǀ hF ߆  $ * $   Ǡ*  F     !   ! %ǀ d * 	*   !  T  ߫ xek  p hf  x/ p- `e ߬ h<e  oee ߮H٘-p-߲@x-Y-p-p-x-Q-X-x-`/pX/p/P /0//8/-ef eeǁ ( e Q fS q fr RQ ߳N FBf  `%N Mg FFN FB$ (@/Me ej N FBMf eI N(FMG F)Mc@FM' F!Md M8  MPFMFe, MC@FME FMDFBh sM Ma0l  MbHFM&e M#@F!M% FBM$ FH XMg MA8M  MBPFMej M@FM FMFB( ;MG M!0,  M"HFMfeI Mc@F!Me FBMd FM' F eF mFF MF U %@%F 4F <`%%F FF u  NaN&N%FFN NbFNN#FN$T  FFBNANBNFY,  N"PNX߳  N!HN8߱߲  ?N0   !F mF eF %F UF M@%`%F <F 4F F $F %   !   !F eF mF %F MF U@%`%F 4F <F F F %F eFF m %F MF U@%`%F 4F <F F $F %   !   !߳N@FkBNFNFkNFNNp  Nhf    !߱߲߫^ߥ@ ߧ Pߡ ߉   ߪ ߪ ߪ ߪ @-ߙ  ( X  `  /ߣ ߊ   d߭0ߤ(Ȉ-N `-߿x 0h-  0- ߰H (- h- 4  8-X- 4P-  3- 8/ ߪX 2/d g L d> g H8߱8e) H0 x  -߾Hߧ` p< 0-ߧ8(-d   -d ߦ x d @?-g Dg @P-h%-g     !pxߡ@ 0ߡ (ߡ   g P ߡ  ߡ    ߡ0ߤ@" t D" 쯢 H"d L"ܯ P"T (% T! 	 @ @%g Dߙ  ߩߦg T 	  % @$ ߡp <$ *ߢx ߣ d_   ߿  -ߨ ߧ f ހ- d R0 ߥ      ! Ip- 	`#X-$	 	 /f  g  	P߭ ߦ ߥ  x- ` Ih-߮ ߫  hp-߰ L3-Mo@FMl @L L@F HX-#`-)  L- @L  F  IX- ` x- - g0 L @     Y 	PL L@F HX-#`-	  L1 @L  F  IX- ` ѐ- - f L @    $ 5 	PL L@F HX-#`-  L3 @L  F  IX- ` p- - hg L @B     	Pߴ ߲ %%%`%F F FF߳ @X% %r-NNuL7@N FBÈ-   NFNwNu߱ 7-w-  T    =3  ߴ  %@%߲ `%߳  % %@X%F F FF r-   !   !߳ ߲ %%ߴ % % %@X%F F FF r-   !   !ߥ ߤ    !   !    Y-8-  L  L$ @F #- 0߿ L ߥ FBO  L ߹ $--ߤ f      xߙ  pߡP ߡ(g L ߡ g Dg H g g @ߡH߰H  ߦ x (% 	ߤ@ߩg Hߙ  ߨ ߦg T 	  %ߡp @$ ߆  ߢxd^ ߣ $ *ߥ ߿    *   < -ߨ ߧ f ސ- d R ߧ    @   ! Ip- 	`#H-$
 J /f  ej  ߭ ߦ ߥ  xh- 	` P-߮ ߩ  Ϩ-߮ L/ @-M-  F M, @L L@F '--P  L4 @M  F  P-  - - heL M @  #  d ] L L@F '--  L- @M  F  P-  p- H- xe M @    D 9 L L@F '--p  L/ @M  F  P-  Ϩ- - ej M @  #   ߸  %%ߵ %%F F FF % @ X%-O  ߷ L L6 N @Fc- ȸ@  N FBO  L ߴ --d  ߳    C     !   !ߵ ߸  %%%% X% %F F F @F -   !   !ߵ  %߸ %%% X% %F F F @F -   !   !ߧ ߦ    !   !   ( _ - H- 0L  L& @F - @ߥ L ߧ FBL  L ߿  - -ߦ f      @   !   !R` ߤ0 (<$ dF $ *T ߤ0 8ߦ  / ǰ-߮ ߭Xf Š- e R ߤX   !   !f      ! Lx- X np-߫ P-`- $ L2  Mn @F h- / P- ߨ  
nP-ߧ ߦ e?  `ߥX wh-B  L  L @F@ h-- ȸL2  L @FL  L(    P- Ԡ- x- -   pg   $ e L  L @F@ h-- L2  L @F L  L( P   P- Ԡ- X- -   `eI    ? L  L @F@ h-- L2  L @F L  L( 0   P- Ԡ- h- -   e? `  D ߶  %%F %%`P%߳@H%߲ N  N @F  R-߳ L7  Nr @F AN  L r-  ߹  N  N F #- Nu  L u-  ?@     !   !%%`%F %߶ `P%߳@H% ߲    !   !߶  %%%F % %`P%߳@H% ߲ ߤXߥ    !   !   ^0-  8(-߿ L'  O @F A  -@- 0ߥ   L  L ߥ F -  O  L -ߤXf      !ߤ0ߥ ߰8߯ ߮ ߭ ߬߫@߲`ߪߩHߨ ߧ($ 4ߦPߥX- e@ߙ  8e@߱8 e߰H e rX-eJ@@g L3H-g He@Hg Dd@ g  0-(g @ (-Pߦ xd Xߥh C-0	߳ߴ x߱߲Ў  ߹p߸h <$ ߪ $ * ߡx   !   !g  g6 ߷  
8f  
ȸ //X- 
g9g߸ 9H-@-$ % *2  
X  eg *` ]N R` F   <^(-$  ( 0>% --$  - /N  F  & d!    F @2-F F U & ߡ`* Af   h
  pB p< p>p--h-   !   !  x px-ǁ .h- F 
FF    !1x--F F 	p-(/F 	 //N$  F ! !-N#  F f N%@F9    F J@ND  F A-NC@F@f NE  F 1E  FB F	A@FF0 F@F-@  F    !FI@F F8 F@F-@F Nߠg    !f f ߱߲߳   !   !ߴ߶߿߼ p߷ߵ߰߾ g    j                                                                                                	                                                                                                                                     !                        $             (             ,   !          0   $          4   "          8             <   "          @             D             H             L   !          P             T   !          X             \   !          `   "          d   #          h             l   $          p   !          t   &          x   "          |                "                          "             '             %             &             '             %             &             '             %             &             '             %                          ,             -             .             .             ,             -             W            j         *            T            Z            `            f            t            x            |                                                                                                                                                            
                                 &  8         *  8         .  9         2  9         8  :         <  :         @  9         D  9         R  P         V  Q         \  R         `  Q                                                 H                    $                  (                  <                     T                    |                       !                    "                    $                 <                                                               #                                        $                                                            !                    &                    "                 4                    8                    T                    \                    `                       '                    %                    (                  (                  *                 	,   ,                 	   -                 	   /                 	   +                 
   *                 (   *                    *                    /                 T   .                    ,                    ,                    -                 4   +                 P   .                 T   /                 !   /                 "   /                 "   0               "   0               #   2                 #4   :                 $   :                 ,    @                 ,H   @                 -   @                 .   D               .   D               6   U               6   U               J   V               K    V               QX   ^                 Q   W                 ST   i               Sh   i               ^X   q                 ^   j                 `4   |               `8   |               `L   ~                 b   ~                 b,   ~                 h                  h                  i|                    i                    i                    i                    i                  j                   j`                    j                    j                    j                  j                  k                    k$                    k(                    l                   l$                  lh                    lp                    l                  l                  l                    r$                  r(                  r<                    r`                    rh                    }                    }@                                                                            D                                                            `                                                                                <                    d                    @                                        p                                                                            X                    |                    8                                        P                                        x                                                                                                                                                                                     
                 (  
                 T                   8                   <  
                 d                   <                   P                   T                   \  
                                                                                          $                    (                   X                   x                                                         $  $               (  $               8  &                 H  '                 l  ;                   ;                   6                    ;                   8                 |  9                  :                @  9                  ;                D  <              H  <              X  >                h  ?                  S                  S                  N                  P                8  S                  Q                $  R                |  Q                  S                "  P                  D                                    @                                                             |                                    ,            |                                                            @                                    L                                                !            #X            #            $(            ,,            .t            /X            0D            @            @            KD            KH            Q            Q            S            S            ^            ^            `            `            f             f            h            i            i            ip            j            j            jX            jt            l4            l            m8            m            rp            r            s4            x            {            }$                                                                                    0                                                                                                (                                    |                        4            X            \            d                                                                                                (            <                                                D            P            Ӵ            ـ            ܔ            ߠ                                    @            D            H                         T                                                H                                                                         $            @                        X            \            `            |                                                            |            D                                  T           
                                                                                        $                                                       T           P           #           $                         (        
T
d                        /home/naomi/work/LOAM/NEW/dyn_new.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_new.f -fB,/usr/tmp/ctmB.BAAa000eg          INTEGER*4 IDIG        0                      (MLEN                             XINOUT                     DDIV             "       WTOP       "      .      DWCAL       .      6      VERTU       6      J      VERTT       J      S<      VERTTS       S@      `,      VERTTR       `0      h      hENSO2DATE        h      i      REAL DATE2ENSO              i      j      DAYOFYEAR 0      j      l      8ENSO2RES        l       l      pKNERGY       l      r      PNERGY       r       h      VEL_UPDAT        p      |      DHORIZ                   THORIZ             l      `ZERO_EM        p      <      COPYA2B        @            DECAP                    CAPFRM                    hTDECAP                     FIXED_DEP                     	CAPT              X      	pTUPDAT        `      Ь      	ZERODT       а            
BCSET             `      
HLOGICAL*4 NON_STABLE       C      `            (H_UPDAT                   pBTPGF             @      BTPGF_OLD      @     %      p        G        d 
    /home/naomi/work/LOAM/NEW  dyn_new.f 弐comm_new.h أcomm_para.h Ӊ  	        6Q~`-)x4l`%A,=,E( 5!$@LLd) %(4$W"~2`],YP1-Nx	|: XLx=~=H&98@d8	~`a
ueyM=lu}BWa!*(}T$)a!(|E~M
0}%$h$<	$-EH4!$A{V'2
{}\e}(}~
tN{U,-ZtE(e<z
{zLEIv<z89^@^%V
Z8V/V9VUV0$f?
~=5ydz{	aCPxTOx/Ix,aIwx\~9	.$a@x\9}F8
htLDw
	Ty#LA~A0\0\	~]x,,$`$v	 mv

Nw
zU<-rmI@1(f$NE*IN~5u

~Kbz-Ra-!R&&@*IN~9 %B  $ >  . I?@
@  . ?@
@           @	@              (                        A0L@                                    x             @                      AEICHA@GJJCKBLCMBNBOBP         @                      AF@CHPABCA	C
d         p              "       BCCBCDCAF
BlCA	X89;<=d:H
g	ACA89;                          .       AH@DBDBDCA	CA
IAAAAAAA89:;<=>?                          6       BLFGA@CLCFVb8QAF	BBE
EA
EFCE	CAAAAAAAA89:;<=>?CEJFBB	YAAAAAAA?89:;<=>?                        J      l BHH
A@DABBHDM	NAAAAY89:;<G	AABCBGCNFACC89:;<                       S@       BFIBBB@FCFD
B	cBAAAAAAm89:;<=>?HA
BB	GBEDPA89:;             x              `0       AEADDAH@TWABB	A
AAAAAA89<=>?                             h                                  i                    0              j      8 A0CCBE@                           l                     P              l      h BFDFKBH@D
A	HN                            r       H AL	CDD@ECAAA
AAAMI?GQZYAOGACN;<=eH           P              p       APD	FCCDDBFB                                0@ AP	BDB@M
ADBCGQCBHhGY
:ADCVFT              P                     BIGH@CABA
DFH	                       p        A                         @       A          X                     ApH@CCBBCA
FDD	              X                     A`D@CCD	DCCB
BA              H                      A`DFBCBEBB         P                      APDDCEC
CCBB	            H                    H A`DECBECBC         @              `      L A@CCCHDCEr          8              а       AACBBBCDE                             AP@F
C	BCDDCDCA	CABQCDCACGDBECFZICABBNGCMABBKCGC             @              `      h AFCFGAAAAAA@         x                    D BEB
C	D@FBECAAAAAAAAAAb89:;<=>?          x                       AH	C
CB@DRCHCDBHk8XAEfGCECDC        `             @       AH	C
CBB@CA^TC[EO1EDP          8                                   %                                            IDIG       !MLEN       KINOUT       oDDIV       WTOP       DWCAL       VERTU       VERTT       !VERTTS       FVERTTR       kENSO2DATE       DATE2ENSO       DAYOFYEAR       ENSO2RES       KNERGY       ;PNERGY       `VEL_UPDAT       DHORIZ       THORIZ       ZERO_EM       COPYA2B       DECAP       @CAPFRM       eTDECAP       FIXED_DEP       CAPT       TUPDAT       ZERODT       BCSET       PNON_STABLE       H_UPDAT       BTPGF       BTPGF_OLD                       y             0  W          8             `  W          h               W                         W                        W                        W                       W                        W                       W                     p  W         x              W                       W                      @  W         H            x  W                       W                       W                        W                       W                     h  W         p              W                       W                       W                     p  W         x              W                     	   W         	(            	x  W         	            	  W         	            
  W         
            
P  W         
X            0  W         8            x  W                       W                      x  W                      
  V            U         	                          W         3            ;            C  W         W            _            g  W         z                          W                                   W                                   W                                   W         	                          W         .            6            >  W         S            [            c  W         z                          W                                   W                                   W                                   W         #            +            3  W         H            P            X  W         p            x              W                                   W                                   W                                   W                                   W         (            0            8  W         M            U            ]  W         r            z              W                                   W                                   W                                   W                                   W         +            3            ;  W         i            q            y  W                                   W                                   W                                   W          
  T                        
  T      W     j                                                                                              @                               	                        !(      L                                                 "t                                                        /       @                          $                        /       `                          *                        08      E                          2                       1       O                          :       0                1       l                         @                        2@     %                         Fp  !                    X      j   	                      X   	                     Zx      p      
                 n                        _      X      	                 y   	                     q@      	      	                 p                     z       @                          p                       {                                 p                             O                          p                       d       B                          p                                                      p                       ~       @                          p                                                          	                                                      	                                                     	                           P                         	                     `                              '   	                                                  ;p                                                  senq_dens.o/    839864735   1572  1572  100644  12096     `
ELF                                    )@0   @     @                                                                                                                                   &        0          /                  8                  A                   J               X   T        @       `   ^               h   h               X   r        p       `   |               h           @       ,           p       L                                                                                                                                                                          	                                        ,                   .symtab .shstrtab .strtab .comment .sdata .lit4 .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames  .sdata .lit4 .text sdens12_ sdens14_ sdens17_ pdens12_ pdens14_ pdens17_ sdens012_ sdens014_ sdens017_ pdens012_ pdens014_ pdens017_ pdens1_ pdens4_ .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames be::6.02:senq_dens.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4   0۹Py;1ϧ?ND8m4V8纻@(=AX"=02Pj;xPTH?N(? [8xz5	8 H:?4=E GI06cPY-ٿ;4=ȷע?Nl-Զ8u5.8e65PM=kƾ&U-/͋]]
;A?N8E4ƞ82*@a=A48/ҳ]*_;	?NyA8~48Լ %?j=E%0	5]ޚ;{4/0:K?N3Vu:858e O!=jR$"n0۹Py;1ϧ?ND8m4V8纻@(=AX"=02Pj;xPTH?N(? [8xz5	8 H:?4=E GI06cPY-ٿ;4=ȷע?Nl-Զ8u5.8e65PM=kƾ&U-/͋]]
;A?N8E4ƞ82*@a=A48/ҳ]*_;	?NyA8~48Լ %?j=E%0	5]ޚ;{4/0:K?N3Vu:858e O!=jR$"n?VB);Idc>,<C")?J;!%            <  $B  % Y-ģ  ǁ  ǀ $Lǁ (ǀ ,Lą  ǈ LH* ǁ ǀ L*`LA  Ǌ Ǆ L	 Ǌ  Ǉ L)ǀ 0ǂ LEHL0 LA8L    %L     !   !<  $B  % Y-ģ  ǂ \ǀ `  Lǂ Pǀ TL
 ą  Ǌ XL	Ǌ LM
* ǂ dǀ hLLAL9ǀ lǋ DǄ HL	 ǉ <ǂ @LI(ǋ 4ǉ 8M+*`L0 LAHL    %L     !   !<  $B  % Y-ģ  ǁ ǀ Lǁ ǀ L   ǈ L
 ą  Ǉ L	Ǌ M
* ǂ ǀ LLAǂ ǀ L*`ǂ pǀ tL*L9ǌ |ǂ LL(Ǆ LI ǀ ǉ xM%Z`L0 LAHL    %L     !   !   !   !<  $B  % Y-ģ  ǁ ǀ Lǁ ǀ Lą  ǈ LH* ǁ ǀ L*`LA  Ǌ Ǆ L	 Ǌ Ǉ L)ǀ ǂ LEHL0 LA8L    %L     !   !<  $B  % Y-ģ  ǂǀ  LǂǀL
 ą  ǊL	ǊM
* ǂǀ LLAL9ǀ$ǋ Ǆ L	 ǉ ǂ LI(ǋ ǉ M+*`L0 LAHL    %L     !   !<  $B  % Y-ģ  ǁPǀTLǁ\ǀ`L   ǈLL
 ą  ǇXL	ǊHM
* ǂdǀhLLAǂ<ǀ@L*`ǂ(ǀ,L*L9ǌ4ǂ8LL(ǄDLI ǀlǉ0M%Z`L0 LAHL    %L     !   !   !   !<  $B  % Y-Ģ  ǁǀL ǁǀL ă  ǅL L! ǀL  ǁ  %L     !   !   !<  $B  % Y-Ģ  ǁǀă  L ǁǀL`ǁǀL L) L! ǀL  ǁ  %L     !<  $B  % Y-ħ  ǁǀL9 ǅ ǁǀL8ā  L	 ǂǀ L8La ǆǀ$L8 LA  %L     !   !   !<  $B  % Y-Ģ  ǁHǀLL ǁPǀTL ă  ǅ@L L! ǀXL  ǁ<  %L     !   !   !<  $B  % Y-Ģ  ǁǀă  L ǁtǀ|L`ǁǀL L) L! ǀL  ǁp  %L     !<  $B  % Y-ħ  ǁǀL9 ǅǁǀL8ā  L	 ǂǀL8La ǆǀL8 LA  %L     !   !   !<  $B  % Y-ā  ǂ  ǀ L8  %    !   !<  $B  % Y-ā  ǂ ǀ Lǀ L8ġ  ǃ L ǂ     %L     !     Z                                                                                                   0                  4                                                                                              	               $   	                  
                  
               @                  D                                                                                          p                  t                                                      @                  D                  p                  t                                                           $             0             8             <             L             P             X             \             d             h                                                                                                                                                                                                             D            H            P            T            `            l            t            |                                                                                                                                                                                                 (            ,            <            @            H            L            T            X                                                                                                                                                                                                4            8            @            D            P            \            d            l            p            |                                                                                                                                                                                     $            T            X            d            h            p            t                                                                                                                                                $            (            0            4            @            L            T                                                                                                                                                                                                                        T            X                                                                        (        
T
d               a         /home/naomi/work/LOAM/NEW/senq_dens.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O2 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=senq_dens.f -fB,/usr/tmp/ctmB.BAAa000ek          REAL SDENS12                               (SDENS14                      ,       PSDENS17               0             xPDENS12                     |       PDENS14                            PDENS17                             SDENS012                     8      SDENS014               @            @SDENS017                           hPDENS012                     h      PDENS014               p            PDENS017                     8      PDENS1               @      l      PDENS4               p            0        h        N 
    /home/naomi/work/LOAM/NEW  senq_dens.f ꧐?dens.h   	        )Q  $ ~~$~~~~}}!0 %B  $ >  . I?@
@           @	@                                                                                                      0                                                                                                                                                    X                            @       `                                   h                                   X                            p       `                                   h                            @       ,                            p       L             8                                                                          i       SDENS12       SDENS14       GSDENS17       tPDENS12       PDENS14       PDENS17       SDENS012       )SDENS014       WSDENS017       PDENS012       PDENS014       PDENS017       PDENS1       ;PDENS4                 c             0             8             X             `                                                                                                                                 (            H            P            p            x                                                                                                            8            @             
                                     
                        /            7            ?            \            d            l                                                                                                                                                !            ?            G            O            m            u            }                                                                                                                        #            +            3            O            W            _             
                           
                                                                                                  @                              	                              ,                                                 $      @                                                  d       B                          $                                                       +       0                                                1                                                       7p  !                     l       Z                         I   	                                                    _                                                      j   	                      x      	0                       tp                             0                          p                              i                          p                        A      p                          p                                0                          p                              X                          p                        #9       @                          p                        #y                                   	                      $                                 	                      $                                	                      &P                               	                      )                                 	                      )0                           barotropic.o/   839864757   1572  1572  100644  73872     `
ELF                                   0   @     @                                                                                                                   	                   $  
                   *  
              P   5                      ;                      B               H   M                  X               (   c               0   m                  x              P                 @                  X                                                                                           8                  @                                                      T                  d                     	                                                               "                     ,                     5                     ?                     H                     P                     W                     a                     j                     s                                                                                      
      P                                                             (                 0                                 P                @                 X                                                                                      8  &               @  0                 ;                 F               T  R               d  ^                  j                     u                                                                                                                                
                                               (                 0                                 P                @                 X                                                                                      8  (               @  2                 =                 H               T  T               d  `                  l                     u                     ~                       
                                                                                        (                 0                                 P                @                 X                                                                                      8                 @  #                 .                 9               T  E               d  Q                  ]                     a                     e                     m                     v                                                                                                           
                                                                                        (                 0                                 P                @                 X                                                     &                  .               8  8               @  B                 M                 X               T  d               d  p                  |  
                                                                                         (                 0                                 P                @                 X                                                                                      8  	               @                                    )               T  5               d  A                  M  
      #      l  X                     ^                 i               (  t               0  ~                               P                @                 X                                                                                      8                 @                                                   T                 d                                                              "                     &  
      %          5                 @               (  K               0  U                 `              P  k              @  v               X                                                                                      8                 @                                                   T                 d                      
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              @  	               X  	                 	'                 	2                 	:                  	B               8  	L               @  	V                 	a                 	l               T  	x               d  	                  	                 	                     	                     	                     	                     	                     	                     	                     	  
      *@        	                     	                 	               (  
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      T                                        (                 0                                 P                @                 X                                                                                      8                 @  "                 -                 8               T  D               d  P                  \                     e                     n                     v                                                                                      
      VP                                        (                 0                                 P                @                 X                                    	                                                  8  #               @  -                 8                 C               T  O               d  [                  g                     r                     v                                                                                                                                                                                                                                                .symtab .shstrtab .strtab .comment .sdata .rodata .srdata .lit4 .lit8 .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames .MIPS.interfaces  .sdata .rodata .srdata .lit4 .lit8 .text baro_init_ s_cmp s_copy data_geom_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ mem_alloc_ mod mod_open_ mod_init_ mod_gra_ mem_free_ mod_mat_ mod_lu_ flush_ f_open064 e_wsle64 s_wsle64 __kai_do_lio64 e_wsfe64 s_wsfe64 do_fio64 baro_solv_ s_cmp mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ mem_alloc_ do_winds_ mod_rhs_ mod_sol_ mod mem_free_ flush_ mod_open_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ e_wsle64 s_wsle64 __kai_do_lio64 mod_init_ sinf cosf mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ cos sin extend_ e_wsle64 s_wsle64 __kai_do_lio64 e_wsfe64 s_wsfe64 do_fio64 mod_sink_ s_copy s_cmp mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ extend_ s_cmp s_copy mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ do_island_ s_cmp mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ mod max min do_island_int_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ do_island_int2_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ mod_mat_ s_stop pow_ri mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ band_local_ do_xi_eta_ do_elem_ add_dt_ assem_ e_wsle64 s_wsle64 __kai_do_lio64 assem_ s_cmp mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ matr_local_ coef_matr_ do_elem_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ matr_local_ abs add_dt_ pow_ri mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ matr_local_ mod do_xi_eta_ s_cmp mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ coef_matr_ s_cmp mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ band_local_ real mod_rhs_ pow_ri s_cmp mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ mem_alloc_ mod mem_free_ mod_lu_ s_stop mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ icpu_time_ mem_alloc_ mem_realloc_ y12mfe_ do_island_int_ mem_free_ e_wsle64 s_wsle64 __kai_do_lio64 f_open064 __kai_do_lio64_1dim f_clos64 mod_sol_ s_stop mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ mem_alloc_ y12mfe_ mem_free_ e_wsle64 s_wsle64 __kai_do_lio64 mod_gra_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ init_pack_ to_y12m_ init_pack_ s_cmp mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ mem_alloc_ to_y12m_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ mem_alloc_ do_adj1_ do_adj1_ s_cmp mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ add_to_graph_ add_to_graph_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ baro_rinit_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ mod_gra_ mod_mat_ mod_lu_ mem_free_ e_wsle64 s_wsle64 __kai_do_lio64 do_winds_ mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ baro_input_ mem_alloc_ mod mem_free_ .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames be::6.02:barotropic.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4        baro deph       baro fcor       baro emxy       baro emxx       baro emyy       baro mask       baro bound rhs  X-boundary points: i, ix,iy, lxx(i)     interior points + X-boundary points 1/2:interior points + X-boundary points 2/2:Y-boundary points: i, ix, iy, lyx(i)    BARO iox:       baro relx_p     baro relx_m     baro rely_p     baro rely_m     baro rhs_bc     baro taux       baro tauy               BAROTROPIC SOLVER INFO          ----------------------  NX,   NY     =  X_MIN, X_MAX =  Y_MIN, Y_MAX =  epsilon      =  Rayleigh friction=      masks 1/2 :     masks 2/2 :     BARO: The matrix has the wrong size !!! baro tmp1       baro sol1       baro pivot      baro rhs0       LU factorization:       NPACK, NONZ, NN12 =     formatted       growth factor = minimal pivotal element =       max number of non-zero elements needed  in array aa =   if this last number was much smaller than       , reduce NN12   CPU time for LU factorization was       BARO:   !!! Error code from Y12M:       Baro_solv:      number of iterations performed =max-norm of last correction vector =    max-norm of last residual vector =      max-norm of corrected solution vector = BARO:  !!! Error code from Y12M:baro list       baro ilst       rinit: epsilon      =   rinit: Rayleigh friction=       baro emxbaro emyL       W       (200a1) (200i3) P       baro solbaro rhs1       S       baro b1 baro a1 baro sn baro ha matr    aa:     iro:    ico:     sec    baro irobaro icobaro aa                 ?            G ?   ?   AXT    @)!TD-@	!TD-@f     ?              g       % &  D ߦ`ߥh$D@%ߪPߩXD   Ĥ  F F`T  5  FF  <  F %  $ F- @% ௣ |8?  ߥ߄  ߆  0Ħ  ߥ ߆     ߗ       ߞ   @!g $ d   * g ߄  (2  !      5      !  <g  (ߡpd! - ' 0/-d2   !   !   !N f $c  |   !   !ߪp @B$f  H-0*    ! 	H XKP- @<- OzP@/P/	-e   !   !   !N@N $t   f $c  |$ ߸x   T`* %  ( )0Q      ! <g f  /-g   !   !   !N   f & ߣx&  A*     !  a -- B < / z /dq-N @N   f    !   !FA߲ $ F @8%$ 	߰ @% ߕ   	   &- ,     !   ! g   (%ߓ   0%`% 	 %@%fG  0%`% (% 	f (g   0% (%f 0`%$  	@%@%g  0%`% (% 	f 8@%fG   0%`% (% 	f @@%fG 0 0%`% (% 	f H@%fG @ 0%`% (% 	f P@%fG P (%`%g  	g `%$ fG ` 0%g  (%߁   	d$ ߔ  $  $  8%* (%   |%   !   !   !  |- | 	d$% (%$  | 8%' * |   !g ߰ߡ ߔ  ߑ  $ 3  %u*  ^ |   ! ȸ߶ ٰ-߸   &   & #        ׸! (ߖ  -!'     -   | 9   (?--   | 9  0?--   | 9  8?--   | 9  @?--   | 9   H?--   |9 (  P?-- 8%0%@(% % |װ- 	f |& c* |   !g$ ߙ  ߁  g ߂  ?     ! د诠dC B   	߂  _    !ߙ  g@$     !P@$  	D$ ߿ $ #g pߙ    g   	g ߙ   	   !ߟ   ߸ g g ߡ ߔ  $ 2  % ȸU*$   l |-   !   !ߙ   ߡ  "-ߣ "c  $A #   $!  A# C     b $D     "! ($   + C!P@$ D 	g@8%ߐ  g | % `(% 	 %8%g  % g  	 %8%g  % g  	 % %8%g   | % ߿   - 	d&ߙ   	   !ߣ  $ c   "* C* + + "$     ! (    !   !   !$   @- 8%g % 	e |' ߟ  D* ߢ  |   C-   !   !ߙ  $ $     !Pg@g g 0@$ g   	D$ ($ ߢ $ (dF ߙ   (g ( 	g ߙ   	   !ߙ   ߓ   @%@ 0 P@$ D 	g@ $A  @* C
$  C%?*     !   !   ! $"  " @(% %$    0- `% 0 "- 	d& $0 0*  ߙ   	   !ߙ   'ү g  g @P@ߙ  $ D 	g@ߡ 8%d& ߙ   8g 8 	 %ߙ   	   !ߙ   ߓ    %  /    !   !P@$ D 	g@ ' *
 C%*     ! $"  " @(% %$    0- `% @ "- 	d& $0 0*  ߙ   	   !ߙ   'կ P@ߙ  $ D 	g@ߡ $ $d& ߙ   Hg H 	 %ߙ   	   !$    !$ ߲Hg ߿@ߔ    % u*$  Y |A-   !   !   !$ ߙ   ߢ  C-ߣ Bd  $C d   $c  C# D      D ߂   $     d ! ($ B  C ) !P@D 	g@8%ߐ  g | % Pg P 	 %8%g  % Xg X 	 %8%g  % `g ` 	 % %8%g h | % @ hH@- 	eߙ   	   ! $ - 8%%g  	d$ |' b*  |A-ߙ   	ߤ ߙ   	   !ߙ   	g ߿ g ߁  $ g$ 	ߙ  g ! $ " d   ! 	ߥ ߿   $ %?*ߡ  |   "-   !   !   ! ߡ  "-# |$# ߢ   #* |  D-$ g ߙ   ߓ  g p 0%g x 7 g ($ @P$ D 	g@ $  %'8*      !   !   ! '    - ߿ - p$ 8%0%@(% %`%   	 x ' 0*篰    !   !ߙ   	   !g (ߙ   $! ͯ ߙ  g ߥ  	g    !   !$ @%߳ fg g  ߕ  @0%߱ % (%ߐ   	f @%fg0@0%% (% 	f @%fg@@0%% (% 	f %@%fgP@0% (% 	f   $ Ǚ ߕ  ߔ  *g 0   |   "-P & C   $D # C  | (ޡ    %- $B  9 | ޡ  "-9 | ޡ  "-9 | ޡ   "-9 ޲   |Q0-߂  Q- 8@ !  F >E  8  F ަ  0-   !$  % -`(% 	 8%@ ޲   ,/ _-   F ߕ   | ޿ -޲     !   ! |Q-߂  Q-  @ !F>`(%$ %E    !`F ޣ  d-`   !   !  @- 8% 	e |@ ޲   ,- _-@F ߟ     #-  |   0  -- A-߂  @ !F>߈  E    ! C(-ĠF ߄  ܃  f-`  |ܒ  H/8/ 8 	HG8-   XIP-߉  F>E    !@F )  +H-  |ߕ  $c  `*[ |   !   !߲ g 8$ ߑ  ߶ ߴg   % 0%ߥ ߍ  ׹ ׸  	e ߷  % 0%߰0ߵ$ ߭ e`ߥ ߍ  ߱(߳ 	e ߾ ߙ   	   !ߙ   	g ߙ  ߄  ߅   	g ߙ  ߍ       ! 	g ߿8߼  g@gP x %  %<    %$!   p %   9- h % `%$ g @߁   0g  d" 0 ߓ    Xf~ fe ߙ   d$ 0 `  	 % Hߡ $ 	 g  fe ߁   d!  ߄  % 8 % @ P 	d'p%ߡ 8g $ 	d'g  fe  	g ߪ 0@H%@@%8% 0%ߙ   (% 	 %8% 0%ߙ  f5  (% 	 %ߙ   	   !ߢ $     8% 4*  ߞ  ߖ    j   ! <fW  Ǚ - (   !   !$#B   b   $r  2# " a    " 0%  g A!b ( "!a % 1- 	d$0%8%a @ 
 1-  -ߟ  !  0-%f 	g 0ߟ  c 0%@    ! k ,+-T  0 -! !-  8+/ -B "-X q-%g 8% 	dd @%8%c 0% q-g H%F Άdd 	FƓߟ  ߡ (F @    !    !f ߢ 8%f ׸ P׹ H׺ @ߴ xg  ߒ  ߶ h 0%߰ @%߷ ` (% 	ߤ ߳ ߵ p 0%@%߾ X (% 	߄  @%߲  0%߱  (%߰  	ߤ  ߙ  ߂  B @    ! 	g    !߿ ߼   g g<  $!   % 9-  ߁   " D  F `Ā  g F ߂  ! ! A     @ $ߔ   % $  	  ߖ  % 	   !  % g   	$ $ g   ߓ  g ߆  `%   d   	f&% 	   !  %  	g $ f&`% g  	g % 	   !  %  	g % 	   !  %  	g $ f&`% g  	g $ g  `% g ߗ   	f $ f `%  g   	g % 	   !  %  	g $ f&`% (g ( 	g $  xg 0`% 0g  ߑ   	f& `%$  0%g 8 8 	g  ߑ   % 	   ! $ ߞ   g %  % 	$  $ 8%߾ xgg @ߓ  g `% @ % 	$ 8%g H Hg  ߁  `%@ %  	d& ߿ 8%g `% Pg P 	@ % % 	   !߿  $  %g ௢  	   %8%g `% Xg X 	 %8%g ``% `@ %ߕ   	f $ % 	   !ߢ  $  @% g ௿  	   %$ g߾ `% hg h 	 %߷ 0%ߵ 8%`% p߶ g p߳ ߴ  	@ %߲  %߱  	   !߿  %߰  g0   !   !g <  $!     9-߁    ! F  F  !ׁ F! ǂ $F ׁ F! ׂ F#ׁ  F! F  F  ߐ  ׃  ߙ      P 	F fF X H F F ߙ  F  	  L8׺ X׹ PF ׸ Hߙ   	  g ߁  $  `$ ߙ  !  p h"    ! g   	  $ $ g  g ߙ  ߟ    g   x 	f( ߙ    	   !ߙ  g  ߖ     ( ?%  #&ߕ   # 0 "#g $  8  $   	g ߱ 08% $  (* 
 CT*%`    !   !   !   !  `(%   %- -% g 	& 8%P*   !ߙ   	   !g  ߡ 0ߢ 8ߙ  $!" 0߱ ߳ ߴ ߲ ߵ x  ߙ  $   	g  ߿ ($ g8ߙ   g  x 	 % ߙ    	   !ߙ     >%  #&ߕ   # 0 "#g $  @ g   $   	g ߱ 08% $d  `(* e 
 C `% p*`    !   !  `(%   %- -% g 	& 8%P*   !ߙ   	   !ߡ 0ߢ @ߙ  $!" 0߱ ߳ ߴ ߲ ߵ x   !߰ ߷ h߿ ߾ `߶ p߼   g g<  $!     9- @ߕ  $  8$  0   V* p  d g P (ߞ   h ` X$  P H   !   !߸  '*` C   !   !   ! 3 8%0%  (%Y!޹ 0-%g 	&R ߙ  8%߁  *@ *   !  !  ߂   #-@  0%g ޡ    0- 	d$ߡ ߢ  # ( b-``# 0 b-``# 8 b-``# @ b-``# H b-``! P "-     !    !   !   !$ ߡ ߿ $! * ߰ h߲ Xߴ H߷ 0߳ P߱ `߾ (   !   !߿ p߼  ߵ @߶ 8 g    !   !g<  $!     9- 0ߔ   ($ 8% @%&D ( P H  X5    !   *@  % 0% d ߖ  %     !&  ,ޅ 	H- @- (-e 	d%8%&R  &F  0%2(*  ߶      %*%  8%&B 0% " ߖ  %     ! ! ,ރ  (/ d - e-d 	de%8%&R 0% &D d 2*`  ߶    8&$    2*  I ߓ  ߖ   g    !   !   !g 0 &B " 8%0%g   !ށ `% 0- 	d$0%8%@    !ޟ -% (% 	d$8%0% (% /ޟ % - 	   !   !   !8%0%(%ށ `% 0- 	d$8%&R ߡ 0% 2*@ 
   !(% /ޟ % - 	   !   !    !߳ 8߶  ߷ ߱ Hߴ 0߿ X߼  ߵ (߲ @߰ P߾  g `   !g<  $!     9- 0߂    $ $ ߔ   @ 8g H (U  $  H* W B $  Xߟ    *  P   !   !   !&X    ' P# $ `(%  8%-g%   	&1 ߡ 0*&R @ X* %(* *!*$# @% % ߟ  `   !߰ Pߒ  ' ߱ ߿ X߼  &߾ U <& ߷ T 0ߴ 0&1߶  S 4ߵ (߳ 8Q 8߱ H߲ @ g `   !    !   !   !g g    !g<  $!     9-  `ߖ   @Ǚ ߃   HF   X  p$  D  *F  8ǚ  x h2  < 0  RF`     Ǹ Ǵ d  q 0r 8-   !   ! 0&0- FCF@ (E(- ġFCF f & Ǹ     !   !߉   @B&  X8* *   ! @<  Ǹ Ǵ K- Gz1 02 8- `,h- ŶFՃFŀL`- ŖFՃF     `,h-ŶFǶ FL`- ŖFǶ F f Ǹ     !FFߐ  g   %g $    	 F  %g   	g ߁  ߑ  F C8 " FƂǠ F փF ֡  F փ8  # $O F@FF !F: F   $ ߊ   x*  P 
8 ^ - '  *   P%ߋ  " ߓ   T* @%߉    '0P      ! < '$ $  d-   !   !   !e  (-fR & U   !   !ߓ   8B&  &0*    ! 8< ?zG-   !   !h @-h @-fR P  g j * $ ߕ   h PH*ߖ  g   - (%g `0%g @(%8%ߗ  ߞ  ߌ  ݌  `-  % 	 8%`0%%@(% 	  %%@(% 	  %@(%ߌ  %  % 	  `0%8% @(%߬ (%  h`*%߯    !   !$ g ߟ  ߞ  ߲ ߰    ߶ `ߴ p    ! ߙ    	 $ $ 'g  g ߙ  ߁    d!   	d&Hߙ   	   !  (%ߙ   	g    !   !׸ H׺ 8׻ 0׹ @߿ ߼  ߷ Xߵ h߳ x߱ ߾ P g    !   !   !g<  $!    9- 8ߓ   H %`% P % (ߔ   0 	f  $  @ߒ  $ g 0ߙ  f   A  	 " -`%߆  g        %@ 	  B , "#$!  	    
   !   !g ' ߆  `%  % 	    !$ A   ߙ   "- 8%g 0 	d$`%ߦ  g     @ 	   !A ,!'  % 	   	   !g $!ߦ  `%  % 	    !g   %  B  "!ߔ  `%f  	 f ߴ (`%߳ 8g   %B   ߱ H߲ @ "#߰ P 	 ߿ 0߼  g `<  $!  % 9-߃     (d 8  -  F  aăF ac 0 e-  F  F%CcF ߆   F !F#F%)BF#  F  !F$)F$CF 	F$F$	 F F'AF'ׇ  L8L9!F 1F )`L8yL8F$ F 1F )F"	@F  F' F&F'!F'F )GF&BL0!߁  $ # "   @%!        !g<  $!   % 9-  ߑ     0!   &-ǁ ( F ߁  ! $F !  @ FC" 0 F-" 8 0 F- (b % %  g  g  Bߙ  g    H 8 	 % F %ߵ Hg  	(%c  B  ߴ @߿ 8 F B H$ "  @- C8-$ " @ 0- I(-$ H"    -Ǉ  F FF   C-ĢFȂą߳ 0Fɂ" PeF)F I-߲ (F׸ F EFB׹ ߱  FBǧ  L9 Lf8Ǧ L0 L"0xL0F  L%0xF  F  F F "!F 	߁  F F  a" F#@$  F(! # F&" F'   F! % $  #  %߰ "     g P   !   !gP<  $!   p% 9-  % ߓ      % @a   x % (0-߇    ` X $  HF > %c 0$ b 8a @ h(-   H -b H (- H-b P h H-ĸg 0ęz  P[I     	xߙ   (   0E    ǝ ,j i ߑ  Oh-/`-k j  ) oX-OP-ŢŁ 8 @.H-~_ 	e$פ @ף 8FFAߙ  $ , F    8% -FF׾ (׿ 0FBFFBFFB׽  h (@  ? , - d!-       !   !   - -4   	g 0FFłf h (@ ״ ? ,  " ߱  ?/ Pנ   X% F  "H/A  -נ F ܀ ȸ
8-߲        !  FłF ס F$ ߱ -ס  P `X%B  F܀ dH/
8-߲  ȸ5     ! 	H P-f  	H- @-f DF (%F)Bd 8-f ע   0- (-F ߋ  L1(Ħ  L9hc  FFFFǅ ,%Ld(LF(      ߲ ǉ %       !   !ߴ ׸ h׻ P׼ H׹ `߿ ׺ Xߵ x߳ ߰ ߶ p g    !   !   !g<  $!   % 9-  % ߁     %$ $ ! g ߙ     "-   	d$g $ ߁  ߄     ߿  @    !F   ߱  ߰ $C  !   "- @%߲   g 0ߟ  ߙ   8%   - 	d$$   ߁  ߿  ߆  @    !ߣ  ߂    c   B !  D- #-  ߰ BF !F a"  ߱ L"yF `@%߲ ! g 0   !߿  @%߲ ߰ ߱  g 0   !g <  $!    %  9-  %$ 	 g  g  ߁   ߞ    d!   g ߙ   0g  p 	d'p߿ $     f $ 1u  a* ($    lߧ 0 d  <  #  ߖ  !-   !   !   !$b S   $B  b# s      d    C! ( C!     D-`F  !F ߢ   D-& f1 f 2@߶ ߒ   0B&  @e(* =   ! 0< - 7z-&-   !   !   !	%+s   X%k +H#3    `, 
    `%I3   H%) IP#lX! (S lX! hK  m`-łF#F߫  mX-b   XK   P*H! (*H! 	XI  +P-BF#  Fߩ  +H-f1 f 9"   !g 0ߓ  $   ߕ   8%p* x     !  <ߖ  ǚ ( $ Ǜ ߗ  -(%$  8   @ H P X   !   !  -x   -0-%g 	   (%$ @    ! ,- a  "-8% p - 	 8%@ k  ,/ -     ! -/ߐ   r- a8- 0|b0- 2- 8 2-d    2-D g  $F!߁   (% $F'  %g  	 hߢ hg   @%  (% `g  	F   1@-ש `  F!@ Q8- 10- H @ R(-F I 2 -  F9F!  1-ĨFJFB(%$ ĊF
J 8%jFS  PFF1 2-Ǫ LQ`-FJBF1LR8Ǫ LQFLQLQF)@LA LQF)@L9 F)@L1 F )GL)  0 Q-ߡ 8f1 !xD߶ ׹ ׻ x׽ H׾ P׼ @׺ ׸ ׿ X   !   ! $ ߓ  ǔ * &2      ! < $ $  "-   !   !c  p-f & t   !   !ǔ ߓ   (B&   *    ! (< /z-   !f  0-f  0-f   ߗ   $ 8* %ߙ   U1  @    ! H< 	W$	 ߓ  ߖ  $ *-   !   !  qX-k 0 p߫  h-n`-ŠŁF   F k nX-f1 & 0`߶  ߗ   B& ߓ   x* ,   ! < zߖ  0-   !   !   !  Q-R 0 ߲  -X-ƢƃF Fr X-B  Q-R   0 ߲  -X-Ƣ  ƃF Fr X-f1 0B߶    !߱ ߳ ߾ g  ߷ ߲ ߰ g   	ߥ (߿ p߼ ߴ ߵ  g g<  $!   9-P %$ gg XHߑ  g   f6 ߙ  f% @ 	 %@%$ 	(g  f% ߁  0gd1  8f' 	g `ߔ  ߓ  `(%߃  ߒ  ߕ  dw 4fB   ߟ  d~   8f $   @%%g   	  0%$ g  ߿ @@%g h  0%%`(% 	fD ߂  $   B g   "  @%g p߿ `0%g `fD %   	 `g  ߿$ 
  0%(%%f ߡ 	d'ߢg  ߡ @%d'0%(%$ 	߁   	d$ ߂  a  B  fq  " `8%@0% (% %ߙ  g    	A  @0%`8%  ߐ       ! (% %f  	g  %`8%@0% (%g   	߄  ߙ   	   !g`߁   $   % Rp`$ d 	ߑ   % 	   !ߡp$ `  %d 	g`$ ߡ$ d&߁  g h  % hg  	 % 	   !ߢp$  @%`d 	g`$ ߢߡ$ dF  % pg p 	g $ ߡ$ 0%  % xg x 	g $ ߡ$ `0%  % g  	g ߢ$  @%$ @0% g  	g  % 	   !   !g $ ߙ   ߡ   ! (08 g xg$ d!௢ 	ߐ  pg` %`$  	d$ $ ߑ  0% % g  	g $ $ `0% % g  	g $ $ @0% % g  	g ߑ   % 	   !p$ ` %d 	g`$ $ $ $
 g g  g g߁   (%  % g  	 % 	   !p$ ` %d 	g`ߣ$ $  `%$ $
  g g  g g (% 	g   % 	   !p$ ` %d 	g`ߢ$  @%$ g g   	g  % 	   !p`$  %dg` 	   %$ $ $    X%P% g g g gĎa  ߟ   @0% ߁  %g   	%   % 	   !p$ ` %g`d 	   %$ $ 8%g ߟ   g %g  	   % % 	   !p$ ` %g`d 	   %$ $ $ g `X% @P%gg߿ޅ  g   0% g %   %a   	 % 	   !p$ ` %g`d 	   %$ ߣ$ g  `%8%g g 	   % % 	   !p$  %`g`d 	   %g $ ߥ$ $ g % `X% @P%ޅ g0g( g   0%0 %a   	( % 	   ! Pg Pߙ   X$  	 T  (%ߙ   	g ޅ ߢߡC K ފ ކ ވ  $  @ 8   ߙ  ߬ H 0 (  ߁  ߂  @H% ߐ  @8%! E  $  % D 	 g`ߗ  $  %  q Dp` 	d$ $ ߰ߓ  f`%8g8 	g $ g@`%@g  ߞ   	g  ߞ  % 	   !p`%d 	g`$ f `%HgH 	g ߿ $ g  `%PgP 	g  % 	   !p`%d 	g`$ 'f `%XgX 	g $ fH`%`g` 	g ߿ $ g P`%hgh 	g % 	   !p%`d 	g`$ )fX`%pgp 	g $ @0%`%xgx 	g `%$ fg 	g % 	   !ߙ  A   9   ! 	   !g`ߑ  < 6B@ C# % P $    @ *p` 	dߞ  % 	   !p %`d 	g`$ $ !߿ߑ  g %g 	g $ g %g 	g  %$ g g 	g % 	   !$ g`߷A ߵ(ߴ0     !pߙ  ` 	d$ $ !ߢߑ  dF %g 	g  %$ ߦg 	g ߙ   	   !  (%ߙ   	g ߙ   	   !߲@߳8g  g  ߱H(%ߙ  g 	 % %߰P0%߾(%߶  	g߿߼ g`   !   !gp<  $!    9- g  g   ߒ  ߁  fS  d5  ߁  ( d6 $	 B ߐ   I* @@%ߑ    D0J @    ! 
< '$ $  d-E   0-  P  8- 0-F  %  (-ek %) y `B%+  `<X*` &   ! 	X gzl-   !   !M  p-   x-p-F- h-M  p-     x-p-  F- h-ek y     !   !$ g X0%`(%ߙ  0 %ߔ   	 $ 	߹ f0%`(% 	g $ g@ߟ   +9       !P@%  	Dߟ  %  	   !ߡ P$   %@D 	g@$ $ 
fߙ   Pg P 	g ߿ % 	   !߈   ߧ ߦ   " ߁   H ߙ  ߉   (   ߆      e# e, 4   H% 8%    @ 8` % 0 	 $ g@ߡ ،!      !߁     %+  u   !P@D 	 $ $  ߐ  f % Xg X 	g $ g ` % `g ߔ   	f ` ߐ   % 	   !ߡ P$ @  %D 	g@$ ߡ $ $f  % hg h 	g $ ߡ $ f $  % pg p 	g   % 	   !ߡ P$ @  %D 	g@$ ߡ $ "f@  % xg x 	g $ ߡ $ f (  % g  	g   % 	   !ߢ P$  @%@D 	g@$ ߡ $ 'fh  % g  	g ߢ $  @%$ f , g  	g   % 	   !   !   !A $	  )*  @% ?09      ! < $ $  "-   !   !   !ߣ  k -# 0 k-Ądߣ  k -#  k-Ąek %) pd   !߹  0B%%  	X(*    ! 0< 7zfP-   !   !+@-' 0 8-ߧ  @-'  8-' 0ߨ  8-M@  ' ߨ  8-M@  ek j߹ ߐ  0% %`(% 	 % %0%`(% 	g ߉  )   "   !   !Pg@ߙ  @$  	D$ $  ߐ  f % g  	g  %$ 0% g  	g ߙ   	   !  (%ߙ   	g    !   !߰(߲ߴ߶ ߿0߼ ߷ ߵ ߳߱ ߾  g   !   !   !g<  $"          Y-ߙ   	 ߤ ߙ   	   !߿ ߼   g     !g<  $!     9- (ߔ  $  @ 8 $  ߞ  !* g  H P    0   !   !$ ޓ (%r- 8%%fd 	&R 2*@    ! '     !    !߳ 0   ! 0$ 	g f ߑ  f  ߁    %d0   	f %$ 	fg g f ߁   	d$ ߞ  $ $  $  2*    #  %   % < $ -$ (%ށ  0-% 8% 	d$@    !ޟ  fs -ߟ  2 -&    !&R f1 6f ߳ 0߶    !   !߰ H߲ 8ߵ  ߿ P߼  ߷ ߴ (߱ @߾  g `   !g<  $!   % 9-  % $ g   ߁  g g ߂  ߑ   (dP dE #   % ߙ   #! 0 	A f$ ߑ  g        !@0% % (% 	$  %$ g g  ߄   (% 	   !   !ߟ  ߒ  @%ߴ ߁   $   *g   	    	  %@%  $" *   ߱  ߿ 0`%߲ ߰ (߳  g @g<  $!     9- 8ߑ     !   0 "-ߒ   @ %@%g ! ( 	 $ $ ߙ  g 0!   	 " - @%g   @ 
   !" , "#$!   % 	    
   !   !g ' @%  % 	    !   !$ !  ߙ   "- 8%g 0 	d$ @%g  @ 
   !! ,!'  % 	   
   !   !g $!@%  % 	    !   !g   % " @% "! 	 @%߲ 0g   %"  ߰ @߱ 8 "# 	 ߿ (߼   g P   !<  $!  P% 9-߁    ߆  ߇   !  "-+`    !  %  H  	H-    (   8  0-   !@%    !   !g@<  $!     9- P X߁  " D  F `Ā  g pF ߂  ! ! A   `  L@ $ߕ   % p$  	 t (ߐ   % 	   !  p% tg p @ 	$ $ g   0ߑ  g ߆   %   Hd   	f$ g  8 % g  ߒ   	fF $ % 	   !  p%ߵ P t߶ X 	g p$ fߴ H % g  	g @0%߲ 8$  % ߳ @g ߱ 0 	g   %߰ ( 	   !   !ߙ   	g ߙ   	   !ߙ   	g ߙ  ߄  ߅   	g ߿ `߼   g    !   !g<   ( %$!   H %  9- @ %$ 	 g  g  ߁   Pߐ  d!   0f ߙ   f  8 	d'pfK b  $ 0G  C*  ߿ ߉    U   !f9  <    aP-   !%$     $  (#     0    (  ! (  ! ($   -$c `ek g9 j   !߉   PB$g  ` G8* /   ! 
P<LX- 
Wz,-jP--%   x% h#     .    %   h% p# x! (x! / x-a   x   ph! (h! p- h-a  ek g9 j $	 ߋ  ǔ 	*ߴ 0߳ (@ /1
 @    ! 
< $ $ -   !   !   !a   9-4a  9-g9 %) 04ǔ ߋ   B%"  	ȸ*@    ! < z#-d    -d   -d    -  d   -g9 0     !   !߰ Pߙ  g  ߱ Hg   	ߥ  ߿ 8߼ ߲ @ g `                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                              
                                                                              "             &             *             .   	          2   	          6   &          :   (          >   )          B   '          F   (          J   )          N   )          R   )          V   )          Z   '          ^   	          b   (          f   )          j   '          n   +          r   ,          v   *          z   (          ~   )             '             +             ,             *             (             )             '             (             )             )             )             )             '             	                                        !                          +             ,             *             "                                                                                                                     #             $            "            %            A            A            A            B          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0   *                 
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   Z                 @   J                 \   \                 |   [                    ]                                                            K                    M                 @   [                 X   \                    ]                    M                 T   J                    ^                  ^               $   e                 l   b                 t   `                    _                    u                    r                    w                 (   x                 ,                    4                    H   v                 X   z                 `   c                    {                 4   y                 L   z                 x   w                    x                    v                    z                    {                    y                    z                    |                  |                                   <   ~                    }                                                          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                   OD                 OH                 OX                   Ot                   P                    P                    P                    P8                   PD                   P                   Q$                 Q(                 QP                   Q\                   Q`                   Q|                   Q                   Q                   Q                   Q                   Q                   RT                 RX                 Rh                    R                   R                   S,                   T                  T                 T                    T                   T                   T  $               T  $               T  6                 T  &                 T  <                 T  ;                 U0  =                 U8                    UH                    Ul  &                 V   7                 V  8                 V  9                 V$  :                 V(  /                 V,  .                 VT  >               V`  >               V                    V  A                 V                    V  Q                 V  L                 W`  L                 X<  F                 X  F                 Y  S                 $            \                                                            P                        8                        	,            	<            	l            
P                        (            p                                    <                                    @                                                                                     <                                                8                                    |                                    h                                                |                                                            <                                    8            @            H            P            X            p                        $            \            @                        4                        "p            "            "            #            %d            %            '            '4            )            )            *            +(            ,            -0            -            -            .            /            /            0            2(            2H            2            2            4@            6`            6            6            7            7            9<            9            ;l            ;            ;            ;            <             <h            <|            <            <            <            <            <            =            =\            =            =            >D            >            >            >            ?            ?             ?            ?            @            @$            @            A             A<            AL            A            B            B            B            B            B            C,            C            D            D            D            E            EL            Eh            E            E            E            F             F            F            F            F            GX            Gt            G            G            G            H             I            JL            KD            KX            K            K            L0            LT            L            L            Nl            N            N            O            O            P,            P0            QH            QT            QX            Q            Q            Q            R            S8            U4            Uh            U            U            V            V             V4            V            X@            X            Y                          (        
T
d                        /home/naomi/work/LOAM/NEW/barotropic.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O2 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=barotropic.f -fB,/usr/tmp/ctmB.BAAa000ep          BARO_INIT               P       (BARO_SOLV       P              xMOD_OPEN                     MOD_INIT                    MOD_SINK                    EXTEND               #      DO_ISLAND        #      %      @DO_ISLAND_INT        %       %(      DO_ISLAND_INT2       %0      %<      MOD_MAT       %@      *4      ASSEM        *@      ,       0DO_ELEM        ,       -       pADD_DT        -       /      DO_XI_ETA       /      2      COEF_MATR 0      2      4      8MOD_RHS       4      ;      pMOD_LU       ;      G      MOD_SOL       H       N      8MOD_GRA        N      O<      INIT_PACK        O@      Q      TO_Y12M        Q       RP       DO_ADJ1        RP      S      @ADD_TO_GRAPH        T       T|      xBARO_RINIT       T      VH      DO_WINDS        VP      Y@                      U 
    /home/naomi/work/LOAM/NEW  barotropic.f רbarotropic.h Ώ   	         
u e
~,(,(((((1	t4   H,,,,,(4=P14$ l=l \$T-<$ ,%%0< 8, @(()4 0  $<tThhX-D
-~`H5-)	X L 0 $14,9%}<hL0x}~6@	!0pH<dH}d,T$5 M|I)-A=-AD$4H, {1(~ ~	|zx@i$$!0)Ty%%1UT!x<X (L$(4Exrnrr}
{gx	9(<|{|gw
z ~+ !9\Y	2	-w%Qw	Yt $L~}A  4{~IPx\<)v	LD8<@8,
@ (8dtxtXhd(	:xl@,&p4u
489<X||P$*'$)t)tt~L!8	"14=tY ,5$t8D$$H$$,9t$(t	<!s	UP < \ % %B  . ?@
@           @	@              H                      P AE&_,B@!E"F)C*M#B(C'B$A%A+           H              P       AABCCD	BHCF
A@CMA        P                      ACCABK@JJEFo             h                     AUG@ACASDAHICBFJGCBE             P                     AEC	B
D@DBAABAZ           P                      A`EBCDAA
A@CadCG	E            @              #      l A`EBDABB
BB	D@Dh                      %                                    %0        A         P              %@       AEABCBABBDBAC[@b            8              *@       A`EBCBB@D                             ,                     @              -        APC	CMAEBKA@C             P              /       ACCBCDDA
ACIF	GC@ACB       0              2      l A0CCBK@            x              4       ACDG	DE@EAEDCjEDAO
AAAAA89<=>?u`              @              ;      h AE"E#C(D$A@+C*A)C'D&C%         @              H        AEBBACBCAOD@        (              N       L A E@             H              O@       A`ECACC
BA@CVAG	T            8              Q       0 A@CCBCFH@              0              RP       APEECE@                           T        |             H              T       AEAL@JJEFFh            8              VP       A`BCDGCE@              8                                    Y@                                            BARO_INIT       BARO_SOLV       7MOD_OPEN       ^MOD_INIT       MOD_SINK       EXTEND       DO_ISLAND       DO_ISLAND_INT       $DO_ISLAND_INT2       PMOD_MAT       vASSEM       DO_ELEM       ADD_DT       DO_XI_ETA       COEF_MATR       3MOD_RHS       YMOD_LU       ~MOD_SOL       MOD_GRA       INIT_PACK       TO_Y12M       DO_ADJ1       =ADD_TO_GRAPH       gBARO_RINIT       DO_WINDS                  j             0  W          8               W                         W                      (  W         0              W                       W                     H  W         P              W                       W                       W                     8  W         @            x  W                       W                       W                     @  W         H            x  W                       W                      @  W         H              W                       W                       W                     H  W         P              W                       W                       W                       
  V            U                                     W                     '            /  W         F            N            V  W         m            u            }  W                                   W                                   W                                   W                                   W         8            @            H  W         ^            f            n  W                                   W                                   W                                   W                                   W                     #            +  W         A            I            Q  W         f            n            v  W                                   W                                   W                                   W                                   W         %            -            5  W         O            W            _  W         x                          W                                   W          
  T                        
  T      _     `                                                                                              @      8                        	                        9(      S                                                 :{      *                                                  R       C                          $                       R                                 +                        R                                3                       W                                 ;       0                X       0                         A       0                X       (                         G                        Y      Y@                         Mp  !                     P         
                      _   	                             0                       u                         0      %8      
                    	                      h            
                 p                      H       @                          p                                                        p                       A                                p                              #                          p                            0                          p                       <       @                          p                       |                                   	                     P                                 	                     `                                	                                                    	                     P                              .   	                     p                             Bp                                                  pgentc.o/       839864857   1572  1572  100644  18872     `
ELF                                    Bx0   @     @                                                                                                                   	                   $  
                   )                     /                     5                H   <                      D                    J                      O                      U                  [                      a        P          h                      n                   v                  ~                              @                                                                                   P                                                                                                                                    	`                                                              	       x                                 
p       X  	                             
                                                  #                     *                     1                     7                    C                    O                    ]                    j                    y                                                                                                                       .symtab .shstrtab .strtab .comment .data .sdata .rodata .srdata .lit8 .bss .sbss .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames  .data .sdata .rodata .srdata .lit8 .bss .sbss .text copen_ fprintf __iob exit fopen sizef fseek cread_ fread creade_ cwrite_ fwrite cclose_ fclose cseek_ canseek_ cflush_ fflush cstop_ stat reverse strlen itoa_ uniqnam getpid strncat ipast_scpu_ times ipast_swll_ time cpulog_ printf ctime strtok calloc ftell .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames be::6.02:pgentc.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                           copen error: file path name too long.
  copen: cannot have open more than %d files
     
cread: read error.
    creade: read error.     
cwrite: write error.
  
cclose: invalid file descriptor        
cseek error on unit %d
        
sizef error: invalid filename %s
      Error in cpulog
         MODEL started at %s      step # %-5d at %s
     model STEP/DAY     SEC per DAY    TOTAL CPU
     step # %-5d at %s
         %-6d/ %-5d   %-10.3g  %2d hour %2d min %2d sec
    w r r+  	
 w    @Y              g %  % H %<    $B  $* ( Y- j- 0 % % @$ ߂  $  !   8+ dR  %J jH-)  +   !ߌ  ߙ  @@%)K  P` H-     e  ߌ   	e @ߙ   	   !ߣ  ߨ ߩ ߪ    ! 
#@ &  a' #3  < > hX- 
a/   !%Jea  ek! `ye)   ! 
 #Q*@    ! hX-$ # B < > c-c/e  % `eek% _ye)   !   %fK F   $
 d   !   !'9   YH*g   ek     !$ d߉  +( eߙ  ߊ    
   !e)  eD @ 	e% (ߙ   	   !   !   !g  y  ߳ 01 <$   "   !+ E   !g `ߙ  g  	g `ߙ     _-@  	  %$A  @* C
        0%ߙ  A-  (% 	$  )   !$  &  g `ߙ  g  	g `ߙ     A-@ 
" 	  %$_  @* A
        !$       !ߙ   	g `$   C-@ b       !  ߰ H߲ 8߿ P%ߵ  ߱ @ߴ ( g`   !   !g<  $!   % 9- %   %  ߁   d!  $  "-ߙ     ` %  	'ߙ  ߟ    ! !  g  ߟ  g @ 	d% Xߙ   	   !   !   !߱  ߿  %߰  g     !   !g<  $!   % 9-ߙ    %  	g    "  ߟ  ߱ "    !ߙ  g  ߟ  g @ 	d% pߙ   	$   !߿  %߰  g     !   !   !g<  $!   % 9- %   %  ߁   d!  $  "-ߙ     ` %  	'!  ߱  ߙ  ߟ  A 
   !g  ߟ  g @ 	d% ߙ   	   !   !߿  %߰  g     !   !   !g<  $"    % Y-  ߂    dQ  !-ߙ    %$  	   !ߙ  ߟ  $A    !߁  d!  g @ 	d% ߿   ߰  !-߱ @%߲    g  g<  $!   % 9-  ߁   d!     "-  ߙ   (  $  	   !ߙ  ߿  $A    !߁  d!  ߂  dD @   	d% ߙ   	   !   !߿  %߰  g     !   !   !$     !   !g<  $!    % 9-  ߁   d!   "-ߙ    	$߿  %߰   g g<  $!    % 9- ߁   d0  ߒ   f      !   !@%   f  	   !   !   !   !`%߿  ߰ ߳  ߱ ߲  g 0   !   !g<  $!   % 9-ߙ  g    	  ߙ  ߟ  $ߦ  A 	   !g  ߟ  g @ 	d% ߙ   	   !߿  %ߡ p߰    gg<  $!    % 9-ߙ    %  	   ! %߿ $KH- P%`   %   !B  !  & %kA  eJ *"   e)   !   !߰ ߱   g  g<  $
 
$!      H%  X% X#   !   !j   %   9-   $ 
   !g $ 
  Xg $ 
 P% P-'( 0& H  `   !    ! X% `-$ -&    h-  %ߙ   	  ߭ ߼  ߿   ߰  g  g<  $!    9-  X% g ߙ         ! 	 g ߙ  g     	g  -߫ @ $ ߙ  g  	` %߿   %߼ ߰  g 0g<  $!    % 9-߁  ߙ   d1    	d$  !  " ߿  "!  ߱  "#D  F !ׁ  F! F   %߰  D   g     !   !g<  $!    9-    ߋ  `% 	g ߋ  `% 	g   ߼ ߿  A# g     !   !g<  $!     9-  P %߁  ߙ    Xd0     	d$   8ߙ   0 	g 0   0%߁  ߅  Hd#  $ߙ  A   $   ߕ  ߃ @   @ ( p "X!* ߓ 8` %  ߒ H (߳ b  c ߐ     @ %  
   & ߐ   %  ߅  ` %߳ K  g  G  ('   	G ߙ   	g 0߄ 8% @8%f  ߨ  	e %߅  ߄ 8 	  0%$$ <ߓ 8߇ @%߿     %g  Hט  ߒ H` % (%   !   !H  D  F !F8 F  D   (߁ ( "   H$ "    C  
@/D Fa  P$ <F8C " F G D(  	  X% (%߃ Hߓ 8` %  & b  c *   H$ < $ ߒ H  S   !   !   !ߙ   (g  	ߤ ߙ   @ % 	g $ $ ߓ  $ `%$  	 8`% H$ @(% @   !   ! 	  %@(%`%ߟ H H&  g 0߂ Hߓ  ߁ @`%@ % H 	A % @0%߄ 8߱  	f%(ߐ   % 	߄ 8`%@ % 	 ߡ % @8%߄ 8&   	f%@%߄ 8 	f%X % 	߄ 8ߓ 8߁ (  %           !   !߱ P׸ (ߙ  ߴ 8߰ Xߵ 0 	` %߿  ߼  ߲ H߳ @ g `   !   !ߡ ߰ X߱ P 	d$߿  ߼   g `    L                                                                                                                                          
                          
                                                               $             (             ,             6             :   
          >             H             L   
          P             Z             ^   
          b             l             p   
          z             ~   
                                                                 
                                                    !                          "             $             &             &             $             &                         )            
         
               
            *                        +            +         "   )         &   
         *   ,         .   )         2   
         6   
         :   ,         >            D   (             	                    	                H                     \                     t                     x   
                                                                                                       
                                                                                                 (                    h                                                                                T                  X                  x                                                               
                                                                                                                                                         8                    H   
                 L                    P                    `                                                                                                                       
                                                                                                  D                  H                  \                    h                    p                       
                                                                                                                                                                             0   
                 D                    H                    L                    `                                                                                                                                                                                                                                                                               
                                                                                                                                                                                             	8                    	d                   	h                   	   !                 	                    	   "                 	   #               	   #               
                    
   $                 
                    
                     
t   %               
x   %               
   &                 
   &                 
   '               
   '               
                    
   $                                                             &                 ,                    8                    @   (                 X   
                                                            )                 0   *                 D                    \   +                    )                    ,                 x                                                        	t            	            	            	            	            
4            
H            
            
            
                         $            0            \            `            x                                                                                                                                                                         4            8            D            T            X            \                                                                                                                        4            8            P            p            x                                                                                                                                                0            D            H            L            T            \            `            d                         (        
T
d                        /home/naomi/work/LOAM/NEW/pgentc.c -O2          __iob fp 	        start_cpu 	        prev_cpu 	       start_wll 	       s_tms 	        copen_               H       (cread_        P             hcreade_                      cwrite_              4       cclose_        @             cseek_                    0canseek_                    `cflush_                   cstop_ 0            x      sizef                    reverse                      itoa_              	`      Puniqnam 0      	`      	      ipast_scpu_        	      
h      ipast_swll_        
p      
      cpulog_        
                            ; 
    /home/naomi/work/LOAM/NEW  pgentc.c 9  	        h ,18m.', %	
9(.
}|8-.|0-$\ )$$$!$` !$T$ $X(!$0'-	8	 / ~!(,- !,(  $0	4~	|"44$z]04~
8 $M9 %B  4 <?  4 
  . ?@
@           @	@              8                      H AB(B#F'C&C$E%L@"          (              P        A CDK@       (                       A CDB@       (                      A CDK@       0              @        A CFDC@            (                      A CN@                                             (                     P ACI@          0                      A0CCBCB@         (                      AC!E@          (                       A CDB@       (                      A DM@          (              	`        A0GC@          (              	       x A CEB@       (              
p       X A F@             @              
       A`FEB@CBGLA8          8                                                                                copen_        cread_        creade_       cwrite_       >cclose_       ccseek_       canseek_       cflush_       cstop_       sizef       reverse       ?itoa_       buniqnam       ipast_scpu_       ipast_swll_       cpulog_                P             0   0          8             p   0          x                0                          0                          0                     8   0         @            h   0         p               0                        0                        0                      (   0         0            X   0         `               0                        0                        0                        0                       
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               0         '            /            7   0         J            R            Z   0         o            w               0                                    0                                    0                                    0          
   -                        
   -                                                                                               @      @                        	                              M                                                                                                                ?                          $                                                         *                                                        1                                                        9                                                        A       0                                                 G                                                         L                              P                          R                                                       Xp  !                           L                         j   	                      0                                                      !                                	                      -      p                       p                      2       @                          p                        2P                                p                        5Q                                p                        7       5                          p                       8      X                          p                        ;e       @                          p                        ;      #                             	                      <                                	                      <                                	                      >      p                      &   	                      BH                              9   	                      Bh                           sio.o/          839864868   1572  1572  100644  61888     `
ELF                                    0   @     @ !                                                 	                                                                 	                   "  
                   (                     .                 <   :        =         F                  O                  Y                  c                  l                  v                                                                                                                                      @       H                                         H                                                                                                                                                                                                                      
P        $                0              X  B                     H                     O                     T                 _                 k        0         x                                                                P                                                                        l                                                    "p                %0                                                          '@      @          +                                      /          1                     8        /      $  C                     I        4      H  T                     Z                     b        8@        l        9P      X  w        ;                ?                                     Cp                 D                F                 G                I@                 I                 J      (          L                                                                                         !                    .                    =                    M                    ^                    n                                                                                                    .symtab .shstrtab .strtab .comment .rodata .srdata .lit4 .lit8 .bss .sbss .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.content.rodata .rel.MIPS.content.rodata .rel.rodata .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .debug_funcnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames .rel.debug_funcnames  .rodata .srdata .lit4 .lit8 .bss .sbss .text idvar_tios_ tios_idvar_ var_curr grid_curr gmap_curr str_curr addr_curr rang_curr map_curr indx_file data_file tios_file ingr_file tios loc_wr fwrite loc_rd fread ipick read_array strtok strlen strncmp strchr sscanf malloc pick_slice pick_sprite fill_buffer write_stream_data ftell calloc free wr_as_real lwrite_tios restart_tios lwrite_grid lwrite_gmap lwrite_var lwrite_stream restart_stream fseek do_gmap regrid_stream printf exit set_slice set_define strpbrk strcpy read_range set_range strdup find_var_by_name strcmp set_stream fgets tios_init_ fopen strncpy tios_map_ tios_grid_ tios_var_ tios_read_ fflush tios_cntrl_ str_time_init isit_time sio_putvar tios_putvar_ tios_putidvar_ tios_save_ tios_close_ close .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .debug_funcnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames .rel.debug_funcnames be::6.02:sio.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4                `            d      d      d      d      d      d      d      d      d      d      d      d      d      d      d      d      d      d      d      d      d      d      d      d      d      d      d      d      d            `              TIOS: Not defined RANGE %d used in stream %d for <%s>
        #      #p      "      "      "      "      "      "      "      "      "      "      "      "      "      "      "      "      "      "      "      "      "      "      "      "      "      "      "      "      "      "      #      #p      "        TIOS: wrong axe name <%c> has been specified
   TIOS warning: empty DEFINE
     TIME_FMT        TIME_FMT        DUMP_OUTPUT     DUMP_OUTPUT           (h      (      )      (      )T              )      )$      )$      )$      )$      )$      )$      )$      )$      )4      )$      )$      )$      )$      )$      )@      )$      )$      )$      )$      )$      )P      )$      )$      )$      )$      )$      )$      )$      )$      )$      )$      )      )$      )$      )$      )$      )$      )$      )$      )$      )4      )$      )$      )$      )$      )$      )@      )$      )$      )$      )$      )$      )P        ; fmt=%c; abs=%d        TIOS: Missed RANGE number
      Debug: Range #%1d :     TIOS: "]" expected for <%c> RANGE
            .      .t      .t      .t      .t      .t      .t      .t      .       .t      .t      .t      .@      .`      .      .t      .t      .t      .t      .t      .t      .t      .t      .t      .t      .t      .t      .t      .t      .t      .t      .t      .      .t      .t      .t      .t      .t      .t      .t      .       .t      .t      .t      .@      .`      .        TIOS-warning: not recognized variable <%s>....skipped
  TIOS-warning: empty stream <%s>....skipped
     Debug:Stream: <%s>: %c = [       ], Grid=%d, Range=%d, Vars=%d
 Cannot open file <%s>
  Debug: Grid #%d: 
             NX = %3d 	xx : %.4g %.4g %.4g ... %.4g
         NY = %3d 	yy : %.4g %.4g %.4g ... %.4g
         NZ = %3d 	zz : %.4g %.4g %.4g ... %.4g
  TIOS:tios_var: Unknown grid for variable <%s>
  Debug: set variable <%s> on the grid %d
        TIOS:tios_var: Unknown map for variable <%s>
   TIOS:tios_idvar: Unknown grid for variable <%s>
        Debug: set variable <%s> on the grid %d
        TIOS:tios_idvar: Unknown map for variable <%s>
  	[  	 all all %f %f  	
  	
[] LABEL LABEL LABEL [ ]
 DEBUG DEBUG  	:;  	:; first last %f %f %d %f fmt= fmt= %c abs abs [%c: *: %g: *: %g: * %g ]  	
 %d  	
[ 
  	
 %s  	 %c  	] %d  	
  	
  	
 %.2f   	
 r  	
 .data r+ w+ .indx r+ w+  	
  	
  	 DEFINE DEFINE RANGE RANGE STREAM STREAM  q `?  =                .$    ?7hSG   @(      ?      g<  $!    % 9-ߙ    	   !߿  %߰   g    !g<  $!    % 9- % 0%ߙ   (%  	 @ %߿  %߰   g    !   !g<  $!    % 9- % 0%ߙ   (%  	 @ %߿  %߰   g    !   ! $  F  !$  -F, <E  p   !!F aF!a<E g%X*` *   !$1"  < d @ 
cP-   !b  F !F,>E <   !ek j'9  8'$   * 	(B    ! (< X- /zeP-   !   !c  F !F,>E    !d ek F !!F,$>E    !j'9 $    !'9  H @-L@F )F )aF,5AF%e %F&eF,,ׅ  F5*>  F6)>gF :!F,AF(eF4e %ׇ  F5:>F,D  F69>   !iF JF,AF*eF4e׉  F5J> %F,TF6I>   !   !E    !  F E    !  F7>F7>E    !'"    !   !   !    !   !   !  %    !   !gߙ  g     X 	   %$ ] P @%       ! H   @    !g ߒ  @% 8g  ($ ] 0ߔ    ߖ   g g    !   !   ! 	  % @0%%`(% 	  %(%%@ r   ! 	  %ߙ    % @X%`    !߰  %(% - 	d& `& ߙ  (% 	   %@%  @%    !     !g   %ߢ $   @%ߓ  ߙ   $P c  - 	d& `       ߓ     !߶  ߾ ߵ (߷  `% 	   ߤ   %߿  3  +       ! <  % %߰  -   !   !   R-&1 ` `fs fR t@  ߥ  &#  (B d* (<` ߰   /z-e-   !   0-a `     0-a dfs fR t    !߰ P߲ @ߴ 0߿ Xߢ ߳ 8߱ H߾  g0   !   !߱ H߳ 8ߵ (߾ ߿ X$߶  ߴ 0߲ @߰ P߷  g0߾ ߿ X  %߰ P g0   !g  % 8@% P %   %ߧ h @ % d 0`%   %  ߪ  ߡ   H ( @ a <@ .  %   %  (%   %  P  H% @vX-k    %&    0 ` -@  X   !   !	H!   +-*h*  d    !  H% 0! p$  - <   !  (%x*f      !   !   !ߧ h d     !   %  P   ! < @ ߲  6-T(-@0%1   &     %  x   H% X  d  X! @ 
 -   !	H!!  +-**   d    !   ! <   !* f      !ߧ h d  P   !    %2#  B  (%  %   ! @ 6-!   &  ;  0   !  4  H%`    ! < P% @%AX-   !   !   !!      *- %) L g9   +d    ! P%%!  1*     ! 	 <B- z!X-   !   !!      *- L   !     *- L g9  +d $  0! <  (%* f   V   !   !ߧ h d  Q   !2#  B  %   ! @ 6-!   &  < /ߡ    0% >   %-  a   H%d     3 A(!`    ! < P% @%AX-   !   !!      *- %) L g9   +d    !%!  	HI- 1*     ! < z P%!X-   !   !!      *- L@  !     *- L@g9  +d    ! <* f    !߱ @߳ 0ߵ  ߾ ߿ P߶ ߴ (߲ 8߰ H߷  g `gܡ  @ <  # @4 (% 8a c  #  (@% H   %ߧ   0`%  `  %ܢ   X t P߱ x 8      O  %`9  %  @%߱ xF a  %  %  0   !߮   @ @-ߧ     '  4  8F   -  P% @!   H 	H IH-   !   !   ! 9     P!F    `   ` @! `- `,`-ŀF  !F   FX*  d   ` `   LH-   ! @!   hFX* h  F  d  MH-`   !   !&R W 8! <  %ߧ  x*g      !   ! t `    !  @%߱ xF a߲    %  0   ! <R @ Ǻ߶ ^-߲   T ' % 9  ؘ-F  Y     P%fR    ,8! @!     AH-   !   ! 9     P!F        @!  9- !-!F aF `FX*  d       AH-   ! @!   FX*   F  d  AH-`   !   !S   !ߡ  3 <߲  * g      !   !   ! t  F   !`   %@%F a  %  %ߡ  ! @ >0-ߡ    & '  0  8   !   !  '   ! < %H-   !   !!       P!C   C   A-+  ` F        +- !-"F F g9     d   d g9 )   !   !   !&R W 8!ߡ  3 <  %* g   N   !   !߱ x t` I   !F a@%  % ߡ  ! @ >0-ߡ    & '  < 7ߡ   % 4   &-   !   !%A   fR     &8! < H-   !   !!       P!C   C   A-+  ` F        +- !-#F F g9     d   d g9 )   !   !   !S   !ߡ  3 <* g    !߱ P߳ @ߵ 0߾ ߿ `߶ (ߴ 8߲ H߰ X߷   g pg 8 %  ( pA @ P 0? 3   % H %  % h  % 8 `  %(h X @5     X%`   y j   i   %q (@    !@%p 0     ! %t 8߆    o(g { m   !H%  ߃   P%dc  X% d-c@ `    ! P%E 8 $  H%@@%`8% (%d    % 	ߦ    S   !   !X% P% H% @@%`8%ߞ  (%g    % 	ߦ    C   !   !H% P%A 8  $ @@%8%0%ߟ   (%g    % 	߫    0   !   !   ! P%H%@@%8%0%߁   (%d9    % 	߫       !   !A 8  $ `@% 8% `0%ߞ  (%g    % 	߫       ! P%H%`@% 8% `0%ߟ  (%g    % 	߫  ߱ `߳ Pߵ @߾ (߿ p߶ 8ߴ H߲ X߰ h߷ 0 g    !   !   !g x < "    8   A ߙ   %    	    Pߥ  $!  ( PĠ    ߔ  ߙ    @% 	ބ  (%   @% @   HA    %%߃   ߕ   0  ds  `%   !   !!  % 	&  %  އ  0% 	@(%(%&  `%*f1 ߵ  ߙ  $ ߳ 0ߴ ( 	$ ߙ   %߲ 8߷ ߱ @" ߰ H 	߶ ߿  g P   !   !gЏ       %ߙ    %   	     H%2
   )  @    ! 
< %  @X% _@-   !!  D  F  %) `  ek hg9  	(%#   B p*`    !  < EX- 'z%-dP-   !&  D F`a  & D F`a ek jg9    !ߙ     (%߱ ߰  ߧ  	 0%ߙ   	  %߰  ߿  g 0   !g ߒ    B  D B D  F	 F B D B D B D( B D0 B D8 B D  F9F ߁  F)`F1B  D  d&  F$  #  F`F  C ,D 0 $     %  $  8% ߙ   ` %  (  	 %$ $  %߱ fF h߲  	 8%߰ ߿   g  g  %$ ߂     8% dP  ߙ     %   	f 0  HF D
    LF    PF  D	 D   TF  M  XF  D D  ߂   @߰ E ,J $ I $  8%߱ H ߙ  dD hC  	A߿   g  g D  F  ߁  d!    ` D  F      d D  F   %߇    $ d& `ߙ     ` %  	  hߙ     ߁  `    ! `(% 	'  ߙ     ߁      !  	'  ߙ     ߁      !   	'     !   !߰  ߿  g g D  F  ߁  d!    p D  F    t  D  F    x܂ B    D  F   %߇    $ d& pߙ     ` %  	  |ߟ   ߁  `    !g   (` % 	&  ߁       !d9  ߁   0 	&     !   !ߟ    ߁      !g   8 	&  ߰  ߿  g    !   !   !gЌ HD  F  ߁  d!    ܃ @ c   D  F     %  ߐ  $ d&     ߙ    Ā ( @ % 	  * H߱ @ %ߟ  @ 	  `0%g   ߡ   	d% Lߟ    `8%$ ߙ  ߰ $ ߡ   	d$ ߿   g 0gЌ PD  F  ߂  dJ  @ Ā `@  PĀ `F  !$!D ā hF aFL!F   @ Ā h@  8D  F  @  <D  F  @ ܙ   X%    +     !D F C ߰   xD F   C  D ߒ  ߑ  F@%   '  eF $ 	 	C @%   < H 	'  ߲  ߇  d   &   	f $ 0ߙ  '  $ ߱  	f ߰ ߿  g 0g߂     %$ 	 Pߑ   @ߓ     XdP  `%   %'   ` 	f   F  D   P   `   l  F  M  F  D D   "!   " $ ߙ  $     	$% 0 P (   K ߐ   % 	    P    % @%   	    0 Hߦ   `% % P  	'  ߢ  8$  `% P @%  '   	 @0%$   Pߕ      %߰  ߱    !   !   !  (%  %` %"   	  f &R  Pf1 X*  @%ߵ 0ߐ  ߲ Hߴ 8 % 	ߤ  % 	ߤ    !   !߰ X߳ @߿ `߶ (߱ P߷   g p   !   !   !ה ߙ  g % @ % 8 %  H% P   X `  $ p    ! F  !F4 2 F  0F   HF `F ņE  F42Ƃ  F F    F ņ   !   !F ` (E 	   ! -#F   F `   !   !F a  3   !q* b     	q  פ F !!F &#߁  0%`(%D(  @%F)aF&!F%!  ߣ ߿  ׶ F a <b    _-  SF % F !d1   %   !   !   ! 	F  %0%F8`(%F 9  f F >a  @   !X%  P% F aF  F4i2E $ Dp    !F !`     !o  F {F9z<RP!S*E	 F/<E    !%)    !   ! qX-   !   !  	 i   	    P%  H%F aX%߿ װ F ! `      !q  F aF9<E F1<E    ! %  A-%) *  RP!S*`qX-߱ P߳ @߿ `׸ 0ߴ 8߲ H߰ X׹ ( g p   !   !߰ Xߴ 8߿ `߱ P߳ @ g p   !ǂ  ߁  gǁ    % X%  %  (  r @ 1 P     !" ` 	   !1 h  
   !# `p   !   !   !     !   !   !eg  (%ߙ  ߄  f  d   	d ߙ   	$   !߰    T` `  X` d  \` h? L X? P \?      !! ߿ (     !" 0@ L   !߃  p H @     !     !     ! %9 @     !    !    !   !   !߿ (     !  (p  0%߉  f (e9  G H f    	e4  f& %G H f 0 	f %f& 0G H  ߴ  f 8 	f  ߉  ( ߙ  % (   $ H $   	p ߿ ( @߰  ߳ ߱ ߲  g 0   !   !߳ ߱ ߲  g 0߿ (` X߲ b db `a h߰  ߳  g 0   !g   % ($߁   8p 8 0d1  * X   @  	* {    ! "-B @    !   !ߙ   (% 	f$xߙ   	@ %  ]k <ܱ @p   5    %     !   !   !9 4   	   !
 @    !* k <    Fa x" " k <  b x  ?   !   !ܱ @p   5  `  `%     !9    !   !4   
   !
  @    !* k <     'd x   !% % k <  (e x     !   !ܱ @p   5    %     !9    !   !4   
   !
  @    !* k <  8  g x   !( ( k <  @h xߙ  r    !t <u Hk <   ! 	    %  %ߊ  i <b @  eR  (%@%0% H-   	F !@%0% @(%-    H-N    &  <*f1 ߰ 8߲ (ߵ ߿ @߳  ߱ 0ߴ  g P   !   !gߙ  g   	   %   @%߁  ߙ   d1    l  	f$ @0%ߙ  f% 	  %g ߙ  @ <   ! 	g % @0%ߙ  g  	  %ߙ  @    ! 	f$ @0%ߙ  f% 	  %$ ߙ  @    ! 	g < @0%ߙ  g 6 	  %$ ߁  @ <   !  :?     !߂    6A    !ߙ   	g +g 1ߙ  ߣ  b- 	dd ߙ  g 3 	dD  @(%ߙ  ߃   	dd h  !   !ߙ   	   %$ m$
 s$ $ dP  ߋ   $	 y  a     !$   b    !   !
    !  	` 	    !$   c $ d    !߱ ߿ ߰   g 0߰  ߙ   	f$߱ ߿  g 0   !   !   !g` Hߞ   x %% p  g G  	   %fA ߟ   Pg Bg   X$ * `ߕ   hߔ     @%  %  ߓ       ! 0fA  8fA  @ (   !   !   !%  6 &1  	  %g R `(%&$g L d(% @0% 	  %ߡ ($ ]@ r   !ߦ 0   v*9   e   !  c   !`%   % "-!       ! 	g W$  WC     !`%  %ߦ 8 	g Z$  N_  % 	g h @0%%g c 	  %`%f @ "   !g   	g m  (? D (+ z  `    !$ $ $  ߡ ( "-!      !  C ߄     	D   E    !  @    !   !F % 	g t @0%%g p 	  %$ @    !  _    !   !ߦ @  %$ (a    !`% 	g `     !   !   !@0%f `% 	g ]ߙ    % 	$ ]@ 
   !   !%(% 	   % @% v   !   !g xߵ `ߞ  ߴ h߶ X߷ P  ߿  ߐ   J   ! %3  	 (% %@ F !׀ D% F 2E  
   ! 	g }A F aׁ   F!2   !   ! % 	g B F aׂ F"2   !D% E 
   ! % 	g C F !$ T׃   	F#2 % 	g D F %!$ Tׄ F$2D% E    ! % 	g      ! % 	g    !  ߞ  3    !g   %F  	g % 	g ߱ ߳ p߾ H߿ ߲ x߰  g g ` %ߙ  g    	   %ߙ   (ߞ  g   8 @ X h @%ߖ  ߐ  @ ߕ   	gߙ   	$   !   !g ߙ  @ %   	d& `  ǀ  ߙ   X   T   D   @   <   ,   (   $           ǀ  \    0? L  ߁   Hd!   P     P    !E ` 	d$(   !   !%  % 	$ [g ߓ  ߟ   @%߂    k   !g  d?@ $ ]`%dT      !   ! 	  %ߙ   ߄  "+  	   ! 	 (%(%ߙ    ߋ    !   !ߙ   	  %`% @ % 	 (%ߙ  ߋ     	` % @%%(% 	  %ߙ   @%  
P   (% 	ߤ ߙ   	$P     !   !  ߡ * L %* {  #   !@(%   % "-!      ! 	dd 0     !   !@(%  % 	d$ H     !   !%@(% 	   !     !   !   !@(%  % 	d$ %  % 	$ [`% @%    !߷ 0ߐ  ߵ @ߴ H߲ X  ߱ `߳ P    !ߙ   	g    !   ! $ pߙ  ߾ (  $! $  ߰ h 	A `߿    " h  ߶ 8 g p   !   !g߁   0 Xf     % ߑ   `    ! % 	@ %@     !   ! %`%k `    !f  	@ %@    !   !߲  ߿ `%߱ ߰  g  gP hߗ    %%g  X  	   %߿ Xg   @% @3   !ߐ  g  %@ % 	$ ߿ Xg %߲ S   ! ` 	   % @ % %g < 	g ߿ XS   !ߞ  g   	g  g %@  @ 	   %ߙ   @ % 	   ! % @ %g  	g g %S    ! 	   %ߟ   p @%$ \$ %g  ߁   ߔ   x@ O   !ߕ  d!  g Hg $  P`(%ކ  %A  "    ! 	  %@    !   !(%%>   	   ! 	  % @%@    !_      !%ކ  `(% 	  %@   !߹ H^   %   ! 	@ %@(%ߙ  ߁   @%    !?    - $     $C   !   "-  ?    ! 	ߤ P   !   !%   % 	g  @%$ \@   !g ߷ hߞ  ߶ pߐ  ߵ x  ߙ  ߑ  ߁  ^ ߳ ߴ  r   ! '  _  ?    H -? x H?   $B   - H? L!   	d$ !   <? 8!  ߿ @? <!  ߂  ߿  dY  ? H0%  	%  ߟ  g  $   	(%߁    ߙ  ߒ   '   !d4  fPA  d%  	& 8ߙ  R    %g ` %A <    %_ H-  F  ! 	D%  ` %ߙ  ߟ    & _ <*f1    !ߙ   @G  fp 	%     !ߐ   %$ ߳ ߴ  	$ ߲ ߞ  ߱   "   %$(߰ " 	$ ߿ X  "   ߾ ` g    !   !߱ g ߙ  ߷ h߾ `d!  ߵ x߰ ߶ p 	d$ ߿ X߲  g    !߰ ߲ ߾ `߿ X߳ ߱ ߷ h g ߱ ߷ h߰ ߳  g    !߱ ߷ h߲ ߰ ߳  g    !߷ h߱ ߲  g    !   !   !g0<  $!     9- P % $ ߙ  g Ư  X 	    ߖ  % @ % 	g ߙ   ߟ   (ߥ  0 @ߔ  ߕ  ߒ  ߁  ߗ   ߞ  @ "  g   	d$ߙ   	$   !ߙ  g  8g ` 	  %% H @% 	  % @0%ߙ   (% 	` %% 	  %g % ]- 	d$ `g %A (     ! 	` %% @X%  
   !   !%g  	` %% @X%   !   !   	  %%g  ]- 	d$ `g %_ ( 	   ! 	` %߱ H$ 0ߐ   @X%  	   !%g  	` %߱ H$ 0ߐ   @X%   %$ ǀ ߳ 8 	@ 4ߵ ($  ߁   %߶  $ B @ߴ 0 	"  $ p߁   %$ B 8 	"  $ H߁   %$ B P 	"  $  %$  	B H %$(߁  $ B X 	"  ߁  B `  _ (߰ P "  ߁  d9  ߷  	d0   %߰ P 	  ߙ   	  ߾ B   B    !ߟ  g   	    ߞ  %E  	  0%%E    0%߾ ߷  	   !   !   !߿ X@ $߲ @߼   g    !   !g<  $!     9-  ߃  ߑ  a  "  $!  a  A  "     (A "     A ߙ   %    	$ ߙ  !  ߦ "   ߪ   X%  )     !   !   !A   !  "-%k +  a*eJ  )     !߰ (#  $  $  	  #  ߼  ߿ b "  ߱   g 0   !   !g<  $!     9-߁  ߂   X%ߌ  #  @%D  $c #   D     D     H D     @ C  ߑ   Pe  f %k  C   i  B    J   (!    X 0 8ߋ  k   	e   %߱ f 	%  fߙ  *   
@ ߫ 8` F  b F D' -D& a  F aF  !D%  	D(     !ߙ  ߱ f 	%  f ߡ (+  ߙ  `    !$ F !& F 1 D'8  ?-D&0 %  F )aF !!D%(  	D(     !   !ߙ  ߱  f  	%  f0ߡ 0+  ߙ  `    !( F B* F R D'X  ?-D&P )  F JaF B!D%H  	D(@    !   !߱ @ߐ    $ 0ߙ  ߢ $ !   	A    ߼  ߿ H" (  ߰ P g `   !   !g<  $B     Y-   ߓ  ߒ   (b  C  $B  0b b   %B   % % ߙ  g D   	   %ߙ   @(%A   	d$ j @K (`    !     !   !   !_      !`P%k (`   !     !A  * @   !߂  ߙ  @ 	   !dB  ߥ  	dDPߙ   	$   !A    ߙ  ߂      !dB  d% ! @dD 	&  0    "   !q 89      !   !?      ! %9     !     !A  1 8   !߂  ߙ    	   !dB  ߥ  	dDߙ   	$   !_  ǀ   (   !߳ ߙ  $ ߰ 0߱ ( 	$ A  ߼  ߿ " B  ߲   g @   !g<  $!     9- 0 ߓ    ߒ   % a  ( %B  $! ߙ  g a   	A  ߙ   @(%A   	d$ j @K (`    !     !   !   !_      !`P%k (`   !     !A  * @   !߂  ߙ  @ 	   !dB  ߥ  	dDߙ   	$   !A    ߙ  ߂      !dB  d% ! @dD	 	&  0    "   !q 89      !   !?      ! %9     !     !A  1 8   !߂  ߙ    	   !dB  ߥ  	dD	Hߙ   	$   !_  ǀ   (   !߱ (ߙ  $ ߰ 0 	$ A  ߼  ߿ " B  b ߲  ߳  g @g<  $!     9- 8$ $  X (ߗ  g p 0ߖ  %g p h 	    ߞ  ߟ   @$ % Hߓ  ߁   ` Pߒ  @ a   !@%g  ߟ  d!   g     	  %߄ %   "+     ! 	 (%ߊ   K  ߙ   	  %@% @ % 	 ߊ     K  ߙ  t 6   !@ % 	g @% @%  /   ! 	g  @0%`%g  	  %@%@ !   ! 	g @0%`%g 	  % (%@%@    ! 	g @0%`%g 	  %߹ @    ! 	  %     !߹  	  %     !   !   !߹  	   !   !%  (% 	  %@%@   !  0%ߞ  ߟ  ߶ 0ߴ @߷ ( (ߵ 8 K  ߙ  ߐ   	  @߂   (ߒ    dQ   %   !   !   ! 	  % % ( (   !   !ߟ   H߁   @ d1   %   ! 	  % % @ @    !   !ߞ  @% 	  ߞ   X ߟ    
g   % 	  % %      !   !@%ߐ   	  ߞ  ߁  %   	" %ߞ   	       !ߙ  ߐ    0% 	  `߁    d1   %   ! 	  % %      !   !߰ `߲ P߿ h߼  ߳ H߱ X߾   g    !   !   !gP%$ $ $	 <  $"  $   a  Y-߆          !ߌ  g    !߈           !h    !ߋ      i (   !   !i    !Ġ   4@% g    !gĀ hF  !$  T \Ǖ ה   F42ĵ     !ǖ E    ! h߂  $	  Xד ז y 2$
 ė `F Ā hF  !F42F6 F   E  hF !B (@ 	   !L!F   ā dF F42 l   `Ā lF  !ā hF aF!  Ă dF F   F42  
 l   !Ā dF Ġ   l `F42   !   !F !E    !LF    f d   !ד ߃  i -   !Ā `F F !F42E ז c (` 	   !F7  F   ā dF F42 l   `Ā lF  !ā hF aF!  Ă dF F   F42  	 lĀ dF Ġ   l `F42   !   !F !E    !F2F    6 d   !ז  j 2   !Ā `F Ā hF  !F42F6 F   E	  hF !߅   ( 	   !L!F   ā dF F42 l   `Ā lF  !ā hF aF!  Ă dF F   F42  	 lĀ dF Ġ   l `F42   !   !F !E    !LF   d   !   ! g    !   !Ā  F aĠ lF F6׀  F4 >F5߁  F ! 4F aF   ׂ (F F"E  F   F#>F7>ǈ E    !  %    !   !$ Ĥ dF !!F$>E    !ĥ hF )aF%@F )Ħ dF 1F 9aF&*>E	  l l    !   !  %    !   !g<  $!     9- Pߓ  ǁ  H` 0F 2 %  ( %  0 % h ` X @ 8 pE  Ɣ  g (    !t ,Ɣ     !%$ t 0 Hߋ  ߉    1  %e*  ߉  e)   eu       !   !߹ (%0 x T    ! 	  % (%߹   &R     ! 	 %@    !   !   !߹     ! 	   !  %   !   !%(% 	  %v $$   HA* f1    !߱ `߳ Pߵ @߷ 0߿ p߼  ߾ (߶ 8ߴ H߲ X߰ hߢ  g    !   !g<  $!  P% 9-߁  + Xa    % $ 	  y      !#  d X%   !   !ߙ     	` %߿ ߼   g ߿ @% g g<  $!  H% 9-߁  + X @%     %  a    %  *     !   !   !y      !,   X%   !   !   `(%ߙ  h  ` %ߧ  	ߦ  ߭ ߼ ߿     g 0   !߿   % g 0g<    0%$!     9- Pߙ  ߐ    $ X  x   !ߞ    	  ߟ     ߖ   (ߕ   H `ߗ   0g  %"  @ 8@ C   !   ! 	  %% 0 P  6   !  	   ! P   %  @% 	    @@%  P%0 Pߩ +   %   !   !   !a  !  `    %J 0 Pe) P*e  k    !%  @0%  	 (%% P%     	`0%% 	@ %% 	` %   !   !%1 ?    !ߙ  ߑ  ߶  ߷ ߵ ( 	$    0%ߙ  ߐ  ߴ 0    (%߳ 8 	߁  d9   	  ߒ  @% 	  ߾ @%߲ @ 	$  ߱ H  % $߿ X߼  ߰ P g `   !   !g<  $!    % 9- @ Xߓ   Pa $ ߿  H     !p X ߒ   8 (ߖ  %  ߔ     !   !   ! 	  %% %1     !   !%e D   	  0% 0ߟ  u `g  ߖ   ޾  L   ߹  	 %  Pߐ   :   !  % 	    P    % @%@% 	    @%  % Pް `%%   !   !  A    `    % 	 %&1  PfR 4* fs    !   !ߑ  0%ߐ   % (% 	   % P     	0%% 	 %% 	 %% %޵  	   !߹ ޾    !ߙ  ߑ  ߷  ߾ ߶ ( 	$  ߁    0%ߐ  ߵ 0ߙ    (%" 	  ߴ 8߁  ߲ H߳ @d9   	  ߙ  $   	 % %߱ P 	  ߿ ߼  ߰ X g `%߷  ߳ @ g `                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                      	                                    2             6             :             >             B              F             J              N   !          n   "           t   #           z   "              #              "              #              !             &             $                           '             (             !                          (                                                                                                                                  )             )             )                         )                       *            .            4   )          8            B            F   1         J   !         N   !         R            V            Z   '         ^   (         b   (         l   !         r             v   !            4            5            2             2             2             '            4            5            !                                                                                                                                                 8                        9                        4                     
                                                                          "             &            *            .             2             6            :            >   4         B   4         F   4         J   4         N   4         R   4         V   4         Z   4         ^   4         h            l   4         p   5         t             x   4         |                           9            <                                                4            5            :             :             :             :                         4            '            >            >                                                                                       <                                     @                        @            =             4                        9            3          $   6          (   4         ,   4         0   4         4   '         8   '         >   4         P            T   B         X   4         \   5         `            d            h   C         l            p   9         t   B         x   B         |               9            B            B            '            '            '            '            '            '            *             *             &            +             1            1            '            '            4            4            4            4            4            4            4            '                         9            4            5            4            4            5            '         "            &   9         *   4         .   5         2   4         6   4         :   5         >   '         H   @         L            P   9         T   <         X            \            `            d            h            l            p            t            z   ?             ;             7             @            1            ,             -             &            .             &            H            H            1            0             J             K             %             L             L            1            /             !            !                     "            &   (         *   (         .   &         2   1         8   *          <   H         @   H         J   (         N   1         T   /          X   !         \   !         `   (         d            h            l   (         p   (         t   (         x   &         |   1            *             Q            Q                                                   	                  D                   H                   `                                                                                                                        <                    D                                                                !                                      8   !                                                                                              8            
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P                                                      
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P         !                                         &                 <                  D                    P                     '                    (                    !                                         (                 (                                                                                                                       @                    P                    T                                                                                                     0                    @                    X                    d                                                                                                                                            4                    D                    \                   d                    p                                                                                                                                                                                0                    D                    h                   x                                                                                                                                                                                                                         (                    0                    <                       1                    !                 \   '                    (                 $   !                                    l                                            4                                                               5                 !                    !x                   !                   !                   !                    !   '                 "                    "                    "   4                 "   5                 $d   !                 $                   $                   %4                    %P                    %T                    %\                    %t                    %                    %                    %                    %                    %                    %                    &                    &                     &0                    &@   8                 &T                    &h   9                 &l                    &                    &                    '   4                 'H                    't                    '                    '                    '                    '                     )$                    )                    *                    *0   4                 +4                    +@                    +                    +   4                 +                    +                    +                    +                    +                    +   5                 +                     ,   4                 ,                    ,                    ,                    ,                    ,            '@      ,                    -             '@      -   9                 -<                    -P   <                 -p                    -   4                 -   5                 .                    .   4                 .   '                 /$                    /D   >                 /                    0                     0d                  0h                  0   <                 0                    0                    0            /       0                    0   @                 0            /       1   4                 1                    28                    2@                    2L   9                 2P                    2T                    2                    2                    2            "p      3             "p      3                    3   4                 3                    3(                    3@   4                 3|   4                 3                    3   4                 3   '                 3                    48   4                 4D                    4   A               4   A               5                    50   B                 5D   4                 5L                    5`                    5d   9                 5h                    5l                    5p                    5x                    5                    5   5                 5                    5   C                 6   '                 6   '                 6                    7                    7(                    7\   
                 7p                    7                   7                   7                   7   &                 7            0      7            0      7   1                 8D   D               8H   D               8X                    8\                    8   '                 8   '                 9T   E               9X   E               9d                    9h                    9p                    9   4                 9                    :                    :0   4                 :   4                 :   4                 :   4                 ;   4                 ;d                    ;p   '                 ;   F               ;   F               ;                    ;   
                 <                    <   9                 <                    <   4                 <                    <   5                 <   4                 <                    <                    =0                    =4   4                 =@                    =P   5                 =t   '                 =   	               =   	               =                    =   
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            (            0            8            @            H            P            X            `            h                                                             (            8            @            H            P            X            `            h            p            x                                                                                                                                                                                                                                                                          (            0            8            @            H            P            X            `            h            p            x                                                                                                                                                                        h            p            x                                                                                                                                                                                                                                                                          (            0            8            @            H            P            X            `            h            p            x                                                                                                                                                                         (        
T
d                        /home/naomi/work/LOAM/NEW/sio.c -O2          var_curr 	        grid_curr 	        gmap_curr 	        str_curr 	        addr_curr 	        rang_curr 	        map_curr 	        indx_file 	        data_file 	        tios_file 	        ingr_file 	        tios 	        sz_REAL 	        sz_UINT 	       idvar_tios_                <       (loc_wr        @              Xloc_rd                      ipick                      read_array                    pick_slice              
P      8pick_sprite        
P            fill_buffer                   write_stream_data                    wr_as_real 0                   Xlwrite_tios               0      restart_tios        0            lwrite_grid                   lwrite_gmap                    lwrite_var 0                  Plwrite_stream 0                  restart_stream                    do_gmap                     regrid_stream 0              "l      Pset_slice        "p      %(      set_define 0      %0      '4      read_range       '@      +       set_range        +      /      Hfind_var_by_name        /       /      set_stream       /      4      tios_init_       4      88       tios_map_ 0      8@      9H      htios_grid_        9P      ;      tios_var_        ;      =      tios_idvar_        =      ?       tios_read_       ?      Cd      8tios_cntrl_       Cp      D      str_time_init       D      F      isit_time        F      G      sio_putvar       G      I8      tios_putvar_       I@      I      @tios_putidvar_ 0      I      J      ptios_save_        J      L      tios_close_        L      OH                      9 
    /home/naomi/work/LOAM/NEW  sio.c ᠎  	        /
0#
$($(<)
,+~|~
	}v9(?q8
|

($%,~}(v
 -+%~}(j(	 ;{*v(	 C!~}*(	~}E 8!	9~x*r0) 	A~~}*c$% $~x%s%	4(~~}%6{~x~x~
$- E8~(047t,!({4,A{8$ 9# (# 9$,$$$A#,,$84(!,$)(P0~ 981
(~$	}	\= E4~m1'/4''#`'
|()-50u4(
}1ll~.xtt4J	
8}|l{
a/$~Z~8BB<)M+)~~-7q&a"t\@ )\- %%!]*, *0@-
 up%APQ@-m(6 |t
-,)%
$"*%@0c4		j*|~)~  $58Q8~4(( 9 y$)9##)	$1(%  $I $Q $,	1A(z%%z%(!H(z%%z%$		",
	
4}}w

0~$~! ~$b $~		~~~~#	~}	~}	
~}	!
w-#|~/ED!4u
 ~	|  ~!y,4 -0~$$%n(0!	!8~ , -,|	,$~j,,)U %B  4 
?  4 
  . ?@
@  . @
@           @	@              (                       < ACD@          (               @       H ACG@          (                      H ACG@                                             P                     AD@DC$CBFB!B B"B#         @                     A`ABB@BCCB
EAA	          @              
P       ApBI	BA
CC@DBBA          @                     AA	CA@BA
ECCCD         @                    X APEBE@	FGECBG             (                      A0CCC@       0                      A AB@Bp            (              0        A AFD@       (                      AJM@          (                     AQK@          (                      A0HBI@       0                    P A0fFAI@            H                     ApB
CBCE@[	QAJq              @                      CpBBCBA@JBM	89        8                      l C0BCBA@CW_M       8              "p       APABCBCAA@           (              %0       A0C@CD       @              '@      @ AABCC@E
C	BBBA         @              +       ApAD@
D	CAAApDE          0              /         A BCCB@            P              /      $ AA	BD@AEBO
eFBP              @              4      H AEG@CGBBAFME         (              8@       A0EF@E       (              9P      X A`T@DD       0              ;       A@EACB@C         0              =       A@EABEG@         @              ?       AECACD@CCBCA                        Cp        A                        D       A                        F                    @              G       AECEC
BAAAA	A@         (              I@        AI@             (              I        A0N@             P              J      ( A`FC
B@H	ABBCDAd          H              L       A`CCABB@
BFAUE	r        8                                    OH                                            Bvar_curr        Wgrid_curr        mgmap_curr        str_curr        addr_curr        rang_curr        map_curr        indx_file        data_file       tios_file       ingr_file       1tios       hidvar_tios_       loc_wr       loc_rd       Rtios_init_       {tios_map_       tios_grid_       tios_var_       tios_idvar_       tios_read_       Ftios_cntrl_       sio_putvar       tios_putvar_       tios_putidvar_       >tios_save_       gtios_close_                                    ipick       read_array       #pick_slice       Kpick_sprite       tfill_buffer       write_stream_data       wr_as_real       lwrite_tios       restart_tios       Dlwrite_grid       llwrite_gmap       lwrite_var       lwrite_stream       restart_stream       do_gmap       6regrid_stream       `set_slice       set_define       read_range       set_range       find_var_by_name       *set_stream       ostr_time_init       isit_time                N             0   U          8             `   U          h                U                          U                          U                      @   U         H               U                        U                        U                      `   U         h               U                        U                        U                      (   U         0            X   U         `               U                        U                        U                     X   U         `               U                        U                        U                     P   U         X               U                        U                     (   U         0            p   U         x               U                        U                        U                     @   U         H               U                        U                        U                         U                     H   U         P            x   U                        U                     	    U         	             
   T          :   S          N   
          d             z                                                                                                      (            9            M            `            y                           U                                    U                                    U                                    U                                    U         3            ;            C   U         \            d            l   U                                    U                                    U                                    U                                    U         ,            4            <   U         T            \            d   U         |                           U                                    U                                    U                                 	   U                     &            .   U         H            P            X   U         o            w               U                                    U                                    U                                    U                                 "   U         :            B            J   U         c            k            s   U                                    U                                    U                                    U                                    U         .            6            >   U         W            _            g   U                                    U                                    U                                    U                                 
   U         &            .            6   U         O            W            _   U         y                           U          
   R                        
   R          
   R                                                                                               @                              	                        	(                                                       
                                                               <                          $                              	x                          ,                       P                                4       0                l                                :       0                       0                         @                                                         E                              $                          K                              OH                         Qp  !                     h                               c   	                      n                             y                         0      %                          	                                                   p                                                          	                      p                                 	                                                    p                             @                          p                                                        p                        S                                p                        $       E                          p                       i      	H                         	p                        ױ       @                         p                                                       (p                                                         9   	                                                    I   	                                                  Z   	                            P                      j   	                      @                              }   	                      `                                	                      p                           call.o/         839864855   1572  1572  100644  3160      `
ELF                                    0   @     @                                                                   <                           
                   $                     0                     >                     K                     Z                     j                     z                                                                                  .symtab .shstrtab .strtab .comment .text .MIPS.events.text .rel.MIPS.events.text .rela.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames  .text icpu_time_ clock .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames be::6.02:call.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4     g<  $!    % 9-ߙ    	   !߿  %߰   g                                                                                                        (        
T
d                e         /home/naomi/work/LOAM/NEW/call.c -O2          icpu_time_                <       (         [        8 
    /home/naomi/work/LOAM/NEW  call.c @  	        $	 %B  . ?@
@           @	@              (                       < ACD@          8                                     <                       -                m       Cicpu_time_                  M             0             8             
             ;             S             [             c             
                           
                                                                                                  @      h                        	                                                                                                                                               =                          $                               <                         *p  !                                                     <   	                                                     R                         0       H                       ]p                      x       0                          kp                               m                          wp                               c                          p                        x       !                          p                              X                          p                               @                          p                        1       5                             	                      h                                 	                      x                                  	                             P      
                    	                                                       	                                                 dyn_c.o/        839864861   1572  1572  100644  41120     `
ELF                                    `0   @     @                                                  	                                                                 	                   "  
                   (  
                 .                      4                      :                      A                      H                      O                      Z                      a  
                k  
             T   t                      |                                            
                                                                                    
                  
                                                                                                         
                  
            P                                                 
            \    
      	@      \  
  
      
                               
      `      H  %  
            H  /  
               9  
            	X  B                     J  
      #p      \  T                     \  
      %        f  
      '       h  o  
      (@         y  
      )            
      )                                                                                                                                                                                                                 !                    4                    H                   .symtab .shstrtab .strtab .comment .rodata .srdata .lit8 .bss .sbss .text .MIPS.events.text .rel.MIPS.events.text .rela.text .rel.text .MIPS.options .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .debug_funcnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames .rel.debug_funcnames  .rodata .srdata .lit8 .bss .sbss .text found fseek fgets strchr strcpy strtok strcasecmp strcmp tag_found prtstop1 fprintf __iob exit inp_file_ fclose strdup fopen inp_trace_ inp_vrnt_ strlen strncpy sprintf ftell inp_sect_ inp_int_ sscanf fflush inp_flt_ inp_dbl_ inp_str_ strpbrk inp_iarr_ inp_rarr_ inp_sarr_ inp_any_ memmove inp_days_ tolower inp_date_ inp_def_ inp_inxt_ inp_fnxt_ inp_wnxt_ .debug_info .debug_line .debug_abbrev .debug_frame .debug_aranges .debug_pubnames .debug_funcnames .rel.debug_line .rel.debug_frame .rel.debug_info .rel.debug_aranges .rel.debug_pubnames .rel.debug_funcnames be::6.02:dyn_c.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4         	[](){},;
          ,;	
       !!!inp_file: can't open <%s> for reading
        ,;	
        ,;	
       !!!inp_trace: can't open <%s>.
  ,;	
        ,;	
        ,;	
        ,;	
        	[](){},;
         !!!inp_int: can't read <%s>
     ,;	
       +%-20s %d
       ,;	
        ,;	
        	[](){},;
         !!!inp_flt: can't read <%s>
     ,;	
       +%-20s %g
       ,;	
        ,;	
        	[](){},;
         !!!inp_flt: can't read <%s>
     ,;	
       +%-20s %lg
      ,;	
        ,;	
       !!!inp_str: error reading <%s>
  ,;	
       +%-20s "%s"
     ,;	
        ,;	
        	,;[({
     	,;[({
     	,;[({
     	,;[({
    !!!inp_iarr: can't read <%s>
    ,;	
       +%-20s [         ,;	
        ,;	
        	,;[({
     	,;[({
     	,;[({
     	,;[({
    !!!inp_rarr: can't read <%s>
    ,;	
       +%-20s [         ,;	
        ,;	
       +%-20s [         ,;	
        ,;	
       +%-20s %d       +%-20s %lg      character       +%-20s "%s"     integer*1       integer*2       integer4        integer*4       +%-20s %lg      hexadecimal     +%-20s %#x      +%-20s %#o      !!!inp_any: unknown format <%s>
         ,;	
        	[](){},;
         !!!inp_any: can't read <%s>
     ,;	
        	[](){},;
         !!!inp_any: can't read <%s>
     ,;	
       !!!inp_any: error reading <%s>
  ,;	
        ,;	
        ,;	
        ,;	
        	[](){},;
          	[](){},;
         !!!inp_days: can't read <%s>
    ,;	
       +%-20s %g  %s%c
         ,;	
        ,;	
        	[](){},;
          	[](){},;
          	[](){},;
         !!!inp_date: can't read <%s>
    ,;	
       +%-20s %d %d %d
         ,;	
        ,;	
        	[](){},;
         !!!inp_inxt: can't read <%s>
    	[](){},;
         !!!inp_fnxt: can't read <%s>
    	[](){},;
          	[](){},;
         %# end r w+ _%1u %d %g %lg "' %# %# )]} %d %d %d  
%23c ]
 %# %# )]} %g %g %g  
%23c ]
 "' %# "' "' %# "' "%*s"  
%23c ]
 %d i int      integer f flt float r real d dbl dble double %lg c c1 char char1 char*1 w word s str string i1 int1 i2 int2 i4 int4 r4 real4 real*4 r8 real8 real*8 %lg h x hex %*2c%x o oct octal %*c%o "' day %g hour week month year %d %d %d %d %g %#       @8      @      @>j@v             g  ߙ   ߄   X 	  0% ($   ߖ  $ ߁  %߆   Hd1   	d$   ߞ  g   f7  0ߔ  % 8g   P @@ /   !   !   !%   	` % (%ߙ  @    ! 	 %ߙ   @ % 	(%߿  ߙ   @%@ @%  %    ! 	g @ 0   !fD ߙ    $ +    ! 	ߥ @    !   !%߆  (% 	  %%@   !߱ H߳ 8ߵ (߾ ߿ X  %߶  ߴ 0߲ @߰ P߷  g `߱ H߳ 8ߵ (߾ ߿ X$ ߶  ߴ 0߲ @߰ P߷  g `   !   !߱ H߳ 8ߵ (߾ ߿ X  %߶  ߴ 0߲ @߰ P߷  g `   !   !   !߁  g 0%߅ d9       %   	$ @ ߦ     !   !  (%߁   $ 	   !d9   	$ @    !   !   !$ ߿  %߰  g     !   !g<  $!    % 9- 0%ߙ   (%߁    	d$ @ߙ   	$߿  %߰   g    !   !   !g<  $!    % 9-  %߁  ߋ  ߙ    ` d1   	` %ߙ   	  %ߙ   @ % 	f% ߙ   @ % 	g ߙ  @    	  %ߙ   @ % 	f% X @(%ߙ   	f$ (߿  ߱  ߰   $  $@%߲   g     !   !   !g<  $!    % 9-  %߁  ߋ ߙ    ` d1   	` %ߙ   	  %ߙ   @ % 	f% hߙ   @ % 	g 	ߙ  @   	  %ߙ   @ % 	f%  @(%ߙ   	f$ x߱ ߿ $   @%߲  ߰  g     !   !g <  $!   % 9-  ߙ    % 	   @ %߁  ߙ  d!   	d%  @%ߙ   @ % 	 ߙ  ߥ  @0% 	g 0ߙ  !    
   ! 	g 0߿  g ߙ   ]-   	d$ 0߱ ߙ   	g 0 @0%߁    (%d9     % 	 ߙ  $ @    !    $   ! 	߄  $  $ ߿   %߰  g    !   !g<  $!   % 9-ߙ      	 % @ %߁  ߙ  d!   	d%  @%ߙ   @ % 	 ߙ  ߥ  @0% 	g   %߱   	g  ߁   @0%d9     (% 	   %ߙ  ߿ @    !    $ 	߄  ߿  $    !   ! %߰  g g<  $!   % 9- (ߙ     % 	  @ %߁  ߙ   d1   	f% ߁  d9   @ % 	   !ߙ  f% @    !         ! 	   % @ %g  ߙ  g  	   !ߙ  $ A    ! 	ߤ ߙ   @ % 	f% @(%ߙ   	f$    !   !߰    ߙ      ! 	ߤ ߙ   @ % 	f%0ߙ   @0%  ߄  	f% ߙ  ߄  	   !߿ (@%  ߱ ߲  g 0g<  $!   % 9- (ߙ     % 	  @ %߁  ߙ   d1   	f%@߁  d9   @ % 	   !ߙ  f%P@    !          ! 	   % @ %g  ߙ  g  	   !ߙ  $ _    ! 	ߤ ߙ   @ % 	f% @(%ߙ   	f$h   !   !߰    ߙ      ! 	ߤ ߙ   @ % 	f%ǡ  F a @0%ߙ  ߄ f% 	D' ߙ  ߄  	   !   !߿ (@%Ǡ  ߱ ߲  g 0   !g<  $!   % 9- (ߙ     % 	  @ %߁  ߙ   d1   	f%߁  d9   @ % 	   !ߙ  f%@    !          ! 	   % @ %g  ߙ  g  	   !ߙ  $ _    ! 	ߤ ߙ   @ % 	f%  @(%ߙ   	f$   !   !߰    ߙ      ! 	ߤ ߙ   @ % 	f%  @0%ߙ  ߄ ס  D'  	f%ߙ  ߄  	   !   !   !߿ (@%נ  ߱ ߲  g 0   !g<  $!     9- @ %ߙ   8 % 0 	  @ %߁  ߙ   (d2   	fE0߁  d9   @ % 	   !g ߙ   ߁  @ 
   !0 -   ! (% 	  %  (   !   !   !ߙ   	d$  ߙ   @%f   	    	ߤ  @X%`    !   !   !ߙ     	ߤ ߙ   @ %߰  	f`ߙ   @(% 	f@߫     !   !ߙ  `    % 	ߥ ߲ (  ߙ      ! 	ߤ ߙ   @ %߰  	f @0%ߙ  ߄  8% 	fpߙ  ߄  	   !   !ߙ  ߰ @ 	  %߿ 0  ߼  ߱ 8 g P   !   !gp<  $!     9-  %ߙ   ` %   	  @ %߁  ߙ   xd1   	f%߁  d9   @ % 	   !   %߿  @ߙ   H P X  % h ߩ  p@ *   !    3 `    ! <% ߡ   % "-  & #  f1 2f    !   !ߧ  0&  (B  *    ! (< - /z-%-  (   ( f1 9f   y   ! 	e%ߙ    % @%߉  ߆    e1    % 	$ ߙ  @ j   !%   	g ! (%ߙ  @ c   ! 	f$ ߙ   @ %ߡ  	d% @%  Y   !ߔ  ߗ  ߤ f# d  0g $d  g +d ($ d 8%`(% 	  %ߡ (%%@ 8   !  %%  	 "0-ߙ  V    ! 	ߤ ߙ   @ % 	ߥ  ߙ   @(% 	ߤ (   !ߙ  @(% 	   % @%'     !ߙ  ߆    % 	$ ߙ  @    !%   	g  (%ߙ  @    ! 	ߤ 0ߙ   @ % 	ߥ 8 @%    !     !   !   !%%g (  % ߡ  	 "0-' ߙ  g .g 2    6   !$   	ߤ ߙ   @ %߰  	f ߓ  `% @0%߄  	f߱   % ߒ    !   !   !`%&  (% 	@ %& $ 
 `%0%(%  ߒ  * 	@ %ߒ    !   ! f1    !   !`%g 8 	@ %ߙ  ߄  	   !߰ ߲ pߴ `߶ P߿ %߼  ߷ Hߵ X߳ h߱ x߾ @ g    !   !gp<  $!     9- x %ߙ   X %   	  @ %߁  ߙ   pd1   	f%0߁  d9   @ % 	   !   %ߡ  8߿  @ߙ   H P  % ` ߧ  h@ )   !    3 `    ! < /  % "-N0     f1 2& ߤ  (& 0- ~*`    ! -  B  < (/ 'z р/d $X-N0 @!  N9 @! f1 +   !  |   ! 	d`ߙ    % @%߇  ߆    d    % 	$ ߙ  @ m   !%   	g > (%ߙ  @ f   ! 	f$ ߙ   @ %ߡ  	d%p @%  \   !ߣ g Aߔ  dbg Hda  $ dP (f7 dr@ 0   !   !%`(% 	  %ߡ ߙ  (%%@ 7   !  %  	 "0-ߙ  V    ! 	ߤ ߙ   @ % 	ߥ  ߙ   @(% 	ߤ (   !ߙ  @(% 	   % @%'     !ߙ  ߆    % 	$ ߙ  @ !   !%   	g ; (%ߙ  @    ! 	 %ߙ   @ % 	ߥ 0 @%    !     !   !   !ߡ ߙ  P 	   !%g E  %  	 "0-'    !ߙ  g Kg O    3   !$   	ߤ ߙ   @ %߰  	fߓ  `% @0%߄  	f߱   % ߒ "  F (%`%@ % 	D& & $ 
 (%`%0%  ߒ  * 	@ %ߒ  f1    !   !`%g U 	@ %ߙ  ߄  	   !߰ x߲ hߴ X߶ H߿ %߼  ߷ @ߵ P߳ `߱ p߾ 8 g    !   !gp<  $!     9- x % h % ` %ߙ   H %   	  @ %߁  ߙ   pd1   	f%߁  d9   @ % 	   !ߙ  g a 8 @ P  Xߔ  @ 2   !  %   p  ߿        %Q(- - 	 0%%p  ߡ   0 0!Q(- -  !*    !%ߙ  ߾  ߲     !   !t   	  %ߡ    *    !  p     !   !ߙ   P       !߂  dR  dD   	  %ߙ  $    @% (ߒ     %  f  	f  @%     !@%߆   (% 	ߤ (ߙ   @% s   !   	g dg gߙ  @ l   ! 	 %ߙ   @%  f %  f  	f  @% _   !   !   !߿   % 0   !  %p    /P    1--   &1 p  0*    !   !   !߱  f0    0% P* C0  (%ߙ   	 -b  " ߙ     	 -f fR ߙ    g X߰ 0&1  	  ߙ    f  @% 0   %  f>  	f$  @%   !ߙ  ߆  $  	ߤ (ߙ   @%    !   	g [ %ߙ  @    ! 	g ^ߙ   @%  
 %  f  	f  @%   !   !   !ߙ  g j   H   !g q 	ߤ ߙ   @ %߰  	fߕ  % @0%߄  	fߙ  $ ߿   -  %a  !    	 -a  !    #* `%(% " 0%%߄    	8-&1 $ 
" !$4 ߡ  !*    * G     !   !   !(%%߄  	$  $    !   !ߙ  @   !   !%߄  	g wߙ  ߄  	   !߱ p߳ `ߵ P߷ @߿ ߼  ߾ 8߶ Hߴ X߲ h߰ xߢ   g    !   !g<  $!     9- P % 8ߗ   @ %% X % x 	  % Hߕ   @ %߁  % `d2   	fE % @ % 	   ! 0ߞ   h @%%g z 	g  %fE 	g  pߐ   %g } 	  %g  %@n   ! 	  %g  %@h   ! 	  %g  %@b   ! 	  %g  %@W   ! 	  %g  %@Q   ! 	  %g  %@K   ! 	  %g  %@E   ! 	  %g  %@?   ! 	  %g  %@.   ! 	  %g  %@(   ! 	  %g  %@"   ! 	  %g  %@   ! 	  %g  %@   ! 	  %g  %@   ! 	  %g  %@   ! 	  %g  %@    ! 	  %fE0 %@    ! 	  %g  %@    ! 	  %g  %@    ! 	  %g  %@    ! 	  %g  %@    ! 	  %g  %@    ! 	  %g  %@    ! 	  %g  %@    ! 	  %fEP %@    ! 	  %g  %@    ! 	  %g  %@    ! 	  %fE` %@    ! 	  %g  %@    ! 	  %g  %@    ! 	  %fEp %@    ! 	  %fE %@    ! 	  %g  %@ ~   ! 	  %g  %@ s   ! 	  %g %@ m   ! 	  %g %@ g   ! 	  %g %@ U   ! 	  %g %@ O   ! 	  %g  %@ I   ! 	  %g" %@ 7   ! 	  %g$ %@ 1   ! 	  %fE %@ +   ! 	  %g/ %@ %   ! 	  %g1 %@    ! 	  %g5 %@    ! 	  %ߙ   (%@    ! 	fD  ]   !   !   !%g; 	g  fE% 	g $   P   !   !%g( 	g  fE% 	g $   D   !   !%g 	g  fE% 	g $   8   !   !$ g$    2   0$    !  -$    !   !  )$    !   !fE@$ s%  	g   %     !$ s  %       !   !$ c$     %g  	g  fE % 	g $      !$ g$     $ % 	 %% @ % 	fE߁  d9   @ % 	   !ߙ  @ $   !v    !     !%?  $ w    !(% 	` %  v   !   !% 	 %% @ % 	fE% @(% 	` %  h   ! 0%(% 	` %  b   !   !ߙ    F   !gA?  $ w %   !߁   	d$  ߙ   @X%` ep e   	  % @P%@    !% ( 	 %% @ % 	fEߙ   @(% 	fDߪ (   !   !% (%@   	` %  6   !   !%fEP 	   %% @%     ! 	 %% @ % 	fE @(%ߙ   	fDh  !   !% (% 	` %     !   !   !fE% 	   % @ %`0%ߙ  g   	$ %^    ! 	 %% @ % 	fE@ @(%ߙ   	fD    !%߰ p  ߱ h߶ @    ! 	 %% @ % 	fE @0%ߙ  ߄ `8% 	g ߙ  ߄  	   !   !߲ `ߴ P߿ x߼  ߷ 8ߵ H߳ X߾ 0 g    !   !g<  $!   % 9- 8ߙ   0 % 	  @ %߁  ߙ    d2   	fE߁  d9   @ % 	   !fEߙ   (gD@    !       $+     !   !ߙ   	   % @ %g  ߙ  gH 	   !fEߙ  $ _    ! 	ߤ ߙ   @ % 	fEHߙ   @(% 	fD(ߙ    +     !ߙ   	   %ߙ  K   	` %ׄ ׆ $ m$
 w$ y$ hǴ  F _   F aׂ  F"CgK  F     !P    !F F$gU  F     !F aJ    !F&)BgP  
F (    !׈ F H    !F(9g[  F 8 ߙ  ߰ 0     !  	ߤ ߙ   @ % 	fEpǩ  F JDP F Ja$	   @0% @%fEXߙ  8" ߄ D'H $ s 	 "Hߙ   	߄ נ    !   !߿ 8`%߳ ߱ (߲   g @   !g<   %$!     % 9- @ % 8 % 0 % ( %ߙ    %  H 	@% @ %߁  ߙ    d4   	f߁  d9   @ % 	   !ߙ  f@ 
   !    ?    _    /     !   ! 	   % @ %ߐ  `0% %g` 	$ fߙ  Q    ! 	   % @ % %0% 	gcfߙ  Q 
   ! 	   % % @ %0% 	gfQ    !ߙ   	 %ߙ   @ % 	f @(%ߙ   	f߱ 8  ߰ @߲ 0    !ߙ   	 %ߙ   @ % 	f ߄ g  ߙ   @0%     	fߙ  ߄  	   !߳ (ߵ ߾  ߿ H%߶ ߴ  ߷  g P   !g<  $!    % 9-ߙ    	   ! @ %߁  ߙ  d!   	d%0߁  d9   @ % 	   !߿  %߰   g    !   !g<  $!   % 9-   %߁     % d2  ߙ   ( 	fE@ @ %g  ߙ   	gi$  ߲ ߙ  ߿ (A    ! %  ߰      ߟ  ߰  g  ߡ  	d$X %߿ (       !߱  g 0   !g<  $!   % 9-   %߁     % d2  ߙ   ( 	fEx @ %g  ߙ   	gl$  ߲ ߙ  ߿ (A    ! %   ߰      ߟ  ߰  g  ߡ  	d$ %߿ (Ǡ       !߱  g 0   !g<  $!    % 9-     %߁  ߙ   d2   0 	fEߙ   ( @X%  %߁   `    !$ ߆  d2   	d$  goߙ   ߡ @    ! 	%  ߡ ߙ  @    !  (% 	d$ ߙ   @ %ߡ  	d% @X%`    !   !ߙ  `(% 	ߤ  ߙ   @ % 	   ! @%߲ ߿ 0   %߰ (߱   g @    r                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                           	             
                                                               $   	          4              :              D             H             R             V             Z             ^             b             f             j             t             x             |                                                                                                                                                                                                                                                                                                                                                                                                                                  !                     "            (             ,            0             4            8            <            @            D            H            L   !         V            Z            `             d            h             l            p            t            x            |                           !                                                             %            
                                                                                                !                                                                         	            
                                    %                                                                          	            
                                                           $            (            ,            0            4            8   !         B            F            L             P            T   	         X   
         \            `            d   %         h             l            p            t            x            |   	            
                                                                                                                         !                                                                         %            
            	            
            %            
                                    %            
            	            
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                 X   %                 l   
                                                                                                                        !                    )                  )               0                    X                    `                    l                                                                                                                          *                 !`   %                 !                    !                    !   
                 !                    "L                    "                     "                    #                    #,   !                 #t   +               #x   +               #                    #                    #                    #                    #                  #                  #   ,                 $                     $                     $(                    $@                    $P                    $`   ,                 $p                    $|   ,                 %0                    %L                    %|                    %   !                 %   -               %   -               &                    &0                    &4                    &<                    &H                  &L                  &\                    &                     &                    &                    '                    '                     '4                    'X                    'd                    '|                    '   !                 '   .               '   .               '                    '                    (                     (                    (                  (                  (D   /               (H   /               (`                    (l                    (p                    (                     (                    (                    (                    )   0               )   0               )                     ),                    )0                    )H                     )`                    )                    )                    )   1               )   1               )                    )                    )                    )   	                 *                    *$                    *,                    *4   
                 *T                    *l                    *                    *                                  <             t                         $                        8                        L            X                                                                        ,            8            p                        \            p            x                                                8            X            `            h            p            t            $            t                                    t                                    	            	            
$            
T            
l                                                                                     <            H                                    h                                                                                     4            T            d                        8            x                        D            h                                                            $            <            x                                                |                                                            (            P            h                                                            8                                                                                                                                     0            H            `            x                                                                                                 8            h                                                                                    (            @            p                                                                         0            H            `            x                                                            4            d                         X            !l            "            #            #0            #            $            $            $            $            $            $            $            %             %            %$            %            %            &            &            '            'D            't            '            (            )P            *             *0                         (        
T
d                        /home/naomi/work/LOAM/NEW/dyn_c.c -O2          __iob file 	        ftrace 	       buff1 	        buff2 	       psection 	       psec_pos 	       trace_input 	        search_in_main 	       $found                       (tag_found              x       pprtstop1                    inp_file_                     inp_trace_                    inp_vrnt_                   @inp_sect_                   xinp_int_ 0                  inp_flt_ 0            	<      inp_dbl_ 0      	@      
       inp_str_        
      X      Xinp_iarr_       `            inp_rarr_                   inp_sarr_                     inp_any_             #h      hinp_days_        #p      %      inp_date_        %      '      inp_def_       '      (8      0inp_inxt_ 0      (@      (      `inp_fnxt_ 0      )       )      inp_wnxt_        )      *                      : 
    /home/naomi/work/LOAM/NEW  dyn_c.c ̍s  	        6)}
Y-	z	~~	 $($/D8$/D<<558858%|<P%|<\%|<\!	yLT!#+3&q-	,v$0	D( 3~A!$+/&q-
(v&	D(3~A!A	:p4!	)9y	G)	@  
"8	{A	q,$~{z&{|{||!	{&}y!z$z "~i@w~z@\	% ~	z~={<	z!h$%~%~)> %B  4 <?  4 
  . @
@  . ?@
@           @	@              @                       A`E@CBFD
C	BCBA          (                      B DA@          (                     T ACG@          0                      A CCEA@            0                      A CCEA@            0                     ACC@B              0                      ACDA@              0                    P A0CC@BG            0                    \ A0CC@BG            0              	@      \ A0CC@BG            0              
       APECB@F            @              `      H AECC@FK
B	AABC         @                    H AECC@FKB
B	ABC         @                      AEBBC	C@FKA
AB         @                    	X AEB	BCB@CEH
BJ         0              #p      \ A@CC@BGK         @              %       APB	C
CBBBCBA@F          (              '       h ACD@          0              (@        A0CCDC@            0              )         A0CCDC@            0              )       A@CGB@D            8                                    *                      j                     3prtstop1       Yinp_file_       inp_trace_       inp_vrnt_       inp_sect_       inp_int_       inp_flt_       Dinp_dbl_       jinp_str_       inp_iarr_       inp_rarr_       inp_sarr_       	inp_any_       0inp_days_       Xinp_date_       inp_def_       inp_inxt_       inp_fnxt_       inp_wnxt_                :                      found       tag_found                      O             0   5          8             x   5                          5                          5                         5                     H   5         P               5                        5                        5                     (   5         0            `   5         h               5                        5                     (   5         0            p   5         x               5                        5                     8   5         @            h   5         p               5                        5                      
   4          <   3          U             g             x                                                                                                          5                     #            +   5         A            I            Q   5         h            p            x   5                                    5                                    5                                    5                                    5         ,            4            <   5         R            Z            b   5         y                           5                                    5                                    5                                    5                                  (   5         @            H            P   5         h            p            x   5                                    5                                    5                                    5                                    5          
   2                        
   2          
   2                                                                                               @                              	                        (      f                                                       ]                                                  	       >                          $                        
0                                ,                             r                          4       0                                                 :                                                        ?                              (                          E                              *                         Kp  !                     >      r   
                      ]   	                      C      @                       s                         W8            
                 ~   	                      v      
      
                 p                      8       @                          p                        x                                p                                                        p                               E                          p                                                       p                               @                          p                        &      r                          p                               B                             	                                                   	   	                                                     	                                                  *   	                                                     =   	                      @                             Q   	                      P                           loam4/          839864896   1572  1572  100755  924624    `
ELF                          @     P0   @ 8  @ & %             @      @      @      P      P                                                  p                            `       `                                                                                                                                  p              /usr/lib64/libc.so.1    (          
O    ń      0                                                                                  :        
      y                                                p             p            p             p  
           p  (           p  '           p              p             p            p             p             p  &           p  %           p  %                  NH    p  -    P    p  )         p  	     (                                           p  $     d    p       L    p      |     p  *     0    p  ,      `                  /.8        /𪚔        .01                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                     o_   d    (          ?   dt   ?    5    5       4    50t    50x   Y       5    I   '$      х   ]    m     l    h@    T    h8        o    PT     r         sS         jc     tT     pT    |     y    m5     g     s     s    8     z~    ~    p                hw    D    m   j   :l4   O   c?   
i_        V_   N         v   i   e   i/   e   `/   ]/   AO   A_   o?   `'O   l?   
z   

   	i      Y   	ɿ   P   
c   
c   
c_   
c   VM   VM?   VMo   VB?   gJo   ,Jo   U   
o   %   
o   :/   a?   3/   Z   
-?   
-/   
-                                    +   0                       `   a   	|   	h   #       ?   8c   	h   #o    o   nO   n_   n_   /   ,W   hO   h_   h_   g   I   ,O   Jo      O   7   z   z   m                  O      H_   O   o   o         Y   
ȍ9   
   
   
   \    l   \    l       eɣ    k   [    ɣ   wOt   /   ,   M   e¢   2   e     lD    \D   3S   
J0       hF   $      .$    yY   /   U      3   D    f   ac5   ʈ    g       lܳ    ص   T   y      6    e`R   y   [   83S   _   ]k4   ]    F   `      
J	   F   
i    lO   $    F    yZ@   v։    ?   l   Z       ٘F   ]$   y    ~           7   .%   	+   `T   v      PT    {      *$   +    m   	   @    mf   
y    m,   <   F   cm   ސ    mt   y    j6       ܶ   
I    {    5    j5    j5    f      F   
      y   H5   <I   <:y   3#   ]   `$    s    t   yf    m|      Z   p/   
f o   
`D      aO   ?   /   \.   [      e.      Zc   _   /   
a}   lP   W   B          6?   Z   `P   Y   
Y   `J   )   Z   Z   }h   mh      
          [/   zv      `ȿ   z   jȟ   l      Q/   }   
e   Q=?   Z   Z      0G?    o    t,?   l    j    ~_      ̛   ̛   ɻ   ɻ   O         
)   L   L   d   
   
   T/   _   	O   
/   |    i   ƨ    [      
   Ʈ   m   k   Z?         o   o   \O   o`   	Vį      	V/   `   	V   *   !   	U?   /   _   _   	Z   ]%?   ]?   e   e   \4   \$   	/   	/   	],/   Zo   vѯ   O   
r(O          _   @    {_   +@    G@   @      ?   ?       9/   }   ּ   п   
d   )   ]o   _#   5ۯ      n:   	A   \   |   n   f   eԟ   f   _/   h/   [    Z   e   n/   xo   	      yy    ky    y   y   b   	K      ğ         p   _   8   
;A   
f   
Y   g   o   O   1   
v   kV   Ͽ   n_   
c   
d   f   -   
cџ   
df   Z   5   5   	Z    C_   	Y?         	o      {    {   
   	n<   ?   O    O   /   	      
<_      Y_   fo   f   /   b       8    -   .    8      _    z       po   
   
˿   
|5   l   
c   
c   VB   VBo   V   V    vjo    j*o    m*o    ~o    xo   o   o   I<   I8   I9   I:   f         Z   Z   
-   n   n   n      h   h      h         	?   0   P       `   P   -       co   o            g   Jg?      I      Jϟ   6      J   J         w   Jן   JΟ   I   z      I~            v   p   p    X%   Y   V   3   xl   d   ZE   	   Jf   JC         )   J   6   	ʼ   T4N            
qI   
	   	@i   jy   Μy          s   -   	=      	9    5   0}      E   R   
ȍ   3         
ȉ   
    0   r   
f   2r         J'      
Ȑ   
Ȋ   n)      @ۉ         2   	E    b   	   4   	          	   	   3   ,   =         G   ġg   ]'   !P      	{յ   3   
   `?   i    t   Jg   Fu   S   S    vo   2_   o   ZO   `_   jo   d}O   X   i   j_   ]O   S/       8C   E   l_   Q   
QC    ti   [.   /    ?    n   
f   K       |ɟ   
          s?      ?   
^         
Z?   Z[      Zl   Zl         ?   <      5   ]   f   Z   o   vn   io   \_   &3    iX/   _y   R      2      e   e   
u   %    c   eO   c#   c#        .text .init __start exit _environ main __rld_obj_head __Argv __istart __readenv_sigfpe __Argc _mcount .debug_info .debug_pubnames .debug_line .debug_aranges .debug_frame .debug_abbrev MAIN__ _main_ s_stop para_ new_logic_ new_param_ new_dims_ new_files_ new_io_ new_time_ new_misc_ new_baro_ new_shap_ dake_mix_ new_forc_ new_forcgr_ new_hfxevp_ new_energy_ pbl_files_ new_vert_ data_addr_ grid_addr_ mosf_ data_geom_ non_stable_ param0_ run_ grid_ coords_ winds_ shapi_ vert_ strech_ errors_ gridk_ baro_input_ main_ inout_ model_input_ model_memory_ make_iox_ scaset_ depth_init_ new_topo_ bndrys_ baro_dept_ data_init_ aarea_ init_rstrt_ tios_cntrl_ read_rstrt_ clim_init_ h_init_ temp_init_ salt_init_ hflx_init_ evpr_init_ dens_init_ tau_init_ real init_data_out_ int baro_sum_ baro_scale_ mem_get_ baro_init_ baro_tau_ baro_rhs_ baro_solv_ psi_relax_ curl_of_psi_ baro_updat_ decap_ baro_div_ baro_rinit_ bcset_ baro_shap_ ddiv_ wtop_ dwcal_ cpulog_ tau_lin_ clim_updt_ qforc_ epforc_ vertu_ vertts_ vertt_ verttr_ dhoriz_ btpgf_ thoriz_ capt_ mod fixed_dep_ vel_updat_ baro_comp_ psi_updt_ shap_vec_ h_updat_ hbcset_ shap_scl_ tupdat_ tbcset_ tdecap_ t_limit_ potn_dens_ dconv_ drich_mix_ comp_bncy_ cvmix_ jpmix_ ktmix_ capfrm_ clim_relax_ situ_dens_ knergy_ pnergy_ add_mean_ keep_rstrt_ data_out_ flush_ close_rstrt_ enso2date_ e_wsle64 s_wsle64 __kai_do_lio64 .data .sdata .rodata .srdata .lit4 .debug_weaknames s_cmp s_copy mod_state_ mod_const_ mod_grid_ mod_grid1_ mod_grid2_ mod_grid3_ mod_data_ mod_dt_ mod_graph_ mod_y1_ mod_y2_ island_1_ island_2_ mod_matrx_ mod_space_ baro_files_ y12m_input_ mem_alloc_ mod_open_ mod_init_ mod_gra_ mem_free_ mod_mat_ mod_lu_ f_open064 e_wsfe64 s_wsfe64 do_fio64 do_winds_ mod_rhs_ mod_sol_ sinf cosf cos sin extend_ mod_sink_ do_island_ max min do_island_int_ do_island_int2_ pow_ri band_local_ do_xi_eta_ do_elem_ add_dt_ assem_ matr_local_ coef_matr_ abs icpu_time_ mem_realloc_ y12mfe_ __kai_do_lio64_1dim f_clos64 init_pack_ to_y12m_ do_adj1_ add_to_graph_ .lit8 afill_ odb_open_ data_on_model_grid_ read_zt_ ran_ odb_rddm_ odb_rdgr_ it_catch_ perror1_ read_linz_ dconv_cl_ sqrt float s_cat pbl_data_ pbl_param_ hflx_s89_ hflx_s94_ htflux_pbl_ grids_equiv_ odb_ifatt_ odb_getiattr_ odb_rdvar_ datagrid_memory_ blin_indx_ blin_coef_ odb_rd1v3_ blin_intr_ nearest_ bracket_ zlin_intrp_ zlin_blin_ idig_ pow_ii mlen_ iargc_ getarg_ dump_rstrt_ dfdx1_ dfdy1_ zero_em_ amin1 amax1 expf exp jint date2enso_ dayofyear_ enso2res_ loc dfdxk_ dfdyk_ zerodt_ copya2b_ btpgf_old_ baro_bcset_ dens_unesco_ dens_eos_ sdens_pnt_ pdens1_ pdens4_ pdens12_ pdens17_ theta_eos_ pdens_pnt_ pdens012_ pdens017_ tconv_ tconv_cl_ tria_loc_ trich_mix_ visc_diff_ tria_init_ tria_tem_ tria_run_ sbulk_ atg_ tke0_ sign impmix_ tridiag_ fpow .bss .sbss new_save_ opda_ wrda_ len segm_from_iox_ rdda_ irdda_ clda_ iwrda_ ipast_scpu_ ipast_swll_ flda_ i_nint files_ wnfils_ new_filt_ inp_flt_ inp_days_ inp_def_ time_ ctime_ inp_file_ inp_vrnt_ inp_int_ inp_trace_ inp_str_ nint inp_date_ max0 wspace_ inp_rarr_ inp_iarr_ read_mask_ ichar inp_wnxt_ e_rsli64 s_rsli64 malloc all_loc_ char free free_ fseek fgets strchr strcpy strtok strcasecmp strcmp prtstop1 fprintf __iob fclose strdup fopen strlen strncpy sprintf ftell inp_sect_ sscanf fflush inp_dbl_ strpbrk inp_sarr_ inp_any_ memmove tolower inp_inxt_ inp_fnxt_ .debug_funcnames tanf gridxy_ tan stretch_ psi_ dpsi_ d2psi_ atanf atan e_wsfi64 s_wsfi64 cstop_ maskk_ bndxy_ shap_indx_ newcorn_ isign sorti_ bound_ set_pbc_ set_bpx_ reset_mask_ make_lok_ set_pbck_ set_bpxk_ r_cosd r_sind sind cosd tios_idvar_ tios_id_ tios_init_ tios_grid_ tios_map_ tios_var_ idvar_tios_ tios_read_ h_to_z_ comp_rich_ out_mean_ out_mosf_ dept_to_foh_ comp_q_ tios_putvar_ tios_putidvar_ tios_save_ add_mean_old_ mean_comm_ out_mean_old_ comp_mosf_ zonal_int_ var_curr grid_curr gmap_curr str_curr addr_curr rang_curr map_curr indx_file data_file tios_file ingr_file tios loc_wr fwrite loc_rd fread strncmp calloc printf sio_putvar tios_close_ close c_exp_ cexp aimag hflx_s94b_ init_pbl_ adv2deq1_ advdifq1dx_ advdifq1d_ tridagqa_ shap_c25_ shap_1do_ shap_1dco_ shap_2d_ shap_1dcn_ shap_3d_ shap_1dp0_ shap_1dper_ copen_ sizef cread_ creade_ cwrite_ cclose_ cseek_ canseek_ cflush_ stat reverse itoa_ uniqnam getpid strncat times time ctime clock sdens12_ sdens14_ sdens17_ pdens14_ sdens012_ sdens014_ sdens017_ pdens014_ __ctype open opnda_ lenda_ mfloat_read_ fscanf mint_read_ nfloat_read_ nint_read_ killsp_ y12mbe_ y12mce_ y12mde_ dabs odb_opcdf_ nccre_ ncopn_ ncddef_ ncdid_ ncvdef_ ncvid_ nctlen_ ncsfil_ odb_loc1_ odb_loc2_ odb_creat_ ncpopt_ ncredf_ odb_close_ ncclos_ odb_dfend_ ncendf_ odb_dfsta_ ncsnc_ odb_dfdm_ odb_dfgr_ odb_dftm_ odb_dfvar1_ odb_dfvar2_ odb_dfvar3_ odb_dfvar4_ odb_dfvar_ odb_wrgr_ ncdinq_ ncvpt_ odb_wrtm_ ncvpt1_ odb_wrvar_ ncvinq_ odb_wrxv_ odb_wr1v2_ odb_wr1v3_ odb_wr1v4_ odb_wr2v3_ odb_wr2v4_ odb_wr3v4_ ncvgt_ odb_rdxv_ odb_rd1v2_ odb_rd1v4_ odb_rd2v3_ odb_rd2v4_ odb_rd3v4_ odb_getvdim_ idv_by_name_ odb_setcattr_ ncapt_ loc_len_ odb_getcattr_ ncainq_ ncagtc_ odb_setiattr_ odb_setiaattr_ odb_setrattr_ odb_setraattr_ odb_setdattr_ odb_getdattr_ ncagt_ odb_getrattr_ odb_getraattr_ odb_getiaattr_ odb_wrdesc_ ncaptc_ odb_setfmt_ odb_setnxyt_ odb_ifvar_ odb_setxyt_ odb_set2xyt_ odb_set3xyt_ odb_setnxyte_ odb_setxyte_ odb_set2xyte_ odb_setnxyz_ odb_setxyz_ odb_set2xyz_ odb_set3xyz_ odb_wrxy_ odb_wrxz_ odb_wryz_ odb_wrxye_ odb_wr2xye_ odb_rdxy_ odb_rdxz_ odb_rdyz_ write ncfils_ cdf_routine_name NCadvise ncopts ncgopt_ nccreate ncerr ncopen ncdimdef ncdimid ncvardef ncvarid nctypelen ncclose ncredef ncendef ncinq_ ncinquire ncsync ncabor_ ncabort ncdiminq ncdren_ ncdimrename ncvarinq ncvarput1 ncvp1c_ ncvarput ncvptc_ ncvptg_ ncvarputg ncvpgc_ ncvgt1_ ncvarget1 ncvg1c_ ncvarget ncvgtc_ ncvgtg_ ncvargetg ncvggc_ ncvren_ ncvarrename ncattput ncattinq ncattget ncacpy_ ncattcopy ncanam_ ncattname ncaren_ ncattrename ncadel_ ncattdel ncsetfill NC_hlookupvar NCvario NC_check_id ncvarputs ncvargets NC_free_array NC_free_cdf NC_new_cdf nc_serror NCxdrfile_create xdr_cdf NC_computeshapes NC_dup_cdf xdr_u_long xdr_numrecs xdr_NC_array NC_xlen_cdf NC_xlen_array xdr_opaque xdr_shorts xdr_NC_fill NC_arrayfill NC_findattr NC_typelen NC_copy_arrayvals xdr_long xdr_float xdr_double NC_indefine remove NCxdrfile_sync ncnobuf strrchr strcat access NC_dcpy rename NC_xtypelen NC_xlen_string NC_xlen_dim NC_xlen_var NC_xlen_attr memset NC_new_array memcpy NC_re_array NC_free_string NC_free_attr NC_free_var NC_free_dim NC_incr_array realloc xdr_enum xdr_NC_attr xdr_NC_string xdr_NC_dim xdr_NC_var NC_new_dim NC_new_string NC_re_string NC_new_var NC_new_iarray NC_free_iarray NCcktype ncvarcpy NCcoordck xdr_NC_iarray NC_xlen_iarray xdr_NCvshort NCvcmaxcontig ncrecinq ncrecput ncrecget xdr_int NC_new_attr lseek read errno vfprintf fputc strerror libftn.so sgi1.0 libm.so sgi1.0 libc.so.1 sgi1.0 _end end _edata edata _etext etext __elf_header _ftext ftext _fdata fdata _fbss fbss __program_header_table __dso_displacement                                   g               ^                  0   s               (f                  }                  T                                                                    
O$        
         i             5  \     5       r  y     E             H        b     J        q     `        
     l         
     m      w   f                                   O      @          *                1                	                	w                  	                  	}                  )                                                      
                  
                  	                  U                                                                                                       Z                  t                                                                        2                W              D                                                                                                              3                                  _                            )               )        `                     l                 	             	     @        	     6      <  
     @                                  \       p                   	X                 
     p              p\             z      p                          `  X     @      H  l     @         t              |                                                       P                     `                                                        @       X              `       	         h       	        `  6     	         =     	p         D     	@         X     	@         c     	@        p     	`        {     	              	       <       	P       <  N     	         l     	0         x     	             	@      T       	      D       	             	`       H       	       `       	       h       	       d  &     	@       P  B     	`       H  M     	       h  c     	       d  n     	@       P  y     	      H       	      d       	              	              	`         	     	               	         I     	       <  X     	         l     	             	ƀ       x       	       0       	0      L       	̀       `       	              	       p       	р      0       	Ұ      H       	        <       	@       L  &     	Ԑ       L  0     	         ;     	      (  G     	       <  Q     	0       L  [     	׀       L       	@       $       	p              	@       |       	              	       `  '     	@         N     	        _     	`      d  g     	         y     	             	      |       
 p             
@      8       
	      T       
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              
              
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0              
         j     
"          t     
#               
<        d  &     
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0              
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          7                 >                 k     9         D     p           
     p                p           J     p            (      |                       @  I              P            ,        h               x         V                                                                                     e                  <  Q                 h  \                  <                    \  ;                  <  `                 L  D                  @  M                  D                     x                                      \  	                                       	L                   
                 
H  E                  H  ?                 @  .                                     D  L                                      t                   t  }                   u                 <  S                                                                                                     %                                                         $                                                            x                                        <                   \                      '                                      X                      )                 	                     Q                                      @                      e                                       @                     #              <   G                                H                 @  	8                 	E               (  B                 ~               <          (       h          8                 H       @  9        X      h  Z        h         e        x       D                                                  T                t                                   H  l              t  z              8                ,                            (       D          8                  H       x          X                  h                  x       L                   1                                                                   D                                                       %                9              4          (                8       <          H                 X                  h                  x                                          %      p      P  D              X      p        b                    P                                     V              E      p         N      p        :              i           l                    
       h       p        l     `       L                          0                     "p       |       "             $        ;     '       @       G      >t       p                   T             T       @                    \       ŀ      (             0       @      SP       R      "d  ]     u       \  w     `        -                                            @         		           	       0        	     ð              P        @     `             P       ,  O                            @              	'                               #      X  	     (             ,        	2     /         	?     00       x       0             7p              Rp             ^p             f`             z`      l                            0     p        	              	     p      8  	                   @      h             H  *                         0@       P        	n               s     p             p                                             H  o           L  	      @             `                   h  T     "`      D       (         G     U`        d     k       4  	     r@        	     P      x  	`           @  	g             Y     ϰ      !4             
                            D  0     0        5     P        :             Z             g     $         z     *        	     D0       h  
     D      X  
:     F              G      \       Np             \       4       g@      8  
Y     n        K     t`        
`     v             z      \  
t             
              
     @         
              	            4  
/     @      H  
             
     `                                 `  
     P                    X  
     P      %             
  
             v           4                    	        #     |       @  	T           x  
     #4             $      N(       r      
  M     }        u                               $       4       X      |               l            T       P              0                                   P  b     P      \                          H              H  k           \       @        u     @       h       0        o     P        3     0         6     0        J     0        D             ?           ,              p  7             Q              |                           *           (       !      d       &@        )     (      X  u     ,P             /0             F      $       I@             K             M             R             V|             fT        U     h      H  |     k(         ]     k      |  h     up        r     |t              }      
                          p       d         >     0       <  e     p       H  s            H              H  *     p             ̀      X  4                          J                  נ                           p                            ް      (  {           
       0      T                    	      :d       C      d       G`      ,       R      
T       \             d      |  J     @        e             $           #P              	  L                           x  A             8     P      "`  -             e              n     0         _                   @                       $     0       x  0            X               x             <  
     P         
&              
E     	 p       X  
O     	0       h  
     	       ,  
     	       L  
     	       X       	@         <     	         
     	      @  
     	      4       	
               	
              	@      \       	)             	<      Q       	             	      T  )     	         <     	         X     	`        b     	       @       	       4       	             	              	             	       L       	         #     	              	0        8     	             	       `  X     	       L       	              	              	          ,     	`         :     	              	       <       	0         x     	p             	ɀ             	              	              	ؐ              	`             	       $       	               	              	              	P      <       	         !     	       `       	        `  4     	       `  G     	       `       	@              	      `       	P      <       	        1     
`             
        d     
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        o     
 p              
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&             
(             
*`             
-              
.       H  6     
/        ^     
2              
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60              
6       |       
70      @       
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>`      t       
CP      X       
KP              
L         >     
M      L       
P       p  [     
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R`         B     
SP      (  ,     
W        @     
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ep       `       
e             
i             
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l             
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r       $  h     
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y             
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P         /     
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        V     
`        V     
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        G     
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         [     
       p       
0         O     
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̠      ,       
      8       
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      ,       
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       8       
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P      |  L     
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                5        (       5P              >              >         s     >          7      |0          X      |@                |P                |`                |                 |                |      (                              `        p         %               /             ,  9               C               O               [             $  g              r                |      0                     0                              H        @       x                              (               ,        @               `                             P      X              8                                                       0       (        `       0                             P        @       X        ՠ               հ                                                      8        @       @        ր         *      ֠         5      ְ       T  A             d  .      ׀         ]      א       (  f               p      p       4  
j      ذ        
      ڠ      0  X                                       0               P               X               `               p         %               /               8               B               L               `                           0                                                               D              v       R       O                                                           B                     I              ~                     &                   7                                         9              R   4                 ]                  Y   8                                                                             N                 _          M                                  F         a                      P                                               X           d                "                                          w                                                              ,                             c          \          G                                                          "      x                                                   4                                                          ?                  	    H                                 |                   
                                          /                                                            R                            z                               C                      i                                      X                                                         G          m                                                   :                                                             Y                                                      j      B                 (                                                                                                      ;                                                           <                                                           @                                                            ?                                                            W          l                                                 {                 	      f                           '   ;                                                              ~                                                      [   ]                                    U                       a                                                          Z                     O                                                                                                    <             #                                             [          u                                              -  q                                                           N                   0                                         P                                                                               w                                                              T                                   A                                                             =                S  W                                     D                                                             h          t  b                                             T                                                               l                                                   e       c             o                                             I                                                               J             !          K                                                                                             w                              3                   &                            g               +                        s          q   )                                                                                                      5                                                                        
                                             E                                                              %                      P                                       S                                                       *   V       U              G                                                              6   2                     $      /              %                 1              .      Z                                  K   H   >           N   Q   L  Y   f  _   F   ^        5       b   M   t   g    '  r  k      k      j      e        \      _   `  :               u  O     3   i      o  )   m   n   p   s   q   r         v   z   x      y  *     2   }  #              0                L  T    X              H                 M                6  h       !                h  p                                      >  (                                               F                  9            s                             -                    ^         $               U                                      d                  Z                      J                                        L          Q                            `                                  J  .  x  +  7  i  ,  g  C  \  ]  p  z  1    D  )  I    =    8  S  [  @  Q  {  E        f  A    K  `  b        W    V  v  m    n        a        t  e  d        l  |  ^  u          c    k  o    j      }                      y          ~                            1                           $                  #                                                      2  +                    0  '                            >                        }                      .                                      {          *                            <              	  
          ,            3                     !  9    -  /  "      %  &  (    7              6  :          4  5    =  @  8        ;  A      ?  B    C              E                                                              V                                                                      n      r                              |                            y                                                                                                                                                                                                                                                                                                                                                                                                                                               	                         	                                                                               ƀ          ɀ          ΀     ψ     Ѐ          ր     ؈          ܀     ݀                                                                                                            0    1    2    3    4    5    6    7    8    9    :    ; 	   <    =    >    ?    @ 	   A    B    C    D    E    F   G   H   I    J   K   L   M   N   O   P    Q    R    S    T    U   V    W    X    Y   Z   [    \   ]   ^   _   `   a   b   c   d   e   f    g    h    i    j   k   l   m   n    o   p    q   r    s    t   u   v   w   x    y    z    {   |    }    ~                                                                                              ߙx% 	4 ߙx% 	4 ߙx% 	4 ߙx% 	4 ߙx% 	4 ߙx% 	4 ߙx% 	4 ߙx% 	4 ߙx% 	4 ߙx% 	4 ߙx% 	4 ߙx% 	4 ߙx% 	4 ߙx% 	4 ߙx% 	4 ߙx% 	4 ߙx% 	4 ߙx% 	4 ߙx% 	4 ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4	ߙx% 	4
ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4ߙx% 	4        $ g $g`%     < d g!<  -  <- 0-!,<  %<-  %&  <     ! <-!d$  <   <-!\%  9,  	    <     !<-9 	    <     !<  <-<    -9<   (-܄d 0-ܥ\Ɗ,  ܥ   	  <   @ %<-   !9 	       ''    %        < K$!\%/-< $!  9-0߂$ ߙhA  	gߙ|ߓ\ 	` %Xߕf `8%`f f ߙf  	 %Hg<P<ߗ$BQ8p$!\ H--  g߂L<dHX$!xߒ x-f ߙ %G8F@ 	 X%$ ߁,߂<d%  dD߁$dG |d# $߁dEXd( ߂< dF d$ ߁d'߂<ߙ|dC $!(-<x$"!<0-$!8 -<$"T<-$!8 (-<($"<0 -$!8-<@$"<H-$!P-<X$"X<`-$"h-(!#)p     !ȯ 	g$ $ ߙ ߦg  	gߙl 	   !  (%ߙ< 	g   !   !A ߐD8ߙ,  (    ߅
 	  ܨ ܧ ܦ ܥ     	  ߙ߁<` %  	  (%ߨ C`B 8Aߙ  ߃L   ߡ`8%0%  ߫ %ߪߩ  	ߥBXAPHpGhK`J 8CF E8I@ߙd pߣp hߣh `ߣ` XߣX PߣP Hߣ @ߣH 8ߣ@ 0ߣ8 (ߣ0  ߣ( ߰  ` %  	  ߤ(A ߂GxF`H 8B C P%ߙ,  H%  "-(%  ߫xd!` % 	 ߤߡONML `C PB (A K  J I H  GPߙߘt 8 0 (   0% (% ` %  	  ߢߡ8I 0H   (%ߙ$G F   % 	g`8%$ ߙL ߈<(     !0%I  % 	ߥ     !   !   !$ : ," $      !gߙt 	gߙT0%`8%ߐ$       !   % 	ߥ (ߙg  _  _0 _ _   KJ(I 8ߨ ` %ߧߦ 	߅` %ߙ(% ߐ    !I(F`H 8 	 8%I HJ 8%(%ߙ$F`` %߁< 	d( ߙ,` %(%߁tߟ<gp!       !I XJ F` 	߇KJ I H H 0%ߙDg`(%  ߧ 	߄`(%ߙL߁t!       !H G F X 	߄I hH XG H(%ߙF`J 8 	` %   !   !G ߙ4F `(%ߖ 	 %ߑ? tD  F ? D  F `  F F ǁ F$ P ߙF B߁ǀ$F  ߧ`@%0%߂* gdE )  ߐdD8 	  Ǥ(%  ߙ<D  ǃ(FF `  ǅF F  D  ߟ  %߂LdC xdB   . JI߁H  $ !  G "    !Fx 	` %FߙDEG 	` %߄ % 	߇$JI8 %ߙ\ߐd d  @d d   ߧ8 ߧ  ߫ ߌߪߧݍ ݌  f  P H ( f 0% g 8 	 0߅4ߙ|g   	$ ߤ$ d ߗg % g 	  %ߤ % 	 $ g g ߨg,% H@# 	 %$ g g  	  %ߙl 	   !ߙL  $     !H G FE 	` %_ ECBPApFߙ\ X H @ 8ߣX 0ߣP (ߣx    ߡH ߣ@ߡ8ߐ` %߷0߶(  X%P%߂   H%߱   @%G -F E g 	 PKJI`0%ߙdH G8 % 	ߥEF0X% H%ߙG ` %ߪ 	ߨ߿8ߩXߨPߥߤxߣHߡ@NMPLpBܧ ܦ ܥ  0 (     X%   P%  ߙdH%  XB   8 A-  _- C- @% dB` %g Pd! H 	 @JCK_I  H FxG 8   ߙl(%  ` %  _  --  g 	d*J  I H G  (%ߙF`K 8 	` %   !ECFBPApHG ߙt X P H @ 8ߣX 0ߣP (ߣx    ߡH ߡ@  ߫8ߪ0߁ߩ(ߨ ` %' &  	% ߙ 	g   !   !gߟ4ߙ|g   	$ ߿$ g 0ߖg % g 	  %ߙ 	 $ g g %g, 	 %$ g g  	  %ߙl 	   !I H  Kx߱(`8%ߙ 0%߰ J` (%߶x 	 %BA_  K D C  HxG`J 8I 0 (ߙ4    0% `(%   	ߤ_XK 0IG  F ExBPApH 8C  Pg  ߙ p hߨX `ߨP X H @ 8ߡH 0ߡ@ (ߡ8  ߡ0 ߁  ` %* )  	( G @FX` %ߙ$gE 0H 8g 	ߩIXH 0(%ߙ,G`` %ߪ 	ߦߙd$ Pߦg 	ߤ߄Tߟd ߉    A* @%߂<߃<dhA ߁L߂dgdd% xd$ da dcp߁<dB ! D0 F5 `(%' ( Lߙ<߉,$
 )  * HGFJ I L K M     	ߤ   !A_ KJ(ߙ   (%ߩ ߨ` %ߧ߰ 	 0%_@KHJI H 0%`(%ߙT  %   	ߧ`(%ߙ\ߟt      !I@H G F X 	ߤ   !M LIGF @K J C (B A _  Hxߙ4 P H @ 8 0 (  B 8 B 0  (%  ` %ߩG` 	ߦ` %(%ߟtP PߙDQ H  C ߧ `@% B8J A XF `     @H% A 8  K 0 	F`     !   !    @H%ߙ< `@%(%K 8J 0` %ߧ 	F`` %ߙL(%ߟt  
   !K0J(H 0F`I 8 	ߧ   !   !_ @ _ _ _x _p _x _P x_p p_  8_ 0_   _X  ߿X ߿P ߿H h߿@ `߿8 X߿0 P߿( H߱ ߐ @߿x (      K (J H  G ߙF E  ` % 		  ߿(ߦXߥPߤHߣ@ߢ8ߡ0 p h 0 (     _h _` _  _ x_  `_   X_  P_P @_p 8   ߿ HH hG HJ (I ExߙF 8  	` %߿(ߨXߧPߦxߥߤHߣ@ߢ8ߡ0 ` X P @ (       _  H_P 8_p 0IXG HH PF  ߙE ` %  	
 G HߙF`H 8(% 	` %` %ߙߟtߪX   *   !IXG XH `F  E BPApC  `ߪP Xߪx P Hߣ @ 8 0ߡH (ߡ@  ߡ8 ߡ0 ߢ(߁ ߢ   +  	* G X(%ߙF`H 8 	` %ߧX` %ߟ|ߙ $ 0* E   !   !   !   !IXF  E BPApC  h   `ߧP Xߧx
  P Hߣ @ 8 0ߣH&   (ߣ@ "   ߣ8 ߣ0 ߣ( ߣ     ߇$!  A(B0   #- C-dH 	d'ߢ(%` %ߙA(F`H 8 "- 	d'` %ߧXߙ& 0*    !ߟ$"   _ #DH FJ`  DP FRǫF	ZCFRF
JBH (G J I  Fx(%ߙ<F JG` % 	F ߙDE  G 	` %B_AKH (G J I  ExF 8ߙ ` %  	  A (K @%J  8%(%ߙI Fx` % 	  0%8%ߙTߟߨ` %      !C BJIA K  E      	g` %߂߁T߰ ߱( @% H%B ! ߙ\ " ߁<!    "        !_ X_  P_   H_ @_ 8_P _p ߿X 0߿P (߿x  ߿H ߿@  ߡ8߿0  X%߁P%' &  	% KJI`0%ߙdH  G8 % 	ߥߙF0` % 	ߥEF0 X% H%ߙG ` %ߪ 	ߨ߿0ߧXߦPߥxߤHߣ@ߢߡ8 0 (     C XC  PC  HC   @C 8CP Cp   X%G P% H%ߙdF E  @% 	` %_ _ _ _  I  H K J  ߙlFxG 8(% 	` %߿0ߧXߦPߥxߤHߣ@ߢߡ8 0 (     C XC  PC HC @C 8CP Cp ` %  X%G P% H%ߙtF E  @% 	   !   !I  H Kx`8%ߙ߰ J`ߦ( (% 	ߤxH  G APKpB ߙ  ߢp ߢh ߢ` H%0% `(%  ߪ8 	ߤJ  I H G  ߙF`K 8(% 	` %ߙ0%8%߁$߰` %! $     !I @H 8 	 (% 0%(%ߙdI(H 8` % 	ߧKPJpG 8_ ߙ ߿p ߿h ߿` 0%  ߩ8`(%ߨ  	ߤI H@%8%ߙ$ J PF`(% 	` %I HJ(%ߙlH 8` %ߧ 	ߦG HKPJpA ߙ ߡp ߡh ߡ`0%  `(%ߩ8ߨ  	ߤF HߙE`G 8 	` %ߙF HE` 	` %ߙ8%@%߁t(%!    )   !I XJ `F` 	` %I XJ (%ߙlH 8` %ߧ 	ߦG XKPJp_ ߙ ߿p ߿h ߿`0%  `(%ߩ8ߨ  	ߤF XߙE`G 8 	` %   !   !&@%߁|1 0*  &   !   ! x      8%  (%' ` % X(_0F`ߙ--g 	g	߿` %ߙX(E`G 8- 	g@%& &0*    !߃߁|߄t߂<ߙ0      !c tB  C   @    !   	   !H hG XF HE` 	` %߅| (%ߙ$     !M L(C hB XA HJ  I H G  F`K 8     ` % 	       !   !   !(%ߙ$     !J  I H G  F`K 8 	` %C hB XA HK  J I H  F`G 8ߙ (% ` % 	       !   !(%ߙ$  0   !J  I H G  F`K 8 	` %C hB XA HK  J I H  F`G 8ߙ(% ` %  	  M L(C hB XA HJ  I H G  F`K 8ߙ    (% ` % 	    z   !   !(%ߙ$  L   !J  I H G  F`K 8 	` %F hߙE`G  	` %H XG HK J  E`ߙF 8I  	` %I XH HA K  F`(%ߙ<G 8J ` % 	  C8B L F E I XH HM A K  G 8J ߙ, 8߭ 0 (    ` %   g 	ߥJ  I H G  (%ߙF`K 8 	` %  *   !   !(%ߙ$  $   !J  I H G  F`K 8 	` %F hߙE`G  	` %H XG HK J  E`ߙF 8I  	` %J  I H G  (%ߙF`K 8 	` %   !H XG HK JߙI(F 8(% 	` %` %ߙ(%ߟt      !I hH XG HJ 8 	F`   !KxߙJ`߱(`8%I  0%߰ H   (%ߡx 	   %BA_  K D C  HxG`J 8I 0 (ߙ4    0% `(%   	ߤߤx_XK 0IG  F ExBPApH 8C  P  ߙ p hߨX `ߨP X H @ 8ߡH 0ߡ@ (ߡ8  ߡ0 ߁  ` %* )  	( G @FX` %ߙ$gE 0H 8g 	ߩIXH 0(%ߙ,G`` %ߪ 	ߦ߂<߁    !B !  A    +,B  + + "$  (   !GPJ 8ߙtg C (%  K  g` % H%ߐL߃ 0% 	h 0ߦD 0C hK H 0HPgI 8L   ߙ|8%   0%`(%    	g   !I HH88%0%ߙ`(%K J   	߄4ߙ߁<߃<@ f   !ߙd$ P߰ߦ (% 	ߤ߁4ߟ|g!  % @ %  	$ $ ߲8%fF Pߖg%g 	  %$ 8% 0%g%g, 	 %$ fF h%g 	  %ߐl % 	   !gߡ   % %$  	$ 8%fF P% g  	  %$ ߿  8%0%%(g( 	 %%$ fF h0g0 	  % % 	   !ߙtg 	g`8%(%ߙgߦ 	g  H   !   !   !߂B !  "     +   !c D` Fc`߃l  	Ffߙ\ߥ 	ߤF `8%(%ߙgߦ 	gߟD `    !     !   !   !ߙdߦ߁$ Pߥߤ 	0   %     !ߙ 	߄4  %߃<a $" ߁tߤD  !  *  F ߁t? b ߉    !׸(ߙd 	   !g߁4g$  8g$ !  ߙ|g, 	 %$ $ ߷f g8ߙ8g 	 %$ %@ߦg@ 	g,ߙl  	 %ggggߙTg 	@ߢ8ߡ   %@ %B   	$ f %HgH 	  %ߡ@8%  0%%PgP 	g0$ $ g%XgX 	  % % 	   !ߣ ߡ8g `% @ %!   	$   8%f ߷H%`g` 	  %8%g%hgh 	 %@8%g%pgp 	  %8%g%xgx 	 %@8%g%g 	  %8%߶Pg%g 	 %ߵX%ߴ`@8%g߳hg߲p 	  %߱x %߰ 	   !ߙ<  (% 	g߿0ߡ߼%   %            g       % &  D ߦ`ߥh$D@%ߪPߩXD   Ĥ  F F`T  5  FF  < F %$ F- @% ௣ |8?  ߥ߄,߆l0Ħ  ߥ ߆d   ߗ     ߞt @!g $ d  * g ߄|(2  !      5      !  <g  (ߡpd! - ' 0/-d2   !   !   !N f $c  |   !   !ߪp @B$f  H-0*    ! 	H XKP- @<- OzP@/P/	-e   !   !   !N@N $t   f $c  |$ ߸x   T`* %  ( )0Q      ! <g f  /-g   !   !   !N   f & ߣx&  A*     !  a -- B < / z /dq-N @N   f    !   !FA߲ $ F @8%$ 	߰ @% ߕ 	   &- ,     !   ! g4 (%ߓ 0%`% 	 %@%fG  0%`% (% 	f (g 0% (%f 0`%$  	@%@%g 0%`% (% 	f 8@%fG   0%`% (% 	f @@%fG 0 0%`% (% 	f H@%fG @ 0%`% (% 	f P@%fG P (%`%g  	g`%$ fG ` 0%g (%߁ 	d$ ߔ$  $  8%* (%   |%   !   !   !  |- | 	d$% (%$  | 8%' * |   !g߰ߡ ߔߑ$ 3  %u*  ^ |   ! ȸ߶ ٰ-߸   &   & #        ׸! (ߖ-!'     -   | 9   (?--   | 9  0?--   | 9  8?--   | 9  @?--   | 9   H?--   |9 (  P?-- 8%0%@(% % |װ- 	f |& c* |   !g$ ߙ߁Tg߂Ԍ?     ! د诠dC B   	߂T_    !ߙ|g@$     !P@$  	D$ ߿ $ #g pߙ  g   	gߙl 	   !ߟT ߸ g g,ߡ ߔ$ 2  % ȸU*$   l |-   !   !ߙ| ߡ  "-ߣ "c  $A #   $!  A# C     b $D     "! ($   + C!P@$ D 	g@8%ߐg | % `(% 	 %8%g  % g  	 %8%g  % g  	 % %8%g   | % ߿   - 	d&ߙl 	   !ߣ  $ c   "* C* + + "$     ! (    !   !   !$   @- 8%g% 	e |' ߟTD* ߢ  |   C-   !   !ߙ|$ $     !Pg@gg 0@$ g 	D$ ($ ߢ $ (dF ߙ (g ( 	gߙl 	   !ߙ̏ ߓ @%@ 0 P@$ D 	g@ $A  @* C
$  C%?*     !   !   ! $"  " @(% %$    0- `% 0 "- 	d& $0 0*  ߙl 	   !ߙ̏ 'ү gg @P@ߙ|$ D 	g@ߡ 8%d& ߙ 8g 8 	 %ߙl 	   !ߙ̏ ߓ  %  /    !   !P@$ D 	g@ ' *
 C%*     ! $"  " @(% %$    0- `% @ "- 	d& $0 0*  ߙl 	   !ߙ̏ 'կ P@ߙ|$ D 	g@ߡ $ $d& ߙ Hg H 	 %ߙl 	   !$    !$ ߲Hg,߿@ߔ  % u*$  Y |A-   !   !   !$ ߙ| ߢ  C-ߣ Bd  $C d   $c  C# D      D ߂T $     d ! ($ B  C ) !P@D 	g@8%ߐg | % Pg P 	 %8%g  % Xg X 	 %8%g  % `g ` 	 % %8%g h | % @ hH@- 	eߙl 	   ! $ - 8%%g 	d$ |' b*  |A-ߙl 	ߤ ߙt 	   !ߙ 	g߿ g ߁T$ g$ 	ߙg! $ " d   ! 	ߥ ߿   $ %?*ߡ  |   "-   !   !   ! ߡ  "-# |$# ߢ   #* |  D-$ g,ߙ̏ ߓg p 0%g x 7 g$ @P$ D 	g@ $  %'8*      !   !   ! '    - ߿ - p$ 8%0%@(% %`%   	 x ' 0*篰    !   !ߙl 	   !gߙ̏ $! ͯ ߙgߥ  	g    !   !$ @%߳ fg g4ߕ@0%߱ % (%ߐ 	f @%fg0@0%% (% 	f @%fg@@0%% (% 	f %@%fgP@0% (% 	f   $ Ǚ(ߕߔ|*g   |   "-P & C   $D # C  | (ޡ    %- $B  9 | ޡ  "-9 | ޡ  "-9 | ޡ   "-9 ޲   |Q0-߂TQ- 8@ !  F >E  8  F ަ  0-   !$  % -`(% 	 8%@ ޲   ,/ _-   F ߕ | ޿ -޲     !   ! |Q-߂TQ-  @ !F>`(%$ %E    !`F ޣ  d-`   !   !  @- 8% 	e |@ ޲   ,- _-@F ߟ   #-  |   0  -- A-߂T@ !F>߈TE    ! C(-ĠF ߄܃  f-`  |ܒ  H/8/ 8 	HG8-   XIP-߉F>E    !@F )  +H-  |ߕ$c  `*[ |   !   !߲ g$ ߑ߶ ߴg4 % 0%ߥ ߍ׹ ׸  	e ߷  % 0%߰0ߵ$ ߭ e`ߥ ߍ߱(߳ 	e ߾ ߙ 	   !ߙ 	gߙ߄߅ 	gߙߍT     ! 	g8߿8߼  g@gP x %  %<   %$! p %   9- h % `%$ g߁ 0g4d" 0 ߓt  Xf~ fe ߙ d$ 0 `  	 % Hߡ $ 	 g4fe ߁, d! ߄% 8 % @ P 	d'p%ߡ 8g $ 	d'g4fe  	g ߪ 0@H%@@%8% 0%ߙ (% 	 %8% 0%ߙf5  (% 	 %ߙ 	   !ߢ $     8% 4*  ߞߖ|  j   ! <fW  Ǚ- (   !   !$#B   b   $r  2# " a    " 0%  gA!b ( "!a % 1- 	d$0%8%a @ 
 1-  -ߟ!  0-%f 	gߟc 0%@    ! k ,+-T  0 -! !-  8+/ -B "-X q-%g8% 	dd @%8%c 0% q-g%F Άdd 	FƓߟߡ (F @    !    !f ߢ 8%f ׸ P׹ H׺ @ߴ xg4ߒ߶ h 0%߰ @%߷ ` (% 	ߤ ߳ ߵ p 0%@%߾ X (% 	߄@%߲  0%߱  (%߰  	ߤ  ߙ߂TB @    ! 	g8   !߿ ߼   g g< $! % 9-  ߁T " D  F `Ā  g F ߂l! ! A     @ $ߔ| % $  	  ߖl% 	   !  % g   	$ $ g   ߓg߆,`%   d  	f&% 	   !  %  	g $ f&`% g  	g% 	   !  %  	g % 	   !  %  	g $ f&`% g  	g$ g  `% g,ߗt 	f $ f `%  g   	g,% 	   !  %  	g $ f&`% (g ( 	g$  xg 0`% 0g0ߑ 	f& `%$  0%g 8 8 	g0ߑl % 	   ! $ ߞ| g %  % 	$  $ 8%߾ xgg @ߓg`% @ % 	$ 8%g H Hg0߁`%@ %  	d& ߿ 8%g `% Pg P 	@ % % 	   !߿  $  %g ௢  	   %8%g `% Xg X 	 %8%g ``% `@ %ߕl 	f $ % 	   !ߢ  $  @% g ௿  	   %$ g߾ `% hg h 	 %߷ 0%ߵ 8%`% p߶ g p߳ ߴ  	@ %߲  %߱  	   !߿  %߰  g0   !   !g < $!   9-߁  ! F  F  !ׁ<F! ǂ F ׁDF! ׂ4F#ׁLF! F  F  ߐl׃,ߙ    P 	F fF X H F F ߙtF  	  L8׺ X׹ PF ׸ Hߙ| 	  g ߁T$  `$ ߙ|!  p h"    ! g  	  $ $ g  gߙߟ,  g  x 	f( ߙl  	   !ߙgߖt   ( ?%  #&ߕ # 0 "#g $  8  $   	g ߱ 08% $  (* 
 CT*%`    !   !   !   !  `(%   %- -% g 	& 8%P*   !ߙl 	   !gߡ 0ߢ 8ߙ$!" 0߱ ߳ ߴ ߲ ߵ x  ߙ|$   	g  ߿ ($ g8ߙ g  x 	 % ߙl  	   !ߙ̎   >%  #&ߕ # 0 "#g $  @ g $   	g ߱ 08% $d  `(* e 
 C `% p*`    !   !  `(%   %- -% g 	& 8%P*   !ߙl 	   !ߡ 0ߢ @ߙ$!" 0߱ ߳ ߴ ߲ ߵ x   !߰ ߷ h߿ ߾ `߶ p߼   g g< $!$   9- @ߕt$  8$  0   V* p  d g (ߞ| h ` X$  P H   !   !߸  '*` C   !   !   ! 3 8%0%  (%Y!޹ 0-%g 	&R ߙ8%߁*@ *   !  !  ߂T #-@  0%gޡ    0- 	d$ߡ ߢ  # ( b-``# 0 b-``# 8 b-``# @ b-``# H b-``! P "-     !    !   !   !$ ߡ ߿ $! * ߰ h߲ Xߴ H߷ 0߳ P߱ `߾ (   !   !߿ p߼  ߵ @߶ 8 g    !   !g< $!4   9- 0ߔt ($ 8% @%&D ( P H  X5    !   *@  % 0% d ߖ%     !&  ,ޅ 	H- @- (-e 	d%8%&R  &F  0%2(*  ߶      %*%  8%&B 0% " ߖ%     ! ! ,ރ  (/ d - e-d 	de%8%&R 0% &D d 2*`  ߶    8&$    2*  I ߓ|ߖ g   !   !   !g܎ &B " 8%0%g  !ށ `% 0- 	d$0%8%@    !ޟ -% (% 	d$8%0% (% /ޟ % - 	   !   !   !8%0%(%ށ `% 0- 	d$8%&R ߡ 0% 2*@ 
   !(% /ޟ % - 	   !   !    !߳ 8߶  ߷ ߱ Hߴ 0߿ X߼  ߵ (߲ @߰ P߾  g `   !g< $!d   9- 0߂t  $ $ ߔ| @ 8g (U  $  H* W B $  Xߟt  *  P   !   !   !&X    ' P# $ `(%  8%-g%   	&1 ߡ 0*&R @ X* %(* *!*$# @% % ߟt`   !߰ Pߒ' ߱ ߿ X߼  &߾ U <& ߷ T 0ߴ 0&1߶  S 4ߵ (߳ 8Q 8߱ H߲ @ g `   !    !   !   !g g    !g< $!   9-  `ߖt @Ǚ߃ HF   X  p$  D  *F  8ǚ( x h2  < 0  RF`     Ǹ Ǵ d  q 0r 8-   !   ! 0&0- FCF@ (E(- ġFCF f & Ǹ     !   !߉ @B&  X8* *   ! @<  Ǹ Ǵ K- Gz1 02 8- `,h- ŶFՃFŀL`- ŖFՃF     `,h-ŶFǶ FL`- ŖFǶ F f Ǹ     !FFߐg4 %g $    	 F  %g4 	g ߁tߑlF C8 " FƂǠ F փF ֡  F փ8  # $O F@FF !F: F   $ ߊ x*  P 
8 ^ - '  *   P%ߋ" ߓ T* @%߉t  '0P      ! < '$ $  d-   !   !   !e  (-fR & U   !   !ߓ 8B&  &0*    ! 8< ?zG-   !   !h @-h @-fR P  g j * $ ߕ h PH*ߖg   - (%g `0%g @(%8%ߗߞߌt݌  `-  % 	 8%`0%%@(% 	  %%@(% 	  %@(%ߌ%  % 	  `0%8% @(%߬ (%  h`*%߯    !   !$ g ߟߞ߲ ߰    ߶ `ߴ p    ! ߙ|  	 $ $ 'g  gߙ߁,  d!  	d&Hߙl 	   !  (%ߙ< 	g   !   !׸ H׺ 8׻ 0׹ @߿ ߼  ߷ Xߵ h߳ x߱ ߾ P g    !   !   !g< $!  9- 8ߓ H %`% P % (ߔ 0 	f  $  @ߒt$ gߙ|f   A  	 " -`%߆g        %@ 	  B , "#$!  	    
   !   !g ' ߆`%  % 	    !$ A   ߙ| "- 8%g 	d$`%ߦ  g     @ 	   !A ,!'  % 	   	   !g $!ߦ  `%  % 	    !g   %  B  "!ߔ`%f  	 f ߴ (`%߳ 8g   %B   ߱ H߲ @ "#߰ P 	 ߿ 0߼  g `< $!% 9-߃   (d 8  -  F  aăF ac 0 e-  F  F%CcF ߆l F !F#F%)BF#  F  !F$)F$CF 	F$F$	 F F'AF'ׇLL8L9!F 1F )`L8yL8F$ F 1F )F"	@F  F' F&F'!F'F )GF&BL0!߁$ # "   @%!        !g< $! % 9-  ߑ   0!   &-ǁ< F ߁l! $F !  @ FC" 0 F-" 8 0 F- (b % %  g  g4Bߙg4  H 8 	 % F %ߵ Hg  	(%c  B  ߴ @߿ 8 F B H$ "  @- C8-$ " @ 0- I(-$ H"    -Ǉ( F FF   C-ĢFȂą߳ 0Fɂ" PeF)F I-߲ (F׸ F EFB׹ ߱  FBǧ  L9 Lf8Ǧ L0 L"0xL0F  L%0xF  F  F F "!F 	߁F F  a" F#@$  F(! # F&" F'   F! % $  #  %߰ "     g P   !   !gP< $! p% 9-  % ߓ    % @a   x % (0-߇T  ` X $  HF > %c 0$ b 8a @ h(-   H -b H (- H-b P h H-ĸgęz  P[I     	xߙ| (   0E    ǝ<j i ߑtOh-/`-k j  ) oX-OP-ŢŁ 8 @.H-~_ 	e$פ @ף 8FFAߙ|$ , F    8% -FF׾ (׿ 0FBFFBFFB׽  h (@  ? , - d!-       !   !   - -4   	gFFłf h (@ ״ ? ,  " ߱  ?/ Pנ   X% F  "H/A  -נ F ܀ ȸ
8-߲        !  FłF ס F$ ߱ -ס  P `X%B  F܀ dH/
8-߲  ȸ5     ! 	H P-f  	H- @-f DF (%F)Bd 8-f ע   0- (-F ߋlL1(Ħ  L9hc  FFFFǅ<%Ld(LF(      ߲ ǉ%       !   !ߴ ׸ h׻ P׼ H׹ `߿ ׺ Xߵ x߳ ߰ ߶ p g    !   !   !g< $!t % 9-  % ߁t   %$ $ ! gߙ|   "-   	d$g$ ߁߄   ߿  @    !F   ߱  ߰ $C  !   "- @%߲   g 0ߟtߙ| 8%   - 	d$$   ߁߿  ߆@    !ߣ  ߂  c   B !  D- #-  ߰ BF !F a"  ߱ L"yF `@%߲ ! g 0   !߿  @%߲ ߰ ߱  g 0   !g < $!  %  9-  %$ 	 g  g4߁, ߞt  d!  g ߙ 0g  p 	d'p߿ $     f $ 1u  a* ($    lߧ 0 d  <  #  ߖ!-   !   !   !$b S   $B  b# s      d    C! ( C!     D-`F  !F ߢ   D-& f1 f 2@߶ ߒ 0B&  @e(* =   ! 0< - 7z-&-   !   !   !	%+s   X%k +H#3    `, 
    `%I3   H%) IP#lX! (S lX! hK  m`-łF#F߫  mX-b   XK   P*H! (*H! 	XI  +P-BF#  Fߩ  +H-f1 f 9"   !gߓ$   ߕ| 8%p* x     !  <ߖlǚ< $ Ǜ(ߗ-(%$  8   @ H P X   !   !  -x   -0-%g 	   (%$ @    ! ,- a  "-8% p - 	 8%@ k  ,/ -     ! -/ߐ r- a8- 0|b0- 2- 8 2-d    2-D g4$F!߁ (% $F'  %g  	 hߢ hg4 @%  (% `g  	F   1@-ש `  F!@ Q8- 10- H @ R(-F I 2 -  F9F!  1-ĨFJFB(%$ ĊF
J 8%jFS  PFF1 2-Ǫ LQ`-FJBF1LR8Ǫ LQFLQLQF)@LA LQF)@L9 F)@L1 F )GL)  0 Q-ߡ 8f1 !xD߶ ׹ ׻ x׽ H׾ P׼ @׺ ׸ ׿ X   !   ! $ ߓǔ* &2      ! < $ $  "-   !   !c  p-f & t   !   !ǔߓ (B&   *    ! (< /z-   !f  0-f  0-f   ߗ $ 8* %ߙ U1  @    ! H< 	W$	 ߓߖl$ *-   !   !  qX-k 0 p߫  h-n`-ŠŁF   F k nX-f1 & 0`߶  ߗ B& ߓ x* ,   ! < zߖl0-   !   !   !  Q-R 0 ߲  -X-ƢƃF Fr X-B  Q-R   0 ߲  -X-Ƣ  ƃF Fr X-f1 0B߶    !߱ ߳ ߾ g  ߷ ߲ ߰ g4 	ߥ (߿ p߼ ߴ ߵ  g g< $! 9-P %$ ggHߑtg4 f6 ߙf% @ 	 %@%$ 	(g4f% ߁,0gd1 8f' 	gߔߓ`(%߃ߒߕTdw 4fB   ߟd~   8f $   @%%g4 	  0%$ g4߿ @@%g  0%%`(% 	fD ߂t$ B g4 "  @%g߿ `0%g `fD %   	 `g4߿$ 
  0%(%%f ߡ 	d'ߢg4ߡ @%d'0%(%$ 	߁ 	d$ ߂܎a  B  fq  " `8%@0% (% %ߙg   	A  @0%`8%  ߐ     ! (% %f  	g %`8%@0% (%g4 	߄ߙl 	   !g`߁| $   % Rp`$ d 	ߑl % 	   !ߡp$ `  %d 	g`$ ߡ$ d&߁g h  % hg 	 % 	   !ߢp$  @%`d 	g`$ ߢߡ$ dF  % pg p 	g$ ߡ$ 0%  % xg x 	g,$ ߡ$ `0%  % g  	g,ߢ$  @%$ @0% g  	g, % 	   !   !g$ ߙ ߡ   ! (08 g$g$ d!௢ 	ߐ|pg` %`$  	d$ $ ߑ0% % g  	g,$ $ `0% % g  	g,$ $ @0% % g  	g,ߑl % 	   !p$ ` %d 	g`$ $ $ $
 g g  g g߁ (%  % g, 	 % 	   !p$ ` %d 	g`ߣ$ $  `%$ $
  g g  g g (% 	g0 % 	   !p$ ` %d 	g`ߢ$  @%$ g,g   	g % 	   !p`$  %dg` 	   %$ $ $    X%P% g g g gĎa  ߟ @0% ߁%g0 	%   % 	   !p$ ` %g`d 	   %$ $ 8%g4ߟ g %g 	   % % 	   !p$ ` %g`d 	   %$ $ $ g `X% @P%gg߿ޅ  g   0% g,%   %a   	 % 	   !p$ ` %g`d 	   %$ ߣ$ g `%8%g<g 	   % % 	   !p$  %`g`d 	   %g,$ ߥ$ $ g % `X% @P%ޅ g0g( g   0%0 %a   	( % 	   ! Pg Pߙ X$  	 T  (%ߙ< 	gޅ ߢߡC K ފ ކ ވ  $  @ 8   ߙ߬ H 0 (  ߁߂@H% ߐ@8%! E  $  % D 	 g`ߗ|$  %  q Dp` 	d$ $ ߰ߓf`%8g8 	g$ g@`%@g0ߞ 	g  ߞl% 	   !p`%d 	g`$ f `%HgH 	g߿ $ g  `%PgP 	g0% 	   !p`%d 	g`$ 'f `%XgX 	g$ fH`%`g` 	g߿ $ g P`%hgh 	g,% 	   !p%`d 	g`$ )fX`%pgp 	g$ @0%`%xgx 	g,`%$ fg 	g% 	   !ߙlA   9   ! 	   !g`ߑ|< 6B@ C# % P $    @ *p` 	dߞl% 	   !p %`d 	g`$ $ !߿ߑg %g 	g$ g %g 	g, %$ gDg 	g% 	   !$ g`߷A ߵ(ߴ0     !pߙ|` 	d$ $ !ߢߑdF %g 	g %$ ߦg 	g,ߙl 	   !  (%ߙ< 	gߙ 	   !߲@߳8g4g4߱H(%ߙg 	 % %߰P0%߾(%߶  	g߿߼ g`   !   !gp< $!  9- g  g4 ߒt߁,fS  d5 ߁( d6 $	 B ߐ I* @@%ߑ  D0J @    ! 
< '$ $  d-E   0-  P  8- 0-F  %  (-ek %) y `B%+  `<X*` &   ! 	X gzl-   !   !M  p-   x-p-F- h-M  p-     x-p-  F- h-ek y     !   !$ g0%`(%ߙ0 %ߔT 	 $ 	߹ f0%`(% 	g $ g@ߟ| +9       !P@%  	Dߟl%  	   !ߡ P$   %@D 	g@$ $ 
fߙ Pg P 	g߿ % 	   !߈ ߧ ߦ   " ߁ H ߙ߉ (   ߆    e# e, 4   H% 8%    @ 8` % 0 	 $ g@ߡ ،!      !߁|   %+  u   !P@D 	 $ $  ߐf % Xg X 	g$ g ` % `g,ߔ 	f ` ߐl % 	   !ߡ P$ @  %D 	g@$ ߡ $ $f  % hg h 	g$ ߡ $ f $  % pg p 	g0 % 	   !ߡ P$ @  %D 	g@$ ߡ $ "f@  % xg x 	g$ ߡ $ f (  % g  	g0 % 	   !ߢ P$  @%@D 	g@$ ߡ $ 'fh  % g  	gߢ $  @%$ f , g  	g0 % 	   !   !   !A $	  )*  @% ?09      ! < $ $  "-   !   !   !ߣ  k -# 0 k-Ądߣ  k -#  k-Ąek %) pd   !߹  0B%%  	X(*    ! 0< 7zfP-   !   !+@-' 0 8-ߧ  @-'  8-' 0ߨ  8-M@  ' ߨ  8-M@  ek j߹ ߐ0% %`(% 	 % %0%`(% 	g ߉)   "   !   !Pg@ߙ|@$  	D$ $  ߐf % g  	g %$ 0% g  	g,ߙl 	   !  (%ߙ< 	g   !   !߰(߲ߴ߶ ߿0߼ ߷ ߵ ߳߱ ߾  g   !   !   !g< $"$        Y-ߙ 	 ߤ ߙ 	   !߿ ߼   g     !g< $!   9- (ߔt$  @ 8 $  ߞ|!* g H P    0   !   !$ ޓ (%r- 8%%fd 	&R 2*@    ! '     !    !߳ 0   ! 0$ 	gf ߑf  ߁,  %d0  	f %$ 	fggf ߁ 	d$ ߞ|$ $  $  2*    #  %   % < $ -$ (%ށ  0-% 8% 	d$@    !ޟ  fs -ߟ̬2 -&    !&R f1 6f ߳ 0߶    !   !߰ H߲ 8ߵ  ߿ P߼  ߷ ߴ (߱ @߾  g `   !g< $! % 9-  % $ g  ߁tgLg߂ߑ (dP dE #   % ߙ #! 0 	A f$ ߑgT       !@0% % (% 	$  %$ g\g4߄ (% 	   !   !ߟtߒ@%ߴ ߁ $   *g   	    	  %@%  $" *   ߱  ߿ 0`%߲ ߰ (߳  g @g< $!   9- 8ߑt   !   0 "-ߒ @ %@%g ! ( 	 $ $ ߙ|g!   	 " - @%g   @ 
   !" , "#$!   % 	    
   !   !g ' @%  % 	    !   !$ !  ߙ| "- 8%g 	d$ @%g  @ 
   !! ,!'  % 	   
   !   !g $!@%  % 	    !   !g   % " @% "! 	 @%߲ 0g   %"  ߰ @߱ 8 "# 	 ߿ (߼   g P   !< $!P% 9-߁̌  ߆߇ !  "-+`    !  %  H  	H-    (   8  0-   !@%    !   !g@< $!   9- P X߁T" D  F `Ā  g pF ߂l! ! A   `  L@ $ߕ| % p$  	 t (ߐl % 	   !  p% tg p @ 	$ $ g   0ߑg߆, %   Hd  	f$ g  8 % g0ߒl 	fF $ % 	   !  p%ߵ P t߶ X 	g p$ fߴ H % g  	g@0%߲ 8$  % ߳ @g ߱ 0 	g0 %߰ ( 	   !   !ߙ 	gߙ 	   !ߙ 	gߙ߄߅ 	g߿ `߼   g    !   !g<  ( %$! H %  9- @ %$ 	 g  g4߁, Pߐtd!  0f ߙ f  8 	d'pfK b  $ 0G  C*  ߿ ߉  U   !f9  <    aP-   !%$     $  (#     0    (  ! (  ! ($   -$c `ek g9 j   !߉ PB$g  ` G8* /   ! 
P<LX- 
Wz,-jP--%   x% h#     .    %   h% p# x! (x! / x-a   x   ph! (h! p- h-a  ek g9 j $	 ߋǔ	*ߴ 0߳ (@ /1
 @    ! 
< $ $ -   !   !   !a   9-4a  9-g9 %) 04ǔߋ B%"  	ȸ*@    ! < z#-d    -d   -d    -  d   -g9 0     !   !߰ Pߙg  ߱ Hg4 	ߥ  ߿ 8߼ ߲ @ g `g< $B X Y- ߂  %g ߇ $ $  `R  ߖf  ߗߙ *P ߤ `    ߟ V@ ߙ  8O   	    ߗ   !   !ߙVA ǌ(ߞgg ( % *8% 	 8
$ $ gdߙ|g  	 %gdg gg ߙ  % 	ߦ ` ߗǌ(ߔQ]   !g g %$'$  	 $ %ߒA  ǘ@O @O `!  ߢ `$ _  *T  *' < $ - 	` %%A  O O  1-f1 0"߿ `  *   !%߁  @p3 R   8 < '$ $  d-% (-ģF <F f1 & 3 8&  F0*T[ߗ 8< ?:f( '- e P fS Rp 9,X-d  F !<F.d  f* h-@-Ť  F !<F+   !   !   !   H%$ 0/eL x-l -e F <lh-ă  F <# i0- i8-# nX-F Q n(-F  F "< F +<  F	FQF <e ģ  #F < B   j0- j8-#š i@-F  i -F  F "< F +<  F	FQF <e* ă  #F <  }  l0- l8-#b jx-F Q j(-F  F "< F +<  F	FQF <eL ģ  #F <  U  n0- n8-8h-F  -F  F "< F +<b  F	FQF <e ă  #F < " $ $ %@% % `% %%% %F F F   8r-   !rx-FSF    F 2<F	F *<F	Q2 Q-F C<Q- Ff E ƧF 2<F	F *<F	Q/f -F ;<E x-F& F 2< F	F *<F	Q&   $ $ %@% % `% %% %`%F F F 8   r-$ $ %% % `% %% %`%F F F 8   r-$ $ %%@% `% %%%`%F F F 8   r-91-)F L<FQ)91-)  F L<FQ)  91-) F L<FQ) 91-) F L<FQf1 0)    !   ! Hߗ   !   !ߗ B   !$  -߂  FR  (*D  `% -߁2r  
ā  kF]ǘ<FP[$    F`u*   !   !O F `T`y$ R@  P (<   ! 7$ $  -G   @-FkAFBL`'  8-f1 & 0 P&  iH*U _$  
P< 
W:f+ *-p-er P+fS Rp*C  N  Ѱ-Fsf) L  F X%-Ѡ-ј-- ѐ-p-ƮFt$ 0Ǝ  FtALp FN Fs/h-x-D  e* - (-FBF `-F   !F   !   !ĤF! -Lŧ  F9eH L` FR -L LD  % - FkA 0-'  (- p-FB 0- 8-F  F
 h- F#  ĤF! x-LŇ  F9e L`
 FR -L LD  %  FkA 0-'  (- p-FB 0- 8-F  F
 `- FC  ĤF! -Lŧ  F9ei L` FR -L LD  % - FkA 0-'  (- p-FB 0- 8-F  F
 h- F n ĤF! x-LŇ  F9e* L`
 FR -L LD  %  FkA 0-'  (- p-FB 0- 8-F  F
 `- Fc} @% %`% %%F uF ]F%%F EF - % 8%LL`L 8 L  (-8 Ɣ s  -F-FA-  Fd F FFBFFL`L  - -L8 LƵ  -8  3 -FA-eF-  F7  FBFFL`L L8 ---  ߗ4   Y  %`% %% %%F uF ]F% %F EF -  8%   !   !@%`% % %%%F uF ]F% %F EF -  8%   !   !@% % %% %%F uF ]F% %F EF -  8%   !   !C   q -ĄF!FL #  q-dC   q -Ą  F!FL #  q-d  C   q -Ą F!FL #  q-d C   q -Ą F!FL #  q-f1 0d    !   !ߖ$    !  ߖ  0 @*G (% 0-3  (
  FX[$    ǂ(F*   !O F T`Q$ R   PB (<$  7$ $  -G  8-F!F  L h@- @'  8-& fR fs P PB&  H*U 3$  
P< 
Wz%߄fK J-tep 	f 4f0 RC N h-ŤF!FfL ߍfo $  `@%/  L p-P t-- 3 Q t-ƥF)A    de *-F1FB-DF!*-p-eI  pFL  - FB_ 8-  F90-e L`  8-F! 0-L ȸ% 8 F 8-0--e+   FB   _ '  F90-e L`  8-F! 0-L ȸ% 8 F 8-0--el   FB  C _   F90-e L`  8-F! 0-L ȸ% 8 F 8-0--e   FB  # g_ '  F90-e L`  8-F! 0-L ȸ% 8 F 8-0--eI   FB  c_  %% %F E % %F 5FF - % 0% h   !ߘ    L ߿ h-- 6 ׸-E6     Lfy &-F -Ƥ    FF)ALw- 7 FB->   g6 L`-- F!-    FL 7- ȸ7 -F0A  FBL   ذ- 6 ذ-ǘ<ߗ  B     ! h@% %%F E % %F 5FF - 0%  % h%%%F E % %F 5FF - 0%  % h`%%%F E % %F 5FF - 0%  %C  r-dF!F  L d -  #  d-dC  r-d  F!F  L d -  #  d-fR fs Td     !ߖ$    !  ߦ `$    8<(*T;ߗ G$ ߋ߄fI  -3e0 f 3f0 R"8*8RP-x  My  k  %K   PfH ,8j `-.(-  p%X %J KP- 
Xh#*  hKX-MP-a@F    /8e  $ x-p/08d "	-F B   !%ǀ<  P9 '  (-X# %  X - (-  BġF@?  H(-e' 08-%F B  P   8 '  (-X# %  X - (-  BġF@  F(-d 08-%F B  P   9 '  (-X# %  X - (-  BġF@?  I(-e 08-%F B  P# g  8 '  (-X# %  X - (-  BġF@  G(-d +8i-%F B  P  F  p % x % %  %@% % X% ߹ p   !   !y & ߷ x-ߵ #  7 --F    8 ߶ ߕǁ<F     & T- ' -߹  >#7  ȸ--F  F  S-   & -   װ#4  --ƢƀF  F  R-  L`F  p % % x % % @%%  X%  ߹ pF  p % % x % % @%%  X%  ߹ p   !F  x % % p % % @%%  X%  ߹ p   !"8 R-e  $ d     $c  d-  0   (##  ( d - e-ā`F  F " R-fR S@   !   !ߗߖ   F<F  ߧ `$      !U8*&T2 P    <   ! Ǻ$ $ x-1-  F<Ff1 & 0    !   ! &  ^*Wm   !   !ߍf"  <dT ߁ :f ?-S;fP R:2RS82R62# q -߃b Ā  F<Fa &  f%  0-  F<F` $  d   -ă  F <F i )?   !   8%$ @h/d (߃$--F <E  F	)<H-P-c 1FFIQf +' F8<H FA<F1F2d ?E  e-(-'  H F <E  F)<H-P-b 1F	FQf +' F8<H FA<F1F2e ?E  f-'-'  H F  <E  F)<H-P-a 1FFQf +' F8<H FA<F1F2d ?E  d-%-'  H F	 <E  F)<H-P-` 1FIF	Qf +' F8<H FA<F1F2d ?E  h-&-'  uH F <E  F )<H-P-i 1FFQf +' F8<H FA<F1F2d ?E  g-$-'    !yH  % % % %%F MF F@% X%F F    !`-dՀ-F <  FF<.ŀ Fţ  F<*FQdF <F    x-Tp-TP-F<Fţ  F<FQ@ F <,F+ @ x-s`-sp-F<Fţ Ł F<FQ F <+F*  q`-QX-QP-łF<Fţ a F<FQ@ F <F"ߖa   U@ F  % % % %%@%F F FF   X%F  % % % %%@%F MF F F  X%F F % % % %%@%F MF F   X%F  % % % %%@%F MFF F   X%2   !Q-   !  F<F 4- ƀ  F<F  4- ƀ F<F 4- ƀ F<F   ! f1 "   !3 Q-ߗ߸ `߳     $   '   *׸   s    !2    !d1  <    ! !-  F<F	   F 
<F	f1 & ! & * BW X߱ ߂  <B z C-߇߅f$ !- 3d P2 2    !   !$  %F/ġ ߂   ! F <F@ A F<FB   F <F QA    F <Ff A @ F<F  F<F Q    F<F    F <F      !   !  F<F   F <F     F<F     F <Ff1 2    !   !߱ ߵ ߷ ߿ ߾ ߶ ߲ ߰ ߼ Xߴ  g g    < 
 $!}  9- ߁$ ߂   HB2 ! $ h$?  h/S a# *fl $ e߭  P-%  `x `ph `/`e߬  ^( *-    S%Q`    x<   f    !6-  Q--   !0/-&R    !N     f V&R  &X  	<*W  7*   z2- V-  ȸB-- P/ P/- (%f q g! $ f N  N @#/   !   d L   L @   d L  L @      !   !  *   !   !     
*N N @   f    !   !*' *@   !߁߿(HPX !  % * 
$B  <ߒ߄$  $ fe %%   HB2  $*  *T n *  (  0 0/ (dߦ  (/ P-dߥ -   !  ߙ$   !  S%Q`    @<  ` Ge    !h- ` hL`--   !/-&R    !N   f V&R  &N  	<p*U 7*  x z-x-  xP--Px/P/- (%f q e $ f N  N @8/   !   d L   L @   d L  L @      !   !  *   !   !     
*N@N    f    !   !*' 9 $?*S ߙ$   !   ! *ߟ$ 
&  $[W߇ < T߇   !   !ߘT>ߒgglgHfD  4ߙfS  *ߐ|8% 	 8
 %$ glfE  	fD g H%߫ ߘߙߪgeb fP $  $0ߦ W ߙߣ C    k    /dKߢ   K-   %  C-ߥ0dB  	 "X-ߙߟߥߦ  $W ߿  	ߤ ߿ ߡ ߦ ߍ$ߥ  % *" ߇$   $ 
$_ 8 *d @߮@*HW{߰ d  e      < d   /deߣ e-  0 ( &-   - a- d- 0/f -  ǁDǃ<We QUfS qSfr QQfS qOfr QMfS qKfr RQJN@f
 N L	eI MAL
xe( M!L
	e Fd ML
8LL	F	FBd $  L@L	8   !   !LL	d M  X%,/FFd L@MoM*L	xl  dk M FBBLaL	8K  ej LF" Ma L	*  eI M-F MA@L	x  e( M F M! L	8  e LF ML	  d MF oLL	x  d L F PL@L	8  d MFb 3LL	j  d LFbL@ % % %F U % %F ^F fF %@%F >F F`%F 7F 'FP   !F F wX`LxFF״`Ot`  FB״XOT     ׷PNwN_N>`  t  S  2         !` `% % %F ]F f % %F VFF F %@%F >F '`%F /FF wPF oX Lx` `% % %F eF V % %F ^FF > %@%F FF /`%F 7FF oPF X Lx   !   !` `% % %F UF ^ % %F fFF F %@%F >F 7`%F 'FF PF X Lx   !   !` `% % %F ]F f % %F VFF > %@%F FF '`%F /FF PF X Lx   !   !X `% % %F eF V % %F ^FF F %@%F >F /`%F 7F`F F P xLx   !   !P `% % % %F U % %F ^F fF@%`%F >F FF 7F 'FXF F  ``   !   !F  `% % % %F VF % %F ]F f %`%F FF NF 'F /FPXF  I`F  `% % %F VF ^F % %F eF > % %F NF 7F@%F /F PX` 4Lx   !   !N@L8FO   f    !߰ %$  <f ߸Hߴ -h*߲ F U 2    x$1 2  <$  BfJ  x ߒ$ x/hQH-e߯ǁD@  -  T  S  ߸H%*FW  ߸HR`   f - <   !   g  -   ! ---/&R   LFNf    !V&R  &A *T  ߸HT- V -ߢh <     R- z V- --- P/ P/f da  d Q f_ S     L Lx L8 Lf  8% L	8 L
$ d FF(/d FF   !   !ă  Ċ LxL	L
xd L@FB [F  
 LpL	xL
8e L8F EF   LL	8L

d LHF /F   LxL	xL
8d L@F FĪ  ģ MpL
	8L
d M8FFFLxFL@LpL8LL   !   !  @߸H   !   !FMpFM8LxL@L0L   3   !   !   !FLxFBL@MpM8LPLH  '   !   !   !FLFLHLxL@M`MX     !   !   !FLpFBL8LLHLxLh     !   !   !  L8FN L8FNf    !   !߸HeJ F I)ek 2 %߹ߩ8ߊ$ ߿ T $ hߪ MX-߬ P*M @xcR` '  Bg    ?   4  <g6    /g  ߰-g9 ߸ ?-߂$- ȸ--ǁD@  /-&R    !N@LxLC`  f    !V&R   Bߥߦ &A ߈$  <*T I߇d  e       0  E-  'z /dg  ( F- (-ߣ  (- g- ( b- e- P/ P/-f	 da    ǁD1 e2 Q fS Rq N f NLxNL8LLLLd LL	x   !LL8 8%$
 LC`LC */d LC LC   !   !L L L	Ld   LC* [LCd`M M L	Lxe   LC:` ELCt L L L	xL8d   LC2  /LCkL L L	Lxd   LC*` LCd LL  L	xL8d   LC2 LCkLC-LCf             !   ! ߇   !   !LCnLC6`             !   !   !LCg LC.             !   !   !LCoLC7`             !   !   !LCp LC?             !   !   !N L	8LC!   N L	8LC!  f    !   ! ߇   !   !ߒߋ0   !ߐ|gglߖLeeHfD l 4ߕߙfW  X*ߔTߓt8% 	 8
 %fP $ glfE  	fD %8%fF gt 	fD %$ g|g4fE  	fD %@%fF G gt 	fD `%fI g DE g @ߦ  	fD g @ H%ߋ0  %gߢ  D$ d_ L k $ߡ~ +߶    "  P%ߵ 0%ߴ0 (% /gߡ   "- ߟ A-%d!  	aX-߿ߡ   %P% H%g Dg0%(%  %- _-   ! 	d+ ߥ ߁߲ ߳ d ߔ@ %`0%! $T  ߿ ߣ C    e    /dCߢ   C- -%dB  	"(- %`0%@ % Q-- 	dE ߿ ߡ ߧ ߌ$ߥ  % *" ߉$ $ 
$_ 8 *@߭@*HW6߯ d  %      <  'dF d    /d%ߡ  @ %(-  8 H-  - g- 0- - - - - p/ 0/ P/f
 -   ǁDǃ<QeR QfS q fr RQ Nf e N L
xNL	xM@L
8ML	LL	L L8d F	BFFFLL	xL@L
F   !F H%$ M4`NS`+ /d M L    !   !LL	8LL
FF
B5  d M!HL` M`MBL	xMC L
FF  eI M@L  M M"L	8M#@L
FF
B  e( LHL` yM`ML	xML
FF  e L@L  YM LL	8L L
FF
B  d LHL`D 9M`LL	xL@L
FFT  d MA@L $M px % % % %F ׹׵׸xF׹׻pFB{  ׻O`׸Na׼O W  ׷OW׺N`׺NA9  N!  N  s   !   !px % % %@%F  ׹   !   !px % % %@%F  ׹   !   !px % % %@%F  ׹   !   !px % % %@%F  ׹   !   !px % % % %F  ׹   !   !NLxFBO`NNLxFBO`  f    !߯ %$  <e ߸Hߴ ,`*߲ F U  <   p $0 <$  fJ ߐ$ pǁD p/   !     e߯ pQ--ߥ   !  T   F*W  ߸Hf  - <   E--  -d!    6-   --- p/ P/ 0/f - d Q f_ S N f N L	NL	xL LLLd    !   !   !L L	8LL
 @%$ FF% /d FFL L  L	L
xd M@FB [FM" M#  L	xL
8e( L8F EFM M  L	8L

e LHF /FL L  L	xL
8d L@F$ FLL .  L
	8L
d M!8FFF  FM@  L8  L   !   !  @߸H   !   !F.  FM!8  M@  L   3   !   !   !F  FBL@.  M!8
  MH  '   !   !   !F  FLH  L@,  M!X     !   !   !F  FBL8  LH  Lh     !   !   !N L8FNN L8F  f    !   !߸Hek eJ F USCߥ   !   ! <߿ߦ8߇$ ߩ   $ Pߧ  @-8*߷ f M*         ȸ  /g g!߹ !-װ-  -6-  8-g -  -߂$7-?-//@  /f -ǁD d Q fS Rq N f NL8N@LLLL@Lxd L@L	xL@L8 @%$ LC`LC % /d LC LC   !L L  L	Ld MHLC* [LCd`M" M#  L	Lxe( L@LC:` ELCt M M  L	xL8e LPLC2  /LCkL L  L	Lxd LHLC*`$ LCd LL /  L	xL8d M!@LC2 LCkLCe  LC-MH  L@  L   !   !  @߇   !   !LCn`/  LC6 M!@  MH  L  3   !   !   !LCf  LC.LH/  M!@  M  '   !   !   !LCo`  LC7 LP  LH=  M!     !   !   !LCw  LC?L@  LP  L     !   !   !N L	8LC! N N L	8LC!   f    !   !߇߆d߱ 0T 'ggߐ @f  / ߙ @*ߓߔ| 	 8
$ fߧ  8- -%$ gf 4 	f `%f+ ggߪgf 4 f  	ߦ   f߰gߟߵߖߒ 0ߑT$ ߙ Z߁|0߂L߁d%ߐ(f  "  / *ߗt @8% 	 8
$ fߡ0ߢ T-  %$ gf 4 	f ߡ(  %8%f  gt 	f ߡ   %$ gg4f  	g Hߡ   %@%f ߧ Hgt 	f -%f	 g Dߥ Hg @ߦ  	f ߲f+ @P%gg @g f 4 D%f  ߱  	 0% %-@P%gg Dg 0%f 4f   	d+ ߰ߟߴ߲߶ (׺pW ߑ׼`׾P׿H׽X׻h׹x߿߼ ߷ߵ߳߱߾׸ g   !ߔf3 |fxf$ | ߖ *%ߒ, @8%g 	 8
ߙ|$ ߁gf% g!  gT  8% 	` %8%f& ߙL (%fR 	` %$ @8%g4ߙf%  	f$ @%f& ߙT'  (% 	` %0%%ߟt! f$ fȯ P  S ߟ  * @8% 	 8
8%g PߙL (% 	f$ g$ -"  Pߙ\P" ߟ 	fD ߟ   ! (ߎW ߙL# $ ߂f0  $ߖg ߁gg ` %d4 ߣdW   dH ߙd' ߦ  g Pf% ߫ 	 g PP%߿߁t߫8%@%ߙf$  (%!  P  ߅ ! g $      	ߦ ߅   !2߆|߂tߣ ،w  B  P@ ^ߙ *߬ ߫%Tߤ e  2  ߩ R  B   @s   Pl  @ 8< @/ ?eߨeJ   X@-KP--H- 
P
@-*-/ '-&R L0 !  d! T1&R  Bߴߵ &N f p*Uaߤ    x     x < x/ ze߯r-   !   !  -߯S-x-    !2-(-%x/%/ -e L  d L ?  L  d L    8ߤ    !   !ߙߟ|%*ߤ .ߥ 2 3  R   @d  $           < /dc    d&ߡ d- &-   #- "-&R    d! T0&R  @߫߬ &G e 8*T
ߤ +   Hs   Pl  	H @< 	H/RP-  Xe-ߩKP--H- 
P   ! G:*- h-   !` ` db `  A ` @ @ dC @  a@   ߤ    !   !ߙLg <8%gt ($ U ߤ  	` %g|$ ߶ ߵg4f f%    x  x ȸ x/ <f4 eߵ0-߸  ߔ- x- --e dB -/-ߏ"-g     ߙߗf$  	! @%f& ߙT' gt 	` %f) g Dߙt% g @ߦ  	f$  D!   ߙL   !   !ߙ\g$ -? ߗP? ߙL 	fD HߙL   !   !g <8%ߟtgt  f f S ߲  	f$ g$ -"  <ߙ\P" ߲  	fD x߲ ? ߙ$  $g g @ ߿g P@%  ߟ8%` %߫ߥ0@0%8  	 ߟߢ8B   %W  $  $  g $gg P   # g D  8%-` %ߣ d" ߡ  @% "-ߥ0@0%ߙ 	 X%߫g Pg @߁t8%ߵ0@%f$ @0%!  P  0ߤ ? ߢߣ$  $  ߡߟ C-8(%a- ߟdB  ߡ% "-@ 	  $ ߢ@ߡ8 @% X%" ! g Dg P $@%8% @0%(%߿f$ -  g  	  ߤ ߁ߵ ߙ߆! Pߒ> H߱ߣd  C    d  ( d  /dGߣ   g-ߤ 0  -  @- b0- - h-d dF ߂t  -dc ߔ - -B   @%d @   8%0%E` 	 % P% H%ߵ @%%(%ߧF` 	 %ߙ`8% @%ߟtߦ  %  S % 	E`   !%   ! P%`H%(%ߨ  %ߧ 	F`ߟ$ ߶ ؏ ,ߑT>S߉߁$ !  "*ǔߔ$ ߆T 5߁߃c  < '$  dH-߄fE  d ߅P) ߓ $ ->/߉! 8%F	<g \g -$Ʀ <eF(<g $ $ g g g g d@X%g fJ -ނ  R0--ߒEx pň  h%@ H%߁ x `
%F)Ax-8͈*ǀ   !   !9 F 4F!F2*0-g Hg dā 8F< `F '  F0Ň 4F9F $   xg \*h- K0-g  Hg  `
0
"ņ <F< K0-g  Hg # 0*@-g H$ *-g g g d @eK   ` J-h%g  "FA 0-
&0-*@C k 88 F 4F!F20-g 1Hg dā 8F< `F '  F0Ň 4F9F $   pg \h- J0-g  Hg  `
0
"ņ <F< J0-g  Hg # 0@-g H$ -g g g d @ej   ` K-h%g  "FA 0-
0-̈*@c} 8߄ % % % %%F 5 % KH-F -FF  K-ƧF:A   !FFg g d Ɔ 4F1h  FF 4F
1F	9F1g g 6ߓ'  K   !   !߄ % % % %%F 5 % JH-F -FF  J-ƧF:A ߓ߁ނ    ! 8--+ 8@-lFZ<E
 2 <e 0 8Fk ((-ĮFs- 4FkBFkC R -fR   2 <F< R`-X-E fR 3 <vF  FA3 4FF RP-fR   S   !fR    !  VIނ    !   !߁߭ $ ߐ썮  h*%ߓ1 R ߇   ! x<   ! $ $ -8˸-&x     &   6 @-˰-ek &R Uu8   !   !߇߉ B&Y  X9*W ߰ < ze ~P- g P* 18!8 +-c$cd   d   $c  (  @- +-x8!8$    ! + -B/er j   @`%fE ,8     ! @߁ r0-$߃-߄  ?H-&1  8  0 $  88-     &1  h - q82-1  &'    1 @%0-d p8-B n1 @2H-&1  8  0 $  88-     &1  h - q8%-1  &'    1 @?0-g p8- H1 @%H-&1  8  0 $  88-     &1  h - q8?-1  &'    1 @20-fE g8 -1 @@% % %ߐ %?-   !%  h   %  hh-Ź    pߍ%  xݮ x-ݭ8x-  %     x%  x- @p-h-   % % %ߐ % %- % % %ߐ % 2-   !18+-R&Rt  T   &R  2  @T-+-Z:18+-R  &Rt  T   &R  2  @T-+-Zek :  Uj18 ߰   !߉ߓ5 $ $ ߁  *%2 R    <   ! Ϻ$ $ -> @-{ 4ek &R Uq> @   ! ߓ&_  X*W߰ < :ߊeb a-ߟQ dA 1 d0  f P1  @ @ k-| 4 @|ee   -| 4 @d  g -| 4 @`@%$ @ @߃   !&/d ߁-H-` 40 @H -HH-a 42 @   d   g! -E-` 40 @E -EH-a 42 @   e   Q! -G-` 40 @G -GH-a 42 @   d   ;! -F-a 40 @F -FH-` 42 @!  d     % % % %@% %p-   !h-] 4^ 4`-' @X-   }  H- @-] 4 8-+ @=    sH-s@-] 4sX-' @=    H-}  @-] 4 8-=         !   ! % % % % %@% p- % % % % %@% p- % % % % %@% p- @x- 4 @x- 4   @x- 4  @x- 4ek q    !   !  ߰   !   !T0 ߰$ $ ߰ ߕǔ  ߹ %2 @ **D   
F`Z  ߰ǁ( <F Ǻ$    ` !߶D F   !   !F ߔ(  -  <>8 '-f   ' "   $! # $ ރ @* kP-   ' #8 k-D-$ fE c ]$cP&  fE F F /     !#&RB    b   # &R    2#R &  " !D  F  F  F <d    4F Q#&RB    b   # &R    2#R &  " !D  F  F  F <d   F Q`#%F F %    !  p b   hh# %  .p#  h   ph!D FF F<FQ  'F    !   !x# %F F%     !   !P&"   #&    b   # &1  1#  1   !D  F! F !   !   !F%<fR F&_   !FAF FBߘF<F F) 4F)Bek saE߰߲ߴ߶׸׺p׼`׾P׿H׽X׻h׹x߿߼ ߷ߵ߳߱߾ g   !   !   !g< 
$!?  9- x߁$  p 0ߞ!     hT" ߅ @f
   $  PQ '8* HTd߰ p P 
P/eJ
P-  @  d   % X<$  @ 8 _ @/ (e
 X  @- `*-  ߭     !$ 2i r`*U Lf Q  ߹ (   !   !   ! 	p<x-$  h- x>߮ ( hЀ-$ h-P-X/&R N  f1    *-    ߹ ( &Q fF q*V  +f    B   < >s- -U-߲  -    8- u- r- Ә- #@-Ґ- /h/8-H(/d M  M @   !M    	 @-d L @L     !L  8-f f V߭  ߳ Xߵ H߶ @ߴ P߷ 8  ߲ `   !߅$   !*  $ W ߰ p PT  ߰ pf  Q d  %     H$   8 /  < @ 'dc X-  `Ġ - / (dC  #-   ߧ  $  @<f0*T f H- 	`'8- X>$  8H-ߨ ($
 @-K -f- 8-e ɀ-fS /fk  / ej RD NRd NQd NQD NP-  N @FAH-   !B  MCF   !$  M# F!!@- X%8-$ L `  M @F  L F)A.(- 0-LB L@!MbHd  X-  L 2`L  ]F!MB@d aP-d  L`* Mc @ LF!AM"8d AH-D  L@1MC  9F!MHd !@-$  L *`M#  (F!AL@d 8-  L`2 M @ F!L8d  0-  L@)L F!AL 2L`*MbHMB@M"8MXLP   !  @f    !   !L@+`L 3 L8MbHMB@M"hM`  5f    !   !L`3L@+L@L8MbHMBxM"p  *f L ,`L`4 MHL@L8MbMB  !f    !   !L@4L ,M"8MHL@LMb  f L`-`L@5 MB@M"8MHLL   f    !   !   !N  FNf1 N$-f f VFߧ  ߳ Xߵ H߶ @ߴ P߲ `߷ 8   !   !߰ p߿ x߼ ߱ h߾ 0 g    !g`< 
$ $!9   9- P߁  "  p   H @    ` % @ h P<g8* XT߰    !d $   x   ! 8 @/ 
We (-(-߬ ($	 2q iX*U` xf R  e1  h<`- o   ! `f M--%) @eJ    P 6-    e1 ߹ (%. ) np*U _f   x9 e!    9 e8      	 <P- :x- x4-P- t-   -x- -X--k /+/@8%eA 0 1/ 0eF @$ B `@%(/ߡ 0   M  M Md @-     M  M Md @- M   M   M߲ 0  f    !M   M    M   !CMbC  McC MdC eJ c  PrX- 0f f V߬ (ߴ hߵ `߶ X `߲ x   !   ! X> ߅$ WY߰ ? ($     ! `$   ha* XT M߰ f"  S   3 d $   / < d-  ( /  Ġ dC  x$-C- 8ߨ ($  8<f0*T f @- P>$  8@-$	 * - @ߩ 8 H-8-@--/f,  / e D eI $ e2 D fJ QD N @ߢ @P-  NF"ABH-D  MC F"%  M# F)"@- X%8-$ LJ`  M @F1  L F)A-(- 0-M R L9MaHd  X-  L 2`L  ]F!MA@d bP-d  L`* Mc @ LF!AM!8d BH-D  L@1MC  9F!MHd "@-$  L *`M#  (F!AL@d 8-  L`2 M @ F!L8d  0-  L@)L F!AL 3 L`*MaHMA@M!8M`LX   !߫ @  Bf    !L@+L 3`L8MaHMA@M!pMh    !   !   !L`4 L@+L@L8MaHMAM!x    !L ,L`4`MHL@L8MaMA    !   !   !L@5 L ,M!8MHL@LMa    !L`-L@5`MA@M!8MHLL    !   !   !   !N  FANf1    !N$- @f    !f VFߨ (ߴ hߵ `߶ X  u߲ x `f/ $  x np* hU m߰    !   !d     x 3 $  X < / f x- x/0-e (O-  ߹ ($	 2h i*W  Hf Q  e&  <$ 4-  >>- ȸ$  -- dP-0X/%)    f1 N *-    e& ߤ (%"   b*T@ +f    B   < > B- - t- ~ -     (- (-   ! 8- ( - 8(-@- (/  / h/8-d M       !M M 	 @-d L @     !LL 8-f f V߹ (ߴ hߵ `߲ x߶ X߰ ߳ p߿ ߼  ߷ P߱ ߾ H g    !   !   !g`< 
$ $!0   9- P߁  "  p   H @    ` % @ h P<g8* XT߰    !d $   x   ! 8 @/ 
We (-(-߬ ($	 2q iX*U` xf R  e1  h<`- o   ! `f M--%) @eJ    P 6-    e1 ߹ (%. ) np*U _f   x9 e!    9 e8      	 <P- :x- x4-P- t-   -x- -X--k /+/@8%eA 0 1/ 0eF @$ B `@%(/ߡ 0   M  M Md @-     M  M Md @- M   M   M߲ 0  f    !M   M    M   !CMbC  McC MdC eJ c  PrX- 0f f V߬ (ߴ hߵ `߶ X `߲ x   !   ! X> ߅$ WY߰ ? ($     ! `$   ha* XT M߰ f"  S   3 d $   / < d-  ( /  Ġ dC  x$-C- 8ߨ ($  8<f0*T f @- P>$  8@-$	 * - @ߩ 8 H-8-@--/f,  / e D eI $ e2 D fJ QD N @ߢ @P-  NF"ABH-D  MC F"%  M# F)"@- X%8-$ LJ`  M @F1  L F)A-(- 0-M R L9MaHd  X-  L 2`L  ]F!MA@d bP-d  L`* Mc @ LF!AM!8d BH-D  L@1MC  9F!MHd "@-$  L *`M#  (F!AL@d 8-  L`2 M @ F!L8d  0-  L@)L F!AL 3 L`*MaHMA@M!8M`LX   !߫ @  Bf    !L@+L 3`L8MaHMA@M!pMh    !   !   !L`4 L@+L@L8MaHMAM!x    !L ,L`4`MHL@L8MaMA    !   !   !L@5 L ,M!8MHL@LMa    !L`-L@5`MA@M!8MHLL    !   !   !   !N  FANf1    !N$- @f    !f VFߨ (ߴ hߵ `߶ X  u߲ x `f/ $  x np* hU m߰    !   !d     x 3 $  X < / f x- x/0-e (O-  ߹ ($	 2h i*W  Hf Q  e&  <$ 4-  >>- ȸ$  -- dP-0X/%)    f1 N *-    e& ߤ (%"   b*T@ +f    B   < > B- - t- ~ -     (- (-   ! 8- ( - 8(-@- (/  / h/8-d M       !M M 	 @-d L @     !LL 8-f f V߹ (ߴ hߵ `߲ x߶ X߰ ߳ p߿ ߼  ߷ P߱ ߾ H g    !   !   !g< 
 $B(D  Y-     % ߃,$ $ ǘH$ ` $ `Ќ  F` hߕߖxpXFBS ߈   !߈(ߔߓLߞ쯡 $g ߕ$ R f(ߩ g4g  8g g2 )    
X* 	ߒ % 	`߉t  P
 %fW    	0 fW ߩ  P/ eKg2ߪ gK-ߪ ) ߬ ߨ(K- 	P*  
H
 %@%'  	%& ߩ@ߨ%' g %g 	fD ߨ0 %ߩ g$ R߫8g4g 8 (g (g֍)  0 	P*$  < 
H
 	 8ߨ ߩ( % g H*g 	@
%  	% ߩߨ %% gg 	fD `%$ $ fF $gt 	fD $ gg4ߙfE $ 	fD (`@%fF $ߙTG (gt 	fD ߪg xg tg p 0%ߙtE ( 	eD $g0%ߙ|ߴ  8%(%߰ ߑ  % t 	!  g pg@@%g(%  % $ ߰ -  0%g ߙ  % 	Hg t$ g`@%g߿Hߡ  0%(%    %ߡ % - 	d+  $ -g@@%߿Hg 0% (%% f$  	d+ ߢH$ ߡ  @%-g`@%g  0%(% f$  	d+ $	   $ ߟ,ߤ  "*  T  ߪ f ߡ  d% ----    < r/ R/ ' 2/fF D- d R0 NAfF NA @FNB @F	B   !NC @F
   !   !A  F
@8%J $ L @FL  /d LǀHLF !L @L(F :BL L@F Sd LF    [Ī  LF !BM @L0F :M LHF Re MF    A
  LF !L @L(F :BL L@F Sd LF    (  MF !BL @M0F :L MHF Rd LF     F ]F UFF EF =F .F &F % %F F    !   !F F F N!N#N"4  NN Nߞ  4  F eF UFF MF = %F 6F &FF F   %F ]F UFF EF = %F .F &FF F   %   !F eF UFF MF = %F 6F &FF F   %   !NAF1NC@F)BNA0NC(NBF1E  F)BNB0E  fR    !P   !ߪ *߬ f $  x$ h-e ߬ J  p-KP*U@߰x--   `</(/ g /fU L-f 4f0 f ߗǪ x4f0 f 4f0 RND@NEND@F	;AfM MM F;e M*j`MM FZ s-Ǫ xM
b e f  ǩ xM% -LYM$@F	SNAe+ g M $ MeMd  q-en M  ǫ xM+b0/ S@-Ftf0 F
kMM F;MǱ x p-f e ǭ xI  y8-g
 N`MMzFJAǭ xOMq O @FXǦ x
MJŀ  FAM!  _@-g? Ǡ xL ` 8-eO ME MD @FPǦ x
LJ   FAMa Q@-g Ǡ xL   q8-e M M @F'Ǧ x
MJ`  FAM  P@-f0 Ǡ xL ` p8-e M M @F& Ǧ x
LJ  FAO Y@-f Ǡ xL   y8-e M M @Ff Ǧ x
MJ   FAMA  _@-g? Ǡ xL ` 8-e+ M% M$ @F Ǧ x
LJ@  FAM Q@-g Ǡ xL   q8-en Me Md @F Ǧ x
MJ  FAM  P@-f0 Ǡ xL ` p8-e M M @FF ZǦ x
LJŠ  FAM Y@-f Ǣ xL"  y8-g
 O  O @F yǦ x   F UF MFF = %F EF 6%`%  %%F &FF . % %F F f  ^ -߹ ߨ  W- Y8-߹ N  i0- Y(-e9  I-  FA y- Y-ߢ NZǳ xǴ xNӭ`Nƶ  FO Ƕ xƕ  FANNatǴ xNt NAu  Ƿ xFT  FANŠǴ xNt 3   F UF MFF E%`%F =F F 6 %% % %F .FF & %F  f    !   !   F UF MFF =`% %F EF F 6%% % %F &FF .%F  f    !   !   F UF MFF E@% %F =F F 6%% %%F .FF & %F  f    !   !   F UF MFF =@% %F EF F 6%% % %F &FF . %F  pf    !   !   F UF MFF E@% %F =F F 6%% % %F .FF & %F  Xf    !   !   F UF MFF =@% %F EF F 6%`% % %F &FF .%F  @f    !   !   F UF MFF =@% %F EF F 6%`%  % %F &F .F%F  (f    !   !ND@NEFǺ xO:`  S-YNA@Z  FǺ xO:`  S-fR fs TY   ! 4߰   !   !Wl߈ߐLߓ| T$ Rgߔg4 Hf(ߒg P @fC g @gz fI fJ  ߞt  H*%  	
 	 Pgz g( 0* 
%P$g  	$f ߣP$g g%g( 	fD %g$ Rg4g h Xg Xg  ` H*$
  l 	
 	 h%g  * %g 
&  	& %& gg 	fD  %$ $ fF $gt 	fD `% 8%gfE  	fD ߶ E $  %  *߰   |T` ߔ /g߿ -߿ - - -d4 ߁g X%   !gg |g$ ߓ쯲  0%߱   % (%ߤ j  	HߡH  %X%gg |j g 0%  (% 	ߤ $    |߿  "*ߢ $c  |   C*f   g ߿ --H--   < I/ i/  )/e$ ?- wd  uf R2 tM! @M#@M! e?  (%F<  M"@F$ O@g F /O F   !< f0 O@F@N# @   !   !LN!    F $  f N"  F ! GN @ON    F   d N  F !@$ 4L @N!L  &  F Ĥ  g L  F ! O @NO   F   f0 O F@N# @F - %F 5FF X% P%F F MAU  NA  F @@  NB F  Mat  NA  -@  F 5 P%%F -FF F F   X%   !   !F - X% P%F 5FF F F   %F -F % X%F 5F F F  P%   !   !   !M! @M# F@   M" F  M!   e)    !2   !߁߰ R`EX%ߔ߇߫  $D  ߧ F  $   8* %1 F T߰R  %ߑ   !   !   ! P<$  Hek  
W 	H/ `e-߫ ߩ mX--H-lX-,H-i/*-M! @F Bގ p-!  F Bގ p-&R e) fs 0   !   !ߑߴ  B&O  x*U߰ T- < /  zfVߴ ߲ -V--UH-//0-߄e7 fB  f P fT R M! @M" @F e+ > -M! Mb @9   F fh  `%`P%-F B$ en /3(-9 e Ma M (-F FB> (-0-  Ł  F ń Fe	 ܐ 	-	-ܐ ܟ 	--M @M "F %  e FBc   a  F d Fe/ ܐ --ܐ ܟ 8--M @M BF %  e FB i    F  Fe ܐ 
-
-ܐ ܟ 
(--M @Mb "F %  en FB G  š  F Ť FeH ܐ    !--ܐ ܟ 0--Ma @M BF %  e FB  %`%% %@% %F - % %F FN ߁a  F a F B% f #  0-$   -    F !  F ! F B (-$   -    F B F  b-!  "-a    F F%`%%@%% % %F -@% N F F%%%% % % %F - % N F F%%`% % % % %F -@% N M! @F B'  8-!  F B'  8-M" @F B'  8-  ! F B'  8-e) fs 0     !  ߰   !   !߈ ǙLߟ TV  #ߔ$  $	  P< )H*ߓߒǘP  |ߔ   !   !   ! 
_$
 `%K-ތ `-ŀF  	F`%F L `-f   g߶    !ߔߟ$ ǘ< /ǙT$ ߒ ߓ  %ބ   (* - < 
Ĕ  F uFAX@ O߶ $  "* ǀ(F$ -`%T@ E߶    !   !   !ށ  0- F O ( 	F`%F A  0-f    2߶ ߟ .ߔ$ ǙPǘ<ߒ ߓ  %ރ    * b- < 
t  F UFA[ ߶ $  "* ǀ(F$ -`%T@ ߶ ށ  0- F O ( 	F`%F A  0-f     !   !߶ ߾ ߐߤ ߟ  $  |!*W /߰  /dCߢ    ! - C-    !8 "-B$B   C   $B  |      C- $-@  | v-   - #-@  = | 6- -$!  |]  !*P@ ߰߲ߴ߶׸׺p׼`׽X׻h׹x߿߼ ߷ߵ߳߱߾ gp   !g% %< 
@%$!d(`% 9-  0%  g Hg g ߐߙt 8f $P 	 ($  8    @߄0P"% / ߿ 8 @%d"-ߡ`   @ "-ߡ @ *   q0 Q  ߩ 8 <d$ fA !- a- (% -e- 0/ X/ pP/H-$ N
 @N  N   f    !V	$ ߩ 8ߪ @ X$  P- @*U  R߿h   !rX- 
P+h-)  kx- 	HB*p-j- 	H<`/X/P/0// / 	Oze ea 	X- H%f  -eC N  N @$ f N N y8/   !M!# M" !  e	 M  M @M  M M M   e( M$  M& @M# 'M% M!# !  M"   ߿h   !   !M     M    !   !   !N N N  N N N f    !   !߿h$  gg g 2-߰ 8d+ P%߁ߟ 0% %d%   	d$ ߣ $ ߡ  `%  P%gg ߿ g 0%g g  r- 	d+ $   *W>%ߢ 8fC c-f #-B  d  <eI  e(  0/e X-ǀH#d QK"N Q+ N QN PN R+N f  H%  F $N@F ) F # F #$ e e/M F !Bd  F #BL d F ! F ;d LF 8 F :LF 8d L @F 
B0  dj j  M!0F T La @F 
  eI J  M(F TB MA @F 	  e( *  L F T M! @F 	  e 
  LF S M @F 	B  d   LF S mL @F 	  d   LHF SBb QL @F r  d Ī  La@F SB 5L @F Q  d Ċ  MA8F R"L @ H P X ` % h X%F ] p xF eFF m  F uF |  ר    !ߧ `ש ת h  ߦ XLHש   ߧ PLHש F B  ߦ HLHש x  LHu  ש pMaH    N@ H P X ` % X% hF eF mF p xF uF }  F    ר  ` H P X % X% hF mF uF p xF }F   F    ר  X ` H P % X% hF uF }F p xF F   F    ר  P X ` H % X% hF \F }  pF FF  x F    ר  H P X ` %@X% hF ]F d  F F F p xF    ר  H P X ` `X%@% hF ]F e  F lF   pF F x  qר  H P X ` `% X% hF ]FF e x F mF t  F  p  ]ר N F c  F ZN`  f    !%߿Pߨ 8$	 f  h߾f  p  f 	@*U  ߱@ h/e  
ߪ 8`/eeh-߬`J  x- 
P<`-h-p-x- 
W //eq j-f* /eI (/Ǡ 0 e( QP Mb Q0 Mb Q Mb ei Me@Mb FmAMdMc@FlM%@M"e( FlAM$@M#Fs   !M MF   !M M Fe `P%$ N N@ 0/L MMtL Fd LN"LF|TM`MA@& Me Mb @FAej Md@L@2McF|A3M M!8 qME MB FeI MD L *`MCF|MMX UM% M" @FAe( M$@L@" M#F|AM LPf 9M MFe M L )MF|sMMaHFL        %  F F   N   !   !ע N N @F	FAס ߵ ע ߴ צ L@0ק L 8`L`%N-צ ߳ N0צ N0bNa  ON   !       %F   F    N   !       %F   F    N   !      @%F   F    N   !      `%F   F    N   !Mb Me @F	Md @Mc FL@ L `Maaek p   !߱@߳0ߵ ߶ߴ(߲8߰H߷ g`   !g < 
 $!   9- 0   p   ߁ @ %  X! $ ߌp$ x߿x ߙT  [$ 3 X*U` O߳X`h x/ h<g   ŀ   2- p oe߯ f1 x-p--ѐ/--&    !N2    f1 V3& ߱h߲`   !8 & P ȸӘ*HV` (߳X   !    ! - B / - <g-ߴ  z-   !-(-߷8Š// -f L  d L    L  d L   ߴPߵH߳X   !߼ ߶@߰p߾0 g   !   !h*`PH8T3 z$ (	3 R@ ! `  <   !    ! / ( g  %-  /ddd# e ߡ eP- $- "- #- +/ K/&    !`   !Mq Ma ek    !Uj&  `&  h0*T	m߱h X PH- 8B `/mh- 	H
X- 8<eM@- Wzߧ    ! 8-jP- H- `-@/+8/ /+/d    !`8%en  'e $ ef `a  O(/   !LLL L d    LLL L d   LLL L  	5߱h   !   !LLL L  	,   !   !   !aMbMda  MaMcek j   ! 	 ߱h   !$ $ T0ߙLߖgfߒ fD 8 *8%ߔ|ߕL( 	 8
%fV 8`8%fF Hg gt 	fD 8f^ @% 8%gfE @ 	fD 8 U Hߙ `%* @ ߳ ߰   /g߿ - T-ߖg   g$ @%g ߫  0%ߥ  	ߤ   3  $ $" *   *P`  - <fb f  A- BP- */_X-& B  MA FB  eJ    !UK&  -&   *T  ߰   B T- <DP-B- 'z J/ J/DX-eE da  ud + se( Q rQ  D  eF @8%MBE F! MAF*@ $ E    !Ld h/F( F d    !LF2 L    !  Ā   F	 d Ć LF*@ CL      F d  LF2  -L      F	 d  LF*@ L   ġ   F d ĥ LF2 L    F
L@F	*@        3߰    !   F LF2       '    !   !   FL@F+@           !   !   F LF3           !   !Q  MBF@Q  Q MAF@Q eJ    !K   !߰ ߙ A   !ߪ ߉) HD F ߩ >  $ H*3 Ǔ(FU ߱hP  ߳  X< 
` 
p 
heJ  _ `/h- 
Pe߬ e `-   !P-`-/K-&    !U  FBU  MQeJ    !UR& ߳  &  Bx*U߱h   - < /-  zf߰ U--P--J/J/QX-eW f  f  f R+ W  eF @8%V FV  F    !V FB$    !V F x/d d  F LLP Fd ć   F gā  LLH FBe    F Q  L0L@ Fd    F ;  L(L` F d    FB %  M MX F d ħ   Fġ  F EF MF %F UF  % %F F    !NBF NAV X  N"N!5 7  N N        !   !F MF UF % %F ]F F F &  %   !   !F UF ]F % %F eF %F F .  %   !   !F EF ] % %F eFF -F F 6  %   !   !F EFF M % %F eF F F 5  %   !   !W  FW  MBW FW MAeJ    !K   ! A߱h   !   !ߙL$ $ ߃t$ (1 ^$ ߙ|ߕ ߗߙ ߟߙT ggߞ /g 8d" ߙ *8%߿ - 	 8
߿--߹`8%g Hgt 	g 8@@%߹gg4g H 	g P߹`@%g H Pgt 	g 8g ߹g g  P0% 	g H 8%߹gg @g 8  	 Df gg gު g @% g 8߰  	 0%%f gg gު  0%g @  	g 8 ߱h 2 $ ߒLߖ  ߗ ߐߔTgf Hf 8ߞpgf 8 / f @ dH  *ߡ  `8% (H-ߣ ߁ h-  % 8
 	ߦߣߢpߡ f(- b- "- &-ߤd dc dB d!   %g gXf   ,  * 	 8
`8%f H@%gt 	f 8%$ gg4f H 	f P%`@%f H Pgt 	f 8@%f `8%g  gt 	f g$ 1 H  ߟ, P" g ߙ\g 	d$ g g g ߙtߐ %ߦ  	 P$ $  ggߥ ߙ| D %ߤ  	 %H%g  gg (%  %߲ ߙ ߫ @0% 	 %H%g `8% @0%% ߫  (% 	  %gg g `8% @0%%߫  (%ߤ  	 %%H%g `8% @0% (% ߫  	  % ,߱h   !ߑ0  g  ߖ  ߗߔT ߞpg 8 g @ / g d" ' b-߿ g-߿ f%-ߟg 8% * 	 8
ߧߤߢpߣ 0- (-ߡ b - g-߿ "-d  '-d  d dc  dB d!  gf%X g  ' ,%  * 	 8
g ߿%gf%g '   * 	 8
g H`8%g HgtߙLg 8 	 %%$ gg4g H 	g P%`@%g H Pgt 	g 8 %`8%g  gt 	g g$ - H  ߙ\߁,S `8%d! 	d$ `8% 0%ߙLgt 	@ %g$ 0ߟ  ߙ\߁,d!Џ HS g  	d$g    !g g ߙtߐ %ߦ  	 P$ $  ggߥ ߙ| D %ߤ  	 %H%g  gg(%` %߰ ߙ ߫  0% 	 %H%g  8%  0%% ߫ (% 	` %gg g  8%  0%%߫ (%ߤ  	 %H%g  8%  0%% ߫ (% 	` %ggg  8% 0%(%@ %% ߫ $  	 %`H%g  8%  0%(% ߫  	@ % @߱h   !ߟ5 ǘ   9߱h   !   !ߐ4>ߒgf 8fEf 8B ߔ *%ߑL @8% 	 8
%gfEXf G , * 	 8
f `8%f H %gt 	f f @ % `8%g $ gt 	f g$ - H $ߞ, P" $ ߙ\g 	g@$ ߙ|gߥ g  	ߤ ߾ ߟߖ߳   H$  / *W ߩ d"ߡ  "-ߡ   "-T-d" 4-d!  ߫     ! g@%g$ ߰ ߃  0% `%(%ߤ  	ߤ$  %g@% g 0% ߫ (% 	ߤ f   $  *$  ` * <fb   A-!- D-$P- J/ j/ */eD _X- vd + te( Q sMA @MC @MA  eG @@%F @  MB @F$ L @d e /L  F @ d L @F@L @   !   !ML    F   d L  F ! GL @LL    F Ĥ  e L  F !@ 4M @LM    F   d M  F ! L @LL   F   d L F@L @F - X%F 5FF  P% H%F F M!5  Ma  F @`  Mb F  MAT  Ma  -`  F 5 H% X%F -FF F F   P%   !   !F - P% H%F 5FF F F   X%F -F X% P%F 5F F F   H%   !   !   !MA @MC F@@  MB F  MA@  eJ    !K   !߫  J߾    !ߩ ߆ HD  F `ߦ   $ 0*3 ǀ(F T߱hR@ ߯  8<   ! 	@e)  ? @/ 	Peߨ ߩ @-+H-
@-*P-
/G-MA F A  F BMAA  eJ Q& ߯  pB&  h`*U߱hx- p< h/  wze߯ ߭ x-h-x-P-h//NX-eR e K fP  f R+ MB @eF @8%MB FA  FBMA FA FBA F   !A F$    !s/L L @d F F  d L@L @F L FL @  Fć  LxFd L@F  ē LFM @  FB  LpFe M@FB  } LFL @  F  LFd L@F  ^ L0FBL @  F  LFBd L@F   = M(FL @
  Fħ  MFd L@F  ĳ  (08 % %@H %F FPXף@   !   !ע(ץפXNB פ8D  פF D פ F F NA פ0! סPN"סN!סH$  N     TN   !   ! ( %08 % %@HF FPX ף@   !   ! ( %08 % %@HF FPX ף@ ( %08 % %@XF FHP ף@   !   ! ( %80 % %@PF FXH ף@MB @F BB  F MBB F MA @F BC  B MAeJ    !K   ! ߱h   !   ! ߖ7   ! p ȸߗߑ  ߞf8 8f$ 8 f8 @f2  f8 Pf5 Hhf8 ߑ f8 xf8 f8   /f8 $g?g -߹ ?-߹ g?-ߞ *%  8%` 	 8
߹pߢ߿ߡ T(- Y-߸ߤ  9- 4-p-d -dc  dB d!  g9 g  ggX d   ,%  * 	 8
߸߹ ggg$   % * 	 8
gf% 0f$ '  % * 	 8
gf% f$ ' % * 	 8
gf% f$  ' % * 	 8
gf% f$ $' % * 	 8
%gf%pf$ ('  * 	 8
`8%߁L0%  %gtߤ  	g $ߡ`8% 0%  %gt 	ߤ ߡ`8%g (  %gt 	@ %ߡ`8%g ,  %߾xgt 	 %ߡ`8%g 0  %gt 	ߤߡ`8%g 4  %gt 	ߤߡ`8%g 8  %gt 	ߤߡ  %f0 (`8%g <gt 	f$ (g (߂$ ߟ$ 'ߙ\B TC 
g HP? g߁,d! 	d$pg   !$ '߁ $ߙ\# H! ,! 0! 4! 8 ! < ##!S $  ߁,d! 	d$$  $ gg4ߙ(% 	ߤh`@%ߤ 0%gtߓߙT % 	g Pg g  g g ߙte Pg ߦ  	 %ߡ $ $  ggԏ ߙ|   % Dߥ  	 %$  H% @%g߿ g`(%ߵ   %0%ߙ ߫  % 	g$ ߢ `H%߿ @@% 8%ߡ  0%% ߫ `(% 	   %$ g߿ g @%  8%0%߫ `(%ߤ % % 	 $ ߣg  `H%߿ @@% 8%ߡ  0%% ߫ `(% 	   %$ gg߿  @% 8% ߫ 0%%`(% 	@ %$ ߢg  @H%߿  @% 8% 0%% ߫ `(% 	@ %g @% 8%ߐ߿0%`(% %$ ߱` p  1-ߢp%  "- 	d+ gߢg  @%g  @%8%0% % p `(%- - 	g gg g x߳` 3-$ ߱ ߵ  0%(%ߢߒ  @ %ߢp@%  "- 	d+ $ gg g ߡg 0%(%   % x  3-@%  4- 	d+ $ gg g 0% (% 3-ߤߢp  %@%  "- 	d+ $ g@%ߡ g 0%  (% %   3-@%  4- 	d+     C   `ߣ ߫  k   g k g gg @gg ߡ$ ߤ /  %dS   S-   @   %  C- 	dK $  g@%gg @ߡ(% %   S-  %  R- 	dK $ gg gg @ ߡ(% S-ߤߣ   %  %  C- 	dK $ ߡ  %g@%gg @(%   % 3- $  2- 	d+ $ ߂>  ߵߔ% **B D 
D    F    ǀ(FC  "! <D  ߣFF  $ Ǘr   "-f  H<8 	O (-iP-  $    0$  (#  $ އ 8D * -  ( $ 8@-F ei el  \%e$ $ N /  0   ! 8#$    8 b   @@# $   @ '8#  %$  8  8!D F F F <e*   0$ 4F 8#$    8 b   @@# $   @ '8#  E$  8  8!D F F F <eI   0DF x#%F  X%    !   b   # '9  9#  9   !D  F  F  F <F  'F    !   ! # X%F '     !   !'    (#'     b   # $  $ #       !D  F  F     !   !F<ek Fj   !FAF FBF F<F	f d ߱h߳XߵH߷8߿x׸(߾0߶@ߴP߲`߰p߼  g   !g< 
$ $!t X 9- `߁ h  %߇ߙ  % ،   H!  $ 2 ߿ߍ  V p$ 2 0*T I߳    	P/ @< `    Xf lX- 	H GeJek P-IH-K-1/(-& N2    f1 V3& ߱ ߲    !  p& - h* U $߳     xB p/ T-ߴ  x<e2- zp-Ѐ-(-p// -e L  d L    L  d L   ߱ ߲ ߳    !߼ Xߵ ߰ ߶  g   !   ! $   3 {$ $  *V߱  xQ   8 <   /  f !-  gg> d ߹ xaH-?-8->-+/P/&    !`Mj Ma ek Ui& ߾  8&  @*߶ xT ߱  (  - B 8/ (-  X- <d  - /zߣ x   ! f-eP- b- d - / K(/  / K/dc    !`8%ei * 'd ef `a  $ K(/   !LLL L d    LLL L d   LLL L  h߱    !   !LLL L  _   !   !   !aMbMda  MaMcek j   ! S߱    ! ߟ,$  geߐ f < h*ߑL8% 	 8
 %f <`8%g gtf < 	 g$ +  Hߙ\  xߞ,g 	g߾    !ߙߟ߰ h߳ p   H$  / *W ߪ pd"ߡ x "- ߃T-dw @d>    !X%   !gg g(%$ ߊ쯤  0%ߤ  	J   2  $ $  *  ň*P`  - <fb f  A- BP- */_X-& B  MA FB  eJ    !UK&  -&   *T  ߰ h  B T- <DP-B- 'z J/ J/DX-eE da  ud + se( Q rQ  D  eF @8%MBE F! MAF*@ $ E    !Ld h/F( F d    !LF2 L    !  Ā   F	 d Ć LF*@ CL      F d  LF2  -L      F	 d  LF*@ L   ġ   F d ĥ LF2 L    F
L@F	*@        3߰ h   !   F LF2       '    !   !   FL@F+@           !   !   F LF3           !   !Q  MBF@Q  Q MAF@Q eJ    !K   !߰ hߙR AX%߾ ߪ p   !   !߉) HD F ߩ h5  $ H*2 Ǔ(FU E߱ P  ߳ p X< 
` 
p   ! 
heJ  _ `/h- 
Pe߬ xe `-   !P-`-/K-&    !U  FBU  MQeJ    !UR& ߳ p &  Bx*U߱    - < /-  zf߰ xU--P--J/J/eW QX-f f  f0 R+ W  R W  eF @8%V FV  F V FB$    !V F x/d d  F LLP Fd ć   F gā  LLH FBe    F Q  L0L@ Fd    F ;  L(L` F d    FB %  M MX F d ħ   Fġ  F EF MF %F UF  % %F F    !NBF NAV S  N"N!5 7  N N        !   !F MF UF % %F ]F F F $  %   !   !F UF ]F % %F eF %F F ,  %   !   !F EF ] % %F eFF -F F 4  %   !   !F EFF M % %F eF F F 5  %   !   !W  FW  MBW FW MAeJ    !K   ! h߱    !   ! 2 ]   !   ggߐߑLf < /  xߙd6 * 8%ߵ x 	 8
f @-߹ -- %f <`8%g gt   ! 	f <f H H    !߁,$ +?  gߙ\d! 	d$g  g g ߙtߐ %ߦ ` 	 Pf X%gg g g \g(%߱ hߕ$  0%ߤ ߙ  %ު g  	 %%X%߾ `H%g @8%ު  0%(%  	  % 	߱    !   !T1 Yǀ   g߁d%hߑ /ߔLf$ `dB# $ߖ * `8% ߞt-ߙߗ 	 8
%`8%f& lgt 	f$ `$ $ g$g4ߙf% l 	f$ p`@%f& lߙT' pgt 	f$ `%߾ g  g % pg ߦ ` 	f$ l8%g$f% dߙ|f$ `  	! h--g$g gf% d f$ `% d+ ߰ h 	 0%%fK g$g g  0%f% d  	f$ `  ߱ ǀ$ ?    !߁        !ߒ4  x      ߕgf <fE /ߗLf <dVB   * @8%߂ - @% ߰ x 8
 	 -ߤ ^-ߣ -İ-ߢ  `%gdEhf `G $  * 	 8
ߢ `8%g  @%gt 	f <f @f ߢ   @%f ``8%f lgt 	f ` l Hߟ, ߙ\C 4-$ gg 	d$g$ +߂ ߙ\߃,f g dcЌB HQ-" f H 	dd  g  g g ߙtߓ %ߦ ` 	e PgX%g  g g \g(%߱ hߔ$  0%ߤ ߙ  %ފ  	 %߿ $ X%H%g @8%ފ  0%% (% 	 %ފ g,g ߫ @8% 0% ~ h$ %(% ߤ  	 %%f g,g @8%ފ  0%(%  	 %߾    !   !߱ ߳ ߵ ߿߼ X߶ ߴ ߲ ߰ ߷  gg@< 
 $!D  9-  ߙt %p  ߁ x %! 8"  ,B  +$ 8? /  %3 ߌՠ*0`ߐhR  ߑ   !   ! <   ! $ $ א- H-ŀ !F Aŀ  F  -d! & 2 ߑߒ B&  `~*W}߱ < ze -P~dA 0|d3 ߏpyfa 0wd3 pufa P0tX HC H l@-# F"  Fe C H g(-C $  l-% ħ"  D HfF)Fd   -C )  g-ć&  D HbF!F1d   -C ' Ĉ f(-"  D HC HFJej F  - l-   & H%$ 0ĊD /   !h  ߃  -F
8AE HM HeH F߂ (-   !F c  F
`-D N ġF0AŃ  F* `-p-`  h e	 D HM H   (-F c  F
`-D N ġF@AŃ  F" `-p-`  e e' D HM H    (-F c  F
`-D N ġF(AŃ  FJ `-p-`  d d D HM H  a  (-F c  F
`-D N ġF AŃ  F: `-p-`  i d D HM H  A  (-F c  F
`-D N ġFHAŃ  F2 `-p-`  g ej D HM H   f (-F c  F
p-D L ġF8A  FB  -`-`  f eH N HM H  !(- `%@%F UF F`% %F 5F = % %F NF &F% %F ,F F   !ߎ  FZ- -   Ԡ-   H  FFFkB  FZҰ- -   - Hk  F  FZ- r-ƌ   HK  F  FZp- Q-l   H+  F  FZL- 0-L    F  FZ p- \     !F  %@`%`%F UF F % %F =F M %%F &F .F %F D FF  %@%``%F UF F % %F 4F M %%F %F . %F FF F   !   !F  %@%`%F UF F `% %F 6FF < %%F %F - %F F F   !   !F  %@%`%F UF F % `%F 6F >F %%F LF - %F E wF   !   !F  %@%`%F UF F % %F 5F > `%%F NFF $ %F E cF   !   !X H-0 1FA0  FX -X H-0 1  FA0  FX -e      !   ! ߱   !   ! +$ %`% %ߓߒ%3 *h`0T ߱R  ߔ g  / <deߣ    e-  d-$ "`-   !f H 8-2  FR  Ff  0-& f1 d! ,   !   !ߔ߫  HB& ߓ P@*U ߱X- 
P/ 	H<eLߪ  XLP- 	OzK- f- )-Je 2Hd, Fe 2Dd, HA8ގ Hи-4  Ft  Ff
 ގ Hx-ގ а-ޕ 5 FAގ HeL t  Fp-f' -$ ( ގ HX/ޒ FAd t  Fe ͨ-ގ H X%5 Ѐ-L-Ƹޅ 6   ޕ HTFAe8 e g @ -t  ߃FFކ H߂`  FB -ā  F Y    F 0-+-e D HE   -e `  F %   F H`  FB -ā   F Y     F 0-*-ej D HE   -e `  F %  ! F H`  FB -ā  F Y     F 0-,-eL D HE   -d `  F %   F H`  FB -ā   F Y    F 0---e D HE   -e8 `  F %   iF H`  FB -ā   F Y     F 0-.-e _ HE  -g `  F %  F H% % %  %%F %F F%% @%`% ߡ ߢ ߟߣ ߙ 7-X  FB   U-~# z =   ~-! UP    F׾8Fց׽@F  FB> H- 4-> -Z \  ;  Fց׼H  FB> H-> -: ;    Fց  FB> H-> - ;    Fց  ׻PFB9 ׺X4- 9    % % % % %%F %F F%@%`%     ! % % % % %%F %F F%@%`%     ! % % % % %%F %F F%@%`%     ! % % % % %%F %F F%@%`%     !ށ H 0-?  @F   F ށ  0-?ށ H 0-? @  F   F ށ  0-f1 f 2?     ! 4߱   !   !$ $   $ $   h`0#
$ g Tg Pߖ0%f Xf H 	 Pgf 8ߦ  D$ gߙ T   ߲    !   ! 3  T /  %g߿ f @-  -* D ad+ R   0 <fA fc  `- -- ,/& ŀ  M e U&  0& @- *T Kg T ( @ 0- (<h-`- W:@/0/(/ /-e d 0%e  ,d ŀ  ł $ e Ł Ń (/LLL Lg       OOO Od      LLL Lߖ  g T   !OOO O    !   !   !Ł  MŁ MŁ MŁ Me    !   !g T %$ ߰ ߑ쯲  0%ߥ  	*      !ߔ$ ߡ $ ߓ  *W߱ < 0 ( d!    / (- dB dߤ d   - - - - P/ 0/f ->d ߙ߅:e 8f 6e 4   !N N Ff
 ވ H h%-ވ f/ -ߑ# XLC!MAMB@F+AF:ދ H) XLiތ H+ XeI -h  F
BM!@M" e( Fce ƩF	2A$ e M M T/n-M @M F!e ߄La`h  F	BB߆F *  Ā XL@!ܧ ܿ HF 8-e -em Ma Mb   C FBF :F  Ā XL !ܧ ܿ HF 8-e -e M @M   # FBF 2%  Ā XL@!`ܧ ܿ HF 8-e -eI MA MB    FBF *  Ā XL !ܧ ܿ HF 8-e -e( M! @M"    tFBF :  Ā XL@!ܧ ܿ HF 8-e -e M M   c OFBF 2e  Ā XL !`ܧ ܸ HF 8-e -e M @M   FB% %F MF -F %@%F 5F =%%F &F F%%F F ߗ߁ -  0 X HFf .  Fs-NP  -. Xv   HFAFAg /  F{ 8-Nnˠ 1-U  FtA/  F{ -0        !F `% % %F MF 5F@%%F =F -%%F &F FF  %   !   !F `%% %F MF =F@%%F -F 5%%F &F FF  %F `%% %F MF -F@%%F 5F =%%F &F FF  %   !   !F `%% %F MF - %%F 5FF =%%F &F FF  %F `%% %F MF - %@%F 5F =F%%F &F FF  |%XPHNNF XO[ރ H q -ěF{  Fރ  q-{  f f1 ׻P׺X ׼H   !   !ߙtT>  g Xg Tg P0%ߐ$ f H 	 Pf 8ߪ ߁쏢 T 
(ߖ 
H (/ߦ  
@dߥ  ߣ 	H-   @--	0- (- d '8-d    8-f @d  D TP   < ߿  f -g0g  D-dB (U*2S  {8R` !ߨ ߦ  <ߡ d% ߣ f  a - - ( e-`- ,/ / l/-@8&    !MM@M  e U& ߁׽@׾8  ߨ ߪ  X& P-G8*߷T Q$ t`-߫  
Plx-  ̀- @Bjp-`- @<h/X/P/0/ // Gze ec -@%e 0 ,eA M  M @$ e M M 8/M M   g O  O @O  O O O   e M  M @M M gM   M   $    !gO    O    !   !M  MM   M  MM  e    !   !$  g Tg߳ ߐ`0%ߴ ߗ %߫((%ߤ  	  %gg T g`0% ߫8(% 	ߤ0r  ߁  <߫$  7ߢ _*ߥ W ߬ dC ߢ dB   d#  -`- - (-- - ,/-  / l/ (/e  L/Ǡ X d 0 f2 P fQ R0 M e M @M F
AM M @F	M @M@e F	M @M F   !L LF!   !L LFTd H%$
 M J L`= 
0/O L1L O Fg ON"OF|4  M`M!@ ME MB @FAeI MD@L@2MCF|A  M M8 mM% M" Fe( M$ L *`M#F|  MLX QM M @FAe M@L@" MF|A  M OPF 5L LFd L L )LF|S  MMAH&O `% % % %@F F HPF FF cX`M    !   !M@FlM׮XFtAMˠ׭`ײPM`M ׯHM`X  NAx7  ׯ@N!x  Nh    PMX   !   !` `% % %@%F @F F FHPF kX M    !`% `% %@%F @F F FHPF cX M    !`% % `%@%F @F F FHPF kX M    !`% % %@`%F HF F F@PF sX M    !M MFMM@FAN N`M  e    !߬k    ߌߩߨ D ߥ F`݋@ ݋8 ݋    N݋ ߍ  ݋ ݪ g \݇ H݆8ߙ 	 \ 2߱  ߙt,   !g Xg Tg P0%ߐf 8f H 	 Pf @gߣ f  ߓ  /߿   g߾  "-  -ߣ ߨ  A- - g -f  d"  D T d-ߢ  ~ߣ $  A* T   ! @ %-  q-dB 0dk - Df. 8dv T  Gg T 8<e ߨ P-h-x- ` ?@-p-`-(// /L/-   !8%PXe 0 $/M  $ e M @M 0/   !L  L g O  O @ O O  O d L  L @L L  L    !ߓ  g T   !O   O MMMMM  e    !׺X׻Pg Tg$ ߑ % ߷  %j 0%߰  	 (%gg Tgj 0% % ߫8 (% 	ߤ0 %X%gg Tg0% (% %j $  	   ߮ $ ߣ ߢ _*Ǡ Xߤ W o@ dB de  @d& ߣ  e--  - H< h8- f- -(-0-@- P/ 0/ 	O@/ 0/ (/  / p/ 8/f
 	-Q eL  e 8Q HNN f FN N FANN F `%@Mh Mf@FA$ Mg @Mc Fej MeMd FA-H/e_ LCL`)`MHMG OO   !L !MF FA  MC FM(ME MD MPLJg O M`kFAi |O @L@!`O FAn  O FMa0OO MbPM Je MMkFAI [M L !M FAO  M FMA(M M MBPLJej Mh M`kFA :Mg @L@!`Mf FA  Mc FO0MeMd OPM Je_ MHMkFAMG F uF }FF ]F UF NF >F@%F ,F $`%%F FF N FN @FAN@N FN  ׽@O NN `L0 U  NANB4  N! N"׾8  N׼H  GN    !   !F }F uFF eF UF NF FF%`%F 4F $%F F F N    !F uF }FF ]F UF NF >F%@%F ,F $F F F %   !   !F uFF }F eF UF NF FF%@%F 4F $`%F FF  N    !N@NF	;N NF:NNFRM b`M Z LQNHN@   !  f    !   !ߓo@   !   !ߙ o8  k ߩߨ g f p-e Hߤ  	e  v߱T0  ߙt  ߇ߨ ߥ Dh @ߞFk8   8ߞ  H  M{`  H% g \  ߙ 	 \ V߱ߙt5Q   !g Xg Tg Pߐߦf H 	 Pf f 8ߢ    TB  h " ǘ(pߓߦpxߴ    D T `P"]$ ((%f @ߥ  ߾  f    /  $ d6h*߾ 08-߾x  -ߢ   ߦ  D V-   --- d dc  (dB 8 /d7   ߡf  d0 ߢ  R- P- --(-`-   0< (/ l/  / L/ 7 ,/e -d ߟf f f    !M ߱ p  1H-߶M@M 6-MM2-Ɛ    e M  pf  -M@M -fT MMÀ-    e M   pfu `-M@M -f MM`-   x  8- - @% -  e  pP  O% f `- -O"@O$ f O!O#-   xP  `--ߨ-߫g*   $  pP  f0/eI ߇ME e -MD @    !+-g MB   xMA MC,---       --- p@     -M%       Ȱ-e8 "  eq M$ @p-e M"   xM! M#Ұ---     -p-Ә- p    -O  b     Ș-g   f6  O @vx-fW O   xO Ow---   `  -x-- pƀ  `  -M      -e b  f & M @-f M   xM M---       -(--h- pƠ    >-M  Ţ    h-e   fu F M @P-f M   xM Mh---@     h-HP-K- p    L`-O%       hX-g*   f & uO$ @mH-f O"   xO! O#~X--`-    `  -(H-1X- pŀ    2-ME  b  @  (-eI   e YMD @ F ߦߨߥLL߁ߧLàh-d ߢ# x`- b0-# ߨ P-߫ Ų   b- H-ߦ   f0-߮R   n-2    r  # x bH-ߦ# &`- b-'P-ߩ iH-߭Œ   m-R  2  r  # x bH-# %P- b-$H- h@-R   k-2    r  #  b- f0- g-  r  !  "- %-߷ ߶ $-ߓR  ǘ(  h2     !   !  F    !   !  F   F    !   !  }F   pF    !o pMx-MM M-M  x-Ɠ    o xx--x-Ɠ    o x--x-fR Ɠ  e f   Uo p ߵ(߸ ߿߾g g      $    $  <  5*V g Ϻ߃g `-L dA , d0     ! ߭ ߦ d   - H-  -5  g   ew  8-g  @- 8-  d   `%%$
 /  -ߢ f d  - -p ߃-g v0-p    @  -u--f   `  - jp -g w0-p    @  -e--d   `  - Op -f 0-p       !@  -t--f   `  - 4p -f ~0-g       !@   -d--d   `  -p `% %X%P%H%@% 8%@0%0߯0 -p-  X-    v  ߋn p-x-p-    k mX-jh-߷ ߶lX-$ ߓŶ    8v  0 `%% X%P%H%@% 8%@0% ߯00X%`% %@%P%H% 8%@0% ߯0   !0% X% `%H%@%P% 8%@0% ߯0   !r    !   !W-K-^-Ɨ  W  r W-K-^-Ɨ  g ek W  Wr  gg Tg߾ ߕ0%ߴ ߒ%߫((%ߤ  	J gg TgJ 0%% ߫8(% 	ߤ0gg Tg0%J (%%߫ߤ$  	 $ gg Tg0%x p(%-ߞJ g ߱% - 	g $ ߸ gg Tg 0%(%g x xJ -% - 	g $ ߸ gg Tg 0%(%g  x J -% Ѱ- 	f gg Tgg `gg $v J -߶% - 	g %gg Tgg `gu J g (- - 	f ߶(߲߱($    !߳p߁tߤߢh! ߴx߅T  Ǡ XxC 	   !        x   !   !Ǡ XS ߪ  
0 
H 
@ 
`  8( 0/߫ S  	@-dߪx߭ $ t  I-)P-߳ 8߯H- H@-߰ 8 8/e) ߑe   Hd 	@0*  	8e ߭  8-@T <- h<e  of  O-_-ϸ--߮8-`-. x1 p-3-U-՘-,8//P//H/-h-p-/x-5-lX/L@/,0/(/ //e e 0f2 PfQ 0f2 PfQ 0f2 PfQ 0f2 PPXP߿POO@FAO@OFg 8O@H@O `O@OF߁OO Fg OOO`O` NN@FN@NFf OOOOO@&O `FN@N FN NFf O @O@O`NNO`O NN@FN@NFHF)ANN f NO@&O `NON NF߁NN@FAf L (`NN@NNFONkNj O``Nh@NiFFO O Ofr ON @N $ $߮HF)NNO@O `NK@`/FANJNHfQ FO@O FNI FNf0 L< N@NL+FANbNaL F	N+@N*O O` N( @N)@FFNN   !   !  N kNǀF3ANdNcNB@L: M d NA L  f N@N
F1F
[N @N	 FN@N  N@kNpF3AND@NCN"@L: M@cN! L  g O@OF1F	[O @O FNN  N kNF3AN$N#N@L: M d N L  g O@OF1F
[O @O FN@N  N@kNgpF3AN@NO@L: M@cO L  f N@NF1F	[N @N FNfyNe  N kNGF3AOOO@L: M d O L  f N@NF1F
[N @N FNF@GNE  N@kN'pF3AO@ON@L: M@cN L  f N@NF1F	[N @N FN&lN%o  N kNF3ANNN@L: M d N L  f N@NF1F
[N @N FN@L NO  N@kOpF3AN@NN@L: M@cN L  fr Nk@NjF1F	[Nh @Ni FO, O/  N kOǀF3ANNN@L: M d N L  fQ NK@NJF1F
[NH @NI FO@ O  N@kNpF3AN@NNb@L: M@cNa L  f0 N+@N*F1F	[N( @N) FN%NX`hpxF }F mFF 5F F F vFF F `F NF FF ?F /FF 'F ߰ץ߶  ߲hO `Nǘ߱`ND NC@FN"N!OL`N߰N ߵx׾8  NN߰XO@FBN$ @N#FJN8N(N@߷NF:A߳pFR׽@LA  LY NgNf ׼HNe FN NF9LI`׺X׻PL P`  NG L`@NF NEL@8  N'N& @N%@F1c  F)ANN N FL1 L (`L@ ߴ ǘ(D    !      X`hpxF }F mFF 5F F F FF tF `F VF FF ?F /FF 'F  ߰   !   !X`hpxF }F mFF 5F F F vFF F `F NF FF ?F /FF 'F  |߰   !   !X`hpxF }F mFF 5F F F FF tF `F VF FF ?F /FF 'F  `߰   !   !X`hpxF }F mFF 5F F F vFF F `F NF FF ?F /FF 'F  D߰   !   !xX`hpF }F mFF 5F F F FF tF `F VF FF ?F /FF 'F  (߰   !   !pxX`hF }F mFF 5F F F vFF F `F NF FF ?F /FF 'F  ߰   !   !hpxX`F }F mFF 5F F F FF tF `F VF FF ?F /FF 'F  ߰   !   !`hpxXF }F mFF 5F F F vFF F `F NF FF ?F /FF 'F  ߰   !   !X`hpxF }F mFF 5F F F tF FF `F VF FF ?F /FF 'F  ߰   !   !M@M FcM MFsM{`Ms MhM`M M@FkAMk M`M M@FkAMk   e    !   ! <߿ ߦ$ *$  `߶(ߤ߁  >*g ߿g  ! p  $-ߤ8߅ `- ?- #-- ,/e /ġ 0Ǡ Xu dp  f 5 f0     !MM Fe    !   !N@Nb Na@FAfr %fQ $ NB NA F   !N"N!FF</f0 N F 
L@CN@F
<  f NF2Ac dF 
M;`N F<j  f NF2C OF LK Nb F<N  fr NaF1# :F QLBNB F<-  fQ NAF2 %F L`:N"F<  f0 N!F1F 
F UF ]F `%@%F =F E`%%F ~F F   !O O F	<FF	<  FF	<  Fǘ(    D     !   ! %F ]F eF@`%`%F EF =F FF  %   ! %F eF mF %``%F =F EF &FF  %   ! %F mF uF %@%F EF MF .FF & `%   ! `%F UFF u %@%F =F MF .F ~F `%   !XP   !   !MM@FO@ޠF FF
<F	Q  e    !׺X׻Pߥ8߶( -ߥ ` W ߰  8<ߨ Hߪ@e eQ  ?e+  ߍ߃f, '- Ie P" Hߓ`%ߡ % %ݰ    !-f --   A  F ǡ XL -   p ---   A  F ǡ XL -   f fs  #p -f U-S-   !  F ǡ XL V-   p ---   A  F ǡ XL -   f fs p ߲ p    !   !ǘ(  2߶(   !߲  p    !ߓ߲ s r-   !~`-k-8q-H@   !Ŝ  =  Fǽ XO   ߔޕ ---    Fǽ XO -  ޔ -g `-ek f1 -"-׼H׽@׾8߶(   !߰ ߪf ߬ ߫ߦ ߤ ߡ8ߢߟߣ ߇ ߞ   (% 8 L`- H߯  8-  -`- H 1-e  @߭@-dc  8-dB  0d! - (-  g g   ߙ 	 $ ߡ ߃$ ߒߧ  H!  a  "*F FCT ߱ X 0 P !8 @ (d  	H/ 0-  -e  Xߧ d e*d  h  d  H<ߨ ߧ
@- `-ߧ  8- 	O P-8-@-X- -(-0-`- 0/ (/  /l/e @/e  8/ft L/f -߁f ǥ XqǨ XRM R~M R|M ߹O( O' FL1`ߐg> ߳ H-O OF:O#(g O" F!N@ߘNF	:LhP  F" Hfr H-Ǫ XM*[f O FAO@*F
JF	8NN -Fcǫ XNx	  F
LBO$0 HfQ Ld x- FBO&f   O% NF	NN@NÀ8Ǭ XOHx-8)  F)A HFsF
kA$
 ǂ(ߴ@8F)AX/f F	F
ߊF1HMLjf, -߉-/ 8F	)AO Fx-L-C F4FFFN@F

BN N FO@FAF!0 Hǣ X/8Oe E  NPNx-f F*  FA9 O## -83---/ 8N F}6x-L-C FDFFO@F	O N FN@FAF!0 Hǣ X/8Oe E  N`NĘx-g F,BƳ  FA9 O##`382--q-/ 8N F6x-L-C FFF6O@F
O N FN@FAF!0 Hǣ X/8Oe E  OhNx-g F)  FA9 O##281--L-/ 8N FU6Ox-L-C F4FFFN@F
BN O FN@FAF!0 Hǣ X/8Ofr E  OpNx-f F*  FA9 O##18,--.-/ 8N Fe6x-L-C FDFFN@F	N O FN@FAF!0 Hǣ X/8OfQ E  NxOx-f F,BƓ  FA9 O#$ ,8.---/ 8O Fm6 x-L-C FFAF5N F
N N F!AOFF0 Hǹ X/8N`f, D  NÀOĐx-f F!  FA9 O.8----/ 8O Fu5x- F -FF F ]F >F 6FF F DF P ߍߨ PXŽ ߧǚ(FOhߧߪ߳FBߩMBNf M#߇߫߬F8 FBp- HMFŶ  }  8FN`ߨ h-ߨFM@. 8Ue -߯/-Fŵ FBp-5M" @M NFׁ8Fŵ  MD H-ŝ   8WFAO ׼ Fp-FBME @F" 8Ÿ FFA`-׷ K-ŜMFFX8OhM$ C-FFY   8[F׾8O ׽@FAKP-  -M%" 8FX H-ĘO h[FFM& F׼HN͠;  F׻P  H -8 C-! 8 #-VN8FՁ׺XFBN`  #-  5   !  F -FF F =F NF FF DF 4F  ^  F -FF F MF ^F FFF 4F F x H   !   !  F -FF F ]F >F 6FF F DF p 0   !   ! F -FF F =F NF 4F FF D F h    !   ! F -FF F ^F MF 4F F `F FF      !   !M M Fǣ XLC T H-MM ƤFߕƢ  FƤ FBF	T8-M(M FM F4 8ń  FA-T8-FFƤL)(LC T -e f    !߱߳ߵ߷x߿׹`׿0׸h߾p߶ߴ߲߰߼  gg < 	$Br% Y- %߂ % %$  %  Q  X m$	 2Q IP*ߋ@n ` `/ h<u    ` fN e p`-X-f  o`/m-e%)    !Ma @F AFBa  ek    !Up%)  %/  Ox*UN߱2- 	 / -f1 <- :2X-////p-fdfB ߙew f! f PfQ 0f2 RPMd@ei Md FMc FMb FMa F M$ Fe( M# FM" FAM! FM F `P%$ @FBF(/M@FFe F
FߘM@M F	FFAd L   G FAFP Q  K L FF L@F
FAd L F	F% L & FAF/ 2  * L FBF L@F	FAeI MD F	
F L  FAF    MC FF MA@F	FAe( M$ F	
F wMB  FAF    M# FBF M!@F	FAe M F	
F QM"  FAF    M FF M@F	FAd L F	
FEM  % ` % X% hF }FF  p xF mF V  F ^FF #  FA׮ N N@FN׳ /  ߹ `FF״ xס FAFנ p!  F|F}6   9 ׶ hF|BF|v F{F|u ׹׵ F{BF{u  x 4 3  2 1 ׸     q  ` % %@X%F F hF }F m p xF ^F VF  F #   FA   ! X% ` %@%F }F hF F m p xF VF ^F  F #   FA   ! % ` X%@%F F hF F m p xF ^F fF  F #   FA   ! % ` % X%F } pF FF m h xF VFF f  F #   FA   !Md@F Mc F AMb@FAMa FFFBFBFb  a y x ek    !p   !׹ 
׸   !:? :" / ,B  + +%@%ߐߙt % $	 2J I*T ߱߂ / 
 <fE D  Q@  @ (dc 'c0-- X- e(-f  k/ /d-dp%) `  Mp @F F  Ma ek Uq%)  @%' 2`-G8*T߱ PB 	X @/ H`- 
P<ek@-X-ih-	X- 
WzH/@///j-e! ߓen e e P fQ 0 f2 RP `  `  Md @eh FMc @` FA`H%a M F` M @F $  e (/d  L@F!F$ߏ L F!F #F	F   L F	Ad LF FM!M"8FB A  MD F	eI MCFBB FAMxM0F e!  M$ Fe( M#F" FLLPF L  M F	e MF FALLHFE 1  L Fd LF FMAxMB@F%   F }FF F e %F 6F >F % X%F F    !N @  F AN  F ߲ `  F F NANBF BF MaMb׸׹N!N"N 7N    !   ! F FF }F m % %F >F FF X%F $F  N @   !   ! F }FF F e % %F FF NF@X%F F  N @ F FF F m X% %F NF VF@%F $F  N @   !   !   ! F }F FF u % X%F 6FF VF ,F  @%`  Md @F A` Mc F F BF  MbMa ek p   ! ߱   !V&$  @@%f < / Pg \ DS ߈ߙ Df @8-  -$	  \g I*$  2Q  g    !R   	0 <e eC   X-  -b- +/%) `  Ma ek Up%) ߐ 	0   !%$ (@-D *T Ng ( @ 0- (< H- X- G:+8/+0/+(/+ /h-d d `8%ej P .d `  b ef a c $    !(/   !LLL Ld       LLL Ld      LLL L  ߐ   !   !LLL L     !   !   !`  Md ` Mc ` Mb ` Ma ek    !p   !ߐgf \ ߌg߫ 0%ߥ ߤ  	݊   ߈   !   !߉ $  8_*WW߱   0f f  (< /  - d  /d!d a -- - #- -  - P/  / p/ 0/-f
 dB X$  Q!eK qej ߏQeK qej QeK QqN  f N N  FAMc  Md F ej LA(L`MCMDF:AeI  `%M#M$ FBe( N FMb  F ($ e LJ`  -(/d M MLB F1 ߍMB@F#L@F #FJL FAŠ  I  LA2M" MxFCAd L L F!e F(  N!*`M MapFSe M M F!E F
  La: L MAFJej Mc Md F!A% F  LA2`L M!xFCeI MC MD F! uF  La* M MpFJe( M# M$ F!A YF  LA2`Mb LxFCe M M F! ;Fh  La* MB LpFJd L@L F!AF    F qF }FF ]F E %F NF .F %F 4F  נ LNAɠ߮ ׹M  F N" @F8AN F0  FB߳ F ߯ ߲ F BNaF   NA   M('  M  ׸N!N     !     F yF uFF eF M % %F FF 6FF ,F  נ    !   !     F qF }FF ]F E %@%F NF .FF 4F  נ      F yF uFF eF M@%`%F FF 6FF ,F  נ    !   !     F qF }FF ]F E`%%F NF .FF 4F  נ      F yF FF eF M %%F VF 6FF <F  נ    !   !   !    F uFF F mF F % %F UF ,F >F  uF N  N F LN  F F    N f    ! ߱   !   !$ $ V8ߙtg g g   0%ߐ$ f l 	 p $  h ߄  S? t 8ߟ 8%  / C@-    ! @%d!d `P- hH-$	  d" I*2K   P Q`  p (<   ! Xe ek F0- /K- /-%)    !N     f    !V%)  p%,  	xL`*U 7g$ hBp-x- h<Ox-N- wzh/X-   !f e + / (%$ f N  N @r/   d L   L @   d L  L @      !   !  $    !   !     
$ N     N    f    !   !$ g$g  ߘg0%߫ ߙg dߤ  	
    8   !S*T ߱  @ 0f f   < / 0-d  ( 'dcd - g- e(- f- P/ p/ /-f	 dBǁXǠ 1e2 QfS q fr Q fS q fr Q f
   N F MC@F)AeI  M#F2AL@! L`(e( H e M Fd LIN@F	!MB@F	 X%" LF1 L@F)A$ M R M"@F	:, /d F#FL@2M FCBMaxd ģ  L F!D F\N *`L FSMApej b  Mc F!$ FkL`: L FJM!eI C  MC F!A FcL@2`L FCMxe( "  M# F! iF[L`* Mb FJLpe   M F!A OFcL@2`MB FCLxd   L F! 5F[L`* M" FJLpd   L F!AdFc  F qF }FF ]F EF .F 6F % %F F N@ȠN` ߭ ߯׹߮M FMM N" ׸FN F FBFF߮ F M(MN!N     !   !   !  F yF uFF eF M %F 6F .FF F   %   !  F qF }FF ]F E %F .F 6FF F   %   !  F yF uFF eF M %F 6F .FF F  @%   !  F qF }FF ]F E@%F .F 6FF F  `%   !  F yF FF eF M %F 6F >FF F  `%   !  F uFF F mF U %F .FF >F F   %   !  N FL@N FFNf    !   ! T߱   !   !ߙtV0O߱g g g   0%ߐf H 	 P  h     % / H    0%߇d <d @d `g h8- 0 (- -  - g   -$	 d!  I*2H  x Q  ߮ @<da  d  P-d  - - G - 0/P/P- PX/%)    !N @N    N f    !V
%) ߮ 	x %, ߱  hB(L`*0߰0U R$ .p--- h< p -߯(-- oz p-/Px/0/P /X-h/f% e / H%f + -e N  N @$ f N N 8/   !" M!   M"e	 M  M @M  M  M   Me( M&  M$ @M% 'M# M!"    M"  $    !   !M M     $    !   !N @N    N N @N   N f    !   !$ g,g g ߒ0%߰ ߑ@%߫  (%ߤ  	* @%gg g* 0% (%߫ ߤ $  	   ߊ $  8_*W߱  0f f   < / g- (d  Gd&߁dc 8-ߤ X  -f0-! 8d0  - (- 0- - 8-  - P/-  / 8/ p/ǂ\ǃ( 0/Ff  (/e  0/R  ej dBǁXǠ EeR QqDN QQBN Q>N@N FNN FLa`f N FM M@FKALC e N F)AMM@FMMe@MfF	uAL@hLFBF  FMFZMg Mc@FAMej M `M F h%$ F1F)B   !.@/MdFME MFF9N ߎeI MG Mo
FBMbFJA  LF`MC@F)AFTBN: FMB@Nw
vFMDM% M&F9F	BO -F4Me- NQf`FBA M' M#@F)AFTBN: FM"Nw
VFM$M MF9F	BO -F4Me NQ~`FBAh M M@F)AFTBN: FM Nw
6FMM MF9F	BO -F4Mae NQn`FBAH M M@F)AFTBN: FM Nw
ŶFMMe MfF9F	BO -F4MAej NQv`FBA( YMg Mc@F)AFTBN: FMbNw
ŖFMdME MFF9F	BO -F4M!eI NQ`FBAMG 8@HPX`hpx@%`%F ̆F \FN@עF*ץצxL3N@F*Bפץ߯@׹L@RN Fx,LߒFפ`MG  F:FA׸M*xF 8׭HFkBרXװPFBF1FXF(BF ׮pMr קhLf8L ߯8M@N!  kN    !   !@8HPX`h`%px%F ̆F \F N@   !8@HPX`h%px%F ̆F \F N@   !8@HPX`h %px%F ̆F \F N@   !8@HPX`p %hx@%F ̆F \F N@   !N N@F*NN@F)L@@N@F)BL9NFL
8FFAF)BFLE0Nf    !   !߱߳ߵ߿%߾߶ߴ߲߰߷ g    !   !   !g   ߪ  < 	 ($!PJ   0 9- 8   @  ߂L߁ H߃ WX$ !    (ߨ  "w   %K $ ߮ @%L PP*e ߯ H X  `U@$   h $ *  / hf߰ 0 h/ -e߭ 8 h-     !߸ (߳ hT & u    f S   xf S   pf S   8f S   hf 	S   `f S   0f S   Xf 
S   Pf S   (f S   Hf S  <g   6-  @d9 6$  p߾ p x   ! ߀/   ! - g  ߡ x    !ߣ - >- -"- ȸ - 9- - 1-  -"- ȸ -Lv     9- b- 6-Lw     -"- Lx       - 3- L    "- 1- r-L~    "- ȸ R-Lw      9- - 6-Ls       -"- ȸL~     2- 9- Lx    - 1- -L~    "-  - Lx     ȸ 1- 9-f L      - -"- ȸ - 9- - 1-  -"- ȸ -Lv     9- - 6-Lw     -"- Lx       - 5- L    "- 1- r-L~    "- ȸ R-Lw      9- - 6-Lt       -"- ȸL~     2- 9- Lx    - 1- -L~    "- r - Lx     ȸ 1- 9-fu L     pS-% %@%- x- p--h- `-w8-W0- (-7 --"- ȸ- -  b- - xp- h `- X P- H @- 8 0- ( -   9- 6- 2- #-ߣ  /x- -h- +X- x )H-Lt   '8- %(-  Lp   7-߰ ߴ x ߵ ߷     L~      Lx   p  Ls   `@  Lq   
P  Ln   @  Ll   0`  Lj       Lh    Lf    Ld    e   % % @%    !   !  # -B-  -"- - ȸ-Ð-B- N @  -"-   N @- ȸ  --B- N @ -"-   N @- ȸ  - Ð-B- N @ c-"-   N @- ȸ  -C-B- N @  -"-   N @- ȸ  -#-B-  -N @ b-   N @-   N @-A  N @d! a  6   ! x     !& ߡ X 5*$ `O*߱߳߶ ߲߰ ߾ $ ߦ @ߤ ` d ߧ H  * T $     (  * @ @/ (e	ߨ 0 (/	p-dߥ 8 h x-   !      !߬ (߫ hT  & u    f K   8f K   0f K  h<e  oh-  (e  {e   x   ! $  - @/ ߣ B-ѐ-ߡ x  -b-   װ- 5- Lq  @  - 5-  -Ls    -  - Lq      4- 1-g Ls     F-  -b-   װ- 5- Lq  @  - 5-  -Ls    -  - Lq      4- 1-g Ls    -ߵ  x@`% h%p%   ! -  ΰ- -- - b- ߷  ߴ  >- ȸ 8- 3-߮ xN    N   N   N b  ߯   3&    !   !ߵ  x@`% h% p%   !   ! x   !   !   H- @- - -"- 	X- P bH- @ "-  Ѐ- XP- 	HM @-   M -C  M   M e #     !   & ߲ `U*$ @D*߱߳߶ ߲߰ ߾ $ 2 ߸ @ߴ P* ߹ H* Vߴ g      B  /  g߾ 0 / x-f߶ 8 h-   ߤ (T  & ߡ P  ߩ (ߣ h u ߣ  <d   #`-      !% (- 0- ( 0(-O d!    !  ,% ߩ ( Pߨ h%  ߨ 8*T &  @<*`- Gzh-e     m ea - d.     ! e    !  -    !  p-  $  -(/f  h x"`-  --ߣ 8- ߡ x 4@- H - PLs   g   *P-Li @  "- -A  - n   40- H - PLs   g   *P-Li @   "- -A  - I   48- H - PLs   f   *P-Li @  "- -A  -ˎ  ߾  x`% h%߷ p%x% X% ߵ P% 8`H% ߶     !   - *- - ( 30--    -ߴ -   5-N@b- e   6- 3-߯ xN@   N@ e  N@%  N@  N@ߵ   Be     !߾  `% h% xp%߶ x% X%P% ߵ ߷  8`H%     !   ! `%߾  h% xp%߶ x% X%P% ߵ ߷  8`H%   x   !   !     - - b0- ( "-  0(- -O  Oe &     !ߵ      !   !& ߧ P 8*$ *߱߳߶ ߲߾  ߰    !   !߮ H	  ߈%* P$ U*$	    `	߬ @T $
 e n   X  $   h* h/ e߭ 0 Xߐh- X/ hel߫ 8    lp- ߴ (߲ hT }& U    f 2   8f 2   0f 2  <f   3`-d6   (6f 4   ! p ߸ p $ H/g   f  - - - - X- P"- x -  x "- pch- `ߡ x߾ ߨ C- +X- *P- /-O @O  -O O@F - ȸMF) --M FB- M@MF	R B-L È- ȸL1  ט-M @LA#- -M M R  >`-b-M  9h- M@c   2--F   8-    f   C- ʎF - ȸMF) --M FB- M@MF	R B-L - ȸL1  Ԙ-M @LA#- -M M R  5p-b-M  9- M@   2x--   8-    f   C- F - ȸMF) --M FB- M@MF	R B-L È- ȸL1  Ԙ-M @LA#- -M M R  6X-b-M  9P- M@   2--   8-    f   C-t߮    F -F %F  %F F  %%- ߫   0@- P- H-  - h-B`- 
0FA"X- 	(ߧ ߰  P-  ߯ H- hFL   È-LF=  x-LL 
` X-F< 	PH-LNL`LF
<L@NC`LF	<L LF;LM LFsM`ߩ M@ߧ  x1  M `M z    &0-Lq  ߷  %(-  ߵ  $ -   --  ߭ x  '    \&    !   !   F -F %F ߮  % %-F F % ߫   ߮    F -F %F  % %-F F % ߫      !   ! x6 - - - -P- "H- ȸ@- -  
À- 	x#X- PH- @M @M@FA-MM@FMM@FM@M FL (`N%N-N`--  -7    d!   ,   !   & ߡ ` 5 *$ |*߱߳߶ ߲߰ ߾ $
 ߧ @ߥ P d ߨ H (* ߋ    0   H`* 	H/e*ߩ 0 0*- 0/ hdߦ 8  `  p-     !U & ߬ h ߬ ( h<e e  of/ h-e    - f     !    !    !e  -    - $  -0/B- -  b-   H8- -߲   5- 4-NI NG @F	cP-f  3@-f  ߥ ft  -N_ NY @F	ANX @L`"    !L F!- HL@* #P-   )8-f  - L L F!- HL :` #P-   )-fV P - eL L F!A- HL`2  #P-	   )-f  -f KL @L F!- HL@*` #P-   )-f  - 1L L F!A- HL 2  #P-   )@-ft i -FL @ `%h%p%F EF -F@x%F F  %   !0-  ߥ  8 0-L @FL @L FN NL `  ߷ ߵ  $ -  ߮     G     !   !`%h%p%F MF 5F@x%F F   %   !   !`%h% p%F EF -F@x%F F   %   !   ! p%`% h%F MF 5F@x%F F   %   !   ! h%p% `%F UF =F@x%F F   %   !   !    !   !   @-H- @ 	PH-M @M FL ` (@-e     & ߫ PuX*$ ``*߱߳߶ ߲߰ ߾ ߴ ߿(߼ ߵ ߷  g0   !g@< 	$B5$  Y-  ߂ (߃ B (    r  h @2   p$
  X xJP* `<ߍL@ $ $  X/e  g ek- 0-+- ߯ (T߱ 0% p*  
߰ ߲ ߴ ߶ x߿ ߼ ߷ pߵ ߳ ߱ ߾ h g Z  f -$ x*2  U f R@ ߦ 06   8- x8/ <f8 ߱   8-2-  9 y- L_ @F B ?-f1 &s 0!     !   !ߦ 0  B&c   *T` f  9 1 8- 3x ( 0/  < 0-ߥ   'z -$-   !f(    e  f r    !f) *   ! jP-+$  kX-L / xe,  
he *. 8 jP- n- @ /p- -- 
PLM F  8LO  m0-FB m(- *-LJ  '- he།hLG @F  8 --  F e0-ej    h(-$ iLM  '- hE།HLG @F  8 -x-  FB e0-eI &   h(- MLM  '- h%།(LG @F  8 -p-  F e0-e,    h(-d 1LM  '- @།LG @F  8 (-  FB m0-e    e(-DLH  %%F - % %F %FF  % %LU F  ȸFL_ FB 5-  LY FT   ?-  ߶ @ 9-&  ߵ 8e    ?D     !   !%% %F 5% %F %FF   %   !   !% % %F - % %F %FF   %   !   ! % % %F 5% %F %FF   %   !   ! 8   !   !  $ d(-$ d - 8 0LG FBLF F '(- & -  f1   2   ! @   !   !f f f ߳ ߵ ߶ xߴ ߷ p ߱    !ߋߞk ($ Ua $  pf- $  x L`* ߏL <   ! p  h p/0 e  $ e - h 0- h/ @.-e 8M(-    $    !߸ @߶ 8߹ 0T *߰ ߲ ߴ ߶ x߿ ߼ ߷ pߵ ߳ ߱ ߾ h g    !V  t$ 8    x>-/ <g ߸   -7-f?    Wg R V5   !   !f, &   ! f8-$ F0/e  @- P H gh- *@- 8-LJLFP p p- 'P-LG @L  F 8em    --  p- 'H-LG @L  F  8e D  f -  n- '@-LG @L  F  8e #  - xLG@L Fc 'p-       !   $    !   ! LGLFs '-#       LG@L F '-D    P  5 u-Ĩ-  LWLF 7-f1 2  $ ߹ @߸ 8g9 g  @q 8߳ ߵ ߶ xߴ ߷ p ߱    !$  ($ ߄LA* pT ߱ f!  0  <   !   0 $  / xd   d!(-߄ -  0!- /Ā    !dc    HC(- 0 ߩ 0T$  *߰ ߲ ߴ ߶ x߿ ߼ ߷ pߵ ߳ ߱ ߾ h g    !   !V g >  Q I*P- Kx*H/e* ߩ  *-f+ ep  @<f  GfS (-ft   uhf f   !Ud   !ub   !`   !^   !f. , l`-$ 8/h- e  8 l`-  1h-- ` p- @e &-- g  s-fT  @ ,X-f L@ ȸW-L FA- w--L LF  0H--  LLF ?@-N`-N LP@ - p- 7P-L L @F	AL @L NLQFLL@FL@* F!A-   F	3 h- 5`-fq pL_@ p-L  L L )F!A- j  F	B - 6-f. 0LW@ p-L  L L`)F!A- ,  F	: H- ?h-e LU@ p-L @ L L@)F!A-   F	2 @- 5X-e LV@ p-L G L L )F!A- J  F	: @- 6H-g L_@ p-L @ eL L@)F!A-   F	2 P- ?@-fT PLU@ p-L g AL L )F!A- *  F	: `- 7P-f LV@ p-L @'L F UF ]FF MF 5F ,F $ P@% X % %F FF `%% `ߧ ` - 8 H @-FL @L FN  N ߩ XL `FBߨ PLIF!LH F  LG FB  e  ߾ @ '-D  ߷ 8"    a     !F ]F UFF MF =F ,F $ P % % X`%%F FF  % ` ߧ `   !   !F UF ]FF MF 5F ,F $ P %`% X% %F FF % ` ߧ `   !   !F ]F UFF MF =F ,F $ P@%`% X% %F FF % ` ߧ `   !   !F UF ]FF MF 5F ,F $ P@% % X% %F FF % ` ߧ `   !   !F ]F eFF MF =F ,F $ P@% % X % %F FF % ` ߧ `   !   !F UFF eF MF EF ,F $ X@% % P %`%F F F% ` lߧ `   !   ! 8   !   !  * jX-dP- X 
hf`-L @L FL `LK FB +P-f1 5A   @g f ߮ HVWߩ 0߳ ߵ ߶ xߴ ߷ p   !߱ ߿ ߼ ߲ ߰ ߾ h g g    -Ġ Ķ  F  7FA %< 	  F  $%% - Ǖ`F 2  D F ߆ %$   LC% FCE n `X%F )MF)NNǅF< `X%0J E  C*F   !W  HFQ@  ` 
H< 	Od )8-   !'   !   !F<`H%g9   %k E :FAW'' `%j  `< JP*U@ /F h - g:,P-(F<`H%  E (FA)  F	<%i 	  E *    FA   !   !   !* F
<%i 	  E +   FA+ F<%i 	  g9 E %k   FA   !   !   !W*(   !   !F `H%	  FAU#  	pF F@Fc"    u   	p p-FF{Fs%//    j     ! `X% C*  E0J Q@  0 
< d !8-1   !F<`H%g9   %k E ;ǀW'1 0%a  - A*T  /Ǘ  < :!P-2F<`H%  E )ǀ3  F<%i 	  E 5   !ǀ   !   !   !5 F<%i 	  E
 6   ǀ6 F<%i 	  g9 E %k   ǀ   !   !   !W*2   !   !Ǘ  $I 	  ǀ# $Y    $ !    ߱ ǀU9  	"   @%        	 -"F!FAF %""        !   !߱ @%߲  ߰  g     !   !g`< 	$!! 0% 9- 8 % ߃di  $ ߂df dg   a  ߋ߈$  J ߅e	 e d `% @ 	d P@ E߿ @     B߿ @   !`%dh    @ 	de $ ߁$@ ߋ    4߿ @`%d) ߅d( d ߁d ߤ   	* @    !     %߿ @ P `ߙ|$ g P T 	$   g  ߙߧ ߦ g ( 	 %@%߲ ($ !g gߟ, g 	d&ߙl 	   !  (%ߙ< 	g߿ @   ! %߱ 0߰ 8 g    !   !   !g@ (< 	 0$! 8 9- @  % H @% P$ ߙL g   	g4  g<$ $ 8%g ߙT g< 	  %    ߓߒa   B   A-@  !-F ǃd  FL"x  xF <߃,d~ ghE $ 	b  $F  _  -F!<   !   !E @% g ߙ| $  	 $ $ .g8ߙ  g   	gߙl 	   !  (%ߙ< 	g@%   !8%0%ߙԯ  (% 	  %ߙ@%H% h ` pP@ @%g 0% (% 	  %@%g gD   %  _   ߙT-ǘd8-   	9߃F     NLFF_   F2<E	  c  d-dc C-a @  F   (A  %-!F<E @% g ߙ| $  	 $ $ .gxߙ g  	gߙl 	   !  (%ߙ< 	g@%8%0%ߙԯ  gD 	  %ߙ@%H%P@ 	$ g  0%gD   ! 	  %$    !g $ߙL $ߵ ߳ gL׺ h߷  	  %׸ p$  gTߴ     % ߙ\-߶ ׹ ` 	0- X  ߾ @ߢ 0ߡ 8   )   K   p ߡ HU* ߙߣ P!    $ r  T" ߙRQ %߱    !   !ߙ  %ߑď  $ߒ$  T ߱ &  &  &  &   & D  	% ߙ 	D %  0E ߙ  - 	   !  ߱ ߱ ߿  %߼ (߾ x߲ ߰  g   !   !g % % % ( %< 	   %`@%$&D   0  	 - 8% 0%ߙl @(% 	 D  ߿ 0 @@%  8% 0%ߙl   @(% 	 Dߩ ߟߨ ߤ  ߙ 	   !߿ 0@%߲ ߰ (߱   g @   !g`< 	$!t X% 9-߁ %  $ 1     H)  % `    @&    (%) %  	H$  IH- ( 0# E@-!  0  ( F A(#$* ( f0- e(-$$ $? xFģF$ ߆ 
P* 2* 
 
 3 LC T ߱  p  "   ! < d  ha-a$$     $ $    D(-   ĤF ! $ #   d -F!ąF)AL-`F<E  fs F   %   !t&R ߳ pߴ h p HB&H   h P 0*T߱  	H< - 	OzF ߎfk i-tea 4d0 Ra'  %   5 $  /y    ',    2 g   $   p . p   x& &   U-ƦF 1#  t-F1ƇF9&R   R-L8fm FF 1e 1#e
  F< q-F1%    !   !  pGF9  .  Q-%  x# `   ! x Lp-i  L9  0%, o-F 0 F(#FF9< ( e(-ģFA  ($  %  ( E-BF   (%f%(#   ( e-F"F  ($  %  (Lb E-OL* %eL N  ƣF   0  F9%	F<Ff(#FFA< ( e(-ģFA  ($  %  ( E-bF   (%(#   ( e-FƂF  ($  %  (Lb E-L)'e   ƣF    0  FA F<F(#FF9< ( e(-ģFA  ($  %  ( E-BF   ('&(#   ( e-F"F  ($  %  (Lb E-L* $e   ƣF !  0  F9eD F<F&(#FFA< ( e(-ģFA  ($  %  ( E-bF   (& (#   ( e-FƂF  ($  %  (Lb E(-	L)%5e
   ģF   0 FAQF<F =FF    (F %F  0 8 @$  H @%   ! P    P%`(% ߳ p   !ߴ h   ?   $ ߧ 0' ߤ  ߩ  #F	F B 0ߧ 8  F  8 FK F0-'  8-߿ @FBB F R0# X-Fk 0   f0-(F B #F<M,c  F
RFKA x-FMnrFB	FJAFd<MMjFeF[<M	J F]FR<F	UFA<ߨ P	Pߦ ( Pߦ H P PP P  q@%F EFF    (F %F  0 8$  @% @ P% (% H P     ߳ p   !F =FF  (  F %F  0 8$  @% P P% (% @ H  8  ߳ p   !F EFF    (F %F  0 8$  @% H P%(% P @  `  ~߳ p   !a$-   p. p    h& %  p Np-F { -h# h mh-F{ŰFM`  hF<- %  h Mp-  hF {h# h mh-F}ůF}E fs F   %N`F<   !E    !F  %   !VtЎa߳ pߴ h߱ ߿ %߶ X%߲ x߰ ߵ ` g    !   !g`< 	$!T x% 9-  ߆߁ @%߂ߙdD %  '     	 %߁߂ % `߃d& dd G !  E ( ߡ   P 	 "@-߂$ G  (*ߤ    ! 0@߁߃  ǐ!fG _ f&  <$  $   Xf @-ǀ(߅Cd (Af2 H?fQ (=f2  hH:   !ܧ8 h-$ 0/G  %   @%   8- 8 8-  p$g h#    p-ܬ`-  @ 8!g ܧ8 @- P%G  &   h%   8- 8 8- H  $g #    - ܬ`- XW  '  h- 8!  p --  g ܧ8--   8-p--  h-2 (aW-  FšFEM  %FAB  F  FFCFAF F  FBF	&G   h-ܱ h>- h-l 9"  %p#    - ȸܬh-Q    pl@-`!f  @ -g ܮ8,  p-`-0  2 -U-R 1- 1 (6-łFL  %  F! Ƥ(F!%  F)AFF!CFF  F*& F
!F	ܲ ,`-_- ` ȸܰ `-h s-D  %p#  ȸ  - ܨ`-P    pH 8-@!ei  8 -e ܧ8F -,  ܧ-,   8-`-3  + (w-p-ŅFK  &Ń  F c	F	  F	)AF!F pFAF e W   -   !FC& F   !F
ܯp kX-x- X ܬ X- h R`- k  %kF"BF#    !8#  -  @e ܧ -W   8!7@- 8 -'   @- x'   -ܧ86  8- ߰- ( (-  &G  FAF F   FQFCFF F  @% FB  '8-F 8v H F -@-ܧF
 `- @ܧ   @-ܾܭ$- 8-f eJ Fe) 8# ȸ -  @el ܧ -W   8!w@- 8 -'   @- '   -ܧ86  8- ذ- ( (-  &G  FAF F   FQFCFF F  @% FB  g8-F 8v H FB -@-ܧF	 h- @ܧ   @-ܾܮ$- 8-f eJ Fce) 8#  -  @e ܧ -W   8!7@- 8 -'   @- x'   -ܧ86  8- ߰- ( (-  &G  FAF F   FQFCFF F  @% FB  '8-F 8v H F -@-ܧF	 X- @ܧ   @-ܾܮe$- 8-f eJ F e) 8# ȸ -  @e ܧ -W   8!w@- 8 -'   @- '   -ܧ86  8- ذ- ( (-  &G  FAF F   FQFCFF F  @% FB  g8-F 8v H F -@-ܧF
B X- @ܧ   @-ܾܬe$- 8-f eJ Fe)  F MF 5FF =F eF \F |     ( 0@% % 8@%8% @ߣ @   !ߦ ( f0#J   ߣ 8ܩ - j-(p-    -`!n߳  #  ߱ ,   s--߱ ,  p-, (-mFkA  F[+FZ  FcFlF[CF AFߩ e- g ܱFkFZf S '-ܧ3H- -ܧ 8- 	ܶް-߾ P߷ X3߯ 0߶ `G   px- x x- 1  '  2- -'  p- x! (FO- /-F{+  F\1FZ-  FkAF{FZFAFF[BFBFG e -ܧ h- ܤܧ  - @-ܧ 8-FzF{A  - 8ܤf ܡߵ h  -f ߴ p +-ܡ *-N4ei ܡeF  )-ܡ &-M,d ܡ #-߳ H  +   !   ! F 5F =FF EF ]F lF      (@% 0 %@% 88% @ Uߣ @ F MF =F EFF mF tF |     (@% 0 %@% 8`8% @ Aߣ @ F MFF 5F EF dF uF      (@% 8 %8% 0`@% @ -ߣ @ Hܦ8   !   ! 8-F  %    H%'    0- 0 0-  p$f h#   h 0-ܬ`-  pNP!J   H 8- 8 8- `&  *   h-& L`- H- P' (ŵŔ 8-FAœ  F3F  FFCFFFFFܦ 0-FFBF 0- 8ܦ 0-ܦ 0-ܦg  0-f f ek Vܦ8߶ `߾ P   !߰ ߿ `%߳ x߱ ߲  g   $    +* %   %dc dI d    < i/$ dh"8-M(     !F <E g9 !  F	<   !E    !g9 %k j(*T +e) '   !    !   !  g@< 	$!4 h 9-   ߓ p  $ b (߿D  x߼ h߰߳ gߑg 4g 0 f) `%ߙt f$  	% ,  4l ߣ ߰߿߼ h߱߳ ghd~ ߡ   4߇xpX    @0%߂ # d  dD   d   /  gߡ  "- -     ߢ p  ?-R   2P  - g ~  $  ߡ x$  B@%!   4*T  gߙT*ߦ ߯ x  ZH%ߣ R  ߬  h  <    d    !   (-ߦ   - 0ߥ   - X- /cP-%)    !Ma  `  ek Uj%) ߬ ߪ %' H G8*T :T* P<  X 
WziH- 	X,H-߬ l`- 	Xߩ ,`-+X-H//jP-`(%em  e! $ ed Mb  Ma @N/   d L   L @   d L  L @      !   !  T*   !   !     
T*Mb @a  Ma @a ek    !j   !T*%   x*Qߦ ߓߙg 4glp $߲  ߶ g$ ߑV- f$ ߑߦ pߥ fK  	*    !   !߾ pߡ ߤ ߍ$߅$   $@% *# ǂ<ߡ  
T*߮{   !  <d!   dc  $- d -ߣ  a- d- 0/f -Ġ  ǁDad q_fk q]es q[fk qYes qWfk qUes 0qR(f
 NL	eI MAL	8e( M!@L		xe Fd ML
8LL	8FH@   !FBd $  L@L	8`P   !LL	d M  X%,/FFd L@MKLL	xl  dk M FBBLaL	8K  ej LF" Ma L	*  eI M-F MA@L	x  e( M F M! L	8  e LF ML	  d MF wLL	x  d L F XL@L	8  d MFb 9LL	j  d LF   !bL@ % %F UF ] % %F fF >F % %F FF 6@%`%F 'F FF wF oL8F׼@FB׻H׳OS ׺PF׳O3  N_  N>`  ׾0׿(׸`N ׽8    r  1         !F ] `% %F eF V % %F FFF > % %F &F /@%`%F wFF oF  L8   !   !F e `% %F UF ^ % %F >FF F % %F .F 7@%`%F oFF F  L8   !   !F U `% %F ]F f % %F FFF > % %F 6F '@%`%F FF F  L8   !   !F ] `% %F eF V % %F >FF F % %F &F /@%`%F FF F  L8   !   ! `% % %F eF U % %F ^F FF %@%F >F .`%F 7F FF F  p   !F  `% % %F UF ] % %F fF >F %@%F FF 6`%F 'F FF  ZL8F  `% % %F VF ] % %F eF FF % %F NF &`%F /F F F D   !F U `% %F ^F e % %F >F NF % %F 7F . %@%F F FF w .L8NLxFBN`  f    !߷ ǁD%$ ߱ ߶  * -h*ߘ$ P$/ x<2S  Bf1   $ ߵ    /-`H@80(4  FS f H%T*T  f R` ߣ  f   <   !   !   d!    !  u- 5-X--bP- +/%) w  LFMaek    !Uj%) ߣ  %!  <A*T  f 6-    )- U-  z 5-X--cP- K/ K/ec d! j di * e( Q
 k  y  Lx Ly Lxx L8߶ ef `8% L	8 L
$ d FFC/d FF   !ă  Ċ LxL	L
xd L@FB [F  
 LpL	xL
8e L8F EF   LL	8L

d LHF /F   LxL	xL
8d L@F FĪ  ģ MpL
	8L
d M8FFFLxFBL@LpL8LL   !   !ߵ ߷   >f FMpFM8LxL@LL    !   !   !FLxFL@MpM8LL    !   !   !FLFLHLxL@M0M     !   !   !FLpFL8LLHLPL@    !   !   !k  L
FMbXk L
FMaXek    !j   !f f1 F >(   !׸`׻H׽8׾0׼@׺P׿(ߥ ߾ߟ$ ǁD߆$ $ ߿ -ߢ T*LC  #ߡ  1  <d!      d    %-ߣ   - a- dX- +/eg b-   d 0 f2 P ~fQ 0 |f2 P z   !eg Ma Ld L@LxL L8d d `@%$	 LCr`LL	LL	x	/d LCj LCa	  dh LC2`La  SL	  e LC* M  CL	x  d LC1L  3L	  d LC*`L  $L	x  d LC2 L b L	g  d LC)L L	xLC4 LC+	             !  Dߪ x   !   !LC,LC4`g  	          8   !   !   !LC5 LC,  g  	        -   !LC-LC5`    g        $   !   !`LC6 LC-      x  ׸`    PLC.LC6`        ׺P  y     !   !H   !   !  MaLLC{  ek p   !׻Hߪ x߫ p@%8@J  r     !TP*2P ߓ@ i BT*߯    !߿ x  ZH%߬ R  ߸   `<  h ge    ! hp-߯ h- x߮ h-X-/lP-%)    !Ma |  ek Uj%) ߸  <ߵ %3  S*V` 9T*   z- -߸ - ߵ -X-//vP-`(%ey * f $ ed Mb  Ma @^/   d L   L @   d L  L @      !   !  T*   !   !     
T*Mb@}  Ma@} ek    !j   !T*%   *S߯ ׼@׽8ߓ@%߿ $ ߁tߞ쯹 $ߙ!     P  ugߣ pߢ xߥ ߤ -r  B  (02P  T*T@ hg BT*߫ ߸ x  YH%ߦ R  ߵ    0<  8 7d    ! 
8KP-߫  8- 
P'8-*X- /fP-%)    !Ma~  ek Uj%) ߵ  p<߭ %,  L`*U 9T*  h wzh- xh-ߵ x- h/x--X-h//nP-`(%ev  e $ ed Mb  Ma @W/   !   d L   L @   d L  L @      !   !  T*   !   !     
T*Mb  Ma ek    !j   !T*%   *S ߫ ׾0׿(gߣ $ 9  > %$    ! a g 4߲ pߵ H% @0%߷   (%߃߶  ߡ ߨ xdd | "-ߑc 8%d" ߡ  %  "- g 4 	 X%gP%߾߁tߨ xߓ X% %8%H%!  P  ߓߣ $  $ ߟ@0%ߢ -g  a (%- g   	  ߓ߁߷pߵ׹X! P߾h4 ߶xߣߤ ߂t d-ߤ ߦ ߙ d-@ %dp B  ߱P@ ߙ @% 8% 	e`ߙ P% H%ߨ ߧ @ %f` 	ߥ x߱߳߿ߴ߲߰߼ h g   !   !   !g< 	$B$H% Y-߂$ B 0 0C  ` % h߿ h g p Hg g    8ߐ X% % @f	   0%ߙt h 	f   ߪ 8U 	ߘ߿ h߼ H߰ ` g p   !   !   ! 
 
 ߿ 0@8%߫ @ / ߃ Xd!  $ b a- * Pߡ X f0 Q   H 	<d   d!  ߣ P a- dX- +/bP-% Ma  `  ek Uj%  H% 8-ߨ X (*T N$  0(H- @ߧ P 0< P- X- O:K@/K8/K0/K /iP-e d    !`8%el  -d Md  Mb $ ef Mc @Ma M(/   !     d L  L L @ L      d L  L L @L        $    !   !       $    !   !Md @a  Mc @a Mb @a Ma @a ek    !j   !$ gߢ Xߙg g߮ Pߏp- g 4ߦ 0g  ߰ ` 	e ߿ h߼ H g p   !   !   !g< 	  $!4 ߭  9- ߌ   ߁ (  ! , ߿  0T  $ ߼   g    !$ ߯ 0 ȍ    ߣ 0* ߞ   T ߂߰ e    ߎߑ$  @  p fV 1`  f7    / p f1 p/ @ ш-e  < 8.p-  H  p Ґ- P$ ߵ @$ ߸ 8 <*V` g - >ߴ P- ȸ ߴ H-- C-f$ / d c ej C eK c ej QC   H-  N F!@-'  M" F:   !  M F8- P% 0-$ L#x  L F	  L@FA$ - (-L8LDI  d  P-Ģ  L&xL  ]F(  d AH-A  Le8MB  LF	A  d !@-#  LFM"  9F  d 8-  L%xM  (FA  d  0-  Lf8L  F	  d  (-  LEL FAL&LeI  (           !  @g    !   !LExL&8  I  (        5g    !   !LfLE    I  /      *g L%xLf8      Q  0    !g    !   !LFL%        R    g LexLF8(            g    !   !   !  NFNf1   #-g f Jf ߳ ߵ ߶ ߴ ߷  ߰    !ߡ !     ?* ߢ da D   x $ ߁   ! @ d6  (     ߈߁ 8< d Ǜ (/  ? !`d  @8- / (- `dB 8"-  H  $   Pd7   Xߥ XF 2$ ETg *T@Pg  <ߢ @ ^-  > 0ߣ P C-$  d - ߢ 8 (- F-ߢ H C- E- P/f%  p/.d d,ej D*eK d(ej D&eR RD%N N@N FX-aP-Mc Mb FMC MBFցO!`AH-$ M# M" FALa0!@-O֠  FA `%%(-M MF98- 0-L*`l  FcL@K  F[A   !O   !   !M8LF2LA:d  h-L@,  F	c   MmLF1N!B`d `-M   F
[A p  M8MF2L:d X-M   F	c O  MmMF1LB`d aP-Mc   F
[A 0  M8MbF2La:d AH-MC Ŭ  F	c n  MmMBF1LAB`d !@-M# ŋ  F
[A R  M8M"F2L:d 8-M l  F	c 4  MmMF1LaB`d  0-L@K  F
[A  F }F mFF u % %F ]F f %@%F NFF >`%%F F    !N FO NAѠE  Na   F*"  F    FNLxLF Ld 8g  E  "          !   !F  %F uFF m %@%F eF ^`%%F VFF F%F F  N    !   !F } %F mFF u %@%F ]F f`%%F NFF >%F F $ N F  %F uFF m %@%F eF ^`%%F VFF F%F $F  N    !   !F } %F mFF u % %F ]F f`%%F NFF >%F F  N F  %F uFF m % %F eF ^ %%F VFF F%F F $ N    !   !F } %F mFF u % %F ]F f %@%F NFF >F $F , ~%F  %F mF uF % %F ^F e %@%F VFF F`%F F , nN N N FLA  FLC f1    !  $-g ߢ `f f ߳ ߵ ߷ ׹ ׺ ׸ ߶ ߴ ߰ ׻ x   !߂B (ߌT_$ ߟtߡ ߥ   S$ $  !    "*ߤ 0$ ߆ L d    e ߃c @dv     !  ` 0  d  H< xǛ 0/  @dߦ  / 0-ߧ  deߣ   	O h e-ߤ (ɘ-  p   - - P   !߬ @F2$
 $ E g jP* X<U@ g p- h>߫ P`-$  pm(-߫ h `nh-߫ p-lX-`-//f/ p / e e ej E eK Qe N H-N @NF3  N @FM$ @M"@!@-F*A!  M# F
M M F   !  MF
:8- P%$ LLk800-L LxL(MB0L   P-  L@LDL @F	d L8F	B hMD M"(+  AH-G  MC@L$xMB Fd M
F	: KM$ M0  !@-(  M#@LDM" @F	d L8F	B .M L(  8-  M@L$xM Fd M
F	:L F ]F eFF UF =F , % %F 4F $F X%@%F F NBU  N @F	N@  F!AM N L& xL 8Mbt  N""  N  ?      !F eF ]FF U %F EF 4 % %F ,F $FF F  @X%   !   !F ]F eFF U X%F =F , % %F 4F $FF F  @%   !   !F ]FF eF U %F EF , X% %F 4F $FF F  @%   !   !N N @F  N FLD L# xf1 N  %-g f (f ߳ ߶ ߷ ߵ ׻ x E߰ $  ߱   1  $  2* V :߱ ߵ ߴ 0f   u ߓߗv @  f ` f   /  xǛg߸  / @-ft߳    < ht-ߴ   p   ߐ- Pߦ hF2$ E g $   <b*T@ g ߣ @ ~- @>ߤ P d - 8$  (ߤ p ǀ-  - h-f)  /# e+ c ej C eK c ej QC   H-  N F!@-   !'  M" F:   !  M F8- P% 0-$ L#x  L F	  L@FA+ - (-L8LDI  d  P-Ģ  L&xL  ]F(  d AH-A  Le8MB  LF	A  d !@-#  LFM"  9F  d 8-  L%xM  (FA  d  0-  Lf8L  F	  d  (-  LEL FAL& xLe 8I  (           !  @g    !   !LE L& 8  I  (        5g    !   !Lf xLE 8    I  !       *g L% xLf 8      A       !g    !   !LF L% 8        @    g Le xLF 8(            g    !   !   !  N FL" xf1   #-g f Ef ߰ ߶ ߷ ߳ ߵ  R׻ x   !$ ߲ ߱ 0$ ߮  ($ $ ߍtF߆     !     p* U<߱ f0 R   ߐ @ߓf     x  ߔs` 2  fw  ǛƁ    ! /  @fy߳  / y-ߵ f߰   < h-߲ (  p  Ԡ-  P-S- Xߦ pF2$ EXg $ b*T@Sg  <ߢ @ ^-  > (ߣ P C-$  d8- ߤ Xߢ h  - E-- (-- 0- - P/  / 0/ p/f(  (/#e g!ej GeK QgN N N FN N F!`-MM@F*X-LA`La! M@M@F	+AMe@MfF:aP-L[ NF2   !  F h%McMd FBME   !MF FM!j`$ LQ`MFS(@-AH-LxLDx   !ŏ  F	|!p-LB`M%M& FNaMCMD FMLMbF[e   Mx Mho  F	|h-LB`MM FNA!`M#M$ FMlxMBFSe   Mx MpO  F	|`-LB`MM FNaMM FMLM"F[e q  Mx Mbh/  F	|X-LB`MM FNA!`MM FMlxMFSe Q  Mx eMBp  F	|aP-LB`MeMf FNaMM FMLMF[e 1  Mx BM"hů  F	|AH-LB`MEMF FNA!`McMd FMlxMFSe   MxMpF F mFF eF UF LF C@%`%F 8F .%%F FF H  FBN N F!ALAy M OALa(N"t  F2Nb%  F*N F!B    FNxLLxL8LC 8NBHN"0%  N   f      !F F uFF eF ]`%F LF C%%F 8F 6%F F &F H  F F mFF eF U %F LF C%%F 8F .F F F %   !F F uFF eF ] %F LF C@%%F 8F 6%F F &F H  F F mFF eF U %F LF C@%`%F 8F .%F F F H  F F uFF eF ] %F LF C@%`%F 8F 6%F F &F H  N N FAN N F!LA(La! N FA  FLe LD f1 N   !  '-g f f ߳ ߵ ߷ ׹ ׺ ׸ ߶ ߴ ׻ x ߰    ! ߾       *  xߢ ߣ 0da D   $ ߁  $ ! @ d d6 ߁  (Ǜ    ! (/ !` dߥ  / @ (-dCߢ    8< h C- ? p  d7   P - Xߩ @F2$ $ EWg  P<h@*U Rg >H- 
X> 	`ߪ P*H-$
 K - 	H߫ Xߪ hX-L-ߪ pIH-f- KP-e er fS P/ft 0/-f Qd,N RD*N Rd(N R&N R$N N N FX-aP-McMb FMC MB@F)ALA! AH-$ M# M" FALQ!@-La)`  F `%.(-M MF98- 0-MJ`l  FcL@K  F[ALd   !   !M8LF2LA:d  h-L@,  F	c   MmLF1N!B`d `-M   F
[A p  M8MF2L:d X-M   F	c O  MmMF1LB`d aP-Mc   F
[A 0  M8MbF2La:d AH-MC Ŭ  F	c n  MmMBF1LAB`d !@-M# ŋ  F
[A R  M8M"F2L:d 8-M l  F	c 4  MmMF1LaB`d  0-L@K  F
[A  F }F mFF u % %F ]F f %@%F NFF >`%%F F    !N FO NAѠE  Na   F*"  F    FNLxLF Ld 8g  E  "          !   !F  %F uFF m %@%F eF ^`%%F VFF F%F F  N    !   !F } %F mFF u %@%F ]F f`%%F NFF >%F F $ N F  %F uFF m %@%F eF ^`%%F VFF F%F $F  N    !   !F } %F mFF u % %F ]F f`%%F NFF >%F F  N F  %F uFF m % %F eF ^ %%F VFF F%F F $ N    !   !F } %F mFF u % %F ]F f %@%F NFF >F $F , ~%F  %F mF uF % %F ^F e %@%F VFF F`%F F , nN N N FLA  FLC f1    !  $-g f f ߳ ߵ ߷ ׹ ׺ ׸ ߶ ߴ ߰ ׻ x   !   !߱ ߿ ߼  ߲ ߾  g    !gp< 	$! 0 9- %@ %H % @߂߬ @8`% H߮ HX$ P  `$  P*B 0 8h@ 2 ߲hߴX߶H߿߼ 0߷@ߵP߳`߾8 g   !   !xpT  fߋR@ ߋ   !   ! h<e e  o`/-e&s N   f V&s ߋߋ   !߰ @ &o -߰ Hx*U Jߋ-  <0/0/0/ :0/gfb -   ! 8%f  -fA N  N $ f N @N %(/   !    d L  L L @ L     d L  L L @L       ߋ   !   !         !   !   !N N @  N N @  f    !   !ߋ$ $ b 0TTTl 02 $ *ߥ @T f R $ߥ @   !  <   ! f  / ߁d  'dBD-! @-d!  C- 2/` Hd! R/&s    !CNP@FANA FLd(   !CfR    !VQ&s ߥ @  &a  -*T cf  u- / Bd!-ߟ  < @ z-C- "-// 2/fE dcd  2 /f3 g ` H ft R0 NC Rp NC ( 0NDFF4NCFL  NAfH FcNBFB@H%$
  G M F:M FR e MF
M@F	BV L@Fd 
(/L@F Lρ MsxL @LYxF&d L @FL FNIV8L FBMD @N¹-     VFeI MC @F L FNicL FBM$ @Ny   S  4FAe( M# @F MA FNI[xMB FBM @Nùx   i5  Fe M @F M! FNiSM" FBL @N  E I  FEd L@F M FN[xM FBL @NyxN  %   X ` h p % x  % %   %F nF     !N! ״ hN"ס NN׵ pFF ׸ `ײ FF Bry  FN  Fנ XN8׵ נ ץ N-xN%8NaNV׹ xY׹(X  ׸054         ! X ` h p % % x  %@%  F vF    X ` h p % % x  %@%  F nF    X ` h p % % x  %@%  F vF    X ` p h % %  x %@%  F F   NC BFBND @FNB @F A  NA F	LE0L# xBA  fR P   !  Cf    !l 0*ߍ2 ߯ @U ;f T  9f R  ߲ @ p<ݭ @e e  wh/` HN-eAFNA F L"xAfR    !P&s ߲ @ &p ߓ B*V  f T- <s @ zt-Q-/` H/faNA @FBBFNP @F A  F	LE0L# xBA  fR    !Q   !f   $ 2 *V(g  < Ϻ   !  9-? ߿ H-߿ @-@f1    !!&s &a *T g    <È-߯ @ߩ Hf$  :d "- f R !P? !% (&  &   &  p& f,  h& $ 0 8& /  %0-2@-(-e ߣ @ߢ H0P-.-0(-- n - X-x-2-    ! D(- d0- G@- g-i ` m- r-ĸ ej  	h R-e   8 M-d  N    D(- d0- G@- g-I ` m- r-ĸ eL  	h R-E   8 M-D   a a D(- d0-9 G@- g- ` m- r-ĸ e  	h R-   8 Mx-  n A       ߴ HF F F`H%`@%߳ @  0%@(% ߹    !׸067  5 ߸ ߩ ߢ e-ߥ  -yP-߿ 8- ߹ b - `ߣ - @ X-`v--@-w- -u-  k-ƀ`׹(  Gg       ߴ HH%F F F`@% 0%߳ @  ߹  @(%   !   !      ߴ H@H%F F F`@%0%߳ @  ߹  @(%   !   !! (!    !  ! ߢ H H E@-ߡ @ %8- D0- $(- C -  #- I- )-Ā`@f1  ?   !g ߪ P$ A  0+  3P*߼ 0U@4߰x `<   ! g   !` ,-- x߭ Hp-߭ @h-f1    !0&s  &p   0*V ߰x <ш-ߨ @߷ Hf3  :fp 2-r f R ߴ HP2 ߴ H4 5  P5   5  ȸ5 f%  05 $ 0 5 V/ ---d ߣ @ߢ H-H-0(--  
x- pơ@-`-   ! P- p-99 S- s-  f- nx-8X pd Ƙ 0 NX-    FP-   ŀ P- p-9 S- s-  f- nx-8X pg Ƙ 0 Nh-    FH-   a` P- p-Y9 S- s-  f- nx-8X pd Ƙ 0 N`-    F@-  Šߢ H ߡ @   ߨ (P-ߦF F F %%ߧ%% ߣ    !׸0$߰ %  ߯  CX-  #p- Gh-#  '`-  ߧ T (`߫  5H- Š  D@-` $8- E0-@ƀ C - %(-   Q- #- 1-Ā`@׹(  R    !ߢ H ߡ @   ߨ (P-ߦ %F F F%%ߧ ߣ  %   !   !ߢ H ߡ @   ߨ (P-ߦ%F F F%`%ߧ ߣ  %   !   !ߴ H   !   !  3 3   3  3  -߳ @w--v--u--  -ƀf1 `2ߴ H߰x߲hߴX߶H߿߷@ߵP߳`߱p߾8 g  g$   K*  "1B  < d @  #H-%k  d! T)%k  
@%g G8*  H @< - G:   ! h-   !`  ` db `A ` @  @ dC @a@  g     !   !g ` h x  %  % < 	 $"      Y-  p$ ߁,d!Ќ    ߒ t @      g4 g  0% @%g 0  ` @%d' 	     g 8$ ߦ % `*߾  8U (g <  TߴHH% /ߖl߱ 0ߤ hg(%8% %   ߡ !- "- 	d( ߦ 8%H% 8ߤ h(%$" % ߱ 0b* 8   ߾   g <   !߲@$ ߿ *ߗ߾  ߡ0  $  / <*W ߰ ߡ8  dS < 82 ߤ 0 T` s@X%R   &)  X-   pp- pMn   8 hMh-%  8V	  & f x*U \@X%    B <ߴ 0 - z <9-   !   -BX- -P-H-ec */i 4dq R) 3& @@%A8- (%MB  & $
 `0%*/   ! 8    d $  @-L   8 $  8    d $ 8-M   8$  8  $    8 ߲      ! 8  $     8   !&    !    MB c 8C  c  & ek & AP-i 8 @X%ߪ  %ߩ ߰ %ߨ  8%ߦ x 	ߥ  <%   $ ߡ * <p*Qu <߰߾ ߶ ߲߷   ߵ  ߴ g4߳ g $g 0ߙ߱   	 $  h߿ @% @% d'g4 g (g @     	 (ߣ     g 8$  `% p  8ߡ@(% ߡ0* ߡ8ߤ h   ߦ  TH% /ߴHߖl8%d2%   ߢ @ R- C- 	dH ߦ 8%H% 8ߤ h(%$C %c * 8   !@  ߙ߾  ߾  ߾  ߾   ߫ @߰ ߦ x߁ 8%߾ p߲ߤ (%*)ߴ  	(    ߶ ߰ g4ߵ ߷ g ,߱߳   ߙg @ 	 ,߿ ߼ `߾  g0g@ h %  p % < 	  x   $ $"      * Y- / ȸ  /    gg9 y-@% ߵ X-    -T Q߰  0 @  H  X P * (  
 8 +߫ 0 ߣ   x< b-ߥ Hߤ @ 0-$(-ߧ P߄ GP-ߧ X @ߦ 8 GH- 8 c (-  ߣ L @ ( d -$ L L  e- B*L    hh-j  ig`-@߯ ( `ip- hjX- p f q-`-p-ex -g h-fJ /eS  /ft / f RQ N@QQ N@Rq N@R N@Q1 N@-N@FBO$ F!P-MDFBNL1`AH-O"L1 $ M$!@-F8-MBM R`NLQ`O#LQ ``%?(/MF 0-LFM"M Z MCM!R	  LK`   !%  L+    !   !M L"`e L@M# M" X-D  MB#` FL L" e Md@M M!"aP-$  Mb#  }FL L"`e MD@L M"AH-  MB#` eFMb L" e M$@L M!"!@-  Mb#  MFMB L"`e M@Mc M"8-  MB#` 5FM"@L* e L MC@M!* 0-e  Mb+ F%F eF mF % %F UF E %@%F 4F <   !NB N@c`N" N`c NcNsNCM{`N#M{ Ɛ  N o  M{O  M{`/  M{   f d  d     JL % %F mF eF %@%F ]F MF 4F < `%% %F eF mF %@%F UF EF <F 4 `%% %F mF eF %@%F ]F MF 4F < `%% %F eF mF % %F UF EF <F 4 `%% %F eFF m % %F ]F MF <F 4  %N@FBNN `NN!`  -N"`qek UqN@X%8%(%ߙߪ g  ߩ ߨ  ` 	ߦ        !   !@%$ ߡ ` 8*0* 
  ߰ ߲ ߴ ߶ x߿ ߼ ߷ pߵ ߳ ߱ ߾ h g    !   !   !gp  % `% % p % h % % P< 	$   $ d* x ` -   0 `e1  PfV  8 Heh  X< 0/LP-d  @e)  gdeJ  X H,-f0- @- H- P- 0- 0/f- Q(/߇e 1 /f / CfS A   !W?   !w= @f  p% 8  -   ȸ -  - X $ f/ @/e  ^-  YH-  PfS  U-fs    T-T  ȸ - 9- P- >   N$ @FB JX- ) 	H 7-fs     N# $L# ` R- h   `p 7- >- k   XN% L# ` )H- 6-M     -h- ,`- 0- +X-M FN& L#!!L@ 
V 1-   1-t 	H -O @M ťLd( ^  F V-  )H- 6-O   Q-M @g   ńLa! fs !L@ 
V 1-   1h-t 	H -M @O Ld( ^  F V-  )H- 6`-M   Q-O @e   dLa! yfs !L@ 
V 1-   1-t 	H -M @M Ld( ^  F V-  )H- 6X-M   Q-M @e   $La!fs F 5       ߩ  % (ߵ X%% 0ߧ 0`%%߬   	PF FF  @   !ߧ ( H@-ߢ  HG 8B   *X-  )H- '8-
   "- 
P @ *P- (@-f! N$gF1L$HF1ŉNJ߫ N# )LIL# 	LIߣ  NelMKbN% iLIL% LINfMKbN& ߷ H߾ @LIL& ILI߶ Pjߴ 8'  Z&     !F F 5       ߩ  %% (ߵ X%% 	P 0ߧ 0 %߬  F F  @   !   !F F 5       ߩ  %% (ߵ X%`% 	P 0ߧ 0 %߬  F F  @   !   ! 8   !   !f  p Np-   x /- h- hN$@FkB Mh- p .x-N#M{` p .p-  N%M{` h -h-N&ůM{`-f1 V7ߎ߶ P߷ H߱ x߿ %ߴ `߲ p߰ ߳ h g    !   !   !gp< 	$!   9-   `߁ h߇ x" $A  @*  C
 H C$  (ߦ ( (< "* X@ pd  /z E(- 0 P @ 8HS %hH*U  D hP#%T 2 R   x X<   ! _   !+-     !`#h-L`!% Hf1 &R V!     ! x&N  x<np*U ČD :   f0 /- f P3   #-$  v/U!M&s  X%f,   -#Q!߁&1 @P%q &I (-  P0 #@-N$ !0#$ F0!3$ 0#F0!8-  $ #?  2 !@- $ e  k(-%*    PO/ #-MD !0#$ &0!3$ 0#&0!8-  $ @#?D  H !@- $ el  l(-%I      !cƌPH % %8%`0%  %@%% %% %r#   !H-(- !#& #!!'&   ' 8#-#&  - !# ' - !? ߇ !'9 H&      8D   !   !H% %0%`8% %@ %% % %% r#   !   !   (# q-A!$! a  C ## q-A!$! a    C ## q-A!$! a   C ## q-A!$! a   f1 &R 3ތH   !D (#$ $   * (
   (!dB ߤ 0D  ߰ x߳ `ߵ P߷ @ߴ X߲ h߾ 8   ! `߆ h߁   X  $  P x   @<0*T &߿ g   O$ ߔߕ$ 	-   !` %%*PP-  J@ f ކ (ޅ   	ߧ (߁ X  , hX-`-k&1 ߰ x߳ `ߴ X߲ hߵ P߿ ߼  ߱ p߶ H g    !   !g 0`%@% (ơ Ơ  F C A  F 8   FC P% % X %< 	T  $ P     -1    / ( Hd @-   Ǔ$   d -ǒ$$  &*ǃ<2-L   F$ F `  L-    <   ! ߲    ! T--w0- >^  / $ -- S- $߹ F <$j  
H*E Nՠ F)<E    !F F  ~6   !T  |Nՠ # I-$% 0 Q`  
H < !@-   !1F>E ^-%J g9 (e)  
H%A  I-*T  dNՠ   < :   !!@-%K 1F>E >-&  F>e) E + %C  ( E-(-ĨħFBA*(FRF
MC  GLE   !   !+ F>E 0  ( E-(-ĭĬFk/-F{FuC`%  4Mm   !   !   !0 F>%K g9 E '%J  ( E-(-ĵıFA 6F F C`%  N5   !-!F" F FC@%  L   !   !-!F" F FC   !L  @%   !W(%K     Nՠ   F  A-N d L k 0-߶ (߷  ߾ ߱ P߳ @߿ `߼  ߴ 8߲ H߰ Xߵ 0 g p   !g  %< 	 P$   $c H y- "* 8T  %  d   $  (<  ( % X   / 0 /dǀh @%- Ĩ-'$ 0  P*U@ fR Q    	`<X-$  X h>$ X-P-F  Fb  F <FQ% d! a  *tX- % e  p*U nfR   xv  B < >x-   !   !   x-9- x-P-y-@0%F F ea # H/ P(-   !C  $ MBF<F<a -Fߡ L F <F L0F  d  8-ĥ  F< *  L @F <FQLF  Qd  0-  F<   LF <FLF d  (-  F<  $  F L0     !   !߰   "fR    !$  FL      !   !$  FRL      !   !MB F<FAMB8G  F<F9F ek F  F cPP- fR    !f1 3r   !߰ X߲ Hߴ 8ߵ 0߳ @߱ P߶ (%   !߷   g `    g H% P%@%$ 
< 	!  K  $B(! g   Y-  T  ߿    glߙ,   % 	  ߬    ߧ ߨ   X߿     !g  %   g 0   !   !   !d   (a !(c 8!  + +   ! #$   !  $ &  g9 ( !$B 8 (E Q (+ 8+(  ($ 0+ (+ ($T&     ! $B   !   !g< 	$!  9-gdߙ 	  (%߃ xda $ P 0% $ d 8 ߓ| g x % ߕ dv dw8 ߞ@  db    x   !   !%$!  	 x@8% 0%`%g\ 	  %$  0%`% gd 	  % 0%@8%ߡ ,! ,B  + +`% "%T  ߷ gl 	  % xT@ `@8%ߢ ' % @(% x 0% % 	 x߿  0( ߿ g$ Pߙg   	߿  (% %%  g4 	  *gt$  @%g4 g g    % 
ߙt  % 	 ߡ %  (% 	   %ߤ $  *ߡ  %g| @%  8%  g (g  ,ߤ  
 	 ($  0%ߙg 	 %$    I (%@8% 0%`%g 	  % xT@ @8%' (% x% % 0% 	 x  6 (%   !@8% 0%`%g 	  % xT@ @8%' (% x% % 0% 	 x  " (%   !@8% 0%`%g 	  % x % 0%T@  (%ߢ ' % @(% x 	 x%ߡ  (% 	   %߁ߙl 	"    (%ߙ< 	g (% 0% xߢ  % "*T 2 x   !g$ P߲ ߣ ߴ ` &߶ ߰ ߷ دߵ 0߳ (߱߾ Я ߙ߇߆4d诨g   	  ߿   !߷ gd 0%ߙgd 	g0 g $ ߙ|$ % 	$  0g 8$  P (%ߙ @gd 	 % *$ ߖߞ<$ tg Xg Pg 8g(߁, 
ߙtd1 T 	 H`% (% 	gd *%߶ g(g 
$G $ 	$F $`% (% 	gd$G $gg 0ߙg 	 %ߙl 	 %0 %$ 	g $ )f&  `% `g ` 	g % 	   !0 %$ 	g $ 8f& P`% hg h 	g % 	   !0%ߵ 诠 $ߴ  	g `%߳ $ 3f&  p߲ g p߱ 	g %߰ 	   !%߾   (% 	g߿   !߼  gP   !gp ߢ߭ h߮ % xP %< 	 $ $c   X  ( 4 8 p   (/ 0dߥ   - (-  hx$ pQ   `H   !   !@R0 $ !    !$  0   !   !  ߭ y- g D߫ ߍLg 0g < ߮ 8g @   x -  - 8 8%g 8 <h$ d 8ds @(% Dߙ0  %V! ߱ p$  4߱ p   ! @  	 0%߫g @g 8߰g <g 4  0%`(%߰ߙ$ % ߰ 	   ߖߐ$$  Ѹ* ߾ pRߣ $ ߢ   06  1* ߿ ߣ    !R + @  <   ! dH ߥ ߢ  e8-dB ߥ ߣ d dc  'd& ߡ  @ %(- 0 - &- p/ P/ /- 0/drdT&1    !N  N @F N @N L    !   f    !V&1  @ߤߡ p&" ߥ  8-ߥ !   (- "*ߢ T ߇Lߡ  0!-ߡ  -ߢ p (- 0- @ߣ B   d - B 0 - f@- H< 0/ / 0/ (/  / 0/8/ 	Oz@/ddc dBd 	-f	 2 e1 2 f3 Rr N@N N f NN@FMg Me ej F)BFMhMf $	 MH MG @ `%IH/N N@F
!LJNN LA`MaMc LB`   !ME  F Mb  Md @eM MAMC  L	`MF FM:M i eM @M  Fi MB  MD @e MMe  L	`M FM:`M I IM @M  FJ M  M @e MME  L	`M FM:Mh  .Mg @Me  F M M  ej Ma Mc  L`Mf @F	L2`MH MG @F MF UF@%F F -`%%F $F NF[NFZN"@N$Nms`NNM{ NNMnzU W  4 -    !  F UF MF`%%F F -%F F $ NF MF UF@%%F F -%F F $ N   !F MFF U@%`%F F -F F $ %   !   !N@NFBN NFNNN2`NNN    f    !  ߇L   !ߣ ߡ pߧ pߤ d ߤ !  $ d  "*ߢ  ߿     0ߡ dI  #P-ߡߢ  #-dB ߣ dc d ߦ  	H - @I-   8< )- 0-  / (/ P/ ? 0/ p/d 0/ddB-f  d Q fS q fr RQ N  f N N@FBMe MfFej    !MEMFFeI N  NN`   !Mc  MbN  `%$ M% @M&    !'8/e( MC  MBFN  NN Md@N`MPH  M# @MDM  M FBe LBM"  g iL`	MaH(  M @M$M  M Fe LBM  G TL	MAX  M @MMe  Mf F ej LB`M  ' =L	M!Pň  Mc @MME  MF FeI LBMb   %L`	MHh  MC  MdM% @M& Fe( LB`MB @L %@%F MF UF`%%F 5F N @N  N "  N$ @N`  N L NaNAN!  <N    !   !F % %@%`%F UF MF%F 5 N @   !   !F  % %`%F MF UFF 5 %   !   !F % % %@%F UF ]FF 5 %F - % %@%F MFF ]`%F 5 N @   !   !N  N @F N @N L N @  L N f    !߇L^ߤ ߡߦ ߢߥ  &--ߡ ߟ F-߰ p   -   - '   !  <d   4-- d7 ߁    !  %ߥ  %f  	0ߡ0  %(% 	  % <$ ߵߴ !*߳ ߲ T  {ߙfA  ߡ  "H-?-e- ߧ ߸ e! ߢ 0 Rߦ   (     !   !P-$ ߩ ߥ ߤ (H- 
X/ߣߢ 	P H- ``-e   LJ     X- `- H- XL     " 	P H- ``-e   LJ     X- `- H- XL     	P߯  `h-߫߮X-߬ X-M    M  `     !   !  )ߵ   !   !߰  ߴ߳-4-߱ -Nj  @  N*          !   ! ?  _- - ȸ ߸  4---N    Ny  e)    ߸ 0   ! ߵߴ߳ ߲ ߙ   !   !ߡ  ߡ g D ߡg @g < ߡg 8g 0  ߰ p߫ 0%ߥ  	ߤ߫g @ߥ ߡg 8g < g 4 0%ߡߙ$ % ߡ 	  ߿ p߁$$ ߭ ! ߮߫ pP" e ߢ $ g dB    0ߣ *ߡ dc ߥ pWm߿ d$ ߡ d!  8ߤ  -  -ߦ    ǈ- (< q/ 1/ /  / Q/dcd!f( %- ee P cfS Rp bN#  f( N$ @N#  F B   !   !M M  F e $
  H%
(/L L d FN! N" L#!`M @M L    !L @L  F %  d L  L @ 8L@	`M$ @M#  F   e( L  L @ 'L`	 M @M  F   e M!  M" @ L@	`L @L  F   d M @M  %La L  L @L@ %         !   ! ߿    !   !M  M @L`   %         !M!  M" @L@             !L  L @L`            !N#  N$ @F N! @N" L    !   f1    !0   !  ߿    !   !e ߭ e e ߭ k  $ ߱ ߯ e lX*U` ߿ g e  ߭ pf1  ߲ P-S-  T- h<߲ U-0/x/p/0/p/ oP/f$eef - g Q fS q fr RQ N  f N  N @F BMe  Mf F ej    !ME MF FeI N N L# `   !Mc@Mb L(  `%$ M% M&   !98/e( MC@MB FLD)  N L"" Md @L`MPH  M# @MDM  M FBe LBM"  g iL`	MaH(  M @M$M  M Fe LBM  G TL	MAX  M @MMe  Mf F ej LB`M  ' =L	M!Pň  Mc @MME  MF FeI LBMb   %L`	MHh  MC  MdM% @M& Fe( LB`MB @L %@%F MF UF`%%F 5F N @N  N "  N$ @N`  N L NaNAN!  <N    !   !F % %@%`%F UF MF%F 5 N @   !   !F  % %`%F MF UFF 5 %   !   !F % % %@%F UF ]FF 5 %F - % %@%F MFF ]`%F 5 N @   !   !N  N @F N @N L N @  L N f    !߿ ߡ ߰ p-߿  ߁ߌߢ p$ ߤߥ d B  ߦߧ  A*$ ߥ   p C* H-ߤ p 0- 8-ߥ d  @  (-  < 0- 8- (/ ' / /df
 -Q QeR RQ P    8%N N @$ f    L8+ /  d L L @L   !L L d L @  Ġ   1L8M Le M @      !LL L d L @     L8L @Md L      L@L   L    &$    !   !M    L   $    !   !L     M  $    !   !L    L   $    !   !   N @N L8   N f    !   !$ ߰ x߭ $ ߯ V`$ e ߲ ߭ pf -߯߱    !x-2-ߪ   p/  h< e o 
(-߹($ V -%t%sJ- *x* 
Z` f N  W  f %c   V- <$  (- 0>ߤ ߣ  - b--$   - Q/ /f  q/ d d ft  f d ft R !  !H-N# "  L@M# !  L x!@-M   L@!88-ǂF 0-F	@ P%$ X- (-L #  L  L`8F" !  N2 @F	   !F	   !   !  L x  F@MB8ek F9 P-d L ġ  L 8  F* M"0ek F	1AH-d mMC A  L   F"@M8ek F9!@-d WM# !  L x  F L0ek F	18-d AM   L 8C  F*@L8ek F9 0-d +L   L %  F" L0ek F	1 (-dL F E %F 5F % %F =F  %@%F $F    !  L F@F FNNbF@NB F  S  ߪ 7    N"  LN    !   !   !F M % %F =F % %F 5F %F F , @%F E % %F 5F % %F =F -F F  @%F M % %F =F % %F 5F F F $ @%F E % %F 5F % %F =F %F F , @%F M % %F 5 % %F =FF F F -  %!  N# L N2 @F@f "     !   !N"!-f f V߹($ ߿ p߾ ߶Hߢ `*  - 02 ߿ߡ pǀ 9ߪ 4  *߇   !T  ,& R@ W W    !   <dc    !    ! - "-&1    d! T0&1 W &$  (< *T &   0 0- 0 /:- e-` ` db `  A ` @ @ dC @  a@ &  $ * 8*P߇   !߰x߲hߴX߿߼ h߷@߳`߱p߾8ߵP g-  g< $!s % 9-  % ߁| %  %$ $ !   ߑ"9$  %$ $ T 1$ 2A ǀH(*T߱   !   !P   P 0<   ! 7f -%  f V%  P%  HG8*T߱ 
@<- G:ǀ h-   !`  ` db `A` @  @ dC @a@  ߱   !   !$ , $  $ N  ǀh#D  F  2I Hh*a  F " !   "d  	x<dp 0/fq 0/f / g!f1gP-% FFAN L`! L`)N F<F !FFQF 1F0<F)FNf V
% ߑ   ! 0ߤ 0 0%  (-A*T n߱ B-f- - 8< 0/ p / 0/ ?z (/ p/ 0/d-f d dej dBeR QqQQ Q FBA  F<FCF< F;F;A F;f F: FAFBc FN M L`N@M  ej M {Mf M tM `M k`MF M c M [Me M ?`Md@F<NFZ<NF9<$  eI F	\QF< Fz<FI<   `%'8/F	FQe( M&FYF	=FMDF<FAFi<M0M RI  FJMcF:<FQO`$`MF	?QO`+FM FY<ME M W FJFe FgF=FM$ F<FAFq<Mb0M R)  FJMCF:<FcO # MaF	?O ,FMFY<M% M V`FJFe ŃFG F=FQM@F<FAFy<MB0M R	  FJM#F:<FO`$`MAF	>QO`, FMfFY<M M W FJFej cF' F=FM F<FAF<M"0M Rŉ  FJMF:<FdO@$M!F	?O@+`FMF FY<M M V`FJFeI CF F=FQMd@F<FAF<M0M Ri  FJMF:<FO # MF	>QO +FM&FY<Me M W`FJFe( #FuF= @ H P X ` h p$  x F F u  F nF fF  F     0 %@% 83  FF  ׳ xFF׳ `׵ XN``׼ ׳ pF׷ ߧ 8O`׽ ߦ @Fץ N$F<FQ״ LF<Fע F<F׹ F<N%NN NN֠O' F.QNFAFF<FQN F<FQFAN#@F<NF<FFߧ HF<F<צ hFFץ PL0׻ F<FAL(FFL׽ FLN"׹ ׼ ׸ N!N $N   !   ! H @ P X  ` h  $   @%`% p x   0 8   @ H P X  ` h  $   `%% p x   0 8     !   ! @ H P X  ` h  $    %% p x   0 8 n  @ H P X  ` h  $    % % p x   0 8 Y    !   !   !F(  F!F*F!N@LN L1LA`L:`N F&<F N F<F 1F"FF )F.<F IFFM<FAF9QF!FN Nf    !  ߱   !߂䎲  $ ǀ2Q H*B    %TP k߂T  ߱R  %  <f fk  +/ d!b-%    !`Ma ek Up% % A*T  ߱  -bX- (< k / k/ k/ /: k/ddB e-  `8%ee   0d! xz $ ef y  { (/LLLLd      LLLLd     LLLL׸ ׹ ׻   M߱   !   !   !LL׻ L׸ ׹   AL`Md `  Mc ` Mb ` Ma ek    !p   !  4߱   !   !߂䎲  $ H*$ 2A B  TC )߱V  '߱   !P  %  <   ! f -%  f V% % A*T  ߱   <- :ǀ a-   !`  ` db `A ` @  @ dC @a@ ߱߳ ׺ %߶ ߴ ߲߰ߵ  g    !g0< $   $cg   "* y-       X d  h<e    $  ` X/  oek  m-ǀD x -+h- X-`- /s/  p h ` X P H @߱    !   !o%$ x*Nv @Nu FAUf '1-4- < ߰ - f  ȸҐ--߸ -X-/f K/qd g eI e( e ~d QQ}ǇQ1zQxPvPt  F!@ FFMb Nxa- F! F	f
 F)O"@M/!-M F eI F
OM8e( Mr F!FR# Fk@x-`% F@Fe F	B@MNk8$ p-LF
! #/ F)@h-`-d FBFBd M@NFB Md F	8LNM  F@M F
Ą  F@d LKF0C-N&  F NFc  F!@ej LLF	8# -Nj  F@O@FD  F@eI LMF0 -N  F O"F#  F!@e( LQF	8 !-NO  F@O F
  F@e LJF0 x-N  F MF  F!@d LPF	8 ap-Nk  F@M@FB  F@d LOF0 =h-N  F MFBģ  F!@d LNF	8c`-%F %X%F FP% H%F 6F @%8%F >F F oF gF   (F _F / 0 8ײ 8F@ײ  N^F̀׸ (ON"N[F@    ׹ 0FNFNxFFFN{NT7  V  u  S    2  %F F N% 8X% P% H%F >FF 6@% 8%F nF gF _FF w   (F / 0 ײ 8   !   !8%F F F% 8% X% P%F 6FF >H% @%F fF _F wFF    (F / 0 ײ 8   !   !@%F F N8% 8% % X%F >FF 6P% H%F ^F wF FF    (F / 0 ײ 8   !   !H%F F F@% 88% % %F 6FF >X% P%F vF F FF W   (F / 0 ײ 8   !   !P%F F NH% 8@%8% %F >FF 6% X%F F ~F F WF   (F / 0 pײ 8   !   !X%F F FP% 0H%@% 8%F 6FF >% %F FF oF F W   8F / ( Xײ 8   !   !%F F NX% (P%H% @%F 6F >F 8% %F F oFF gF V   0F / 8 @ײ 8   !   !  FMrMb FրFO[f z  aX-f fs VwQ߱ ߰ ߲ ߴ ߶ ߾ ׹ p׻ `׽ P׾ H׼ X׺ h׸ x߷ ߵ ߳ ߱ ׿ @߿ ߼   g    !   !   !eJ g ek ߮  H `<  h$!_$ p 9-$  P   `a* Xfm   $  `/ x x h<   * oe߬`-p-`-p-lX/LP//-ebe eCP |fQ 0 zf2 RP x߲M @M  e @%F ŀ  M @F$ L @d  /L  F ŀ d L @F@L @   !   !ML    F   d L  F ! NL @LL    F Ĥ  e L  F !@ 9M @LM    F   d M  F ! &L @LL   F   d L F@L @F - `%F 5FF  % %F F N!5  M FM ł  FN׸  ߵ߰߱M߲  1     !   !F 5 % `%F -FF F F   %F - % %F 5FF F F   `%   !   !F -F `% %F 5F F F   %߲   !   !  MMF1Ņ  MF)@M0  e    !߰߱V 2t `% XB2t   /$ q*f߶߷ذ-   !-ߩ x   !     !ߡ xR ߤ xd9 5     < g!    !   !   g9    ! ȸ`---,/&1 ň  M@F	B  e    !U&1 ߤ x&! a*T  %* d  U     < z Q -     Q- `--- L/ L/e da  td 0 rf2 RP qŖ  ŋ  e 8%M Ŋ FYMFRA $ Ŋ Ld /FP Ŋ d    !LFRL    !  Ā   F	d Ć LF*A CL      F d  LF2 -L      F	d  LF*A L   ġ   F d ĥ LF2L FL@F+A           3%*    !FLF3           '%*    !FL@F,A           %*    !FLF4           %*    !Ŗ  MFŕ MFA   e    !   !%* $  xH*q*Q Bߩ x߱ߵ߶߲   !߰߷2t    !$ X*$  x` lP*`% XB p p/$ q*e߰߮-Ϩ-xph`XPH߲ x  ߩ xR ߡ x  <   g  ȸ-`-/-&1    !Ř  M@F   e    !U&1 ߡ x&?  *W %,  <   z 1- -`- L/ L/-e d!  ud 0 sf2 RP rŇ  ś  e 8%M Ś F MF@ $ Ś    !Ld /F Ś d    !LF L    !  Ā   F	 d Ć LF*@ CL      F d  LF2  -L      F	 d  LF*@ L   ġ   F d ĥ LF2 L FL@F/@           3%,    !F  LF7           '%,    !F@L  F (            %,    !F@L F0           %,    !Ň  M F9ņ M F1   e    !   !%, $  xH*q*Q N߲ x߱ߵ߷׹x׻h׽X׾P׼`׺p׸߶߲߰׿H߹(@y ǀ$ǁ<߰ h$  x ߱ `fm  p<߸0  x/ߵߴf  w߳߲e-߯ ߮- - w- W-  hx- p-h- f1  h/g# g  ߤ xph`XPH$ ߨ >߫ pߪ '' H< *N 8- 
[ߤ  x(*Tߤ 
@-et  	O 8-@ @-ߪ  H`-ߩ ߧ (h- H-߫ ߧ 8hp- x-߱ (@-0-PP-pX- 8-`/@/ 8/0/vX//VP/6H/ ߵ x߳ f (/WfL e R߭ N@NƎFs-N@N	 MtN FJF	cN@N F	@Ƌ  FZFRFkBFLAN
 FNN FRFkBNN@Ff@N%Ƈ FF	f -$ fS M`MN~O+@   !FO*@F	 `/fo FFB!-FO)@N(NFR  FvA   !FMN FFoN+ FF@OPF@F;FB  F h&g $N)Lka mp
g $LK`O M
OFoƂFN* FO g 4F mp
g 4N F M
  Fe !-L(L7& F	O% FF
6O@FAF@NF/F:FB  F h&g $O Ln` mp
g $LNN M
NF6ƂF/O@F	 g 4F mp
g 4O' F M
#  FAg -L(l & FMN% FFoN FF@O'PFF;FB9  F h&g $N	Lka mp
g $GLKy`O& M
O(FnƂFN
 FO g 4F mp
g 4N' F M
#  FfS -L( & F	O FF
2@O+@FF@N'F.F:FB7  F h&g $O)LN` mp
g $gLnN&H M
N(F6ƂF)@O*@F	 g 4F mp
g 4O F M
  FAfo !-L(I&    % %  %%  F F FF VF  F F (0   !   !׾(פ0FCNe@׾ F &׾ Fg $g $ץ F/FקF;ק g 4g 4F:N w
 W
  & תg $g $'F)F@ף ׫ LY  wx
 &׫ LY׭FR Wp
 vh
 V`
NEF`NFBN߱8NgFg 4~  FF!F1@ūF! g 4g 4ŋF1g $g $LiPM	&  vX
Ng VP
  &~  Nf8 dH
 D
Nh(dNG@F)AD  F!FF&FFFg 4 d
 D
NG(D  "NF  yNH %   %%  %F   F FF F WF ( F ( 0 %   %%  %F   F FF VF F  F ( n0   ! %   % %  %F F  F F WF F ( F x( V0   !߭ ߬ x   !   !N N(ƃf FNNF9@N N F@߭ F)BFF1NF)BF!FL5`LC%N FN FNNN F  FN   jF
IF	@jI% -߱8 x߰@ߤ    !f1 dc ߮ e f ߮  dB ߱ߵ߷׹x׻h׽X׾P׼`׺p׸߶߲߰׿H   !߳߿߼ Hߴ߾ g   !e g   ߯   <  (߭ ( $   $BK$ 0 0* Y-e     ߮   ȍ   e   ǀ$ǁ<f  x< @ /  ߯f1 Ҡ-߳ 0߲  pq- px-Q- 8Q-- H $  Ph/ X`/enp-e ` / h߸ h        !  O Fߥ  ߸ `ߧ XO F'+ <p*O@  5  ߣ @ c - w-d   - -ߢ 8 @ C -ߥ Hߢ P 0- C- - - (- q/ Q/ (/ ј/f   /d f  f R N$ N$ N(F*C!x-M@L(N3N% F9  F+CF1p-FDM@LhN"@F1h-MFBM L  F!CLɂ`FZF;N#FIM F;M@FZ %f
 F{N#0eI Mmt &  F	5$ e( F0/FCe MFBM@F{`-D F!F   !F;FR  MdM  FM Lb M@F	:M F[Fd FF -FKAFR  Mt`MØ  FO Lb O FJM F[Fej bFC& x-F	CFR  Ml MŢ  FM Lb MFBO F[FeI BF \p-F;AFR  Md`Mł  FM Lb M F:M F[Fe( "FC 9h-FCFP  Ml O  F]MLk MFBMFFe Ff`-F FF F F ~F fFF V%%F 8F @% %F &F /u  NCO R  FFFFANFV  N#N{2  FF4  N  F  X     !F FF F F ~%F nFF V%%F @F 8F 'F .  %   !F FF F F ~%F fFF V%%F 8F @F /F &  %   !F FF F F ~%F nFF V%%F @F HF 7F .  %   !F FF F F ~%F vFF V%%F 8F HF 6F ' %   !N$ NhFCN3N%F FFցN"FO`N# F N#8  Ff    !8  !-$    !߸ hf ߢ pf g ߲ ߴ ߶ ׸ ׺ ׻ ׹ ߷ ߵ ߳ ߱ ׼    !   !$ ߿ ߞ XW q߿       *ߡ   f ߢ ($ dC ߢ !  ǚp dV   ߕǛ v/ /dc @dDߢ 0 (< x D-ߢ /  D- 8 - X     !F  $    !ߩ x$ $$ `< 8*h@*߫ @ 0
X &F N@U  #F    !kP-wX- h>W`-$
  XM-ߪ 8 h%KP-߬ XX--q/Q/N3 F   	F%N2 O8N2<  O ߡ f <  !-F f f V$ ߲ ߴ ߶ ׸ ׺ ׻ ׹ ߷ ߵ ߳ ߱ ׼ ߿ ߼ ߰ ߾  g    !eL gPe   <   $   $BB (ߪ ( 3* Y-eJ ߰ f $   ߭ ǀ$ǁ<P   px h< 8 / o߮pߵf-h-`߷h߶p- g0 - 0 Ը- @-t- H߫h- PtX-p- Xp- `p/`/h/ hPX/e P/ek peJ x  X߾ H@80(    !ߥ  ߢ ߫ `ߦ XN N Fߣ p߾ x  N FN F?ߣ h'  < 'N *  ANߢ 8  B-d ߥ  E- e-d- 8ߢ 0 ` G@-ߢ @ GH- L-ߣ H gP- l-ߤ P  - (-g8-l- 0- 8/ 0/ (/  / t/T/ T/4/fm @/e f 5f0 f R5N N@Nh-NN F1@kF	]N(M*N N@FAFFi  F
JC!-N ML(N"@FF)B-F9OM(j FRN#F fm N@F)BF9Ŭ FcL1F}FBLN@F1@FmAN$@FFtFB%$ N Fo@NFw NFN`   !   !N FN(H/M	`ƅ  F.   !FAe -e O@FjFej FO(O!-F N8FN@FFN&FyNFF!B[  LʍN'N%@FOFy L> &  F6FO" O Nb(FAF!F eO BFFc-O@FFhNFqN&F!B;  L]`NN@FO#Fq L>`  F6FO@NH NFlAF!F e FF-A-O$@FFOFyNF!B  LMOO@FOFy L>   F6FNB N( Nb(FF!F e FFi !-O@FFhO&FqOF!B  L̍`O'O%@FNCFq L>`&  F6FN"@N NFjAF!F e ŢFFI -ND@FFOFyO&F!B;  L]OO@FN#Fy L>   F6FN O Nb(FAF!F e łFF -N$@FFhNFFqOF!B  LM`NGNE@FNFq L>`F  F6FO@O( NFj   !F!F ej bFFL!- %%  % %  @%@%  F ܆F   F F GF  F φF   ק F2ף פ FAN@פ F	!  N@FNNFR  Fׯ Li FX  F'F+N@Fף ױ FNc F, צ F	3N׫ LK`ƾ  FNb@F	F9Fװ MσNFANFN F1F9Nd@FNPF
rFJAF  F1׬ LaNO/ƞ  FNPN@LINF8F)AFF1 N  Nf FNg~  FN(Ne Nf  ~    %%  %@%  `%F ܆  F F   F GFF ǆ  F    %  % %  %@%  %F ܆  F F   F GFF φ  F   } %  % %  %@%  %F ܆  F F   F GFF ǆ  F   e%  % %  %@%  %F ܆  F F   F GFF φ  F   M%  % %  % %  %F ܆  F F   F GFF ǆ  F   5%N N(cFN NFA@NN F8F)BFF1F!NF)BFL1`LC! N F(N F NNN FƂ  Ffs    !   !N  u-߲ $ ߱߰߾ fR f1 ߯ /f ߴx߶h߾X׹H׻8׽(׾ ׼0׺@׸P߷`ߵp׿   !$ ߱ ߐ XV k߱߳ x`1  p2*hV  b߱ߴ ($ f ߶ X~  @ǚpf  ߕ8Ǜ/ /Pf 8fx߳ < x-߳ Ϻx- 0 - XF H%$ $_$B * 
X@ *F $ ߣ *N@T@ $F  <ߢ 8 B- W-  >-$  -߿ 0  -ߣ X   ! b- d- Q//N3@F	   	F%N2@M9xN2H)  M9`ߡ f )  !-F f f V%ߴx߶h߾X׹H׺@׸P߷`ߵp׻8߱   !߿߼ ߲߰߳ g   !g< $B5   Y- (߃| % `%0c $      (* G* 
 !  d-  *8 T@߿8    e d  pǛ$ǚ<$  h< H / o   f1 h-  h P1- / - ` hNp- 8 h/ @p/e XMp-mh-  0  h (ߵ P ߶ X           !߿  ߤ H&$ N  ߷  <* pߡ (V߲ H-f  Ǻ-߸ 8 ߢ @- C-- / - x$ $ ߢ xס pߦ (N L#hF8-ߩ 0ߢ  @0-߅| PF@ p߃|c  d*  F BT`߰    0<ߥ  8- (-(@-*- 0>f /e   /er $ fS  /ft  (-[f QeZN# REXN# ReVN# RTN# RRN# !`-N#N$@F	YM@MF
iX-Mc Md Fa@FJF
BaP-FRF	 h%FBMC@MD FiAH-F	B$ Fc!@-M Z`M#M$F{ALQFq M M F0-8-F	LB N"F
M %  F	.M@F4Ņ  F-   !FM  L L FA h-LbF	d MbFE@v   FAF@M  M M F`-Lj`F	d MBFU V   F
F Mby  M M FX-L F	d M"FL6   F	F@MBX  Mc Md FaP-L`F	d MFE    FF M"7  MC MD FAH-L F	d LFL   rF	F@M  M# M$ FA!@-Lz`F	d MFE Ŷ   OFF L  M M F8-Lr F	d MFLŖ  F	 % %@%`%%F %F ƆF  F F GF  F ?F      !װ ױ F Nױ Oײ   FBNb@F q  FN  FNB F@׶ N`P  FNbs  N@ N"2  FNBFP  N F@  FN"ǚ<2  Ǜ$N       !   !  % %@%`%F ņF %F F  F OFF ?  F o  %   !  % %@%`%F F Ɔ%F F  F GFF ?  F g  %   !  % % %`%F ņF %F F  F OFF ?  F w  %   !  % % %@%F F Ɔ%F F  F GFF ?  F   %   !  % % %@%F ņF Ά%F F  F OFF ?  F   r`%   !  % % %@%F F ͆%F F  F WFF ?  F   ^`%   !N# N$@F FAFO `N" F N"8  Ff    !8  !-߰  --߯ hϰ-߯ f Va$ ߲ H߱ P߶ XfR f1  H߲ ` P2:ߵ P߰0߲ ߴ߶ ߾ ׹ ׻ ׽ ׾ ׼ ׺ ׸ ߷ ߵ߳߱(׿ ߿8߼   g@< $!-% 9-$ Ā  ǁ`F CF MD $+D F`ǂtFAǂxL F  MD F  MF`   8#0 Fa %	      P#   !   !$   1j   ǃ|FU@ ߉,U9 ߉, `%F D %        !   !   !߉, `%P-e)5X*H-)  D  F! FF !D	  %)       !   !   !  D  < F  $B,P% Y-ǁtF ǁ`! 	F   #0c   $    X#   !$ 0+       ` ǃU9 ߅,%D FNǃ(@%  F    !   !߅,@%)0-d5X (-%D   D0 F!`F1F)C%'D  F! F F      !   !   !g< $!+ % 9-  %   %g ߙTg  ( 	g  ߿ (߁,d)5X A 1K  
#0!    X#   !   !U` $m1Y $n       $m1Y      C )  
(#) 0    #) W  ߰  V  ߰  ߰  @%߲ 0-&0- . f0!$ &  ߱      !   !   !߰  @%߲ 8-'8- . g8!'  ߱  g 0   !   !< $!)@% 9-Ā  ǁ`F CF MD    C!D F`F F  MD F  M߁,F`d!5X c- "-F ! HD F`F  F F  D       %   !  g< $ $B)D   Y- X % `%߄ Pǀ(FCt  h*f  `  r  %% (*  
 /deߤ  h   p   - ǏF | x#- x X@'߰ p 0 8U#߰ p   ! p<$  d  @   (%F { x/ǐ< w3-  ex-߱  p- Hp - (0-P-    !d  <*V $  ߶  ؀-F rFf -1 g?  g q e S ю	    f  P-  H- X  @-  8$ &0/ 
P 	H +h- @ ?- '- g Lj FLi F Xe e  8-LJťF*Lh F BL Ld!`L LC    !   !LI P +-M(*`F  Lj  F   Xe L  L   8-LH H  +-M("`F  Li  F   Xe L  L`` n 8-LJ @  +-M(2`F  Lh  F  B Xg L  L@  P 8-LI H +-M(*`F  Li  F   Xe L  L ` 4 8-LH @  +-M("`F     !Lh  F  B Xe L  L@  8-F M %%F EF`%F % %F -F  % %NLU@HF	C 0L NhBLT@(F	BLf FBBL 38-LF@FBL M,b`LY  LLK   !   !%F M %`%F EFF - % % %F %F  N %F M%`%F EFF % % % %F -F  N   !   !%F M %`%F EFF - % %@%F 5F  N %F M %`%F EFF % % %@%F 5F  N   !   !   !	   @- @ 	HLhF )H-3LH@FL@N f Mӣ   !$ FuF {Fߪ  (-߫  ߪ (NWf   -߶ @߷ 8ߵ H߾ 0߰ p   !   !߲ `߬ ߼  ߴ P߿ x߳ X߱ h  g    !   !g< $!#  9-   0߁ 8 @$  (   8ߐ| /߁t ǚdCߢh@ %ߩ 8 C-!   @%ߪ 8(       P  F  X$  `* h2 ǀF F $  p)  F F ׆ߨP  7*   ! X ``@%2  F ׆ F  hǁ(   !   ! p$ $ J  *׹ p׸ hW* H  v߮p0R@   h< X X/f  `eke X- olX--p/&    !N f V& ߱0    !߰p0& -x*U WF ߱ (1   -  / fR <- :T--/// /f f   8%f 1 .fA  x߳ xN  N $ f N @N >(/    d L  L L @ L     d L  L L @L     ߱0  ߾    !        !   !   !N N   N N   f    !߱0 xߡ (6     !F F FVߢ  ߤ 0ߦ H   !ߣ (ߢ 8d  (F ߤ P 0 F Ն -e  C         < %  - /  'dEߢ @ߡp - E- -P-߿X0H-   $ de  *T$  0 (< /ƀ-F FF f - d     !  x߹ x   h    ! p  F    ! o`-	  P$ ס hנ p   ! /f ߨ xߧ e ߦ  ߬ x iX-ߥ ߰ `-x-	-LQ@߰  *P- xņ߬ F4ק hN F# N+`MF) `LFBBF  	PF
X-LL Fe   L bFBF# `-M%B`MPz iX- M[ M` x *P- `LFBBF  	PF
X-LL Fe   L bFF$ `-M%B`MQr iX- M[ N  O *P- `LFBBF  	PF
X-LL Fe   L bFF# `-M%B`MR iX- M[ N` *P-F h׭ pF `׬ hF VF NF   !F > %@%F ~F 'F F`% %    !)߿   FFJ8-O߿ Fj@LD@F
OF0FO۠ 8-Fk@߲ O(Z L]J߱ 	F
JFbBߪ ߩ ǚ׸ hLp׹ pM}`Mlm߳ x  EM	U ׭ p %F F `׬ hF VF NF %F >@%F `%F 'F F  ׭ p %F F `׬ hF VF NF %F >@%F v`%F 'F F      !   !       e0-%(-d8- 0 (LF FMFFM%FA $ -F@F ěFNN`f NN     x h p   !$  `<נ XF @dm נ `F  ߨ 8X*     @*FF Xf  `Q  F FU` F F h g̀-f - x ye  w   !f       ! sx-S-  $    /P`- g8  x h 8 p0-ߥ  h 3@-LO @ F   X xLM F     `-g  'P- 8LK @ $ F f0-@F   X pLO F     `-g  'H- 8LK @@ . f0- F   X hLN F  0   `-g8  '@- 8LK @  p0-߳ x% %F ׸ h %LM@ '-@F  F    @LD @F   ȸLY @ pF  ߱ ߪ ߩ ߲ ׹ pǚ  -   !   !׸ h߳ x% % '-F LN@  %׸ h߳ x% % '-F LO@ @%   !   !      e0- $ - 0ĀLF @F  E(- (LE @F  f ߳ x    h pF FF ߤ  F D- d-߿ F Ն-߿ & VB߱0׻ ׼ ߾ ׽ ߢ  ߣ 8ߕߴ 8r  B  ׺ P@ $ ǁ(FFע XFפ `FCߓc b a     !` $    !  ƣ $ ơ *Ƣ Ơ  ׹ V fA ߷ H߶ 8 ȸ0    <߸ P >$ - e~ - wg R vƥ  - %Ƥ F
Ƥ FB   !Ƥ FB   !   !Ƥ $  q-ߢ Fe-f d F
Bf Fh F F   f  - F
  F > Fi FBp g n f  -Ĉ F
ď Ą FB Ĉ FB F   f  b-h F
Bo d Fh FF    i p f d    !߱0߾   5fA FBF      ߱0߾     'fA    !   !FBFi p g n   ߱0߾     fA    !   !ƥ FƤ F	ƥ FBƤ F  ek    !  a-߱0߾ fA    !ߢ HF " F׾ XFB׾ `F ߿@߶߷ ߴߵ߲(߳ ߰8   ߡ P "-߼ ׸ ! ? ׿ # > ׾  gP   !   !g$    "*  %  T  ߾    Hd  ` @$  h< (%  `/   o߮  e 8- 0,-l-ߩ P     L- ,-	$  	</x*U f1 -$    >c---P-$  d(- J /*/ef 
/ kd Q% jMBA@-@H%MC FBC  FMB LA! MD LA`$    !f0-8-M MF  FM LALBM#h0  M" M$H H-L Fd L  FB :L LA`LBM`  M0MX!@-M# FBd M$(  F M" LA LB`Lp  L(LP8-M Fd M  FM LALA`M#h0  M" M$HM`  M0M(   !  ,f1    !   !LA`LALp  L(LPM#h0  M$8M"H  f1 LA`LBM`  M0MXLp  LPLh  f1 MBMCM|`MD N  Nt FFMBMDek MCx   !N  eAP-f1 f m   !߱ @߳ 0ߵ  ߶ ߴ (߲ 8߰ H߷ ߾  g P   !g`߬  x       @ߢ$ <  $ctX  `$ B   y-hߎ$  $PU $   U %$  @%   !Up*PH %2 p x HB x/*e߱X߯0-X-x   !  %R    <   g  ؀-x-/-&R    !   N @F    f    !V&R  &Y  	<*W  *   z 2- -a- P/ P/-f dr d! q ufS RQ t  Rq r    f  8%N  FN FA $     !L d #/F  d    !LFL    !  Ā   F	d Ć LF*A CL      F d  LF2 -L      F	d  LF*A L   ġ   F d ĥ LF2L F
LF)         ߡ   16  FLF2             !   !FL@F+A             !   !FLF3             !   !  NF NFA   f    !   !*& T*@P   !߰߲x߳p߱߷P   !   !$ ߂$ ߾߿ȌB    DS $   W ߯@$  D߯@$  C*8@
@߱8Ǚ$ǘߥߤߋLߦx ߦ  ߨ4	ߦ ߇ (-  -4	    (/  /  
pd  
d 8 
 Hek  
0X 
H0ߥ 
`@%ߪ߭Hߧ ߤ @<߶ ߸  / wߨP߲ fnp-p߳ ߫ h-ߵ` 8-  0-  (- @- pX-hP-߫p-߲а-ߴP0-߶-߷-߾PP-߿pI8-xd  ߧ ߧ(  -F0-ߧ (-d ߪx   -d (d @Pߡ0ߩpߨh'" t L" 쯢 P"d T <! * X % H p f  ߡ  #- "-d" dQ P>f3 0<   !p:   !h߾p$ /ߦ  xg  (-    - ߾  -߳ߵ -߰ߴ߾w P-N  f9  XߡߣFBߤߥ`-ߦߧrh-p-kx-N Fߴߨߩ -Ұ-˸--N @Fg> NrN	 F  F    !N F:    !   !  ?- 
P   - ʨ-  L F	B -M F    j-  L L L  2p-g F2  X" F )  +h- X   - `-  ŠL FB -M
 F   k-  L L L  .h-f F:  P" F )  *p- P   h- ʨ-/  L F	B p-M F    j-  L L L  /-f9 F2  X jF )  +- X   x- `-?   L FB -M
 FD   k-h  L L L  ?P-g> F:  F )F EF 5FF =F %%F F % % 6  ߿߷߶ߵߴ߲߫ߪxߣ ߤ ߡߢ  7  ߡ߭߰4  ߦ dx-M @ߤ (L  L ߮ߩpFL @F@M Fߨh߮ߢߡ  M F	F   L  L`߯L  F  S   %`-ߣߧ - e-   -  ߾b  A    g      !F EF =FF 5F %%%F F   %   !   !F EF 5FF =F %%%F F   `%   !   !F EF 5F =FF %%%F F   %   !   !߳    !   !1   -x- cNB  F N FN @L# F  GO  F  ----#    d! a  ߳ 0   hpxhpxߢ@ 0ߢ (ߢ  g X ߢ $  ߢ  * ߢ8     <f  ߡ   #-ǀ "-d" dP Q f     !q    !hpxߩ$ ߧ>/߿>  ߦ   !   !P- + ߥxߤp @e7 ߣhp-f 0 ߡg  ߩp 
XP-߾h߬	h--ߩxߨ *P-M @ǘ-H-M F   0-d- @- r-  L @L F	 f C     _  0-d- - r-  L @L F g $     I  0-d- P- r-  L @L F	 f      4  0-d- H- r-  L @L F g       %@%`%F @% %   !    ߡ >-ߦߤǙ$ߢh (L  L @F BL  L F ǘߧp W-8-ߡx E-ǂߵ '-b  B  !  ߿  5   @%%`%@%F %  %% %`%@%F   %   ! % %`%@%F %  %   !h   !   !  ,  h- pNN  Mn @F  ``-L`-h-d!   1  px߿߾߷߶ߴ߲߫ߪxߩpߨh   !   !g Tg Pg Lg @ߙf g Hߦ ߥ 	ߤ ߡ   H$  <x*U ߮P  "-ߧ ߦf" >-S dA P3 ߬x   !f> ?  ߡ    !H-$  Pb/, ߥx-g ߫ߤ -ߨߣ 
@- 	Pߩxߡl- ߿-M* @ F L L` -    uP- F L @ 0- H- F D  -f    X L L` -    uP- F L @ 0- @- F D  -f #   9 L L` -    uP- F L @ +- - F D  g-g    ߡߣ%%%F F F@%F Ls   %L8 0 >(-߲x  NF ĢFB   ߢ Ld  L8F  S8-Ǚ$ǘ D-F Gߵ d-   HA    8      !ߡߣ %%%F @%F FF Ls    %ߡߣ %%%F @%F FF Ls    %߬xߪ(   Xߩ 	H-@-Kp- 	h XߪM F߬xMK @L"xߨ KH-ߪ@-F  f1 !  3   ߲x   !   !߮Pߏ$$ $ $  ߮ * ߲x ߮U f T  f f   <߳  v-ߧߦxfw t- f P4 ߩp$ ߥp/j  ߤhfv ߩ 
ȸf 9-߿pp    !?-ߨ ߹xߣߡ
@-1- O? @ F L L`%- 0- -L @ -   @   g F c   T q-L L`%- 0- -L @ -   @   f F c   7 q-L L`%- 0- -L @ -   @   f F c   q-%F @%F FߣF  % %Ls  L ߡ > -߰p s(--ߡx  L" FB  ߴhLd  L ǘ0-ߵ߲x- H d-  ߶A  Ǚ$  5   ߣ%F @% % %F FF  Ls     !   !ߣ%F @% % %F FF  Ls     !   !ߩp߶g     ! @8-`-	X- PߩłNK FM* @L"`ߧh*@-ߩp 8-fs     Vtg  ߴh߰p   !f  x<߶ߴh ߰ph*  ߱ ߮H   !3-     ߦߨpf7 f /- d2 P3 ߹RS ߹f4 8     !ǘ 9 $  8~/* ߾ 
-ߥx--ߤpߣ  H-f f  @ߧ߸ ߡʀ- ȸ߾x--L  O @F L  O @F    D- -   f L  Lq @F  Y 0-   D- -   f L  Lq @F  = 0-   D- -   f L  Lq @F  ! 0-   D- -   f L  Lq @F  3-  ߥߢ L@LD  F BߣpC-ߢx   C-  Y  Ǚ$߶ߵ  Hߴh   !   ! @ߩߦ M(  L @F ߧpG8-ߦx   0-        !   ! `߭ߪ M  ML @F ߫pKX-ߪx  KP-   @     !   ! ߱߮ N0  M @F ߯pOx-߮x  p-        !   !߹   !   !  2  - ߷ O8  N @F ߹ P-߲x^-f1 3@  ߴh߲x߰p   !g Tg Lg Pg Dߙg Hߦ ߥ 	ߤ  H$ ߢ ߏ$*T  ߾f   <  C-ߧ ߦfB A-S dA P3 ߬xK  ߿ $ ߥx   !ߤh-a/fW P ߨ H	H- @ߪ߿xߢ ߡKP-f  
 O @L L@L L` Q--  0- - @-@ g   L @     X L L@L L` Q--  0- - @-@ f   L @     = L L@L L` Q--  0- - @-@ f   L @     %F F F %߷hߵ %ߡ N  Lx߰N  L8--߰8-0-߾(-     ߴx  ĢN N  LxN  L8-ǘ H-߶A  Ǚ$  1      !% %F F F߷hߵ  %% %F F F߷hߵ  %߬xߪH   Xߩ 	H-@-Kp- 	h P߫M Mj @L"xN  L8߬xjH-@-ߪfR !  S   ߾߷hߵ߰ߴx߾߷h߸ ߵ$ $ * ߰ ߴxT  f f  ȸ < -ߧߦxfB S-S dA P3 ߬p   !ߥp$    !~/P J  f^ ߨ 
ߡp   !H-@-ߡ߿xߤhߢ  *P-g  
 O @L L@L L` Q-%- 0- - @-@ f   L @     W L L@L L` Q-%- 0- - @-@ g   L @     = L L@L L` Q-%- 0- - @-@ g   L @     %F F F %ߣhߥ %L  LxLr  L8 4- 0-ߢǙ$ rH- S@-ߢpb8-    ߦx   L L  LxǘLd  L8߾߷h߶ߵ -ߴx߰ d- HA    )   % %F F Fߣhߥ  %% %F F Fߣhߥ  %߬p   !   !  J   
X
P-p-lh- 
`N N @L"xN  L8X-P-߬pfR a  S@  f  <߱@  0߱  (߱߳   g X ߱ $  ߱ x* ߱8   x-ߦߪ f9 g! 2-3 d2 P3 ߹RS ߹   !f4 '     !Ǚ$ > $  Ha/( ߡ  '8- >--ߥxߤ ǘ*X-f f  Pߩߧ ߣ  (- @߾x--M*  L @F M(  L @F    C- -   f L  L @F  Y 0-   C- -   f L  L @F  = 0-   C- -   f L  L @F  # 0-   C- -   f L  L @F  3-  ߥߢ L  LD @F ߣ C-ߢx   C-  @  ߾߷h߶ߴxߵ߰  Fg T   ! @ߩߦ M(  L @F ߧ G8-ߦx   0-      `߭ߪ M  ML @F ߫ KX-ߪx  KP-   @     !   ! ߱߮ N0  M @F ߯ Ox-߮x  p-        !   !߹   !   !  2  - ߵ O8  N @F ߹ ߿ _--f1 3@  ߵg Tg Pg L߶ gg Hߙ0%ߥ 	ߤ( H$ *f T  ߙ  H <ߡ  "- ߧ ߨ fB _-S dA P3 ߡK  $	    !ߦߥxh@-i/fW P ߩ P*P- Hߡߨxߤhߣ  +X-f  @M	 @L L@L L` q--  0- - @-@ g   L @     V L L@L L` q--  0- - @-@ f   L @     ; L L@L L` q--  0- - @-@ f   L @     %F F F %߮h߬  % 4h-`-ߴN  LxM  L8-Ҩ-߯- x !  ߱x  bN2 N  LxM  L8Ǚ$ǘh-߾߶ `-߰    1  % %F F F߮h߬   %% %F F F߮h߬   %ߡߢx߹   !W   ߸ --? -  ߹hĂLC L? @L"xO?  L8ߢx ?-ߡ?-߹fR   S  ߱x   !   !ߙߡPg T ߡ g Lg P ߡgg H ߡH0%  ߥ 	ߤ(f  H$  *߱xT  ߂$   ! <ߡ    !  "-ߧ ߨ fB _-S dA 3    !K  $    !ߦߥxh@-c/fW P ߩ P*P- Hߡߨxߤ ߢ  +X-f  @M	 @L L@L L` Q--  0- - @-@ g   L @     V L L@L L` Q--  0- - @-@ f   L @     ; L L@L L` Q--  0- - @-@ f   L @     %F F F %ߴ ߳ %Nr  Lx߬ N  L8 7h-`-rx--߮ְ- p   ߯x  M Nn  LxN  L8Ǚ$ǘnh-߱x߰`- H    -  % %F F Fߴ ߳  %% %F F Fߴ ߳  %ߢ   !   !X   ߹ -- -  ߿ ĂN# LA @L"xO  L8 A-ߢ-fR !  S   ߴ ߳߂$$ $ *B ߴ ߳TCߨ0T ߨ0  <f  0ߥ  -ǀ$߭d'  'd  $- f5 R2 ߤ R ߤ ߪ   !I  $    ! 	H K/ xߡ   ! )-eI  (p-e+ eh -߬ ߧߦx,- ߥ `- pP - ߴߪxߤx--߭ ߣ --MW h-AFML L @L#8L@Lx#- 0-F  - -  L  e
     "  -L @L#8L@Lx#- 0-F p `- -P  L  eI     b o x-L @L#8L@Lx#- 0-F  - -0  L  e+      N -L @L#8L@Lx#- 0-F p - h-p  L  eh     B x-F F F% X%P%(H%@%0߱x߸0 8-ߡߢǃ$߾ L"  L8߸ O @L4xF߹(ߣ ߢ߸x   #-a  L(  L8O @L$xBO@F @  A  L?  LxO  L8 ?-ߴ ߳-߰!  Ǚ$ǘ  L      !F F F%X% P%H%(`@%0 ߱xF F F%X% P%H%(@%0 ߱x   !   !F F F X%%H%P%(`@%0 ߱x   !   !ߤ ߥ   !   !"    8- d0-ߥxL @F ߥ-  Nd @L"xN  L8d--ߤ d! a  2@  ߱xߨ0߹ ߩ8ߵ ߲ ߯߮߭@߷X4߬H߫8-ߪ ߩPf@8fR@߿ e߾ e߶h-ߴ`-߲@ek@eJ@7H-߷߫ -$ ߪxPe ߩ`ߵ0	H߰߲x׹8߾ ߷P׸@߳p߱     !pߡ$ $ x߾ * oߤPߢߣ0dB d3 ߡ dt   / (!   S/ <dcdVߢH  CH-ߢ8 P-P C-ߢ@X CX-a-ߡXh-$ @0% 8* `< 0
X Cf uF H@*Nv F   8   !$  x >/`-ǁOh-p-F 
FF o-$ F F 	-(/F 	 //  N$  F ! !-N#  F f N%@F9    F J@ND  F A-NC@F@f NE  F 1E  FB F	A@FF0 F@F-@  F    !FI@F F8 F@F-@F Nvuf    !fs wf ߰߲x߳p߱߷Pߵ`߿߼ x߶Xߴh߾H g  gP<  h$!4 p X 9-% x߁ h P$ x- h/g H!  pg L "* `4T ߿X߾`   xߴߑL%߳߬p ߬  ߌe߲h߶ Հ-߭ -U- 4 - x/ -g @ -- h-5-g D f  f1  ߴd- /-ߵ߶ .x-f  /e  ߰ ` `<7p-g ߯h-ߙe   ge  W-߷,`- fs fR     !      ! t D! 쯡 H!d L!ܯ P!T T! @ߡ  0ߡ @ % (g P  0% 	(%`@%g Dg Tg T %ߩ ߦ  % %ߙ  % 	Pߡ  ߡ g Lg D ߡ g Hg g @ 0%ߡ ߙ@ %  ߥ  	 %ߢPߡ  @%  H%@%g H0%(% 	  % @$ ߡ <ߣ *ߢ߫  ߪ ߩ ߨ ߧ ߦ  (0dl 8 h߬ x -f ߸-Hߥ p@ߤ h e Q        ! x$  n-`/ - f p-  L @F B p- --x-g  pMT F L/ FB  -  -t-s-L F L. L#!    !Mt @F	Ap--   MS @F BL. F mp-h- -L ML1x  xL5 L  h-o-L Ff8 Š e  Ms @F	Ap-   MO @F BL. F mp-h- -L ML1x  L6 L  h-t-L Fg Š, 5E  Mo @F	Ah-   MT @F BL- F nh-p- -L ML1x  #L7 L  h-s-L Fg Š%  -Mt@F)AMSFL8FL M@LIxL5 LA  Ms@F)ALML9xE     !  H߾H   !   !-MoFRMT FL>FL@MMMrL7@Mlj*  MtFRLM MKb  1
  -MsF{MO@FBL? FLMML6N O  MoF{L M@M  /     p lh- h -4L@F -x-MMFBL/F`- pL.N`Mm FL@MN8m`-f   ߾Hߵ@ߴ8߳0߲(߱    !   !g Hg L߶ ߧ gg Dߤ ߿ ߹ ߸  b-f߶ ߷ f@  -߰ ` g@4 f@&- gg@ ߙf@- G-g @ f1 ߶ f- 6߷߰߲ߴx߶h߷`ߵp߳߱߾X߿   !   !߼ X g   !gP%<    !$!ڄ  $  9-+*@ &1! ǀP   	8 <   ! d 8-%k  e U%k  	8%f  @&0*T @% 8< - ?:ǀ g-   !`  ` db `A ` @  @ dC @a@ @% g     !g @%  $	  *   !@ ]0 P   ` <d d    !  / dc -%)    !Mj  `ek Ud%)  `%*  P*@ G 	X - X- `<x/p/h/ g:/ee lP-`8%ey * ,e Md  Mb $ ef Mc @Ma E(/    d L  L L @ L     d L  L L @L          !   !   !         !   !   !Md Mc @ba  Mb Ma @b a ek    !j   ! g     !   !g< $   $c "*   y- hT  ߿ h @d    8$  H ( P  < (/ X   %dǀ(  0- ` 'L(-  0- -  (l-,- ߱ $  p<mh*U f x-$   >p-x-"-߱ "-߱ $ "-0-q /Q//f (/ d f ej F eK Qf N% !X-N% @F CMe FaP-AH-ME F M% F  `%$ 8-!@-N$@F
N#@F	  M8Md @F"Mc @F!d M @F n`-h  Mb8MD @FMC @Fd M @FC WX-H  MB8M$ @FM# @Fd Me @F @aP-(  M"8M @F2M @F1d ME @F  +AH-  M8M @F*M @F)d M% @F !@-F E %@%F =FF `%%F F $NDFNCFN$FBN#FNFNFt  NbK  NBP)  N"@    <N0   !F , %F E@%`%F =FF F % %F 4 %F E %`%F =FF %%F - ND   !F 5 %F E %@%F =FF %F - ND   !F 5 %F E %@%F =FF F  `%   !   !N% FN#@FcBN$Fcf    !N"h,  !-f f V:߱ ߰ `߲ Pߴ @߶ 0߷ (ߵ 8߳ H߱ X߾  ߿ h   !   !߼   g p   !g$    "* PT  ߿ P 8d    0$    <  %   /   d (C-D- @ - d- H $--  ߭     !   !K$  8<f0*T fs @-$  p `>8-@-H-P-$ -l0-Q/1/f (/e   / lej Qf kN$QF iN$!P- X%N$  N% @FBN#  $ FB8-MD  AH-ME @F!@-MC  FM$  M% @F Mb(M  i  d M#X-M F ?F:BMB Md  H  d MaP-Me @FB ,F:M"MD  )  d McAH-ME F F:BM0M$  d MC  !@-M% @F8FM# FMb(i  MB H  M""    0fs    !   !MC FM0  Mb(i  MB   $C     !   !Mc F!M")  M0  Mb(  d  M@F)BMB H  M")  M0       !   !   !N$N% F9N#F1f N"8   !   !&  !-fs fR VTm߭  ߰ H߲ 8ߴ (߶ ߷ ߵ  ߳ 0߱ @߾ ߿ P   !   ! g `   !   !g$    "* P     !d     8  < H$   ( % X  / 'dc @$- 0 è-   -&$    !0  H*U  fR Q    X<P-$  
P h>X-P-$ H-KP/  `  Mj @F $ d! `  )tX- $ d  p*U tfR   xv  B < >-x(-x-   2-x- ȸP---* /
/ef / Qd P% PMBMC MB FMD B  FP@- $ 8-ߡ @H%f0-M M FM@     !F!   !   !(  M"L @L  Ld   FF*C & H-  MM# @M"  M$d %  F F* !@-  L M  MM@d   F 0F	8-(  M"  M߰   fR   L (  M"    !   !   !  M  L     !   !   !MBMCF1MB0MDF  F1ek F  ePP- fR f1 3i   !߱ P߳ @ߵ 0߶ (ߴ 8߲ H߰ X߷   g `   !   !g$    "* 8  e+ eQ  0$    @d  	 	 <q(/  % 	   / '  ddc ($-  -  ø---$ 	 `% 	h* 	x< `
Y fR  .p*N4 @U fR $   >x--$ P-" -ee 
/d / me( Q$ lMB@Q jMB@A@-@H%MB MC LAB  $ L@e(-M 8-M LA 0-  L@L L LAx   !M"8L +  d    H-L LA"8 ?M M0M" 
  d   !@-M# LA ,M "L(M   d )  8-M LA! M L@L@  d    0-L M!xL@"+    L8M"8M0
  L(    0fR    !   !    L!xL@M"8+  M0  $     !   !  &  LL(L@  M"8  &  
    L!M0L(  L@       !   !   !MB@MCM!RxH  M R8ek MBH   !   !H  dAP-fR f1 3if ߰ @߲ 0ߴ  ߶ ߷ ߵ ߳ (߱ 8߾   g P   !g$    C* (@  %     Pd1  (< H$  8  % 0  /   /d @%- 0 -- X0$    !2 H*U  fR Q    X<P-$  
P h>X-P-$ H-KP/  `  Mj @F $ d! `  )tX- $ d p*U fR   xv  B < >-p(-x-   -x- P---
 /ey 
/g! /% dd0 P% cMB@R aMB@ ߡ @H%B  MD A@-FMB MC F$   M 8-f0-FM M F  L@F!B   !M"'   H-L  L @Fd    M$ @ 2FM  !@-M"  M# @F d    M @ FL   8-M @M  F d   L @FBM"'  L LF9M  ߦ L8     !  (fR    !   !L   MM@F
JBM"'  ߦ MH      !M  M# M"FZL   ߦ M"X'      !MB@MCFkBMBhMDM  FkBek M  eFP- fR f1 3U   !߱ P߳ @ߵ 0߶ (ߴ 8߲ H߰ X߷   g `   !   !g$     % "*   %d  0T  ߵ      ! $   <  %  /   'dc (-  ơ  #- C-   !	$  	8<&0*T af pH-$  	H `>I8-P-$	 ,-em  / Ke Q# JMB@   !A0-@8%B  MB La $ F   !n - (-  L LAFBd ģ  L    + 8-L LA`Fd   L0    0-L LA Fd   L(   (-L@LFB  L L0     !   !  !f    !   !LL`FL(    LH  f    !   !LMAFL0    LX  f MB@L  Mc`Fek MBhL  cAP-f e    !߰ 0߲  ߳ ߱ (ߴ ߵ    !߶   g @   !g` `% % p %  %  % h %<  x$BD  $   Y-*2  ( T@ $ Q`  X 0< 7f f &P-   !   !   !d  @ (@- $c  e) U* X$i  PH*U  k$  
P<H- 
W:8-e, *(- Je Qe I   x  d  p    ! h$     0- /x-  .p- -h-H  X% /   fJ ţa  c  `b  #- 8 $(- HLD   '8- )H-F H   ek `ġeJ b# ( $ - a   c ` %(-b  #-āed  "-a ġ aa A  a  0        &0- $ -  #- "-d Ă#"  cB# " e) U%$ #   h*0j $ @ *Q@ %  
< fk ǀbH-b   !  "-ek % @Uib   !% "   C*T@ ߳  "    <cX- :bP-eb ǀJ dI Q* b   !b   !   !  $  c B/ e  xe en  He e   8 $ - #0- '@-  )P-   /- x @ H  e   S 8 #(- '@-  )P-   /- x @ H  e   5 8 # - '@- 
 )P-   /- x @ H  e   8 0ߢ 0X% 8P% @%ߩ 8 *0- @ߣ @ (8- "@- b    #(-  b  b  $ -  #- "-`  0@   !   !   ! 0ߢ 0X%P% *0- 8 @%ߩ 8 @ߣ @  (8- 0ߢ 0X%P% 8 *0- @%ߩ 8 @ߣ @  (8-b (b    b  %(- b  $ -  #- "-`ek    !@j   !߳ ߱ @ 2 Q  &  <f f    ! j/ dkBH-B    "-MK eJ & DUIB& *T@ ߶ h    !    ! -P- 0< (/ / / 7:  /ddc F@-   !@p%eF  YdB I  eO $ GK M 0/ 8 '@- 	PM  M  *P- `M @M   ,@- `A ,P-  e  C 8 /  '@- 	PM M @ *P- `M  M  ,@- `@ ,P-  e  B 8Ս  H Pߩ HP%@% Xߧ P 0ߨ X (@- 8 	H '8-ME@ &0- )-MD@MC@%MB@  % HP% Pߩ H@% Xߧ P  0   !   !   !F XF   HF  +X- 8F  )H-ME 0 '8-fMD &0-&MCMBeJ    !H   !߶ h%߷ `ߴ x߲ ߰ ߵ p g    !   !   !g 8<  @$!$ H 9- P X߬ X `߁ߍ hߎL p $ "  x _* _*     4 4   4 `  e  h< @%  `/ w e߬ `ǀ n-0- ߱ Hi t8%1* ?x*U  ^-Q@  	Bf  
<2- 7X/p-   !x     !   ! X-  -ek $    Uax   	B$  <9*W  x ^-  t -ߣ H d- z wX/ec a@-h ]da P( \a  a     ! A(-$ /a ej   A -eI a  A8-ߡ  ( %0- @ ( (@-$     D -F e+    C 9 F8- %0- @ ( (@-d     D -& ej    # % F8- %0- @ ( (@-L     L -f eI    c F8- @% % % @% (   !   20-   %(- D - #-       $-ߦ `    #      !   ! `% % @% %  (   !  % % @% %  (   !a   A-a  A-   - -`  ek    h   !    !   ! ^-fs uf-߱ ߳ ߵ ߶ ߴ ߲ ߰ ߷  ߾ X߄L     *߾  ߡ X    !߃44"  4 c d  < @%  / ' d#ߡ hǀ d- #0-    !   !i 8%1* ?*T   ^-Q@ $ f ߣ P 
< d-  wX/a-c   C-  -ek $ `  Uac  $ !*T  z ^-  	B t -ߣ P < d- z wX/ec a@-h ]da P( \a  a     ! A(-$ /a ej   A -eI a  A8-ߡ  ( %0- @ ( (@-$     D -F e+    C 9 F8- %0- @ ( (@-d     D -& ej    # % F8- %0- @ ( (@-L     L -f eI    c F8- @% % % @% (   !   20-   %(- D - #-       $-ߦ `    #      !   ! `% % @% %  (   !  % % @% %  (   !a   A-a  A-   - -`  ek    h   !    !   ! ^-fs ui-߱ ߳ ߵ ߶ ߴ ߲ ߰ ߷  ߡ ߢ p T  t$ ߡ X!  $   dQ ߤ x < d     %  /  dc "-ߤ `ߢ hǀ -  C-$I %  *T@ GfR  # X%$S 2f    !P   <    > R-    !-P-$8- J@/%) ek MH @  gUP-     %" e&  *T@ (fR      B < > B- - r-     !  (- (- - 8   !(-@- (/  / h/8-M M d    !M     	 @-L L d    !L   8-fR f1 4f ߱ ߳ ߵ ߶ ߴ ߲ ߰ ߷ $ ߢ @B  _    !ߢ @B  TA $  ߁߄L  Ȍ!   ?* T  $ ߡ X߃44"  4 c d  < @%  /ǀ 'd#ߡ `߱ P d- #-    !   !c dd d!8%2	 *T`  ^-Q    f  	<$ -  X/cP-   !c     !   ! C-  #-ek $ `  Ujc    $   -*T` m ^- B <$ - z X/c@-ec h Vdj QH Uc  c   C(-$ /d ej  D -eI f  F8- ( %0- @ ( (@-$     D -F e+    C 5 F8- %0- @ ( (@-d     D -& ej    # ! F8- %0- @ ( (@-L     L -f eI    c F8-@% % % @% ( 20-    %(- C- $ -      #-߱ P    `     !`% % @% %  (   !   ! % % @% %  (   !   !c   C -c  C-    $ - #-  ek `  h   ! ^-fs up-߱ ߳ ߵ ߶ ߴ ߲    !߰ ߷ $    !ߢ @B  P_ ߄߿ @  W ߿ ߄߁$ ߅L  !   "* T  ߿ ߣ X44b  4  d    < @%  /ǀ /ddߣ h߰ H e- d-    !   !f tgd 0!$ 0  @*U   ^-Q   xf  	H<
P- 	OWX/iP-   !l     !   ! L`- ` ,`-ek $   Ujl   x$  pB h*U m ^-x- p<x- wzX/eq n@-( Vf* QH Uc  r   R-$ /x ej  X -eI x  X8- ( %0- @ ( (@-$     D -F e+    C 5 F8- %0- @ ( (@-d     D -& ej    # ! F8- %0- @ ( (@-L     L -f eI    c F8-@% % % @%  2 -   #- Y- ?-   ȸ`   9-߰ H          !`% % @% %     !   ! % % @% %     !   !c   C -c  C-    $ - #-  ek `  h   ! ^-fs up-߱ ߳ ߵ ߶ ߴ ߲ ߰ ߷ ߿    !   !߼ 8߾  g g      %   % <  P  $ $# T V* y- x  ߬  h p- `< h/- e߭  gh-߮ ߯    !p-x-p--h-//   !fu lP-ǀǁ@ǂf *f2 JfQ *   !Nb F<F<$ fm $ g `M F<F< P$ $ g `a -$ e $ $ Y/N" F<F<f,   xM F	<X%F<k
  ` @
*  g `g `Fg `%$ p
$ H*  F!  Le(%-  
 P g `$ ą  L) F<P%! - 
*(
 0F<ģ  F*f * %&   $ %'% $  L g `g ` 8e   $ M F	<$ F<% - 
(
 0F<ģ  F@*F * %&    %'% $  L g `g ` e   x$ M F	<$ # F<X% - 
(
 0F<ģ  FH*F * %&    %'% $  L g `g ` 8e   $ N" F	<$  F<% - 
(
 0F<ģ  F*f * %&    %'% $  L g `g ` f,   $ M F	<$ F<  0@    (8HPX߳ $
 $ ߱@߫0F %  Pߩߨ $       % ߮Hg `߭8߬ ̀% X
߶ ߬  
-߿ 
+`%
f  F1g `  F1-H
,
F<(  LA  LAF<F <$ $ ߶ $  @
߾h**߹X+X*>%߳(y% ߳$ u*߳P u%߳ u%$ u  *  xp%`*p%$ ,`% ߶ l`%$ & l ߴ`&  X%&  P P P  &   0@    (8XH$
 P߳ $ $ ߱@߫0F %  Pߩߨ   %         !     F % (8PXH$ $ $ 0  %H%@ X%  ߳ ߨ  %   `   r߮H   F %( 8HPX$  $ $   % @%0 %H%@X%   h%     P    !   !`Nb@F		<FK<& E & E 
& j  F
RNaMKZF
<   !E fs &  Pfs    !j   ! P Tg ߙ|߶  +hR ߱    	$ $ g  ߗ,gfߙ  g  	 %%$ g P g  	g,ߙl 	   !p  g T$  ߓ*x T ߕǂǁ@ߞlǀߣ ߡp   !   ! d" d! /g߿  -߿ ߣ g X-- d-   !N! F	<Fe<E ߡ    !E E$ ߡ  0-ߢ !C  $" C    b  g,ߥ g ߦ$   $C   `% X "# 	 \$ $ 0%% g  	g,8%ߡg \% g  	   %g,8%0%%  g   	   %8%g (g0 T % ( 2- 	!0-% 	   !ǀǁ@ǂ$    !g  T߿ߥg, ?-`% ߿O@FkB߿O ߡ  "-ߢ Ms`B  F<E ; T!$! " ߣ  c    $!  	 X$ $ 0%% 0g 0 	g,ߣ  X$Hc  $	  T h ߡ 8% g @ "-g 8  %!  % 8 "# 	 @$ 8%0%% Hg H 	  %% 	   !ǀǁ@ǂ T   !   !߿x$!    !*  T]-߱߳ߵ߷߿߼ ߾߶ߴ߲߰ߢh gP   !   !$ g0 ߫  ߬  $         * P %  
P/T x߷  eJ ŀ  a  *H-* x
-      p h ` X P H @ 8߰     !T I&    xe  X-er  p<fI  we( x-e /d nP-J.f Q*-Ma Q
+Ma P)Ma R
'Ma R*%Ma eh `H%c  FMa LA`c FBd F$ e S/M LA d  FL d LA! Fd L LA FBL LA!`d    !L    !   !LA 2  dj d  M!HF La LA"  eI C  M@F MA LA  e( $  L8F M! LA"`  e   L0FB M LA   d   L(F iL LA!  d   L`Fb LL LAt  d Ĥ  LaXFB -L LA!`S  d ă  MAPFB"L F mFF uF } X% %F F F % %F F . % %F 7F ?FF GF O ( 0ץ 0צ (  L1`Ny  NaX  NA7  N!  NMa(u    &  0F uFF }F F  X% %F FF  % %F 6F ? %@%F GFF OF W ( ץ 0   !   ! 0F }FF F F  `% X%F FF  % %F >F G %@%F OFF WF _ ( ץ 0 0F nF FF F  `% %F F F X% %F FF O %@%F WFF _F g ( ץ 0   !   ! 0F nFF vF FF  `% %F F  % X%F /F N %@%F WF _FF g ( ץ 0 0F nF vFF ~F F `% %F F  % %F /F 7 X%@%F VF _F gF ( ץ 0   !   ! 0F mF vF ~FF  `% %F FF  % %F /FF 7 %@X%F ?F ^F g ( mץ 0 0F mF uF ~F F `X% %F F F % %F /F 7F % %F ?F GF f ( Xץ 0   !   !   !Ma g  M: FMa@g  ek j   !& $ **R߰  ߱ ߳ ߾ x׹ h׻ X׽ H׾ @׼ P׺ `׸ pߴ ߲ ߰ ׿ 8߷    !   !߿ ߵ ߶  g    !   !   !g< $! p 9- ߁t x( %߆|  %  @!  h@%ߪ x߉0   ǁ F @ǀF ߧ x߆   %$  * $   Ǡ*`  F     !ǀ %L  $ ) $
 *` **X  ߰ x  H P en ߯p ȸe   8f5  < /fR - g  fy f ߰--߰٘-- #-U-u-5-8-#- "-x/p/ 0/0(/ //p/P@/-eߵ8f	 eǁ<1 e2 Q fS Rq ߳HN Ff  h%N@M FFN$	 N@F)H/e N ej M FN Mh F!M F   !MF  M8MMH M@M@FMg@eM Mc@F! nF	Me F  M0Md M Mf@M@FMG@e MC@Fi SF	MEFk  Ma8MDM MF@Mb@FM@e M@F!I 8F	M FJ  MA0M Mh M@MB@FM@ej M@FF	F UF ]FF E`%F 5F >%%F F    !   !FBN%U  N&FNF߳HNNAFNBN$NFI4  NHN"XN!
  NHN@߲P׸߱X  >N8   !F ]F UFF E@%%F =F 6F $F  %   !F UF ]FF E@%`%F 5F >F F  %   !F UFF ]F E@%`%F 6F =F $F  %   !߳H߲P   !   !N FcN@FcBNFNFNhNxN`  N`f    !߱Xߵ8   !   !>ߡǘ$ߧxߢ߅Lߣ ߣ ߣ0ߤ4ߣ x߆ 8-ߴ 84 H- 8/c    D/d  dH H H c8-X hd  Xp 0<@ߨ 	H/ 7ߢߧe/ (-߬ߦ   -x  -  p  O- X-  P-  H-  /@- g D ߨ8 π-  U8-ߨU0-d  N(-d   hd `- D -ߥ N-d ߥm-dB  ߤ-g g L(ߢ@g P-g Pg HPϐ-߶Hg @g`߾ X߱ x 0%H߳    !ߡP 0ߡ  (       A t DA 쯡 HAd LAܯ PCT߁ TB  % @ 	ߣߢPߡ  0 (    `% g L g Hg D  gg @ 0%ߤ ߥ 	 %@%g Dg Tߩ g T %ߦߙߤ % 	 %%H%@%g D0%`(% 	  % @$ ߰ <*ߡ@ ߣdd  (ߤ   -ߩ ߨ fd -ߢ  d     !e     ! ` eX- (-$ ߧ &P/fp o f ߦߤ - ߴ ߫  oh- p߲ ߥ`--ߴMsW--L@Mq N8Ml L7@F`- M> L @L#`F  `h-+  L @M,  L8 p -M- @L6 F ֘--g? D    
 o kh-b`- xM> L @L#`F  `h-  L @M,  L8 p -M- @L/ F ψ--g   e  * G kh-b`- M> L @L#`F  `X-  L @M,  L8 p -M+ @L7 F ר--f   %   oh-ߤ F F F߾0-߷߹%@%߶   !߸ ȸ°-O߱ Nt LߤFN& L9  F N$  N>@Nx  ONtF߶ ٸ-ߵ-  ߲    D     !ߤ F F F߾0-߷ %߹߶  %ߤ F F F߾0-߷`%߹߶ %ߦ   (-  -  H (@-ߤ 8-L  NE @L LL  L% @F ߦ FBN  L ߿  --fs   q  ߱    !   !߾` ߷8g L ߶0g Dg H gg @߰ x߁߳X 0%ߴ  %  (%ߤ( 	ߡ   % g L g Dg H  gg @ 0%ߤ ߥ 	 %g Hg Tg T %ߩ ߨ  % %ߦߙ % 	 %%H%@%g H0%`(% 	  %߱ ߡ @$ ߆ߢ ߣ *d ߥ    * ( <ߤ   -ߥ ߩ fd - d     !fl j   h- jx- 
pBX-q  (- q- @ $
 ߨ P/ hߧ e  ߤߦ x- p߫ "- ȸ߳ ߥ -߰ Mo t--L @Mn  L8Mm @L4 F g   M2 L @L#`F  Ӡ- s- L @M1  L8 x-M9 @L6 F - p$-     sb- el p  M2 L @L#`F  И- p- L @M1  L8 h-M7 @L. F - $-     J- e   M2 L @L#`F  ׀- w- ȸL @M1  L8 -M> @L4 F - $-  e  j-߹ ߨF F F߲߾ %ߤX%ߦ ߷   !O$  ߤ  8L ߥL L @L> FL@L @L#(F  FBO>  L ߵ߷ ߴ߱ - @>-d  ǘ$    D     !   !߹ ߨF F F߲߾`%ߤX% ߷߹ ߨF F F߲ߤ %߾X% ߷g   0- g(-  ߿ - H 0 @- 8N)  NF @N( LN'  L& @F ߥ FBL  L ߿  - -fs   w   @   !Rg H (<$ df  *T	g H 8ߦ  / ǘ-߹ ߫hfh e- e     !l   l-߲    !Lx-$	 fu p  H/ ߴ lp-L3    !N @FAǀ$   !ߨ P- hߧ f  xߥߦhߤp`-p-X- p-L L P- 
PF  - h M
 LA M@L` L? @M FAp-f 
-    P `-    -X-L L F p-a    -- h M
 LA M@L` L? @M FAp-f 
-    P `-    -X-L L F p-a   S -- h pM
 LA M@L` L. @   !M FA-f 
- 𸎰   P `-    -X-L L F p-a   -ǘ$Ǆ$%%@%F `%F F@%߲ %߱  %ߧ ߦh   !dh-O5  L`O-  L    P5`--X-O7  HL* F  `  L  L @F  7@- -  O> @L"`O?  L  >-?-ߵ      Kg H   !   !ǘ$Ǆ$%%@%`%@% %F F F߲߱   %   !   !ǘ$Ǆ$%%@%`%@% %F F F߲߱   %   !   !ߥ    !   !d   d@- 0-ߥh X 8- `ߦ  PL+  L @F NK @NJ F (- HL @L `   @- 8-  L @L ` (-  -  fs ߥ t     !g H   !g L߭@߮ gg DߤH߿ ߾ ߹ ߸ ߷Pߦp߶ߴX߳0߰8% 4߯`߮h  - g@߱ xHg@ߥ g9ߤ g ߾ - f@Pg P-g @߶Hfs@Xߴ f@0߳ x- 0%8p-e h߮x b-@ߢ@@`߱X߳Hߵ8߲P׸   !   !ߪ $ ߡ x$ 8 
8ߥ Hd  
(!  P (/ "*XT  ߰`ߣdd ߣdv ߣ x 
0c    / <ddߤ  H-ߤ     ! @-X-$ `% h*2  `
Y eg p* ]N R` F  x<^-$   >0x--$ 2-/N  F  & d!    F @2-F F T & ߡ *` Af   
  B < >---   !   !   -ǁ5- ȸF 
FF    !9--F F 	-(/F 	 //N$  F ! !-N#  F f N%@F9    F J@ND  F A-NC@F@f NE  F 1E  FB F	A@FF0 F@F-@  F    !FI@F F8 F@F-@F Nߠg    !f f ߲P߳H߱Xߵ8߰`߶0߿h߼ p߷(ߴ@߾  gpg< $! p 9- ߁t x %߆| %$	   !  @%$
  %߈ P   %ǁ F @ǀF ߆$ * $   Ǡ*  F     !   ! %ǀ * 	*   !  T  ߫ xek  p hf  x/ p- `e ߬ h<e  oee ߮H٘-p-߲@x-Y-p-p-x-Q-X-x-`/pX/p/P /0//8/-ef eeǁ< e Q fS q fr RQ ߳N FBf  `%N Mg FFN FB$ (@/Me ej N FBMf eI N(FMG F)Mc@FM' F!Md M8  MPFMFe, MC@FME FMDFBh sM Ma0l  MbHFM&e M#@F!M% FBM$ FH XMg MA8M  MBPFMej M@FM FMFB( ;MG M!0,  M"HFMfeI Mc@F!Me FBMd FM' F eF mFF MF U %@%F 4F <`%%F FF u  NaN&N%FFN NbFNN#FN$T  FFBNANBNFY,  N"PNX߳  N!HN8߱߲  ?N0   !F mF eF %F UF M@%`%F <F 4F F $F %   !   !F eF mF %F MF U@%`%F 4F <F F F %F eFF m %F MF U@%`%F 4F <F F $F %   !   !߳N@FkBNFNFkNFNNp  Nhf    !߱߲߫^ߥ@ ߧ Pߡ ߉L ߪ ߪ ߪ ߪ @-ߙ( X  `  /ߣ ߊ d߭0ߤ(Ȉ-N `-߿x 0h-  0- ߰H (- h- 4  8-X- 4P-  3- 8/ ߪX 2/d g L d> g H8߱8e) H0 x  -߾Hߧ` p< 0-ߧ8(-d   -d ߦ x d @?-g Dg @P-h%-g    !pxߡ@ 0ߡ (ߡ   g P ߡ  ߡ    ߡ0ߤ@" t D" 쯢 H"d L"ܯ P"T (% T! 	 @ @%g Dߙߩߦg T 	  % @$ ߡp <$ *ߢx ߣ d_   ߿  -ߨ ߧ f ހ- d R0 ߥ      ! Ip- 	`#X-$	 	 /f  g  	P߭ ߦ ߥ  x- ` Ih-߮ ߫  hp-߰ L3-Mo@FMl @L L@F HX-#`-)  L- @L  F  IX- ` x- - g0 L @     Y 	PL L@F HX-#`-	  L1 @L  F  IX- ` ѐ- - f L @    $ 5 	PL L@F HX-#`-  L3 @L  F  IX- ` p- - hg L @B     	Pߴ ߲ %%%`%F F FF߳ @X% %r-NNuL7@N FBÈ-   NFNwNu߱ 7-w-  T    =3  ߴ  %@%߲ `%߳  % %@X%F F FF r-   !   !߳ ߲ %%ߴ % % %@X%F F FF r-   !   !ߥ ߤ    !   !    Y-8-  L  L$ @F #- 0߿ L ߥ FBO  L ߹ $--ߤ f      xߙpߡP ߡ(g L ߡ g Dg H gg @ߡH߰H  ߦ x (% 	ߤ@ߩg Hߙߨ ߦg T 	  %ߡp @$ ߆ߢxd^ ߣ $ *ߥ ߿    *   < -ߨ ߧ f ސ- d R ߧ    @   ! Ip- 	`#H-$
 J /f  ej  ߭ ߦ ߥ  xh- 	` P-߮ ߩ  Ϩ-߮ L/ @-M-  F M, @L L@F '--P  L4 @M  F  P-  - - heL M @  #  d ] L L@F '--  L- @M  F  P-  p- H- xe M @    D 9 L L@F '--p  L/ @M  F  P-  Ϩ- - ej M @  #   ߸  %%ߵ %%F F FF % @ X%-O  ߷ L L6 N @Fc- ȸ@  N FBO  L ߴ --d  ߳    C     !   !ߵ ߸  %%%% X% %F F F @F -   !   !ߵ  %߸ %%% X% %F F F @F -   !   !ߧ ߦ    !   !   ( _ - H- 0L  L& @F - @ߥ L ߧ FBL  L ߿  - -ߦ f      @   !   !R` ߤ0 (<$ dF $ *T ߤ0 8ߦ  / ǰ-߮ ߭Xf Š- e R ߤX   !   !f      ! Lx- X np-߫ P-`- $ L2  Mn @F h- / P- ߨ  
nP-ߧ ߦ e?  `ߥX wh-B  L  L @F@ h-- ȸL2  L @FL  L(    P- Ԡ- x- -   pg   $ e L  L @F@ h-- L2  L @F L  L( P   P- Ԡ- X- -   `eI    ? L  L @F@ h-- L2  L @F L  L( 0   P- Ԡ- h- -   e? `  D ߶  %%F %%`P%߳@H%߲ N  N @F  R-߳ L7  Nr @F AN  L r-  ߹  N  N F #- Nu  L u-  ?@     !   !%%`%F %߶ `P%߳@H% ߲    !   !߶  %%%F % %`P%߳@H% ߲ ߤXߥ    !   !   ^0-  8(-߿ L'  O @F A  -@- 0ߥ   L  L ߥ F -  O  L -ߤXf      !ߤ0ߥ ߰8߯ ߮ ߭ ߬߫@߲`ߪߩHߨ ߧ($ 4ߦPߥX- e@ߙ8e@߱8 e߰H e rX-eJ@@g L3H-g He@Hg Dd@ g 0-(g @ (-Pߦ xd Xߥh C-0	߳ߴ x߱߲Ў  ߹p߸h <$ ߪ $ * ߡx   !   !g  g6 ߷  
8f  
ȸ //X- 
g9g߸ 9H-@-$ % *2  
X  eg *` ]N R` F   <^(-$  ( 0>% --$  - /N  F  & d!    F @2-F F U & ߡ`* Af   h
  pB p< p>p--h-   !   !  x px-ǁ.h- F 
FF    !1x--F F 	p-(/F 	 //N$  F ! !-N#  F f N%@F9    F J@ND  F A-NC@F@f NE  F 1E  FB F	A@FF0 F@F-@  F    !FI@F F8 F@F-@F Nߠg    !f f ߱߲߳   !   !ߴ߶߿߼ p߷ߵ߰߾ g        g< $!p$ @ 9- Hߪ H߅ $    P* X@80($  HT  I߼ @L     !   ! P1   
P/%eKߪ`ǀ*K-߯ H߾ HT  /& R  t t   p h<e    ! p   ! oN- --&    d! T0& t &    <x*U &   6-   !    ! :V- x-   !` ` db `  A ` @ @ dC @  a@ & $   **S߯ Hߵ߼ @ߡ H&&ߩpߧ H  *$ e> !   
ߪX * #* LT  W߹ H$   & 8<1+  ?   ! 	Hǰ-߯ P C$ Uh-$ `*ŴU >f Q` ߱ P p<e  w.-    !f1 F <E 2f %& V! ߱ P &  	<*V  'f 8- :3-&   !F<& E f "  F<%E
 #   f # F<  %& E $   f $ F< %f1 E &   f &   %V3& f g W߯ Pߵ߹ H   !߿ H  $ $ $ ߡp9  >*d>      <  @X%  / g߿`P--ߤ X$ 2 *T  wf R@ ߩ X <w- d  -"-   !%  &F)@& f1 %  0 5-ߩ Xt & f (*T ^f   0   @B ` @< Gz 0-  8 0 8-,- 80--(-f-  / ?e P2 >/     ! `f%    !('  F8@   !$ F!@ 0%$ # N/d ߡ `Ġ  F F  8-Ą L   d Ā  F @F !@ 0-ģ L  d ĩ  FJF	@ x-L  MP     !   !߳ `  f    !ċ  F[ F" -L  N`      !   !   !/  -F{- Fk@Npf1   2- `f g Wߤ Xߵ ߱8   !   !߱ HUS$ 1  20 $ $ 6* h@ 3*R     <ߵpf  -   !߹ h*   !?g &  hߵ     !& !*  q   !  <ߣp d- :-ߩ hX%߮ hg P Q$    !/ 0%  % %*el g  Ch @*e   * 8j  (I*#P / M*e   @*   * 0   **CHam`% % % %+  ' % @%H* @*ߵh8) tP*2@*XHH `* @% 8%	P*߭ Hl@*8 H*	8 h  #     !   !%@% % %+  '  @%% H*   !   !*x  @p%O*p @x%N*x @p%O*pg  h߮ h   !c߿ X  <  P%$ ߴX߹p   !f g>  /  /ը-߶`gf x X- p$    !V  H@-&2   - *  z-R@ ߭ X   !   ! <W- ߣ X   !dq  a-"-0  1F & ߤ f1 0  0 $-߭ XT & f (*T ^ߵ P  0   `B p `< gz 0-  8 0 8-- 8f0-g-,-f/  / >e P2 ="   `f%    !32  F@   !$ F!@ 0%$ # P/d ߡ `Ġ  F F  8-Ą L   d Ā  F @F !@ 0-ģ L  d ĵ  FF@ -L  N"5     !   !߳ `  ߵ P   !ė  F F% -L  NB W      !   !   !"   F @  F  Nf1    2- `   !ߵ Pߴ hV    $ -߶ pO  ơF F  f g ߸ x       F  g f $   ߸ x߿ XWbߵ ߱8   !   !$ ߾ H$ ߡp  *$ ߿ H  H*     ! d>  <   !  @X%  / g߿` P--ߤ X$5$ 2 *T  vf R@ ߭ X <w- d  -"-   !F  & ߥ f1    0 %-߭ Xt & f 0*T ]f   8  `B p `< gz 8-  @ 8@-- @8--,-f/  / >e P2 ="   `f%    !!   F @   !$ F !@ 0%$ # P/d ߡ `Ġ  F F  8-Ą L   d Ā  F @F !@ 0-ģ L  d Ġ  F F   -L  N"      !   !߳ `  f    !Ā  F @F    -L  NB@      !   !   !"   F @  F  Nf1    2- `f g Wߤ Xߵߴ H߳ Hs   2r R@ )ߤp <$ ߸Xg ߹p   g>  / /Ո-fߴ`g-  ߿ P # -O  aF ߿ X-F    -  _-& g   f ߵߤp   ! 0ߡ H& % -ߥ H!   "*T ߱8ߣX f- ~ /   ~/ (B 0d 0/ (<d /zߦ` -߸ Pߪ Xg X-e f +f0 R )   `   .  	    )   x  3 -h- 	    !  H h , R(- M8-g f -x-P- x   ! O0- xƁe   `O  Ff `-N  A- `F N  O- L`-AF Af $  Ģo(/ XF f p-FKx-   F  - + S- @-7-   -H-  SP- 	H  ߧ P Q- IH-ߦ X %    ,    X- `N   -N# aF AF X-  p `- - f `F  F@X- Xup- p Kx- NX-fQ N     x  . W   p- ND   -N F A#F p-   ؘ- 7 e F  F@8p- ph- h Np- M-f6 -  !     x - -   - HN$   p-N F AF @-   x- - g	  F  BF@@- @8P- 
h HP- Mh-f @  a    P  (    @- XN   -N F AF @-   - 8 e+  F  łF@@- @IH- 	P HH- J-f     E y  ` H (    - PN   @-NC F AƣF H-   P- 7 eu  F  bF@UH- 	HX- ` IX- LH-f `   %\                 ߦ ߰ ߥ ߨ ߩ Pߪ  & M  ߨ A߫ X 8M ߪ '`-߯ ߮ F g8-߭ ȍH  MD  ŁF  M@$H-MC    ߵFŦ ( f F)!ߩ FAߪ F !Fߩ  f-d -AF  (-!F@ A-ĀF    ߤ  (d   &-ߣ  E(-  b  A-   h     !   !                                                               y  1  ߱ P3-     8-߱ X 4 O  F AO  ƢF 3-8-`F @W- F     7- R-  Q-A  g f   Wޏߵ߱8߳(߶߿H߷ߴ ߲0߰@߾  gPg` ` %ߨ  X % P@% H`%<   $!Z 0 p$    9- @ S* (߬ ( 0P $    8 h C* T  aߢ 8R  ߮    ! P<e ߩ ߫ e) ea  
W!H/ x@/ *-ǀ e1e&s    !L2 L1  d! T?&s ߱ ߲ x߮  x&m   ߰ -߮ `* xU :ߢ 8   !-X-/// +/߮ (+/+x/@/+ /   pg	fg fF f% p<f  w:ǀe n-`  ` Mh Mf Md Mb `` Mi Mg ej Me A Mc @  @ MH MF MD MB @@ MI MG eK ME aMC ߱ ߲ xߢ 8   ! ߡ (ߣ 0!   dq  B   <  % / di x"-ߢ @@- I-8-0-ߢ (- I -ߣ ߢ ǀ i- I-0$
  X<
P*U@ d 3-d,  ` _P-K-eY eM Q GI  N     !   ! .p-$  XH/`-   ! h-*     *P- p-   h- x-   kp- K-     
Xg?      ) &`- h-     *P- p-   h- x-   kp- K-     
Xg      `-%`% - - - - -      _-                 !   !`%%  -I   )H- 	H	- x- p- h- `-    iX- IH-        eJ `  _      ! 3-f1 2   !߱ ߲ x   !   !ߡ 8߿ $ ߰ ߾ H!    ߶ Xߴ h  "* T  ߰ ߡ (ߢ 8ߣ 0!  dq  B   <  % /  xdd"-ߢ ߣ @ǀ D- d-0$	 2 	(*T  3-Q`  XB 0<d'  8 7P-F-H   (@- @ H@-eJ %)    U_H   XB%*  )`-
P*U@ m 3- ` X<P- _zeM KX- We R VX  N     ! .p-$ o/O eI  /-e( O  /0-   D(- 8   G8-     ?-% e
   # 5 %0- D(- 8   G8-_     ?- eI    ! %0- D(- 8   G8-+     +-E e(   C %0- % X% 8%(%  G-   V- 0- U-      P-           !   !@% X%(% 8%     !   ! % X%(% 8%     !   !X   8-X  8- ȸ  Y- X-   eJ    K   ! 3-f1 2u   !߱ ߲ x߰ ߴ h߶ X߿ ߼  ߷ Pߵ `߳ p g ߿ ߼  ߷ Pߵ `߳ p߾ H g    !   !   !g߭ <    %$&SD 0   ($!$ ߤ$, -H5   `<f   #*@ g 8$   phe X0 *xT`!ߤ   !   !f. e d0 Pf `,-ǀǁ ft 2    !    !r    ! 8/ f+  @0   Tx- 1 $ ߡ @ P/ FLT F 4@- S- 3-u el C DF Qx-LS EF!ALG 1P- (  F!   !   !LQe F1 %H-e  E8-e Le
(F B FA 0LE F &-F BL
( F8-g 	c  F (LF F %-F BBL
( E8-e 
  FA 0LE F &@-F BL
( F8-el I td F (LF F %-F BBL
( E8-e * Y FA 0LE F &P-F BL
( F8-e  > F (LF F %H-F BBL
( E8-e * %@% % %F MFF E %F 5F $ % % ƪ Ƭ X-LV@ƫFRFK FJALX FcNw
߷8MN
M,
hF BF ZF RF JB߹ (m 8-ߥ @K5  ߴP*߲`  S   !@% % % %F UFF E % %F =F ,  % % % %%F MFF E % %F 5F $  % % % %%F UFF E % %F =F ,  % %@% %%F MFF E % %F 5F $  % %@% %%F UFF E % %F =F ,  % @   !   !  ?  C-0 2FLC@2FAN(F  -f1 2߲`ߴPߤߡ  `d ߤ+  W=߹ 8ߣc   < d f -ǀǁd 3 PG   !   ! xf  8H     ! GH- OP- @fK    eq  0V 4FLO#FU FAEF$ $FF-h/e ߡ @ /X- ?h-&F* '@- _ -FN	 F8-f9 N
Nt(M0Ă FF :L_@F)F Rĉ FJAF cB ĊF
F { ?-F)AFPhFRF1 &P-L	k   _ - 0M"
 F8-e L( g2 M0Ă FF :L_@F)F Rĉ FJAF cB ĊF
F { ?X-F)AFPFRF1 &H-L	   _ - 0M"
M F8-e L(O cfQ MEĂ FF :L_@F)F Rĉ FJAF cB ĊF
F { ?h-F)AFPFRF1 &@-L	   _ - 0M"
- F8-e L(/f9 ߥ @ %F 1%`%F EFF e % %F UF < %gi%ƨ F	@LVF3AƢ FƥFChF1F	*iF	)AF:N	(LmLLF BL	F L	hF F ! 4-ߴ  F F F 0B  ߴ (F (IH  ߲`#"    ߴPa  R`   !ߥ @ %`%F 1 % %F EFF e % %F UF <gi %ߥ @@%%F 1 % %F EFF e % %F UF <gi %8   !   !  V   V- ^-( FAAL^ FA" F"FB
F
FFF
1L	hL	(LgLFF )BF !F F  - -  f fR ߲`߷8 @   !   !߹ 8$ $ $ *p   !Pߦ 8  <$ ` W*T $
 !@- 8 ߦ Hd  0  e ʘ- 8/ 0-dc  @d d 8ߣd  i- h-g  g-e  f-f  d-ǁǂǃ$ǀf    !~   !|8 H Pߴ H X$ ߶ Pg m/߷ X   `f    f ߱ ` 8  e  h/   SX- GH-f9     xf%F1 @g$  0  f  M- `d  F*AF!g      ! P1  R- f g9 F)L g  O- F- Lx-ߡ @ '8- -h-eGF*F! &@- T0-   J-g  ,`- Q-F
9 *P-FBF"   !M`$F! ƆF*   Q-  FR R0- V-  FJAg g9 F1FB 1X-  Q- 6H-  5  g e FJ d M`$F! ƆF*   Q-  FR R0- V-  FJAg g9 F1FB 1x-  Q- 68-  5  g fn dFJc d M`$F! ƆF*   Q-  FR R0- V-  FJAg g9 F1FB 1h-  Q- 6@-  5  `g e FJK d M`$F! ƆF*   Q-  FR R0- V-  FJAg g9 F1FB 1`-  Q- 6P-  5  g fn dFJ+cud  h pF QF EF x F =F -    % % %@% ߴP   !ߣ  8ߣ ߩ  `ߣ ߨ x    &F2A GP- LH-F#    D@-M$Fi 0 ߫  C8-߷8
F
BFJBN` (kFZ F0-F"F9 E(-F!M*ĤF!F)ALFIF	)BFD  Fߢ F)BD ߲`Fߥ p@ߦ Fߥ h $ -FB #-߫   ,-k  `  gA   ! h pF QF EF x F =F -   `%  %%  %  ߴP p hF QF EF x F =F -   %  %%  %  ߴP h pF QF EF x F =F -   `%  %%  %  yߴP @   !   !  4  M    h T- M-.  ƥF9 p N-  ƆF)F! x Ox-F)AL F!F!F!d!  p-f1  h-fR g f ߴP߲`ߥ @ J$
 8T G$
 ߷ (  ! < -  @ ( ߾ g  d   /%-f   g -de` ߷g9 --g Pdt -f -ǀǄf -ߡ @ǂǁǃ$f R  R  R  R   P Hߧ P `ߪ H  ߭ ` X  E  ߩ X DX- 0   F0- (d (   E(- @gF:A HX-ĨFBF)A  f F9F JB (&  R-F)B 0K  E- p  Fx- XM&" N- K-L`   !eg $ F)/e &F*e eL F1Ae e,  e  8J MK e  
P) FJAF B 	He F)Be  $ - (- %(-F
c &@- G0-F
LM"  JP-e L '8-e F*A I- )H- RF)FA   !M	F	[  p   p&  F)  Np-F :Fk P-kFcBFS 20-FF| e FJA ej 1M" M P- 0-fs f   ƥ R-f F)FAc<M	F	[  p   p&  F)  Np-F :Fk P-KFcBFS 2 -FF| e FJA eK 2M" M P- 0-fs f   ƥ R-f F)FAC M	F	[  p   p&  F)  Np-F :Fk P-kFcBFS 2(-FF| e FJA ej 1M" M P- 0@-fs f   ƥ- R-f F)FAc M	F	[  p   p&  F)  Np-F :Fk P-KFcBFS 28-FF| e FJA eK 2M" M P- 0H-fs f   ƥ R-f F)FAC]     F FF ]   F mF d F KF C  `%%(   !ץ F )FBM`  F ߴ( F ߷ߵ F ק߹  _ - T-   ^(- >  ߦF:  >  ĉF	z 9 FI W -ĳlFc _-FA U-ĐF{״ pFF R ȸL!F9 ^-FcF s Y-L`FF	BAMO"(FBLLM F)AL FkBMI FZF	9  F1LHF)BF f FkB F!ߢ FZF8߾ F1 FV߹ F)BF ߾ F!-߹ FF߸ ߶  7-&F  6-ߧ   5- 4-    w   !   !     F FF ]   F mF d F KF C @% ( q%     F FF ]   F mF d F KF C `% ( Y%     F FF ]   F mF d F KF C @% ( A%  &    0 C@- F8-d  F	9  FIA D0-E  F:F 1 (F)B E(-ħF	9L!L`LF)AF1F)BF1F)Bf  $ -f1  #-fs eg fR W؎     !   !ߴP߷8߲`ߥ @$
 $	Qi ߭Uj ߱h   !   !߭߫ 0a  $ 00  1X*U` ߱h   !`     ! `<e  gǀ   !L-N   ! p p-fR &1 VSN߲`` &/ P < /x*U ߱h ߱2- :fT P-ǀ f 8P3 A   !U   !   ! $  V w/ V  @ 0V fE  d W  ߡ @  5- 0- 4-   6-  &8- 0    d  O  0- 4-p`  6-  &8- 0    de  2  0- 4-@  6-  &8- 0u  t  d b ߲` % %%%ߴP   X% P% ? -` >- 7-߷8 *- 𸎸 ` ȸ  >-@  9- 8-   -  `% %%%ߴP   P%@X%߲`  ? -߲` % %%%ߴP   P%`X%  ? -   !A  A   A   - A  -  - -`@fR  S   !߲`ߴP߱hߵH߿x߼ ߶@߳X߰p߾0 g   !g %$߭ @$ <      0$!$ $54 ( $ *$, -H5   `<pe  gP8w  xT|ߦ   !   !f Xe `d2 hfS 0-ǀǁHft 1F   !QD   !qB   !@   !    H  x   !  f      ! $ 0/ S- 8 O- R- Wx- U(-ߡ 8 TX- 2-  7- 5-Ģc F$Fb$f FĤF! 4- RH-Q dF! eH $F!A 2p-e LhLG   !d  Q8-   ĩ$F	"AF
!L( 1`- $-F F B. Dx-   e hģFF:F cL(  $- D-D   fP ("cFAF:F cL(C  $- D-   f 'b#FF:AF cBL(  $- D(-   f gĢFAF:F cL( y $- DX-D   eH ħ(bFF:AF cBL( Z $p- DH-   e gh"#FAF:F cL(C < $`- D8-    !  d 'ĨcFF:AF cBL( $-% %F mF%%F uF e %F LF $ P%`@% 0% @߳X߸ @ X-LFcA߱hFZNS(Mm
F F cF Zߥ 8߹ ($߷ H5  $ L߲`߾0   @% %%F uF% %F mF eF TF , P%`0%  @% @%%%F mF% %F uF eF LF $`P% 0% `@%   ! @%%%F uF% %F mF eF TF , P%0%  @%   ! @%%%F mF % %F uF eF LF $ 0%@% `P%   ! @%%%F uF %%F }F eF TF , @% P%  0%   ! @%% %F m%%F }FF eF \F 4 @%P% `0%   ! 8߲`   !   !  0       F0- D - A- _-ĒF1FAN(F   -f ߾0߳X߱h H   !   !ߦ*ߤ    c $ p   !00*`8! p<P- ` 
8 
x 
H 
@eM ߪeJ  w `//H-d  he N-e `ߧe)  8- 0-eU h -f  -Xf3  -ǁǂǃ$ǀft 2   !r   !}   ! P X 8d   ߶ Pg  @  ߥ XeI     $  𸌷  C/   ^- Wh- 8g9  VŴF d4  H0- X -d ߡ 8 G- (@- '8-FAF _-g3   ȸ f  e  ĔFNuek    Y- _- (e 7F-Fe  7-   ?- V- Ep-ek F %(-FT   !F   !   !M`$F! F*   Q-u  FR R- Xp-  FJAek e 'F1FB 10-  Q- 8 -p     fs e- $FJ# f M`$F! F*   Q-u  FR R- Xp-  FJAek e 'F1FB 1P-  Q- 8-p    fs e ŤFJ f M`$F! F*   Q-u  FR R- Xp-  FJAek e 'F1FB 1@-  Q- 8-p    fs e- $FJ# f M`$F! F*   Q-u  FR R- Xp-  FJAek e 'F1FB 18-  Q- 8(-p    @fs e ŤFJuf  ` h pF QF EF x F =F -     % %`X% ߳X   !ߤ  @ߤ ߪ  (ߤ ߩ x 0d  F(F2A H`- EP-F# X   FH-ōDFi 8 ߭  K@-߾0*F
BFJBN`  ūFZ G8-F"F9߱h D -F!M*ĄF!F)ALFIF	)BFD  Fߢ F)BD ߲`Fߤ p@ߧ Fߤ h &0-FBߤ ` +-߫  $  %-ߥ 8$k  @ ! ` h pF QF EF x F =F -    %% `X%  ߳X p ` hF QF EF x F =F -     %% `X%  ߳X h p `F QF EF x F =F -    %% `X%  u߳X 8   !   !  3      p S- N-  ƧƅF9 x O-  fF)F!  Q-%F)AL F!EF!F!d  x-d!  p-f eJ g R߳X߲`߾0 J߱h H0! <-      d! d   /$-f  Xg _-g ߷g9 -eD h0-d -`f2 -ǄfS -ǂǁǃ$ǀft R?߳XR_߳XR߳XR߳X X Pߧ X߮ P 8   `   ( L@- E(-  ĥF: 	x OH-  d  (&F9F B E(- ĩFKAF)A  M"  @  R- H    !F)B H- @  I- (M  H- E-KeK $
  L/ 	Hߡ 8f% I- )H-F:d g F2AF)Ad eS FRƆ /- (@-F9d e  F Be  8 F)Bd  
Pd  , -Fc %(- G0-FTM"  JP-e L '8-e  RF)FAM	F	[  p   p&  F)  Np-F :Fk P-kFcBFS 20-FF| e FJA ej 1M" M P- 0-fs f   ƥ R-f F)FAcDM	F	[  p   p&  F)  Np-F :Fk P-KFcBFS 2 -FF| e FJA eK 2M" M P- 0-fs f   ƥ R-f F)FACM	F	[  p   p&  F)  Np-F :Fk P-kFcBFS 2(-FF| e FJA ej 1M" M P- 0@-fs f   ƥ- R-f F)FAc M	F	[  p   p&  F)  Np-F :Fk P-KFcBFS 28-FF| e FJA eK 2M" M P- 0H-fs f   ƥ R-f F)FAC]     F FF ]   F mF d F KF C  `%%(߳Xץ F )FB߲`M`  F (ߵ( F ߹߷ F  ק߾  E@- U0-(   D8- ȸ  ߩF: (   /	F	z   FI Y@-Fc E8-FA W0-F{״ FF R L!F9 D -FcF s ^-߱hL`FĈF	BAMO"FBLLM F)AL FkBMI f FZF	9߸   F1LH 8- 5-F)BF  9-FkB F! 7-ߡ FZF8߾ F1 F6ߡ F)BF ߾ F!-߿ FF߾ F ߪ  ߾0$$ K  $ߥ 8  ~     F FF ]   F mF d F KF C @% %( l߳X   !   !     F FF ]   F mF d F KF C `% %( Q߳X     F FF ]   F mF d F KF C @% %( 8߳X   !߳X$  	     	H Dh- I`-  ŧŉF	9 8FIA GH-  (F:F 1 @F)B H@-F	9L!L`LF)AGF1F)BF1F)Bd!  8-f   -d eJ g U_،$  ߾0߲` 8߱hQc ߴ 0Uv ߰pߴ 0߮ 0$   1 p*U ߰p 8P   h <`߲fR  ǀQ-XS   !   !  -fR & `VQS߱h߲`߳X    !߶ 0&   `߷*ߡ 8 X    <- :fY V-ǀ3 g0 0R I^   !   ! $  _ b/ _  0_ fE  d _   h >- 0- 4-   6-  &8- 0    d  S  0- 4-p`  6-  &8- 0    de  5  0- 4-@  6-  &8- 0u  t  d b ߲`߳X % %%%    X% P% ?@-` >0-߾0 7(-  * -    #- 8 "- '-`߱h@  0    !   !߳X `% %%%    P%@X%߲`  ?@-߲` % %%%   P%`X%߳X   ?@-I 	`I   	XI  ,`- 	PI  +X- 	H *P- )H-`@fR  S   !߲`߳X߰pߵH߿x߼ ߶@ߴP߷8 g   !   !g`߸  <  (  ` %$! 8X 9-߹ ( 0  P>  $#A  $ 9   @$a * H0! xp@Xhǁ  ǀ   ! `<d d    !h/ ge-'    ! F  FLCF Nf V' ߱߯ H'  np*4 xB  - - x<P/P/f  zfr f"f_ -ǀǁqg Q   !   !(q  F FAA  F2AFCf  FlFi FA FY d F\ Fr   ! FF cd F )BF 180FrF$  @F İ F @%4/F BMd  L	hLHFFML	F Qę FځM(Fd O	hF _B Ě F́FЁLL	F  FAL8Fe OF B  FAFxL(L	hF  FzL0Fd OF gB k FFhLL	F  FjAL(Fd OF _B I FFrLL	hF İ FrL0Fd OF gBĻ  % P % % X ` %F  h pF F F x F \FF D  ׶ h׵ xFA׺ `F ׻ p׺ XFF O׸ P׽ O]OF BO0hNA׿׷ O׾N׸ ׼(׽ ׻0NhNBN!ߥ N"ߤ ׺8N׸H׹@߱  nN   !  % % P % % X `F F  h pF FF dF x F L  ׶ h  % % P % % X `F F  h pF FF \F x F D  ׶ h  % % P % % X `F F . x hF FF dF p F L  ׶ h  % % P % % X `F F - p xF FF F h F T  ׶ h    !   !   F F  FF FF OONNf    !׾׿߱    !ߡ$ $ 7*߿*  S0!   <g ߿ g fB (AX-ǀǁKdA @+H  `D$  Hc/߫  i -l8-fN g   F  e  ( ĄF)Ml ĈF FF
)Aߣ ĉF	FQ @e ߢ ߦ  h- x-ċFW P-e0-F	GLhhH-f0 LELd	(8O	$ 9FƁF Le<FAF  FF !B (FF 9 E-$FFA&FF H`-O]h   e0- @OE hH-g Oy	(G f O	' 9FƁF Le<FAF  FF !B (FF 9 Eh-$FFA&FF HX-O]h   e0- @O hH-g. Oy	( mfQ O	G 9FƁF Le<FAF  FF !B (FF 9 Ex-$FFA&FF HP-O]h   e0- @Oe hH-e Oy	(g!f0 ׿F FF ׾F %@%F F F%߯ % ߮  8%  % ߸    !   !FtN( FM@FmA FcFFkA׽ FdF B׻0׼(FcM׺8MF BMhF ł׸HM(F F {F sF kBߥ ߭ F cYV  h-׹@/.  ߤ ߱  Y   !׿߯ F FF F %`%F %׾F F% 8% ߮  ߸    %׿F FF ׾F %%F %߯ F F% 8% ߮  ߸    %   !   !    !   !   0Y ȸ - -c BFL _F{ FA{FEFF؁FFFOOhO(OF F BF F  - ->=  fR g <K;׻0׽ ׾׼(׿ ߡ߿ (`Ԩ*ߣ @   C! C0- <  @ H 8d!  d   /e  8-g  0diߣ 8 @ i-d  h-Ǆ - gX- f@- 1/"8-f" ǃ$ǁ<dP @Hd!ǀǂGRf RQ  GM     0e  ߯  (P-(-	  EĨFA 	HP-   !GF)    !F1%  f, ( P e F)A p ߤ - P80   !L--e 	F	BA $ L!x- /ߥ ߣ x H- 0-FA P- (-F	1N!@g en F?e d + GFe  F/ e d F1  -  FƁ - O>F -FX  FAF 9 O['  -    F1 rX-e M@F q@-e >F/ e F g F1  -  FƁ - O>F -FX  FAF 9 O['  -    F1 rH-e M@F q0-e ^F/ d F g F1  -  FƁ - O>F -FX  FAF 9 O['  -    F1 rP-e L@F q(-e ~F/ e Fg ߣ   ߤ ߨ  ߥ  F 5F ߢ  b8-  F ׿F ׼(F ׽ F ߆F F Ć%% ߸       x0- d -9     ȸĎFr @׹@׻0 y- h-׸HlF[FRFN`FFZRFsMLM#׾Fk@Ml"FB׺8FRO F{FkBFN! ߱FZF BFRF{ߧ F kB߹ ߿ FZߡ F R߿ 8-(-/+  f
   !ߣ   ߤ ߥ   ߨ F 5F ߢ   F ׿F ׼(F ׽ F ߆%F F Ć % ߸   b8-ߣ   ߤ  ߥ  ߨ F 5F ߢ   F ׿F ׼(F ׽ F ߆%F F Ć % ߸   b8-  f    H `- P-  ŖXFA  H-&  7FFB 0 0-FFN`N%F@N!FFBFF B -g  -ek vf1 e 'U׸H׹@߱    !   !߯3   U ߲V ߲P    p<e  wǀN-Q  -fR &  VPQ߱ &  ߴҐ*V@ ߲ <- :fV S-ǀ f P? A   !W   !   ! $  W / W  ߾  XW fJ  (eI Y  ߷  ߢ - P- C -0   E0-G  K`- XD  (C  e( A S  P- C -  E0-'  K`- X$  (#  e
 ! 5  P- C -F@  E0-  K`- X  (  eI   ߢ @8% ߱`0%  %-    ߧ (- -ߢ-  -` 0-@-   /   !   ! ߢ  8%`0%߱-   % ތ     ! ߢ  8%`0%߱-   % Ҍ     !A  A   A   - A  -  - -`@fR    ! _   !߲ߴp߶`߿߼  ߷Xߵh߳x߰߾P gg߭     % % ( $ <  8   0 $r$ &L$t 5  D  C* - e  `<  g   `h @f e  fS ft  -ǀǁ=f RQ< Rq: R8 R6      x   !  f      ! $ 0/ S- O- R- Wx- U(- TX- 2-  7- 5-Ģc F$Fb$f FĤF! 4- RH-Q dF! eH $F!A 2p-e LhLG   !d  Q8-   ĩ$F	"AF
!L( 1`- $-F F B. Dx-   e hģFF:F cL(  $- D-D   fP ("cFAF:F cL(C  $- D-   f 'b#FF:AF cBL(  $- D(-   f gĢFAF:F cL( q $- DX-D   eH ħ(bFF:AF cBL( R $p- DH-   e gh"#FAF:F cL(C 3 $`- D8-   d 'ĨcFF:AF cBL( $-F mF%F uF e %%F LF $% P% H @%`0% P߸ P X-߹ HFcA/FZNS(Mm
F F cF ZV$ L  }F uFP% %F mF e%%F TF , % @% H 0% P ߸ PF mF%P%F uF e%%F LF $ %`@% H`0% P ߸ PF uF%%F mF eP%%F TF , % @% H 0% P ߸ PF mF%%F uF e% P%F LF $ % H`@%0% P ߸ PF uF%%F }F e% %F TF ,P% 0% H @% P ߸ PF m%%F }FF e %%F \F 4P% 0% H@% P ߸ P  (       E(- D - C- _-İĒFqFAN(F   >-f    !   !߳ ߣ 0߱ Ќu  ߦ (ߤ (ߥ ߨ @ d   $  *  *ǄT2    8! @- 0< 8 X ` H Pe  7 8/ek ,H-eJ  @dߧ 8 X 8-e)  - - - - (/f- &0-e dǀǂǃ$ǁ<7f 5   !F3   !n     fd    f   p .   U- X-f  xs   5F p  _- ($ d   /FfI  O-FAF2  T- Np- f' FeF5d ek N%`Nv Ex- ?- 5- %(-eJ F*F 4-N#F
BF   !   !F
s  R`-3  F) Q- MŋF3 S-FJEr  fF3AF { L"` R-P    Fs 20-eJ LgF* 1-e) Fk e F
JB ek F
s  R`-3  F) Q- MŋF3 S-FJEr  fF3AF { L"` R-P    Fs 2-eJ MgF* 1-e) Fk f F
JB yek F
s  R`-3  F) Q- MŋF3 S-FJEr  fF3AF { L"` R-P    Fs 2(-eJ NgF* 1-e) Fk d F
JBek $  Xߩ X `ߴ  hF uF pߦ p x F eF MF TF D %F 4FF , %`P% ߤ E     ( FP-&   0 D@-)   E8- 	H F0- I-FF2FF	ZAFZFBN`JF
L!F1Mi M	F
)@FNcF
9N# F߱ 0߳ FFF
)BF cF9FFBߧ F )Bߢ hߣ xF Lߢ ` %(-g $ -E  `   !   ! Xߩ Xߴ  ` hF uF p x ߦ pF eF MF TF D %%$ F 4FF , ߤ  `P%   ! Xߩ X hߴ  `F uF p  xߦ pF eF MF TF D %%$ F 4FF , ߤ  `P%   !    !   !  k     X p K- Nx-  FAA ` Lp--  F1F)B h Mh-F1ũF	BL`L!F)@N#F1F)BF1F )B ,`-fs  +X-f f1 f &e$ ߱ 0߳ 5  ߱ 2 ߲  R  VV ߰ V ߰    ߴ  <f  ǀ S-V  6-fR ' VQV߱ ߳  ߹  '   *V ߰  <>- :f_ X-ǀ g R ~OB   ! $  D b/ D  0D fE  d G    #- 0- 4-   6-  &8- 0    d  O  0- 4-p`  6-  &8- 0    de  1  0- 4-@  6-  &8- 0u  t  d b ߳  % %%X%   P%߱  H% +p-@ ?h- 7`- )X- P  H  *P- @ )H-` (@-@   . ߱ ߳  `% %%X%   H%@P%  +p-   !߱  % %%X%   H%`P%߳   +p-   !O O   O  4- O  1- x 0- /x-  fR S   !߱ ߳ ߰ ߴ ߶ ߿ ߼ ߷ ߵ ߲ ߾  g g߫P  <  $!  9-   ߃L ߮ $    d x 4*0! ( dh (  c   0@ z P  ߲    !   !   ! `<ep ߫  geq ߫Hek --& f1 f mek ߲ &    ߱ ߰Pp*߳HU \߫HR   - <4- :-  %f  @tX-f# `(%$ "  8%W/   !           d d dd  !b   b   b      hd d d ጂ  % % % @% 3 X  8 X    8  X  8 % % `%  @%   !   !   !9 ??      ?   f1  f y ek ߫H44ߡ   %?   V $	 4ߢ  $ B   "#   #߃L < d-   A/J t$	 '1Q I(*T  @%R   	pfg  0<8- 7 /-   @h@-f %) V     ! 	p%,  
hBL`*U t @%p- h<p- oz׀/f - ^e P1 ]
     !   !f	       ! $   8/ 0e( u(-ߡ  &8- 0$    e
  $(-# 6  &8- 0    eI  $(- D  &8- 0K    e(  $(-C$  Ѝ?   &-߫   ȸ ?- 9-b"   !   !  , @%   !   !  D   &0-߫    $ - #- b   !   ! Ѝ   &H-߫  @ 8 (@- '8-" 
   
`
  
Pl`-jP-f B   !  @%fRTmv/$	 ߯ ߮ ߷ ߡHh*1 $    zԘ*R  ߡH   ! <4g    !/4 --   !   ߵ - 6-   !f    !%) ߡH߹  	%8  B*V Z߸ -4/ <- z-f f PQ ?$   %/  ߥ ߣ  0 (- $8- fH-d   &P-h   d(-el 'Gb  0 $8- fH-   &P-   d(-e 'G 0ߧ  $P- 8- &@-I   ߸    !   !߫  $p-fX- &`-k     !   !   !   ߯  - 6-x- 2-f O   !߸ ߷ ߿ ߮   3   ` d* ߢ P   0 <g  Ϻ߿Hg  -a   !ek & d Ta   !   ! 0ߤ & B  ߥ  C*T@ J        < 8-ߥH ': X- -` %d Q 2l    !   !   !ec $	 b  (%	/       d dd  b  b  b    d gd 댂               ! k  k    k  l mm    m ek   d Tl   ߄L  44ߣ  $ c   C# ( #4 < - ߡH   !  B/$ 'J t@0% 
8*1_  0
X  @%T@*KdU   @%S -el `- ``- H<`- 	O/	-   !     !   ! h -h-f & V     !-& 
-Np*U l @%  
xB- x<Ѐ- z/f - Tf S S     !   !f	      ! $  ?/ 0 e(  8(- &8- 0$    e
  $(-# /  &8- 0    eI  $(- D  &8- 0K    e(  $(-C$  $   &0-   $ - #-b  ( @%   !   !H   &H- @ 8 (@- '8-"     !   &`- X P +X- *P-b  B   !   p  h .p- -h-f    !   ! @%fRUiv/ߵ ߰ ߡH߯ !$ 2   x* z* R  ߡH <fr  Ґ-4W/4 W--   !   ȸ߸ - 9-   !f    !8& ߡH4& *W \߫P- B - < d/ z d--f f P ?$   &/  ߧ ߣ  0 (- $8- fH-d   &P-h   d(-el 'Gb  0 $8- fH-   &P-   d(-e 'G 0ߨ  $X-@- &H-j(   ߫P   !   !߬  $x-`- &h-     !   !   !   ߲  U- 5-S- 3-Rf r   !߫P$ ߷ ߵ    4ߢ  B  4 "#   #4߃L < d-   A/J $	 '1Q I(*T  @%R   	pfg  0<8- 7 /-   !     !   ! @h@-f %) V     ! 	p%,  
hBL`*U t @%p- h<p- oz׀/f - ^e P1 ]
     !   !f	       ! $   8/ 0e( u(-ߡ  &8- 0$    e
  $(-# 6  &8- 0    eI  $(- D  &8- 0K    e(  $(-C$  ؍>   &-߫   ȸ >- 9-"   !   !ߵ   + @%   !  D   &0-߫    $ - #- b   !   ! ؍   &H-߫  @ 8 (@- '8-" 
   
`
  
Pl`-jP-f B   !  @%fRTjv/߫ ߭ ߡP߳ 1q $	 $   ih*ߵ  yT*R  ߸  p<4f    !x/4 w--   !   u- 5-1f %) ߸  	ȸ߳ %7 ߡP-w*V \߷  B4 <>/ z>-f -S B   !   !   !f $   "/   0d(-ߣ  $8- fH-d   &P-h   d(-el 'Gb  0 $8- fH-   &P-   d(-e 'G 0ߩ  $@-ߤ   - &8-*    ߫ ߩ ߪ  $h-FP- &X-J j   !   ! p   xn- .-op- /x-Rf    !   !߷ ߵ 1A ߹ ߮ ߵ    a* P   
 <g'  Ǻ߹Pg0  -   !   !f & d T   !   ! 
&  <_*W I   ߢ    ! C8- : -   !$ ߨ d ߢP . C-  %f   (%&/       d dd  b  b  b    d gd 댂        ߫   
   i  i    i       f   d T ߵ   ߡP@ 4ߣ  $ c  4 C# ( #4߄L < - ߾   B/$ 'J @0% 
8*1_  0
X  @%T@*KdU   @%S -el `- ``- H<`- 	O/	-     !   ! h -h-f & V     !-& 
-Np*U l @%  
xB- x<Ѐ- z/f - Tf S S
     !   !f	      ! $  >/ 0 e(  8(- &8- 0$    e
  $(-# /  &8- 0    eI  $(- D  &8- 0K    e(  $(-C$ #   &0-   #- ?-b߾   ' @%   ! D   &0-   $ - #- b   !   &H- @ 8 (@- '8-"    !
   
X
  
P +X- *P-bf    !B   ! @%fRUjv/߬ ߫ ȍ     !ߡP$ 1q ߮ n!th*߾ U ߸ R  ߡP   ! x<fp     !Ѐ-4/4 --   !   ߵ - 6-   !f    !& ߡP-&  ȸ߸ w*V a߸  B-4 <>/ z>--ߥ f ߵ f S @   !$    !  "/  ߣ  0 (- $8- fH-d   &P-h   d(-el 'Gb  0 $8- fH-   &P-   d(-e 'G 0ߧ  $P- 8- &@-I        !   !߫  $p-fX- &`-k     !   !   !   ߯  - 4-x- 2-sf O   !  ߸    !   !1A $ T*V ߲ P  ߤ    ! <ߡ g ߸H g ߸Pg  -~   !   !f *& ek d T~*  ߤ  (&  8-ߤHB*T@ ߲ ߣ c    < X-ߤP : -d  - d P2 m   ! P%`@%f	  x%$  mel G/g     !b p* X*   E  e+ e  Q*  e  C * G  ( * 9    8 *p   m %  ej g  P*  e  C * '  ( * y    8 *_   E e  eI e  _*  e  C * g  ( * Y    8 *1  % %@%% % %  ~  %8%  g @0%    **      1*x  ft  *>u  * ϸ*r xp o   @߯    !   !%@%`% %% %  ~ % 8%  g  @0%   !   ! % %`%%  % %  ~  8% %g  @0%   !   !mp*j     @ %A`*h    %e   H*L 0*	   ek  f  d Tm   !߯   ߲    !ߧ 1A $ ߾ $ T*  qQ*P  &  <V  ߵ@   ! f  /f fW߲  W- ǺU-8-I/&   M0   e) U1& &   -*W  S     /ߢ@  CH- g߿  <- :-"- i/ i/ i/ i /dC d"    ! %e%  -g M$  M" $ e0 M# @M! F(/   !!  #  " f N  N N @ N      f0 N$  N" N# @%N! !  #  "        !   !          !   !   !M$ M# @"!  M" M! @" ! e)    !2   !  V` ߰( H X< i80%$   	P/ߩ@e)  g߫ eg eKߪ  ,-K-$ $ %O%N%R x*_* p
Y ne   h4 ƈ-2K Q` ߡ  <(- > $ 7--' d!   F 1-    ߡ F   ' X*  Ng    g    f g      < (- ȸ-- -   !    h-ǃF F- F F --F FF -(/F  /1/   !N#  F !-N%@F9f N$  F ! %   FJ@O  F @-O@F1f O  F   FB F F1F	A@F	F! F)@  F%    !   !F"F; FJ@FFZ F
J@F	E    !4e    !  e)    !3d ߰(߲ߴ߶ ߿0߼ ߷ ߵ ߳߱ ߾  g@   !   !   !g0߯    0 8 @߭ @ H P<  X$   $cԔ (߬ ( A* y-        ` $    e  ` h<%  X `/  oe߬ X M-`-߭ P--߯ ߭ -- hߡ hG$  < *V  f -$  (  >-- %--$ - d(- P/ 0/0 /f& / qd E oeI Q% nN pߨ p X%   !N  N @P-FBN  FB$    !&8-ߦ pMC  HH-MD @F(@-MB  FM#  M$ @F Ma(M  i  d M"X-M F ?F:BMA Mc  H  d MfP-Md @FB ,F:M!MC  )  d MbFH-MD F F:BM0M#  d MB  &@-M$ @F8FM" FMa(i  MA H  M!"  ߫ p  .f    !MB FM0  Ma(i  MA  C     !   !Mb F!M!)  M0  Ma( d  M@F)BMA H  M!)  M0      !   !   !NN F9NF1f1 N8  %- pf fR VSjߡ h߲ ߴ ߵ ߳ ߶ ߙ<߱ ߾ ߨ  P%ߧ Xߦ @H%ߥ 0߰ (  	  % 0%ߙDߧ H(%  	  %ߥ @$      ! ߢ (*$ ߦ P  *$ ߡ ߾ `   !d!  H g d  ( / @B  dg <ߤ ߣ X  - g-  - p - 3/ h b-d6$ G P% X* `* P
Y@ f 0 Nv@j  F
HU f Q@ ߤ h   ! 
h<p-$   x>h-߮ h-$ X-/+  L0 M`b% ߸ pf1 +  + 8-ߤ h % e  *W  f     B < > B-(- 4-    t--  -- - q / Q/f  1/ cd % ad+ Qe `N#@ xߡ x H%-  N$!@-Mr N#@N"Mq $   M8-0-MqM@MMp  LMqM# (   H-L @L L `d !  M$  2L  M  !@-M# @M" L  d   M  L L(  8-M M @L@d   L L M# (  L LMM   xLx     !ߩ x  'f    !L(  MM@N `M# (   xM      !M  M" M#N`L(   xM#(      !N#@N"N`N#N$5  N`f 5  )- xf fs uMfR ߲ ߴ ߵ ߳ ߶ ߿   $ ߾ `g  ߥ @   ! g ߿ ( d  ( / 8  df <ߣ  f - ߿  -߿ P  -- S/ p c-dV$ G   ! % *0  
X@ f Nv  *`  F T f Q    	(<0-$  0 H>(--$  P- X/    N L `% ߬ pf1   *- % e  h*U f   p  xB x< x>x-(-p-   x4-p- --x- /f /g+ /% cej Qe bN# @QE `N# @   !   !!@- H%!  N$ L  N# @N" L  $   M 8-0-L M @M L   L L M# (   H-L @L L `d !  M$  2L  M  !@-M# @M" L  d   M  L L(  8-M M @L@d   L L M# (  L L @L  M  L      !   !  (f    !   !L(  M M @L  M# (  M     f    !M  M" M# @L  L(  M# (    f    !N# @N" L `N#N$ !  L `f    !!  !-f fs uMfR ߲ ߴ ߵ ߳ ߶ ߰ ߙ߫ Pߪ ߩ Xߨ ߧ ߦ 8ߥ 0߾  	ߤ (߿ ߼  ߱ ߷  g     g` X%<   $! 0 h$    9- 8 u* (0a $  @߬ @   ` d* T@ ߿ @ p  &   ! h<e ߬ ( oeQ p/--   `e  e `/ pe߭ 8o`-h-`-h-/ x/&    !N3 @N0  N2 f1 V4& ߲ ߳ xߴ p   !   ! p߰ (&  x    X*V  a߿ @ ߳ @߲ (t-T-q/q/R   - Bf /  <f zw-߲ 8W-5--S-//0/ /fe  H%߳ xߴ pf8  1fC N$  N& @$ f( N# N% 8/   !M!#  M" !e	 M  M @M  M M  M e( M$  M& @M# 'M% M!#  !M" ߳ xߴ p߲   ߷ X   !   !߳ x߷ XM  ߴ p߲   M N$ N& N""N% N# #  N!f1 0   !߲ ߷ X߿ @  P߾ (eQ  $ g ߡ 0  d0    !  Q/ <   !  pdt X%  / d!-߾ 8 Ha-- x$ $$$ * 
X  hfR $  *N4 ` _5 -2g P F  (<  - H>   ! ($  -X- H- P/Mj F % d! d  F@)X-F F  %
 ߡ H P*@ Ae   X   `B `< `>`- -rX-   !   !  h `h-ǁX- pF 
FF    !h-8-F F 	`-(/F 	 /g/L  F !  @-L  F d L@F9   F J@M  F 8-M@F@d M  F 1  FB F	B F@F1@F	F	E@  F-    !FK F#@F:FFe@FU N45fR    !f f1 ߲ ߴ p߷ X߳ x߾ P߱ ߿ ߼  ߵ h߰ ߶ ` g g  %< $!Ĥ ($    9- P*   0H ǀ(Q  ߭  @<d d d KP/+H/ GeAe*hH-&    !Mj @F CMa FcFBMaaek    !Ui& ߭  p߫ &  - -k  lX*U` ߰ ( X-x/p/  / hB/ h<e ozeey mP-ǀ(* g0 
 f	 Q* MdMd@FCMc Feh MF MFe LF LF`H%$ E(/d MaF"Bf  F"Mb F)fF)B*  M!H%M" M L @MFBB
  F
BFFBd F L {F
  MHM L M$ @LF:B  F
:FFBe( F M# ]F  LHL L M @LFBB  F
BFFBe F M ?F  LHL M" @LM!F:B*  F
:F%FBd F L @%FF UF MFF =F E %F ,F $ X% P%F FF    !MAT  SMBg  FhFBMaFMbFj  iMa@  FMb8FBNFNF
  	N@  <N8   !   !   !F UF MFF EF = P% %F ,F $F F F  X%F UF MFF =F E X% P%F ,F $F F F  %F UF MFF =F E % X%F ,F $F FF   P%MdFCMcFMb FknFkMb`m  F[BMa FZnm  MaXek    !j   !߰ ( %߱   g 0   !   !   !g 8 % 0 % ( % @$      % S*0K  ߩ  `T  ߴ 8   ! P`    ! (<f f    ! @/f  8/f  0/ /edd H%-&s    !N- @N!  N, f1 V2&s ߱ P߲ H P `&j )  ߭  H-*H* XU  ߴ 8X---q`/q/q/1/1/1//x/p/qX/1/  8/ hef f ffb fA f h<e  o:-- x%߰ Xf?  Le N(  N& N, @N*@N' N%$ f. N+ N)Mh/   MM0 M M M  M M @M@e M MM  #M   MM0 M M M  M M @M@e M MM MM   M0M  M ߰ X߱ P߲ H  &ߴ 8   !   !   !߰ X߲ HM   M0 M ߱ P  M N( N, N$"N+ N* #  " N) N' N#N& N"N% # N!f1 2   !߱ P߲ Hߴ 8߷  ߿ `ߵ 0߳ @߶ ( g p   !   !   !en gp  e/ D  ߫ ߩ F `߭ ek  p %e Ġ   hF B$ A   "* %   eP e* ߩ  xx/e, F Cp/T ߰ I   	H<h/`/pX/PP/ 	Oeef eg ebfK eAej 	-eI `  ee( RQN QqN QQN Q1N QN N N N@N f L)xN 
  LC!8M M e  p%MM e $ LT0MM98/Ma Nej L,FeI L#8FBMAe( M!@M LxFM LM Lt!8MMMƐM@ŋe MhLMA#8M FFBzMbMc MM Lo!8MM MMf@je MhLxMa#8Md FFBRMBMC LMe Ln!8MMMMF@Ke MhLMA#8MD FFBg(M" M# M4ME Lo!8MaM@MfM&@l*e MdhLxMa#8M$ FFBG MM LM% Lt!8MAMMFM@Le MDhLMA#8M FFB' MM MM Ln!8M!Ma M&M@,ej M$hLxMa#8M FFB MM LM Lo!8MMAMM@eI MhLMA#8M FFB M M M4M Ln!8MM!@MM@Ūe( MhLxMa#8M FFBiM        % ( 0@%`% 8 @F mFF  H PF F ` X `ߧ ר 0ת @L M
cNBNC ײ XN"N@ߢ  N#NFLC@ߣ ף P׬ 8ת `LdMLi8LE@LDMLmxװ (L@NE ND Mc8Lf׭ M{ױ HLFMA#xFNKxbLaLװ  FLRNF NAxLn0N-8LFhLDPN)xKN$MacxFN%MNND@FN N M	b8FN&UFMNF+NMMaRMLAF
	M!BxNAFN!NN&xNp+N$P	߱ x  N@   !   !       @%`% ( 0%F mF 8F F  H PF ` ` X  @   !   !       `%% ( 0%F mF 8F F  H PF ` ` X y @       %% ( 0%F mF 8F F  H PF ` ` X d @   !   !       %% ( 0%F mF 8F F  H PF ` ` X M @        %% ( 0%F mF 8F F  ` HF ` X P 8 @   !   !        % % ( 0%F mF 8F F  X `F ` P H ! @      ( % %   0@%F mF @F F  P XF ` H `  8   !   !   !N N N@Ld(N N@LD(N@LxL8F F N(NNf    !߱ x߰ ߲ p߳ h g    !   !g  %  %ߩH @%<  `% $"   h Y-  x$  ( p߭ p 2*      0!   /  - ddߣ@  @ d-P  $߯H @<ߪ(e) eJ ߫0el f -fk X- G`/PP/0H/pX/@-eǀ(eJe)&R    !N	 @F CN
 FN FBN  f    !V&R ߯H &N   ߲0߹(-h*ǀ(U ߡ --߯ p8-X ---   xB / P/ p/ 0/ (/ P/ p/ 08/ x<g&g fD zf(f	 -1 e2 Q fK Qq NN@FCN Ff MF MFe MhF MgF h%$	 )H/ej NF"BNF"N F)NF)B MH  M M MH @MFBBMF
BFM@FBeM F MG {F MH  M Md M @McF:BMeF
:FMf@FBe F Mi \Fj MaHe  Mb MD M @MCFBBMEF
BFMF@FBe F MI >FJ MAHE  MB M @MhMF:BMF
:FM@FBej F Mg @FF UF MFF =F E`%F ,F $%%F FF    !N%FT N#FBN&FNAN$FS  NFNBNFB. NFN!hNF,  N"X
 NH    @N8   !   !F UF MFF EF =@%%F ,F $F F F %F UF MFF =F E@%`%F ,F $%F F F N%F UF MFF =F E@%`%F ,F $%F FF  N%   !   !   !NFNFN@FN@FBN F|NF{N  N f    !   !ߡ ߣߤ  @ D  ߙ  g <  ߟLX% ߰ pg 8g 4ߥ@ xg 0g @ 0  0%- 4hf$  8 	 <X%߿ ߡ g 8g 0  g 4g D 0%f%  ߙ$ - 	g $   ߞ$ߧ p߼ h _*$  R*$  0C ߡ xV ߰ P` %ߨ   <ߢ    !dB d# ߡ ߥ8d! d f  '(-  0/ p/ P/H--d!dk P/&R    !N N
@FN@NN(   !f    !V	&R ߨ  h&F   ߬ ߫ x HBf0*T߰ HP-@-mX-p-߬8 	H<- 
P@-h/p`/ 	Oz(/p/X-P/ee@/	-pH/p /f eG e e#  fK RQ N @Qq N @N @Nf N N  FMg @Meej F FMhMf $ MH MG @ `%2H/N@NF!LE2N N@L)h   !Ma  Mc Nh   !ME  F  Mb  Md @eM MAMCL	hMF FM:M i eM @M  Fi  MB  MD @e MMeL	hM FM:hM I IM @M  FJ  M  M @e MMEL	hM FM:Mh  .Mg @Me  F  M M  ej Ma McLhMf @F	L2hMH MG @F MF UF@%F F -`%%F $F N  F BN  F N" N$ NbN N L# hN N L (U  W4  "    F UF MF`%%F F -%F F $ N  F MF UF@%%F F -%F F $ N     !F MFF U@%`%F F -F F $ %   !   !N @N FBN  N F N N L"hN N L(   f    !  ߰    !߾ T  ߰ fy ߳ f fw ߵ x߳ f fv ߳8fs g -- p/߳ pа//(/0/s   <-ffff  g  /fK - ej RQ N  Qq N  QQ N  f N  N @F BMf  Me F ej    !MF ME FeI N N L# h   !Md@Mc L(( `%$ M& M%   !'8/e( MD@MC FLD)N L""  Mb LxMPMB M$ @GM  M FBe LBM#  g kL`	MaHM" M @'M  M Fe LBM  G UL	MAXM M @Mf  Me F ej LBxM  ' =L	M!PM Md @ŇMF  ME FeI LBMc   %L`	MHMb MD  gM& @M% Fe( LBxMC @L  %F MF UF@%`%F 5F N @N  N(N" !Nxߨ N L8MNAN!  ;N    ! @%`%F UF MF%F %F 5 N @   !   !  %`%F MF UF%F F 5 N @   !   !  % %F UF ]FF %F 5 %   !  % %F MFF ]@%F -F 5 N @N  N @F N @N L(N L8N f    !߰ ߲ ߴ ߶ ߿ ߷ ߵ ߳ ߱ ߾  g    !   !   !gP H P h   ߰  X%< ߢ ߡ   %$e @  % - D x % X%   0%  ߁L ` g 0 g 4 / ߱ " xg Ddc p 0" g 8#- 4  %-"hߙ$de  8!  	 <ߦ Pߥ Hߡ g <ߣ ߬  X%  g 8g 4g 0g @  @0% (% ߙ  %  	 ߧ f A  $ fd  "*T ߱ f f ߡd& ߡ d!  (_  d  <-(-  / 0/ P/ 0/  p/ (/dd!dBdf -ǀ( d Q fS q fr RQ NN @Ff Mf FN N @FBej N@N FMF@FFBMcMb FeI Me MdF1 `%$ M&@F(8/e( FF GMFMC MB @FF3ME@MD Fe M @Fg F  GMalFM# M" @FF3M%@M$ Fe M @FCG vF  GMALF
M M @FF
3M@M Fej Mf @F' [F  GM!,FM M @FF3M@M FeI MF @F =F  GMF	Mc Mb @FF	3Me@Md Fe( M& FF  GF eF 5FF  %@%F F T`%%F \F <F   !   !N# N"FZN%N$@F
KNN@F
JBN@NFRFBFFZFcFJBFRtF kGNaNF ZNAhF JG,N!X
  KNH   !   !F e %F 5FF @%`%F F \%F <F LF N#    !   !F e %F 5FF  %`%F F <F LF DF %F e %F 5FF  %@%F F TF%F LF D N# F e %F 5FF  %@%F F T`%F \FF D N#    !   !   !NFCNN F{N NFF{FF {Nxf    !߱ ߳ ߵ p߿ %߾ X߶ hߴ x߲ ߰ ߷ ` g    !   !   !g`< ߭  $#de  (߬ (e  0$   ߮ 0 x$   ߬   A* S*e  y- P    8 $  d  ߱ f1  pѠ/   H/ hx/ `<f hfu `e%  h/ ge,--`- X- - @ߦ @	 % 	* 
[  fR $ N6  N5 @F A"*N4  "F T@ fR  	<-$  8 (>--$  P-  -ee  j/d  J/ le( Q$ kMB Q iMB A@-@H%MB MC La!C  $ L`"e(-M 8-M La! 0-  L`"L L L`M"8L +  d    H-L LA"  ?M M0M" 
  d   !@-M# LA ,M "L(M   d )  8-M LA! M L@L@  d    0-L M!`L@"+  M"8  LM0
  L(    0fR    !   !  L@  M " M"8+  M0  $     !   !  )  M `L(L@  M"8  )  
    M@"M0L(  L@       !   !   !MB MC@Mk K  M`jek MB`   !   !K  dAP-fR f1 3ef ߱ ߴ p߶ `߷ Xߵ h߲ ߰ ߳ Hߤ 0߾  ߡ   ߾ 8   ! 3   +   ! 0<ߢ (   !dB d# ߡ d d% ߡ ߧ d!  d  7 0/ (/  / p/ P/ H-d! ddǀdkdJ&s    !N  N
NNxNpf V	&s ߰ ߱ ߲  Hߨ  &i  ߪ H 
`ߪ (  ߫ 0߭ 	@* U  ߿ L-ߪ  -l-߭ ߫  p- hl-߫ J   l- 
XBx/p/pP/Ph/0`/(//pH/P/08/ X<eeeJe _zǀ- `   ! h%ߴ pߵ hf  X IeN @N
 $ f N N	 7X/   !MM M   MMM e M @M M  #M MM M   MMM e M @M M M MM M   MMM ߰ ߲ ߵ h߶ `ߴ p߱ ߷ X  )߿    !   !   !߰ ߲ ߵ h߷ XMM M   MM߶ `ߴ p߱   M N     N NN
 NN N@N	 NNf    !߱ ߲ ߰ ߶ `   !߿ ߼ ߳ x߾ P g    !   !g  p ` x $     <   $B   Y-  (ߍL h   ߢ  x 4 /  -ddߣP $  Q   0  R0 $ !    !$  0   ! 8  % <h$    d-$ %0  DV! ߹8$  4߹8   !2 ߱   *w- @V  X%P  $ߥ8  <g ߸Xg g9 ߡ@d! f c-   d- 0/0// pX/@-d1g*g	&R N	  N
 @F BN F N   !   f    !V&R ߥ8ߤX 8&A  B*T  X%  2- -  - 0-ߥ@ < @- b-a- Oz/ P/ 8/ (/@/ P/ 0/  /	-dcd! df	 d1 ye2 RQ xN f N  `%N FBN FBN N FN F$	 Md )H/ej Mf@Mh FFMe  Mg @F  Mc@FM MHMD@MFF*eL MHF+ME  i EMG @F f  MC@FMb l Ma@M@MF*Be MF+BM  I *M @F F  M@FMBN MAPMd@MfF*ej MhF+Me  Mg @F eF mFF EF MF 4F `%%F FF    !   !NFF3  N"5 N!  N0 N  *X%F mF uFF MF U@%F 4F F F F %F eFF uF EF U@%F 4F $`%F F F NN N@F	BN@F	BN N@F	BBN FBNX
  NH f    !X%g @ߡg 8g <ߢg ߙ$ 8g 4~- ߰ h  0% 	g ߿ ߢ(ߣ0߫ ߥP  g D v- g @g < g 8g 0߿ ߙ 0%   	g f   ߞ$$ $  x* S $ ߨH  8<f ߣXde ߣ pdf  ߣ xdc e d - ?b- p/ 0/ (/  /-dc P/df	 dǀ(1 e3 q fr Q fS Rq NN@FCf
 ME FNNFseI MD@MCF{M% F e( M F NN@Mѓ$  X%,0/M$ M#FBe MB@MA M FkB   !   !mM"F#BM M @F
M! @M!; d L @F uFMMFBL L @F
M @Ma; ej Me @& ]FC-LFBMd Mc @F
BL @MA; eI ME @ EFMbF3BMD MC @F
Ma @M!; e( M% @ -F MBF+BM$ M# @F
BMA @MA; e M @fF  F mF eF %F MF  %@%F F $   !   !N @N  F BN" N!  NFN N@L5`F߭ FB@6    !   ! F mF eF %@%F UF `%F ,F $ N @ F mF eF %@%F MF %`%F 4F , N @ F mF eF % %F UF F 4F - `%   ! F mF eF % %F ]F  %F 5F  N @NFN @N FBN N L"`Ff    !  ߰    !$ f ߴ pp*߲X߶ xU ߰ f  <e fR f  ߰Hf f ߰ f  x- xu-/а//P/8/-ox-ff /ffEf /ǀ(1 g2 Q fK Qq N @N @F Cf Me F N@N F!ej MgMf@F)ME F N NLA Md McLAN LA $  `%>@/eI MG@MF@F	)B  Mb LAF
   !   !MD MC @L!M@M' M& @F	BFMB AL!e, M% @h XF M$ M# @L!Ma@M M @F	BFM" !L!e M @H ?F M M @L!MA@Mg Mf @F	BFM ŁL!ej Me @( $F Md Mc @L!M!@MG MF @F	BFMb aL!eI ME @F F E@%F =FF -`%%F F N @N  N N L FBF NAN!  1N F E %`%F =FF -%F F  N @   !   !F E %@%F =FF -F F  %   !F E %@%F =FF -`%F F  N @N @F CN N FN N LC N LC FBNf    !߰ ߲ ߴ ߶ ߿ ߼ `߷ ߵ ߳ ߱ ߾  g    !   !   !g< $! % 9-  %  ߗL %  % %  x $ $ 2 *   T  ǎ  ǀQ`  P <4f   /4  - "P-&     ! 00-d! $ T*&     ! P$ X-H*U     P 
P<4lX/4 
W:lX-em jP-ǀ e *    !n   !   ! $  n   xsen Y/ Hs 0e  8 P -ߢ 0  C0- G@-  IP-    O- x@ He   S 8 C(- G@-  IP-    O- x@ He   5 8 C - G@- 
 IP-    O- x@ He   8ߡ 0 8X%ߥ 8 @P% @% *0-d Hb (8-h  ߫ @ %H-`ߥ H  %(-    $ - P "-ߣ P *-ߨ 0@  1 ߡ 0 8X%P% *0- @ߥ 8 @% H ލd   !ߡ 0 8X%P%ߥ 8 @ *0- @% H ҍd   ! P   !   !  a (a  a(- a   - --@ek  j   ! 0  *2    8%Q` 4 <4fA  $/4  $-ǀ "P-   !"     !   !  b-d! $ @T*"     !4$ *T  ߶  A-  < D/4 : DX-eb aP-ǀJ dA *    !a   ! ($  b   xben  PA/ Hbe  8ߤ P 0ߢ P  -  C0- G@-  IP-    O- x@ He   S 8 C(- G@-  IP-    O- x@ He   5 8 C - G@- 
 IP-    O- x@ He   8ߡ P XX%ߥ X `P% @% *0-d hb (8-h  ߫ ` %H-`ߥ h  %(-    $ - P "-ߣ P *-ߨ 0@  1 ߡ P XX%P% *0- `ߥ X @% h ލd   !ߡ P XX%P%ߥ X ` *0- @% h ҍd   ! P   !   !  a (a  a e(- a   d -  b- a-@ek  j   ! 0߶ q $ a    !hH! 8%1*  1* Q@ 4 
<4fA  $/4  $-ǀ "X-"     ! -d! $ @T+"     !4$ !*     !  	B- < D/4 : DX-eb aP-ǀJ dA P* aa   ! ($  b   0 xben  PA/ Hbe  8ߤ 0ߢ 0  -  C0- G@-  IP-    O- x@ He   S 8 C(- G@-  IP-    O- x@ He   5 8 C - G@- 
 IP-    O- x@ He   8ߡ 0 pX%ߢ p xP% @% *0-ߪ x  "H- (8-ߤ @b  $(-  b h   $ - @ "- (-ߣ P@  .    !ߡ 0 pX%P% *0-ߢ p x @%ߪ x   "H-ߡ 0 pX%P%ߢ p x *0- @%ߪ x   "H-a (a  a(- a   - --@ek  j   ! Pq $ Va ߰ hH!$ 10 '*T  ߰ R  4 <4f  $/4  $-ǀ "-"     !  b-d! $ @T1"     !4$ !*T  ߰   	- < D/4 : DX-eb aP-ǀJ dA P* aa   !   ! ($  b   xben  PA/ Hbe  8ߤ Pߢ P  -  C0- G@-  IP-    O- x@ He   S 8 C(- G@-  IP-    O- x@ He   5 8 C - G@- 
 IP-    O- x@ He   8ߡ P X%ߢ  P% @% *(-ߩ   "8- (0-ߣ  b # - b h   #- @ "- (-`@  /    !   !ߡ P X%P%ߢ   *(- @%ߩ    "8-ߡ P X%P% *(-ߢ   @%ߩ    "8-a (a  a e(- a   d -  b- a-@ek    ! j   !߰ ߴ ߷ %߾ ߵ ߳ ߱ ߲  g     g< $!T % 9- % 0% (%g  ߙg   	 @ %נ ׁTF! ߿ F   ǁ %߰ F  g     !   !g< $ $! % 9-߇| P% H%$ $ $  @  Ua 	 @% F Aǀ  ǂ  :L8 @%$   ǂb $ ߙ 	@ %  0߿     !d 
   ! 0%ߙ (% 	@ %  &߿     !   !e    ! 0%ߙt (% 	@ %  ߿  f    ! 0%ߙ| (% 	@ %  ߿  Uy ߿   g 0%ߙ @(% 	  %  ߙ|ߦ ߥ  	g  ߿   %߰  g 0   !   !Ā  g< $ $!  % 9-$	 $ $ ߊ|$ K a 	ǂA F Aǀ   (L8   !   ! b $ ߙ 	   !  ߿ g    !ߙ 	g  ߿    !h    !ߙ 	   !  ߿    !i    !ߙ 	   !  ߿    !Uy ߿ ߙ| 	g߿  %߰   g    !   !gp h x ߭  <  $!~t  9-  p$    ߖ| A*߫ p ߔf 0 f (  e  $    < o   ` X<  `/ _eh-߬ ߫ `- nX-   ߳    !   !$ ߹  <p*V  g $ ~- >$  3-߱ 8-%8-   ! (%   ! 	  %%F  F F <F-fR 5- S (%߿ g    !߿ f V߳ $ %ߥ  	ߤ  ߪ ߩ F <ߨ ߧ F ߰ pߙߦ ߥ x  % 	 $      "*ߢ ߿ T  ߕ ߡ p   ! 8dW  !     ! / <dC ߢ   CH-P-$ 1q s*T  g R    <-$   >$ !- C-#  F<&s F	fR F P 5- &a fb a*T  g    _ fc     fp        < ' >-  ^-(-  ~-      -!-  #-$-"- q / Q/ 1/   !F F  @%f F FF P% [N"    !   !N$ F<48-N# @F	<N"$ F8<0-ߡ   F3<F	 L F"<FQ @-L F<Fd L  F < .F)  F+<F	M F<F8-M @F	<F8d MF 8<F1Q$ F ,$ $ F FF $ %F F F  F =F   FSFF  F#<FF<F F<FQF%F<Fߴ   %g $ F 4$ $ F F %F % F FF   F <F      !N"F<FN#  F F<FN$  F F<F4  F<f 4-F g    !f N   ! ߕf ߷ (%߾ ߙ 	 % F <Pߓ4@F Qa  g@Dߙ|  % 	$ $ g  ߁,gd2	ߙ  d&	 	 %$ 0% % g  	g0ߙl 	 %P%@g@a   	D$ fF  % g  	g$ 0%߷  % g  	g0% 	   !P%@g@a   	D$ fF   %  g   	g$ f ߵ % (g ( 	g0% 	   !P%@g@a   	D$ fF 0 % 0g 0 	g$ f  % 8g 8 	g0% 	   !%ߴP@g@a  ߳ 	D$ fF H߲  % @g @ 	g %߱($ f ߶  Hg H߰0 	g0%߾  	   !߿ ߼ h g   !g < $ $!w ( 9- ߔ|$  ،   B*      Va%ߔ ǂ  (< T@>߱ ƀ d  8 /  ǁdc $  H  - /#- 0 - @  ߧ 8$ 1t u0*T f R ߳ 0 @<$  8- `> H$
 ߧ 0ߨ @ 8-	-L- /N0 F L#& ߭ Hfs #  r--߳ 0f ߱ 8& 5 np*U f   x  B < >R-x-   rx-߱ @-2- t-4-(-f Q/g q /fS / ft E    !e    !    !N# F "N$ F !!H-!@-M# F !M$ F !A$ M F !M@F J8- P%0-L(8L'L LL&L%F MB@ X-L$xF SAO  d L+8Mc  yMdF AM"8aP-L&8F S.  d L-MC  _MDF MHAH-L%F R  d L,M#  GM$F AL@!@-L$8F S  d L+M  -MF Mb88-L%F Rn  d L,L LF uF }FF ]F U % %F >F FF %@%F &F    !F F L:xNbL68u  L+NBL*T  N"h,   X߷ X P߶ PNX
    Jf F }F uF %F eF U %@%F FF >FF F . `%   !   !F uF }F %F ]F U %@%F >F FFF F & `%F }F F %F eF U %@%F FF NFF F . `%   !   !F uFF  %F mF U % %F >FF NF F 6 `% P   !   !  N#F sN$F sL/L.N"xf .  !- Xf f Vߧ 8߶ ׸ ׹ ߷ ׺  "ߵ    !ߔ$ $ ~ @_* T ߱    !   !  8$   / Pd  Hd!  < X - '!- 0$  d- @%$ ߩ 8ߧ Xߪ P*H-   ! @<f0*T $  P>$  	H
-ߪ 0ߨ @I-	- 	  %%߫ H-fs    r+-$ ߿ P߾ Xg g  P Xߵ  ߱ $ $ A*$ $ b qA* T ߱  8ߖ ( ǚ$ Ǜ<$ d  (/ P X X߮ Xd HF(- P-fC 8- 0  <&0- `  @ ' - h g   p d-      !   !߯ 8%0%߭ p߱ P$ ű  F$  <mh*Fx- >$  ߯ @x--߱ hF G  ߰ 0 4--߱ `4-   ! (%/ 	  %%0%R  O2Ԡ߸ H-F F8- (%NT fs F   uX-ߡ P߿ pd" ߡ Xd!  Pg  X߮ X pߵ ߷ ׹ ׺ ׸ ߶ ׻  i߱    !   !Vq o$  V b߱   8ߖtd  ǚ$ Ǜ<$  / P ( XddfA  H 0- <(-ߨ X 0D-$ - `  @  a- h g   p "-   ߩ 8%0%ߧ p$   F$  P<g8*߫ PF 
`>+H-$
  	Xߩ @+H-L-߬ hF G  ߪ 0 -K-ߪ `K-   ! (%2/ 	  %%0%U  O5`߭ H-F F-- (%NT fs F   uM-ߡ P߿ pd" ߡ Xd!  Pg  Xߨ X pߵ ߷ ׹ ׺ ׸ ߶ ׻   ߱    !$ $ A*$ $ b tA* T  ߱ $  X 8ߖ|d  0/ ` ǚ$ Ǜ<d HK0- P- fC @- 0  <+8- ` g    @ ' - h$  p߮ p d-  0%  F+   !߯ 8 <mh*F$ % >x-$  ߯ @F G-߱ h %  x-߰ 0 X4--߱ ` P   !4-   ! (%/ 	  %%0%A  O!` F  F߸ Hנ -F F8- (%NTfs F   uX-ߥ Pߡ X   !   !$ ߿ pd g d!  p߮ pW0%ߵ ߷ ׹ ׺ ׸ ߶ ׻   ߱    !   !Vq |߱    x   8d ǚ$Ǜ<$ fA  / P ( Xdd < H0-ߨ X  (- `D-$ - 0 $  a- @ g   h "- g g x   0%   !!  Fߪ 8 H<g8*F %$ ߙ߫ P߭ hKX- 	P> `߫ 0$	 F G*-ߩ @ (  8%ߪ `,H-LP--l- (% pR/2/NQ   	  0%ߙ|(% 	g 0%8%A  O!` %ߙ F  Fנ   ߮ HF F-NTfs  (%F uN-ߡ p$ ߿ Pg ߢ XdB  Pd! ߿ x Xߨ XT?0%ߵ ߷ ׹ ׺ ׸ ߶ ׻ ߱ ߳ ߿ ߼ (ߴ ߲ ߰ ߾  g    !   !gP< $ $!i$
   9-$	  ߂|$     C*S  a&  `  ǁ  /ǂ hT`߱ d  ($	 ߅| 8< 8d Ġ  (- ? X -    pǰ- 0  x$ ߮ 8߬ (1t uP*U@ $ R ߹ 8   !   !   ! h<$ `- > p$ ߬  ߭ 0`---/Np F L#& fR c  Qw-߹ 8f ߳ (& u ߵ 0q*V  $     B < >-(-Y-   ߴ  -- ---f Q/g q/fS  / ft RE N#Re N#R N#!H-N#@F *N$ F !!@-M# F !M$ F !A$ M F !M@F J8- P%0-L(8L'L LL&L%F MB@ X-L$xF SAO  d L+8Mc  uMdF AM"8aP-L&8F S.  d L-MC  [MDF MHAH-L%F R  d L,M#  CM$F AL@!@-L$8F S  d L+M  )MF Mb88-L%F Rn  d L,L LF uF }FF ]F U % %F <F D %@%F $FF    !F F L1xNbL68u  L+NBL*T  N"h,  NX
    F$ F }F uF %F eF U %@%F DF <F F ,F `%   !   !F uF }F %F ]F U %@%F <F DF F $F `%F }F F %F eF U %@%F DF LF F ,F `%   !   !F uFF  %F mF U % %F <F LF F 4F `%N#F sN$F sL/L.N"xf    !.  !-$ ߧ 8d g  8W߮ 8ߵ x߷ h߾ `߶ p׸ X ߴ    !   !i CJ* T ߱ $  X h< X/ (ߔ$ ek x `d  8 `- oX-     ! h ͨ- 0$    !߰ (   !   !߱ 8 x<np*U $ - >$  %-߰  ߯ 0--   	  %%fR `  w-Q-$ ߿ 8g g  8W$ ߵ x߷ h߾ ` Jߴ $ $ A*$ $ b RA* pT A߱ $
    < `d  x / (ߕ '$   8dcH- (- H  -  - @g h  0߭ 80%   ! `<jP*߫ (U@ $
 %$ mX- p> `$ ߫  -l-߭ 0߫ @-l- (%   !   	  %%0%-7-fR `  w-T (%  $
 ߿ 8g ߿ Hg  8W߭ 8ߴ ߶ p߷ hߵ x߾ `  ߱    !Vq L$  xV  ߱   / (ߕ$ d!  < 8 - `d $   -   '- @ h  pİ- 0ߦ ($ ߨ 8 8<e(*T $  0- H> 8$ ߦ  	- ǀ-ߨ 0ߦ @- ǈ-% (%   ! 	  %-7-fR `  w-VT%  $ ߿ 8g g  8Wߦ (ߴ ߶ p߷ hߵ x߾ `  ߱    !   !$ $ A*$ $ b NA* xT  ߱ $
   / (ߕ$ dc `d  8 (- H<   -   	O- @ h  pɰ- 0߭ 8   !   !$  `<jP*߫ (U@ $
 mX- p> `$ ߫  -l-߭ 0߫ @-l-%   ! (%   ! 	  %-7-fR `  w-VT%  $
 ߿ 8g g  8W߭ 8ߴ ߶ p߷ hߵ x߾ `  U߱    !   !Vq Q߱  pV  N߱   < `d $  x / (ߕ| $   8d! - - P -  - @g h  0ߦ (   !$ ߨ 8   ! 8<e(*T $  0- H> 8$ ߦ  	- ǀ-ߨ 0ߦ @- ǈ- (%%0%   !   	  %%0%-7-fR `  w-T (%  $ ߿ 8g ߿ Pg  8Wߦ (ߴ ߶ p߷ hߵ x߾ `߱ ߿ ߼ ߲ ߰ ߳  g    !   !   !gP< $!^D߬ ( 9-߮߭߂t$   ߙ #*B    8P@߬T ߿8d f     PǙ$   Hǚ<@Ǜ( (/  <0  'd  -%x-ߩ    %p- P  ߰ ` eh- @ X- H  EH- X  /8- `dh % hߦ - 0    0- 8ߤ  0-ߤ p  - xxpX(-   !ߵ $ ߬ x߹ H&$ ߦ `ߤ X <p*ߪ p Cߨ h-U- >ߴ 8 $ - ߢ P hX-ߴ `--UH-ߴ @`/MP-pX/ 8-PP/ @-0H/  (-@/  0- 8/  - 0/   - (/  U-  /  M- p/ 5- P/ --/ -0/ -/ //N N@Fg $g  ߪ ߬ ߩ ߫ ߨ ߦ ߙߧ F <E 7-ߢߡ N @N FFN N
@F!N N	@F! FBFBFBFߣ L ߢ N @FFNHߡ FBNHFߦ N @FBFFN@LCHߢ N N N L# `N@N8N
0N	(N $N  N 	Nߣ ߡ߂|N N FBF  D LՠLC * %ߡN $  
  N ߟ|@  X*U` Ǡ  ߣ 8#-C-    $  <ߣ 0 b- dP- >$ ed  J/d - e( Q# @  Q @  A@-B  F   F @H%$ 8- e - 0-MB LX!M L  F (-נ    !   !  F	BM"8'  d L L` T H-Ģ  F	M0  d L L` ?!@-"  FLP  d L L  *8-  F	LH  d M" L`  0-  FL@  d M L (-M"8'  L @L` M0  L    >   !   !L@  M @L M"8'  M    3   !   !   !LH  M" @L` L@  M"4    '   !   !   !LP  L @L LH  L       !   !   !M0  L @L LP  L        !   !   !@  F MB L    !   !MBek T  AP-c   !  Ǡ  N8   !   7-   !W-fs v-ߧ ߦ d d  ߧ  ߰ T-߲ߴ߶p߾`׹P׻@׼(׺H׸X߷hߵx߳߱׽0߿8߼ (߰ g߰   	  ߿8߼ ( g   !   !g< $   $!W C*   9-  T@i߿d d&      ǔǕ($  0 X `/ x<߆|  e `ψ-߮    0̀- h lx- ,p- ( X-LP- 08-H% 8 * @ 0 H @/ߧ  0 H
 ߳ `e  P 8-ߦ   0-   %     ߵ X-s߸  ߨ @&k$ ߤ 0ߢ ( <s*ߦ 8V`ߢ X$ Ո-- >ߴ  $ - P 
8-ߴ H-H-@-ߴ 0H/ (-@/ p 0- 8/ x - 0/   - (/  J-  /  U- p/ 
- P/ -0/ -/ // NNF$ ߦ ߧ X*ߤ ߥ ߢ F <E 7-N N @F@FCNF1ߣ N N F F(B  N FF2AF(F*FF)FNHFBF	ߥ ߧ ߦ xL@FN@ߥ pN@N8N8N0N(N Nߢ PN  X@ 7-U` 7-$ ߣ   <C- 0>#-  ($ ߤ  - P-ed  f-d  J/ e( Q# R  Q ~R  A@-K  F

  F

@H%8-$  0-d -  F (-MB M`aM   !M@Y   !   !  F	BM"8'  d L L`  T H-Ģ  F	M0  d L L ?!@-"  FL@  d L L *8-  F	L8  d M" L`  0-  FL0  d M L (-M"8'  L@L`k`M0  Lh    ?7-   !L0  MLsM"8'  Mp    47-   !   !L8  M"L`{L0  M"x/    (7-   !   !L@  L L L8  L    7-   !   !M0  L@L`L@  L    7-   !   !R  FMBN@   !   !MBek R  AP-c   !7-W-fs v%-ߢ Xߡ `dB d!  Xߢ h `"߳ `߰ ߲ ߴ ߶ ߷ ߵ ߳ ߱ ߾ ߿߼   g   !g@< $!Q$  9-߁t$   ߙČ!    C* `P  ߰  h   p  ǘǙ(  $ d  0< 8   / 7d @߭ @ `-DP- H 0- (-  $ - ( X 0        x$ ߲ ߳  ߯ 8%$ ߶ ( <-h*U Gߢ 8   !   !Rp-O- >p-$  - up-߲    !Ux-ո-߰ 0--X-x-ذ-p//а//p/P// Pf1 N  N @F g  g ߿ PF <E  ߙN N@F(FF F!N F  FN@Ld(N@LD( XN  N N 	  ߫ XN  N 4-    ߢ 8ߡ @dB d!  8ߢ H @߭ @T"$ ߲ ߴ ߶ ߾ x׸ p߷ ߵ ߳ ߱ ׹ h߿ `߼ ߰  g  	   !߿ `߼  g    !g (%<  X$   $cN P y- "* 8T  %d     $  (< % @   / H /d `E-ǁǀ(- 0 - h$    !G$$ g8* X<T fs P-H- 
P3H- h> 	XH-`-$
 M -P-X-/i/e I(/ e Qd e M%%  F0F<g  g  "-#-!'    F9 FF F!FLd)`g !X-%-xg $ Me P-!0     !c  F  F<c@-g  b0-g   8H  %  F!FF1BF1F)BL`a`-e8-g  @g eJ M   D =a0Ń  F  F<@-g  0-g   8H  %  F!FF1BF1F)BL`X-8-g  @g eJ Me   D0`H% @%c-F -F Fb-*  F
e8-F	<g  g  %( ī  Ĉ  FZ@F	CFJFJBFBM	R g g    %h  H    'fs    !H% @%--F -F F*  F
 8-   !   !e M% 5  FF
<E
 !H-M"M#@F{FFsBFsFkBM`   !-  M%h!H-   !   !    fs fR VTI$ ߱ `߳ Pߵ @߶ 8ߴ H߲ X߰ h߷ 0%߾ ( g pg ( 8ߦ 8 @ߧ @<  Hߨ H$!J Pߩ P 9- Xߪ Xߙ `X  ߂t 0H  $ ߫ `P pA*@%B   h P@߱PT  0< ǘǙf  ǚ ߭ 8$  e   `<  p8ߴ H@߳ P p/ g߱ @߯p0e`-߭`߮h-   `u-  5- x-  `h-  `/p- e߬x `- x  h `   (߶  g ߢ ߥ ߣ  '-$ 8 ߙߧ  <v*\V Ig B- C- - 0?H-߿  @-ߣ  f-  - 0-- h- - (- А/g  / /g  p/ P/ /g /N     !N @F N @N FN    F N @N FFF LCF F FF<FQF   	 ߙg g ߂g @ F ǡ F BǢ F ߡ -! \ߢ f1 V"N  g߲ @ߓ@0%߾ 0ߑ`%  %ߡ p 	!  ggߙߥ H % 	 % %0%ߥ P 	 %`%@0%g` 	 %! ߿  ߡ   - ߢ ߿ g ߥ`LA   % % O   	   %g  ߥh 	 %$ ߡ ߞ|$ ߵ ߶ %߇ ߨ ߂|*ߴ xW &߿ p   !-   ! B    ! < - >$ d  C-    8 8- 8- 8 g $ߙ@(%ߤ 0N   	 $   !߇5-ߥ f ߨ ߡ    !E-߿ p߾ ߙ' ߿ g  pg  ߿  ߶ W4g ߴ8߶(߾׻ ߡ 0׹׺ ׸߷ ߵ0߳@2   0<   !߿ $  O8ߪ hB*ߤ 8@ ߥ H 
$   /0d @dgߤ @ߣ P (-ߨ Xߦ ` 
  - (- g-  - - ߬    !$ $  h<KX*U` f `- p> $ ߬ 0-`-߭ ߮ h-p-x-ш-/(/f /g  / pfS F n   !f l   ! ߴ !P- X%N$  N% @FB   !N#  $ FB   !8-MD  AH-ME @F!@-MC  FM$  M% @F    !Mb(M  i  d M#X-M F ?F:BMB Md  H  d MaP-Me @FB ,F:M"MD  )  d McAH-ME F F:BM0M$  d MC  !@-M% @F8FM#  F Mb(i  MB H  M"    ߵ   -f MC  F M0  Mb(i  MB  @     !   !Mc  F M")  M0  Mb( `  M  F MB H  M")  M0       !   ! N$ @N% FBN#  F f N"   !- f f Vf߬ ߴ8߶(߷ ߵ0߳@߾߰X߱P߲H߼ ( g`   !߾`ߡxߙ߰X    	ߤ 0߿ ߼ (߲H߾ g`   !$ g  ( 0 8 @ H<  P0  $"Bf      $  Y- ߬ ( `A*e  pߘ X p/(@%8T  0< p ǘ Ǚ h< ǚ   o -߱ 8߯ @  `e߭ 0߮@ 4- x-  `h-  `/p- e߬H `- h  hߵ  ` x     g ߿ pߣ ߢ  &-$   <u*<V Kg-- Ϻ- @98-߹  0(-߿ ߢ  - H(- h-&-- F- f-g  / /g  / p/ P/ /g 0/ߙN     !N @F N @N FN    F N @N FFF LCF F FF<FQF   	  ߙg g ߂g  @ F ǡ F BǢ F ߡ -! <ߢ f1 V"N  g߲ 0ߓ@0%߰  ߞ`%   %ߡ ` 	  ggߙߥ 8  % 	 % %0%ߥ @ 	  %`%@0%g@ 	  % ߾ p ߿   - ߾  %g ߥ@  %$ O   	 ߡ ߞ|$ ߵ x߶ p%߇ ߨ ߂|*ߴ hW &߿ `   !-   ! B    ! < - >$ d  C-    8 8- 8- 8 g ߙ@(%ߤ  N   	    !߇5-ߥ f ߨ ߡ    !E-߿ `߾ ߘ' ߿ g  `g  ߿  ߵ W<g ߴ߶ ߾ ׻ ߡ  ׹ ׺ ׸ ߷ ߵ߳2   0<   !߿8$  Oߪ XB*ߤ (@ ߥ 8 
$  p /d dgߤ 0ߣ @ (-ߨ Hߦ P 
  -  - g-  -  - ߬ p   !$ $  h<KX*U` f `- p> $ ߬ 0-`-߭ ߮ h-p-x-ш-/(/f /g  / pfS F n   !f l   ! ߴ !P- X%N$  N% @FB   !N#  $ FB   !8-MD  AH-ME @F!@-MC  FM$  M% @F    !Mb(M  i  d M#X-M F ?F:BMB Md  H  d MaP-Me @FB ,F:M"MD  )  d McAH-ME F F:BM0M$  d MC  !@-M% @F8FM#  F Mb(i  MB H  M"    ߵ   -f MC  F M0  Mb(i  MB  @     !   !Mc  F M")  M0  Mb( `  M  F MB H  M")  M0       !   ! N$ @N% FBN#  F f N"   !- f f Vf߬ pߴ߶ ߷ ߵ߳߾ ߰0߱(߲ ߼  g@   !< $!:X% 9-ā  ǀF <ǅǂ(ǆE `%ă  ǄLC FǃFǄF F ǃ`%F         !`%       !    !   !   !g< $!:D P% 9-   	߃ % /dk d!g   @- - 	 ĵ  LD  ) -F @  -  P-FF $ a  &* X`  t d c  	$c < +/d! ee c- d 0 e(  e	 Q0 F MaE  F(F eh Bh-L8M ů  FxF 2F1F
F)Ce `-L d ō  Fj`H%F aLFP$ p-LF /d F F -  Fp F	X@Ff |e F   !   !FyC$lFQL#H |L F F @Đ  F  d F`   -FiClFIL#8 |M!F F @đ  F  e( F   -FqClF9L#@ |MF 2FF @ď  Fx  e F d  -FClFAL#X |L F aF
 @č  Fh  d F A  -FClFYL#P# |LF F	 @Ď  Fp % d F0#  -    %   X% P%   (  %F %F 0 8F F  @ Hׯ  F}׬  ׮ 0Mt8׭ ׬ (Fk@ׯ 8F|ׯ HF|ׯ F|CMcFt׭ @Fk׭ FkCFclV |T Slr |q pl |   el     % %   X% P%   (F %FF  0F  H @  8   !   !    P%  %   % X%   8F %FF  (F  H @  0   !   !    X% P%     % %  0F %FF  8F  H @  (   !   !    % X%    P%  %  (F %FF  0F  @ H  8   !   !F    !   !  U  Ma  F FNxFFF FCt |wlu ek BP-p   !߰ X߱ P g `g< $!5D  % 9- @  -  (ߓ @ /d! 0r   8 - !- a L"  F$ c $f g*0   ~t Q    	<- Ϻ fj YX-8-"     !   ! (-C FClLT $ T eJ UK"     !   ! $   B a*T  a `8%d    p  (   < 'z R-    r-eP- "-#X-DH-@(%eC i ; K/DlFF Mb@L1`DpF)eD a0-$ E #/F e     !L0   !   !ĀlF  ā L  L@ āpF  d ā   L@  0-ĠlF B Ġ L L"  ġpF  d ġ   L@ 0-    !  c    !   !   c    !GlFMb@J LRGpFQh  I LM J T eJ    !IaX-c  `8%$  #ǔ%ߴ   0#` 0 Q     	< @     2-cP- BX/!-   !U V |N $eJ4  K (/  *P  r߰ @d   p   B (   < 'z R-    r-eP- "-#X-DH/eC K/i PdpR	 O@ W @ |N@  A xL$eE`8%#/MbdWĠ |N    !   !  Ġ  ġ xL 8/dĀ ā |L *L  Ā  ā xL 8/d  |L L     xL 8/dġ Ġ |LL# Ġ  ġ xL  /  L"      ߰ @   !   !   xL  /  L"     Ā  ā xL  /  L"     @ A |L A  B xL  Mb eJ   !t  IaX/߰ @߳ (߱ 8߲ 0 g P   !   !g< $!0d  % 9- H    (ߔ @ /d! 8   @ - !- Ɓ L"  F$   g* 0 %$f0   }   - 	< 2-  f BX-!-"     ! (-C FClLT $ T eJ UK"     !   ! $ d  d *T a `8%  (  0B H 0< ?z (-  0 ( 0-P- 0%(-&X-GH- /@(%eL  ; DlFF Mb@L1`DpF)eD a0-$ E -/F e     !L0   !   !ĀlF  ā L  L@ āpF  d ā   L@  0-ĠlF B Ġ L L"  ġpF  d ġ   L@ 0-    !      !   !       !GlFMb@J LRGpFQh  I LM J T eJ    !IaX-  `8%$  p#t   0#%ߵ  ` 0 Q     	< @   x x-P- xSX//-   !U V |N $eJ4  K (/  *S  r߱ @d   p   B (   < 'z R-    r-P- "-#X-DH/eC K/i PdpR	 O@ W @ |N@  A xL$eE`8%#/MbdWĠ |N    !   !  Ġ  ġ xL 8/dĀ ā |L *L  Ā  ā xL 8/d  |L L     xL 8/dġ Ġ |LL# Ġ  ġ xL  /  L"      ߱ @   !   !   xL  /  L"     Ā  ā xL  /  L"     @ A |L A  B xL  Mb eJ   !t  IaX/߱ @ߴ (߲ 8߰ H߳ 0 g P   !g< %$!+ % 9-$ A  ǀF < P%ǖ X% H%ǀ$ F<ה\F F$  8߿ 8ǂc  F<F<E  ׆\Ǆׇ\E  `% 8 E 	  + `%  4  ߿ 8 g @   !   ! 8+F)<F"<$   %P ߿ 8 `%  &   g @ 0 ( `+ h+`%    ! `%  '   g @  0 (   g   `0%ߙ @(% 	@ %߿ 8߮ (  ǉF	BF B!߯   F Taת  F*C׎d׋lMqt!׎׋Mqt߮ 0׎tMЋאN!  F l׈|M׈M׈M!F kה׋Mq!FjFkB׎Mҋ׈M!׊MTF kaMz!F ZM
j׈TF,B׌MKbF(R׉F)RF)B߯  ߮ ߼      g @   !   !   !g< $!)D %Ā   9-   HF  ( %g  ġ  g   g ߙ g      0  	 % @F BǠ  ǂ<L`Ǡ L `0%@(% 8%  %F   	 F ЂO: ǀ F BǠ ǄL  `0%ǃL"`@(%%  % 	 O: ׺ HǠ  F @Ǡ ǃ׸ 8׹ @L %ߴ 0`0%߳ (@(%  %  ߱ ߲   	 ߿  %߰  g P   !   !$   F < $!'X% 9-$ ġ  $
 $ ה\ǀF <ǕǀF<ǂׇF<ׅ\׉F<׆\׊ׄF !E 	׈DF  +  + C%E ģ     `%Ĕ  F<F ǃF<׃Lr$a@    !   `%  P (+ 
@+LׇL (%LCP ׇT   `%M2Ta׉|F'׈MJ׉,׈4MJ׌d׉lM2baǈFאN!אNLׇLaF ו׌Ma׊<MKׇtL!ׇL׉$M3a׍ד\F3{MaF !F B!׋MuMPrM/raLqLaM*BaLI`%      !   !< $B&$% Y-Ģ  ǁǀL	8ǃLb!(  ǁFAǁǀL	Fǁ0ǀ4L8ǈ$ǆ(LAL9 F (ǃ,Lb1ǅ F!@ǈ8ǁ<L"B(Ą  L1`ǃ@Lb@L( L ǁDF     %   !   !g< $ $B%t  Y-ǁ߂tB   % p x@#   % @߇| @/ P< @  8F ǁ 
We	 P )@- H XFC `* h 8 0`F Gd $  - -  $ 0  X*U` f Q  ߸     ! 	`<h-$  x p>`-߭  -$ P-X/N F F% d!   *-߸   % e  Ѐ*V  f     B < >R-r(-5-   u-҈- ȸ٘---ef p /d 0/d1 P/ f2 P% N R% N RE N  (N ߡ (F !N F !H- P%M#@F )AM$ F !$ !@-f0-F	F8-MF 0MF 2L L@F	FB   !F AMB8 X-F
F KN  d F
Mc  vMd@F M"0aP-F	F J-  d FMC  ^MD@F M@AH-F	F J  d FBM#  DM$@F L8!@-F	F J  d F
M  ,M@F Mb08-F	F Jm  d FBL L@F mF uFF UF M % %F 4F < %@%F FF    !F AF F
NbF
u  F	
BNBF
T  N"X*  ߧ (NH    If    !   !F uF mF %F ]F M %@%F <F 4F F $F `%F mF uF %F UF M %@%F 4F <F F F `%   !   !F uF }F %F ]F M %@%F <F DF F $F `%F mFF } %F eF M % %F 4F DF F ,F `%   !   !   !N F cAN F cFBFNhek   e- (f f    !߲ `ߴ P߶ @߷ 8ߵ H߳ X߱ h߾ 0߿ x߼ ߰ p g    !   !   !g < $! $  8 9-  ߂tB  @ǀ($    #*T`߿ H߮ H$  P< h$ d  p$   / 
W xd ߬  P-$H-  0- @ (- P - X `$ xp %    !*߳    ! ߲ X   !  ߷ x 6`%߰ H x#f* %  B  x <P  >1-x-QH- ߯ @߱ P-0-ߵ `P-- /  0/װ-8/ x-6-V--0/P(/0/e^ @/g )f2 IfQ )   !N N F!<g -h-g `-M@MFP<    F@X-$ F-N-g g  %--P-    !Ahg Fx-Ʋ  ų  F@   ! p-eg MMF<<M   Fg g Lp&FP-%M@QXF+<A    FBg h-LP`P-g d  FBEP-g #  O0`-g FA!OW P-g Qg FBP-g M@E  FBP-g 7  c  -g F @  Ee  P-g   g EF  g f1 FC  )N-P-!MMXF	z<A    FBg -LR`P-g q  FBAP-g #  O2`-g FQ1O>P-g Mg FBP-g O A  FBP-g 3  c  -g F@  Aa  P-g   g AF  g f1 F  )-P-1OIXFq<A    FBg `-LD`P-g f  FBQP-g #  O$`-g FM-O.P-g Ig FBP-g M@Q  FBP-g 7  c  -g F0@  Qq  P-g   g QF  g f1 FC  )-P--MEXFP<A    FBg x-LQ`P-g p  F	BMP-g #  O1`-g FI)O~P-g Eg FBP-g MM͠  FBP-g 8  c  ǘ-g F@  Mm  P-g   g MF  g f1 F  )1-P-)MAXF<<A    FBg p-LF`P-g r  FBIP-g #  O&`-g FE%OvP-g Ag FBP-g M I  FBP-g 3  c  -g F@  Ii  P-g   g IF  g f1 F  )-$ $ $	 %%% %F F F FF   F FF   F    %  h  P% H @%`% g g ߹ -Yh-YpYg g g -  Fר   YHg O)`߲ -`-g   LIF
g -F	-xg g F	-NX  Ņ  g h-'  g H-    g -  ߷ -f  FB7g `&  F  j  F	R g ק Ҙ׭ Fp<g ŋ  LY``-g Pk  LYh-`-F׬ FXpFg g g FƘ-g rg ׯ e  g -M|`P  a-׬   g -FK  a7g FKX-  G  F9@  FJB  wPg װ M H-7hH-O  M{ 7`FC  M*Z`g g FDg P-FCWP-WP-F	BAHg g -אg -F3Bh  ,  H  g F3  F1FB-g   Ms a  g M  Mk ƨ  LAg -1  F+P-  Hg g F+-F)B   A-  g g N  -.  ߴ  A  e    ߳   E     !$ $ $	 %% %%F F% P%F F @%F   F FF ǆ  F    `% p   H      !$ $ $	 %% %%F F% P%F F @%F   F FF   F    `% x  H      !$ $ $	 %% %%F F% P%F F @%F   F FF   F    `% `  H      !$ $	 $ %%%%F F% P%F F @%F F  F F   F    `%  H        !    !   !  eJ N N@F<E -NN FFNFłNFFBN NŠ  NwN`FFFNN  N   !NN-   !I   !    !&s ߹ h*3*S ߲ X   !   !߮ H߾ ' ߾ p   ! *$  ߳  *$ $ ߮ Hߣ xdd ߣ dc  x ߥ ߦ ߬ ߰߲ߴ߶߾׹׻׽׾x׼׺׸߷ߵ߳߱׿p ߿ H$  (@*$   #* H߯ H X< $ d  $  	H/ _ xe) ߭ KX- P- H-$  X P$ xp % *߲    ! ߶ x   !  ߳ H r@%q f* #  &1 S  B < >1--Q(- ߰ P-߱ X  3--/ -5-3 /eX />g <f %:f0 8f %6   !a-Ndc  F<N@  F<c-g g g bx-g 0-g g $ 
L @  F:<`%_p-hP-g MXg  -Ż  FP-z  FB   !   !h`MH --ł  F@>  F- P-O O>`O  `-I  FA<NƊ  FP<   F B8-  FCF   !E@g F X -LL;8`-g =  h  F><-g    F B  g e e  F-APg F Xa-Nd@L=@`-g <  hi  FM< -g @  F B  g e d  FC{ -YHg F  X-N L<P `-g ;  hƨ  FD<c-g    F B  g e f  F>b-U@g F X0-NL;8`-g <  h  FS<-g    F B  g e e  FC-QHg F X -L@L<H`-g ;  h  F:<Ð-g    F B  g e d  F -M@g F  X-O L;@ `-g <  h  FA< Ð-g    F B  g e e  FC  -	IHg F uX8-NL<Pd`-g ;  hƊ  FP<-g    F B  g e d  FR-8@HPF %F -FF F X`F ߆F _$
 F F T$	 F DFF < P$  H 0% 8 (% 0 %  (( X% %0FNހÈ-ߣ(߲XCXg ߲0F2߱`d  F B#g x-  F  F1 L&`%  F(L FCF g g g ߯Pg H-ߪ߯Hg 8-ߨ*߯@g (-ߦ    ߯8g   -   pg t   Cx"  Ġ-g   g h  `߲   ߴh      &R    !   !8@HPF -F %FF F X`$
 $ F F % X%F F D %F <FF T P$  @ 0% 8 (% 0  (( 0   !P8@HF %F -FF F X`$ $ F ߆F  % X%F F < %F TFF D $  xh% p`% h  `( o0   !HP8@F -F %FF F X`$ $ F F % X%F F T %F DFF L $   %  % (  0 K   !@HP8F %F -FF F X`$
 $	 F ߆F % X%F F D %F LFF < P$  H  0% 8( (% 00  ( '   !8@HPF -F 5FF F X`$ $ F F `% X%F F T %F LF <F $  x(h% p0`% h  `     !8@HPF %FF 5F F X`$ $ F F \ %@X%F F TF %F DF < @$  (0 %  %     (   !    !   !  eJ t  Nd@F<E
 a-Nc@FJNbF	R@M
 F	Bh  Nd@a-   !E   !h   !&R ߾ **S߶ x   !   !߯ H߿ ' ߿    ! *$  ߲  u*$ $ ߯ Hߣ xdd ߣ dc  x ߥ ߦa߭ ߰߲ߴ߶߾׹׻׽׾x׼׺׸߷ߵ߳߱׿p   !   !߿߼ 8 g g     F< $!4  % 9-   ( 0ǂ$OA8  OA`Ĺ  ߙ  Ę   8 	F O ׼ (׽ 0߿ 8F ׻ L ׹ ׺  %߰  F ׸   g @g< $!߬ 0 9-e ߭ @߮e  H$ 
e  P߂߯ Xe ǁ$@  F ߸ `$ 
g  p$   8 % 8߹ 8 #*ǂ<A  h F T \ߨǅHhg `g Xg 09  @ H g! Ǜ<( /dF ߕ$p g߿ Hǚ-D-ߡ P ǝ ǟ $ -(-߰- C- x -  -Pf   /  F- e/  E/  < %/  Ϻ/ ߡ / - /g x/f p/e h/e `/e g (e ߢ gg $     !   !L" Fߢ ߦ ߥ ǊLL" ߪ ߧ Ld F F )F(<FF !Dף hFߣ ߤ L#ߣ FL$ L# ߁t!  FEB   L@NRxߦ Lg L@(%`0%FRF JFJFRM>ZxF
<F FFVQF F1@%%      !`0%g ߨ ߩ @(%M
 M	@%FcF EFAFcNkxFcF FF< F1F	fQF %   	  %Ǽ FǏF<ǀ$F g  @%@(%`0%%   !   !   !E 8@%    % 	 $F $ @%8%`0%%@(% 	  %Ǳ  ǵ $FAFF FBFFFFAF EFCF<& ߿ pX*E ߁ $  Q`@%߁Ǽ F<ߥ ߢ Fߤ 8 F<W  F3 F ǁǅH  TF<   !   !@%8%`0%@(%% (    % 	 $F  FǠ Ǣ $F  @%  F$ `0%8%%@(%  %FF &  	 (8%F  ǵ $  FBǼ FǠ  `0%߿ x@%F %*  %@(%L9FAF F F CFFFF  F F<E 
߁ $Ǡ $F    F   !   !߁F<ǅHߤ F8 F<ߢ ǁFߥ    !W    F F <Fd FF <F  F <FF F FE   F GLߤ ߡ dߢ ߰p߲`ߴP߶@׸(׺׼׽ ׻׹ ߾0ߵH߳X߱h׿ ߨߦߙ4  ߫ Xߪ Pߩ Hߧ `ߦߥ @׾  	ߤ 8߿ ߼ 0߷8 g   !   !g < $   $c4 0 "* y-d  8T 	U߿   h fp  h/Xǝ(`ǜP pe `< 2x-f1  p- @ h- HRH-r@- P-8- X g ` @/ 0/8- h$ d x`%  pߵ pxphPH߶ 8$
 ǁ O    F 2&& *& 
2r Ef [ g *T g ߡ<   !@ d0  <g   0/-d!%J    !  FF FNf V%J  ߣ<%A  (<*T og  
 a-- 0 / 0/ 0/ 0/ /:ddcdBd!-f  ǁP?d  fK Q;ߴ q9er RQ8ߴ f	   F+ F# F+@ F#  F* F!$ F)@( F! e( & F@) F	1 FJ@ FB FFFFBF
FFF P%ǅPFF|B$ @FuFl%(/e FfFSd  F<F&FFMCMAMDF	MBFFX F  F*@FB F$F<Bd FVBFu%   FFM#xM!M$F	M"FFh F  F*@FB F%F;eI FUFt B  FFMMMF	MFF`E FK H F*@FB F$F=Be( FTFu "  FFLxLLF	LFFX% F, ( F*@FB F%F<Be FUFt ]  FFLèLLĘF	LFF` F  F*@FB F&F;d FTFvE   % % %@%  F F   F CF _F  F F   ״ ײ   ׹ FF  NcFFNa׹ ׵ FFNd׵ FBF@NbǙPFF׺ FFNCFFNA׺ FBFBNDNBFFN#FN!FBN$N"Nǝ(NǜPN  oN   !  % % %@%F   F F C  F gFF  F       !  % % %@%F   F F C  F _FF  F       !  % % %@%F   F F C  F gFF  F       !  % % % %F   F F C  F oFF  F φ  ~    !ߴ    !   !    F@ F F FF BFFFFBFFFNNNNf    ! g $
 F  EH&F*F@T  <2P R   
 <    !!-%J "@#F"Df1    !V!%J  
%A -*T  <  < :f"  !-PwdA  d2 ǑP0sߴ PpfA 0nd2 RPmߴ 8F F! f& )F	F$ .F3F d ĲF
+F|1@F d F5 ħĆF5FF Ĥ   !   !FF $ Pd F FX@ 8% /ądb ĈmFn   !lĹFF@0DF +HF	 DLFF F @nHPF@OF~ĚFdG F F
 KDLFF F @PHPF@FyFd F F  DLFF F @HPF@F	ZFd F F  xDLFF F @`HPF@ĲF
Fd F F a ħXDaLFF F @Ĥ@HtPF@ĆF6Fd F F A cĈDALFF F @ąHTPF@mFnĹFdb F F	 l  F F   F F `%  % % % % (F F g08F@   !׺8F׼(׻ |DF@ף נ F IסL׽F
 aHP F @׾F?ס FAס0F@ס FF1@FF ) IDF hLGHF @fP%DF^L$H׾ FCP׺ DF@ǝ(!LǜP H׷ >Pߴ L  PF   F F F   @% %  % % %F  (F G80 F@F   F F F   @% `%  % % %F  (F ?80 F@F   F F F   @% `%  % % %F  (F W80 F@F   F F F   @% `%  % % %F  (F O08 iF@F   F F F   @% `% % %  %F  (F _80 QF@ߴ    !   !  ?@ F ?F@?F ?F"D!H L?Pf1 0   !      ! <߁t!  P  ߣ @$  /ߤ `*ǀ<F F ߢ P ߣ @- 0ߡ H &- f- F-ߣ X f-g   -%-  / p/ P/f%  0/ d Qr N  f(  `% H%N   FN @F	ߪ !F   !   !N @
X-FBN F$    !E(/e ߦ Md jP-y  FBMc FBF@Mb  F *T  !&MC MD 8d F`-Ma F[  FBF!F ZMB  F 	Tm  M M e( X-,MA FŚ  FBF!FӀ 3M  F BTO  Mc Md e fP-M Fy  FBBF!BF@%Mb  F mF uFF MF UF ,F 4`%%F FF  % %5  N F F FBwTF!qrlVT  SǜPߴ E D   !ǝ(F uF }FF UF ]@%%F 4F < % %5  F FF F F  N    !   !ǝ(F mFF }F MF ]@%`%F ,F < % %5  F FF F F  N    !   !N   FBNF:BN FBNF9+F1*)('Tf1   -2   !   ߡ h   !ߣ @ <$ ǀ< 'ߢ P*F F T  ߡ h- (ߡ H %- e- E-ߣ X e-g $- p/ P/f$  0/ d Qr N@  P%   !N@  FhB   !N@Fiߨ    !N@Fn 8%H-f& -Fa@$ D /ߥ (@-M" 9  F`M# F`M! FX-M M   FBFd E   iF@M FeP-Mb Mc y  FFd %   LF@Ma FEH-MB MC Z  FBFd    -F@MA F%@-M" M# 9  FFd e  F@F -F FF % %@%F F  % %F F NFsNF|xv4  ǝ(ǜPWUߴ O  ?     !F -@%F %FF `% %F F  %F F  N   !   !F - %F FF %`% %F F  %F F  NF - %F F %F % %F F  %F F  N   !   !   !N@  FNFN@FB4F 321f1   2- ߡ hOF  FCFF  $
 8*2    Q`   <--  w- 'ߡ @  "-g  #-$- A/L0@:  F΀9DFC%J ߢ  "-9f1 V2L0@   ! %A eD *ߴ T  ǴeA    ?      
( B <- z W-#-  7-   ߣ @   - b-   a- d- 0/ߣ ߧ  PX/f" R qdJ R oeI Q2 nߢ N NF   FH-M!F@>  F ;DF ؃;HF$  0%B/f% '@-d 8-MF  F ĻDFC   !ĻHF   !   !L@  ĘDF( Fʀd ĄHFF#C 4 8-L@  DF>F@d HF F
#  8-L   ĤDF6F d ĹHF CF	 8-ĀDF ăHFǝ(  -ǜPĥHF	)CĤDF!    !HF
9DF 1    !ߢ N@   !   !N FJ	  F	B)DFJC(HF
B-ߢ )(f1 V2N@   !ǴFA g-g8g &2P F@NFs F ߴ $
 <,*N$g(LT  gR   
 <   !    !!-%J F 4FF F G2$140f1    !V!%J  
%A -* ߴ T  g B < zǞ(ǀ(f" !-P dA P0 #8FA9FF F ͇F Ȇ$ f#   %4$/8(db xF G74FaF 	68ǔ(FF   !y4x(FAF b$d8XF GAF FdE F )a hF 	Y4X(FAF C$D8ĸF Gġ{F Fd fF )A KF 	4(FAF $8ĘF Gā[F Fd FF ) .F 	4(FAF $8xF GaF Fdb F )F 	F 5F %FF F F F  `% %F ̆F F   !   !FF<Fր44($8ǜPǝ(  8   !   !F 5F %FF F  %F F F FF ̆  %   !F 5F %FF F  @%F F F FF ̆  %   !F 5F %FF F  @%F F F FF ̆  `%   !#F4$4FF  FF F G#("4!8 ?f1 0   !gg8ߐDߴ 8g %g(g 	H%H%ggg8 %g 	g(H%ggg8 %g 	g(H%߂t  $ ߥ Xg* 0%B  ߿@@2gX %@@(% 	` %g ߿@  $ ߦ `*T f  <- 8ߡ H / '-ߣ @ߢ P g - G-ߣ X g- ǀ-%- p/ P/  /ߩ ߦ f%  0/ d r ej R eS Rr N@ǝ(	h-N  ǁ(F 	M F`-X-M F	Md F	C p% @%f' ǀ($ E(/iP-!|F&B!F B#F&   !M|F&  MFBMD FBFd F M Fp-M8|F  MF6BM !F0B;F6e( FM% h-M|:F6  MF.BM F(BF.e F M r`-Ma|F.a  McFBM FBFd FMb QX-MA|FA  MCF&BMdF BF&e FCMBfP-F `%%F FF ͆%%F -F 6 % %F F '   !   !ƨƇ|ƆƄƅNaFf t  NcFFӂǜPFBd Ĥ|ĦFFĤĥFFBĄ|ĆFFąĄFFBNbNAxFN  NChNB`N!X*  N#HN"@N8  N N( Gf    !F @%F %%F FF ͆% %F 5F F &  %   !   !F @%F `%%F FF ͆% %F /F F &  %   !   !F @%F `%%F FF ͆% %F .F 7F %  %   !   !F @%F `%%F FF ͆% %F .F 6F   %   !   !N@FC2|F2F2F5FBNN   !ߥ f1 N   !  2-  f    !   !T  f  <- 0ߡ H ' &-ߣ @ߢ P f- F- -g $- P/ p/ߧ Ǘ(f$  0/ d r ej R eK Qr N  `-NFM FX-gP-Mc FMC FC h%f& ǀ(ߥ $ D /GH-7FB7F7|   !F   !   !|  M FBFMFd M# F  %h-|  M FBFMFe M F C q`-|e  Mb FBFMaFd M F WX-|E  MB FBFMAFd Mc F =eP-|%  M" F	BF	M!Fd MC FCEH-@%F -F %F`%%F F % %F F ƙƚf Fƙ|t  FFBNbNad ęFĚFę|FǂzFyFǜPy|FBC  NBNA   N"N!  Nǝ(  AN %`%F -F %F%%F F F F   % %@%F -F %F%%F F F F   % %@%F -F %F`%%F F F F   % %@%F -F %F`%%F F F F   %N  F !|F !F B#F Nߤ f1    !N   2-f g ߡ xߴ ߵ pW߶ 8߰߲ߴ߶߾׹x׻h׽X׾P׼`׺p׸߷ߵ߳߱׿H߿߼ 0 g<g< g $!٤$   9-h %   %$ ߃, %߇dsmp    Px  8B  `m,C  *\T@ Eߖt  $2  R@  x `<fq h/ ge,-$ N! f1 V0$ ߰߱ x$  x< p*U 'ߖt -q8-//// :fefDf#f -   LL d L L   LL d LL߰߱   !   !ߖt  ,   !08 ȸ$ ( <*ߞ, . 0ǝ(ǞǟT$  `$  h$ f  / p gm xg9 -  ߾@- Y- (y- 8- @ߡ x- H9- P X$ `XPH@$  !$!    !  0*   !ߣ 0߰  8   !F ߩ 0   0% Ǉ<& d  Xߤ ߦ (-ߪ    #K-$  (/  Bd  < /z   ߯ p	   -%@- ߤ (ߥ 8 H- X-ߦ @ߪ H p-P-߬ P߭ X--p/P/и/  ppX/p-0H/ p  - (- 0-NP-`-h-//P/ /  / P/N N FN N FN	N
@Fv@N N F\߿ FтFBF1L`F F<F<F0F)FC"FFF<FmCFuE aF S  4F      N? ߟF % 	F CFF AרFB ߿%F ǉ< 	F	CBתNN FNߩ   FF
BNߪ F N	@FmN
@FmCߡ ߧ ߨ FUFTF LGFCFD  ߫ FNN FAN  FFӂNF}F|F|F{F tG   !   !NԾxNt8NNѥNNtOT}8NNNNNNu  NuNNNQ NNuNNU|N  NNNF Ǉ<f1 (}-߰ & ߡ ` 0*ߡ    !@9 0*ߣ $d ߣ h  d*$  ߥ    !   ! ) *$ ߧ pd ߧ xd  p xߩ xߡ xߪ U*$ ߱׹X׻H׽8׾0׼@׺P׸`׿( ߰   !`8f $ (0`* x<ǕTߍ,ǝ( 0ǟXǞ$   $  $  / p em x߳ xfψ-  ߭@-$ ߵ 0 x- (rp- Ph- @ HXPH@ 8 s$ &s ߦ  t*߶   ߸ 0 d  ߹ #-߾  ߈-'9 /   B g <ߢ p   ! z°-9-  ߷ (߶ @--߸ H߹ P-$-/   p/-/ -߰--?-0// а//  N FށNN FNN@Fv@NN  F \ߤ ߃FFF!L{F FF F<F<F QF	F F FqF <FE
 Q-FhP@ 6FA  N$   `%F F F 	F AנF  ߣ `% F ǁ< 	FBN FN FF ס FF BFF GN  L)N LGN  L 8N0NN   LC(N  L`N  L  ߡ ߧ ǕT  N  N    !FAFF	BF	F  GN LG	N  L(8N LG N0N N   LN @L#(`N  L    NN    !-f1 !   !߾ ' ߾ *߿  ߦ U*ߵ 0ߡ  8$" ߡ   "*$  ߣ    !   !ߦ  F d*$ ߵ 0ߥ pd ߥ xd  p xߧ x߳ xߨ T1 8߱׹X׻H׽8׾0׼@׺P׸`߰׿(   !߲ߴ߶x߿߼ ߷pߵ߳߾h g@   !g g  H % 8 %f  @Ɣ    F  0 % X$ !   P % 2* %  ߸  ߪ   `    hJ  %J (1G  $   `<f p/fk px/f pX/p/f h/ gf!eeke le@-&R    !N	 @FN N @L$xN Ld8FCN
f V&R ߰ h   ! hߡ ( (&Y  B*W  ߶ 8-- -e0-@-- X<H/ 8/ (/ P/ P/ 0P/ 0/@/ 0/  / _ze)dddc ldB peJd!-f q er RQ N
  N
@F*NN	@LAxNLQF)N@F*N@NLAN@L9x p%$ f NP+X/e N@MF8F)   !   !M M @L" xM Lb   M FM FCM M LdM@L8Me M  F  ZF!M M @L" xM Lb   M FM FCM M LdM@L8Me M  F  -F!M M @L" xM Lb   M FM FCM M LdM@L8Me M @FF!M@M M8MMm"F[CMF[MM Ms8MMojFZM   Mp  ߰ h  G߶ 8MM@N2x߰ hM N$8FM FM M@N4xM N8F  M M  1     !   !MMNM@N%xM ߰ hFM@FM @MNM@NxFC  M     N
  FCN N	  L8N @L"(xF N  F CN N L8N  L8F N(N   f    !߰ h߶ 8ߡ  !  $2$  # #@ 2!  h     ! <    !--  0//d4 p&R   ! N @  L8 fV&R߰ h hr*P  n߱ `  -- (< 0 / 0/ 0/ 0/ /:d pdc ldB hd! dX/f FdR+ E   N @ LN @ LxN  L8 8%f$e(/N L" L @L8L L" xL L8dL  L" L  L 8L L" xL L8dL L"    !   !߰ h  ߱ `   !߰ h   N @  L8 N @L  N @Lx N L8 f   !߰ h߱ `߳ Pߵ @ߴ H߲ X߷ 0 g g@ @ 8< $! 9-߁߂dB +   P% *    %j#ߙ `8% @0%g 	g$   (c e`    !   ߟ -    ߟ -ǀ '   + e   !߂$ A  ߁!     C! 	 "! ߁,d!
P $ ߁ (d!ߙ  ߁$ P 	d$ @X%  P% *    %j#$ dߙtg4g ( ,g  	g Pgg g\g Pߙ$	 d 	gߟ    	 "! !' d ߁ ? \߁ ? `g߁ߙ߅g ߧ 	(  g߁ߙ߅g ߧ 	( ߁ ? d߿  $   *    !    ߢ  C-   AF G-!  $!   a*    !ߙg ߅ߧg  	g߆ߙtߤg 8 	ߧ߅  lg ߅g  8!ߙ 0g 0 	ߨ߅  p߅$   ߅$  ߄߅  ߄ ߄ ߅$ x ߤ߅   ߤ߅   ߤ߅   ߅$   ߤ߅   $߅  (߄|߅  ,߄߅   8߄߅  H߄߅  L߄߅  P߄Ǣ  ߅߄Ģ ߅߄Ģ ߅߄Ģ߼ 8߿ @g    !g X P<  $!ü  9-  ߂$ A  ߁߂dC 8+    P% *    H%jH#ߙ 8% `0%g 	g g g\߅ߙd  	gߙg\߄ 	d ߃ߙdd  	g  ` 3   !$  d `ߙ| p 	g `g$ ߟ,  g (g
Pߙ (g  	$ 
  gߟ$ g 0߁ߙ 0g 8 	'  g$ ߟ,  g 8g
Pߙ 8g ( 	$ ߙl   	   !  gߙ<  (% 	   !ߡ ߂!  B "    !ߣ ߄c   d    !ߥ ߆       !ߧ ߈   $    !$	  d `ߙ| p 	g `g$
 ߉,  g @e)
Pߙ @e& H 	$ 9ߙl   	   !  gߙ<  (% 	   !ߟ߁ ! $    ߟ , ߟ߁ 8?  ߟ߁ <? ߟ߁ @? ߟ߁ D? ߟ $     !߁߂! HA      !߃߄c   ߅߆   (!߆$ ߆߅ ߅  D F߇߆L ߅߅ $  2   !߉߈# ߉߈# ߉߈# ߉߈# ߉߈#  ߈	 $  %9  (@*     !  
P  
hߊԏ ߌ X `-J  XKP-ńD %J   *P*@   !ߎ p ߎߙg ߅  g  	gߎߙ߄g  	  ߎߙ߄g  	  ߎߙ߄g  	   ߎߙ߄g  	 8 ߄ߎߙd $ 	 ߎ t    !ߟ t ߟߙg g ߅ H 	g߁t!       !߂B x@    !߃c x ߃ߙg ߅h Xg  	g߃ߙ߄g  	f h ߟt     !߁! |     !߂B |    C   ߂쯣 Hߙg Hg ߅H( 	gߟ     !߁!  ߁ߙg g ߅(  	gߟ  D   !߁!  ߁ߙg ߅( pg  	g߁ߙ߄g  	& x ߁ߙ߄g  	&  ߁t!       !ߟ x    !߁ߙ߄&  	g  ߁ߙ߄g  	&  ߟt     !߁! |     !   C   ߂쯣 Lߙ߄F  	g L ߙ 	gߟ߁d&    P% *   8%j8#ߙg 	g߁|߂! A ,߁! ߂$! A <߁߂! A H߁߂! A L߁߂! A P߁ǥ %߼ P߿ Xg     !g (  < $! 0 9- 8ߡ 8!       !߼  ߿ (g p    !ߢ 0ߣ 8B  c   C   @    !߄߅  $      ߄ p ߄ߙg ߅܈  g  	g߆ߙ߄g  	  ߆ߙ߄g  	  ߆ߙ߄g  	   ߆ߙ߄g  	 8 ߄߆ߙd $ 	 ߅  t߆ߙ߄g  	 H ߄t      !߁ ? xߟߙ߄ X 	g  ߁ߙ߄g  	& h ߁t!      !߃ b |߂|C   C   ߂쯣 ߙ߄F( 	g  ߁ ? ߟߙ߄  	g  ߟt  <   !߂ A ߁ߙ߄& p 	g  ߁ߙ߄g  	& x ߁ߙ߄g  	&  ߁t!       !ߟߙ߄  	g  ߁ߙ߄g  	&  ߁t!      !߂|C   C   ߂쯣 ߙ߄F  	g  ߁ ?߿ 0߁  ? 8߁ߟ  ߁ߟ  ߁ߟ  ߁ߟ  ߁ߟ   ߟ $   $9   ?*    !  ߁     !    #-߁  "-a!쏡  $!     !*    !ߤ 0߅   TߙT 	   !߄ ߅ D ! @ߙ\ 	   !߄ ߅ D ! D gg ߙg\߅ 	d ߙg\߄ 	d ߙ 	g߼  ߿ (g p    !g   < $!% 9-ߙ 	g %߿ ߰  g P    !g  < $! 9-߂$ A  ߁߂gdK 8*    H% 
*    8%I8#ߙ`0% 	g g g\߅ߙd  	gߙg\߄ 	d g\gTߙ$ d 	g ߙ 	g$ ߙ|  	gg$ ߃,  g  dc
Pߙ  df  	$   g߆$ g (߃ߙ (d 8 	g  g  $ g 0ߙ 0g 	$ ߙl   	   !  $ ߙ|  	g @P%$   ߙ$ g 8g 8 	gg  $ g @ߙ @gT 	$ dߙl   	   !  $ ߙ|  	gg  $ g Hߙ Hg 	$   g,$ g Pߟߙ Pg  	$ ߙl   	   !  $ ߙ|  	gg  $ g Xߙ Xg 	$   g,$ g `ߟߙ `g  	$ ߙl   	   ! @X%  $ ߙ|  	gg  $ g hߙ hg 	$   g,$ g p߁ߙ pd&  	$ ߙl   	   !  $ ߙ|  	gg  $ g xߙ xg 	$   g,$ g ߁ߙ d&  	$ ߙl   	   !  $ ߙ|  	gg  $ g ߙ g 	$   g,$ g ߁ߙ d&   	$  @P%ߙl 	    $ ߙ|  	gg  $ g ߙ g 	$   g,$ g ߟߙ g $ 	$ ߙl   	   !  $ ߙ|  	gg  $ g ߙ g 	$   g,$ g ߟߙ g ( 	$ ߙl   	   !  $ ߙ|  	gg$ ߟ,  g g
Pߙ g  	$ 
 @X%$ ߁  ߙ$ d& , g  	g,ߙl   	   !  ߁d$g ߙTg  	g $ ߁,d!
Pd! ߙ  	g  g$ ߁,g d!
Pߙ d&  	$   $  Џ g߁,  d!5 g  "-ߙd& 	$ g,  $ g ߙ g  	$ g,  $ g ߙ g  	$ ߙl   	   !  ߁! PD F߃߂`AL g g g ߙT g  	   !$ ߟ,g
Pg ߙ  	gg$ ߟ,  g g
Pߙ g  	$   $   gߟ,  g5 g -ߙg 	$ g,  $ g ߙ g  	$ g,  $ gߙg  	$ ߙl   	   !  ߟ TD( F)`߂߁C$Ld(gg ߙTg  	g $ ߟ,g
Pg ߙ  	gg$ ߟ,  gg
Pߙg 	$  @X%  $   ߁,  d!5  "-ߙ$ d&g  	gg,  $ g(ߙ(g  	$ g,  $ g0ߙ0g  	$ ߙl   	   !  ߁! PD8 F9߂FF1g8g ߙl8g  	g $ ߁,d!
Pd!(ߙ  	g  g$ ߁,g@d!
Pߙ@d&h 	$ g,  $ gHߙHg  	$ g,  $ gPߙPg  	$  @P%$   ߙ$ g XgX 	g,  g,$ g`ߟߙ`g P 	$ ߙl   	   !  ߟ TDH FJ`߁(F	Bghg ߙlhg  	g $ ߟ,g
Pg(ߙ  	gg$ ߟ,  gpg
Pߙpg 	$ g,  $ gxߙxg  	$ g,  $ gߙg  	$ g,  $ gߙg  	$   g,$ gߟߙg T 	$  @X%ߙl 	    $ ߙ|  	g  g$ ߁,gd!
Pߙd& 	$   g,$ g߁ߙd& < 	$ ߙl   	   !  ߁d$g ߙTg  	g $ ߁,d!
Pd! ߙ  	g  g$ ߁,gd!
Pߙd& 	$   $  g߁,  d!5 g "-ߙd& 	$ g,  $ gߙg  	$  @P%$   ߙ$ g g 	g,ߙl   	   !  ߟ HD` Fc ߂߁J+MKbgg ߙTg  	g $ ߟ,g
Pg ߙ  	gg$ ߟ,  gg
Pߙg 	$   $ ؏ gߟ,  g5 g-ߙg 	$ g,  $ gߙg  	$ g,  $ gߙg  	$ ߙl   	   !  ߟ 8D` Fc ߂߁J+MKbgg g ߙTg  	   !$ ߁,d!
Pd! ߙ  	g  g$ ߁,gd!
Pߙd&  	$   $   g߁,  d!5 g  "-ߙd& 	$ g,  $ gߙg  	$ g,  $ gߙg  	$ ߙl   	   !  ߁! @  $ "   $ " J   !$ ߟ,g
Pg ߙ  	gg$ ߟ,  gg
PߙgH 	$   $   $ g,g   ߙ(g( 	$   $ 0 $   $ < g,g0  ߙ8g8 	$   $ @ $ < g,g@  ߙHgH 	$ ߙl   	   !    H   !$ ߁,d!
Pd!Xߙ  	g  g$ ߁,gPd!
PߙPd&H 	$   $ X $ " g,gX  ߙ`g` 	$   $ h $ "   $ < " g,gh  ߙpgp 	$   $ x $ < " g,gx  ߙg 	$ ߙl   	   !  ߟ D  $   $  J   !$ ߁,d!
Pd! ߙ  	g  g$ ߁,gd!
Pߙd& 	$   $  $ " g,g  ߙg 	$   $  $ "   $ < " g,g  ߙg 	$   $  $ < " g,g  ߙg 	$ ߙl   	   !    H   !$ ߟ,g
PgXߙ  	gg$ ߟ,  gg
Pߙg 	$   $ ȏ $ g,g  ߙg 	$   $ ؏ $   $ < g,g  ߙg 	$   $ 菿 $ < g,g  ߙg 	$ ߙl   	   !  ߼߿ g     !g   ( 0 8ߡ 0!    $!  ߡ (    ߡ  9  $   !*  4   !    ߢ 0 C-B   $B     C    !ߤ (  ߥ ($   ߥ (   (  0ߥ 8 (- ߥ (    (   0ߥ 8  ! (-$      %   %   (@*    !ߩ ()  ߪ (%) I  ߪ (J   
P  
Xߪ 8KP- Iߪ (J   
P  
Xߪ 8  KP-,H!Ig `    !g  
< $!
 9-߁ߙd$ 	$ Pg gߙ$  	$ ߁,g d!
Pd%$ ߙ$  	$ g $ߙܯ g  	 0%$ g ߙԯ  0% 	g g gߙ$  	$ $ g ߙg 	 0%@ 4   !ߟgߙ ߁$ P 	d$g @X%  P% *   H%jH#g $ $ T ߙtg4g Я g  	gL߁ߙd$ 	$ PgL @X%  P% *    %j#$r ߙ$g $f  (% 	  %gߙ@(% 	   !ߟ,g
Pߙ$ $ g 	g g gߙ$  	$ $ g gd$	 Pߙ$  	g د Tߟ,g
Pg$ 
ߙ
$ 
 	g gd  T  P% *   %j#g $ ߁d!ߙ߁$ P 	d$ @X%  P% *    H%jH#g $ $ ߙtg,g$g  	gFߟgߙ$ P 	   ! T @%
  P% *
   %ߡ
ߢ
 "#P*`   X%
X#+!ߙ& & gF 	g߄d $	 Pߙ& ߧ
g 	g ꯢ P߄,d
Pd$ 
ߙ
$ 
 	g(߄d 8 P  % 
 *   %C#g$H$ $ V@ߙtg4gHLg8 	gg P  P% *   %j#$a ߙ$g $f 
 (% 	gJ߁d& $	 Pߙߨ
ߧ
gJ 	g(߁" ߁,d!
Pd%$ ߙ
$  	gP߁d" ߁`0   X% *    P%P#gp$ $ Qhߙtg4gptg` 	gߟ   X% *   %#$a ߙ$g $f 
g 	g߁d& 8$	 Pߙߨ
ߧ
g 	gP߁"  ߁,d!
Pgxd%ߙ$ 
 	$ 
߁,$ 
d!
Pgd%ߙ$ 
 	$ 
$ 
g߁d&($	 Pߙ 8% 	gx߁" ߁,d!
Pgd% ߙ$ 
 	$ 
߁,$ 
d!
Pgd%ߙ$ 
 	$ 
$ 
g߁d&x$	 Pߙ 8% 	g߁" ߁,gd!
Pd% $ 
ߙ$ 
 	$ 
߁,gd!
Pd%0$ 
ߙ
$ 
 	   !gߟ$	 Pߙ 8%gߨ
g 	  %ߟ ߟ,g
Pgg@ߙ$ 	 	$ 	ߟ,$ 	g
PggPߙ$ 	 	$ 	$ 	gߟg$	 Pߙ 8% 	gߟ ߟ,g
Pgg`ߙ$ 	 	$ 	ߟ,$ 	g
Pggpߙ$ 	 	$ 	$ 	gߟg$	 Pߙ 8% 	gߟ ߟ,g
Pggߙ$ 	 	$ 	ߟ,$ 	g
Pggߙ$ 	 	$ 	$ 	gߟg$	 Pߙ 8% 	g @X%߁+ ߁,d!
Pߙ$ $ d% 	g߁,d!
Pgd%ߙ$ 	 	$ 	$ 	g߁d&X$	 Pߙ$  	g߁" ,߁,d!
Pgd%ߙ$  	$ ߁,$ d!
Pg	d%ߙ$ 	 	$ 	$ 	g	߁d&$	 Pߙ 8% 	g߁"  gg,$ ߙ$  	$ gg4ߙ$  	$ $ g߁d&h$	 Pߙ 8% 	g߁" $߁,d!
Pg"d%$ ߙ$ $  	   !ߟ,g
Pߙ$ 
$ 
g 	g.ߟg.gH$	 Pߙ$ 
 8% 	g"ߟ 4ߟ,g
Pg8g ߙ$  	$ ߟ,$ g
PgDgߙ$  	$ $ gDߟg 0$	 Pߙ 8% 	g8ߟܯ  ߟ,g
PgPg ߙ$ 
 	$ 
ߟ,$ 
g
PgZg0ߙ$ 
 	$ 
$ 
gZߟg $	 Pߙ 8% 	gPߟܯ gdߟ,g
P$ 
ߙg@
 	$ 
ߟ,gng
PgP$ 
ߙ
$ 
 	   !gd߁ߙ$	 Pd& ߨ
ߧ
gn 	  %߁ܬ" ߁,d!
Pgxd%`ߙ$  	$ ߁,$ d!
Pgd%pߙ$ 
 	$ 
$ 
g߁d& $	 Pߙ 8% 	gx߁ܬ" ߁,d!
Pgd%ߙ$  	$ ߁,$ d!
Pgd%ߙ$ 
 	$ 
$ 
g߁d&p$	 Pߙ 8% 	g߁ܬ" ߁,d!
Pgd%ߙ$ 
 	$ 
߁,$ 
d!
Pgd%ߙ$ 
 	$ 
$ 
g߁d&$	 Pߙ 8% 	g߁" (߁,d!
Pgd%ߙ$ 	 	$ 	$ 	ߙg 	 (%@    !ߟ,g
Pߙ$ 	$ 	g 	gߟ,g
Pggߙ$ 	 	$ 	$ 	gߟg$	 Pߙ$ 	 	gߟ 0߁,d!
Pߙ$ 	$ 	d% 	ggߙg 	$ 	߁" Pgg<ߙ$  	$ $ gߙg 	 0%߁" ߁,d!
Pgd%ߙ$  	$ $ gߙg 	 0%߁4" $߁!      !ߟ4  ߟg$ P  (0`hXpx8<H@ߙPg 	g询  ߟ4 $    !߁4!  $ ߙ|0 	g   g$ ߁,gd!
Pߙd&  	$   $ ߁d$$ Pߙd! 	
ߙ @8%ߦ
g 	gg  $ g ߙ gD 	$ ߙl   	   !  ߁4!  $ ߙ|0 	g   g$ ߁,gd!
Pߙd& 	$ 	ߙ  $  	gHߙH$  	g0g0$ ߙ$  	gg$ ߙg 	gߙl   	   !    g   !ߟ4  ߟg$ P gL (0`hXpx8<H@ߙPg 	g询  ߟ4 $ C   !߁4!  $ ߙ|0 	g   g$ ߁,gPd!
PߙPd&( 	$   g,$ gX߁ߙXd&  	$ g  $ g`ߙ`gT 	$ ߙ  $  	hgߙ$  	gg$ ߙ$  	gpgp$ ߙgh 	gߙl   	   !  ߙ$ $ g\ 	ggߙg, 	$ ߟ ߟ,g
Pgg@ߙ$ 
 	$ 
$ 
gǀ`ߙg 	 0%ߟ ߟ ǀ(F  Lggdߙ$  	$ $ gߙg, 	 0%ߟl  ߟ D  F `Ǡ LF F  D   H H    ! H߁,d!
Pߙ$ 	$ 	d%P 	ggߙgd 	$ 	Ǣ LF ߙ 	g̏ H "!߂A ߁,d!
Pgd%`ߙ$ 
 	$ 
$ 
gߙg 	 0%Ǣ LF ߙ 	g߁" ߁,d!
Pgd%pߙ$ 
 	$ 
$ 
gߙg 	 0%8A ߂t,! A ߁,d!
Pgd%ߙ$  	$ $ gߙg( 	 0%Ǣ LF ߙ 	g߁" ߁,d!
Pgd%$ ߙ$ $  	   !ߟ X%g g Dߙghgߊg 	gߟg ߙ\g D 	߆ߟ ߟ Ǆ`FǄdFߟ ߟ ߟ,g
Pg
gߙ$ 	 	$ 	$ 	g
ߙg 	 0%ߟ  gglߙ$  	$ $ gߙg 	 0%ߟ ggtߙ$  	$ $ gߙgl 	 0%ߟ  gg|ߙ$  	$ $ gߙgl 	 0%ߟ g!gߙ$  	$ $ g!ߙg4 	 0%ߟ g$gߙ$  	$ $ g$ߙg 	 0%ߟ$ $ߟ$ $$     !߁$! $$ "    !߄$߃ $c  d*`    !߅$ $    !$ $ ߙ|0 	g g$ ߆,  g0d
Pߙ0d 	$ 4ߙl   	   !  gߙ<  (% 	   !߁ߟ!   * "+    !߂߁B  !  "* CߙT$ g88 	gߟ +     !߁ߙT$ d%  	gߙ$ $ g 	g<g<ߙg 	$ ߟ$  gBgߙ$  	$ ߟ 'D( F)`$ gBߙHgH 	 0%ߟ$ gLgߙ$  	$ $ gLߙg 	 0%ߟ$ gQgߙ$  	$ ߟ  'D( F)`$ gQߙXgX 	 0%ߟ$ ߟ,g
Pg\gߙ$ 
 	$ 
$ 
g\ߙg 	 0%ߟ$ ߟ,g
Pgfg$ ߙ$ $  	   !߆Dߙ @% 8%g 	gf߁$" gugߙ$  	$ $ gug߁Dߙd'  	d& ߁$" g}gߙ$  	$ $ g}g߁Dߙd' 	d&߁$" ߁,d!
Pgd%ߙ$  	$ $ gߙg 	 0%߁$" (߁$! ($ " e   !ߟ,g
Pߙ$ $ g 	g߁$" ߁$  g ! gߟD  0-ߟD ߙ8- 	$ ߟ$ ggߙ$  	$ ߁$$ " ߁$g  gߟD ! -  g ߟD ߙ- 	d' ߟ$ ggߙ$  	$ ߁$$ " ߁$g  gߟD ! -  gߟD ߙ- 	d'ߟ$ ߟ$߁$ ! !+ 3    !߁$߂$! B  "!ߙT$ g 	gߟ,g
Pߙ$ 
$ 
g( 	ggߙg 	$ 
ߟ  ߟ  :   !߁,d!
Pߙ$ 
$ 
d%8 	ggߙg0 	$ 
߁T" ߁,d!
Pgd%Hߙ$  	$ $ gߙg 	 0%߁T"  ߁,d!
Pgd%`ߙ$  	$ $ gߙgl 	 0%߁T" ߁,d!
Pgd%pߙ$  	$ $ gߙg 	 0%߁T" ߁,d!
Pgd%ߙ$  	$ $ gߙgp 	 0%߁T  ߁,d!
Pgd%ߙ$  	$ $ gߙg@ 	 0%߁T  ߁,d!
Pgd%ߙ$ 
 	$ 
$ 
gߙgt 	 0%߁T  ߁,d!
Pgd%ߙ$ 	 	$ 	$ 	gߙg 	 0%߁T" ߁T!   B   !ߟ,g
P$ ߙ$ $ g 	g ߟgߟߙ0g 	$ P @%  X% *   P%P#g쯪@$ $ U8ߙtg4g@Dg0 	g߁ߙd$ 	$ P @%  X% *    %#$ ߙ$g $f 
g 	gߟg $	 Pߙ 8%ߨ
g 	g ߟԯ  $  @ @(!      ! @  ߂  C-@ 0 @  ߂  C-ǆF   @$B  @ @(B @   !߄,d
Pߙ$ $ d 	gHgHߙg, 	$ ߄ܬ  ߅,d
PgSdߙ$  	$ $ gSߙg\ 	 0%߄ܬ \߅$  4߅$  8߅$  <߅$  D߄Ǉ$ ߄Ǉ ߄Ǉx ߄Ǉ| ߄Ǉ ߅,d
Pg^dߙ$  	$ $ g^g߆ߙd 4 	d 4߅,d
Pgid ߙ$  	$ $ gi߆gd ߙd  	   !ߙ$ $ g 	gtgtߙg 	$ ߟ ߟ $     !$ $ ߙ|0 	g   g$ ߁,gd!
Pߙd& 	$ 9ߙl   	   !  gߙ<  (% 	   !ߙ$ $ g 	ggߙg 	$ ߟ|  ߟ|      !$ $ ߙ|0 	g   g$ ߁,gd!
Pߙd&P 	$ ߙl   	   !  gߙ<  (% 	   !ߟ,g
Pߙ$ 	$ 	gh 	ggߙg 	$ 	ߟ| ߟ,g
Pggxߙ$  	$ $ gߙg 	 0%ߟ Xߟ X$     !߁,d!
Pߙ$ $ d% 	ggߙg 	$ ߁  ߙ$ $ g 	ggߙg 	$ ߟ  ߟ,g
Pggߙ$ 	 	$ 	$ 	gߙg 	 0%ߟ 0ߟ   !   !߁$! $     !$ $ ߙ|0 	g   g$ ߂,gdB
PߙdF 	$ "ߙl   	   !  gߙ<  (% 	   !ߟ,g
Pߙ$ 
$ 
g 	ggߙg 	$ 
ߟ $ggߙ$  	$ $ gߙg 	 0%ߟ (ߟ  $     !߁! ($ "    !߃<c  $ ߙ|0 	g g$ ߃,  gdc
Pߙdf 	$ $ߙl   	   !  ߟ (    !߁!      !߂<B  $ ߙ|0 	g   g$ ߂,gdB
PߙdF 	$ ,ߙl   	   !  ߟ (    !߁!      !߂<B  $ ߙ|0 	g   g$ ߂,g dB
Pߙ dF8 	$ ,ߙl   	   !  ߟ,g
Pߙ$ $ gh 	ggߙg 	$ ߟ ,ߟ,g
Pggxߙ$  	$ $ gߙg 	 0%ߟ @ߟ,g
Pg gߙ$  	$ $ g ߙg 	 0%ߟ Dߟ,g
Pg,gߙ$ 
 	$ 
$ 
g,ߙg 	 0% <ߟ,g
Pg6gߙ$  	$ $ g6ߙg 	 0% 8ߟ ǩ <F	Bߟ 4ߟT߁ !    D@ FB`Ǩ <F	Bǩ 8F	Bߟ H߁,d!
Pߙ$ 
$ 
d% 	gDgDߙg 	$ 
߁  8߁,d!
PgNd%ߙ$ 
 	$ 
$ 
gNǊߙXgX 	 0%߁  <g\gߙ$  	$ $ g\ߙg 	 0%߁|" ߁|!      !ߟ,g
Pߙ$ 	$ 	g 	gcߟ  @gc!ߙܯlgl 	$ 	ߟ tߙ$ $ g 	gpgpߙg 	$ ߁   gwg$ߙ$  	$ $ gwߙg 	 0%߁  ߁, ǋ(FZ߁+ ߁,d!
Pg~d%ߙ$ 	 	$ 	$ 	g~ߙg 	 0%߁  ߁,d!
Pgd%ߙ$ 	 	$ 	$ 	gߙg 	 0%߁  ߁,d!
Pgd%	ߙ$ 	 	$ 	$ 	gߙg 	 0%߁  ߁,d!
Pgd%	$ 	ߙ$ 	$ 	 	   !ߙ 0%g 	gߟ ߟ,g
Pgg	(ߙ$  	$ $ gߙg 	 0%ߟ ߟ,g
Pgg	8ߙ$ 	 	$ 	$ 	gߙg( 	 0%ߟ ߟ,g
Pgg	Hߙ$ 	 	$ 	$ 	gߙg( 	 0%ߟ  gg,ߙ$  	$ $ gߙg 	 0%ߟ (ߟ $     !߁  (߂,dB
Pߙ$ 	$ 	dE	X 	ggߙg4 	$ 	߃b $߂|B $ C !   !ߟ$ $    !$ $ ߙ|0 	g   g$ ߁,gd!
Pߙd&	h 	$ 3ߙl   	   !  gߙ<  (% 	   !ߙ$ $ g4 	ggߙg 	$ ߟ| ߟ| ߁t +?  ߟ| ߁t +? ߟ,g
Pgg	ߙ$ 	 	$ 	$ 	gߙg 	 0%ߟ  ߟ  $     !߁$! $     !$ $ ߙ|0 	g   g$ ߂,gdB
PߙdF	 	$ 8ߙl   	   !  ߟ,g
Pߙ$ 	$ 	g	 	ggߙg 	$ 	 4 4$ c    !$ $ ߙ|0 	g   g$ ߁,gd!
Pߙd&	 	$ 9ߙl   	   !  ߟ,g
Pߙ$ 
$ 
g
8 	ggߙg 	$ 
 0 0    !$ $ ߙ|0 	g   g$ ߁,g d!
Pߙ d&
H 	$ /ߙl   	   !  gߙ<  (% 	   !ߟ,g
Pߙ$ 	$ 	g
x 	g(g(ߙg 	$ 	 , ,$     !$ $ ߙ|0 	g   g$ ߁,g8d!
Pߙ8d&
 	$ 1ߙl   	   !  gߙ<  (% 	   !ߟ,g
Pߙ$ 	$ 	g
 	g@g@ߙg 	$ 	 ( ($ c    !$ $ ߙ|0 	g   g$ ߁,gPd!
PߙPd&
 	$ 4ߙl   	   !  ߟ,g
Pߙ$ $ g 	gXgXߙg 	$ ߟ ߟ $  4   !$ $ ߙ|0 	g   g$ ߁,ghd!
Pߙhd& 	$ 8ߙl   	   !  $ $ ߙ|0 	g   g$ ߁,gpd!
Pߙpd&P 	$  ߙl   	   !  gߙ<  (% 	   !ߟ,g
Pߙ$ $ gp 	gxgxߙg( 	$ ߟ ߟ,g
Pggpߙ$  	$ $ gߙg( 	 0%ߟ ߟ,g
Pggߙ$  	$ $ gߙg, 	 0%ߟ  ߟ,g
Pggߙ$  	$ $ gߙg 	 0%ߟ4 ߟ,g
Pggߙ$  	$ ߟ $  @g!ߙܯg 	 0%ߟ4 ߟ,g
Pgg$ ߙ$ $  	   !ߙ 0%g, 	g߁" ߁,d!
Pgd%ߙ$  	$ $ gߙg 	 0%߁4" ߁,d!
Pgd%ߙ$  	$ ߁" $  @g "!ߙܯg 	 0%߁4" ߂߁C  !  # *߂4 dA  ߁4߂!  A  ߁,d!
Pgd%ߙ$ 
 	$ 
$ 
gߙg 	 0%߁,"  ߁,!  $ "    !ߟ,g
Pߙ$ 	$ 	g 	ggߙg 	$ 	ߟ T߁,d!
Pߙ$ $ d% 	gg߁,g4d'nߙ$  	d&n߁,d"n߁,M  - ߁,d"n߁,M - ߁,d!
Pgd%ߙ$ 
 	$ 
$ 
gߙg 	 0%߁" ߁,d!
Pg$d%(ߙ$ 
 	$ 
$ 
g$ߙg 	 0%߁  \߁!   "   !ߟ $     !$ $ ߙ|0 	g   g$ ߁,g0d!
Pߙ0d&8 	$ ߙl   	   !  gߙ<  (% 	   !ߟ,g
Pߙ$ 
$ 
gX 	g8g8ߙg 	$ 
ߟ ߟ  "   !߁! $ "    !$ $ ߙ|0 	g g$ ߃,  gHdc
PߙHdfh 	$ ߙl   	   !  gߙ<  (% 	   !ߟ,g
Pߙ$ $ g 	gPgPߙg 	$ ߟ, ߟ,g
Pg\gߙ$ 
 	$ 
$ 
g\ߙg 	 0%ߟ gfg<ߙ$  	$ $ gfߙg 	 0%ߟ ߟ,g
Pgngߙ$  	$ $ gnߙg 	 0%ߟ, gygDߙ$  	$ $ gyߙg 	 0%ߟ ߟ,g
Pggߙ$ 	 	$ 	$ 	gߙg 	 0%ǎ Fߟ ߟ +     !߁,d!
Pߙ$ 	$ 	d% 	ggߙg 	$ 	ǯ LF {ߙ 	g߁" ߁,d!
Pgd%ߙ$ 
 	$ 
$ 
gߙg 	 0%߁" ߁,d!
Pgd%ߙ$ 	 	$ 	$ 	gߙg 	 0%߁  0ggLߙ$  	$ $ gߙg 	 0%߁   ߁,d!
Pgd%ߙ$ 
 	$ 
$ 
gߙg 	 0%߁  ggT$ ߙ$ $  	   !ߙ 0%g 	gߟ ߟ,g
Pggߙ$ 
 	$ 
$ 
gߙg 	 0%ߟ ߟ,g
Pggߙ$ 
 	$ 
$ 
gߙg 	 0%ߟ ߟ,g
Pgg(ߙ$ 	 	$ 	$ 	gǐߙg 	 0%ߟ ߟ,g
Pgg8ߙ$ 
 	$ 
$ 
gǐߙg 	 0%ߟ (ߟ,g
PggHߙ$ 
 	$ 
$ 
gߙg 	 0%ߟ ,߁,d!
Pߙ$ $ d%X 	g	g	ߙg 	$ ߁Ԭ"  ߁,d!
Pg	d%hߙ$  	$ $ g	ߙg 	 0%߁" ߁,d!
Pg	d%xߙ$ 
 	$ 
$ 
g	ߙg 	 0%߁" L߁,d!
Pg	$d%ߙ$ 	 	$ 	$ 	g	$ߙg\ 	 0%߁  ߁,d!
Pg	-d%ߙ$ 
 	$ 
$ 
g	-߁ߙd% ߇< 	 0% $߁,d!
Pg	7d%ߙ$ 
 	$ 
$ 
߁g	7d% ߁<ߙd' | 	d& |  ߂ $B  "*     !߁  ! *    !߁,d!
P$ߙ\$ +	Dg	D 	d$gߙ<  (% 	   !ߟ< |ǒ<FBߟ<  ߟ< | ߟ $   *     !   ߁<  "-Ǵ Ǖ$3Nt菢   ߁<  "-3   ߁<  "-4 xǳ F  $!   *    !߄    ߃<   d-Ƕ v  ߄<߃<Ė  v߃p $   *`    !  (  @  0 ߇<߅< 0 8- (-ĠF ǀ<F   0 ߅< 0 (-؏ $   (*   !ߊK ߊ X  XJ ߉< 
P +X-߉< 
P*H-ߊ`  !F J  
P ߉< 
P*H- ߙ$ $ g\ 	g	Hg	Hߙg 	$  Ǡ ǁF 2E  $   !Ǡ ǁF2E    !$ $ ߙ|0 	g g$ ߟ,  g	Pg
Pߙ	Pg 	$ (ߙl   	   !  gߙ<  (% 	   !     !ǡ ǀF<E    !߁,d!
Pߙ$ 
$ 
d% 	g	X߁g	Xd% ߙ߇<$ 
 	 0% ߁<  ǁF ߁<   ߂B   ߁<  "-Ǡ    ߂<߁<@   ߁0 $   *  C   !       ߂<ߟ<  C--@F ǁ<F    ߟ< -؏   ߟ< -ǁF<E    !$ $ ߙ|0 	g   g$ ߁,g	hd!
Pߙ	hd& 	$ &ߙl   	   !  gߙ<  (% 	   ! '   *   !߂C ߂   B ߁<   #-߁<  "-߂`  !F B   ߁<  "- ߂B   ߁<  "- ǁF<E    !$ $ ߙ|0 	g g$ ߆,  g	pd
Pߙ	pd8 	$ )ߙl   	   !  gߙ<  (% 	   !ߟ<ǁ$F ߟ< |ߟ $   *    !     ߁<   #-߁<  "-`!F     ߁<  "-  x $!   *    !߄ $    * .   !  0 ߅< 0 (-Ġ xǁF>E    !$ $ ߙ|0 	g g$ ߇,  g	xd
Pߙ	xdh 	$ 7ߙl   	   !  gߙ<  (% 	   ! '   *   !߂$B $  ߁<  "-߁$@   ߁<ǀ X߂<߁<@X \߁$0 $$   *     !߄$߃<Ā   aǂLx   ߃<   d-`F     ߃<   d-`T $c   *`   !߅$߆ $$    (*    !  @ ߇< @ 8-ǀT $   8*   !ߊ<߉<@  ! F  ǁ<F ߉! F ߉   ߉,e)
Pߙ$ 
$ 
e% 	g	g	ߊ߉<eE e' ߙ$ 
 	e&  @ߊ @J *H*     !ߟ,g
P$ߙ\$ g		 	d$     !߂ @B "    !߃,dc
Pߙ$ 	$ 	de 	g	g	ߙg 	$ 	߄    ߃<   d-` ߟ,g
Pߙ$ 	$ 	g 	g	g	ߙg 	$ 	ߟ ߟ,g
Pg	gߙ$ 
 	$ 
$ 
ߟg	g ߁<ߙd'p 	d&p @߁ @! *    !߁,d!
P$ߙ\$ g		 	d$      !߁ @!     !߁,d!
Pߙ$ 	$ 	d%  	g	g	ߙg 	$ 	߂B   ߁<  "- pߟ,g
Pߙ$ 	$ 	g0 	g	g	ߙg 	$ 	ߟ ߁!   ߟ< -ߟ|   ߁!   ߟ< -ߟ| p ߟ,g
Pg	g@ߙ$ 	 	$ 	ߟ|ߙg ߁| 	d% 	$ 	g	ߙ 0% 	g	ߟ| g	gdߙ$  	$ $ g	ߙg 	 0% g	glߙ$  	$ $ g	ߙg 	 0% ߟ $  @ @*    ! @  ߁<  "-Ǡ  菢 @  ߁<  "-Ǡ  ` @$!  @ @*    !߃,dc
P$ ߙ$ $ deP 	g	gt	$ 
 ߃dd߃ߙ	dd 	$ P @%  X% *`   P%P#g
$ $ W	ߙtgg
 
g	 	gMߟߙg 	$ P @%  X% *   H%H#%! ߙ%' %& 
gM 	g߁d& ߙ 8%ߨ
g 	g	߁߂!  B  " ߂  B  " ߃dd@  g
gߙ
g| 	$ ߁! 0  *   !ߟgߟ
 0  % *   %9#g
 $ $ Q
ߙtg4g
 
$g
 	g߁g+ 0  P% *    H%jH#%0 ߙ%' %&  (% 	gVߙ (% 	gVߟ,g
P߅߂ߟߙ$	 	d H@g  	d$`ߟg8ߟg gߙg 	$ ߟߡ ?  ߁$ ?  ߿  ߁' ? ߿  !߁' ? ߿   @!߁' ? ߁t$ ? ߟ4 $    !߁!      !߂4B  $ ߙ|0 	g g  $ g
(ߙ
(g 	$   g,$ ߙ
0g
0߆ 	$ ߙl   	   !  ߂4B  $ ߙ|0 	g g  $ g
8ߙ
8g 	$   g,$ g
@߂ߙ
@dF  	$ ߙl   	   !  ߂4B  $ ߙ|0 	g g  $ g
Hߙ
Hg 	$   g,$ g
P߂ߙ
PdF  	$  @%ߙl 	    ߟ4  $ ߙ|0 	g g  $ g
Xߙ
Xg 	$   g,$ g
`ߟߙ
`g  	$ ߙl   	   !  ߟ4  $ ߙ|0 	g g$ ߟ,  g
hg
Pߙ
hg  	$ 
  g,$ g
pߟ|ߙ
pg  	$ ߙl   	   !  ߟ      !߁4!  $ ߙ|0 	g g  $ g
xߙ
xg 	$ ߙl   	   !       !ߟ4  $ ߙ|0 	g g  $ g
ߙ
g 	$ ߙl   	   !  ߙ߄4 	   !߼
߿߰߱ ߲
g    !g%g`Ȍ!  $!   $ d!  @' "$/X$!   $ d!  @'<  "$ $cR/ y-8XH@gP$ DgHg@ߙt8g4 	$( $' $0 ߙ8$&  	  %ߙX 	 (%@   !$ dЌ!  h$ 0lߙ$  	g@   !ߙ|$ $ g 	g @%ggߙ|$  	$  @%ggߙ|$  	$ .! .  + +%,A  + +% .   !Ȍ9  $ pp!*  !   !   h (   p     - /p    ( df  - f-  Bl d- G#b  p$B pp"*@   !h%h G   !ߙ|$ $ g 	g @%ggߙ|$  	$  @%ggߙ|$  	$  @%ggߙ|$  	$  @%ggߙ|$  	$  @%ggߙ|$  	$ . .j  	H+ 
P+*H%.J  	H+ 
P+*H%.*  	H+ 
P+*H%.
  	H+ 
P+*H%,J  	H+ 
P+*H%     !g$$ ߙ, 	gg,$ g0ߙ0gt 	$ ߙ$ 	   !dt!dȏd  $!*l   !ߙ|$ $ g 	g@    !$ xߙ|$ $ g 	g@    !$ xߙ|$ $ g 	g@    !$ xߙ|$ $ g 	g@    !$ xߙ|$ $ g 	g@    !$ xߙ|$ $ g 	g@    !xdt#dp$9p?*    !  h    d     /p     dE d- E-  C-xA  p$! pp!*    !ȏd  $ |   !$ dh%h  u   !ߙ|$ $ g 	g@    !g$$ ߙ, 	gg,$ g(ߙ(g| 	$ ߙ$ 	   !h|#' hh    !h| "!$!h 9*  >   !Ȍk  $ ppc*` /   ! ( d  0       0   (p 8  @      (-  / @d (   - (  - (/p  0 8 d 0- (- 0 (-    p$ ppd *   !%JYP*@   !h%khh    !ߙ$  	g@f   !د  Џ  $ ?* m   !Ȍ+  $ ppa*  "   !      d     /p     dE d- E-  C-B  @    !،  $   p% pph@*    !%) )H*    !  ;   !ЍJ  k  K   Pj  ЍY  $
 *P*@ +   !ȍ  $ ppl`*    ! x     p  p p/p  x  ex-p- xp-$   p% ppmh*   !$! !*    ! %  @%$ ߙ| 	gg$ ߃,g dc
Pߙ dfp 	$ #g,$ gߙgd 	$ g,$ gߙgh 	$ ߙl 	   !ߙ<g 	  (% %  `%g X H  <  $!G  9- ߡ !       !߂,ߙ\$ +g 	dD߿       !ߡ !         !ߢ B  $ C    !ߤ           !ߥ   $     !ߧ    8   
   !ߨ   $	 	    !ߪ J   
P ߙ  	   ߫ b  ߫ k  ` /   !$  d `ߙ| p 	g `g$ ߟ,  g 0gߙ 0g 0 	$   $ g 8ߙg 8ߦ  	 g  $ g @ߙ @g 	$ ߙl   	   !  gߙ<  (% 	   !ߡ !    !   !ߢ B   ߢ B  $    P C*@ r   !  ( ߤ   -ߙ$ $ g 	d $   ߤ P  *   !  ^   !߿   $     !ߡ !    ߡ 9  $   !*  N   !    ߢ   C-@ $B   "*@   !  ?   !ߤ   $     !ߦ    (ߦ   $   &0* /   !  8  @ߧ ( 8-ǀ $   '8*   !     !ߩ )  $
 *    !߫ k   ߫ y  $   +X*`    !  `  h߬ `-ׁ %   ,`*   !ߎ   ߏp!  ߼ H߿ Xg     !gP  <  p$!C x 9- ߡ p!       !$  $  ߙ| 0 	g    g$ ߂,g dBߙ dF P 	$ !ߙl   	   !  gߙ<  (% 	   !ߡ pߙ 	$  ߿       !ߡ x!         !ߢ B  $ C    !ߤ x          !ߥ   $     !ߧ x   8   
   !ߨ   $	 	    !ߪ xJ   
P ߋk   ߌmX#  ߼ ߿ g     !gP ` X p x<  $!Bt  9- ߢ ߡ xB  !   A* C       !߄,dߙ\$ .g 	d x߿    	   !ߡ !   ߡ x!     ,   !ߢ B  $ C    !ߤ      ߤ x          !ߥ   $     !ߧ    8 ߧ x   8      !ߨ   $	 	 	   !ߪ J   
P ߪ xJ   
P ߙ  	    ߫ l   h*X ߫ k  `     !߿  P߿ p   0 $     ?*    !    ߡ 0   #-  ߢ P C-!A  $!     !*    !  q   !ߤ   $  "   !ߦ  Hߦ p   ( $     &0* `   !   8  H  ߧ ( @  8- Hߨ H	@-  $     '8*   !  K   !ߪ J  $ K "   !߬  @߬ p݌     $     ,`* :   !   h  x  ߮   h x- p߭ @h-  %     -h*   !  %   !߸   $      !߿  8߿ p    $     ?*    !       ߢ    C- ߡ 8 "-a!  $!     !*    !ߤ pߙ 	܄  ߥ pߤ   ߄     ! ߅  #  ߼ X߿ `g     !g< $B>`% Y-߂B      %  g P    !g       ߡ !   ߡ !   ߡ < $B>,!   Y- ߡ ߢ !  B   "    ߡ #  $ ߡ  C *$  d!   "    ߡ ߢ !  B   "     g g4ߙ߄g 	$ ߁d$ g g4ߙg 	$ ߁d$ g g4ߙg 	$ ߁d$ pg g4ߙg 	$ ߁d$ g g4ߙg 	$ ߁d$  g g4ߙg$ 	$ ߁d$ (g g4g,ߙ$  	   !$ ߙg4g4߁g  	d$ xߟg 0g g4ߙg< 	$ ߟg g g4ߙgD 	$ ߟg 8g g4ߙgL 	$ ߟg @g g4ߙgT 	$ ߟgXg g4ߙg\ 	$ ߟg g g4ߙgd 	$ ߟg`g g4ߙgl 	$ ߟghg g4ߙgt 	$ ߟgpg g4g|ߙ$  	   !$ ߙgg4߁g  	d$x߁d$g g4ߙg 	$ ߁d$g g4ߙg 	$ ߁d$ Hg g4ߙg 	$ ߁d$ Pg g4ߙg 	$ ߁d$ g g4ߙg 	$ ߁d$ g g4ߙg 	$ ߁d$ g g4ߙg 	$ ߁d$ hg g4ߙg 	$ ߁d$ g g4ߙg 	$ ߁d$g g4ߙg 	$ ߂쏡 dD( !!g  g4ߙ  g 	$ ߂쏡 dD !!g $g4ߙ $g 	$ ߁! 0     !߿   !$ g߁ߙg4g ( ( 	d$0߁t!    ?   !$ ߙgg4߂g  	dD X߂dD `g g4ߙg 	$ ߂dD g g4ߙg 	$ ߢ C  ߄ @d  C!g ,g4ߙ ,g 	$ ߢ C  ߄ @d  C!g 0g4ߙ 0g 	$ ߂dD   B!g 4g4gߙ 4$  	   !ߟt  ,   !߂|C   C   $ ߁ߙg$g4 8g 8 	d$(߁|"   " ߃dd0  g <g4ߙ <g, 	$ ߁|"   " ߃dd   g @g4g4ߙ @$  	   !ߙ$ g<߁ߥ g4 	d$ @ߟg 8g4ߙߥ gD 	$ g4ߙ߄ߥ gL 	$ ߟg g4ߙߥ gT 	$ ߟg g4ߙߥ g\ 	$ ߟg g4ߙߥ gd 	$ ߟg  g4ߙߥ gl 	$ ߟg (g4ߙߥ gt 	$ ߟg g4ߙߥ g| 	$ ߟg g4ߙߥ g 	$ ߟg 0g4gߙߥ $  	   !ߙ$ g߁ߥ g4 	d$ ߁d$8g4ߙߥ g 	$ ߡ "  ߃ dd@ "!g Dg4ߙ Dg 	$ ߡ "  ߃ @ddH "!g Hg4ߙ Hg 	$ ߡ "  ߃ @dd  "!g Lg4ߙ Lg 	$ ߡ "  ߃ @dd  "!g Pg4ߙ Pg 	$ ߡ "  ߃ @dd "!g Tg4ߙ Tg 	$ ߡ ߂!  dD  !!g Xg4ߙ Xg 	$ ߡ ߂dD !   !!g \g4gߙ \$  	   !ߙ$ g߁ߥ g4 	d$ߟgg4ߙߥ g 	$ ߟgg4ߙߥ g 	$ ߟgg4ߙߥ g 	$ ߟgg4ߙߥ g 	$ ߟgg4ߙߥ g 	$ ߟgg4ߙߥ g 	$ ߟg g4ߙߥ g 	$ ߟgg4ߙߥ g 	$ g4ߙ߄ߥ g$ 	$ ߟg g4g,ߙߥ $  	   !ߙ$ g4߁ߥ g4 	d$ ߁d$ g4ߙߥ g< 	$ ߡ ߂Ԍ!  dD $! g `g4ߙ `gD 	$ ߡ ߢ !  B   " ߃ddP  g dgߙ dgL 	$ ߡ ߢ !  B   " ߃ddX  g hgߙ hgT 	$ ߡ ߢ !  B   " ߃ddh  g lgߙ lg\ 	$ ߡ ߢ !  B   " ߃ddp  g pgߙ pg\ 	$ ߁d$`gߙߥ gd 	$ ߁d$xgߙߥ gl 	$ ߁! $ " N   !߿   !$ ߁ߙgtg4 tg t 	d$ p߿ ߁  d$ x!g xg4ߙ xg| 	$ ߿ ߁  d$ !g |g4ߙ |g 	$   ߂ @dD !g g4ߙ g 	$   ߂ @dD !g g4ߙ g 	$ ߟg g  g4ߙg 	$ ߟg g  g4gߙ$  	   !ߡ ߢ !  B   " ߁,  d!߄ߙ$ d'  g4 	g ߢ ߡ B  $B !   " ߃dd   g ߁,g4d!ߙ d'  	$ ߼ ߿ g     !g  < $!/  9- 0߁d$  ߁d% g4ߙg 	$ ߁Č+ $     a*     !     ߟ  ߢ 0   C-   -@  '     *   !$ ߂ߙgg4߁dE  	d$ (߁Č+ $     a*     !߁ď    !   - ߟ  ߢ 0   C- ( -A  '     *   !߁Č9 $     !*     !߂߃ČB   c       D-   C-    ߣ 0   d - ߢ 0 C-ĂB  $B     "*@   !߅߆Č      ($ ߉ߙgg g  	e$߅d߅d gߙg 	$ ߅߆쌥 d 8g g4ߙ g 	$ ߆$   ߼ ߿  g p    !            g  ߙ4 ߄d X 	  0% ($   ߖ$ ߁,%߆d Hd1o 	d$o ߞ,g f7  0ߔ% 8g P @@ /   !   !   !%   	` % (%ߙ@    ! 	 %ߙ @ % 	(%߿  ߙ< @%@ @%  %    ! 	g@ 0   !fD ߙD  $ +    ! 	ߥ @    !   !%߆d(% 	  %%@   !߱ H߳ 8ߵ (߾ ߿ X  %߶  ߴ 0߲ @߰ P߷  g `߱ H߳ 8ߵ (߾ ߿ X$ ߶  ߴ 0߲ @߰ P߷  g `   !   !߱ H߳ 8ߵ (߾ ߿ X  %߶  ߴ 0߲ @߰ P߷  g `   !   !   !߁g 0%߅|d9p     %   	$ @ ߦ     !   !  (%߁ 	   !d9p 	$ @    !   !   !$ ߿  %߰  g     !   !g< $!*  % 9- 0%ߙ (%߁  	d$ @ߙ 	$߿  %߰   g    !   !   !g< $!*4  % 9-  %߁,ߋdߙ  ` d1 	` %ߙ 	  %ߙ @ % 	f% ߙL @ % 	gߙ@ d 	  %ߙ @ % 	f% X @(%ߙ 	f$ (߿ t߱ |߰ $ @%߲   g     !   !   !g< $!)T  % 9-  %߁,ߋlߙ  ` d1 	` %ߙ 	  %ߙ @ % 	f% hߙL @ % 	gߙ@ l 	  %ߙ @ % 	f%  @(%ߙ 	f$ x߱ ߿ $ @%߲  ߰  g     !   !g < $!( % 9-  ߙ  % 	   @ %߁,ߙd! 	d%  @%ߙD @ % 	 ߙLߥ  @0% 	g 0ߙD!    
   ! 	g 0߿  gߙT ]-   	d$ 0߱ ߙ 	g 0 @0%߁  (%d9p   % 	tߙ\$ @    !|     ! 	߄d$ |߿   %߰  g    !   !g< $!'d % 9-ߙ    	 % @ %߁,ߙd! 	d%  @%ߙD @ % 	 ߙLߥ  @0% 	g   %߱   	g  ߁ @0%d9pt  (% 	   %ߙ\߿ @    !|   	߄d߿ |   !   ! %߰  g g< $!& % 9- (ߙ   % 	  @ %߁,ߙ d1 	f% ߁d9` @ % 	   !ߙf% @    !         ! 	   % @ %g  ߙTg 	   !ߙ$ A    ! 	ߤ ߙ @ % 	f% @(%ߙ 	f$    !   !߰  ߙ    ! 	ߤ ߙ @ % 	f%0ߙ @0%  ߄l 	f% ߙd߄l 	   !߿ (@%  ߱ ߲  g 0g< $!%4 % 9- (ߙ   % 	  @ %߁,ߙ d1 	f%@߁d9` @ % 	   !ߙf%P@    !          ! 	   % @ %g  ߙTg 	   !ߙ$ _    ! 	ߤ ߙ @ % 	f% @(%ߙ 	f$h   !   !߰  ߙ    ! 	ߤ ߙ @ % 	f%ǡ  F a @0%ߙ߄lf% 	D' ߙd߄l 	   !   !߿ (@%Ǡ  ߱ ߲  g 0   !g< $!# % 9- (ߙ   % 	  @ %߁,ߙ d1 	f%߁d9` @ % 	   !ߙf%@    !          ! 	   % @ %g  ߙTg 	   !ߙ$ _    ! 	ߤ ߙ @ % 	f%  @(%ߙ 	f$   !   !߰  ߙ    ! 	ߤ ߙ @ % 	f%  @0%ߙ߄lס  D'  	f%ߙd߄l 	   !   !   !߿ (@%נ  ߱ ߲  g 0   !g< $!"t   9- @ %ߙ 8 % 0 	  @ %߁,ߙ (d2 	fE0߁d9` @ % 	   !gߙ ߁,@ 
   !0 -   ! (% 	  %  (   !   !   !ߙ\ 	d$oߙ @%f   	    	ߤ  @X%`    !   !   !ߙ   	ߤ ߙ @ %߰  	f`ߙ @(% 	f@߫     !   !ߙ`    % 	ߥ ߲ (ߙ    ! 	ߤ ߙ @ %߰  	f @0%ߙ߄l 8% 	fpߙd߄l 	   !   !ߙD߰ @ 	  %߿ 0  ߼  ߱ 8 g P   !   !gp< $!    9-  %ߙ ` %   	  @ %߁,ߙ xd1 	f%߁d9` @ % 	   !   %߿  @ߙ H P X  % h ߩ  p@ *   !    3 `    ! <% ߡ   % "-  & #  f1 2f    !   !ߧ  0&  (B  *    ! (< - /z-%-  (   ( f1 9f   y   ! 	e%ߙ  % @%߉,߆d  e1o  % 	$ ߙ@ j   !%   	g (%ߙ@ c   ! 	f$ ߙ @ %ߡ  	d% @%  Y   !ߔ\ߗTߤ f# d  0gd  gd ($ d 8%`(% 	  %ߡ (%%@ 8   !  %%  	 "0-ߙV    ! 	ߤ ߙ @ % 	ߥ  ߙ @(% 	ߤ (   !ߙ@(% 	   % @%'     !ߙ߆d  % 	$ ߙ@    !%   	g (%ߙ@    ! 	ߤ 0ߙ @ % 	ߥ 8 @%    !     !   !   !%%g  % ߡ  	 "0-' ߙgg  6   !$   	ߤ ߙ @ %߰  	f ߓ`% @0%߄l 	f߱   % ߒl   !   !   !`%&  (% 	@ %& $ 
 `%0%(%  ߒl * 	@ %ߒl   !   ! f1    !   !`%g 	@ %ߙd߄l 	   !߰ ߲ pߴ `߶ P߿ %߼  ߷ Hߵ X߳ h߱ x߾ @ g    !   !gp< $!d   9- x %ߙ X %   	  @ %߁,ߙ pd1 	f%0߁d9` @ % 	   !   %ߡ  8߿  @ߙ H P  % ` ߧ  h@ )   !    3 `    ! < /  % "-N0     f1 2& ߤ  (& 0- ~*`    ! -  B  < (/ 'z р/d $X-N0 @!  N9 @! f1 +   !  |   ! 	d`ߙ  % @%߇,߆d  do  % 	$ ߙ@ m   !%   	g (%ߙ@ f   ! 	f$ ߙ @ %ߡ  	d%p @%  \   !ߣ gߔ\dbgda  $ dP (f7 dr@ 0   !   !%`(% 	  %ߡ ߙT(%%@ 7   !  %  	 "0-ߙV    ! 	ߤ ߙ @ % 	ߥ  ߙ @(% 	ߤ (   !ߙ@(% 	   % @%'     !ߙ߆d  % 	$ ߙ@ !   !%   	g (%ߙ@    ! 	 %ߙ @ % 	ߥ 0 @%    !     !   !   !ߡ ߙTP 	   !%g  %  	 "0-'    !ߙgg#  3   !$   	ߤ ߙ @ %߰  	fߓ`% @0%߄l 	f߱   % ߒl"  F (%`%@ % 	D& & $ 
 (%`%0%  ߒl * 	@ %ߒl f1    !   !`%g) 	@ %ߙd߄l 	   !߰ x߲ hߴ X߶ H߿ %߼  ߷ @ߵ P߳ `߱ p߾ 8 g    !   !gp< $!   9- x % h % ` %ߙ H %   	  @ %߁,ߙ pd1 	f%߁d9` @ % 	   !ߙ\g5 8 @ P  XߔL@ 2   !  %   p  ߿        %Q(- - 	 0%%p  ߡ   0 0!Q(- -  !*    !%ߙD߾  ߲     !   !t   	  %ߡ    *    !  p     !   !ߙD P       !߂,dRodDo 	  %ߙ$    @% (ߒ   %  f  	f  @%     !@%߆d (% 	ߤ (ߙ @% s   !   	g8g;ߙ\@ l   ! 	 %ߙ @%  f %  f  	f  @% _   !   !   !߿   % 0   !  %p    /P    1--   &1 p  0*    !   !   !߱  f0    0% P* C0  (%ߙL 	 -b  " ߙD   	 -f fR ߙ\  g,߰ 0&1  	  ߙ  f  @% 0   %  f>  	f$  @%   !ߙ߆d$  	ߤ (ߙ @%    !   	g/ %ߙ\@    ! 	g2ߙ @%  
 %  f  	f  @%   !   !   !ߙg> H   !gE 	ߤ ߙ @ %߰  	fߕ% @0%߄l 	fߙD$ ߿   -  %a  !    	 -a  !    #* `%(% " 0%%߄l   	8-&1 $ 
" !$4 ߡ  !*    * G     !   !   !(%%߄l 	$  $    !   !ߙD@   !   !%߄l 	gKߙd߄l 	   !߱ p߳ `ߵ P߷ @߿ ߼  ߾ 8߶ Hߴ X߲ h߰ xߢ   g    !   !g< $!   9- P % 8ߗ @ %% X % x 	  % Hߕ @ %߁,% `d2 	fE % @ % 	   ! 0ߞ h @%%gN 	g  %fE 	g  pߐ< %gQ 	  %gS %@n   ! 	  %g\ %@h   ! 	  %gd %@b   ! 	  %gf %@W   ! 	  %gj %@Q   ! 	  %gp %@K   ! 	  %gr %@E   ! 	  %gw %@?   ! 	  %gy %@.   ! 	  %g} %@(   ! 	  %g %@"   ! 	  %g %@   ! 	  %g %@   ! 	  %g %@   ! 	  %g %@   ! 	  %g %@    ! 	  %fE0 %@    ! 	  %g %@    ! 	  %g %@    ! 	  %g %@    ! 	  %g %@    ! 	  %g %@    ! 	  %g %@    ! 	  %g %@    ! 	  %fEP %@    ! 	  %g %@    ! 	  %g %@    ! 	  %fE` %@    ! 	  %g %@    ! 	  %g %@    ! 	  %fEp %@    ! 	  %fE %@    ! 	  %g %@ ~   ! 	  %g %@ s   ! 	  %g %@ m   ! 	  %g %@ g   ! 	  %g %@ U   ! 	  %g %@ O   ! 	  %g %@ I   ! 	  %g %@ 7   ! 	  %g %@ 1   ! 	  %fE %@ +   ! 	  %g %@ %   ! 	  %g %@    ! 	  %g	 %@    ! 	  %ߙ (%@    ! 	fD  ]   !   !   !%g 	g  fE% 	g $   P   !   !%g 	g  fE% 	g $   D   !   !%g 	g  fE% 	g $   8   !   !$ g$    2   0$    !  -$    !   !  )$    !   !fE@$ s%  	g   %     !$ s  %       !   !$ c$     %g 	g  fE % 	g $      !$ g$     $ % 	 %% @ % 	fE߁d9` @ % 	   !ߙl@ $   !v    !     !%?  $ w    !(% 	` %  v   !   !% 	 %% @ % 	fE% @(% 	` %  h   ! 0%(% 	` %  b   !   !ߙ\  F   !g?  $ w %   !߁, 	d$oߙ @X%` ep e   	  % @P%@    !% ( 	 %% @ % 	fEߙ @(% 	fDߪ (   !   !% (%@   	` %  6   !   !%fEP 	   %% @%     ! 	 %% @ % 	fE @(%ߙ 	fDh  !   !% (% 	` %     !   !   !fE% 	   % @ %`0%ߙTg   	$ %^    ! 	 %% @ % 	fE@ @(%ߙ 	fD    !%߰ p߱ h߶ @    ! 	 %% @ % 	fE @0%ߙ߄l`8% 	g ߙd߄l 	   !   !߲ `ߴ P߿ x߼  ߷ 8ߵ H߳ X߾ 0 g    !   !g< $!	 % 9- 8ߙ 0 % 	  @ %߁,ߙ  d2 	fE߁d9` @ % 	   !fEߙt (g@    !       $+     !   !ߙ 	   % @ %g  ߙTg 	   !fEߙ$ _    ! 	ߤ ߙ @ % 	fEHߙ @(% 	fD(ߙt  +     !ߙ 	   %ߙtK   	` %ׄ׆$ m$
 w$ y$ hǴ  F _ F aׂF"Cg  F     !P    !F F$g)  F     !F aJ    !F&)Bg$  
F (    !׈F H    !F(9g/  F 8 ߙ߰ 0     !  	ߤ ߙ @ % 	fEpǩ  F JDP F Ja$	   @0% @%fEXߙ8" ߄lD'H $ s 	 "Hߙd 	߄lנ    !   !߿ 8`%߳ ߱ (߲   g @   !g<  %$!D   % 9- @ % 8 % 0 % ( %ߙ  %  H 	@% @ %߁,ߙ  d4 	f߁d9` @ % 	   !ߙf@ 
   !    ?    _    /     !   ! 	   % @ %ߐT`0% %g4 	$ fߙQ    ! 	   % @ % %0% 	g7fߙQ 
   ! 	   % % @ %0% 	g:Q    !ߙ 	 %ߙ @ % 	f @(%ߙ 	f߱ 8߰ @߲ 0    !ߙ 	 %ߙ @ % 	f ߄lg  ߙ @0%     	fߙd߄l 	   !߳ (ߵ ߾  ߿ H%߶ ߴ  ߷  g P   !g< $!D  % 9-ߙ  	   ! @ %߁,ߙd! 	d%0߁d9` @ % 	   !߿  %߰   g    !   !g< $! % 9-   %߁,   % d2ߙ ( 	fE@ @ %g  ߙT 	g=$  ߲ ߙ߿ (A    ! %  ߰      ߟ,߰  goߡ  	d$X %߿ (       !߱  g 0   !g< $! % 9-   %߁,   % d2ߙ ( 	fEx @ %g  ߙT 	g@$  ߲ ߙ߿ (A    ! %   ߰      ߟ,߰  goߡ  	d$ %߿ (Ǡ       !߱  g 0   !g< $!T  % 9-     %߁,ߙ d2 0 	fEߙ ( @X%  %߁, `    !$ ߆dd2o 	d$ogCߙ ߡ @    ! 	%  ߡ ߙ@    !  (% 	d$ ߙ @ %ߡ  	d% @X%`    !   !ߙ`(% 	ߤ  ߙD @ % 	   ! @%߲ ߿ 0   %߰ (߱   g @            g`< $!4 8 9- X % `ߕ P % p % h % H 3  x$  @%* T@     !   !      ! <f e0 fd  (/  / dǀ<dP-&R    !N @N FBF Cf V
&R ߱   P&F 8-0*T Վ j- @*- P< @/ x/ p/0h/0`/0X/ 
W: 8/0(/ee e ee ea f 
-ǀ<q fr RQ N @N N FN N FN N@f N N F)BFMh@Mf F	Me Mg@F	BF CF  @ `%$  4H/ej FCF   !   !  MEMH Md MF @MbMGF	BF2McFYMaF9F CF   eL FCi WFb  aMM MD M @MBMF	F2BMCFYMAF9F CF
 o m e FCI -FB  AMe Mh @MMf MMgF`FMF9M FaF CF	 O M ej FCFMd MbFRMc MaFZFߩ @FF
F    n  lk j ߱   E M@M FM@M FFCߩ @F	FO FB  AM      MD@MB FMCMA@FBFߩ @F
FCFb  ao m W  VU  T N @N F	N @N FN N@FN @N@FBFF F F C    f    !߱  @    !   !$ 2 *   !W  $       ! <   ! Ϻf ǀ<-   ! !-!F Bf &R !߱    !   !  &A -*T  $   < :-f
 f ǀ<P1 n   ! (  @$  @ !/ 0  ߣ @   !  ߢ @ e-aF B D(-aġF B F8-F B HH-!F BC E  C- @E  0eK D  !A /  aF B D(-aġF B F8-F B HH-!F Be e  C- @e  0ej d  !a  aF Bߡ @ߩ @ $ -aāF B &-AF B (-A!F  ߱   2$ aF Bߡ @ߩ @ $ -aāF B &-AF B (-A!F      !   !  $ -āF B   #-aF B  "-aAF B  !-A!F Bf !߱  @$  ǔ 2*0!   T@        ! < f ǀ<- !-!F Bf &R !߱    !   ! &B   "* T      <- :-f
 f ǀ<P1 l (  @$  @ !/ 0  ߣ @  ߢ @ e-aF B D(-aġF B F8-F B HH-!F BC E  C- @E  0eK D  !A /  aF B D(-aġF B F8-F B HH-!F Be e  C- @e  0ej d  !a  aF Bߡ @ߩ @ $ -aāF B &-AF B (-A!F  ߱   2 aF Bߡ @ߩ @ $ -aāF B &-AF B (-A!F      !   !  $ -āF B   #-aF B  "-aAF B  !-A!F Bf !߱  @ & X!r#$3 r*@ 2a       ! <   !    !- ǀ-   ! !-!F Bf &R !߱    !   ! &A a*T  e0    <- :-f
 f ǀP1 n   ! (  @$  @ !/ 0  ߣ @   !  ߢ @ e-aF B D(-aġF B F8-F B HH-!F BC E  C- @E  0eK D  !A /  aF B D(-aġF B F8-F B HH-!F Be e  C- @e  0ej d  !a  aF Bߡ @ߩ @ $ -aāF B &-AF B (-A!F  ߱   2e0 aF Bߡ @ߩ @ $ -aāF B &-AF B (-A!F      !   !  $ -āF B   #-aF B  "-aAF B  !-A!F Bf !߱  @e0 $ ߶ X*ߵ `߷ Pߴ hT  x߲ x3  <   !    !@ 	-&R  f F  V&R      !&A * T  d߲ x  <!- :F f X-P+ L    !   ! %ǂF F f F FF F$  F F a/c  i f F FB dC F)@F	ZA '@C  I F F @F9db F! F	Ra`F UFF ]F =F DF $F ,FF  `%F F    !   ! F   F  Fx F@F  FF@FF  F@  F    !F UF ]FF <F EF $FF ,F F F   @%   ! F    F   F   f F    !   !  ߲ x   !   !߿ ߼ 8߳ p߰ ߾ H g    !g P h X ` p x <  $!T 8 9- 0 (ߖ$߄D  f (d ߡx@ߑdf  @f f  @%f 8f f%  "    %  ߙ|   "-P 	 H  F A  2   F0$ &E߮ `$D  D F! FǅFBǅF FFCF ǅ<  Fǂ H0FBF ߡ x$ ߢ ߣ $   $ ǜ( FC $ F F&0   !   x  ߙtǇF  	  ߙǇ 	F@8%Ǉߡ xߞߢ ߣ :$ ף $  פ ץ F*F ǈF8BWp߰Hߤ `ߦ hd ߨ p߄d e ߨ Xe  0/  (/  <d 'df	 (-ǆ1 e3 q ft R dj%L   h  es n  o   `%r %  %  ph-ŭFkLP/ 
X  P KX-  fs LasmF+B$  0-4@/%ߍfx F"B   FqFj   !   !  h   !$ O&@)O%8%K  X k`-ŇF 9`/ `  P L`-  La9ňF* +X-g9 F9FB%g iF	"B( ]  h$ O&@)O%8%K  X k`-ŇF 9`/ `  P L`-  La9ňF* +X-g9 F9FB%g iF	"B(  h %%F M@% %F FF >F%%d    !    &W  ȸ&  y-  w-/F A F    ^-/ߴ( F,La V- 9-La`F,4F%B 7-FF߷F$FBFNf Ng   OO׹  N  N   !   !   ! %%@%F M %%%F FF >F d dek $   @  %  H iP-  @VF  /   D -LaĖF- )H-9F&BFFNNf Vd׹   ߴ(V3 ߰Hߋ$ ߰`e ߭ hf e ߭ pk ߱he lX*F.߰p` t(   !   !   !f1 f ߴ Xߓf 0/  ؎d  P//ߍx/p/f1fR ǘfs h<ߗtǆe oߞǙe-  x'$  x   '     ȸ  y- =F     #%  	F ǝF% 	F F Cߙ4 	F ߿ ߸ ߹  ߢ  A0-߸x߄F  F(-ߡ xץ F (  Ġ$-F F ?- ȸF	-פ FF FBF Nߧ N0ǆNNN f d ߣ ߷׽ ׾ ׹ ߴ(׿ ߰H߲8ߵ ׸ ׻ ׼ ׺ ߿P߼ P߶߳0߱@߾ g`g<   ġ  F $!T  9-  ǝF >ߌL%  %    %@@%  %`H% (߭ ( @%P% % g  0 g  8X%$  @g 8% g( (% ǘE 1X% 0% 	 x F F߬ xg %X%P%`H%@@% 8% 0% (%߰ 0 	  %X%  F߬ (߰ (ߙL`H%P%Ņ  FF׹ 8%@@%(%0%LE  FFF      P    !   !X%P%`H%@@% 8% 0%ߟL% (% xߡ ( 	   % F X%P%`H%߿ x@@% 8% 0%% (%ߡ 0 	   % F ߿ xg %X%P%`H%@@% 8% 0% (% 	  %  P%X%߿ (ߡ 0ߙL@@%`H%   F AFׂ?  0%8%FF߰ ((%F FFBOL"hFO_޸Fփ׾ F F  ׿ F     	  %߿ 8F ߡ   !  F ߣ 0$"D g ߿  `  F F`g  _/dBF $ $  1* P   HǞdǟdߡ Pߣ$$ߡ  dc D F` /!   Xߤ ( <dc  ` h- p   !   !ă  F פ HLd.`X%P%`H%@@%8%0%(%ߙLg   	  *# cF<E FP` F&1 D0 F1߿ (F F   L=    !   !FFFF
B&"ߡ (DH FJ`(  F
B   %MN X%P%`H%@@%8%0%ߙL (% 	g FX%P%`H%@@%8%0%ߙD(% 	g F FFǫ FZ2& E	 F^ǡ FF F  F <߿ @*E X%    !   !   !     !F F <EX%X%P%`H%ߙ<@@%8%߰ Xߢ h0%(%ߡ `ǹ g N 	Nߢ P$D F F$D  F `ߣ ( Pf y  F נ HO `ߢ p XT"X%׹ ׾ ׿ ߰ ߲ ߴ ߶ ׸ ߾  ߡ (׼ ׽   ߾ 8 :  ߡ 0׻ ߿  -:  ߵ ߼ ߾ ߷ ߳ ߱ ׺  g   !   !g %  %  %  %<  @%$!T 9- $    `%ā   P*0E Ǖǖ$ ǂ(   !   "   ! (<f) fK ff +H/ 0/ /e! deH-  MjFMaFFBwFLY FBFFFFek & iF@׸ ׹ ׺  `B&
  X P*U@ƀ  kx-+-KX- `<p/h/ gz//eeeq lP-ǂ(*f0 
f *f0  
 McFMaFei M# FMd FMbF	AM!  FC M$@FAe( M"  F M Fe L  F CM FF F?F!B`F 9L F`  F  F_B FFL^ FBF/ F6$  LE,FBR(/FFӂd L] Fǀ$$FYFBLZ`FF&F)FNFF%  FBFL FFF@LPFBF тL FF M Fd M FC%2F.FAFBLZՠFBF&F)FfFF  FBFMC FFF@LPFBF MD FF L FeI L FC F.FIFBLZ FF	&F)FVFF  FBFM# FFF@LPFBF BM$ FF L Fe( L FC F.FaFBLZՠFBF&F)F^FF  FBFM FFF@LPFBF M FF MB Fe MA FC F.DFQFBLZ FF
&F)FFFFE  FBFL@FCFF@LPFBF ӂL FF M" Fd M! FCEkF.   ( 0 8 @ H P X ` h p x % %   %F      !   !׾ N! FCN FD׽ ׵ ׻ ׼ ׹ ׺ ׸ Fפ hץ `F!פ 0F#פ (ץ  F"D  ײ @FBפ 8FBפ pN" F#F
A$װ Fף xLC״ ף FN F
FBF9׵ HF1FZLQ F)BF Bײ XF9F!F
RF LCFBFcF)BF9ױ PF!FFBF)CF
!FF	j!  FkFrBLJR FcF SBFLIIFBF`  FpBF JBFP FFBF  F1F	BF  FCF  F  F  ǖ$  zF@   !   ( 0 8 @ H P X ` h % p x %@%  F       !   !   ( 0 8 @ H P X ` h % p x %@%  F   u    ( 0 8 @ H ` P X h % p x %@%  F   `    !   !   ( 0 8 @ H X ` P h % p x % %  F   I Mc  F Ma  F Md  F Mb FF 9`F 8FAc  F@LD!`F F!LF1 FF1F F)BFF!F FF  ek jF@   !   !ƀ  F %ơ  ߵ ߶ ߳ ߴ ߱ ߲ ߰L( g   !   !g  % 0 % ( % H %<  @@%$!ܴ P 9- $    8`%ĕ   P*0E ǔǁ(T  Ơ        ! (<fi fK f& +H/ 0/ /e!deH-MjFMa  F vF L7Fek & iF  `B&
  X P*U@ Ơ  +x-k-KX- `<p/h/ gz //ee߸ ߲ eq lP-* f0 R
 MbMa  F Mb `F Mc FAMd`  Feg FL  F F*$ F FS(/d @  LF"L" L F L+Z L@FFCL FF F:L@F3FI@L" d   F UF*@L F L*R M@FFCL FF F:MF2FI@L" e   F -F*@M F L,b L@FFCM FF F:LF2FI@L" d   FF*@L@FCLF  FFL+YFaL*PF9F@L$! F)FHFFF    !    ?Ơ     !M@FCMF  FFL,aFQL+XF9F@L$! F)FHFF F LFCLF  FFL*QFYL,`F9F@L$! F)FHFF F Mb`F Ma FMc FMd@b  FF!FL$! L#F FF  ek jF Ơ  F Fǁ$߳ 8ߵ (߱ H߲ @߰ PF %߶  Ɓ  ߴ 0L  g `   !   !   !g % 0 % ( %e&    %< $   $cؔ   "* y- ę  eg  ` F T  $ƭ     XeP    ! (< 8 8/ 0/ @ / PdߔT   !% Hd-   !N  F N @ 	FO  f %߰ X߲ H߳ @߱ Pߴ 8ƭ    M`׸   Fs%߾ ߿ `߶ (߷  ߵ 0M ׹  g p   !g0< $!d X% H 9- pg  ߂,a  ߈L h  +dJ" P  %  $  ($ H %  g   % 	  `$ $  X߱ P 0%g 0ߙ 0g 	 % 0%߱ X$  % 8߲ `g 8߰ p 	g,ߙ\ 	   !  $ H   !   !  $  % ($ He_ H %  %   g  	 $ $  0%ߙ @g @߰ p 	gߙ\   ! 	   !$ H   !ߙ\g 	g ߿ h߼ H g g< $!  9- ߑ< ` % !   X$     ( $ &  ( d   ǰ   !   ! xߩ    J P% P ߋ,)   H h  "et" ߙ̯ f ߴ h (ߞg  	 $ f0  p$ %߾ H`8%߳ p 0%  ߷ Pg  ߰ g, 	@ %߲ xߙl 	   !ߪ (  "g  ߙ̯ f ߴ h (ߞg  	 $ f0  p$ %߾ H`8%߳ p 0% ߷ Pg ߰ g, 	@ %߲ xߙl 	   !ߪ (   !g ߟ, 8ߖ h 0  % h$  HgL p@% Pg,g" $ & xd2  @0X*ߙ|`   0%0#   !8%(% 	` %  0%߿ 00*T@ *%*  W   0%    !  0%0*P  8%0#8%    %gT 	@ %fs fR & &  0X*   !   !  0X*0#   !`   8%8#   !%`(% 	@ %& fs &fR 0X*VWߙ|߾ @ߙ̯ ߿ 8߷ Pg ȯ g ߴ h  	$ $ Hg ߙ ߳ p߾ Hg ߰ ߲ x 	gߙl 	   !߱ ߡ  ߶ Xߵ `ߙ4!  P  ߿  	   !  (%ߙ< 	g߿ ߼  g0    gP< $!d  9- ߙP % ߁lH %  %  ߂ %@@% !  8`%0T  (X  U     !    !߱H߳8ߵ(߿X߼ ߶ ߴ0߲@߰P߷ gP%ߞ H%`@%g g g (%߸ ߁L   %߸  	8  ߸ ߡ  ߫߸߿  8 0 ( ߙl X߿ P H߸ @߸   ߸ ߸  ߸ 0% (%  ߪ   %ߩߨ 	ߧ߿ ߡ  ߢ   "  ؏ $ ߦ  *ߧ  % 0 ߵ 0/  T ߙ    "        a   $FP "   ($' "     /ddߤ  - -ߦ -ߤߡ   -߅fof- "- H P f  `H- ߋLP- l`- eH e'   eeDe 	eߙ܏ ߅ߦ %*    ߣ  j   $FPK   X$'L ߩ  *H* ߪ-f-K-fo߿ߪ  X K-   !   !ߢ ߁$ ߥ ȯ  E 3  ߦ  ~*ߑ߇L _   !    E   4 "   I    %   a  0 0/ @ @-  dߦ   / -dߤ   -ߥ    % 9 8-     !   !   x-ߡ @-d&ddL " te  !   g/ UH- 58- C- #@-ߡߣ )- g8--ߣ4 h- ?/ /dj߄dH  g  	d'  % 4$B  A      ߣ  b ߿߄L  (b*  -  ߥ  9 I 8-      ߙT$ ߂A D  $(*  %߁l g B  C!!   "   (A#)    	g\߿   !   !߂$ ߞ$ ߦ߶44  * t  4   P I )߁L #x *-B ߾ (- <ߣ /   "H-  ߡ 7d2 t3 *2   M @    ! 
<2- P3- ( U - -TP- (- -- jX- - (/ G /a-   !    &1 d d bek !pg9     !2 -&! 3-*  '   ! B P ( <U - -TP- (- z -- jX- - (/ G /aP-   !   !    && c&1 d b  "d ek !jg9  ߦߣ4   !$  $" ߡ - d! f@)    !   !߅l߁$ !   "*  ʯ  4 8 a  1߂ !߁L xB  '- <  -   $$   "- d/      !   !ߡ $ 7d3  !2 t!**  W $ A*ߣ  $   #a0* X#f  *- Xf   H <e)  g8- 	H 5H-4 i- P# h/ 8/ 9/"@-`%d)O)  F  D   `*  C "!`%!  g9 (d ߡ &   !   X#f  * #- Xf   @ߣ <e  f8- @ @-4 h- P# f/ 8/ 9/"@-`%d)   !O) @F MD  `*  C "!`%!  g9 (d $ $ * B* ߡ  @   !$  <fD  (fd d# ߡ   d!   s8- 2- 0- - (- @  - Hߣ- f-ߦߧ (-  -P-45H- (/  / 8- 0- 8/ 0/ g/ '/ -dcd0L F D L F   ! D	 $Y!&1   $ !   $!d d   $ d d $  f@$" ߡ 4 ߢ d! -"Q 诱 ߄L$ ߁$  !   ?*ߡ    % @% ~   / (d"ߡ  - "-ߡ  ߦ  "-  Q8-ߩ q0*`%)   8 L X-   !   !h    (*  (   !p` ߙ|$
 dg` 	$ $ gdߗg h% hg 	$ @8%g g p% pg, 	  %%@8%g  xg x 	  %ߙl 	   !ߣ    !   !ߩ   ~  )     _-   -'    F- E- -* B     X- ߁L "-    !   !ߧ ߆l d(P!  F ܌T t  $  !0*2  T   "   !4   h ~  ` X<h-߬`-4 _8/ -     !   !   !  yp* 	   !     !Yx- xx-       !d &1  4&0  *  +   ! B   ~   <׸-߶װ-4 z8/ -     !  y*  	   !     !Y- ȸ-9       ! y*  	&&      !Y- -!      !d &1  $ *3   T   "   ! ~  1  F0- x F0/  < F0-ߢ  FX-a-     !   !   !yy*  	   !     !Y- -!  a   !ek v&1   1&!  ~ *  +   !  B F0- x F0/  < F0-ߢ z FX-a-     !yy*  	   !     !Y- -!  a   !yy*  	&&      !Y- -!  a   !ek p&1  ߁l!     $ *2  T   "   !4   0 ~   < F0-ߢ F-4  F8/ -     !   !   !  y@*  	   !     !YH- 	HH-)       !d &1  4&+  X*` +   !  p ~  `B h `<p-߭h-4 gz8/ -     !  yx* 	   !     !Y- -       ! y* 	&&      !Y- -      !d &1  $ Q*1P   T   "   ! ~   	 "- x "/  < "-ߡ  "X--     !   !   !yy*  	   !     !Y- -B  b   !ek v&1   
8B&&  ~ F0* +   ! I A	H- Cx	H/ @ 8<	H-ߨ ?z	X-g-     !yyP*@ 	   !     !Y`- ``-  l   !yyh* 	&&      !Yp- pp-  n   !ek p&1  ߷$  x*0  {   -   ! < ~  8 xV- V/  V-߲ @-VH--     !9,
,y*  j*     !Y- ȸ-9  9,     !@    !J- -  ,&1 e e)     !   !ߧ 18&!  ~  *  F   ! B )x < 0- * 0/ ( z 0-ߥ  @- H--     !   !   !9,
,y`* jX*     !Yh- hh-  -,90` 
   !@    !Jp- pp-  ,   !   !
0yx* 	jX*     !Y- -  60   !` && @    !J- -  0&1 e e)     !   !0 $   ߹'  *  T?*  "   ! ~  )  E(- x E(/  < E(-ߢ  EX-a-     !   !   !yy0* 	   !     !Y8- 88-  g   !ek v&1   a&(  ~  @*  +   ! Y Sx HBlX-KX/ P 	H<KX-ߪ 	OzKX-i-     !yyh* 	   !     !Yp- pp-  n   !yyx* 	&&      !Y- -  v   !ek p&1  $    % ~  ȸߘL- ߦ U  ߰P߲@ߴ0߶ ߿X߼ ߷ߵ(߳8߱H߾ g   !   !   !g 0<  @$! H߭ H 9- PߧP X `߁ h"  % ߃L E  8d5  dw x   d> d$  6  x 2 $     * 08  F d#(@    ! `<e  g߭ @e ,-%B   pn   p߯    xp!% $c .f1 4f ߱((߸ H ȸ$t Ԡ* B $   ! <-߸ @ z-6-   !'   a    ߡ  ?   $c  ( b       #   !  $ !$' ?  f1 2f ߱(   !ߙ  %g p 	ߥ HߥH߁߳ x6 $ *  B2 @    !  < /fd d&ߡP   &-  $-( --   !   !   3- !-f #  $c ߱(ߨH (B߳ x$d ( 0 *    ! s8- 0/ (<dߦP 8 0- /z ǀ-	--   !   !   !  - - ȸ 9-8-$t #  f $c   ߱(   !ߥ x$ *ߔߢ  >2 (@    ! <  d   / dߤ ( 0-ߤ  - ň- -!-#    $c f1 3f ߱(   !(߫ x HB$h  P@*     ! kX- 	H< 
P/ XeMߪ 	OzM`-ߪMP--K-)-   !   !   !#  $n   $c . f1  2f ߱(   !   ! %P%ߙt  ߫ P߰ p    !   ߉lgh߇ߦ 	ߥ @ %8%  ߢ ߧXߨ`߲hߟLߙ@H%g(߱   (%ߐ 	  %H%@0% (%ߙ߫ p  %ߪ P߈l 	gh %8%߱(ߢ ߨpߩxߡ ߙ ((ߡP  ߡH ߡ ߡ ߁L  ߋlߪhߦ ߐ 	 (%ߎL $ ߄L$ a*ߣ x <  Eߢ  d  `% c- / d!-ߣH߿P a-$ -   !   !C*  -2J @    ! 
 <f  ( 'e-$X-&  0- 0&0-g9   +$c  @B$g H-G8*    ! 	H @<i- Gz(X-   !,  h-, `- h `-h-,`-$j   g9 $c +     !   !$ f -߱(߫ ߙ8%eXߩhߐߨ @ߦ  (% 	ߤ 8< ߤ  $ 4&@߁L߾ x np*ߧ p  }ߢ $c D  (<d7  d)  @d> |d@d3ߧXߡ`dd5 8/ߡ P   &- D  /4d &0/ߡ(- '-(d   #- / g߿h   -   -dp  g    !   !   !P%ߙt X%߁gh߇߉l 0%ߥ @!  ߢ      	 @ %ߡ f g fR@ߢ fs ffdC ߢ -4 "-ߢ   (°-H%@%ߙ8%`0%߿ ߁(%  	   %@H% @%߿ 8%0%ߙߡ (% 	   %f g fR@fs f߿ f-߿ 4ߡ g "--ߡ     !   !   !߱(߂C ߰ x @<ߙt$ ߦ X(4 d *ߩ hߊL    !$@ (4 8-eW ߭@ 0  h% G@`% eK  P  (/4  8/ dߥ@-  (-d  ߨP (-	-gh߉l ߧ d ߱   ߫ 0%ߪ ߥ H 	ߤ ߢ h $ ߡ XÈ*  >2 @    ! <f f  %- DX- 4 "/-   !   !!  - a-!  $c aek qg9    !   !ߥ h$b    B*@    ! t8- u0- <ߤ X  - X- z4 /cP-   !   !   !)  ( 	H-@- 	H @iH-h@-)  i།  hek jg9    !ߙg߱  (%߲  	@ %gh߫ f@߯ ߙt߭ fJ 4 f,@ߪ nX-߉l eJ -- ߪ  eK@f ߪ ߧ - ߱(ߞ (߰ x4$ ߳ `$@ * c   ! < ߂LdW    % /d^ xd"ߡH - "-   !ߡ ` t$ ߹ PC*  >2I      ! 	<f f $- "X- 4!/P-   !   !!  - !-!  $c aek jg9    !   !ߥ `$b    BB*@    ! t8- u0- <ߤ P  - X- z4 /cP-   !   !   !)  ( 	H-@- 	H @)H-(@-)  i།  hek jg9    !`(%ߙ % 	gg f@ߪ fs@
-4
f -߱(   !߲ ߴ߶ ߿8߼ 0߷ ߵ߳߰0߾  g@g %  %  % h߯ h@%< $ $
  p߮ p `%$"  x   Y-8-߬ x   `߿  %߰ `  ߱ ߲  g   !   ! ǔ *  ߩ `j  ߰Ǖ(+  %h     fH*1   ͯ X h<  6   o   H-   !   ! ȸ Y-A-9!!#(!      !'! "        !%A %J  
X *  v   !+-%$! %#X-$! j  %J  3*  t&  u  j     !   !$ d կ Xߡ `+     !   !ߢ pߥ h 8$  8-a*B       ! B < z (-   !   !   !  HIH-A-9!!#(!      !'! "        !%A %J  
H *)-  .	X-$!!#t$! j   3*%J   s)&  u  j      @A-H@-!!#$ (!    X'! "     G   !   !   !%A %J  
@ *(-  .X-g ߙLߟ,    g#hg ߙL߁,    d0#h   !߂,g ߙL  dP#h   $  ($ H   	g  $ $ ߙ 0ߦ xg 0 	g,ߙ\ 	   !` %ߙ\$ H 	g  )ߣ ! #&$! t 3*j    %J      !   !)  u  j     !$ d  Xߡ `+     !   !%B  !-#-߰ ' b  *߳  T4   !   !߳ a   !-! A-߲ ߢ p! C  $" C     ߅,ߙL$  b  ($ Hd#h  g g   d 8 $C    \ "# 	 Xߡ !   !-$ $ ABg @ "# 8g 8$! ߙg, @ 	 %$ g X % Hg H 	g, %߱ $ g \ P߰ g P 	g,ߙ\ 	   !$ Hߙ\g 	g ߿ ߼  g߱ ߿ ߼ ߲  g   !g@ %߭  x %  %  ߬  h % % 0%ߨ   ߩ  p`%<  $ $$ ߱ A   -(%   `%ߙ4 0   ` X P H @  [ (D      F F` X*` _FC    ! p<e ߯ e e  wh/ `/-ǖ(Ǘee   !   !&D FNNNf & ߳ ߱ ߤ  BD  & F! ߿ & *D   6   !   -(-߿ F- < / / z X/ǖ(Ǘ H/g9d*@-N&`N    !   !& D0 &D( F1F)`N  N
NN	f N6`N.      !   !   !ߪ ߫ ߣ ߧ  0    	ߧ ($ ߢ 0   !g  @ %ߡ  ߿   ǖ(N  Fv  $  8 |    ^   !ߥ2  &AD@   G  F9FB $ T*2Q   F?C     !ߢ   <dB ߣ dc d  ' p/ P/-Ǘ dsdU&DH FJ`NJ`NNHf & ߳    !ߩ  @BDX & FZߪ &G8*DP     ! `,H-LX-ߪFRL- @<p`/0P/ GzpX/ǖ(Ǘ0H/eeJ@-N]`NV    !   !& Dh &D` Fk`Fc N  N
NN	f Nm`Nf      !   !   !߮ (߫ 8%  ߲  ߳ @0%% (% ߮ ߰ ߙ4p-߯ - ߳ x-f
  ߤ  e 	e  a   !߰  ߿ ߗ%     Y   ! 0  	$1F % 	 %ߡ 0  .  FsF D F %Fv 	 %F FFCߙT   	ǌ(%߿   $  %ߖd 4*O8ǎ  5F&ߢ D g ߣ߿  FF`dB dp  P/ 0/   <dQFBd2 F-  L    !   ! 	 O  % % 	N F % % 	N %F &  %&D FF   f   L= ߳    !   !߱ ߴ ߶ x׸ `׺ P׼ @׽ 8׻ H׹ X߿ ߼ ߷ pߵ ߲ ߰ ߾ h g    !   !g  % 8 %  $"   * (  $> #
   @ 0      f C ր*߰ @߲ 0ߴ  ߶ ߷ ߵ ߳ (߱ 8߾   g P%% #  O`%  0%V#p8#        ! ȸ$ >&R $ H-1 `    ! 	H P@-8-   !   !   !$ p!
    I`* +   !	  @-   8- x$ p- h*     ! ȸ$ p@-8-   !$ 
    f*I*     !	    @- 8-
    I*    !     !   !   !	  @-    8-  0%V#p#3 *    *& 
  C "  % %' 2t  
   ! < !-   !&R   f    !&U &A *     ! B < "- z-  &R  f &U    !   !%ր*    !߰ @߲ 0ߴ  ߶ ߷ ߵ ߳ (߱ 8߾   g P   !%  % #  d`%V#p# 3   X&R %c$a ` S09      !  - ( 0@-8-   !   !%`-&h-
    p!I*  A   !	     0-@-     (-  $B  8-Y   0$A    a*  /   !-%c (@-8-   !%h-&p-
     0-I*  !   !	    @- 8-     (- 0-
    -  I*X-$B          !   !,  	  a  @-!   (-   b* 8- ڭl     !  %V#p# 3 *   X   !& *
  C   !   !   !g P % H % @ % 8@%`% x$ < '    ߩ $$$ $D  ߪ   * -   ( @(% h߫ ( X1   `( ǔ(Ǖ &2߳  pP  B*    0   ! @!' *'  g+ X!   !     ` l`-%  %m    %   @% @8%   !   !  x   $   ox- a- x-E0*+ @! 
'9 $    !   !`    !'9 $ @    !'9 $ " 3   ! `!&  `# H-X-P-(   H-$  -!% F F D   a-F  !) 	)a-`9  Y   !$ - `!%!D  FF  a-#) 	a-b)!A   !X!   !   ! @(%߫ (B*   ߳ X߾  ߱ h߲ `  ߰ p߾ 0ߵ H߿ x߼ ߶ @ߴ P߷ 8 g g    `%     @  %  ߮   $   %$  x  % ($ <  x   ߨ %k  $ ߥ @  $  P    *  *y- `< H$  X%  D 0$  X o߬ (e  p p-߮ 荅   hϘ- ` `--,-   !   !   !0  '   !&1 c   ek   f ߰ ($         !C  fR '   ^      !c  fs $B        !$  
   !C  c  $B   ' fR fs ^     !1g9 4$c ߳ hߴ `߲ pߵ Xߡ   %g߷ ߄,߹ 0  $  X   ! h  U   !"   P    $ ߣ  `g $ g  c  d#h < pd   >    -ߡ    Xߕ| #P- "H-   !   !Y  +/!  + + + "$ +  f -a  + + "$     !   % 8 	 %$ (@0%ߙ  (% 	 %ߙl 	   !ߙ<  (% 	g߿ 8   !   !ߡ "   P   '   ߡ   "P-    "H-߳ hߴ `߲ pߵ X߰ ߶ P߿ ߼ ߷ H߱ x߾ @ g    !   !  g  % X%  %  %@% 8$   $ $
   #*  ߬      < *     p  (    p p/e 0 N-  H @10  	@B**   !      !     !c    x<g   X-/X-   g9 +%J c %Y  <9*     !     -   zD-!X-     g9 +   !$c $
 #* **߰ @߲ 0߳ (  ߡ   \   !#   f    f   f  8<f  ? @ -  / (  d!  0 A- 8$ $  *  :   !$s-0I      ! 	H<j@- *- 	P> @$	  *X-H@-AP-   !$c   g9 A  +QP-   !   !c $a dy  *     !  y  B < 0>b-  0-C@- "-    "-&H- CP-AX-  A  GP-  g9 a  )gX-d d ߰ @߲ 0߳ (   !   !߱ 8ߵ ߶ ߴ  ߷  g P   !$ g`$ ߯     ` %<     $#T ((A  y- 0 0ǔ߭ 0 8ߌ ph L߬ ߮   ߭ x-       x% Hx% P  h`% % %e  1 .   `B 1   `B 1   `B  ` / ߯  `Pf߱߰ x-߯X߶  7- ` `- x `/x- ep$  L`- @  `@*- XH   !ߡ X߹   %$ ߩ ߤ $
 d $ 9   ߥ ߡ h>* B   0 a      $  (< 8>$ $  (-ߣ H `% f-` % (ߣ @  e-  g )  k ߬ ߮ 3H*-y h-   `< p߭ @ g-̸-߲  f ߸- x%  8     ! %  x   !   !$߹ (ߧ  # *@-ߩ X9  *  k   !  i   !ߡ8- #	H-$% $ 0   #   ! <  P% 8ߨ @ 	H8- 	@- X-	  )-   AP-	- `A  LL  F   L-    	H-!T  &R $!  d e !   !8-&A $  *  8   ! Bߥ  0-ߥ X < (- 8 0ߥ @ z 8-  @- 0-	   	-)-  AP-! $+	- (C  LE F E-"    	  	+-)-T     AP-! $+	- (E  LE F!  E-$  T  d +e %   !   !x$    !   !ߡ ߿ 8ߦ ߥ    !߹ !  ߤ (ߧ ߫ X %#  $!   9  ߷ $*  ߨ   p   ! 0* m%P-H@-KP-$  8#``%$  Xߨ @3  $   ! H< 	O 
P8-
@- -   !	   	)h-- h 
 MP-	p- xG  LOF1 Op-     !   !T  &R &  d e     !   !ߥ Xߤ  B&A !*-  6   ! $ - < %- ($   ߡ @ z %8-  $@- -	  	 - 	-)-  ( AP-! $+I  LE F	B  E -    	  	0+-)0-T   0 	H- FP-& $ 	`K  LLFR LH-*  T  d +e $
 ` %߮ H߭-߯ e ߮ߩ  o-߱ X` %$ ߰ ߲ ߶     !6   ߱ hf1   ߾ H6 g $ W  ߲   <-R   ȸ߸ @  - -(S*0  $ ߡ(8ߥ Hߦ  (-!  ߧ @ ,9  0< (- 8>ߦ  (-$  8- 0ߥ @@ -   !߬ (  ߪ8-? H%  8     !     !$ ߫8 ` %߸ H߭߮8mX#  %߮߯lX*`    !%p*    !@8% x#% 2   -   ! <߹   -߹ X >-ߡ - CX- ȸ߸ @ 0-(-   !   !   !  )-   AP-	- M  LC Fc  C-,   	-ߤ aT  &R d $!   (- 0-aߪ fD ߥ H&A ߩ   *ߨ X  K   !   B   <$  > X% c- - *- ((- )- 0  8 (ߡ @ 8- &0- @- 8- @ %(- 8  (@- '8-   !   !   !   	-)-  AP-! $+	- HO  LIFs I-.    	   	+d -)-T      0- AP-! (- 	$+	- HQ  LI F  I-0     !T  @-+ 8-%   !   !߿8ߣ ' ߿8ߡ@g ð-O   !   !ߣ $ ߡ 8ߦ ߥ     !``%ߡ c  ߤ (ߧ ߩ  e#  $c   !  ߷ d*  ߨ H`    ! 0* %  8#$ @8%3  +   ! P<  @	@-ߩ X 
X>	H-ߪ 
@- 	PK- Hߨ @
0-	(-߹    	)h-- h 	 MP-	p- xS  LOF Op-     ! 0-T  d &   (-&R     !ߧ ߨ fD &C  #* B  J   !ߡ H 2      <$  > H% c- --ߣ X-- 0   (߿ @ (-0- #- '- (-  @-8-  	- 	-)-    H AP-! $+V  LI@F@ I-u  	  T   0-d 	`- 	P+-)P- 
P   (- h JP-+ %k@  LMF  M`-     !T  @-+ 8-$ ` %߮ e ߯  ߮(  ߯0e S*(   !   !߶ $   ߶ @*ߡ ߿ ߧ ߙ$ !   >*  9  ߡ X> SH*  Q   ! '   0ߣ h g ߤ Pߪ d ߤ Hߥ    (-J  d  - 
P< `ߡ @ 
P> ,-jP- - (-  (    #-   %- $-   !   !   ! y     P       ! p6h- 7h-p- hW   Mx-LX  %        !   !   !     ! 7 -6- (- ȸv  Y -9LE  '9   9   !ߡ  a---ek jA-   !ߡ X߾   %$ ߣ hߥ ߧ  %     %ߦ   *   e ߩ H 	     ـ*      !   !ߥ ߡ   q %$ 8ߣ   $   !ߡ H $- < %- 0> $ ߡ @ - #-ߡd!     ߡ h-&R  2(-ߡ  ( #-ߣ  e-!  a  ߡ8ߥ $# ߡŰ-78ߡ ߶8ߥ &  (<!   (> #*ߣ H  >   !ߡ8 a d*   C  8- $-ߥ    %- d- 0 e-G-ߡ @  &- #X-   !   !   !ߡ h  -  y  &R  2(-ߡ  ( #-ߣ  e-!  a     !ߡ h  eJ !-&R  2(-ߡ  ( #-ߣ  e-!  a     !   !ް-W~X-ߡ $ +     !   !ߡ $ #  d*  y*   !   !ߤ ߡ  %  %߾ x8+  ߡ X cyP* $   ߣ h d ߿ y*      !   !ߡ Hߣ8  M  %    ! #   dc ߥ  < e- (ߣ @  e--   !   !   !       !&R 2- -  0  f $ ߣ8$ a*  ,   !ߡ H #   ߡ  d-ߤ  < d-  ߣ @ z d--   !   !       !&R 2- -  0     	   !&R 2- - 0     !   !f    !ߡ +  $    !   !ߡ ߣ8$c !   #*y* 8ߡ ߿ ߿ X߾ x  %2ߡ h@ u  %ߣ     #  %ߥ ߦ H    *   ߿ $   \8$	  !   !ߣ H (< d- 8>ߥ  e- (ߣ @ Ǹ- e-   !߮8ߪeJ     &R 2`- h߬ ``-  ߰ % ߮а-8   !   !߶ ߷8ߧ ߸8& ߿ g
    <װ* -   !߹ H8   Y  >--߿   -$- ?-C-߸ @ ȸ-X-   !   !       !&R 2- ߡ ` #-0  p  ް-  eJ &R 2(- 0ߥ ` (-     !W~X-  $  %ߩ $ *  dH* Y*߿ ߾ x߭ 0߬ p%߭ `* 0e߭  e( ߱߳p߶X߷Pߴh߲x߾H$ ߯ $ P  px*h b   !߱ f 3  ߴx Xf  <fq  X`P% / fS߲   S-  Q--6/H   !   !$ N  $	 u*&~  5J-3 @    ! < '-  > $  d- A-& e)    F  1-   !U & f a*     ! B  
  < >-    '- c-  ^- A--ѐ/   !   !N2  F  f !  4-F d f f ߱߳p߶X߷Pߴh߲x߾H   !߿߰ߵ`߼   g   !   !gp X%j     %   0%<  `(% 
P<  x$ a  $Bt߫    0* Y- 
P>       h @% @ % p  %߉l P  X$L )   H @%7 ` ( 8~   HB 
-2  0   !   !   `   X%  @ h p mh- np-$
 *   i߫ (  g   ! %   ! x< >$ $ H-   !   !   !`    ! -  a-!       !  @X%   !   !/ 8 g8--a ,  + 8+ '$     ! J#$+ g9 )%J ߡ 0%Y  <*  ;   ! > !-@%A8-   !   !` %I  -  a-!       !  @X%   !   !/ ` l`--a -  + `+ ,$     ! J#$+ ` 
   ! -  a-!      !   X%   !/ H iH-)-a -)  + 	H+ )$     ! JX#g9 '%J    !ߡ ` 
   !'  @ (8-ߡ   (-4   !   !&   ! 0-f1 6w (-߲ hߴ X߷ @߿ ߵ P߳ `߶ H  ߱ p߾ 8߿ ߼  ߰ x g    !   !   !  g P% `< % X % P %  %<   $   $|D  8T   $* -& X ` X/  @   (% @$     H% pB 01 ek h> -ǔ(Ǖ $  X  - -$  x* \/  "   !fY   < Ϻ@-(-   !   !   !	  -* G    !$c  C  - !X-)t  @8%   !   !u@8%!e $    !$ *  5   !F- (ߡ  <@- z(-   !  , G  H%$c  C  - !X-)t  @8%   !   !u@8%!	 -* G e $c  C  - !X-)t  @8%   !   !&u@8%   !   !   !   !V-fs ~  -߳ @߶ (߷  ߵ 0߲ H߾    !   !߰ X߿ `߼  ߱ Pߴ 8 g p   !g$      % 0  $  (  *`%2   s    @ 2  8P   B  2  @ @/*e(0-      !   !  W  P%` !   !  a Y H< 	Ol`- [xl8/dk i@-  H   !m h h--h- h h-    ek %J  
pp- np-   !h$    !   ! $  x* /   !  8- < rX- x zX8/q@-  Hy ȸ -99- ȸ -9       !%J  
 '- a-9   !a    -!!-  -9    ek %J  
 '- a-9   !h   !   !   !$B $ * *߳  ߴ ߰ 8߶ ߱ 0߲ (ߵ  g @        g  %  %  %   x %  %<  P%  H% `   $ $"w  * Y-$x ߙ,     g?$ T  ߰     $X  ȸ    h-X-   ! j 2a  ߅l  ׯ    -sV`   $        $$ 0a  e0*T      !P  ! xB 8<f* 
PdK  @% X ?
P-X-G8/U  $ l      ! H%  	 U  $ MU $  H%    !$ ek eJG% xB$ %/ np*U o     ! - h# 0%  P% x< % `- zX-/ +g 8b
c   + C * (+  *g <(%I $ (+@x% C% *  $ x x b* * + b %g 4d
B  (+ * +*g @%B ek %  %e% (+0
 * D0
 20 +g 8b
c   + C * (+  *g <(%* % (+ x% C% *  $ xx b* * + C%g 4c 
   + d(* +(*g @%9 ek % d%e  +0
 *#0
0 H%      ! H%     '   !g Я $ g, $ ߙ| 	 $ $ "g  gߙ  ߦ h % 	 p߹ p$ g  g  	g,߹ p@8%g  g  	  %ߙl 	   !  	 '  -  -2 $# $a          H%$A  P% -   !  (   ! 0(* X-߰ ߲ ߴ ߶ ߿ ߼ `߷ ߵ ߳ ߱ ߾ x g    !   !   !g ` h߯ h߸ h p  % x   %  %    < $  $'r * X -$  $ ߍ, e$ e (e p   ȏ  *       X X    ` `/ǘ(Ǚ e  X  ̠- ` -p-_  % \ / W  $ -   !    $d $ "  ߙL  ,S Rq &    *g  P`  X   ($ H  ߦ  g 	 $ $ 0%ߙ 0g 0 	g,ߙ\ 	   !$ Hgߙ\ 	g X   !R  g       X  r-ߢ  ߡ x D-- \ $-`%X    R?   !g  $ ߢ p \g,ߙL#B   "*P  6 X   ($ H$    ߣ  g 	 $ $ g @g 8 \ 8g,#ߙ @ % 	 $ $ ߣ  8%g \ `% Hg H 	  %ߥ $ $  % `8%g X Pg P 	  %ߙ\ 	   !$ Hgߙ\ 	g X   !     X  r-ߢ  ߡ x D-- $-Y`%?   !&    ! %p- * m-$ $ ߸ h X$    ߤ *  * X  X X (Q-߰ ߲ ߴ ߶ ׸ ׹ ߿ ߼ `߷ ߵ ߳ ߱ ߾  g`g pߡ!   ߡ!    < ߡ$Bo Y-!   $ߤߙDߥ 	߁" $  $C   a*     ! D  F   ߟ,  gq( - '    *   !߁,߅ߙTd*q(gߨߩd  	g ߁߅g d& ߨߙTd ߩ߁, 	d*q(߁߂g dE ! g$" ߁,g 0d*q(ߙT 0d)q( 	d(q(߅ ߂$! 4g dF ߨߙTg 4ߩ߁, 	d*q(߁! ߂$! g  8gdF ߨߙTg 8ߩ߁, 	d*q(߁߂!  B  " g  ߂  g <߁ߙL <dF  	'8߁g @0 Hgl$ ߙ$  	   !xߙ\g  g ߨg @ 	ߤxߟg Egtߙ  $  	$ $ g Eg ߙ\g   	  %ߟg Kg|ߙ $  	$ $ g Kg ߙ\g   	  %ߟg Qgߙ 0$  	$ $ g Qg ߙ\g   	  %ߟg WgߙX$  	$ $ g Wg ߙ\g   	  %ߟt      !߁ߙ$ $ 0 Xg 	g [g [g g  ߙ\$  	  %߁g `gߙ0 h$  	$ $ g `g g  ߙ\ 	  %ߟߙ$ $ `g 	g eg eg g  ߙ\$  	  %ߟg kgߙh$  	$ $ g kg ߙ\g   	  %g qg$ ߙ$  	$ g qg ߙdg   	 8%ߟ$ ߟg xgߙ $  	$ $ g xg ߙ\g   	  %ߟg gߙ p$  	$ $ g g ߙ\g   	  %ߟg gߙ x$  	$ $ g g ߙ\g   	  %ߟg gߙ $  	$ $ g g ߙ\g   	  %ߟt       !߁ߙ$ $ 0 g 	g g g g  ߙ\$  	  %߂߁,g d%$ߙP $ 
 	$ 
$ 
g g g  ߙ\ 	  %ߙ$ $ g 	g g g ߙdg   	$ ߟ$  ߟ    ߁ g gߙ0@$  	$ -$ g g ߙ\g   	fߟ   ߁ g gߙ0@$  	$ -$ g g ߙ\g   	fߟ   ߟ,߂ g$g g ߙP@$ 	 	$ 	-$ 	g g ߙ\g   	fߟ   ߟ,߂ g$g g  ߙP@$ 	 	$ 	-$ 	g g ߙ\g   	f߁߂!   B    "-߃ ߙ$ $ p@g 	g -g g g  ߙ\$  	f߁!   ߂ g gߙP $  	$ -$ g g ߙ\g   	f߁g gߙ0H$  	$ $ g g ߙ\g   	  %߁!   ߂ g gߙPH$  	$ -$ g g ߙ\g   	f߁!   ߂ g gߙPH$  	$ -$ g g ߙ\g   	f߁!   ߂ g g$ߙP $  	$ -$ g g ߙ\g   	f߁t!    $   !ߟߙ$ $  g, 	g g g g  ߙ\$  	  %ߟ   ߁ g g4ߙ0 $  	$ -$ g g ߙ\g   	f߁! $ " c   !߃ߙ$ $ p g< 	g g g gߙ\$  	  %߃g gDߙp $  	$ $ g g ߙ\g 	  %    d        0    d  0 ߅ 0   0/  ܥ d  - d-g gLߙ$  	$ -$ g g ߙ\g 	f     d        0    d  0 ߅ 0   0/  ܥ d  - d-ggTߙ$  	$ -$ gg ߙ\g 	f ߟߙ$ $  g\ 	ggg g  ߙ\$  	  %ggdߙ$  	$ $ gg ߙ\߰g 	  %ߟ߁ !   $!     ߂ gglߙP 0$  	$ -$ gg ߙ\g   	  %ggt$ ߙ$  	$ gg ߙdg   	 8%ߟ$ g!g|$ ߙ$  	$ g!g ߙ,g   	 8%ߟ$ ߟ,߁g$g%g 0ߙ0$  	$ $ g%g ߙ\g   	  %ߟg1gߙ 8$  	$ $ g1g ߙ\g   	  %ߟg7gߙ @$  	$ $ g7g ߙ\g   	  %ߟ   .   !߁ߙ$ $ 0g 	g>g>g g  ߙ\$  	  %߁gBgߙ0$  	$ $ gBg ߙ\g   	  %߁gHgߙ0$  	$ $ gHg g  ߙ\ 	  %߁ߙ$ $ 0 g 	gNgNg g  ߙ\$  	  %߁gSgߙ0 $  	$ $ gSg ߙ\g   	  %gXg$ ߙ$  	$ gXg ߙ,g   	 8%߁$" g^g$ ߙ$  	$ g^g ߙdg 	 8%߁$" ߁gegߙ0 $  	$ $ geg ߙ\g 	  %ߙl 	   !߼p߿߰߱g    !g (   0 8 @ H Pߡ 8!    ߡ @!   < ߡ H$B_0 Y-!   ߁ߙ$ Hߥ 0g 	   !$ A    !ߟ߁ !    ߟ쯡 ߙ  	g ߁ߙ$`ߥ 0 	g߁ߙ$hߥ 0 	g߁߂$ߙdD % ߦ 0 	߇@    !ߟ ߙߥ 0߆ 	   !߁߄$ߙ% ߦ 0 	߇$߁! $ "    !ߟߙ ߥ 0g 	   !ߙߤ Pߥ 0 	g߂߃B c   $c   C ߁  ! 0 ߙ " -ߥ 0 	g߁߂$ߙdD % ߦ 0 	߇߁߂$ߙdD % ߦ 0 	߇߁!       !ߟߙߥ 0g 	   !߂߁$E ߙߦ 0߇ 	d$ ߁߂$ߙdD %  ߦ 0 	߇ߙ 	   !߼  ߿ (g p    !g< $!\P% 9-ǀ  ߁߂! B  " $    X a*     !߃쏤    c    d-ǡ  a $c   c*`   !߅ $   %(* e   !߆쏧  8  8 8 0-ǃ<F ߆쏧  8  8 8 0-ǃ<F ߆쏧  8   8Ǣ F  0-߆쏧  8 ` 8 0-    $   f0* 2   !߈ %) 	   @   	@! ߉  @!) 	@# ߈쏩  	H  8 	H	@-ǥ F! ǥ ǆ$Ǥ L1  ߈쏩  	H   	HǤ F !	@- %   h@*    ! %   -h*   !@%g p    !g< $!Z\P% 9-߁+ $     a*     !  ߄   (߂쏣    ܄  B   - C-ĀAF ߂쏣    B   C-@  $B     b*@   !@%g P    !g< $!YX% 9-߁t!       !߂C $   $y  "*@
   !߄  $       ߄ $   D * i   !   0! ߆   0!  ߈ 0  H߆쏧  8      8	@- 0- F   ߈ 0  H߆쏧  8    8	@- 0- F  Ǡ ǣ F ǡ Ǣ L  Ǡ ǁF <E     !Ǆ     ߎ `  xߌ쏭 ߁ h  8݌ 8 h" hp-`- ߘ쏡   ŇF)@ C- h -FF1ǇF)BF)BǦ F)Cߌ쏭  h ݌  h`- %   L`*   !  $!     !*    !     !ǉ  ߙ9 $   '9  !*     !߁  $B!  "    ߁* $   A*  i   !   "! ߁"   "!  ߃    ߁쏢   c  !    d- "-j+FR  ߃    ߁쏢   c !   d- "-j+FR Ǫ ǭ FRǫ Ǭ MKb Ǫ ǋFQ<E    !ǎ   (  ߃    ߁쏢 ߆  c 8! 8  H d- "- @߅쏦  0 o1F|@ 8-ܥ H 0 (-ĲFǯ  F{F{ǰ F{߁쏢   !   "-/ $!   A*    !  $!     !*    !`%g p    !g< $!U(X% 9-߁,!  ߂,$! A  ߁,!  $ " [   !߃߄c   d $     #*` (   !߅쏦  0 ܥ p 0 (-ǀ߅쏦  0 ܥ x 0 (-ǀ߅쏦  0 ܥ  0 (-ǀ߅쏦  0 ܥ  0 (-ǀ $   %(*   !߇t   $   !߈߉ ) 	 $     (@*     !ߊ쏬  ` J  `LP-ǁAߊ쏬  ` J  `LP-ǁA %J   *P*@   !ߍ $   -h* y   !ߎ %    p  ߏ  %     P! Np* `   ! ߃    ߁쏢   c p!    d- "-b#F߁쏢   ! p  "-" ߃    ߁쏢   c x!   d- "-b#F߁쏢   ! x  "-" ߃    ߁쏢   c ! 0  d- "-b#F߁쏢   !   "-" ߃    ߁쏢   c ! H  d- "-b#F߁쏢   !   "-" $!   A*    ! $!   !*    !ߙt9    U   !߁9 $   !*  M   !߁ $B!  "     ߂  $! C     CP! A*  4   ! ߃    ߁쏢   c ! X  d- "-d%F! ߁쏢   !   "-$ ߃    ߁쏢   c ! h  d- "-d%F! ߁쏢   !   "-$ $!   A*    ! $!   !*    !`%g `    !g< $!PP% 9-߁,!  D  F `ǀ(F  ߁,   ߁߂! B  " $    X a*  X   !߃쏤    c p   d-cǢ F߃쏤    c p   d-b߃쏤    c x   d-cǢ F߃쏤    c x   d-b߃쏤    c    d-cǢ F߃쏤    c    d-b߃쏤    c    d-cǢ F߃쏤    c    d-b߃쏤    c    d-cǢ F߃쏤    c    d-b $c   c*`   !߅ $   %(* K   !߆쏧  8   8 0-ǅ<F! Ǥ  ߆쏧  8 ` 8 0-    $   f0* )   !߈ %) 	   H 	@! ߈쏩  	H   	HǦ F 1	@-ǧ ǈ$Ǧ LA ߈쏩  	H   	H	@-ǧ F1  %   h@*    ! %k   +X*`   !ߌt   4   !ߍߎ   $     -h* (   !ߏ쏸     x-ǩ F
JBߏ쏸     x-ߏ쏸     x-ǩ F
JBߏ쏸     x- %   /x*   !ߙ|߁9 ! ! ߁  ! ! $     !*     !߁쏢   !   "-,ǫ FZ߁쏢   !   "-+ $!   !*    !@%g p    !g< $!KP% 9-߁,!  D  F `ǀ(F  ߁,   ߁߂! B  " $     X  a*  H   !߃쏤     c p   d-cǢ F߃쏤     c p   d-b߃쏤     c x   d-cǢ F߃쏤     c x   d-b߃쏤     c    d-cǢ F߃쏤     c    d-b߃쏤     c    d-cǢ F߃쏤     c    d-b  $c     c*`   !߅t   4   !߆߇    $       &0* (   !߈쏩   	H   	H	@-Ǥ F!߈쏩   	H   	H	@-߈쏩   	H   	H	@-Ǥ F!߈쏩   	H   	H	@-  %     (@*    !@%g P    !g 0 (< $!I% 9-߅߄߃߂߇\߁h@I * ߃߁߂k ߃! B  c ߙd  d   	   %߿ 0߰ (g     !gP h ` p x      ߡ x!   ߡ !   ߡ !   ߡ p< $BH|!   Y-  Lߡ x!   Hߡ x#  $  D D a*  Y   !ߤ p  $  @ @$ * J   !ߥ p D$      0 @ (! <      0    ( 8    (  ( (/ <  0 8 dߥ  0- (- 0 (-   8 8     ! 8 	H  	`  	H ߫  	H Dlh- 
P   	H/ X e,ߩ KP-,H- 
P*H-Š    D L*X*KH L D HIX*KH H @%  @ @.p*   ! D%  D D ox*   !߸ x  $  D D8*     !     D     /  g߿  - "--ǁ   D'  D D?*   !ߡ x9  $  D D!*  r   !ߢ pK  $  @ @b*@ c   !ߣ p D$c   d     @ d! <ߣ j  $  4 4C*` K   !      0    ( 8    4  0 8    (  ( (/ <  0 8 dߥ  0- (- 0 (-   8 8 &   !  	H  	` D 	H  `/ 	h  4e߬  p D `- pF h- 	H h- 	H D ` ţ  F< `  	H/ h e.ߩ  h.H-`-F,H-"   4'  4 4X*    ! @'  @ @*   ! D$!  D D!*    !ߢ B  ߥ pߦ x$B Xߨ ߩ ߪ ߫ ߢ ߙ  g X 	gǄ 0ߢ xC  $  D D b*@ ,   !߿   $  4$9  4?*    !    4    D      / D     d%ߡ  D- %-  "-ǥ 0%   4$!  4 4!*    ! D$  D D f0*   ! H L D D'8* >   !  @  @ D 	H   @/ 
P eߨ *H-@- 	H	@-ǆ    	H  	H D 
P  
P  	H/ X e,ߩ  X,H-KP-*H-'  ǈ(F9F 9D)8   
P *   @  @ @/ D  H 
P eߨ *H-@- 	H	@-ǆ   D%  D D(@*    !  p  p H x  x  p/  e߮  p-x-p-  F JMDH  ( ($  4 4.p*    !    4   "      / H    g߿  "-- -Ǌ   4'  4 4?*   !     L     /  d$ߡ   $- C- "-+  F ZDX  $ $$  4 4!*     !  0  4 8     (  ( (/ L  0 8 dߥ  0- (- 0 (-ǌ   4$  4 4%(*   ! H%)  L D%Y D)H*     !  X  X D `  `  X/ h en߫  hnX-`-lX-m  F kMDh     $  4 4l`*    !    D x     x- /  g߿  x - x D-    x/  e߯ -x- x-P  ǎ(FsǏ(F{FsǏ<Fs ,  x  4     x  4  (              4  x D      x- /  d#ߡ  x  #- x "- x/ D    e߯ -x-   x-  /O   F|    4d D  ߤ  0    - (- (ǯ ,F{   - x  xĎ x/ Dǐ<Mσ    e߯ -x- x-   4%  4 4ox*   ! D$!  D D!* b   !߼ `߿ hg     !g 0 8 @ H P X ` hߡ P!    ߡ @!   ߡ H!   ߡ 8< $c=!  % y- ߡ @#  $      a*  .   !ߥ 0ߤ H    $   ! $ *    !  @   	H 	   8  8 8/    @ 	H dߧ h	@- 8- @ 8-ǀ   $   '8*   !  %k      kX*`   !߬ @  $     ,`*    !߭ 8  $   mh*    !߮ 8  %     x p! ߮ H  $   Np*    !            #     /     g߸ X #-- -               #       #     /     g߸ X #-- -    J   !ߡ 0!          $-   #        @   #              #-  / ( dߤ `    - ߡ p  - #-Ă  #F ߣ 0 8  8c      (     e-    	H  d  8/	@-dߧ h @  8-   8-  /    F@     d&ߡ h d- &-  #-!   $!   A* ~   ! $!   a* f   !  $!     !* W   ! @%g p    !g< $!9X% 9-߁,!  ߂,$! A  ߁,!  $ "    !߃߄c   d $     #*` 0   !߅쏦  0 ܥ p 0 (-ǀ߅쏦  0 ܥ x 0 (-ǀ߅쏦  0 ܥ  0 (-ǀ߅쏦  0 ܥ  0 (-ǀ߅쏦  0 ܥ  0 (-ǀ $   %(*   !߇t   $   !߈߉ ) 	 $     (@*     !ߊ쏬  ` J  `LP-ǁAߊ쏬  ` J  `LP-ǁA %J   *P*@   !ߍߎ   ߎ|  h  $     -h*    !ߏ쏸     x-ǂ %   /x*   !ߙ9 $   !*     !߁ $B!  "    ߂ $! C    CP! A*  v   ! ߃    ߁쏢   c p!    d- "-c$F߁쏢   ! p  "-# ߃    ߁쏢   c x!   d- "-c$F߁쏢   ! x  "-# ߃    ߁쏢   c ! 8  d- "-c$F߁쏢   !   "-# ߃    ߁쏢   c ! 0  d- "-c$F߁쏢   !   "-# ߃    ߁쏢   c ! H  d- "-c$F߁쏢   !   "-# $!   A*    ! $!   !* s   !߁t!    U   !߁9 $   !*  M   !߁ $B!  "    ߂ $! C    CP! A*  4   ! ߃    ߁쏢   c ! X  d- "-e&F)@߁쏢   !   "-% ߃    ߁쏢   c ! h  d- "-e&F)@߁쏢   !   "-% $!   A*    ! $!   !*    !߁|9 $   !*  S   !߁ $B!  " ߂  B  "     ߁* $   A*  9   !߁ $B!  "      "! ߂ $! C    CH! !*     ! ߃    ߁쏢   c !(  d- "-g(F9߁쏢   !   "-' $!   !*    ! $!   A*    ! $!   !*    !`%g `    !g< $!2 P% 9-߁+ $     a*  !   !  ߄   (߂쏣    ܄ B8   - C-ĀAF @߂@ F ߂쏣    B   C-@  $B     b*@   !@%g P    !        g< $!1T  % 9-ߙd  	   !߿  %߰   g    !g< $!1  % 9- % 0%ߙ| (%  	 @ %߿  %߰   g    !   !g< $!0  % 9- % 0%ߙ (%  	 @ %߿  %߰   g    !   ! $  F  !$  -F, <E  p   !!F aF!a<E g%X*` *   !$1"  < d @ 
cP-   !b  F !F,>E <   !ek j'9  8'$   * 	(B    ! (< X- /zeP-   !   !c  F !F,>E    !d ek F !!F,$>E    !j'9 $    !'9  H @-L@F )F )aF,5AF%e %F&eF,,ׅF5*>  F6)>gF :!F,AF(eF4e %ׇF5:>F,D  F69>   !iF JF,AF*eF4e׉F5J> %F,TF6I>   !   !E    !  F E    !  F7>F7>E    !'"    !   !   !    !   !   !  %    !   !gߙg   X 	   %$ ] P @%       ! H   @    !gߒD@% 8g ($ ] 0ߔD  ߖ gg   !   !   ! 	  % @0%%`(% 	  %(%%@ r   ! 	  %ߙT  % @X%`    !߰  %(% - 	d& `& ߙ(% 	   %@%  @%    !     !g  %ߢ $   @%ߓߙT $P c  - 	d& `   ߓ   !߶  ߾ ߵ (߷  `% 	   ߤ   %߿  3  +       ! <  % %߰  -   !   !   R-&1 ` `fs fR t@  ߥ  &#  (B d* (<` ߰   /z-e-   !   0-a `     0-a dfs fR t    !߰ P߲ @ߴ 0߿ Xߢ ߳ 8߱ H߾  g0   !   !߱ H߳ 8ߵ (߾ ߿ X$߶  ߴ 0߲ @߰ P߷  g0߾ ߿ X  %߰ P g0   !g  % 8@% P %   %ߧ h @ % d 0`%   %  ߪ  ߡ   H ( @ a <@ .  %   %  (%   %  P  H% @vX-k    %&    0 ` -@  X   !   !	H!   +-*h*  d    !  H% 0! p$  - <   !  (%x*f      !   !   !ߧ h d     !   %  P   ! < @ ߲  6-T(-@0%1   &     %  x   H% X  d  X! @ 
 -   !	H!!  +-**   d    !   ! <   !* f      !ߧ h d  P   !    %2#  B  (%  %   ! @ 6-!   &  ;  0   !  4  H%`    ! < P% @%AX-   !   !   !!      *- %) L g9   +d    ! P%%!  1*     ! 	 <B- z!X-   !   !!      *- L   !     *- L g9  +d $  0! <  (%* f   V   !   !ߧ h d  Q   !2#  B  %   ! @ 6-!   &  < /ߡ    0% >   %-  a   H%d     3 A(!`    ! < P% @%AX-   !   !!      *- %) L g9   +d    !%!  	HI- 1*     ! < z P%!X-   !   !!      *- L@  !     *- L@g9  +d    ! <* f    !߱ @߳ 0ߵ  ߾ ߿ P߶ ߴ (߲ 8߰ H߷  g `gܡ  @ <  # @4 (% 8a c  #  (@% H   %ߧ   0`%  `  %ܢ   X t P߱ x 8      O  %`9  %  @%߱ xF a  %  %  0   !߮   @ @-ߧ     '  4  8F   -  P% @!   H 	H IH-   !   !   ! 9     P!F    `   ` @! `- `,`-ŀF  !F   FX*  d   ` `   LH-   ! @!   hFX* h  F  d  MH-`   !   !&R W 8! <  %ߧ  x*g      !   ! t `    !  @%߱ xF a߲    %  0   ! <R @ Ǻ߶ ^-߲   T ' % 9  ؘ-F  Y     P%fR    ,8! @!     AH-   !   ! 9     P!F        @!  9- !-!F aF `FX*  d       AH-   ! @!   FX*   F  d  AH-`   !   !S   !ߡ  3 <߲  * g      !   !   ! t  F   !`   %@%F a  %  %ߡ  ! @ >0-ߡ    & '  0  8   !   !  '   ! < %H-   !   !!       P!C   C   A-+  ` F        +- !-"F F g9     d   d g9 )   !   !   !&R W 8!ߡ  3 <  %* g   N   !   !߱ x t` I   !F a@%  % ߡ  ! @ >0-ߡ    & '  < 7ߡ   % 4   &-   !   !%A   fR     &8! < H-   !   !!       P!C   C   A-+  ` F        +- !-#F F g9     d   d g9 )   !   !   !S   !ߡ  3 <* g    !߱ P߳ @ߵ 0߾ ߿ `߶ (ߴ 8߲ H߰ X߷   g pg 8 %  ( pA @ P 0? 3   % H %  % h  % 8 `  %(h X @5     X%`   y j   i   %q (@    !@%p 0     ! %t 8߆  o(g { m   !H%  ߃, P%dc%X% d-c@ `    ! P%E 8 $  H%@@%`8% (%dٙЯ  % 	ߦ    S   !   !X% P% H% @@%`8%ߞ(%gٞ  % 	ߦ    C   !   !H% P%A 8  $ @@%8%0%ߟ (%gЯ  % 	߫    0   !   !   ! P%H%@@%8%0%߁ (%d9  % 	߫       !   !A 8  $ `@% 8% `0%ߞ(%gٙЯ  % 	߫       ! P%H%`@% 8% `0%ߟ(%g  % 	߫  ߱ `߳ Pߵ @߾ (߿ p߶ 8ߴ H߲ X߰ h߷ 0 g    !   !   !g x < "  8   A ߙ %    	    Pߥ  $!  ( PĠ    ߔdߙ\  @% 	ބ  (%   @% @   HA    %%߃ ߕ4 0  ds `%   !   !!  % 	&  %އ  0% 	@(%(%&  `%*f1 ߵ  ߙ<$ ߳ 0ߴ ( 	$ ߙ %߲ 8߷ ߱ @" ߰ H 	߶ ߿  g P   !   !gЏ     %ߙ  %   	     H%2
   )  @    ! 
< %  @X% _@-   !!  D  F  %) `  ek hg9  	(%#   B p*`    !  < EX- 'z%-dP-   !&  D F`a  & D F`a ek jg9    !ߙ4 (%߱ ߰  ߧ  	 0%ߙ 	  %߰  ߿  g 0   !g ߒt  B  D B D  F	 F B D B D B D( B D0 B D8 B D  F9F ߁,F)`F1BD  d&rF$r#rF`F  C ,D 0 $     %  $  8% ߙ4 ` %  (  	 %$ $  %߱ fF h߲  	 8%߰ ߿   g  g  %$ ߂, 8% dPrߙ<   %   	f 0  HF D
    LF    PF  D	 D   TF  M  XF  D D  ߂t @߰ E ,J $ I $  8%߱ H ߙdD hC  	A߿   g  g D  F  ߁,d!r  ` D  F      d D  F   %߇\$ d& `ߙ4   ` %  	  hߙ4 ߁\`    ! `(% 	'  ߙ4 ߁\    !  	'  ߙ4 ߁\    !   	'     !   !߰  ߿  g g D  F  ߁,d!r  p D  F    t  D  F    x܂ B    D  F   %߇\$ d& pߙ4   ` %  	  |ߟ ߁\`    !g0 (` % 	&  ߁     !d90߁\ 0 	&     !   !ߟ  ߁\    !g0 8 	&  ߰  ߿  g    !   !   !gЌ HD  F  ߁,d!r  ܃ @ c   D  F   %  ߐ\$ d&     ߙ4  Ā ( @ % 	  * H߱ @ %ߟ@ 	  `0%g0 ߡ   	d% Lߟ\  `8%$ ߙ|߰ $ ߡ   	d$ ߿   g 0gЌ PD  F  ߂,dJr@ Ā `@  PĀ `F  !$!D ā hF aFL!F   @ Ā h@  8D  F  @  <D  F  @ ܙ   X%    +     !D F C ߰   xD F   C  D ߒ4ߑ\F@% '  eF $ 	 	C @% < H 	'  ߲  ߇d0 &   	f $ 0ߙ|'  $ ߱  	f ߰ ߿  g 0g߂,   %$ 	 Pߑ\ @ߓ< XdPr`%   %'   ` 	f   F  D   P   `   l  F  M  F  D D   "! " $ ߙ4$     	$% 0 P (  K ߐ % 	    P  % @%   	    0 Hߦ   `% % P 	'  ߢ  8$  `% P @%'   	 @0%$   Pߕ<    %߰  ߱    !   !   !  (%  %` %"   	  f &R  Pf1 X*  @%ߵ 0ߐ߲ Hߴ 8 % 	ߤ  % 	ߤ    !   !߰ X߳ @߿ `߶ (߱ P߷   g p   !   !   !הߙg % @ % 8 %  H% P   X `  $ p    ! F  !F4 2 F  0F   HF `F ņE  F42Ƃ  F F    F ņ   !   !F ` (E 	   ! -#F   F `   !   !F a  3   !q* b     	q  פ F !!F &#߁0%`(%D(  @%F)aF&!F%!  ߣ ߿  ׶ F a <b    _-  SF % F !d1 %   !   !   ! 	F  %0%F8`(%F 9  f F >a  @   !X%  P% F aF  F4i2E $ Dp    !F !`     !o  F {F9z<RP!S*E	 F/<E    !%)    !   ! qX-   !   !  	 i   	    P%  H%F aX%߿ װ F ! `      !q  F aF9<E F1<E    ! %  A-%) *  RP!S*`qX-߱ P߳ @߿ `׸ 0ߴ 8߲ H߰ X׹ ( g p   !   !߰ Xߴ 8߿ `߱ P߳ @ g p   !ǂ߁tgǁ(   % X%  %  (  r @ 1 P     !" ` 	   !1 h  
   !# `p   !   !   !     !   !   !eg  (%ߙ߄,f  d% 	d ߙ 	$   !߰    T` `  X` d  \` h? L X? P \?      !! ߿ (     !" 0@ L   !߃tp H @     !     !     ! %9 @     !    !    !   !   !߿ (     !  (p  0%߉f (e9PG H f    	e4Pf& %G H f 0 	f %f& 0G H  ߴ  f 8 	f  ߉t( ߙ<% (   $ H $   	p ߿ ( @߰  ߳ ߱ ߲  g 0   !   !߳ ߱ ߲  g 0߿ (` X߲ b db `a h߰  ߳  g 0   !g   % ($߁, 8p 8 0d1%* X   @  	* {    ! "-B @    !   !ߙ (% 	f$xߙ 	@ %  ]k <ܱ @p   5    %     !   !   !9 4   	   !
 @    !* k <    Fa x" " k <  b x  ?   !   !ܱ @p   5  `  `%     !9    !   !4   
   !
  @    !* k <     'd x   !% % k <  (e x     !   !ܱ @p   5    %     !9    !   !4   
   !
  @    !* k <  8  g x   !( ( k <  @h xߙr    !t <u Hk <   ! 	    %  %ߊi <b @  eR(%@%0% H-   	F !@%0% @(%-    H-N    &  <*f1 ߰ 8߲ (ߵ ߿ @߳  ߱ 0ߴ  g P   !   !gߙg  	   %   @%߁,ߙD d1%  l  	f$ @0%ߙDf% 	  %gߙD@ <   ! 	g @0%ߙDg 	  %ߙD@    ! 	f$ @0%ߙDf% 	  %$ ߙD@    ! 	g @0%ߙDg
 	  %$ ߁t@ <   !  :?     !߂t  6A    !ߙD 	ggߙ\ߣ  b- 	dd ߙg 	dD  @(%ߙ߃t 	dd h  !   !ߙ 	   %$ m$
 s$ $ dP  ߋt $	 y  a     !$   b    !   !
    !  	` 	    !$   c $ d    !߱ ߿ ߰   g 0߰  ߙ 	f$߱ ߿  g 0   !   !   !g` Hߞ x %% p  g  	   %fA ߟ, Pgg% X$ * `ߕD hߔD   @%  %  ߓT     ! 0fA  8fA  @ (   !   !   !%  6 &1  	  %g& `(%&$g  d(% @0% 	  %ߡ ($ ]@ r   !ߦ 0   v*9   e   !  c   !`%   % "-!       ! 	g+$  WC     !`%  %ߦ 8 	g.$  N_  % 	g< @0%%g7 	  %`%f @ "   !g   	gA  (? D (+ z  `    !$ $ $  ߡ ( "-!      !  C ߄t   	D   E    !  @    !   !F % 	gH @0%%gD 	  %$ @    !  _    !   !ߦ @  %$ (a    !`% 	g4     !   !   !@0%f `% 	g1ߙ  % 	$ ]@ 
   !   !%(% 	   % @% v   !   !gLߵ `ߞtߴ h߶ X߷ P  ߿  ߐ J   ! %3  	 (% %@ F !׀D% F 2E  
   ! 	gQA F aׁ  F!2   !   ! % 	gTB F aׂF"2   !D% E 
   ! % 	gXC F !$ T׃  	F#2 % 	g[D F %!$ TׄF$2D% E    ! % 	g_     ! % 	ga   !  ߞ,3    !g% %F  	g % 	gd߱ ߳ p߾ H߿ ߲ x߰  g g ` %ߙgf   	   %ߙ (ߞ,g% 8 @ X h @%ߖLߐt@ ߕ 	gߙ 	$   !   !gjߙT@ %   	d& `  ǀߙ X   T   D   @   <   ,   (   $           ǀ( \    0? L  ߁, Hd!% P     P    !E ` 	d$(   !   !%  % 	$ [gmߓDߟ, @%߂  k   !g%d?@ $ ]`%dTp    !   ! 	  %ߙ䏁߄ "+  	   ! 	 (%(%ߙ  ߋ   !   !ߙ 	  %`% @ % 	(%ߙߋ   	` % @%%(% 	  %ߙ @%  
P   (% 	ߤ ߙ 	$P     !   !  ߡ * L %* {  #   !@(%   % "-!      ! 	dd 0     !   !@(%  % 	d$ H     !   !%@(% 	   !     !   !   !@(%  % 	d$ %  % 	$ [`% @%    !߷ 0ߐtߵ @ߴ H߲ X  ߱ `߳ P    !ߙ 	gr   !   ! $ pߙ<߾ (  $! $  ߰ h 	A `߿    " h  ߶ 8 g p   !   !g߁t 0 Xf     % ߑD `    ! % 	@ %@     !   ! %`%k `    !f  	@ %@    !   !߲  ߿ `%߱ ߰  g  gP hߗ  %%gt X  	   %߿ Xg   @% @3   !ߐTgx %@ % 	$ ߿ Xg{%߲ S   ! ` 	   % @ % %g < 	g~߿ XS   !ߞgٗ  	g  g%@  @ 	   %ߙ @ % 	   ! % @ %g  	gg%S    ! 	   %ߟ, p @%$ \$ %g%߁ ߔl x@ O   !ߕd!Pg Hg$  P`(%ކ  %A  "    ! 	  %@    !   !(%%>   	   ! 	  % @%@    !_      !%ކ  `(% 	  %@   !߹ H^   %   ! 	@ %@(%ߙ߁D @%    !?    - $     $C   !   "-  ?    ! 	ߤ P   !   !%   % 	g @%$ \@   !g ߷ hߞD߶ pߐtߵ x  ߙߑD߁,^ ߳ ߴ  r   ! '  _  ?    H -? x H?   $B   - H? L!   	d$ !   <? 8!  ߿ @? <!  ߂߿  dY0? H0%  	%  ߟg$   	(%߁,  ߙߒD '   !d4%fPA  d%  	& 8ߙR    %g` %A <    %_ H-  F  ! 	D%  ` %ߙߟD  & _ <*f1    !ߙ @G  fp 	%     !ߐ< %$ ߳ ߴ  	$ ߲ ߞD߱   "   %$(߰ " 	$ ߿ X  "   ߾ ` g    !   !߱ g ߙ߷ h߾ `d!%ߵ x߰ ߶ p 	d$ ߿ X߲  g    !߰ ߲ ߾ `߿ X߳ ߱ ߷ h g ߱ ߷ h߰ ߳  g    !߱ ߷ h߲ ߰ ߳  g    !߷ h߱ ߲  g    !   !   !g0< $!d   9- P % $ ߙg X 	  ߖL% @ % 	gߙ ߟ, (ߥ  0 @ߔDߕߒt߁lߗd ߞ\@ "  g% 	d$ߙ 	$   !ߙg 8g ` 	  %% H @% 	  % @0%ߙL (% 	` %% 	  %g% ]- 	d$ `g%A (     ! 	` %% @X%  
   !   !%g 	` %% @X%   !   !   	  %%g ]- 	d$ `g%_ ( 	   ! 	` %߱ H$ 0ߐ< @X%  	   !%g 	` %߱ H$ 0ߐ< @X%   %$ ǀ߳ 8 	@ 4ߵ ($  ߁< %߶  $ B @ߴ 0 	"  $ p߁T %$ B 8 	"  $ H߁L %$ B P 	"  $  %$  	B H %$(߁4$ B X 	"  ߁DB `  _ (߰ P "  ߁d9P߷  	d0P %߰ P 	  ߙ\ 	  ߾ B   B    !ߟg` 	    ߞ4%E  	  0%%E    0%߾ ߷  	   !   !   !߿ X@ $߲ @߼   g    !   !g< $!   9-  ߃tߑTa  "  $!  a  A  "     (A "     A ߙ< %    	$ ߙ<!  ߦ "   ߪ   X%  )     !   !   !A   !  "-%k +  a*eJ  )     !߰ (#  $  $  	  #  ߼  ߿ b "  ߱   g 0   !   !g< $!   9-߁t߂< X%ߌ,#  @%D  $c #   D     D     H D     @ C  ߑ Pe%f %k  C   i  B    J   (!    X 0 8ߋ<k   	e   %߱ f 	%  fߙ*   
@ ߫ 8` F  b F D' -D& a  F aF  !D%  	D(     !ߙ߱ f 	%  f ߡ (+  ߙ`    !$ F !& F 1 D'8  ?-D&0 %  F )aF !!D%(  	D(     !   !ߙ߱  f  	%  f0ߡ 0+  ߙ`    !( F B* F R D'X  ?-D&P )  F JaF B!D%H  	D(@    !   !߱ @ߐ<  $ 0ߙ<ߢ $ !   	A    ߼  ߿ H" (  ߰ P g `   !   !g< $B   Y-   ߓtߒ4 (b  C  $B  0b b   %B   % % ߙgD   	   %ߙ @(%A   	d$ j @K (`    !     !   !   !_      !`P%k (`   !     !A  * @   !߂,ߙ@ 	   !dB%ߥ  	dDPߙ 	$   !A    ߙ߂,    !dB%d% ! @dD 	&  0    "   !q 89      !   !?      ! %9     !     !A  1 8   !߂,ߙ  	   !dB%ߥ  	dDߙ 	$   !_  ǀ (   !߳ ߙ<$ ߰ 0߱ ( 	$ A  ߼  ߿ " B  ߲   g @   !g< $!   9- 0 ߓt  ߒ4 % a  ( %B  $! ߙga   	A  ߙ @(%A   	d$ j @K (`    !     !   !   !_      !`P%k (`   !     !A  * @   !߂,ߙ@ 	   !dB%ߥ  	dDߙ 	$   !A    ߙ߂,    !dB%d% ! @dD	 	&  0    "   !q 89      !   !?      ! %9     !     !A  1 8   !߂,ߙ  	   !dB%ߥ  	dD	Hߙ 	$   !_  ǀ (   !߱ (ߙ<$ ߰ 0 	$ A  ߼  ߿ " B  b ߲  ߳  g @g< $!   9- 8$ $  X (ߗg p 0ߖl%g p h 	    ߞߟ @$ % HߓD߁ ` PߒD@ a   !@%gߟd! g`   	  %߄% "+     ! 	 (%ߊ  K  ߙ 	  %@% @ % 	ߊ  K  ߙt 6   !@ % 	g@% @%  /   ! 	g @0%`%g 	  %@%@ !   ! 	g @0%`%g 	  % (%@%@    ! 	g @0%`%g 	  %߹ @    ! 	  %     !߹  	  %     !   !   !߹  	   !   !%  (% 	  %@%@   !  0%ߞtߟ\߶ 0ߴ @߷ ( (ߵ 8 K  ߙ4ߐt 	  @߂ (ߒ\  dQ  %   !   !   ! 	  % % ( (   !   !ߟt H߁ @ d1 %   ! 	  % % @ @    !   !ߞ\@% 	  ߞt X ߟ  
g  % 	  % %      !   !@%ߐ\ 	  ߞd߁t%   	" %ߞd 	       !ߙ4ߐt  0% 	  `߁  d1@ %   ! 	  % %      !   !߰ `߲ P߿ h߼  ߳ H߱ X߾   g    !   !   !gP%$ $ $	 < $"$   a  Y-߆t        !ߌtg    !߈t         !h    !ߋt    i (   !   !i    !Ġ   4@% g    !gĀ hF  !$  T \Ǖה  F42ĵ     !ǖ(E    ! h߂t$	  Xדזy 2$
 ė `F Ā hF  !F42F6 F   E  hF !B (@ 	   !L!F   ā dF F42 l   `Ā lF  !ā hF aF!  Ă dF F   F42  
 l   !Ā dF Ġ   l `F42   !   !F !E    !LF    f d   !ד߃ti -   !Ā `F F !F42E זc (` 	   !F7  F   ā dF F42 l   `Ā lF  !ā hF aF!  Ă dF F   F42  	 lĀ dF Ġ   l `F42   !   !F !E    !F2F    6 d   !זj 2   !Ā `F Ā hF  !F42F6 F   E	  hF !߅t ( 	   !L!F   ā dF F42 l   `Ā lF  !ā hF aF!  Ă dF F   F42  	 lĀ dF Ġ   l `F42   !   !F !E    !LF   d   !   ! g    !   !Ā  F aĠ lF F6׀F4 >F5߁tF ! 4F aF   ׂLF F"E  F   F#>F7>ǈE    !  %    !   !$ Ĥ dF !!F$>E    !ĥ hF )aF%@F )Ħ dF 1F 9aF&*>E	  l l    !   !  %    !   !g< $!   9- Pߓtǁ H` 0F 2 %  ( %  0 % h ` X @ 8 pE  Ɣ  g (    !t ,Ɣ     !%$ t 0 Hߋ߉  1  %e*@߉e)  eu     !   !߹ (%0 x T    ! 	  % (%߹   &R     ! 	 %@    !   !   !߹     ! 	   !  %   !   !%(% 	  %v $$   HA* f1    !߱ `߳ Pߵ @߷ 0߿ p߼  ߾ (߶ 8ߴ H߲ X߰ hߢ  g    !   !g< $!P% 9-߁t+ Xa    % $ 	  y      !#  d X%   !   !ߙ|   	` %߿ ߼   g ߿ @% g g< $!H% 9-߁t+ X @%     %  a    %  *     !   !   !y      !,   X%   !   !   `(%ߙ|h  ` %ߧ  	ߦ  ߭ ߼ ߿     g 0   !߿   % g 0g<   0%$!   9- Pߙ4ߐt  $ X  x   !ߞ\  	  ߟ   ߖ4 (ߕ H `ߗ 0g%"  @ 8@ C   !   ! 	  %%0 P  6   !  	   ! P %  @% 	    @@%  P%0 Pߩ +   %   !   !   !a  !  `    %J 0 Pe) P*e  k    !%  @0% 	 (%% P%   	`0%% 	@ %% 	` %   !   !%1 ?    !ߙ\ߑd߶  ߷ ߵ ( 	$    0%ߙ4ߐtߴ 0    (%߳ 8 	߁d9P 	  ߒd@% 	  ߾ @%߲ @ 	$  ߱ H  % $߿ X߼  ߰ P g `   !   !g< $!  % 9- @ Xߓt Pa $ ߿  H     !p X ߒ\ 8 (ߖ%  ߔ4   !   !   ! 	  %% %1     !   !%e D   	  0% 0ߟu `gߖ ޾  L   ߹  	 % Pߐ :   !  % 	    P  % @%@% 	    @%  % Pް `%%   !   !  A    `    % 	 %&1  PfR 4* fs    !   !ߑ40%ߐ\ %(% 	   % P   	0%% 	 %% 	 %% %޵  	   !߹ ޾    !ߙ\ߑd߷  ߾ ߶ ( 	$  ߁t  0%ߐ\ߵ 0ߙ4  (%" 	  ߴ 8߁߲ H߳ @d9P 	  ߙ$   	 % %߱ P 	  ߿ ߼  ߰ X g `%߷  ߳ @ g `        g  <  $!  9-   %  ߐ@%  g 4ߙd g 0  	 g @g <ߙTg 8 	  % 4D  F `ǀF 0$!D F ǀF F ߕǃ%g     	 $FF F ǁFLhL``LhL`  F X  L  H PעXߙtנPF $  	 % f % *   
ߓǁ F  ^߿ ǛF*ǘ Ǚ( g ǚ,  / dB  Jǟ@ <g ( 'd#ߡ0Ǜ0- % #-ǜ4ǝ8   ! ?- "-Ǟ< 0// ǁ$F  ( 	 ,% TOxF Fף FL`L(LL`FOǅHǈDLALhפ Ld8פ Ld0Ǆ<ǆLL1hפ Ld(ǄPF	ס F	ANNf  P %ߴ׽   ߞ  ߓ׾׼    !   !ߢ $ *J  2 P  ߩ ߣ   < / dDߢ0dc  D-  C-ǁǀT-&R   FF<E f   f    !V&R ׼ߩ  0B&E  @(*T  
(< 	8 	X 8/ 0<dߧ0@- 8- 7z -f -ǀTǁ e 1 d2 Q    !f  @%  FAF
< F< F	<F    !F<$ FAg -/F F<d F d  F<g g |	g |Ģ  Fg  F<E  Fd ħ F<   g |  FAg   F
<d  Fe  F< e  g |  Fg   F	<C  FAd  F< ?  g |  F g   F<f  Fd  F< $ $ $ $ $ $  % % % @%F EF MF  F =F    F &F .F  X׾  tuFg |V  g W5 g |>x  +p ߓߴ   ׽  a 
(<   !   !   !$ $ $ $ $ $  % % % `%F MF UF  F =F %  F .F 6F X  ׾$ $ $ $ $ $  % % % @%F UF ]F  F =F F   F -F 6  X ׾$ $ $ $ $ $  % % % `%F EFF ]  F =F    XF &FF 5   ׾  F	<E  F       !F
<E
 f F    ! f    !   !     
(<Ǆ(f F!Cߡ d F!$ ߤ ߿  h^*ߨߧ d&  p߳ g  `߯ d  Xd  Q8ǘe  Hߡǚ`Ǚ /d! ǟtǛd h/e  0`-KX- Pe)  
P/e e߭0eNߪ(ek -OP-L-W ~߰ ߢ dB ߣ dc  F0-IH-KP-ǜhǝl  / q/Ǟ Q/ 0/ 1/%(- /dH@/dc 8/dB(Q/d!01/g8ed@߂f $!B   " ߣ8N#F9ߡ@F FߙN! LC    	`ߡ0N! xFB Ǉ(pF9ǊXF
F FF
<FFRQߙh 	F;ߣ(ߡ`רp$" N#@M	8  4-NA@M	 קhǉpF	B S-Ǌ\F
;FB ׮xN7F9NBF
BBFcǋxǏtMnzǎF9ߡ N!HN>`+  N68N>LQ*  F
:קF
9רF	BLIߡN!XN58ߡHf1 V!߂׼׽ߴ׾߰ ߲ߵ߿׹׻׿׺׸߷߳߱ <߾߶߼  g   !   !g < d $!Td    9-e d  ߂ǀ( ߙB F C@ F  $    #*    p X  h  x     P `    eR    
p 
e3  
0 
8eq  
X 
I8eD ߰  
(f  
P< p/ 0-+H-  d d h/`/PX/ 
W0//p@/x/ed  8ǘF Fe) eǙǚ|eekǛǜ
P-f1ǝfSeߨ Ǟǟ`e@-  -(-  0-8- 0ߡ 0	@-  / 8/ / а/ / (߿ (߸    !   !N F߸  N N N  	Ld# ǄXFN@F) @F)BF F<F ߙF+ 	 H߿ (ߡ 0FߙǃF F N@F)׬ @Fb ǅF(<ǅF *FǅF*Qǅ(LJxFA׮ HF#B߸ 0N@F9F	BBLǈǋM
ZǏF9LnǈM	R`LgJ8NF1FkBף FFsF	9ǐF1פ F$Ld(NhF FN`N8N0N߸ 8f V߸ ߰ ߲ ߴ ߶ ߾ ׹ ׻ p׽ `׾ X׼ h׺ x׸ ߷ ߵ ߳ ߱ ׿ P߿ ߼   g    !   !   !g < d $!d    9-e d  ߂ǀ( B F C@ F  $    #*    p X  h  x     P `    eR    
p 
e3  
0   ! 
8eq  
X   ! 
I8eD ߰  
(f  
P< p/ 0-+H-  d d h/`/PX/ 
W0//p@/x/ed  8ǘe) eǙǚ|eekǛǜ
P-f1ǝfSeߨ Ǟǟe@-  -(-  0-8- 0	@-  / 8/ / а/ / (߸ N Fߡ 0߿ (߸  ߙN F FN N  	Ld# ǄXFN@F) @F)BF F<F ߙF+ 	 H׬ @OFǇFF BǄ`Fb@N F!ǄF <ǄF "L`ǅF*ǅ(LZF	I׮ HFsB߸ 0N@F	9FJBǐLǈǋM
ZǑF9ǏLnxǈM	R`LgJ8N F!FkBף FFsF	9ǆF!פ F$Ld(NhN`N8N0N߸ 8f V߸ ߰ ߲ ߴ ߶ ߾ ׹ ׻ p׽ `׾ X׼ h׺ x׸ ߷ ߵ ߳ ߱ ׿ P   !   !߿ ߼   g g0     X ` h % p<  #  x %$BД  Y- $  g  gg4ߔ  ߙ %   	 %PH$ gg4@%@pg   	f $ gg4@%Xg   	f $ gg4@%g   	f $ gg4@%g   	f  $ gg4@%g   	f ($ g$g4@%g   	f 0$ g,g4@%g   	f 8$ g4g4@%g   	f @$ g<g4@%g   	f H$ gDg4@%g   	f P$ gLg4@%g   	f X$ gTg4@% (% 	f `@%$ g\gg   	f hxhߣ hǘ߂  ǚ`;  $ &Pf  @ $*@  ߢ  m&    (x 8< B-߿  Ǚg     - A8  F(- - -- ?:$  (         /- ߢ $ d! F  DF0F ށ ` >-#E F(Fށ ` >-"  ] FAFBށ ` >-! _ FF! F ށ `ߐF7 >- %F/ F#g  	  F@F % 	FF % 	FF %   	F߿ F < $ ߢ ߡ ס  C*f ף @ ע  f ߢ x f dS ߢ  dB   0߅fb -_ dK Q j     !d`  Ffo  8% @% X%$ m F i@%/e נܤ XFB  -ܢ XFF
F (-e
  0-ex      (-g0 FB   0- A -FF*  e F
   cd F (-eI  0-g Ť     (-f FB   0- A -FF!  e F
   ?d F (-e(  0-e      (-g FB   0- A -FFi  e F
  d  %F ]`% %F UFF M 0%d  (%F 5F <FB   ! h- `-F X-F P-  F	 A0-  fh FB H-t  fG  @-I  f.  8-(   0-    ߔ  <     !   !F D%%F ] % 0%F UFF Md  (%F = FB   !   !F E % %F ]@% 0%F UFF Md  (%F 4 FBj  kFRF
Bޏ Xx-x-  F
ޏ Xx-x-  F

ޏ Xx-x-  F
ޏ Xd x-f x-f1 fs fR   ߱   !   !ސ X-ߦ F-NN  ޒ X߹ A-Y-NN  ޒ X߸ A-X-NN  ߰ ߳ ߧ g(-߿ ߳   - ?-ޒ X- A-- S-&1  f N-ǰ-N  ߲ - ߢ  ߵ߷׹p׿Xߡ p׽H׾P׼@߾߶2     !   !ߣ &Sߙ 8q*T@[ ߥ e  @ ߣ he # $ c  pǙߥ   <$f  - (B  '  ( -- 8/0 d0     !   !  FF F{މ ` >H-F 	/F$ ߩ ߢ x?H*ߡ U ޓ X   !R   dS  < f  0b-r  sFFނ X A- F-' fs d pR    ' ߢ  C*ߣ xT@ ޓ X-߿( < d-ߌߋ 0fb dQ  zf2 -P fT 0    !P    !    !u  ` FFc X a -  -x a Fc X bFAF fh   F0Fe F8d FB a- Fd X j-F F  -$   נ8  -/eI  Xv d F)߃  F -d k Xa-  -
-   X Fe*    F xF1F -d k Xa-  -	-   X FeI    F  [F)F -e k Xa-  -
-   X Fe*    F >F1F -d k Xa-  -	-ġ   X FeI ĥ   F F)F EF =F %   !F 5F @%%F $F ߔ   !Ap-ݍ Xx-h-h-ݎ X   F Bx-f ݍ Xx-h-h-   FF ݍ Xh-h- ߶  ߵ   ݂ X  @   !   !   !F EF =F@% %F -F %%F F  ߔ   !F EF =F %@%F 5F %F F $ ߔ   !F EF =F %@%F -F %F F % ߔ   !    !   !  b  `F AߑFB2 XA-F-A  ` F F 1 X!-&-fs d p  ߔ ޓ Xa-߳ ߹ 3-߿ -ߙ g  f ߳0-   ׹pߡ p߷߾߶2  ߵ&A    !ߢ ߄ߋ C-߳$ ā (F
>q*Ā ,t@ ߆2e p   !$  $   ߧ V  
ߩ  @ 8-F<E ߩ  %ߩ    !V@ &1  P*H-:F<   !   !E &1 &2&1 V!ߧ ׹pr $p  g ,ߩ&,  0%l`*U ߲ ` 	`@8% 	߭ 	p%+ %߭  (- 	pߢ - p +g ,
  + @
bF<F< Lx-g ($ %-$  Q-  g (* `00 *8 +
 h+M
"  F<b  F<%j %0  +* `$  X(- 
g ,  N-$  
p    d* x0*  o08 +g ,
  + @
bF<F< Lx-g ($ %m$  Q-  g (* `p0 *8 +
 h+M
"  F<b  F<%I %p  ** 
`$  X(- 	g , 
 N-$  	p    d* x0*  7p8 +g ,
  + @
bF<F< Lx-g ($ %M$  Q-  g (* `P0 *8 +
  +D
"  F<b  F<%+ %Y  )x* 	`$  X(- g , 	 N-$  p  * h00 *nP8߳ߏ $    ߳ߐ $       !   !߳ߑ' $&  ߔ߲ `F >׺h$ E Q  ߖ$   ߵ߶ށ hE ?*ߗ $߷V  ߱28  < Ϻ߰    !f    !  	Y-^  >-fR S' ߾' "*T@ ߱  < - :B-fB T udP R sSH%_fE  _ $   8_ P    !S  /  1-  d  ?-%( I%2  # -%2  'P- %?  8 _  C   1-  d  ?-%	 H%  # -%  'P- %  8 _ Ռ   % % % `%C D  `% % % >-߾ ߷&  6`-߶ (&  "p-B  5P-ߵ 0&    %@- x&  &0-I$  $ -$  /-$   '"   ! % % % `%C D  `% %  %   !   !S'  ȸS   S  9- S  8-  6-?'  3-' fR ' Tqߵ߶߷߱߳߿׻`׸xߴ߲߰߼ X gg 0 P<  @$! H(ߴ` 9- 8  ߙ `  /߂ǁ(ǝdeߣ XH %ǂ e0-ߣ@ % 8% p e(- ߦ @8 % H%߰ 8@@%0 P ` 	 h 	 (%   ǁ(ǂ߂   !ǜ߅ߑǟ|Ġ F Я  ǆĥ Ĥ ľ ģ   $߾ @F)B   F! F  Ħ   d#8!  ߣ 8 ' ,! r   x *$   
 *$  A*   :    !ߥ `  .ߧ X    <  ( 'd  @   !- %F P 0- 0-  F h 0- 0-  P  ߧ X H ߨ H	@- F  F F ǁ 	F߂ǃF ߩ XH H	H-ߨ (H-ǁ(ǂ   ߧ Xe U %߾ 8&s $   *   !_*ߖ%ǘǍ 	F F %Ǎ 	F  %Ǎ 	F  %Ǎ 	F ǁ<F FǀL	8߳ F ߰  * ף צ ǁ(ǂ߂ק Fߡxߥ X$  $   %-ߡ  %-  $ F7 ߿ 8߾ ߣ * #*  a* *פ  
  *ߡ 8ߥ `R &s $   !    < #*T` z&s   ( 'd  @   !-ߩ X   !@ ߱ XG F ( 8- 0- 8- 0-    F <ǀE  ߫ XJ PKP-HP-@     !   !L h`-`-  T  ^ H %Ǎ 	׬߮ ߭ ߯ M@F M  ǁ(L  ߂FM  h-h-  ߸ hM @-h-ǂh-e ק     6  ^ H -߾ H- (-Ǆ``F  #  L#F _ h^ (----     -F^ P- (-F   F F נF ^ (--  F  ^  --  ^ H--ף   F ^ @--e   Uߩ X   !&s ߡ  3*P zߡ 8ߤ 8$ $   #*   !ߧ ߥ `T &s    0<  ( 7d  @ߥ  8- H-ߥ hߪ p (-H- (/0 / /f -rea 2d1 2f! 2d1 ߿ Xפ 2f! 2d1 2f! P2׻ L  `-`-M    h-e L p-`-`-M      p-ex M x-L 0h-`-h-N    `-    N  F !B %$  S0/f
 NN(߀-g N -M 0p-L 8h-؀-R  b  `-h-`-      _-e R n-P 0_-M 8V  -O-L @  h--`--b  `-B      ߰-e S -R 0-P 8W  _-n-L @  -O-`--  -b  MD B    F MCFǀL/ %ף eI    !   !F7-e ^ 8-W 0S 8-V  R @--P    --ߡ X_-o-  L0 -X-  M$e5 -b  F#L.פN  f N@L-  8-e V  H  -8-H 0W 8 -8-R @H    FYB -8-  ME` -A8-^     -8-R    8-@-  @-A-N /    8-M#@L4f   F"  FF8-g V  H  -8-H 0W 8 -8-Q @H    FYB -8-  M%` -!8-^     -8-Q    8-@-  @-!-NdP    8-N@L3`fr   F"  &wF8-g+ V  H  P-8-H 0W 8 -8-P @H  B  FYB P-8-  N` -8-^  B   P-8-P    8-@-S  @--ND.    8-N@L2 fP   F"  4F8-ex V  H  H-8-H 0W 8 -8-J @H  "  F
YB H-8-  N` -A8-^  "   H-8-J    8-@-2  @-A-N@    8-Nc@L1f   F"  F8-g V  H  H-8-H 0W 8 -8-J @H  "  F	YB H-8-  Ne` -A8-^  "   H-8-J    8-@-1  @-A-N$    8-NC@L/f*   F"  fF8-e V  H  H-8-H 0W 8 -8-T @H  "  FYB H-8-  NE` -8-^  "   H-8-T    8-@-/  @--MD s    8-N@L0 eI   F"  FkF8-e V  H  -8-H 0W 8 -8-T @H  b  FYB -8-  N` -8-^  b   -8-T    8-@-p  @--M$R    8-N#@L.e5   F"  (F@-e V  G - 8-H 0W 8 -8-S @H  B  FYB -8-  N%` -a8-^  B   -8-S    8-@-N  @-a-N@    8-MC@L-f   F"  &F (08@HPX%%`F aFF _FhpF 7F ?x @%@8%ߡ   !ߩ X߫( )`-A ef ק` )P-A 0-R 8Q @K-P  ׸  M  O N F׫ f F]F]L(eU  )-߬0߭8f F\ ,-߮@MC FF\N NF[C  "  ߯PFZMFBMDOŠFN NI-N@MEM-FBN NxF)-NXߤX.-A B  	-׫hߥ - i-+  ׯ d- )-   $-  n  .  A  )-A 0 f-P 8E @D  b   )- +-C  "  	-FkB (-- -ߥH  -A "    - i-	  ׮x o- )-   /-  m  -  A 0 )-O 8 &-G @D  C  "  x-Fc 8-x- 8-  -A    i-  -  ׭p e- )-   %-  l  ,  L)`A 8 )8-A @FR )(- 8-A  C   (- ) -A    i-  -   )- n-   .-  j  *  L&`A @FB )(-A   (- ) -A   )-A   -   )- m-   --  h  (  L$F)BA   ) -A   )-A   -  )- l- ,-  e  %  L#`FF A   ) -A   )-A   -  )- k- +-  `     ק A  ߖ )-A ߳׿ )- f-׾C  &-ǝ`          !   ! (08@HP%X %@@%`F aFF _FhpF ?F Gx 8% ߡ X(08@H %P@% @%`F aFF _FhpF GF 7x 8% ߡ PX(08@@%H % @%`F aFF _FhpF 7F ?x@8% ߡ HPX(08 %@ %@@%`F aFF _FhpF ?F Gx`8% ߡ @HPX(08%8 %@%`F aFF _FhF GF Opx`@% ߡ 8@HPX(@%08%@%`F aFF _FxF OF Whp`% ߡ 08@HPX%(@% 8%`F aFF _FpxF 7F Wh`% uߡ׻ ߿ XߖY  ?-(-"  Y ?-(-"  Y 0?-(-"  Y 8?-(-"  Y @?-(-N@9  N FL9 F ւY  ?-(-:  FY  ?-Y ?-߿ X-  (-N  f e 9  ׻ ߴ`&s ߡ ߤ 8 3*$   `!*$ ߥ @߳ ߨ 8     (*Tש G*   !߫ ߪ `T &s S  H<  P 	OeJ  
@ߪ HP-hX-߬ h߭ p`--(/p /P/f 	-e 1d2 QfA 1d2 ߫ X׺ QfA 1d2 QfA P1נ O  x-x-R    N  צ F 1BK-$  30/e O T-x-NN(x- P%f P  "    -f P ?-O 0-x--Q    x-    +-g Q -P 0+-O 8-?-U    x--x-"      -g U -Q 0-P 8V  +--O @  -?-x--  x-"      -f U H-Q 0-P 8Y  +--O @"  ->-x--  x-"  Nd     ק F ?BǀL/ 8%פ ף L0 fr FB+-f I 5`-Y 0X 8+H-O  Q @+-6H-P    -7-Nc+--"  F:-?-"  NDfN -  ߡ XF3L..  e M@L-  -f O  Q H-!-Q 0X 8-!-K @Q  "  FYBH--"  Ne`-a-Y  "  H-!-K   -!--  '-a-M O    -NC@L4e ,  F"  fF-e O  Q H-!-Q 0X 8-!-J @Q  "  FYBH--"  NE`-A-Y  "  H-!-J   -!-4  4-A-Mp    -M@L3`e ,  F"  FwF-d O  Q -!-Q 0X 8-!-I @Q  b  FYB--"  M`-!-Y  b  -!-I   -!-s  ?-!-MdN    -M@L2 ei ,  F"  4F-f O  Q -!-Q 0X 8-!-S @Q  B  F
YB--"  M`-a-Y  B  -!-S   -!-R  >-a-M$@    -M@L1e* ,  F"  F-g O  Q -!-Q 0X 8-!-S @Q  B  F	YB--"  M`-a-Y  B  -!-S   -!-Q  7-a-MD    -Mc@L/eS ,  F"  F-g O  Q -!-Q 0X 8-!-M @Q  B  FYB--"  Me`--Y  B  -!-M   -!-O  6--Nd     -M#@L0 fr ,  F"  fkF-f O  Q `-!-Q 0X 8-!-M @Q    FYB`--"  M%`--Y    `-!-M   -!-  5--NDr    -MC@L.fN ,  F"  &(F-f O  P 5X--Q 0X 8-!-L @Q  b  FYBX--"  ME`--Y  b  X-!-L   -!-n  (--M@1    -Nc@L-e ,  F"  FFF aFF _F F 7F ?%% ߾    !ߦ Xߨ8-^ e -^ 0 -R 8O @-N      -ߩתN# -N߬_    ߪ߫f ߭M@d LLf F-N N@J-N@N F
x-N@ߣ-^   p-׫ ߤx--K  ׯ--  -  װ F  F  FF߮FFM(FBFBFMN%NL^ N-N^ 0-E 8D @C    --_    FB (-FkB  - x- (-ߤ f-^    d--  ׮--  -m      ^ 0-M 8-E @C  _    h-Fc (-h- (- f-^   - k-  ׭--  -l      F҂L)`^ 8(-^ @FR - (-^  _    --^   - j-  --+  -j      L& ^ @FB -^    --^  -^  i-  --	  -h      L$F)B^  -^  -^  h- ---e      L#`FF ^  -^  -^  a- ---`      ק ^  ߖ-^ ߳׾--ǝ -׿         !%F aFF _F F ?F G@%  ߾ @%F aFF _F F GF 7`%  ߾ `%F aFF _F F 7F ?@%  ߾ @%F aFF _F F ?F G %  ߾  %F aFF _F F GF O`%  ߾ `%F aFF _FF OF W %  ߾ %F aFF _FF 7F W %  u߾ נ ߧ XߖA   '- (-"  A  '- (-"  A 0 '- (-"  A 8 '- (-"  A @ '- (-N;  N@F L; F A   '- (-   ף FA   '0-A  '-ߧ X 0-   (-N  f e ;  נ    !ߴ`&s    !ߨߪ 8@*$	 R     ! I*ש ߫ ߭ 8`ǈ  ߯ ߬  p*`* h
 h*(߰(   !߱ 8 }߹$ $ ߳ Xg5 %d '7g4!   < +*V r߰(߶ `        '>  ȸ8g   @ @f H H0f 2- 0P_ h   !--  T C hA   3- (-"  A  3- (-"  A 0 3- (-"  e)  X%A 8d  3-d  (-%d e ߲P 8"  C h s-߳ X h-c   hߣ 8߬``-  %p ŀF P%' '  0x&%~ FBP%  P %q$    !   %$V0 Q h$ Q h   ! $p&%3-߳0߱ @ c-~-j-r-0  ߱8  & $    ! ȸߵ@ u&߳ X߶ ` ߰ X  4-   9-  &-  #   )- !   8-!9   7-!-   -   6- !   5-!  !  !V A P_ 0ߴ x--  _ 8--  P  A Pߴ x߳ X 0- hP-Q XA 0$  0-@  F Qc ߴ xF U !0-ߴ x0h-h-F ţ  FF F H (`-  L Ph-h-Š  F ߮HL `p-FF F F F F HL 8`-`-  !  0-(-#  $ FFFF F H (x-  O P-(-   F ߲HO `-CDFF F F F F HO 8x-x-     !R p߲PX  -Ȱ-  F < `%U P߷p--Y X3-߹h-ߣ0>-F a-F<Ơ  F ߣ 8 !-e  e&F E
  (@F $  F-F -       !   ! (ߣ0F  e- #-@F d  F-F -      !   !E ߲PJ PSh-h-Š  F F J `߬HL`-ŃF F 0e)  X%J d SP-d HP-%d e ߲P  +@     !   !߲PN PӀ--   F F N `߯Hx-F F 0e)  X%N d p-d p-%d e     ߲PQ  3-(-"  Q    !3-e) (- X%d d %d e "  U2_ hߖ   !߰(߳&u ߳ ߴ`u*R`z߱ 8H 8G 0F E  ߙI  J  	g  $ ǁ(ǂק ߷ ǈ& ߷ ש ߂* ߳ $ ߾ ߡ 8߳ Xsפ !  ߤ ߿  *   !* 
 *   !(ߡ(e   !ߣ 8 Zߩ `$ X%߬e , a  e 4*T`Qߡ(  P    0    < '%%  `8eH   (@ @d H H0d $ - 0X   !%q߿ X%d N h%~߲ 8p-p-U  & P%  P$ X%O hX hx-x-   ߯`x-F% $&%p &  0& FBP%  P   !   !  %   !   %$`   !V7 -  %`-  ߹0߸ @*-#-ߣ@>-   ߱8  & $ cP& jߪ `P  p >-2-   .p-Q  &x- h     )p- `!   -h-!   ,`-! gP-   
P g-   *P- !   #-!J  !!  !W A PA 0 ?- (-"  A 8 ?- (-  R"     !A P ?- hP-Q XA 0$  ?-_  F!Qc ?-ߪHF2Bߣ`Uc "?-?- h-F0c  FF נ F  (-#  A P ?- h-c  F ߪHA ` *P-FHF1FFFǆFF A 8 ?- (-  !   ?- h-j  k FRF
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J (-*  A P ?- h-j  F
"A ` *P-LMFc FRFRFRFRF
JCA 8 ?- (-)  ߡ xP  aS  J  ߳ XS- h- hߥpn  F<`%_ P- (-L X-߬h--įߥ0  F"߬ 8 -   !-lX&FDBE  `PF2  FBS-F-F<F  p   `߫0lX-FE X+X-SFu  FS-FP-S  F<FE P PM Px-x-  F%FM `߮Hp-FF5M h-h-$     P P-H-X  F&FP `߱H-9FF6P --$     S  -h-b  S --߳ X   !  $    ! X%d e e) ߶X6d   ߡ(߷& ߷ *Rߣ 8H 8F E  ߙI @g  ߪ 	G 0ǋ߹ 8ǉǊ#  ߹ @߳ Xǁ( *߂7  $  `%ߴ*` 
ߵ *( ߱`ߣǃǒǑǍǂǜǞǟǌA hE  30-D PA H (-ߧ(h  -p 3-xߨ`ߪ `$	 ߬߫	@*߯ h߭pU ߧ(K ߪ`  X 
P<ek  ߫x 
WpX-`-h-߮ p-p-߯h-8/0/(/j-ǈǎ`g-fx ǆǇKs /g f-`%fu S  p  FFւǀL3 g ;  FCg $ ߾ H X/Ѱ-xǅg Ǟ`FfM ߪ` +߾ P   !ѐ- q`-ߡߢߩ Hߨ P 1- Q-SǄF<F    !   !F,  F4 +-g M>x-$ L0|xL2|g Q-g FB7  x4  x*O  F{FSFF-g FBF x1-F  Fg FBxO:n`FF}FL4F-g FBxF F<-F
Bg  q-F	g  1-FBg   F Qp-  g 1g xe f  F,  F4 +x-g M>x-$ L0|xL2|g Q-g FB6  x  x*/  F{FSFF-g FBF x1-F  Fg FBxO:n`FF}FL3F-g FBxF F<-F
Bg  q`-F	g  1-FBg   FCV Q-  vg 1g xe f ag g ߹g ߵg g g ߸g ߴ߿$ ǒF F F߱`$ Ǒ߲F F ߳$-  02-߾M88F*F3%-L(8L/xpF F `
Sh`*  FŠ  FAFzFF1F!FLiF!BF!F 3߲ @߾߹F
)BF	!ǜW  F   ǞXP38ǟǝeD  r   !g $ ߹ߵg g $-g ߸g g ߴg ߿ǒF F F߱`$ Ǒ߲F F ߳  0߾ 2-   !   !   !ߨ HA  fR ߪ Pǅ`P  ?fs Ng L0 FNfF; h-`-F1X-Nd  ńF dF!@F 1NeFsF F)F<FF F	 OMP-@-DFF*FE  L4%8F)F=FDNm F
sF mH-F.o  -     !   !L6%F)F=FEBNmFBF
sFBo  - mH-.fs Vvߨ H   !ߧ(߮% p*QBߨ`   !߰H߲8ߴ(߶׸ ׺׼׾׿׽׻׹߿P߼ 0߷ߵ ߳0߱@߾ g`   !   !   !g     ( 0 8   h<   ߬  X P< $  H$ca* @ y-   Y    >   p `   x      h $   $  v-    % %  p/ `/ / x/eefe x- p-ߴ 0߬ 8-ߙ`- xx-p- hh-`- pe e @(% `e e    !ߡ P%@%8%  0%!    %a- ߡ ` 	 "H-ߙ7-^-@(%v-ߡ h-ߢ pf ߡ x-߱ ߳ ߵ ߶ ߴ ߲ ߰ ߷ ߬ H߿ $ e  0߮   	H 0/ߧ X   ߥ P <>*ߙ Sߪ g g   $  ߣ @ @d d dc   eU   / / 8 @/ (    ! d ddDߢ 0 e
 F@-ߦ  ߢ ( 0- D -ߢ 8  J-	- ߭  ǐ- - `  C-!-  X%g  H%  h@%h-8% p߭ `0%`(%   @ %f  M   	 ߭ ߮ f fR ߙfs f1 V6 ߱ ߳ ߵ ߶ ߴ ߲ ߰ ߷ ߿ ߼ ߾  g    !   !   !g̠ 8@ %<  @$B~$ HP % Y- PB  ߙ<H % X(B!$   (%ǁ(ǀ @ 0 	gdǀǁ(g _   ' -$   ǂ$?-a*7   vYߢ @ T%df! f dB   < h/ (/ H/ 'dce d!d dBf (88-f+    !'   !g   !e	 M@F>Me\L`F	g  eF* g  M# F>F ~g   ` hg   P% pM F+\M"Ln`$ FAFe+  x  /F uFMcF>el FJ@F
M! e F)@#\Ma -xMb F $e(\e'LM	p 0F BF >	    M`F _    LFAeE&g  c\F9@eg\g   0 @M eeg  M@MDFeN&g  F:F *GeX\g  xM   eFg    F % 8 p  3  e   F>$  LF	e%&g  \F1@e\g   0 @M eg  MCM`Fe.&g  F3F .e8\g  xM   e&g    F % 8 p  1  eI   F>dN  OF	ee&g  \F@e\g   0 @MA eg  M#@L`Fen&g  FF +ex\g  xMB   efg    F & 8 p  :  e+   F>  MdF
Ae&g  C\FY@eG\g   0 @M! eEg  McLFe&g  F[F *e\g  x M"   eg    F % 8 p  9  el   F>   MF
e&g  #\Fi@e'\g   0 @Ma e%g  MM$`Fe&g  FoF /e\g  xMb   eg    F $ 8 p  5  e   F >D>     $   $ $   $ %  `% @%  F    @8%    0 (    !׾g  d&N ׼׽g  f!׺(׻  fX %g  d&g  dױ  fx
 &p
1\g  e
&ߩ g  ߣ f\װ Ih # p  N@g  e׹ װ g  e&     I`
 )X
׷ g  f"&ײ ׳ F g  f!׵ F  EP %
Fg  f"&NS    g  f  F  Ex
 #p
׸ װ g  f"\F@g  f&N  ׿ x   E  #hW  Fg  f&Fg  d\F  g  F f\     FP
 #8g  e\ײ NS׵ g  f!\N F U   I0
 % 
  ״ g  f\  ׸8X
   C
    v  0  ׹ x׷ p׶ h  ׵ `   !   ! $ $   $ $   8%`%   %@@%  F g        0 (  e  $ $   @%8%   %@%  F   $    %     (    H  0   !   ! $ $   $ $   %@%  `8%@%  F w         ( 0  )  $ $   %%  `@% 8%  F W  $    %     0      (   ! hM F >M FFƂF FFF F@FF@E  M &\\  e    !&\\e UM ׸8׻ ׽׿  p׾׼׺( x `ߡ HF<F	F"  N⨠E    !  ߲@`-F<`  ߰P   !   !`  ߲@`-F<߰PF@E g`\׹0F ߙ߱Hg`g\g`g&g`g&  g   !   !g`gߡ PF
ߙg`g߱Hg'  O'&g&g`׹0\\ 	ߪ X߿ ߼ 8 g3`   !g̐ 8H %$  @ `(%XQ  <  H $Br P / Y- `b  d!ߙ<(B! X` -ǀǁ(P -   hD- -T@  0 p x 	gdߡ p߿ x   !ǀǁ( 0   !   ǂ$? =  @ (  ' $ A-_*-X- %D^ ߢ h4   <Wߡ Hߡ @ "(--F-  X- ' K/g  +/g @-d dB f d! f2    !(   !0H8c-Mb F>gln Lg  gF
g  NB F>F" g F tGg  g  H%F&A Ma $ M Lm`   ! /FFC@-leL F mFA-MF>F1FM x-F)@ F $ -MNNAeKleHO Jlip	hF BF >&    MF 9    MdFe%&g  lFY@elg   0 @O eg  MOdF1e-&g  F\F *e9lg  p,   e&g    F %G 8 h    e -F>  DE  OFeE&g  clF@eglg   0 @M eeg  O@O F1eM&g  FF .eYlg  p(   eFg    F $G 8 h    ei x-F>    NFe&g  #lF@e'lg   0 @O e%g  MOdF1e&g  FAF *elg  p$   eg    F % 8 h    e* -F>  d   MFee&g  ClFi@eGlg   0 @M eEg  O OF1em&g  FjAF )eylg  p    efg    F $ 8 h    eL x-F >  $a    $ $    %%  @%  $  %   (%   @ 0   8  (׼    !׻(g  g&g  f" hh G`g  g& HX
g  gNf! װ g  d"0l hP
 EHװ ׳ g  fC&    g  fBױ װ  f  Fx
q  P  g  fC&/l g  f"&F G fP
 Gpױ ײ Fg  f#5  ״ g  f"& gh
F G`
N2`  ׺ g  d)׹ F ~g  f"l% 
ׯ F} GF g  d"&M`  ׺0Y   EXg      g  glF}d"&H
F  g  Fd?l  ׹8t   EP
@g  fDlױ N2`״ g  f?lMF 4   

  ׳ g  d!lv  s   %
U  Q      {״    !   !  $ $   %@%   %  $ `%   @%   0 8  @   ( m׼   $ $    %%   %  $ `%   0%   8 (  0   @ Q׼   $ $   %%  @%  $ `%   8%   ( @  8   0 5׼  Mb@   !   !F >v FMaFF FF F F E 
FcX-&ll  
g    !FF&cX-llg WMb@׼ ׻(׸@߫ ߡ H   !F<E
 F#  FO`  ߳HpF<  pFp  ߳HpF<FE gpgpF tl߲Plߙgpggpg~&׾߱Xg&  ߰`   !gpߢ P`&FA߲Pߙgpgg@  N8׾߱X߰`g&gpal`l   !   !׿߫ X׽ 	ߪ `߿ ߼ 8 g3p   !   !   !gp߬  P % H %f  @ % X  Ƣ  F C  F  8 %c  ߡ  %  ( / `$ !   3*dB  ߭  e  B-       x   h%1  * p p<f g //f f Q// p/h/g!fg
fI/@-ee&s    !N)@N* N2L1xN! &Ld0N0 F!FN+ #f1 V(&s ߰ x߱ p߲ h   !   ! p (ߡ &b  h8- - xH-!   "*- 0T  ߢ ߡ 0 Bߡ   %-ň- X<1P/ @/ 1`/ 10/ (/ Q/1H/ 8/ 1/  / Q/ _zeJeedddc+-f+ p Zes Rp YN#@N2N%@N# M	R8*N*LQN(@FJCF:N$N" MJ8N)LQ h%$ f, X/*N&HN'@FH   !F9   !   !M @M  L8M LA   MM @F CF M M LCM L8Me M  F  !F!M  M @L xM L@   MM  F FCM M LC M L	8M e M  F F!  M   !   !߰ x߱ p߲ h  %ߢ    !߰ x߲ h  ߱ p  MN#@N%N2M{xN* /M{8N(FtFcN"N$@M̓N) M{8N'@FkCFcN&/N!h,  f1 0   !߰ x߱ p߲ hߢ ߡ (߷ @B   " $  $S-   #  #-2 T` 4 ߡ  @   pߢ ( S  
<   $- Ĉ- x  1/   !   !  #X/  hdR-   !1N2N48&sf14 + 0/߰ x߱ p߲ h   ! pffߩ (* hP  ߳ `3  È-    fe  0  fg ߢ   C- P< 		8 Q@/ Q /  ( Q/   Q/ 
W:eddcdB*/ - 0 (  80- 8(- x- (/ //d g f)g 2 ye3Rr x N(@3NtN$ 3NwN# 3NvN"@4NxN$
f+N h%JH/Nej3Mh    !Ne   !   ! Md @`LMc @`L	8MH @Mb@`L)xh/@MMeLLi EM  MD @@LMC @@L	8M @MB@@L)xh/ŀMMeLI +M  M @ŀLxM ŀLMh  M@ńL)xh/dMMejL M%`%F -F FN$ @ LN# @ LxX/N"  ߱ pL8 MeMfMg߰ x߲ h  %` F F%F - %   !   !F F%F - @% N( @L	8 N$ @L N# @L8!N" L 8N NN f1 2/߰ x߱ p߲ h   !   !߳ `ߵ P߾ 8߿ ߴ X߶ H g g`< $!`X 9-hp߁x$   $ h4  ` %`  *`%H  *xߒ@%gg   (%@ǘ(pߓ|XP   !   ! 	  % (%@%F    & ߢߪw-*$   ߰߲x߶X߷P߳p߱׸@$ @  ߾hߟ    X%ߧx    *ߦ`X +  H%ߥh߶P  /ߎ hd(    - `<  $ߤp Ќ   @-  ߰ `>(- -$ ߯ ,- `%x +$ p    !/ /  + x*S$f  ߴ <- fY T-3g! 3d4    ! p P H x X `ߢ 8ߢ @$ $  hߢ H (%a/ߩ pߣ pe)  0Pc  8ߣPߩPdj ߣ8H,c )   0ߩ 0%ߣH?P&߿H`8%dc ߫0@    %-o ( 
+ @+ߢ( ,O  h`$*g ߣ  H+g 4g <g 8g 0g ,ߣߨ@$pe ߣ $  j0ߢ  FX& @ߣ h & 8 +@-ߵ @ l*@-$hߢ@%ߨ X iH$-B   $  ߨ ` - ߳  @d#߳ -'(߷ 8ߵ   *% ߾ x
ߣ ߨ x p- Cߣ PI*߭Ipc  I 
ߨ 0 `
 ߣ4
($c ߩP 8(ߢ H + @+ߢ  ,O  h$*g ߣ  H+g 4g <g 8g 0g ,ߣ ߨ p$e ߣ $  k0ߢ  FP& @ߣ h & 8 +@-ߵ @ s*@-c$`ߢ p%ߨ X iH$-B  8$  ߨ `- ߲   @D#߲-'߷ 8ߵ   *% ߾ x
ߣ ߨ xP- Cߣ P)*߬ ?)hC  ) p
ߨ 0 
 ߣ ($c ߩH k8(Iߢ H 
+ @+ߢ8 ,O  h$*g ߣ  H+g 4g <g 8g 0g ,ߣ ߨP$e ߣ $  j0ߢ  FX& @ߣ h & 8 +@-ߵ @ s*@-c$hߢP%ߨ X iH$-B  0$  ߨ ` - ߲   @D#߲ -'߷ 8ߵ   *% ߾ x
ߣ ߨ xH- Cߣ P)*߭ ?)pC  ) `
ߨ 0 
 ߣ ($c ߩ@j8(ߢ H + @+ߢ0 ,O  hh$*g ߣ  `+g 4g <g 8g 0g ,ߣߨH$qe ߣ $  k0ߢ  FP& @ߣ h & I8 +(@-ߩ @ m*(@-$߭H%ߨ X lH$-  ($  ߨ ` - ߭  @h#߿ -%߷ 8ߵ   *% ߾ x
ߣ ߨ x@- Cߣ P#i*߹ip  i 
ߨ 0 `
+ ߣT($c ߩ p8(ߢ H @%ߢ@@ߢHHߢPPߢ p pߢߢߢ  ߢ  ߢ  ߢ  ߢ  ߢ  ߢ  ߢ  ߢ  ߢ  ߢ  ߢ  ߢߢ  ߢ  ߢ  ߢ  ߢ  ߢ((ߢ0 % %0ߢ8 % %8ߢ @%%    !g g 4ߣ$f ߣ(&  ,~  (g  g 4 e`- g &C g 4ߥ  0$  )8g < 0-ߥ @ @- 0+ߥ he(& 8+ P+ H$I(*g 8  *H$ 0*ߧ X  0%ߩ  8-ߨ  	P+ Hߧ ` 0$ P-ߧ 8ߩ  ߫ F@ P-߭FXg 0ߧ߬   FH 8#%h$߁'%  H*% 	8
!  g , Cߧ xF @*ߧ x  
 E
&  w H&C ߦߥ  טߦ h ߥ  f0& 8&ߥ H X+ h+  x+p$  ȸ* ߾ P 8W
 @ g	-&^ ߥ ߣ X  sP-ߥ ߣ ߨ  0# gߣ h`&c@&ߣ H + (+ H+ @$ (* 8V
A̐g <p$mX*߭ nX% h+-ߵ @mp$- 
 g 8& ߵ  X & 8 -ߧ 
hߪ `g <Mx-ߪ 8߭ ߫ 8Mh-Xg 04-߱ @  P4-g$F$  P* 0
߿g 8 PCߦ xg , 8*ߦ x  X P߿ P	@$ e(*ߣ X  (%ߨ  s-ߦ  H+ @ߣ ` ($ hH-ߣ 8ߨ Ь?ߧ %0 hH-߱ %8g 0ߣ j  %@ s#$g$  @*&1 
߷ Pg , Cߧ x%0 @*ߧ x ߾߶ߨߧxߢߴ ߵߪ 
 ߩߦ $  X%ߥ`߄0  @H% ̘      `%߮ p߭ ߬ ߪ ߩ ߨ ߣ  @%ߢ@ pߢH@ߢPHPߢ ߢߢ  ߢ  ߢ  ߢ   ߢ  ߢ  ߢ   ߢ  ߢ  ߢ ߢ  ߢ  ߢ   % ߢ( % % ߢ0 %`%(ߢ8%0 8߱P߰ p߲@P߲H p@Hߣߨ ߩ ߫ ߬ ߭ ߮ ߱ ߴ8߸ ߹ %߿ ߯ ߯ ߯  ߯    ߯  ߯    ߯ ߯    ߯  ߯    % ߯( % %8߯0 % @% @%( u0%ߣHߨ@HߨPPߣ p p@ߣߨߨ  ߣ  ߣ ߨ  ߨ  ߣ   ߣ ߨ  ߨ  ߣ   ߣ ߨ  ߨߣ   ߣ ߨ  ߨ  ߣ   ߣ0ߨ(0ߨ8 % %8ߣ  % %  @%`%( 5g    !   !L  - ? -  %R ߬V# ߬%)  	p 	i8p-߭p-I  &     !߬P   %x-# '$%k $  - ?- (*߱ x
?-   xC  *9x8/   ! %  %fR S& ߸V B `%R ) #(- 	  		8 ( $ -ߡ#  $->  &     7 %) I    / `%   !   !`-ߥȌ     (#$ % (!$% h*(
 (C/`*.(%   `% #ш- %k '0   * -5-߱>
5-'3    CR  *320 `%   !ߡ߰߬ +߿ , -ߡߥ ,-߯g $ ߡŰ-W ߱߳p߶X߲x߰߷P@  ߡ`$ ߥ`߾g  @!  ߧxߋ #*   %P ߵ H/ 0  ߨhe* (<ߩp*- /	  c  %(P- E(-p$  xX߮ $ $ M  0`*`- x-x- p<$   x>$ -f X-&f +$   !8P$ U  @-߶@߶x ߶H߶0߹% %ߘ߶H %8߹V8- %. (     ! H+(&߱0   +7 -V ߲H&  8-g e 	`$ H+  g g ,  g 0߲8-g 4 ߲(' P-X 0& P-wx#p   X% *& ߱@8-
  C߰ - 9*h 2߲Pyp
eP ߱0 +7 -U ߰H'  8-g e I $ H+  g g ,  g 0߲8-g 4 Ơ߲(' P-` (& P-x#   `% *& ߱@8-
 C߰ - 9*Xoh 2߲PYp
p߱0ߦ@`% %%߾ ߭8(X% %߷&D 0 (   !g 0 8-ߥ + 0-8$ @ k#'$  @* K  
g , xC ǈ /* ?xG 
߿( ߿0/   (& M-  + hߢ(g  M-&N  G` + @ $   g  `ߢ g 4 L- GH Pg 0 ~Xߦ0-߿@  -$c /) D8 k#I'' 8*
 @Cߧ8  0 (* 0- >@ 8ߦ(g  0- Dp
Őg ,!   DH 0ߡ ߮g  &-g 4 $   D(߾ߵ߳߱ߪ8ߡhߟߧxߢ@ % eX  )    A`0%   !   !߭8%% %߾ X%ߦ@&D ( %߷0  (A  ,! ? !  %P   0% @#  ($  (-% ( p(-%  0 0-p*  `
 ( `C (-0- lh*D   m` 0%   !  %   !& f Q-8V fs  &#  x& x-&  x$ x- * 
   - x C x-- v*D   x   !fs    !eJ ߿U_y߮ ߱߳p߶X߲x߰߷P   !   !ߴh߿߼Xߵ`߾H g   !g< $!FD H 9-߂4 %  c  A     ( +,  + (+ %$ T     U ߿    ! ߎ$   ߘ g   h* 9  -  @U ߿  d^  @%    /  <ߐLf 4 1- fy4 P 3/ -y-ߴ ߵ - -߶ ߷-f1  h-- X-?- pg fs f g>  `        Dߡ X 8߁  0ߡ  (ߥ P߄  t ߃̎Dn `X%@P%m  H%g Da ߁g @l   %gb  	 ߦ ߥ Xߤ ߣ ߢ ߡ P 8 0 ( % `X% @P% H% g Dg  g @  (%ߡ ` @ % x 	  fR@fFPߡ xf'fFPߣ h #-4 `!-c--f ߡ p-߰ ߲ ߴ ߶ ߷ ߵ ߳ ߱ ߾ ߿    !߼ H g    !g0< $!Ct H 9-߁4 %  c  !     ( +,  + (+ %$       U ߿    !  p$   x< Mh* U ߿     %ߓ p/fy  ߐ4f ߐL 4f -   fu ߷ e4 h3/- PN-nx- X p-f1  `t-x-ߵ ߶ p-fs  pe  xe  @ t ߃̎De  ߟ4a $  b  %d     ߙ ߥ X  ߡ `@P% 8߁g @`X% 0ߡ g H% (g 	ߤ Pf fR@fFPf'fFP4ߡ h"-a---  $ߡ p   !   !       `X%ߙ߿ `@P% H% 8ߟ$g @g 0߿ g (ߥ X 	ߤ Pf fR@fFPf'fFP4߿ h!-ߡ p---V߰ ߲ ߴ ߶ ߷ ߵ ߳ ߱ ߾ x߿ ߼ H g g h p<  x$!@    9-     ,C  /  3 d"ߡH  "-ߥX  ߄| A- Ġ   C- $  ߕ ,d" * d~        ߭ @  `<e  g߭ ߡ@e -   !.   !   !f1  p .p-& f V.߰   !   !߱  & 3-ߡ@x*U g    <߰ - :f - {f Rr z#5 5     ! 5  P% 5     ! $  %  8- 7-' 9  6- 5-^/f,  e  ƣB C  0A   # - @ @ &0- 	Hc (@- )H-e  g el eJ Ā B :#B C  0A   # - @i @ &0- 	H (@- )H-   e eJ Ā B#@%%F F F %F  %F Ǝ$ ߕ `% (      %(- 4-   $ -߾  #-Ģf  Ă" b B  *    !@%`%F F F % %F F Ǝ$ ߕ  `%# (#    #  "  %(- $ -  #- "-Ĥf1 ă  dC  f V#ߕ    !   !߰g  $  ߢ x #*  ߃|  B  b (ߴPT  +g    < > ߢ( dP -dQ ߢ -ߦ    !@ ߣ pd   % (*    @8% (%` %% 0- 	dߢ f1 f Vߦ ߰߿   ߕg     !ߥ $  ߲0߃ "*$    8ߖc  < >   8   ! d-fP ߴPߗfQ -ߦ p    0% @* 0  T  @%8% (%fR ` %	 	Pߩ %*H- 	e&ߥ f1   f @%8%@(%%` % 	ߦ ߥ f f1 fR Vߦ p߰߿    ߢ ߤ *3 T@ ߡ xP  ߨ    !   ! <d  ߤ    !d -%ߦ  ($ (- f f1 ߰ߨ ߧ ߩ  P$  @8* T ߡ x @<*- G:ߩ  *-߾ ߢ f -r zea P2 y!   ! `%-   ! p$  - O/  -  H- f+  8ej /  ߭  (-ŀ C0-ŀ   G0-e C D(-  ŀ h  Ip- Hf  8c  eK ŀ  B Š C0-Š     ! G0-e c D(-  Š H  Ip- HF  8C  ej Š  %`% % % `% % %   !-  -& Ҩ- ֠-2    2 Ә-  1 Ґ-ff   ߰ш-F   '&   !%@% % % `% %  %   !   !   !!  ߡ "   $ - "  #-   %  "-g (  %-G f 'f1 ߰ߡ x!  P  ߡ ߁" $   A* @%  0Q ߢ    <ǀdP  ߲    !-   ! ߣ $c B- f @   !߰   !߲ ߡ ߢ $!  ߢ a*T  ߡ   < C- :f -ǀQ dA P1    !   !   ! $   !/   x f  He    8B -ߢ  C0- G@-  IP-   O- x @ H  e   O 8 C(- G@-  IP-   O- x @ H  e   2 8 C - G@- 
 IP-   O- x @ H  e   8ߡ %% % %    % `% 38- 20- 1(- 5 -    #- @ "- (-`߲ ߰@  , ߡ %% % %    `% %  38-ߡ %% % %    `% %  38-   !      D -  C- B-A-`@f     !߰ߡ ߾ !  ߾ $ P  ߣ ߁" $   A* @%  0Q ߢ    <ǀdP  ߵ - ߣ $c - f @   !߰   !ߵ ߡ ߢ $!  ߢ A*T  ߣ   < C- :f -ǀQ dA P1    !   !   ! $   !/   x f  He    8 -ߢ  C0- G@-  IP-   O- x @ H  e   O 8 C(- G@-  IP-   O- x @ H  e   2 8 C - G@- 
 IP-   O- x @ H  e   8ߡ %% % %    % `% 38- 20- 1(- 5 -    #- @ "- (-`ߵ ߰@  , ߡ %% % %    `% %  38-ߡ %% % %    `% %  38-   !       -  - --`@f     !߰ߣ 3 ߵ $ ** T  ߢ    !     ! <dp  ߡ@   !-   !  #--HiF	Bf & H߰ߣ   &  B*T  ߢ  < d- zߨ ߣ -f ߡ@Q dR RQ  ( f        ! H$ "/8-e  %0- $(-	X-F  d@- )P-b@F     e  $8- 	H@ S iX-ĠF  d@- )P-b@F     e  $0- 	H@ 5 iX-F  d@- )P-b@F     e  $(- 	H   !@ iX-%`% % %ߢ F , )- D-jFRjƊFRƫJFR  ߰ ߢ  C- #-JK*FRߵ   /*   !   !%`% % %F , )-ߢ   D-   !   !%`% % %F , )-ߢ   D-   !   !  " -(-čĮFkA    #--nMFkAf M߰   !ߢ ߤ  3 R  ߢ  <dB d   P/ߡ@-dR   !  "-ߣ O$c Nxf     !߰ߢ ߡ ߣ  ($!  *T  ߁ < e -ߣ  e- 7: (/ / /  /-ddc f dB ߡ@ d RQ     x  P  `% @	 $  f    2- /x- *P- (@-&0/ em  8B   !   !MM 	PM '@- xx M  *P-  /x- 8-   e  A 8f WMcMb 	PMd '@- x Me  *P-  /x- 8-   e  A 8 5MM 	PM '@- x M  *P- y /x- 8-i  n em  A 8`%%F F F%F  %F Ǝ	 N# % @ 8 40-N" 	H (@- '8-N$ )-N%N0NN  1N%%F F F% %F F Ǝ	 N#  %%`%F F F% %F F Ǝ	 N#  % H   @  )H- 8  (@- 0 '8-1 &0-NNNNf    !   !߰ߵ    !   !߁ߢ $ ߴP! ߃| $*B  b (ߢ8  ,g  ߟ  < >   !    ! dP -dQ ߢ -ߦ    !@ ߣ pd   % (*    8 (%` %%f1  0-ߧ  	dߢ f Vߦ ߰߾   ߵ    !   !ߵ 3 $ * $ @ *     ! <ߡ ߣ d! dp   0/-d1ߡ  $" ߡ  #- Nf 2   !߰ߡ $! *T  ߲ ߡ    ߢ  < D-ߢ  D- /: p / p/ p/ p/-ddB    !ߦ  X%f  td! f    ! H $  x %(/ h  ߧ    ! @ 8-Md   H-Mc    H- 8Mb  e    - x  8- 	h  Ma    G @M   H-M    H-G 8M  eK N   - xI  8- 	hH  M   E ) @MD   H-MC    H-g 8MB  el n   - xi  8- 	hh  MA   e @`%%% %Nߤ  % 0-N (-N  -N  )@%%% %Nߤ   %%%% %Nߤ   % @ߥ    @- 8N   8- 0N 	  0- 	HN  (-N f    !߰ߵ    !   !߲ ߡ x!  P  ߲ ߁" $   A* @%  0Q R  ߲  <ߢ ǀ   !dP  -   ! ߣ $c B- f @   !߰߲ ߡ $! a*T  ߲  ߢ   <ߢ  C- :f -ǀQ dA P1 ~ $   !/   x f  He    8B -ߢ  C0- G@-  IP-   O- x @ H  e   O 8 C(- G@-  IP-   O- x @ H  e   2 8 C - G@- 
 IP-   O- x @ H  e   8ߡ %% % %    % `% 38- 20- 1(- 5 -    #- @ "- (-`߲ ߰@  , ߡ %% % %    `% %  38-ߡ %% % %    `% %  38-   !      D -  C- B-A-`@f     !߰߲ ߡ !  ߵ P  ߲ ߁" $   A* @%  0Q R  ߲  <ߢ ǀdP  -   ! ߣ $c B- f @   !߰߲ ߡ $! a*T  ߲  ߢ   <ߢ  C- :f -ǀQ dA P1 ~ $   !/   x f  He    8B -ߢ  C0- G@-  IP-   O- x @ H  e   O 8 C(- G@-  IP-   O- x @ H  e   2 8 C - G@- 
 IP-   O- x @ H  e   8ߡ %% % %    % `% 38- 20- 1(- 5 -    #- @ "- (-`߲ ߰@  , ߡ %% % %    `% %  38-ߡ %% % %    `% %  38-   !      D -  C- B-A-`@f     !߰߲  3   ߡ@ <ߣ dp  -   !  #-C-UvFAf & U߰& * BT  ߲   <ߢ  C- zf -ߡ@Q dS Rq    !  f        ! H$ %/C8-e  #0- $(-IX-ߣ F  d@- )P-b@F     e  $8- 	H@ O iX-ĠF  d@- )P-b@F     e  $0- 	H@ 1 iX-F  d@- )P-b@F     e  $(- 	H@ iX-ߪ %`% % %ߨ F   )-	  -wFwƗF ƠWF ߰ 	HIP- )H-W@7F   -7ߪ %`% % %F   )-߫ 	   d-ߪ %`% % %F   )-߬ 	   - h -x-M-aF    p .h-Np-ŠF f ߰   !߲ ߴ ߶ ߿߷ ߵ ߳ ߱ ߾ ߼ h g g@ @% H%<  0 $ $!d H 9-$     x  ߊ| 8* eJ  @ߧ @-ߦ 8  $    p    P 	 ߩ Pe0  $ PX/    e 0<% %h* 7Ǖ 
84-  X0/e1W  `7    !   !N  H%  @%6  U \߂|R  ȸ p< we e! X/ .P-&R    !F F F AL+FF     ! d!    !T*&R  ȸ&X  -*W  @߂|90-߹ X < / / / : (/dd dC F F d"  -L  F AFF@L @F F F  L FF F   F L  F FAF @d   F  L FFAF  L  F  AF F@  L @F F F F L @FF F   d  F ߂|3X-$ ! fs >-B (P@   5  5  $    !   !   F-"  BCF"$ dFh*M4 F&1  	 f f  ߢ `fVy7 ߿ 8߾ @߳  h       !   !ߥ H& ##$5 *״ h@ 2  P   P  <   ! 0   !&- - ' p/-dq&R    !N@FBf V&R ߳  P&G *`-ߩ H8*T ߤ H @*- @<X/P/H/ G:/eceA e$ ߯ 8f - e RQ Nf  h @%$  N.(/נ hFN  F NFB߯ @NFd LFB   !L @F L F  
 L @Fd L   VFL @F L FB   L @Fe( M$   @FBM# @F M" F   M! @Fe M  % 'FM F M @FB&  ) M @Fd L #( FBF MF UFF = % %F -F    !N@N 7  F	BF5 N F36    
  	  - F U %F MFF E %F 5F  N@   !   !F M %F UFF =F -F   %F MF %F UF E %F 5F  N@NFNF  NF NF f    !   !ߤ H߸ H2 $ ߼ 0 ^*2 $ Ҁ*V  ߱  R ߤ P   !   !   ! <fg ߵ P ȸf  --q//fs/,N3`f1 N &R   fV,߳ ߤ P   !   !ߡ H&^ ߿ 8ߥ @*W ߱    !    ! #- 0- F/ F/     (/ Bdc ( <  - %8- z / (/ /gL L      L d dL   L M          !L d eM     !   y߱    !   !T  u߱    !ߡ PR  X <fd  (d1   %- - q/ 0/ ds/-N3hf1 N@&R   fV-   !߳  X   !ߩ Pߨ H&F `-ߧ 8ߪ @0* T M߱ +-X//J    RP/ 8Beb 
P 8<*H-
- Gz08/0 // @%f +d.  /N"xf$N!pf& n(/N  N @     L Ldd L   L @    LLed M  M @   ߳   ߱    !߳     0N"N   0  N!f1 N fV0߳ ߱ ߴ ߶ ߿ ߷ xߵ ߲ ߰ ߾ p g gp H % h %  P % x  X %f  a-   `  !$	   d")* p @ % 82( nx-T  bf3 ߣ 8Q  ߧ 8   !  <dc  ' k/dP-da%)    !Ma  `ek Uj%) ߧ 8 	0%%  P-%(*T Jf3 X- 0 0<KH/K@/K8/ 7:K/e$d fP-   !`8%el  -e Md  Mc @$ ef Mb Ma M(/   !    d L  L @L  L     d L  L @L L       f3    !   !      f3    !   !Md @aMc @a  Mb @a Ma @a ek    !j   !f3 $	 2 	p*  p aeQ   Ȃ < X-fS  k/tP-fa%)    !Ma bek Uj%)  Ȃ%8 1-*W  K% 	 A- <X- : k/ k/ k/ k/bP-d$g `8%ee  -g! Md  Mc @$ ef Mb Ma H(/   !    d L  L @L  L     d L  L @L L       %   !   !      %   !   !Md cMc c  Mb c Ma c ek    !j   !%0%g   %   	H 	8- $	 2 	P* U@ c߿ P  1 - <f>  X-f^  /-g%)    !dMs ek Ut%) 1 -%!   *T  K߿   	C- <X- 7: k / k/ k(/ k/fP-ddB $ eg  -d `8%`b ef a  c H(/   !LLL Ld      LLL Ld     LLL L  ߿    !   !LLL L     !   !   !eMd(e  Mc(e Mb(e Ma(ek    !j   !߿ ߾ @2! $	 ߫ 8)P*߷ H߶ PU@ `߱ xP   x h<el f  o`/m-e%) fMp0ek Ur%)  x%.  	.p*߱ 8U J߱ x0-X- x<k/k/k/ :k/fDf" oP-   !`8%et  -f `b $ ef a  c U(/   !LLL Ld      LLL Ld     LLL L  ߱ x   !   !LLL L     !   !   !gMd8g  Mc8g Mb8g Ma8ek    !j   !߱ x߳ hߵ Xߴ `߲ p߰  g $	 g @ % @%<  8$"d   p$  P   x% 0  * Y- (T    P  h' X ' `0 I8* H  %U T   [@@%R` F  X< ge f aX/ ,P-%)    !F F F AL+@FF     ! d!    !T*%) F F  	x%- -Mh*U >   p<0- : &/ &x/ &p/ &(/ -g e e    !L  F AFF@L @F F F  L FF F   F L  F FAF @d   F  L FFAF  L  F  AF F@  L @F F F F L @FF F   d  F    F-$	  P I8*  "#F-&1 * B߳ `ߴ X߲ h߶ H ߵ P߂|߼   C-$	 *3 `T@ ߱ p hP  %!  <f f    ! K/ dQa-%)    !Mq Fdek Ur%) ߲ h%! * T  ߱ p 	-X- < K/ K/ K / : K/dcd! d ee ~- d R Mceg `@%MdFMc@F    !   !Mb@FBMaF$     !%(/d LFBL @F L F  
 L @Fd L   VFL @F L FB   L @Fe( M$   @FBM# @F M" F   M! @Fe M  % 'FM F M @FB&  ) M @Fd L #( FBF MF UFF = % %F -F    !N NFFB7  5 NF36  	    .    !F U %F MFF E %F 5F  N    !   !F M %F UFF =F -F   %F MF %F UF E %F 5F  N McF
jMbF
j  MaF
j MdF
j ek    !q   !߱ p߷ @߾ 8߰ x g    !   !$	 g @ % @%<  8$"   p$  P     ! x%   ! 0  * Y- (T    P  h' X ' `0 I8* H  %@@%V  F W F FT b$	 R` F  X< ge f aX/ ,P-%) F F F AL+@FF     ! d!    !T*%) F F  	x%- -Mh*U E$	  p<0- : &/ &x/ &p/ &(/ -g e e    !L  F AFF@L @F F F  L FF F   F L  F FAF @d   F  L FFAF  L  F  AF F@  L @F F F F L @FF F   d  F F F F  $	 F FF $	    ! P FFAI8*FFFF-&1   *BP  %߳ `ߴ X߲ h߶ H ߵ P߂|߼   C-$	 *3 `T@ ߱ p   ! hP  %!  <f f    ! K/ dQa-%)    !MqFfek Ur%) ߲ h%! * T  ߱ p 	-X- < K/ K/ K / : K/dcd! d ee ~P- d R
 Mc    !   !eg `@%Md FMcF Mb FBMaF$     !E(/d L FBL @F L F  
 L @Fd L   VFL @F L FB   L @Fe( M$   @FBM# @F M" F   M! @Fe M  % 'FM F M @FB&  ) M @Fd L #( FBF MF UFF = % %F -F    !NN@F
F	7  5 N@F	B36    
  .	    !F U %F MFF E %F 5F  N   !   !F M %F UFF =F -F   %F MF %F UF E %F 5F  NMc FlMb Fl  Ma Fl Md Fl ek    !j   !߱ p߷ @߾ 8߰ x g    !   !g h p x  <     $"4   Y-  /d#ߢ8ߥH   C-߄| Ġ   A- C- ,d!  $ dB  ߭ * 3          ߡ0@    ! `<e  g߭e -.f1  p .p-& f V.ߡ0߱ &  x*U g   <߰ - :3-f - {f Rr z'5   ! 5     ! 5  P% 5    ! $  %  8- 7-' 9  6- 5-_/f,  e  ƣB C  0A   # - @ @ &0- 	Hc (@- )H-e  g el eJ Ā B :#B C  0A   # - @i @ &0- 	H (@- )H-   e eJ Ā B#@%%F F F %F  %F  $  `% (    %(- 4-    $ - #-Ģf  Ă" b B  (    !   !   !@%`%F F F % %F F  $   `%' H'   @'  8&  )H- (@- 0 '8- &0-$f1     f V'g  ߊ߭ x߳ p߫ $ J ߌ|NP*  k  ߏ (%߷@߱U@ 3g    x<   ! x>   !    ! xf0 x-ߞf1 - %s  u* ߹ x?-*g&%R` %   (% 	ߧ ߳ pf   f1    !   !% (%   	  %߳ pf f1 V %߾   g  ߟߡ x$ ߷@߲ fP fQ  fS *!   M$4߁!  < >  	8 "-ߞ-ߣ p   !c   d(* e *` "ߧ T @%fs    Hߧ ߨ  %	@-ߙ (% 	ef fR   $f1    !   !@%@(%ߙ   % 	ߦ f f1 fR   fs     % ߿ %- 	d%` %߿  %- 	d%f f1 fR fs Vߣ pߡ >  ߤ 3 $ *T@ $ P  ߩ  <d  ߤ   !d -% 0ߥ    ! (-& f    !f1 ߩ  P&  @8*T $  @<*-ߩ G:*-߿ ߢ f -r {ea P2 z!   !   ! `%-   ! p$  - O/  -  H- f+  8ej /  ߭  (-ŀ C0-ŀ   G0-e C D(-  ŀ h  Ip- Hf  8c  eK ŀ  B Š C0-Š     ! G0-e c D(-  Š H  Ip- HF  8C  ej Š  %`% % % `% % %   !-  -& - -2    2 -  1 -ff   -F   '&   !   !%@% % % `% %  %   !   !   !!  ߡ "   $ - "  #-   %  "-g (  %-G f 'f1 $ ߲ ߦ ߪ ߇  P $  8* % 1 R  ߮    ! H<ǀeP  	O   !	-   ! XKX-f & `V   !߮  h߲ &  xl`*U $  h<π- o:߷ ߢ f -ǀq fa P1 ~   ! $   6/   x f  He    8T - C0- G@-  IP-   O- x @ H  e   O 8 C(- G@-  IP-   O- x @ H  e   1 8 C - G@- 
 IP-   O- x @ H  e   8%% % %   %  `%-   !--`- ȸ @ -   -- ߲    -%% % %    `% % -   !   !%% % %    `% % -   !   !      D -  C- B-A-`@f    !    !$ ߵ ߥ ߩ ߆  P ߧ  0* % 0 R  ߭    ! @<ǀe0  G   !-
   ! 
PP-f & @V
   !߭  `ߵ &  pKX*U` ߧ `<- g:ߢ f -ǀ xe P1 w$     ! 3/      ! x f  He    8 - C0- G@-  IP-   O- x @ H  e   K 8 C(- G@-  IP-   O- x @ H  e   1 8 C - G@- 
 IP-   O- x @ H  e   8%% % % % `%ߴ ----       -  - -ߵ   %%% % % %  `%   !%% % % %  `%   !       -  - --`@f    !    !ߧߡ03 $ $ (*ߵ  Ը*R  ߡ0 0<d  7-   ! H )@-H-)F	Bf &    !ߡ0߬ h&  XBP*U@ ߨ  X<- _z߹ ߣ f - e RQ ߤ   f        ! H$ ߰ //x-e  20- $(-	X-F  d@- )P-b@F     e  $8- 	H@ O iX-ĠF  d@- )P-b@F     e  $0- 	H@ 1 iX-F  d@- )P-b@F     e  $(- 	H@ iX-%`% % %߶ F   + )-İ-jFRjƪFRJFR 8- 8-J+
FR  3
   !   !%`% % %F + )-߿    -   !%`% % %F + )-ߢ     D-   !ߤ    !   !    #(- 0-ĬFc   8 '-  -čߤ lFcf l   !ߵ ߨ ߪ  3 R  ߡ0 H<e eP  	O@/ߡ0	-e&  X +X-nNpf V& ߡ0߭  p& -߭ `*U g  - h h<P/Px/Pp/ o:P /f%e e f -q fr RQ       `%     ! $  	  7- 6-   5- 4-90/f em  8ƢƃMM 	PM '@- xx M  *P-  /x- 8-   e  A 8f WMcMb 	PMd '@- x Me  *P-  /x- 8-   e  A 8 5MM 	PM '@- x M  *P- y /x- 8-i  n em  A 8`%%F F F%F  %F Ǝ N# % 8 0 4-N" @ '8- &0-N$ (-N%Nx/NxNx  1Nx%%F F F% %F F Ǝ N#  %%`%F F F% %F F Ǝ N#  % H   @  )H- 8  (@- 0 '8-0 &0-NNNNf    !   !ߵ g  ߊ߭ xߵ p߫ $ J ߌ|NP*  k  ߏ (%߷@߱(U@ /3   x< x>    ! xf0 x-ߞ߳ f1 - (%`8%  * ߿ -* 	gf1 %   	 %f   	ߵ p% (%   	  %ߵ pf f1 V (%߾   3 $ $ *߳  ָ*P  ߦ  <ߡ ߣ    !d! dp   0/-d1  d -N@f & Vߦ  8&  P-ߦ (*T $  ǀ- 0 0<PH/P@/P8/ 7:P/e$e -   !ߦ f f q td  X%   !  $  x .(/ h  ߮    ! @8-Md   H-Mc    H- 8Mb  e    - x  8- 	h  Ma    G @M   H-M    H-G 8M  eK N   - xI  8- 	hH  M   E * @MD   H-MC    H-g 8MB  el n   - xi  8- 	hh  MA   e @`%%% %N %ߴ -N-N-߳ N  (@%%% %N  %%%% %N  %   ! 0  f0- (N e(- N - ȸNy-Nf 3   !   !$ ߥ ߡ !  P  $ ߂C  t* `%@ 0q R  ߩ   <d  'ǀ- 0f0-f & V   !ߩ  @&  PG8*T $  @<*- G:ߢ f -ǀq yea P1 x   !   ! $   -/   x f  He   ߬  8 - C0- G@-  IP-   O- x @ H  e   K 8 C(- G@-  IP-   O- x @ H  e   1 8 C - G@- 
 IP-   O- x @ H  e   8%% % % % `%ߴ ---  @-     - - - ߳   %%% % % %  `%   !%% % % %  `%   !      d -  c- b-a-`@f    !    !$ ߩ ߥ ߆  P ߡ0  0* % 0 R  ߭  @<e0  Gǀ-
 
PjP-f & @V
   !߭  `&  pKX*U` ߡ0 `<- g:ߢ f -ǀ ye P1 x$     ! 3/      ! x f  He   ߰  8 - C0- G@-  IP-   O- x @ H  e   K 8 C(- G@-  IP-   O- x @ H  e   1 8 C - G@- 
 IP-   O- x @ H  e   8%% % % % `% ߴ ----  @    - - - ߳   %%% % % `% %  %% % % `% % ڎ       d -  c- b-a-`@f    !    !ߡ0߼ h 3 ߦR  ߡ0 (<d  /-   ! @ (8-h@-Ff &    !ߡ0߫ PB&  `H*U  ߰  
P<l- 
Wz߷ ߣ f 
- e RQ   f        ! H$ ߰ //x-e  20- $(-	X-F  d@- )P-b@F     e  $8- 	H@ O iX-ĠF  d@- )P-b@F     e  $0- 	H@ 1 iX-F  d@- )P-b@F     e  $(- 	H@ iX-%`% % %ߵ F   7 )--vFvƖFƷVF - 6-VF  /   !   !%`% % %F 7 )-߸    -   !%`% % %F 7 )-߹    $-   !  >-~-@aF     ?--@F f    !   !߰ ߲ ߴ ߶ ߿߷ ߵ ߳ ߱ ߾  g$	 g @ % @%<  8$"   p$  P     ! x%   ! 0  * Y- (T    P  h' X ' `0 I8* H  %U @@%T  T ] P R` F  X< ge f    !aX/ ,P-%)    !F F F AL+@FF     ! d!    !T*%) F  	x%- -Mh*U ? P  p<0- : &/ &x/ &p/ &(/ -g F e e    !L  F AFF@L @F F F  L FF F   F L  F FAF @d   F  L FFAF  L  F  AF F@  L @F F F F L @FF F   d  F  P  F -$	   BF &1 I8**BP  %߳ `ߴ X߲ h߶ H    !ߵ P߂|߼   C-$	 *3 `T@ ߱ p   ! hP  %!  <f f    ! K/ dQa-%)    !Mq F cek Ur%) ߲ h%! * T  ߱ p 	-X- < K/ K/ K / : K/dcd! d ee ~- d R Mc@eg `@%Md@FMc F Mb FB   !   !Ma F$     !%(/d L FBL @F L F  
 L @Fd L   VFL @F L FB   L @Fe( M$   @FBM# @F M" F   M! @Fe M  % 'FM F M @FB&  ) M @Fd L #( FBF MF UFF = % %F -F    !NNFF7  5 NF36      .    !F U %F MFF E %F 5F  N   !   !F M %F UFF =F -F   %F MF %F UF E %F 5F  NMc@F	BiMb@F	Bi  Ma@F	Bi Md@F	Bi ek    !q   !߱ p߷ @߾ 8߰ x g         g %  % H %<   $BD$* ( Y- j- 0 % % @$ ߂,$  !   8+ dR5%J jH-)  +   !ߌ,ߙ@@%)K  P` H-     e.ߌ 	e @ߙ 	   !ߣ  ߨ ߩ ߪ    ! 
#@ &  a' #3  < > hX- 
a/   !%Jea  ek! `ye)   ! 
 #Q*@    ! hX-$ # B < > c-c/e  % `eek% _ye)   !   %fK F   $
 d   !   !'9   YH*g   ek     !$ d߉,+( eߙߊ  
   !e).eD @ 	e% (ߙ 	   !   !   !ghy  ߳ 01 <$   "   !+ E   !g `ߙLgl 	g `ߙ<   _-@  	  %$A  @* C
        0%ߙ4A-  (% 	$  )   !$  &  g `ߙLgj 	g `ߙ<   A-@ 
" 	  %$_  @* A
        !$       !ߙL 	g `$   C-@ b       !  ߰ H߲ 8߿ P%ߵ  ߱ @ߴ ( g`   !   !g< $! % 9- %   %  ߁, d!5$  "-ߙ   ` %  	'ߙߟ,  ! !  g.ߟg @ 	d% Xߙ 	   !   !   !߱  ߿  %߰  g     !   !g< $!D % 9-ߙ,  %  	g    "  ߟ,߱ "    !ߙg.ߟg @ 	d% pߙ 	$   !߿  %߰  g     !   !   !g< $!Դ % 9- %   %  ߁, d!5$  "-ߙ|   ` %  	'!  ߱  ߙߟ,A 
   !g.ߟg @ 	d% ߙ 	   !   !߿  %߰  g     !   !   !g< $"  % Y-  ߂,  dQ5!-ߙ  %$  	   !ߙߟ$A    !߁,d!.g @ 	d% ߿   ߰  !-߱ @%߲    g  g< $!d % 9-  ߁, d!5   "-  ߙ4 (  $  	   !ߙ߿  $A    !߁,d!.߂dD @   	d% ߙ 	   !   !߿  %߰  g     !   !   !$     !   !g< $!Ҥ  % 9-  ߁, d!5 "-ߙd  	$߿  %߰   g g< $!T  % 9- ߁, d05ߒ f      !   !@%   f  	   !   !   !   !`%߿  ߰ ߳  ߱ ߲  g 0   !   !g< $! % 9-ߙg    	  ߙߟ,$ߦ  A 	   !g.ߟg @ 	d% ߙ 	   !߿  %ߡ p߰    gg< $!D  % 9-ߙD  %  	   ! %߿ $KH- P%`   %   !B  !  & %kA  eJ *"   e)   !   !߰ ߱   g  g< $
 
$!д    H%  X% X#   !   !j   %   9-   $ 
   !g $ 
  Xg $ 
 P% P-'( 0& H  `   !    ! X% `-$ -&    h-  %ߙD 	  ߭ ߼  ߿   ߰  g  g< $!  9- X% gߙ       ! 	 g ߙLg     	g -߫ @$ ߙg 	` %߿   %߼ ߰  g 0g< $!T  % 9-߁,ߙ d1s  	d$s!  " ߿  "!߱  "#D  F !ׁF! F   %߰  D   g     !   !g< $!  9-   ߋ`% 	gߋ`% 	g  ߼ ߿  A# g     !   !g< $!t   9-  P %߁,ߙ  Xd0s   	d$s 8ߙ 0 	g䏟(  0%߁,߅ Hd#.$ߙA   $   ߕ߃􏐅$ @ ( p "X!* ߓ` %  ߒ߳ b  c ߐ4   %  
& ߐ4 %$߅̯` %߳ K  g  G ܎'   	G ߙ 	g߄% @8%f  ߨ  	e %߅߄ 	  0%$$ <ߓ߇%߿ $  %g טߒ` % (%   !   !H  D  F !F8 F  D  ߁ "   H$ "    C 
@/D Fa  P$ <F8C " F G D(  	  X% (%߃ߓ` %$& b  c *  $ <$ ߒ  S   !   !   !ߙgo 	ߤ ߙL @ % 	gs$ $ ߓ<$ `%$  	`%$ @(%   !   ! 	  %@(%`%ߟ&  g߂ߓ߁`%@ % 	A % @0%߄߱  	f%(ߐ\ % 	߄`%@ % 	ߡ % @8%߄&   	f%@%߄ 	f%X % 	߄ߓ߁  %(  ԯ   !   !߱ P׸ (ߙdߴ 8߰ Xߵ 0 	` %߿  ߼  ߲ H߳ @ g `   !   !ߡ ߰ X߱ P 	d$߿  ߼   g `            g< $!d  % 9-ߙ  	   !߿  %߰   g     < $B$% Y-ģ  ǁLǀPLǁTǀXLą  ǈDLH* ǁHǀ4L*`LA  Ǌ<Ǆ@L	 Ǌ,Ǉ0L)ǀ\ǂ8LEHL0 LA8L    %L     !   !< $Bɔ% Y-ģ  ǂǀ  Lǂ|ǀL
 ą  ǊL	ǊxM
* ǂǀLLAL9ǀǋpǄtL	 ǉhǂlLI(ǋ`ǉdM+*`L0 LAHL    %L     !   !< $B% Y-ģ  ǁǀLǁǀL   ǈL
 ą  ǇL	ǊM
* ǂǀLLAǂǀL*`ǂǀL*L9ǌǂLL(ǄLI ǀǉM%Z`L0 LAHL    %L     !   !   !   !< $B4% Y-ģ  ǁǀLǁǀLą  ǈLH* ǁ ǀL*`LA  ǊǄL	 ǊǇL)ǀǂLEHL0 LA8L    %L     !   !< $BǤ% Y-ģ  ǂ@ǀD  Lǂ4ǀ8L
 ą  Ǌ<L	Ǌ0M
* ǂHǀLLLAL9ǀPǋ(Ǆ,L	 ǉ ǂ$LI(ǋǉM+*`L0 LAHL    %L     !   !< $B% Y-ģ  ǁ|ǀLǁǀL   ǈxL
 ą  ǇL	ǊtM
* ǂǀLLAǂhǀlL*`ǂTǀXL*L9ǌ`ǂdLL(ǄpLI ǀǉ\M%Z`L0 LAHL    %L     !   !   !   !< $BD% Y-Ģ  ǁǀL ǁǀL ă  ǅL L! ǀL  ǁ  %L     !   !   !< $B% Y-Ģ  ǁǀă  L ǁǀL`ǁ ǀL L) L! ǀL  ǁ  %L     !< $Bń% Y-ħ  ǁ4ǀ8L9 ǅ,ǁ@ǀDL8ā  L	 ǂHǀLL8La ǆ(ǀPL8 LA  %L     !   !   !< $B% Y-Ģ  ǁtǀxL ǁ|ǀL ă  ǅlL L! ǀL  ǁh  %L     !   !   !< $BĴ% Y-Ģ  ǁǀă  L ǁǀL`ǁǀL L) L! ǀL  ǁ  %L     !< $BT% Y-ħ  ǁǀL9 ǅǁǀL8ā  L	 ǂ ǀL8La ǆǀL8 LA  %L     !   !   !< $B% Y-ā  ǂǀ L8  %    !   !< $Bô% Y-ā  ǂǀLǀL8ġ  ǃL ǂ    %L     !    g< $!d  % 9-߁  d( 1A    %-d g 0 +߄,"   0A W  0K `    !`    !   !   !d *    1K X-e) k   +1l W 1k `    !    !   !$
       ߒL hds-h- ݭ   (g 0    !  gx  w$ * U   !+     !@%g 	` %g@%   p.p-@ |   	` %`0%߁,  d!0hߙ ?-@ q  ߂dD @ 	d% xߙ 	$  h   !$$ߙ 	` %ߙ @X%$    ! 	` %     !   !ߟ,`0%ߙg0hߟg @ 	d% @ߙ 	$   !@%g 	` %`0%ߟ,  ߙ !-@ A"  g0hߟg @ 	d% `ߙ 	$  7   !   !   !@%gz 	` %g}@%   !-@ *"   	` %`0%߁,  d!0hߙ ?-@   ߂dD @ 	d% (ߙ 	$     !   !@% 	` %ߙ`0%  ߁, d%0h߁?-@    	d$ @ߙ 	$   !   !߿ (  ߲ ߳  ߰  !-߱ !  %ߴ   g0   !   !g % X% P%<  H%$!       9-߂,ߙdB0h߃dd @ 	dE ߙ 	$     !   0%ߙL   (% 	g 0߿    ߙ-ߥ ߤ g 0 	  0߿   %߰  g0   !   !g< $"D  % Y-  ߂,  dQs!-ߙ  %  	$  ߙߟ,@    !g0hߟg @ 	d% ߙ 	$   !   !߿   ߰  !-߱ @%߲      g     !g< $!  % 9-  ߁, d!s "-ߙd  	$  ߙߟ,@ 
   !g0hߟg @ 	d% ߙ 	$   !߿  %߰   g    !   !   !g< $"   Y- ( %   %  ߂, @    0dRs 8 % A-ߙ4   0% H 	$  "    a  ߳ 8 C  ߨ @A-  %ߙ|$ '   	  0!    ߰  ߱ ( # ߙ߿    ߲ 0A    !߁,d!0h߂dD @   	d% ߙ 	$   !   !ߡ !   ߡ  "-ߙ\$   	  ߢ ߼  ߿ HA   g Pg< $"   Y- ( %   %  ߂, @    0dRs 8 % A-ߙ4   0% H 	$  "    a  ߳ 8 C  ߨ @A-  %ߙ$ '   	  0!    ߰  ߱ ( # ߿ Hߙ\   ߲ 0A    !ߡ !   ߡ  "-$   	  ߢ ߼  ߿ HA   g P   !߱ (ߡ ߼  ߳ 8߲ 0߰      g P   !   !   !g<   $!   C    9-  %  %$ ߙ|  %߇  	  0!    ߰ ߱  # ߙߟ,  A 	   !g0hߟg @ 	d% ߙ 	$ߙ\ 	߄߿   ߼   g     !   !   !g<   $!Č   C    9-  %  %$ ߙ  %߇  	  0!    ߙ\߱  # ߿ ߰   A    ! 	߄߿   ߼   g    %߼  ߰ ߱  g     !   !g< $"   Y-  %  ߂,  dQs$ !-ߙ4  (%   	$   ߱ ߡ @    ߰  "-ߙ\ 	$  ߿    ߼   g 0   !߁,`0%ߙ߱ d!0h߂߰ dD @ 	d% ߿    %߼   g 0   !g< $"D  % Y- ( % 8 %  ߂,   dSs 0% a-ߔ 0  %%g @$    	$  gU    !(%   !   !   !f A   a-% 0% 	$  (%&1 U   !߰ 8߲ (ߴ ߿ @%߷   %ߵ ߳  ߱ 0߶  g P   !   !   !g< $"D  % Y- ( % 8 %  ߂,   dSs 0% a-ߔ 0  %%g @$    	$  gU    !(%   !   !   !f A   a-% 0% 	$  (%&1 U   !߰ 8߲ (ߴ ߿ @%߷   %ߵ ߳  ߱ 0߶  g P   !   !   !g<   %$!D  % 9-g ( %   %`0% 8  %߂,   ߖ 0%  @  dTsC   - 	d  8C `    !   !   !g_   -     !   !   !& *    ! %   (% 	b0-8B @   !߲ (ߴ ߿ @%߷   %߰ 8ߵ ߳  ߱ 0߶  g P   !   !g<   %$!$  % 9-g ( %   %`0% 8  %߂,   ߖ 0%  @  dTsC   - 	d  8C `    !   !   !g_   -     !   !   !& *    ! %   (% 	b0-8B @   !߲ (ߴ ߿ @%߷   %߰ 8ߵ ߳  ߱ 0߶  g P   !   !< $!@% 9-  ߃0! dj A- X%  !   H-0!    8+    !   !   !ek a  0! A-!  0!   i+    !     !e /i+`    ! %    !   ! %`        !            g` x     <  $!Dh  H߾ 9- $ ߡ  ǜ!  8F F(P߷ߢ ` %X  A (  % $ B (! xp@C  $ 
     !   !0   %$      !   !߯  ߭2 $ `*U bߙR@ ߲   !   ! p<e e  wh/-e&s N   f V&s ߲ &p  *ߴV  Iߙ-S- </// :/ffb - 8%f 1 -fA N  N $ f N @N ?(/   !    d L  L L @ L     d L  L L @L     ߷  ߙ   !        !   !   !N N @  N N @  f    !   !ߙ$ ߡ $ ߫ߣP"$   ߣ ߣ  P%H%ߨ (%ߧ ߦ  	ߤ  ؎   ` "߿   !߰߲xߴh߶X׼ ߢߡ ׾׻(ߵ`߳p߱߾ ^ ߾جA ,߼ x $  ׺0׽׹8 (߿׸@߷P߾H g   !   !   !ߢߡ ߿ Z >  ߣ3   * ߣ   3*ߡ R ߧ  <d! dp ߣ  dq ߣ dr  0/-d!&s N $f1 f DfR ߧ ߩ  0&e (* ~ @(P- -ߧ  0< -ߧ  -PH/P@/P8/ 7:P/e$e -߬ f
 f t Ud  X%N  N  @%& f' N @$ N @H%(/  a  c &  `b &   &  MD  MB &e) eK  d MC @E )MA A  C &  @B &   &  Md  Mb ,e) ej  e Mc @eMa `% %F F F % %F F   3   N . N  .  N  !.F @% % %F F FF   %   !   !   !/ N N   N  N  3S3  S  3 S f1 f O fR ߷ WF<߷   ȸ 8 x 	8 x  f  /-ߴ -- g  - <f g ߸-f  ----ߢ f f 0 '-(%  g   $ @%/_       !  d dd e b    d      d d e     d        !  ߷   !   !    ߷   !    f   f g   f V     !   !߷$  (ߦ  ߦ ߦ ߦ ߦ ߥE   F ߧ ߩߵ ߬  P8    p 8*T zFB Xe  
h/ߪ nX- `eem J  ߫   ! 
P<nX- 
Wm-l-ʰ-     rx*U [F<r#-& 2 R  F  <  1-   !%F )EF(<FQd! F .0&R F F  &Y F FF ن y*W  ?F< <- :   ! _-   !@F  E F )@  F E F *EF<F9<FF1dB F <FI<FA FBQEF (E@ F @  F  E F *F<F1<FQF9dB F<F	A<F AFJF F EFF F 5     !   !   !F F MFF =F %F<F<F F	FF<FF<Fg F F f ߷FBF Gߡ=    !ߙ߫ ߪ ߩ ߨ ߧ ߦ  	ߤ   T@>߰$ ߾߰ ߙ߿  ߫ߪߩ  @%8%ߦ ߥ  	ߤ    ߤ( ߡ ߢ 4  2 *F T  ǝR@ ߦ    ! <dB d   Q/#-dA   !N!  F F< Fבf1 F 0&s ߷ߦ    ! 8&e  P-ߦ(*T ǝ ǈ- 0 0<QH/Q@/Q8/ 7:Q/e$d &-F ҆ 8%f+ F F p de N$  f& N#    !N!@$ N"F F(/&    !   F  F 2F EF JF<FA<L  FF:d LF(<F
Y<L L@ F!Q 7FR   F  EF 1F F JF<F9<L  FQFAd LF <FQ<L L@ F)FZF UF MFF =F 5F &F  %F F F F F ؅F EF<F<FFF<F<FFQF<F<  FF F <F  '߷F ]F MFF EF 5F .F F F   %   !   !N$F 0F<N# F  FF FF <N"@F (F Q&F F<$  N! F &F% $ F <f1 F0   !߷ǝ   !߮ F F2Ǟ x x/ e 8- 8 ixh- qxp-Ea߰ߣ ߭h- ߵFߴ $ ߷f ߶ f ߶    <*ߣF FV`߿    !   !f f ߶  Ϻը-ް-//-fg    r*N  F !  ߤ  (r# -$4 ߡ  %-2 Q` ߢ    !   ! <   !  0/-d!  b-N  F  !AF af &R N9   !ߢ ߤ &A a*T  F     - C- < (/ / / :  /ddc -ׇF F X%f ߪF :Q d! N  N f 	  8    ! h$   &0/ @F 8ߢG8-MP-F  	hF  a HH- Mh-FMc@F *!F 2aM  F !a&F 1ŬMaF ZF c!M  8e   G8- 	H  LaMHJ @ IP-L1Mcy J F  	hgF  a HH- Mh-FM@F *!F 2aMe  F !a&F 1ŬMF ZF c!Md  8el i  G8- 	Hh  LaMHJ @ IP-L1Mcyfi `%F mFF U %@%F =F $ %  F  %F FƀF N  F F  N @ߡ@F  3- $-F !F aEF )a$F !!NB8N0N(9N yF#  F"@  4F!    !   !%F mF %F U@%F = %F $F FF  %    @ߢ H@-N  F  !  F  8 G8-N @F 	a F N89 0 F0-N @F 	 F !L09 	H I-N @F aBF L 9f L9   !ߣF F `F   F<NFf    !F F	f ߿ ߙF>F2ߢ$ F E=߰SF օEF օ$ $ ߰   ߫ߪߩ ߨ ߧ ߦ ߥ ߤ ߱ $  	A &1   ߾   !ߣߡ   3 *F W ^F2R  F ц   ! <d!     ! "-   ! F  F<Fd! F 0&s ߣF ц   !   !F ߢ &a *T  CF2   <F  C- :F F   ! A-   !@F  E F )@  F E F *EF<F9<FF1dB F <FI<FA FBQEF (E@ F @  F  E F *F<F1<FQF9dB F<F	A<F AFJF F EFF F 5     !   !   !F F MFF =F %F<F<F FFF<FF2F<ߡ (! E߰E ߣP ߰ߣ%*F   3 ߡ R@ ߢ   !   ! <d! dq   1/"-d!   ! N! @F @F F<!Ff1    !F 0&s ߢ &a  C-*T  Fߡ  #- B < 1/ z 1/dBF #-f# p dr P fS Rp   N" @F  8%   N! @f& F! $ /   d L F d   L FL F !E   !   !F(<  F [EĈ  F	 FaQĀFh<F d L L@F	: yF+QF0<  F S  F FiF`<F !Ed L L@F	B YF3F(<  F [E  F	 FaQFh<F d L L@F	: 9F+QF0<  F Sħ  F FiġF`<F !Ed L L@F	BF3F eFF UF ]F <F - %F F $F % %F F F EF<FxFF F(<N  F  FQF<F EF(F<F FQW  QF <6  2F &F  F <F  B$ F mFF ]F UF DF 5 % %F $F F %F F  F E   !   !F eFF UF ]F <F - % %F F $F %F F  F E   !   !F mFF UF ]F DF 5 % %F FF $ %F F  F E   !   ! N" @F    N! @F @F F<FF "!  F <f1 F0   !FF  F2ߡ ߢ  "*E	    !T Zߵ   !  Vߵ   !F օ ߰    $   g    0߮ 0 8 @ ߳  Hߡ `    %< !  ،  $B P+  Y- ЍP     ߴ     p!   (l   ߾ P *$ o     !   !  *$ q  R  *$ r  *  t   *     !$ x       !$ y   + $ b  T  ǔ$ a  ǔ   !   !$
 3 a  T ]߰ $ *  ]*ߡ   !   ! < !   ( 8 8 0     !  (/ g-  -d! dde ߣ Hd  f-   ! e- a- d@--   %J    e   f d! %A *T  7ߦ 0߿  
   (߿ ( 8 !8   B 0   (/  - F- < #-d $ - "-ߡ H z %-   ! $ - #(- "- - `    `  d d    dc  ` @   `  dE d @  dc ߢ 0ߡ (߳ V  ?  ߦ 0@ ߥ      0d  8< `f ߣ 8 Xdd ߨ @ Pe  )8 	H 0/ ?l- (- i-	-d r/ 0/ߤ H  -G-dcdfM Q ߶ qfo ߳ (   ! XfY f * $ Qp  0/NB  *ߵ NC ߡ X* h  g  %F FX- H h%- H***  - -*P* X**P%) $ F  i  1h@*%) U  i  h%& H  $ g? F<e `e O"  O# `& IFP- @ hX- @**)  - -	H* P*	X%*h $ F  EI  H@*%)   I  H%&   $ g F<e k`e O  O `FQ% %F FF F ߿ (% %a- ȸ%- (-*  -  F<5*  "*' F"%$   >  "$   ' 4߹ >  @%>    =2  ߿ (% % %%F FF F  a-   !   !߶ F F   !   !  >- @-  a   !   !A$ 0**        !$	      !   !V  $
 ^   X$
    X   !eX-NB@F  `-NCF<F Ffs FQ  F %k fR f Uխ  ߭ 0߳      !߱ $ $ n  ߯ P]߰ 9 $  +x*$  c `?    ` 8 P ߱ ( H 1   < @ 9x ( !x x 0   !    ! 8%  /-ʰ- )-  8- (-"-gf ߸ Hf  -- - h @-P-C--    ߮ hZ  0ߵ Z *߳ fR   0 H-ߡ `   0-gh-e`- - x-~h- ` h-p-   p-    b`-   `-%     5  !  ek    e v!  f VC-߱ (?    
f ߳ $  r  ߵ $    f ߾ 0߸ 0$ ߧ @߰ 8  $ *߿ *W  ߡ `      < g     / -- -dDߢ H/ D -ߦ @fE _-d g f3 R? R @P%   !#@- 	X  #`-f  	He $  @aX- ` @- X- ߧ 8!H- h-(/ `-	  h     (H!% - 	Hh  ߨ @e 	p-   u! - - @- X- HS  MB    h-&   g eO R- Ku   u! - - @- `- HS  M    p-& r  g e -EՍ  ߸ 8@% p%߹ p % x%-@% ߰ xߣ  ߩ (^'  ?! -NBߵ  a- 7 -߱ @  fP >--  N3  ^  !&t  f 4  2--ߧ @NbW    *0   !߸ 8%% p߹ p %% x- ߰ x`@% ߣ    !   ! (- 0 ( 0- (- @-     0!$  0  (- 0-NB  EfR _f ߩ ( ?  ߡ `   !   !ߧ @ b$
 ߬    p  h    y8$  g  x  p/h-4-߹ ( `(-ee ߮ H#  - - h @- H-P  !  ߡ ha- -"  P@ 	!  ~- -V  &  B  ư!"  !     "!$1  5  %5*  %%0#$"   < -  "-&- 0  0- - -B  2   R! -@ 
Ru 
&B UB &B ߿ $  v     !&B d! &s 4"  ߡ `ek %J e  j0*e) ߬ ߧ ($
 ߮    j*$ ߧ P 0p  X<$
  _ jH*U O߬ 荕     yx  i8 `  q8  	x /x/h-p-e f2e e ߱ He 2 - ` - - - 0-fW K- f R6      !   !   ! h@H%(%   8% ȸ߾ h >-- -$  -@X%/ 8  f ߢ h  ' g  8  s  "-  -d d - - - -    `!%*     %e     & ek S    c F s  "-  -g d - - - -    `!%I     %e     & ek S    c `% % %ߥ h %`% %W     @%  0 a- 0- - 0-  (- 8!v   (-$    $c      E  a- -  &  $!b  $!   ߬    !   !ߥ h`% %%@%`% %W      @%   !   H0H- H-)   	``- X `-pX- X-  I  i  %) i  f %J     d +H!   !%)fR   Vf   ߬    !   !T  ߬ R  ߶  h< o   p     ! y8 p/f x-e߮ H p-e 0-Ϡ- -   !    %J S!&Rd   f ߶  B%T  
 t*V _߬  < z      8 /
->-f߶ H ٰ--0- Ր-$ d  <נ- %d %  f   A/!s  &Rt!  &rdC P   f A   !S  &Rt!  &rdb p   g a   !b   C!$$B      !   !  ߬    !   !0!E   (!$$     ߬    !   !    	@!%    	@!%d  f ߬ ߪ 0߫  J  $l  ` ` j    !߰ ߲ ߴ ߶ ߿ ߼  ߷ ߵ ߳ ߱ ߾  g             gP       < ߡ$Bp߶ Y-3  ߢЮ  ǂA x  %P ߲Q $B  Ǐ(@  F<`C $   ǁǔ E $ A     !   !U F F<C ǂF<FB E     !D    !     !$     *      !$      !   !  *!      !$      !   !4    !$   h߬   8 pX   D(  xV  F F)` i8p-`ߡ`h-@߹@H߮ U ߭F*< x  ߮ x/ e π-0 x%߭ ߬  (h-P߿P`--߸Hh-߸(  ߷ ߦP  E
 ߤ@G   --G  -x-$ *  $	 ߨ   p   !   !ߤ@ߣHߧ`H <ߡ   -H 4Eߢ( - D -p!   0- C-x F-$  %*ߨ $	 ߪ ߬	F4$ ߭ ߫ $J    %  k  AP*$( ߮ lX*U@ $    h*   π*߱ 2-   ߴ0߸8V  $ ߹8 f xߴ - ذ--  ߷@ 
<-ߵ(8- ߩ ߤ   /-X-Y- ߹("- 9  ' #c '7 $  ##*  ~2 R / <g (e    !  - -%-#- 0//   !& N@"  f1	fBfR/& /*T  `ߢ B   < - - z#->- P/ P// (%ft >g 8%   !N  $@0%/   !  L @ddd M     M @eddL    ߨߤ Lߧ   !   !ߩ    ߢ   !   ߧߤ Mߨ    !   !   !  N #  CN #f1fCfRߢ# a ek b#@#g %*@ + %#   !$3  !-2r R@   <   !    ! "-&1  d! T0&1  &! "-*T  %  < :   ! a-   !` ` `  db A `@ @ @  dC a@%ߡd߹87%J    $ ߿߶߲ ߢߨߤߡ %	  (ߤ B   I*!  @  #*  -     !ߪ0  ߧ8 X 1xeJ pߧ  0- 
XN`-f0-  ߭H 
8<mh-߫(߿  `f0-ߨ߯   !x- ?m-l- X/   ! ߯(x-   & x# % $ 2#x* ?2 R@ 3/ <e9 f ȸ Ǻ--/"     !   !d!&s fV"     !   !3/&a  *T  $߯ / <   ! (- :- /   !b  bbdddb      !dd   !߯>## ߾Ю  >H#%J %i* , %a#$4  -2 R@ 
  <  "-&1  d! T0&1  &! -a*T  ߡ  <߿  : a-   !` ` `  db A `@ @ @  dC a@ߩ   !   !ߡ%"x-d!ߨf+sf    ߲߶߿xߢh߭U   ߿߯X$   ߿ C* Xߦ8 ( !8ߡ d! ߢXd dG ߢ  (-dd ߣ( 0 g-B  d  <   fP- e-  d- 0/-eE Ǒf  +d! H%K  fH   $  8%ǀk/C     !  e* M! d d   D  e B     eI MA d d   $  e "    ǍM!h   !  ߲   !   !  ǎ  MApL  ,  eJ NL  fR f1   f Ǒ   !߲߶   !   !F|C߸8  ߷X p߭@ߵ@h-x-߮(߳ h-p- @ 8    $  	8h# 0% V$   ߶H߲h  x$  xH$ f  (P߱( x '-Ȏs    / x-(f $-0f 8-8 <7-X H-6-hdu -p &s   Ґ-@5-x`ߡXߢhߦ`ߤP 0-#  ߡ`B  #  ߢpߡ߿B  0  ߥ(ߩP (-ߤ(ߨ8 0-  -ߤ $    ߧ      !   !ߪ0*P-(@-ߩ(߬(@-*H-	  $ R 	߰   8%߫  ~ߡ߰   8% $
 ߫  `% h*Ǔ *p* `
ߵp߶߿nߴ(x!Ukߡ  ߩ߱Hߨ *߹X߳` ]*- S--S -߾@- ------R     (ǒ*    ^#  #$> ߡ  %-3 R  F  <   !    ! "-   !4F F<Fd! F 0&R F ߢ  (&A F  E-*T  Aߢ   <F  :F F A-   !@F  E F )@  F E F *EF<F9<FF1dB F <FI<FA FBQEF (E@ F @  F  E F *F<F1<FQF9dB F<F	A<F AFJF F EFF F 5     !   !   !F F MFF =F %F<F<F FFF<F   !ߢ  % d*Fߥ T ߱H 0 d#$!  F- - < Q/ dEߧF f" !-^dA >d0    !N%F f? F>OF F> g <$ $ 8p%ߩ(ߨHg ߢߡ$    !=0/e MF ߹F >  ߰H P߫߸߯ P-K-6P-g 87-g 8RF">g <P    װ# d#M @F 	E F>U$  P  XH-G-  P*$ RP*Έ*** QP$*PP%e F
!p *x1 J6P-g 87-g 8SF>g <P    װ# d#N @F 	 F >T$  P H-G-  P*$ SP*ΐ*J* RP$*_P%f F
p *x  J6P-g 87-g 8KF>g <P    װ# d#O @F  F>U$  P  H-G-  P*$ KP*X*j* hKP$X*KP%g F
p *x  J6P-g 87-g 8QF*>g <P    װ# d#M @F  F >T$  P H-G-  P*$ QP*`** XLP$qX*KP%e F
)p *xa J F 5 (0$ F FF F %  (߿ ߲ % P%g 8g 8 d0#g < d# dx#ߥ(ߣ$   -ߣ߭0 -߮߫( `H߮ m@g < 8
ߣ   g  #  # ߨH  F> -$ ߶g 8g 8- - - @--+ -  @ -H(* (**  `h* ($`* h%FF>s    w#u $	 g 8  (g 8E@*@* `*X*  H@$+H*'p	H%F	F>  1  p# $ ߮  -P M  )  ( iPE* g* @*8*  0 h$ 0*ߧ I f%F  # P C@%ߴ(@%@H%ߪ8F ߿  uX%  (0$ F 5F F % P%F %F - (߿ ߲ xg 8   !   ! (0$ F 5F  % P%F %FF -%%   ( `g 8   !   ! 0($ F 5F  % P%F F -F%%  ( Hg 8   !   !8ߡH   !   !N% @F F>E  f1 F>0  A- V---!  B   "# d# "   *   !T@ f1  5*   !T@ `X%E 	f1 `X% H%F   %@%f1    !  V>ߡHߧ߱Hߡ %J ' "  ߡ _*    !ߡ ߤ8ߡ d-ߦ(  @- ߡ@ߥX A- E-ߤ0  H- -ߤߥ - 0-  ߤ          !     !B     !   ! "#  %߿(ߪ$5 ߾`߶(%Q  %ߡ  *ߢ !  @  1*  "--4  ߥXߣ@ ߢ  >-  -+     -  -- -c     d # Q*$ &1 $ @ ߣ@  _--% %T   %p*'  ߡ  `8%ߢ u 
ߣߡR ߡ  "--      !   !ߡߢp  PA 	ߢ  ~----a  P  ߢߣ߿A  ߢb     !   !ߣߡߦH ߢPߡ (߬ߤ8 b-߶߭ 8- $ -ߵ  e-ߦX @`# 8-ߦ@߱߭  0- (ߤ( P- @-`Aߡ 8- 0-a p 1*I    -%   ߫H@T  !# `< gl-o +-߯(6--x-     %- x-   !7  d! ߸   !1fs ߹߶r   !#%ߵ     ߷* Rߣ ߴ d-߶($? ߰3 P   xB <    !b-   !lfs  ``-`-  %   ! `   !-   !-  d!    !   !4r&1  xB&. ߷߶( ߰p*߱  'ߴ x<2- zo-x   ! y  - ȸ-7--     !'9     ! '1 ->  d!    !   !4-fs "  d! P   !4Vrx   !  E  ߥX      ߤh          ߫Hߦߧߵ  ߫H߰ߨH-ߢ߭P @ 	Pߣ`ߩ(`-,0-*(-ߡ߾߸Xh-g   >P* - -    ߮U@ 1 % .p#% ߯  p<- w߱-߾ 莳 ߳@Ӡ-߳(ذ-t-v-   s  ߴ &v-    !-t   !  f d! 1   !P--p߸X@f A   !ߵ  %   !߱*߹(߬ ߷XT  S- h#߳ ߴ(-$* 1A P   X < -   !f   7--!  $!   !    !a-   !  f    !0   !'  X߳ ' ߷X* 
Bߪ ߴ(W (- <K- z-   ! `  `- h`-h-h-     !%     ! `% xl-  f    !   !o-f   f    !V⎬   !-  ߵ ߫H>-i        ߾p             !ߢ߱ Q*ߵ ߫H Q#ߥ  Q#$t @ 
2 R  ߬   <  - ' $-   !&1 'd! ߦP x߫2fs ߵ ߫H߬    ! P&) ߨ߫ 
P<	@*U 
߷h   !   !    !- 
W: *-&0 -Qm Lߡ fs .  Un 4 ߨ8ߧH&/  ߯ ߰-߱P߫߯-ߩ F F F> F<  V߷(4 Ut &0  ߵ -ߵ߸P߫߷-ߧHF F ߨ8F> F<ߩ   ?߷(   !&0 9 &1 y
hd!  ߾ Ӱ-߿ߡP߫߾-ߧHF F ߨ8F> F<ߩ   %߷(ߡ  3-ߢߣP߫ߡ C-ߧHF F ߨ8F>4 F<ߩ   ߷(߫ߤ  -ߥߦPߧHߤ -ߨ8F F ߩ Ĕ F<F>߷( `-ߧ P$ ߧP߭3- -ߧ F  -ߧx-߸*- E
߾.@ߵ   ߶X-߮  ߹  &1&n ߤ     ߮ p-߯ ߱H  x-Pߡ 讓0#&0 @&*  x*߮@X߰  P
*W  F}>#'4 2 R@ ߧ  <   !    ! "- ߡ  "-?-b ߢ   ! C-&  f1    !@!fs ߧ  0&  @  *T F} 0< -ߧ  7: -&-fw f) Q5 atr     !t  %$ kv ߢ/  P-   S-      U- a U-  " g  cf  2  P-   S-    # U- ` U-     !! g  bg ҏ ߫߭%%%@%  %   ! x- px- p-    h-      '   !߫߭%%%@%   %   !   !   !t v  ߴ v -y  -  ȸ-    -    f1 5fs F}߾XY@߿($ ߿ߢP*`%a -hߡPp߿(   !ߢ` "- ߡ ߾  "-#xcߤxߥ8  0-ߥXߤ@ߪ e8-d -ߥ(ߩ 0 -  - -)         #$   !$  ߷ -   !  f ߨ(d! ߫A-$
 ߯ߢ@& @F Q* ߶  sX-%    ߮p`-߭ `h-L8߮ š  ߱A%  3*  `   !   !߶ߵ & ߶ -  ߴpذ--ƁƠL8A߹!*   !߾@߲X@[$ $ ߣߦ P*ߧ8T  |ߣ(ߡ 2*ߤxT  wߣ( f#߬ (  -ߨ 
- Hߧߦ  8 -ߪX$c  (-  	X- P-H- 8- 0<ߣ( e(- 7ߢ d -0-߮ȏ߯߸  hǄ -ǀ-߯- p-5F 2% ߯ % E @߬LF E F > F F<F$ E 2߬S`      q-`    %߯  W  T-   &3- -   !9  d! ߬x,   !6&,    !  &    !ek e) A  d eJ ߬g g W߮߷ ߣ(   !   !ߢ$ ߾ߤxߥ8   !   ! ߦߧ (-ߪ @-ߤ0 ǀ! $0-ߤX (ߩ@ f0-ߧ  $ - e(- )- d - @ a--& -߬Ȏ3x-߬H߷ ߭( "p-AP-ǀ߱߶( ,`- ߫`-UF 2p-h-߳8 3-@߲ߴ2x#@$
 ް-% EߪFF F E` F>Eyߪ      ߹`#%  U ߳    %8*  ߷  w*  ߳ ߡRJ + p ߧ  ߣ-b-߬$!߫ @ߩߦ W  p &Rr     c -b(- -!   -  h- -ŕ $ `@ ߦ p߰߭ ߫߯   ߳ Q @%np-  U @% &1  x*  ߰u- ߵ  w-߰ -  &     !@%߿ ߹ ߥ@ߣd 9  Y!1#'>߶ *S ߰  b *$B b Wߨ ߣ8ߢ dc   B  ߣ( < d8-  e- -ߢ d  d P fS Rp ߲ g <$ g \g < %g \*  g X 
hg <   
`. O* P  0*f$ d d f 0   x*߮  h-8-`-ߪX/ߪH
Ә- 
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) P- O`-?
 ~
f@
d yI  %S f  p#g \p  g X x  *g <   P- Oh->P
 
H
dd Y  &t d  p#g \  g X x  0*g < S  P- O-.&X
 

d IX  & f  
p#g \  g X x  0*g < g \g XX߲ hߥ  (߹(08ߧ8@߬@HP`ߩ pxߣx -߿0ߪg X %߶hߤߵX߫Hߦߨ$
ߤP߹p
'  (-*
9ߤ` f
 #   
' #
 #Y  ?߶  b     !g \g XX߲ (ߥ ߹( 08ߩ @߬@ߧ8HP`pxߣx -ߤ%ߵXg Xߪ`%h ߿0   !   !g \g X ߥ (08ߧ8@߬@HP`߹(pxߣx -߿0ߤ %ߩ @%X߲ @%hߪ g X   !   !߲    !   !  3    d   b*T@ 
f1  C-D -c#   #f1    !$!    !   !ߨ $   %߲ ߦXߧ@%(* ߡ  xߦ8   !   ! e  8<ߦ@ ߨ(d&  ?  0/ G8-`%d h % % pg 8g 8K x#g 8߰  `+-)p  ߲ H$Q-	g Xg 8	߰ pg \ P -s  ?  g Xg Xg Lg \& dC d'  ߱ x Qx-߱ ߸ -x-߱ 0-g 	p߰  IPP-߲   P-! 	S#  Ph$ ߴ   i
   
 0,@+ƀ   k߱ hq P g 8g 8d x#g 8߰  P+-(  ߱ UX$0-g Xg 8߰ pg \ p-U  ?  g Xg Xg Lg \& db d(  ߱ x Qx-߱ ߸ -x-߱ 0-g p߰  k`P-߲ s  P-! 0U#  h$ ߴ    
ʠ  

8*H$ƀ  d߱ h0Qo ߲ %     !   !߲ %   !   ߳ߩ ߫Xߪl  ߫hLP!߬%Um  ߫  3H*k  Q  ߰߷h߯$       !߰߱&!߳ ߰ߢ ߫ ߱߰ ߸ t-?   ߡ [& $ '*2 W  UߴR ߢ <d!  'dB  ߣ  0 a-ߥ  f- - - a/ A/-dqdR"L2  & L1 f  d! ߢ&  U-ߢ*T  2ߴ B <- 0 ( zߣ  f- e -ߣ  f- e- (/ Q/ Q/  /a-ddcdBN#  N% N"  N$ 0p 0p  f2 fs a  NC  NE NB  ND Pp@P   !p  fQ fs    !a@ߴ߳ ߢߡߤ A!ߡߥ e#  ߤ 0ߡ ߥ $c   $B ߣ$
  &- -b  $
 ߢ C  ߢ C*P@ ߦߢ b-@  ߦ*F %ߥ%F<$>߾ ߡF   ߿Ȯ ߾  ߴ -!T  ߬ߣߢ$d K-ߢ E(-ߢ(  E(- C8- - - @  -  Bb A߶x߬ߩ߭߮ h  ߴ ߰H, ߯Ѐ-߮(h-Ѐ-߮%  p*  U ߶خ  - %   !߶߳߲ߵ˰-U-߲Ўs   ߶(S!߳߾߸ ը-S#װ-&U߳߷*@gߡ   ߿ *'9 ߧ د W  ߨ    #' 20 R  ߫H ߣH < C-ߢ(  C-߰ -   00- ((-  #  f & ߫H HB߰ &  P 8*T ߨKX- 	H<ߪ(K- 	Ozߢ f X- {e P+ z     !   ! #& &   % f   ߮    ! xҐ- ȸ ׸- h# x-R$ p-q/   $    g  Q-  # T- V-$   R # C-   $  t 3   g  Q-  # T- V-$   R # C-   $  t ߡ %% X%@P% H%`@%߳8% 0% (%  &- ( > - #߰  )-B %- #  ?  ) ߡ %% X%@P% H%`@%߳8% 0%  (%   !   !   !       ! 0  - 0- (#- & -  c # f    !A& ߨ$ ߰ ߩ ߵ %q8*ߥ( {ߤH   !   ! % @<e7  G@%ߣߢ-f  
p#g 8 
X+ n-)P  pH$ -	g X	g \g 8g XR    g 8g X& g \f  x p-- p- -Ɉ	h-` -1  	0!#ɘ  ' I
  
8q  
J 9g  p#g 8 P+ n-*q  QX$ -g Xg \g 8g XR    g 8g X& g \f  x p-- p- -ˈh-` -1  0!#8  ' k
  
*@  3S߰ %  ߰ %   !@  ߶ߪ߫l  ߫H߬pm  ߫VP*P  k  @ ߷h߯$       !߰߱H߬߲-&T߶߰(߯V!߲-߭V!$    ~߿߳&u*2 ` xR  ߥ   !   ! <f  g  Ǻ߹    ! !-?-8-b&R "f1    !`!fs ߥ  &C V0-*T` [ߴ  8 (-  < 0ߥ  - ': -$-`%f( Q >k   !   !p$	  %/   !@Q  @Q   @  fS Q  f @  "p`q  `q   `  fr q  f ` P%@% %6߶讠*    *    *       !   !%`%  %k+`k+  `k  + `  k + f1 ` 5fs ߴ & `#߰  %   -  ߵ߲ -S  ߲S*R@ ߶x  ߶x6ߢߪ߷& ߷@߾*>->! ȸ߸ ߴ &-߸ Q-߷ $ ߿ߡߢ*ߣ(ߦ ߡߨxߥ @ߧ!  $ ߲ 0# ߿( ߾ ߬`ߣX$ RV ߿( H>H-@-ߵ(-@-q    4* %4*V@*U  `߷`   !   !V  3  Xߪ ߭XlX-X-J  QQ ߮hk  `߫@X-`-X-`-k    lX#%k RK 5߮h߮h`  ߱X   ! 3߰` xx-x- ߯@x--x--    x#%  --x*؎q    ߸`X- X---X  !    A  -_--8  -  ߷%W  ߮h   !& a   ߱XߢߡP6 p߿(ߡ "/  >--  h4    !߷`     !ߡ ،!  P1 ߷`  7--!  ߡ@ A- C---!  B   "#$! RA ߷`   !߷``     !   !߷`ߡ$1 ߡ 1*     !% ߢ  >-  7--C  -  W-  -   !  >--!  $2$RA߷` %6* "   7- W-  %- ^---ߢb  $         -  -%  --"  6*t    @%   !     !߷h߿$       !߿(ߡ`$# ߢXߡP߾ ߫ C* #-` ߡ @A #-߿(ߤ`߾ ߥ  ߤ@߰  @*ߦߩ p 0*߲ߪT ߦ*H#߭ %4 -2 R  ߵ  `< g   !l-o   ! ߯x-ǀfs & Vaoߵ  &  S*V@ ߦ <- :ǀߢfw t- f P2 ~ax ȸ$  x ^/ x  (x fd  d ~  ߸ - P- T-p   V-  E0- (    d  O  P- T-`  V-~  E0- (u  t  g a 1  P- T-@  V-  E0- (    d  ǀ߿ % %%X%   P% H%0-(-@ --    - 	H-`-@   .ǀ%߿ %%X%   H%@P% 0-   !ǀ߿ `% %%X%   H%`P% 0-   !a  b  ߡ b  $ - e  #-ǀ ( "- %-`@fs  r   !߿(߾    !ߦ߫  1 % Hߪ 0#ߨ ߿($ 	-2Q R   h 8< ?   !-& f V&  h߿(߾ & ߮  xLP*߫U@ $  h<ψ- o:   !--   !       f0          f ! $ ߰@߫߲X  :߹߰@ <߸H*߰ R    1&Ad4  ߴ --߾ f  --߷(-߹-߸H2    &_W*R ߷h -&A  !  -t"  d! P   !4pV߾ ߾   
߬H   !߷hߤ$  Ȭ     !   !߬Hߥe ߩXߪPeJ Ġ ġ F e) ߧ`ġ d ߨhe F <ߦp߫%k  d E ߷hpHP`ߧxh'X߶߲  $ ߷h߮$    ߷h߰$       !   !   !T2_&0   ߷h   !   !߷h߲$ 	 Q  $ ߷P߳X߹ -ߴ(-   ߴ ߳-w-ƀ``F  F>@ F  FF<C F F<ǄFQF	A @ E A ߷h f     !A @ F$ W>[ߧߡ8   x ( d- !xߣP - v -߾( w-߫ -߿h-$ e   * < d $s  r $s  @< +  xߡ0d! C(/ ߢ` " - 6- 7- %-P-À--8-ߥ(eB_/TdAP4  8g 8g 8g Xߡ$Ahg Xg X0eUg X  g X h߯8g X߮x-߭( %ߤ0ߧh-g 8ߣ8߱`g 8߷  Xg 8g 8  ߰"/ j  d!  x  @!p!8!  (   d- @ -@-aH @-a0fff1g Xfg Xg XX    g Xg 86    g 8g 8/    g 8     `!p! !  6   -  -ð-H -P@fff1g Xeg Xg XX    g Xg 8(  K  g 8g 8/    g 8  g Xg 8 ߾ߧd(ߤg 8ߣ (ߪ(0߬08ߨ @H߯P߮8 pX߿߷ ߵ߫ߦ   !0   !     8ߤ8   dp-ߣ( 0ߤ0 np- 0-߾ f0-߭H `   P  @ߩX  I    ߯@gx!    ߧP߳ 0- 8!( -  0!g X߲  ^    H8     !   !g Xg 8߾ߤg 8ߣ (ߪ(0߬08@ߧdH߯(P߮8 pX߫`% %@% ߨ  0% 0  "   b!    v- -      C    w-(-  $    #     !ff1eJA!Tdr $s  ߲ߧT $߷h  ߰߲ߴ߶pߩ ߼ ߿ߨ߾`ߵx߳߱(   g    g0߬  ( 0 8 @ Hߡ  Pd  $"   $        x C  X   ߰    !/ - $ $ ߸ X `߰ (߳ (  ߰ `  2*s  &t$ 2 *V ߸ 8 R@ "ߪ 8 <  ȸ߿ 8 xg   //f߷ Pg - >--"     !f1  ߢ 8 C-@!A&s  d! T0"  ߷ ߪ 8   !   !ߨ X 8B&d  0 *T ߸ 8 ( H Ax   ! 8<F- (/	H/ Gzdߥ P 0- (--   !߯ 8f  -r Zea 2 X   ! H%,     ! h$ L/, f(   e . ߬ 8ߡ 8 (-Ġ! #0-    $(-  !   d e*    B 0 ĠA #0-@   $(-  A   e eI @  "  % % `% %1  %bc-b  -c   B x-C     #   !   !   !@% % `% %1   % 4     !   ! ߴ 8-7 f1  -Ƅ    f V4  ߷    !߸ 8 ߾ X ȸ g g ߸ ( /g  g!  ߹ P <!- Ǻ?->-- ߦ H  ߤ 0$1j   
8**T  dB *#ߡ 8  -$r  H-2H Q  ߯ H (<   ! /  /%X-d( `ߨ 8@-FM0LAe) %J +F߯ H߰ 0 pB%M ߡ 8-h* 
U dB -H- p<	x/ wz	/e߾ 8ߡ 8e2 .-P fK Qp ~%   !6 `%   ! M$ @$ e+ (/ej 8  ߶ 8   !&  @8-@L8 8 (H-M @#L8Md @ '8-h  eL @ @e PF@L8 8 (H-Mc @#L8MD @ '8-H  e @ @E 3BLA 8 8 (H-MC @#L8M @ '8-  ej    !   !@ @̍fI`% % %M߹ 8F  MdMc@(H-*M4RxI*M6Rx-IIM7Rx   -IM5Rx  /I   !   !I% % %MCMF  M@ߡ 8  (H-I@% % %McMDF  MC@ߣ 8  hH-% 0ߥ 8 0-KM$ Mlj'   8 (-KM# ĭMlje) 0K   !   !dB f 2fs ߷ ߯ Xߩ ($  ߫ ( h h/ p)  (@*%* `$	  IH* h pU  ߡ Xt  - X<f e h߬ P- _߮ 8߬ @͘-`-6p-7h---/k/&+      ߧ 8*ߡ 0W  w  # $-'2 2J Q@ ߢ 0 
<ߣ H   ! dH-  - )/#-d!#  -NM!pMσe) %k 0N   !ߢ 0  %a *T  w   B D-ߢ H DH- (<ߡ 8 1- i / /z i/d%-e%  xd Qp w%% `% 8$ e+ (/ej (  M$ @   !&  @ '8-@L8 8 (H-M @#L8Md @ '8-h  eL @ @e LF@L8 8 (H-Mc @#L8MD @ '8-H  e @ @E /BLA 8 8 (H-MC @#L8M @ '8-  ej @ @΍fQ`% H% %MF F (-MdMc2N5xQRN7x  # -QQĒN3x    #-QrN6x  +Q   !QM% H% %F FMC (-M 2   !QMC@% H% %F FMc (-MD 2   !% 0 &0-SM$@Nu%   ( %(-SM#@ĶNue) 0Sw  N~ F 6--7--w  fsV5&߷ ߡ X   !߾ `߿ pS v߰ W t߰   ߢ ( xߡ h <B    /dBd (ߢ P D- - ߤ 8 C- -f/ RdP1 Q    `8% @$	f)/ej	ߡ 8 	 ( -Ā #0-deLC  b /  #(-!e(e   B  Ġ # -eejm    Ā #P-@A   !  (߰    !   !Ġ #X- `a      !   !! #`- ŀ!      !   !   p߭ 8h-Šaf`fs   !߰ ߲ ߴ ߾ x߿ ߵ ߳ ߱ ߶  g     g< $!*  % 9-ߙ  	   !߿  %߰   g    !g ( % P%$ < $	 $!*   @ % 9- g   	 Lߙ쏧 L 	g  $     !   !ߙ܏ L    !g L @ % 	gߙ쏧 Lߤ g 	g     ߙ܏ L	    !g g L 	@ %ߙ쏧 Lߤ g 	g     ߑ % 	gߙg  	  % %߱  g  $  	    ߃߿  ߁߰ ( "-$ ߼ b      g p   !   !   !g< $!)4 % 9-ߙ  	g  ߿  %߰  g     !g<  X%$!(P% 9-` %a  ߙ$ ߁ "-!        !   	g  ߣ c    ߃ d -ߪ $   ߿ @% g  g<  X%$!(tP% 9-g  a  ߙ, ߁ "-$ !   "    !   	` %ߙߤ  	g  ߣ c    ߃ d-ߪ `  ߿ @% g  g< $!' (% 9-   %  0ߙ %  8 	 g @%A  ߤ ߥ ߊ  	g  ߲  @%߰ 0`8% 	ߦ   	   !߲  @% @%߰ 0`8% 	   !   !߿ 8 %߱ ( g @   !   !   !g< $!'$ % 9- 8 % 0 %ߙ @ % ( H 	 %ߙg  	 %  g `8%g ߙ@(% 	  %%߶ $ ߁g   	" ߟ      !$  +   !   !   !8%`@%   0%  ߙ@(% 	  %ߙH%`P%       !   !`@%8%@(%  % 	gߙH%`P%     !   !g  g@(%  %ߐ 	 0%?       !   !߱ 8߳ (߿ H%ߴ  ߲ 0߰ @ߵ  g P   !   !g< $!%  % 9-ߙ 8%  	g߿  %߰   g g< $!%T % 9-  % 8 ߙ % @ H   	 % 0ߧ @ߥ 8g ߙg ߳ H ( 	  %ߪ 0ߩ (g߆g   (%ߙ   % 	  % !  @%߿   ߰ ߱ ߲  g Pg< $!$  % 9-  % X @ %  %ߙ ` 8 % h ( 	@% Pߧ `ߥ Xg g ߙ H  % 	 %ߡ H(% 0ߩ P  0%`%  ߴ @ߵ h 8%߳ 8 	  %ߪ 0g g4߆g   (%ߙ  % 	  % !  @%߿ ( ߰ ߱ ߲   g p   !   !   !g< $!#  % 9-  %  H % ` 8 % %ߙ h 0@% p ( 	`% Xߧ hߥ `g g ߙ P  % 	 %ߪ Xߡ P@8% @߶ p  0%`%  (%ߵ H 	  %g (%ߴ 8߫ @  0%`%߳ 0 `8% 	  %g  g߆g   (%ߙ  % 	  % !  @%߿ ( ߰ ߱ ߲   g    !   !   !g< $!"D (% 9-   %  P % h H % x %ߙ % p 8 0 	`% `ߧ pߥ hg g ߙ X  % 	 %߫ `ߡ X`8%  0%`%  (%ߵ P 	  %g  @ ߶ x  0%`% (%ߴ H 	  %g ߨ @`% ߳ 8  0%  (% 	  %g  g,߆g   (%ߙ  % 	  % !  @%߿ 0 ߰ ߱  ߲ ( g    !   !   !g< $!   9-  p % @ % ߙ H %   0 	 (8%߿ $    "* # 8   `   g  %0%ߡ  "- < P  hg ߔ% 5- X?-   ! (% 	 %%0%8%" |f1 3-߲ `߳ X߱ hߴ P   !   !ߵ HH%߷ 8ߐg  %ߙߪ (ߧ  0% 	ߥ   ߼ ߿ 0  ߶ @ ߰ p g   !   !   !g`< $!  % 9-  % @ %ߙ 8 % H ( 	 %g 8% 0g ߙ(% 	  %g g Pg  $	 P `@%ߙ4 g   	  %8%߶ H`0%ߙ(%ߵ @ 	  %g `H%@%ߴ 8 8%  %$ ߐߙL f  	 ߙ,`(%߳ 0 	  %߿ (!  ߱ @%߲   ߰  g    !g< $!t % 9-  %  %ߙ 8 0 %   	 @g  ߙߧ @ߥ 8 (g   	  %8%ߴ 0`@% 0%  %ߐߙDf  	 ߙ,`(%߳ ( 	  %߿  !  ߱ @%߲  ߰  g P   !   !   !g < $! ( 9- @ߙ X % H P 	 0ߙߧ H ߥ @g  x 	 % h$ P pg g  g g  g g g ߁  %d0 ߙ< d%  	"  % `$   H% 7* 8  !   !g  `(% <g  ߔ4f 0%%-   !   ! 8%l 쯡   	g  %%`(%0%H%f f1 ߲ ߳ ߱ ߴ x   !   !߶ h߷ `g g gpߙL %ߨ 0ߵ p 	ߥ 8߰ ߙ,g  	 %߁  ߿ P߼ (> ߾ X g g < $! ( 9- X % @ߙ ` % H P 	 0 pߨ H 8%ߙߥ @g   	 % hg g  g g  g g  %߁ d0 $ Pߙ< d%  	"  x$    4* 8f   )   !g   <g  ߖ4f2 ?-   !(%@8%     ! %4l! $	 P%  g  	g f f1   fR    !   !9lf 4 f1 fR 3   !߱ ߳ ߵ p߲ ߶ hߴ x߷ `g g gpߙL %ߨ 0߰  	ߥ 8ߙ,g  	 %߁  ߿ P߼ (> ߾ X g    !g< $B$ % Y-   ߙ<g     	 ߿  %߰  g     !   !g  <   $ % - % 8%  @%g    ߙ<  @0% 	 ߿  %߰  g  g  <   $t %   - %@@%  g    `0%ߙ<  8%  	 ߿  %߰  g     !   !g< $B % Y-    ߙ<g     	 ߿  %߰  g     !g  <   $ % - % 8%   @%g   ߙ<  @0%  	 ߿  %߰  g     !   !   !g< $BD %   Y-   ߙ<g     	 ߿  %߰  g  g< $! % 9-  %   %g  ߙg    	 (g ߨ (g 0$	 Pߙ4 @8%߲   	  %߂   %߱ ߿ ߰ A  g    !g`  %<   %$!d @ % 9-  % 0 % H % 8%ߙg  8 ( 	g g g P$	 P@%ߙ4  8% 	  %8%߶ H0%ߙ(%ߵ @ 	  %g $ g  H%   `@%  %ߐߙTߴ 8  f ߳ 0 	 ߿ (!  ߱ @%߲   ߰  g    !   !   !g< $!T ( 9- Hߙ % 0 @ 	g  X$ P `g g  pg g  hg g g ߁  %d0 ߙ< d%  	"  % P$   H% 7* 8   !   !g  `(% <g  ߔ4f 0%% x-   ! 8%\ ܯ   	g  %%`(%0%H%f f1 ߲ x߳ p߱ ߴ h   !   !߰ ߶ X߷ Pg g g`ߙT %ߨ 0ߵ ` 	ߥ 8߁  ߿ @߼ (> ߾ H gg< $! ( 9- H % P % (%ߙg  0 @ 	 8% `g g  g g  Xg g  %߁  xd0 $ Pߙ< d%  	"  h$    4* 8f  p  +   !g   <g  ߖ4f2 ?-   !   !   !(%@8%     ! %4\! $	 P%  g  	g f f1   fR    !   !9\f 4 f1 fR 3   !߱ ߳ pߵ `߲ x߶ Xߴ h߷ Pg g g`ߙT %ߨ 0߰  	ߥ 8߁  ߿ @߼ (> ߾ H g   !g< $B$ % Y-   ߙdg     	 ߿  %߰  g     !   !g  <   $ % - % 8%  @%g    ߙd  @0% 	 ߿  %߰  g  g  <   $t %   - %@@%  g    `0%ߙd  8%  	 ߿  %߰  g     !   !g< $B % Y-    ߙdg     	 ߿  %߰  g     !g  <   $ % - % 8%   @%g   ߙd  @0%  	 ߿  %߰  g     !   !   !g< $BD %   Y-   ߙdg     	 ߿  %߰  g  g < $! % ( 9- X % 8  % Pg  0ߙ 8 8%  	g  @$ P Hg g  xg  @% `g ߩ 8g g ߙ<  % 	 ߿ 0H%$    h "* p       !߱ 8 <f0  g  ߔ4-   !@% 8%0%`(%% % 	  H%f f1 ߲ p߳ h߱ xߴ `߰ ߶ P߿ ߼ (߷ Hߵ X߾ @ g    !   !g< $! @% 9- 8 %$    % gߙ|  ( % 0 H 	 %   @%0%ߴ 8$ `%߳ 0g 	@ %߲ (.! ߱  ,B ߧ ߙ + +ߥ g   "%    X%     !   !   ! 	ߤ  @X%   !߿ H %`%߰ @ g P   !   !g< $!  % 9- X 0 % 8 % Hߙ ` h % @ ( 	@% Pߙ|ߦ `ߥ X 	  %ߡ Hߙߴ h `(% 	   %ߧ Hg ߫ Pg  H% g4@0%ߙ\ g ߲ 8߳ @ 	  %߱ 0߿ ( %߰   g p   !   !g< $! H% 9- 0 % h % 8 ` % X %ߙ @ P@% p 	 (ߙ|ߦ @ߥ 8 	 %@P%g $g  g  0%ߙl g  	 %`@% *ߵ 0D  ߙtg4F  ǡ  g $ ߁,d!1g  `X%߳ P  %@P%F <g $E     !  ߰ h߳ P 
  ߲ X߱ ` 	      !   !   !߲ X 8% 0%߰ hߙ|߱ `g  g  	ߤ (   !   !߿ p%ߴ H g    !   !   !g< $!d % 9-  % 8   %ߙ ( % @ H  	 % 0ߙ|ߦ @ߥ 8 	  %ߴ Hg  g,g߫ 0g `H%ߙ\  @0%߲  ߳ ( 	  %߱ ߿  %߰  g P   !   !   !g< $! % 9- @  %   % 0ߙ ( % H P  	@% 8ߙ|ߦ Hߥ @ 	  %ߴ Pg  ߨ 0g,g ߫ 8 H%`@%ߙ\  @0%߲  ߳ ( 	  %߱ ߿  %߰  g `   !g< $!
 % 9-  % 8   %ߙ ( % @ H  	 % 0ߙ|ߦ @ߥ 8 	  %ߴ Hg  gg߫ 0g `H%ߙ\  @0%߲  ߳ ( 	  %߱ ߿  %߰  g P   !   !   !g< $!
$ % 9- @  %   % 0ߙ ( % H P  	@% 8ߙ|ߦ Hߥ @ 	  %ߴ Pg  ߨ 0gg ߫ 8 H%`@%ߙ\  @0%߲  ߳ ( 	  %߱ ߿  %߰  g `   !g< $!	d % 9-  % 8   %ߙ ( % @ H  	 % 0ߙ|ߦ @ߥ 8 	  %ߴ Hg  g0g߫ 0g `H%ߙ\  @0%߲  ߳ ( 	  %߱ ߿  %߰  g P   !   !   !g< $! % 9-  % (ߙ|   % 0  	 0%ߩ 0ߧ (g  g ߙt  @0%߲   	  %߱ ߿  %߰  g @g< $!$ % 9-  % (ߙ|   % 0  	 0%ߩ 0ߧ (g  g ߙt  @0%߲   	  %߱ ߿  %߰  g @g< $! % 9-   % 0 % ( % 8 %ߙ| H@%  	 0%g  g g P% @g @@%`0%ߙl  g   	  %H%߶ H@%ߵ @8%ߴ 8`0%ߙt߳ 0@(%߲ ( 	  %߱  ߿  %߰  g Pg< $!  % 9-ߙ  	   !߿  %߰   g    !g< $!  % 9-ߙ  	   !߿  %߰   g    !$  *  d (d  8! 8  +  +(c  $$ + + #$$      !   !   !   !'  $B (   0*8 9  0+ @+(  0$ 8+ 0+ 0$g9    !$B    !   !g< $! % 9- (ߙ % @   	 0ߢ 0ߙߡ @ 8ߒ, @(% 	   %ߩ @fA1g  ߲ 8g $ ߢ 0g4d& ߙd g 	  %߱ (߿   %߰  g P   !   !g< $! % 9-   %$ $ ߙ|g  ( 	 %   @%$ $ @%g 	  %@% @%$ $ g 	  %.c ߳  .A  + +A%,B  + +$  "%$   ߒ %߰    _  ߓ|g`%  % 	 8%`% @%$ $ g 	  %.a ߳  ,B  + +$  "%     ! %߰    j_     !$ ߓ|g`%  % 	 8%`%$  @% 8%g 	  %.a ߳  ,B  + +$  "%     ! %߰    N_     !$ ߓ|g`%  % 	 8%  @%$  8%`%g 	  %`%$  @% 8%g 	  %. ߴ .a  + +a%߳  ,B  + +$  "%     ! %߰    %_  ߴ $ ߓ|g`%  % 	 8%`% @%$ $ g 	  %߰  .a ߳  ,B  + + % "%     !$   	_   %߰  ߴ $ ߳  A     !   !߿ (߱ ߲  g 0   !   !   !g<  8 %$! h %  9- ` % X % H % @ % Pߓ 0$  `%$    p 	gߙ8% (g4@    ! 0% %g 	 (%8%@0%ߙ, (% 	 %$	 @% 8%g$ߙ  (% 	 %$	 @%gg, (%ߙ 	 %   !   !0%`%(% 	 %ߙ0%8%@    !(% 	 %8%(%ߙ, % 	ߦ $	 @%8%g$ߙ (% 	 %$	 @%gg,(%ߙ 	 %`%0%g< % 	g<ߦ ߙ %8%@    ! 	 (%8%ߙ,ߦ  (% 	 %$	 @%g$ (%ߙ  % 	ߧ  $	 @%gg, (%ߙ 	 %ߡ X%0%߿ ߔ$ $  %!  P%%  H%*    !ߢ  # C- < >$ % u-g< "-   ! @%  	gg<% %0%H%P%X%f 2-   !   !߰ h߲ Xߴ H߶ 8߿ p߼ ߷ 0ߵ @߳ P߱ `߾ ( g    !   !   !g l t | ߢ Pߣ X߬ ` <<  4$! , @% 9- $  ߙg   H 	 ߿ H %߰ @ g P   !   !g @% P % X %<  ` %$! h %  9-  `%$ P  x$ Pg ߙ pg ߥ`  H 	 % %g ߾ ߥh 	0%߫ ߪ ߩ ߨ  <t| ߡPߢX 4߷  ,g48%߶ x $`0%@(% ߙ  %ߵ p ߴ h 	  ߳ `߿ H %߰ @߱ P߲ X gPg` @% P % X %<  ` %$!T h %  9-  `%$ P  x$ Pg ߙ pg ߥ  H 	 % g %ߥ0% 	g %ߥ0%߾  	 %߫ ߪ ߩ ߨ  <̏ԏ ߡߢ 4߷  ,g8%߶ x $`0%@(% ߙ  %ߵ p ߴ h 	  ߳ `߿ H %߰ @߱ P߲ X g   !g<  8 %$! h %  9- ` % X % H % @ % Pߓ 0$  `%$    p 	gߙ8% (g4@    ! 0% %g 	 (%8%@0%ߙ, (% 	 %$	 @% 8%g$ߙ  (% 	 %$	 @%gg, (%ߙ 	 %   !   !0%`%(% 	 %ߙ0%8%@    !(% 	 %8%(%ߙ, % 	ߦ $	 @%8%g$ߙ (% 	 %$	 @%gg,(%ߙ 	 %`%0%g< % 	g<ߙ %0%@    ! 	 (%$	 @%g$ (%ߙ  % 	ߧ  $	 @%gg, (%ߙ 	 %   !   !ߡ X%0%߿ ߔ$ $  %!  P%%  H%*    !ߢ  # C- < >$ % u-g< "-   !   ! @%  	gg<% %0%H%P%X%f 2-   !   !߰ h߲ Xߴ H߶ 8߿ p߼ ߷ 0ߵ @߳ P߱ `߾ ( g    !   !   !g<  \$-g 4 d l 8%-  $ ߙg  @ 	  ߿ @ %߰ 8 g Pg 8% H % P %<  X %$! ` % x 9-  `%$ P  p$ Pg ߙ hg |ߥP  @ 	 % %g ߾ ߥX 	0%߫ ߪ ߩ ߨ x ,dlt߷  g48%߶ p $`0%@(% ߙ  %ߵ h ߴ ` 	  ߳ X߿ @ %߰ 8߱ H߲ P gPg<  8 %$! h %  9- ` % X % H % @ % Pߓ 0$  `%$    p 	gߙ8% (g4@    ! 0% %g 	 (%8%@0%ߙ, (% 	 %$	 @% 8%g$ߙ  (% 	 %$	 @%gg, (%ߙ 	 %   !   !0%`%(% 	 %ߙ0%8%@    !(% 	 %8%(%ߙ, % 	ߦ $	 @%8%g$ߙ (% 	 %$	 @%gg,(%ߙ 	 %`%0%gD % 	gDߦ ߙ %8%@    ! 	 (%8%ߙ,ߦ  (% 	 %$	 @%g$ (%ߙ  % 	ߧ  $	 @%gg, (%ߙ 	 %ߡ X%0%߿ ߔ$ $  %!  P%%  H%*    !ߢ  # C- < >$ % u-gD "-   ! @%  	ggD% %0%H%P%X%f 2-   !   !߰ h߲ Xߴ H߶ 8߿ p߼ ߷ 0ߵ @߳ P߱ `߾ ( g    !   !   !g |  g @ߢ `ߣ h<  %t 4 H%- , $ ߙg   P 	 ߿ P %߰ H g `g @% P % X %<  ` %$! h %  9-  `%$ P  x$ Pg ߙ pg ߥ`  H 	 % %g ߾ ߥh 	0%߫ ߪ ߩ ߨ  <t| ߡPߢX 4߷  ,g48%߶ x $`0%@(% ߙ  %ߵ p ߴ h 	  ߳ `߿ H %߰ @߱ P߲ X gPg` @% P % X %<  ` %$! h %  9-  `%$ P  x$ Pg ߙ pg ߥ  H 	 %%g ߥ 	0% %gP߾ ߥ 	0%߫ ߪ ߩ ߨ  <̏ԏ ߡߢ 4߷  ,g8%߶ x $`0%@(% ߙ  %ߵ p ߴ h 	  ߳ `߿ H %߰ @߱ P߲ X g   !   !g< $!  % 9-ߙD  	   !߿  %߰   g    !g< $BD % Y-    ߙ<g     	 ߿  %߰  g     !g< $B % Y-    ߙ<g     	 ߿  %߰  g     !g %   %<  0 %$! @ % 9- 8 H % P$ $ g   ߙL g< (  	g<g  8%߶ H0%  % ߙ<ߵ @ߨ P$!  	 g @%ߴ 8`8%߳ 0ߙ4@(%߲ ( 	  %߱  ߿  %߰  g `   !g %   % 0 % @ %<  H %$! P % X 9- h p`%$  8$ g   ߙL g< (  	g<g   `߾ p8%0% ߨ hg  $! ߙ<  %  	 %ߩ X(%0%߫ `߶ H߷ P 8%%ߵ @`@% 	  %g @%ߴ 8`8%߳ 0ߙ4@(%߲ ( 	  %߱  ߿  %߰  g    !   !g< $!  % 9-ߙt  	   !߿  %߰   g    !g< $BT % Y-    ߙdg     	 ߿  %߰  g     !g< $B % Y-    ߙdg     	 ߿  %߰  g     !g< $! % 9-  % (ߙ 0g    	 %ߙߧ 0ߥ (g  	  % %$ ߐg     	 ߿   $@%߲  "& ,!  +#  ߱  + + ߰  "$ g @   !g< $!  % 9-  % 8 %ߙ| 0 % ( 	 0% ߐ @ߙg  	 %f g g g ߙlߪ @0%ߴ 8 	  %`%߳ 0g  $  	  @%"   ߿ ( ߰ ," ߱ ߲   g P    g< $!$   9- ߙ @ %  	 %߃A    dt 0! -$
 0 @%#   @X%0a W߉ 8 (  0q      !   _-S+    !fR A  0! -"  S+0A W  0Q      !    !@0% %@    ߱ 8߳ (`    !߰ @߲ 0$ߵ  	` %߿  @%$    !߼  ߴ   g P %@0%$  	` %߁,ߙ @%$ 	߫ `(% 	d$1ߙ 	$   !   !ߵ ߑ$  %gH 	 %$ gM$ `0%   ! %@(% 	 %`0% %&߰ @ߙ߲ 0߳ ( 	 %߿ ߼  ߱ 8ߴ   g Pg      % %ߙD % 	  %  P% H   "1+ Q` %B  < @% > %?8-   !   !  !  g9 e '%J %B  I*
@-@ *- 	B < > c-#X-  $   $ g9 e +   ! P%I#2(*߿ 2 P  ߲  Q` %G  0<)- 0>$  &8-   !   !(  g9 %J '   !%G  8* HB*-$  P ߲   	H< 	H>)H-)-(  ( g9 2   !߲  ߱ ߰  g     !   ! P%  %$ ` AH-   !   !G  &  '9 %kF  eJ +0*'  e)    ! P%  %$ ` AH-   !   !G  &  '9 %kF  eJ +0*'  e)    !g  ߂,߃T %dB9ߙd  dE  	   %߿   g    !   ! $   8%`    !   !   !d   '9 d    8%U`d       ! $  $
  j  8%   !   !d   '9 d    8%Ujd       !  - +$       !$0/d  X1f  8 Hz 	I8 P-P 	d ܈   H d  @+      !d YX+d ` 
IH-܌   L ܍   ` d eJ I      !   !g     ߁ %d9@  % 	 (% @% @%ߙ   	  ߪ  ߲ @ ! @X%   !   !   !Z  ߿   / /$ 3  	?H/A  eJ fa  	ek    !   !0*$ P` ߿  D  d  fE eJ 0 *e ek ߿  ߱ ߰  g 0   !   !g      ( % %߁ %d9@ (%   	  % @%ߙ   	   !ߩ   @%P@ k `%Z  i `% @0%  @%dE 2g Z` F&gP %  < %@X% zP%-!     !   !   !b   " % @0  g9 A 0eJ ek UP!     !%   * @ 8B 8<P-(- ?:HX-G8-P "&g,  m   @0  `L 0, m  @8  `L 8eJ g9 Gek   &g   !   ! x.   @%/-OX-P-.   d    0%   !&g8  &h8     0%0-PX-P-   !   !_0g ?  b   ?*"H-A0W xA 0g9ek@0eJ%!H/ `%߿ (߳ ߲ ߱ ߰   g0   !   !   !g        ( % % % %߁ %d9@ (% 	  %X@ h߿ (@0%`H%  @%fE  D2 P %  < % X% zP%-!     !   !b   " % @0  g9 A 0eJ ek UR!     !%  t* 8  B  <P-- ':'X-D8-P` "  (  l   @0  @H 0( l  @8  @H 8eJ g9 Gek        !   ! @%   h d  0% p-.X--  -   P-  & x &  0%-/  2X-P-/    !S0ft 3  x  *8H-T0V` @%_ 0g9ek@0eJ%?H/߿ (ߴ  ߳ ߲ ߱ ߰   g0   !   !   !< $!t% 9-߂L   `% A     !   !   !< $!D% 9-߁L!   @%      !   !   !gP     < $!% 9- % %߁ 0%d9 (% 	g  ߙE   	g  $߁D߿ ߲   %K 	!   %`%  ߱ ߰  g    !   ߿ ߲  ߱ ߰  g    !gP     < $!d% 9- % %߁ 0%d9 (% 	g  ߙE   	g  $߁D߿ ߲   %K 	!   %`%  ߱ ߰  g    !   ߿ ߲  ߱ ߰  g    !g@       < $!ߴ% 9- % %߁ %d9 0% 	g 0ߙd  F   	g 0$߁D߿  ߳ ߲   %K 
!   %`%  ߱ ߰  g    !   !$B    ߿  ߳ ߲  ߱ ߰  g    !   !   !gP     < $!% 9- %߁ %d9 0% 	g  ߙD   	g  $߁D߿ ߲   %K 
!   %`%  ߱ ߰  g    !   !$B    ߿ ߲  ߱ ߰  g g 0 (      8< $!4% 9- % % %߁ %d9  @0% 	g   X%0  ߣ  ߁  %  '_ @%k 0  dc p*dB W  d9 (% 	g @D  g @ߙԎf  '  g  	   !$߿ 8߳ ߲  ߱ (߰ 0TA %߁D%!  $  ߵ ߴ  gP   !$B   ߿ 8ߵ ߴ ߳ ߲  ߱ (߰ 0 gP   !gP     < $!% 9- %߁ %d9 0% 	g  ߙD   	g  $߁D߿ ߲   %K 
!   %`%  ߱ ߰  g    !   !$B    ߿ ߲  ߱ ߰  g g    < $!D% 9-ߙ< % 	  $߁D!  ߿ TK  % %`%  ߱  ߰  g     ߿ ߱  ߰  g     !g  < $!% 9-    ߙ 	  $ߟD  TA  %ߡ  ?   %߿ ߰  g  g  < $!d% 9-    ߙ 	  $ߟD  TA  %ߡ  ?   %߿ ߰  g  g  < $!% 9-    ߙ 	  $ߟD  TA  %ߡ  ?   %߿ ߰  g  g   < $!ڤ% 9-   ߙ %   	  $߁D߿ K !     %߱ S+ ߿ '?   ߿ ߰  g     !   !ߢ   %A  ߱ ߰  g     !g  < $!% 9-    ߙ 	  $ߟD  TA  %ߡ  ?   %߿ ߰  g  g  < $!٤% 9-    ߙ 	  $ߟD  TA  %ߡ  ?   %߿ ߰  g  g0 0     <  $!D  9-   g  g @  ߙ ( 	$%$ߙDg @߿  PA !߁Dߢ    	A    ߿ (*߁g @ߥ (ߢ   gd9P 	ߤ ߼ ߿ 0 g $ ߁d9`$  	A  ߼ ߿ 0 g    !   !ߢ  ߼ !  A  ߿ 0 g    !g@      (< $!D% 9- % % % (%߁ 0%d9g 0 	  `  g 0!  ߙD   	$%$߳ ߲ ߱ ߟDTA  %ߡ    ?   %߿ (߰   g    !   !g 0 (  `  < $!ה     9- % % g @g   ߙ  	$%$  %T߿  PA 7߁DX%  ߁ P%   @' _  '9   ek %*eJ W @d9 	  %ߙD 	g   ߩ !*g ߱ (߰ 0$ gߢ T  
߁߁d9P (% 	ߤ ߼  ߿   gPd9`$  	A  ߼  ߿  ߱ (߰ 0 gP   !   !ߢ ߼  !  A  ߱ (߰ 0 gPg0 @ 8 0 (    H% % % % %<  %$!4  0% 9-g g Pg g    ߙ   	$E$  @% ߿ HPA d߁Dg 0 X '߉Q  %  	< % zX%P-!  $!a ek g9 j% %  E* 8   B <-@ X- :cP-   !   !(  %h Џ( %h ek g9 j   !߉e9 	  %   $
   g ߙ$Q*   8%a  D   	$%$ߴ  ߳ (߲ 0߰ @T_ %߁D!  !  %߿ Hߵ ߱ 8 g   !   !  g ߙ$b  D   	$E$ߴ  ߳ (߲ 0߰ @TC %ߟD  ?  %߿ Hߵ ߱ 8 gЌ!  %!  ߵ ߴ  ߳ (߲ 0߱ 8߰ @ g   !g  H @ 8 0 (     P% % % % %<  %$!  0% 9-g g `g g    ߙ   	$E  % $߇߿ PA I2# Z  *dP` &  <@% zX%P-   !   !   !!  $!a ek g9 j& &  Q* (   B <D-@ X- :cP-   !   !&  $f & $f ek g9 j   !d (% 	g `  8%g   ߙ$   	%$߶ ߵ  ߴ (߲ 8߱ @߰ HTG %ߟD    %߿ P߷ ߳ 0 g߁D!  %a  ߷ ߶ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g   !   !g  X P H 8 0 % % %<  %$!  0%  9-g g ` g  g   ߙ    $% 	   !$ @  8%  PA ߁Dg 3 ߏ 10%Q  d   %X% P%  H-   !   !(  h d g9 H  %eJ hIek d &H* h XP-   `z `--X-LH-   !   !   !.  n N  %n. n g9 N %eJ nIek ` %ee 	   %   	g@  $  ߿  @%ߢ `8%gߙD`(%Q ߂  D   	$%$ߴ 8߳ @߱ P_ ߰ X߁D!  A  ߼ ߿ 0߲ H gdY   	 % @@%߿  `8%ߙDߴ 8߳ @߰ X  ߱ Pߢ g   (D   	$%$ߨ (ߙߴ 8߳ @߰ X_ ߱ P߁D!  A   	  %߼ ߿ 0߲ H g   !߼ $A  ߿ 0߲ H g   !߼ !  A  ߿ 0ߴ 8߲ H߱ P߰ X g   !   !g  P H @ 8 % %<  @%$!$   0% 9- (g g  0g `g    ߙ    $% 	   !$    8%PA q߁D3 0%ߏ 2g Q  d   %X% P%  H-   !   !   !(  h d g9 H  %eJ hIek d &H* h XP-   `z `--X-LH-   !   !   !.  n N  %n. n g9 N %eJ nIek ee 	   %   	gߏe@   	g ߯ 0  x*߿  ߢ g gߙDߨ ($ g߰ P ߱ H@    D   	$%$߱ H߁D!  _ ߰ PA  ߼ ߿ 8߲ @ g   !   !߂dY`$  	B  ߼ ߿ 8߲ @ g   !   !߼ !  A  ߿ 8߲ @߱ H߰ P g   !   !   !g  p h X H 8 % %@%<  `%$!̴ g  9- (g g   0g   0%  ߙ    $% 	   !$ ` P A  @g $ $ ߙ<    	     @X%   !   !@X%ߩ 0ߨ (@ !g  P% 8% 0%?(-$    !!  A   $!A   e    @X%  Y #  `    !  K $   D eJ d e) d $   ߆@(%d % 	d %   	g  %   	g  %   	 %`  $  P%߿   ߢ H%g 8%g ߙ  D   	$%$߶ @ߵ Hߴ P߲ `߰ p_ ߱ h߁D!  a  ߼ ߿ 8߳ X g    !߂0%dYЏ  (% 	 % @%߿    H%ߙ߶ @ߵ H߱ h  ߲ ` P%g ߢ 8%g   D   	$%$ߙ߶ @ߵ Hߴ P߱ h_ ߲ `߁D!  a   	  %߼ ߿ 8߳ X߰ p g ߼ $a  ߿ 8ߴ P߳ X߰ p g ߁D߼ !  a  ߿ 8ߵ H߳ X߱ h߰ p g g  P H @ 8 X% % %<  `%$!ɔ  g ` 9- (g   0g g   0%  ߙ   $% 	   !$ߙ<߿ XPA S߁D 	   ߌP% 8%ߩ (ߨ   X%  0%!(-$ #  C   $cC  e `  @X%  Y$      !  K+   K eJ d e) d $   g ee 	   %   	g %   	g %   	g߬ @  gg߭ g g  ߙߪ 0   	%$߱ HߟD  L ߰ P_  `%߿ X߳ 8߲ @ g!  `%A  ߳ 8߲ @߱ H߰ P g   !   !   !g  H @ 8 0 (   P% % % % %<  %$!ǔ  0% 9-g g `g g    ߙ   	$E$ ߿ PPA u߁Dg  8%0   @%X *߉Q  e  	 8% %X%P-   !   !   !!  $!a ek g9 je e  G* z   8-P@ ߉ 8X-cP-   !   !(  %h ( %h ek g9 j   !߉e9ߐ, 	  %   g j  $   K  %J %Q,  %8%@(% 	` %$ߴ (߳ 0߲ 8߰ HT_ %߁D!  !  %߿ Pߵ  ߱ @ g   !g @(% 	` %$ ߡ ߿ Pߴ (߳ 0߲ 8߰ HPC 	߁Dߢ   %A  ߵ  ߱ @ g!  %!  ߿ Pߵ  ߴ (߳ 0߲ 8߱ @߰ H g!  %!  ߵ  ߴ (߳ 0߲ 8߱ @߰ H g   !g  H @ 8 0 (     P% % % % %<  %$!  0% 9-g g `g g    ߙ   	$E  % $߇߿ PA I2# Z  *dP` &  <@% zX%P-   !   !   !!  $!a ek g9 j& &  Q* (   B <D-@ X- :cP-   !   !&  $f & $f ek g9 j   !d (% 	g `  8%g   ߙ,   	%$߶ ߵ  ߴ (߲ 8߱ @߰ HTG %ߟD    %߿ P߷ ߳ 0 g߁D!  %a  ߷ ߶ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g   !   !g h ` X H @ 8 0 % % % % %<  %$!$  0%  9-g g pg  g   ߙ   	$E$ P  8%  ߿ 0PA ߁Dg 0 X 1߈Q  $  < %X%  P%H-   !!  a $ g9 A  $!eJ aIek    !$  F* (   B <P-%- zX-CH-P@ ߈'  g G  $g' g g9 G $eJ gIek ߈ (%e` % 	e %   	g@  $	  `8%ߙL	 ߂@%g     	$%$߶ 8ߵ @ߴ H߳ P߰ h_ ߱ `߁D!  A  ߼ ߿ 0߲ X g   !   !dY@   	` % ߙ     	   ! @%ߪ   H% @%`8%gߙL߿ 0߳ P߱ `  O$   (     	$%߱ ߃$X%ߩ (ߪ  ߵ @ߴ H߳ PP_ /߁D߶ 8ߵ @Z   `% / /$ 0!   	!/"  e)   eJb  Sek    !J *$ P  `%%   ( e  % e) eJ 0 *(*f ek  `% 	  %߼ ߿ 0ߴ H߳ P߲ X߱ `߰ h g   ! `%  %!   	A  ߼ ߿ 0߶ 8߲ X߱ `߰ h g   !   !߼ A  ߶ 8ߵ @ߴ H߲ X߰ h g߼ !  A  ߶ 8ߵ @ߴ H߲ X߱ `߰ h g   !g h ` X P H @ 8 0 ( % % % %@%<   0%$!D$   9-g g p g  g   ߙ    $% 	   !  %  $߿ (A 2r Z` =(  R@ $b  <%X% P%H-   !   !   !!  a A  $!a!   $c ek g9 eJ I     !   !$b  S* (   B <P-- zX-CH-P@ (  &  f F  $f'  &  f F $f'   0  ek g9 eJ I  (  @*߉`(%g -߃ߵ @ߴ H߲ XU  A$    !   !   !e9 	e2@%   	gߩ    @%ߪ g g)  ߙLD   	%%$	$  ߷ 0ߵ @߿ (PI ߂D %?  *߼ ߶ 8ߴ H ߰ hr  $c !   a*fs     !߿ (߳ P߲ X߱ ` g   !   !߼ B    ߷ 0߶ 8ߵ @ߴ H߳ P߲ X߱ `߰ h gg!dy`$  	  ߼ ߿ (߷ 0߶ 8߳ P߱ `߰ h g   !   !߁D߼ !    ߷ 0߶ 8ߵ @ߴ H߳ P߲ X߱ `߰ h g   !   !g ` X H   %<    %$! (g p 9- 0g   8g g   0%  ߙ @  $% 	   !$ P PA ߁D$ $   ߙ<S ߩ 0 	     ߩ 0   !ߩ 0ߨ (@ "   !P% < 8%  0%?(-$    !!  A   $!A  e    @X%  Y#  `    !  K$   D eJ d e) d $   ߆@(%dg  	d %   	g %   	g %   	gߥ @  $  ߿  ggߢ g ߙ߃ ߪ 8g  D   	$%$߲ P߱ X߰ `_ ߁Dߢ @!  A  ߼ ߿ H g   !   !dy@   	g ߙ   	   ! @%߿    H%ߢ ߙ߲ P߱ XR  0ߢ @ P%gg g  D   	$%$ߑg߁  _ ߲ Pg d9   % 	ߥ 8 % 	  %߼ ߿ H߱ X߰ ` g   !   !߁D %ߢ @  %!   	A  ߼ ߿ H߲ P߱ X߰ ` g   !   !߼ $A  ߿ H߰ ` g   !ߢ @߼ !  A  ߿ H߱ X߰ ` g   !   !   !g  P H @ 8 X% % %<  `%$!  g ` 9- (g   0g g   0%  ߙ   $% 	   !$ߙ<߿ XPA W߁D 	   ߌ  P% 8%ߩ (ߨ   0%$   < !(-   !   !   !#  C   $cC  e `  @X%  Y$      !  K+   K eJ d e) d $   g ee 	   %   	g %   	g %   	g߬ @  gg߭ g g  ߙߪ 0   	%$߱ HߟD  L ߰ P_  `%߿ X߳ 8߲ @ g!  `%A  ߳ 8߲ @߱ H߰ P g   !   !   !g@      (< $!% 9- % % % (%߁ 0%d9g 0 	  `  g 0!  ߙD   	$%$߳ ߲ ߱ ߟDTA  %ߡ    ?   %߿ (߰   g    !   !g  ` X P H 0 8 @@%<  %$! %  9- (% % % %߁`0% d9g p  	    $   1   H% `8%g pߙg  a  @%a  D   	$%$ߵ 8ߴ 0߳ H߲ P߰ `_ ߱ X߁Dߢ  !  A  ߼ ߿ @ g    !   !߃$ dy   	  % @H%ߡ ߿ g pߙߢ  ߵ 8ߴ 0߰ `  ߱ XD   (b  $E'     	   !$ߩ (ߙߵ 8ߴ 0߳ H߲ P߰ `_ ߱ X߁Dߢ  !  A   	  %߼ ߿ @ g ߼ $A  ߿ @߳ H߲ P g    !   !   !g  @ 8< $!   9-   % ߁ (%  d9 (`0% 	g P  $! ߙ < 	  > @%ߟP` ($    ` %P $$ gݠ 0 	ߥ  ߿ (ߩ 0ߡ   ߿ $  ߢ g P  ߙG     	$%$ߣ 0ߙ߰ @_ ߁Dߢ (!  A   	 ` %߼  ߿ 8 g    !   !߁g(d9`ߢ ($  	A  ߼  ߿ 8߰ @ g g0 0    8< $!% 9- % % % (%߁  @0%d9 (g @ 	  ߨ (`  g @!  ߙߧ  D   	$%$߳ ߲ ߱ ߟDTA  %ߡ    ?   %߿ 8߰ 0 g    !   !g  H @ 8 ( 0< $! %  9- % % (% %߁ 0%d9g P 	 `  g g  g P!  ߙ   	$%$  $
 ߙ߿ 0A `߳ ( Qj ߙ@8%g P!     	$%$߳ (߲ 8߱ @_ ߰ H߁Dߢ !  A  ߼ ߿ 0 g  	   @8%g Pߙߢ ߿ 0߳ ( 7 P%   !     	$%߈ԏ $@X%ߧ ߪ  ߳ (߲ 8߰ H_ ߱ @߳ (߲ 8Y   %   !A    a   eJ $!ek  \ A   % 	  %߼ ߿ 0߱ @߰ H g    !߁D %ߢ   %!   	A  ߼ ߿ 0 g    !߼ $A  ߲ 8߱ @߰ H g ߁Dߢ ߼ !  A  ߲ 8߱ @߰ H g    !   !g  H @ 8   ( 0< $! %  9- % % % %߁  (%d9 @0% 	g P@  g g  g Pa  ߙ   	$%$ 8%ߙߴ (߿ 0PA E߁D   !   !   *ߡ ߢ g P$ ߃g/߳  W +dy`!  D   	$%$$  ߴ (߳  ߿ 0PA ߂D    ?*  %߼  !X-y  &R   A*ek     !߿ 0߲ 8߱ @߰ H g    !߼ B  B  ߴ (߳  ߲ 8߱ @߰ H g $  	C  ߼ ߿ 0߲ 8߱ @߰ H g    !   !߼ !  A  ߴ (߳  ߲ 8߱ @߰ H g    !   !g0 0    8< $!% 9- % % % (%߁  @0%d9 (g @ 	  ߨ (`  ߧ    g @$(!  ߙD     	$%$߳ ߲ ߱ ߟDTA  %ߡ    ?   %߿ 8߰ 0 g    !   !   !g@     <   $!$   9-    g 0$&  ߙ  	$%$ߙD߿  PA ߁D 	g 0  ߿ *߁g 0ߥ ߢ  	g6d9P 	ߤ ߼  ߿   g    !$ ߁d9`$  	A  ߼  ߿   g ߢ ߼  !  A   g    !   !g 8      @< $!4% 9- % % (% %ߔ ( 0%f 0g P 	  fߪ 0ߧ (%@0% (% 	g Ѯ`  g g P!  ߙD   	$%$ߴ  ߳ ߲ ߱ TA  %ߟDߡ    ?   %߿ @߰ 8 g`   !g@      (< $!T% 9- % % % (%߁ 0%d9g 0 	  `  g 0!  ߙD   	$%$߳ ߲ ߱ ߟDTA  %ߡ    ?   %߿ (߰   g    !   !g    < $!% 9-ߙ$ %   	  $߁D!  ߿ TK 
 % %`%  ߱  ߰  g     !   !   ߿ ߱  ߰  g          g P H 0     % % % %ߙ@%   	 ߣ  X  H%@@%8% 0%ߙ<߿ @ (_   @%' @ 8 %
߲ H&  L02 R@ %% R 	%)    !   ! 	  -܄  X .$%) 2   !%% (*T ;H%    ! 	00-  X $R %)  	88- X 	$%) %( @*    !  &H%$$ ߙ߉,߾ ߷    e%9P$$ ߙߊ,߾ ߷    eE9P$ߋ,$ ߙee9P߾ ߷   	   ! %߿ ߶ (ߵ 0ߴ 8߳ @߲ H߱ P߰ X g`H%$     # n-$!    P #-*8-X- < z j(-0-  /    %  y`  %`@%    l `   !   !Y     @%     !-  - Q  	*x-`@%(p/  n `   !   !*x-  x/`@%o `y `    !ވ  h``    !ܸ   x`s`  %)eJfdddx`  #a`   !   !U6 ahA 8 9 a`s`  %)eJfddda`  a`ahh h (    9 s`a`  a`%)eJfddda`!   Y-y`ek   !   !   !`g`ߒ<W g``B 8T" g` `````g` @%8%`0%@% % 	ߥ  H%   P@ !X-a`b` "-a`c` A*-b`T  @%* -eJe`/܄  %)d`!ek  %߿ ߾ ߷  ߶ (ߵ 0ߴ 8߳ @߲ H߱ P߰ X g`߿ ߾ ߷  ߶ (ߵ 0ߴ 8߳ @߲ H߱ P߰ X g` 	ߥ  ߿ ߾ ߷  ߶ (ߵ 0߱ P߰ X g`   !$߾ ߷  ߵ 0߲ H߱ P g`g @ H  <  $!  9-    (߁,d09P߂Tߙ 0f  	A   @X% 8߁ߪ 0ߩ ($߰ @`  ߿ H3 ߨ  ߧ ` %ߦ ߥ ߰ @ߙS 	`0%d9pa 	   ߼  ߿ H g P$ ߡ 8 	d% $߼  ߿ H߰ @ g P   !   !߼   g P   !g 8  <  $!  9-    (߁,d!9P߂Tߙ 0d! - 	A   @X%߁ߪ 0ߩ (ߨ  $߿ 8Q` ߼  ` %d9pߧ bߦ ߥ $  	A  ߼  ߿ 8 g @ g @   !g 8 @<   $!d  9-    ߁,d09P߂Tߙ (f 7 	A   @X% 0߁ߪ (ߨ    H%d9pߧ $߿ @߰ 8Q` ߼  3 ` %ߥ ߰ 8ߦ  	ߡ 0a 	   ߼  ߿ @ g P   !`0%ߙ$  	d% A$߼  ߿ @߰ 8 g P   ! g P   !   !g 0<   $!d  9-    ߁,d!9P߂Tߙ (d! P 	A   @X%߁  H%ߪ (ߨ  ߧ Q` $` %d9pbߦ ߥ $  	A  ߼  ߿ 0 g @   !   !߼  ߿ 0 g @g X% `  ߐ\ %d0 	  ߡ   % 	$8 %ߡ   	$@߿ ߰  g     !   !߿  g     !g < X%$!D 9-     ߅߿ P `%d# ߰   	  %܅ ܹ H 	   !ߙ 	 % % 	  %߼ ߿ ߱  ߰  g 0 g 0   !   !g   < $!  9-ߙ %  	$H @X%ߙ$ 0߁,Q` cߙ  p 	  ߿  ߫  ߊ, 0%eA9߰   Iߙd   	ߥ ߫  $$ B 4ߐ`0߿  8߿  @߿  ߿  ߿  (߿   ߫    g  ߙW ߼ d 	  ߫  ߙP@ ߙ 	` %߼ ߿ PP   %߼ ߢ  ߿ ߰   g 0߰   g 0   ! 	` %  %߼ ߿ ߰   g 0 % 	d % 	ߤ    %߼ ߿ ߰   g 0ߙ 	d$ ߙ 	ߤ    %߼ ߿  g 0   !   	d$9  %߼ ߿ ߰   g 0   !   !   !g (  < $!  9- ߙ %  	$H  ߙ$ 0߁,P@ Zߙߢ  7  	A߿  ߿  ߡ  ߙߦ ߥ S >ߙ 0ߡ   8ߡ   @ߡ   ߡ   ߡ   (ߡ   	$ߙ@ "   !$ g  ?   	ߙ߰ (P@ ߙ 	ߤ  $߼ ߿  ߰ (PA   %ߢ   g 0߼ ߿  ߰ ( g 0 	ߤ    %߼ ߿   g 0ߙ 	ߤ    %߼ ߿  ߰ ( g 0   !   !߁,d!9 	d$ 'ߙ 	ߤ    %߼ ߿  ߰ ( g 0d!9 	d$   %߼ ߿  ߰ ( g 0   !   !   !g (        0< $!% 9- % % % %߁, %d!9߂Tߙd! 8 	A  ߿ 0P@ B%     !K@  %`    !y   R@ P0Y8  %     !0 P  P0%ߴ   	   !`    !`  R  !%$  !  `    ! c  R  %$$  D0ܐ     %P %   !   !  ܥ f T F02  F0&R  F0+T  %ߵ  ߳ ߲ ߱  ߰ ( g @$߿ 0ߵ  ߴ ߳ ߲ ߱  ߰ ( g @   !   !g<CD4!F  <  $C$ $    y- ߦ "  (  %  0 	   !߿ @ 
   ! %  8 	  (%ߋ,ߙP@ ea9  ߙg  ߰  	  %$ ߁,  ߪ  ߙ@ xd)9߰  Uh 	ߙ<CD<CD7F4+L߁,_ Zd)9ߙߡ ߤ  	%  ߿ ߙ|$ @ D߰  ߤ    	d%0ߡ ߙ|߰  P@ /$  ߤ !   	d%8߿ ߙ|߰  P@ $  ߤ    	d%@߿ (߰  P@ $  $ ߼  g 0   !ߙ߁,d!9 	d%   %߼ ߿ (߰   g 0   !ߙ߁,d!9 	d%   %߼ ߿ ( g 0   !   !ߙ߁,d!9 	d%   %߼ ߿ ( g 0   !   !$  ߙ߁,d!9 	d%   %߼ ߿ ( g 0   !QK e% e%  	$   %߼ ߿ ( g 0   !   ! 	   %  %߼ ߿ (߰   g 0߰  ߙQh e% ^ 	e$     %e% ^ߙ 	$   %߼ ߿ ( g 0 	d$ B  %߼ ߿ ( g 0߁d9#ߡ  	$  $ ߼ ߿ ( g 0   !   !g  X%P%< $!     %߿  9-Q` @%ߑdd0 %  	  $P ߢ  % 	D8 %!ߢ  	D@!߼  ߿ ߱  ߰  g 0 g 0   !   !g  %< $Bd  0!  Y- ߧ ߩ   %     T  Y`  (()	   8  @h@- 	 ( ߙ@ (ߊ,  %ߡ  	d%(߿ P@   %  8$  	  %ߊ,ߙ  %߰ @ ߡ  	d%(߼  ߿  g     !ߙeA9 	d$  %߼  ߿ ߰  g  ߼  ߰  g  ߙeA9 	d$   %߼  ߿ ߰  g     !   !g   < $!% 9-ߙ 	$  %߿ ߰   g    !g   < $!% 9-ߙ$ 	$  %߿ ߰   g    !g x p h X P H @ 8 0< $!   9- %ܴ 0 % ($ ߙDg   	g  f  ߁,ߙd09 	f5 @% ($ ߙ4 `R - (޿    (  W  ߙ T" ߙ 	  %g %+ߓt  P`  (`%  %ޡ     !   !   ! 	% `%-  %+Wޡ     (   !   !ߙ$ ߢ (  dE@ 	&  (ߟ, ( V   ߙ$ ߾ ( 	ga  %߼  ߿ 0߾ 8߷ @߶ Hߵ Pߴ X߳ `߲ h߱ p߰ x g g1-$ ߐ ߁d0/p      !   ! $ ߃  dp/$     $   ߐ$ ߐ$  $    !   !   ! %(% 	 %@ fV %߾ 8@ ߿ 0 %߼  ߷ @߶ Hߵ Pߴ X߳ `߲ h߱ p߰ x g    !ߙ$  ߾ ( 	gm  %߼  ߿ 0߾ 8߷ @߶ Hߵ Pߴ X߳ `߲ h߱ p߰ x g     g < $!X% 9- 0%@߂, 
 P*Q@ 	  %dBv  C-Y     %   !  %  %߅,  ߿ `% g ߙ  $  	d;(  %߼  ߿  g    !   !g < $!$H% 9- P%  X%@߂,@ 	A@*Q  ߄,dBv 
 C-B  B0K ߄,ߙ` `%P  %d;(@߆,@ D@*     ! 
8dv  ee 0 0- $  	  ߩ   	ߢ    @0% ee  	$ ߢ  ߩ  %߿  g     !   !   !g     % @%  %@߂,` )1y S  &  <dJv zAH-   !   !   !C  P` ߁,   !   !eJ & I   !&   *߅,dv 0  P-G  P ߁,I Q  
& & & `*eJ     !    !& ߁,p )y  S  5`0%ߙ   (% 	  % @P%$	 ߭  ߙL@ 1 $   (% 	@ %ߟ,gv -߿ @?   %߿ %a p ߱ @߰   g 0߰  ߙUi $ 	  %ߟ,ߙ@  (%g;( 	d$ n$߿ ߱  g 0   !   !$ ߙd!;( 	d% F$߿ ߱ ߰   g 0   !g< $!T   9-߁,d+;(߃Teb 0 b  ߙ   ee  	$ $߼  ߿  g    !   !߁d94P 	   !߼  ߿  g g < $!   9-߃TgH0 ߆d4P  b   	   !߼  ߿  g    !$ ߙ߁,d!;( 	d% $߼  ߿  g    !g < $!T  9-߂TߙgO 	A   @X%ߊ,߿ Q` }$  3 ߫  g  eA;($ $ W kߙa0!  ߙT  -cb  ߐߢ   % 	Dߣ  c$ b   %ߢ  g   	Dߙߤ  ߰ P@ ߙ 	   !$߰ T_ ;ߙ$߼ ߿  g   	gVߙ 	ߤ  $߼ ߿  g     !   !  ߫  3  W ߙa0! @P  ߙd 	`(%ߡ  ߿ ߰ P@ $$?$  ?$߼  g  d 	g   ߡ  ߿ P@ $$??$?ߙߡ   	$  %߼ ߿ ߰  g     !   !߼  g     ! 	d% $߼ ߿  g     !  ߼  g  g 0 ( 8< $!% 9- %߂Tߙg^ 	A   @P%߿ 8Q@  %  Kߪ  1 
 @(%$ W *ߙLA0! ߙP  XߙB@  ߪ  B0B T@ ߙC0c @P` MߙD 	@(%߿ 8T@ Gߙ %$߱ (߰ 0 gP   !D 	g  ߿ 8T@ :ߙ %$߱ (߰ 0 gP  	g @߿ ߁,3 d(vȏ@ )H*    %Q     % -!  9   	'X*`    ! -  D     !   !     %   !   !   %ߙ 	 ߥ     ߣ  d-@`  $ $ Tk ߙ@ߙ 	ߤ  ߟ,gv ߿ ߙ  "P-   	g @ߪ  g @ߙߟ,P@ @  g;( 	d$ ߪ  @$+@    %߿ 8V  %@ %߱ (߰ 0 gP   !$  ߱ (߰ 0 gP   !   !g   < $!% 9-߂Tߙgf 	A  ߿ P@  % %  %߰   g $߿ ߰   g    !   !   !g     ($ ߁, (%d3vߙLfr  	fd ߙ$ / 	fd fp dF  @ /  / 	/@0%,1 	ߙ߿ (V  V@%    gD 	  %ߢ  ߙ 	@ $ 
 C $ z$ aߣ  dk di dp i+ߑ`   P$ 
 _ $ 
   _ %A 0  epek	+  PDgDh    !'  g9 +  h   !Q`  %%a !   %    (% 	@ %T@ @%  ' 0? 3 / {    (%  % 	@ %P@  @%߿ (߳ ߲ ߱ ߰   g 0   !   !@%` ߿ (߳ ߲ ߱ ߰   g 0` ߳ ߲ ߱ ߰   g 0   !g (  < $!$   9-߂Tߙ gn 	A   @% 0ߪ @߿    $93? 3! ߃,ߙK*W ߂,  %@  1i Y` '߂,Q  &  	<dyv z"@-$  P ߂,   !   !g9 & (   !&  (*߆,dv 8  -(  Q  ߂,) Q  
& & & `*g9     !    !& ߂,p )y  S  Q`0%ߍL  1 ߙQ ߁.  .1 @Q ߁$ 	 (%߿  @ 9$?$?߁d9<p 	  % @ %ߙ  0% 	$  @P%$ ߙLߥ ߿  Q@ $@ %? 7  	!ߟ,gv ߢ  ?-ߪ  @  ߿  p  "H-%a @*  ߼    %P ߱ (߰ 0 g @   !   !߼  ߱ (߰ 0 g @   !$߼  ߱ (߰ 0 g @$ ߙdB;( 	dE$߼  ߿  ߱ (߰ 0 g @ 0%$ ߁,d!;( 	d% $߼  ߿  ߱ (߰ 0 g @   !߁,B   0%R    0% 
d0v-     +*     ! -  &      0%   !   !  0%$ ߙdB;( 	dE $߼  ߿  ߱ (߰ 0 g @߼  ߱ ( g @   !   !   !g ܁@  H%߿   Rߙ   	 ߤ  ܃@k  c   %`   P%   !   !   !h       !  / W  ܃@ @a  ! 0 A-܃@%J c C+  %`ek ܅@ܫ     P%  %ߩ P ߿    !   !   !h       !  , S  
܌@ @h  ܇ 0 8- H-i  ܌@%J  L`+  %ek ߿      !܍. 0    !/   ( g   g     !   !g 8 0 (     % % %$  < $  $#4" g @.A    y-K      0%`(%`% 	  %P@ ,ߙ޿  0% (`(% 	 %fR  0%P@ "ߙ" +`(% K  `%  `(%  % 	 0%P@ ߙ޿  0% (`(% 	 %߿ ߵ ߴ ߳  ߲ (߱ 0߰ 8P@ ߙ$ ߼   g @   !gv 	$    %߼  ߿ ߵ ߴ ߳  ߲ (߱ 0߰ 8 g @   !   !g ܡ@   ܤ!   "-܁  B  9 8 B @ 	 ( ߡ ߙP@ 
$  ߢ !  ߤ  E 	& 0߿  g  ߙ߁,d!;( 	d%,  %߿  g     !   !g ܣܡ@ g  !    ܤ "- "  ܁ B @  9 8  C- 	 ( ߡ ߙP@ 
$  ߢ !  ߤ  E 	& 0߿  g  ߙ߁,d!;( 	d%@  %߿  g     !   !g` H @ 8 0 ( % P%@P*h߃dyA߁,@  R    %d1v !-!  3 ` p*    ! "-  
P     !    %   !   !  %   !   !   ! 	@ %ߣhghtߙ % 	   %  ߪh  %ߟߙ߱ @@  K@ Q` Ay q  ߖgDS  7A%  ܫ   %`    !a  ,9 W  &ߪhR2B  0%T@ 	2D y@S  2D # +T` %2D %T ߪh 	 %T@ ߪh$߿ ߶ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g`(% 	 %P@ $ߪhK@& y +f1    !A0!   %߂ߖT  Rߪhi(dUEP  >   !q    7  %   !%  ܫ   %`    !c  ,y S  %ߪhy@@8% 0%S  F$  +%T `(%F0 %T ߪh 	 %T@ ߪh$߿ ߶ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g   ! 	 %P@ }$ߪhK@& y +f1    !i(&R I+T q  I(ߢhߙ @(% 	D߿ ߶ ߵ  ߴ (߲ 8߱ @߰ HP@ ]$ߪh_3 g P`(% $ߙ 	g Pߕ% 	` %ߙߤh 	g P$߁,ߪhd1v$ ߙL߄,d;(@  @(%  	@ %ߡh?  ?-@  $P? 4  ߪh@A$5 #$  %A߿ ߶ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g   !@0%@(%ߙ  	dVߤ    $ -ߪh  D   $ -@  $D %߶ ߵ  ߳ 0߲ 8 ߱ @@ 	@ %%߿ ߴ (߰ H g߳ 0 g   !߿ ߶ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g   !   !߿ ߶ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g   !   ! 	g~$߿ ߴ (߳ 0߲ 8߰ H g   !   !g  < $!z4   9- %߂Tߙg 	A   @X%ߙ$ ߿ Q` $  	  %߫ ߁߿ P@ 
$d9F `(% 	  %߼  ߿ ߰  g  ߼  ߰  g  ߼  ߰  g  g   < $!y% 9- %߂Tߙg 	A   @X%߿ Q` S %  3 ߫  W )ߟa0! ߙP  ,ߙb@  ߫  b0B T@ ߙc0c @P` !ߙd 	`(%߿ T@ ߙ %$߱ ߰  g  d 	g  ߿ T@ ߙ %$߱ ߰  g  `(%gF  	  %$_ ߙߙ 	ߤ  ߁,d!vȏ@ $k "-  %߿     @ %߱ ߰  g     !   ! 	  % %߿ ߱ ߰  g  $  ߱ ߰  g     !   !g 0   (< $!w  9-߁, %d1;(߂Tߙf!m 	A   @0%   %ߥ ߿ (P w$  3 ߦ  $ ߱  S gߙ0! $
 P  ߢ @%ߢ ߿ (
 T X%ߙR  $  	dE$߼ ߿ (߱  ߰ 0 g @   !   !3 ߙS 30! T  0B @P@ +  	 (%߫ ߡ  ߼ ߿ (߱  ߰ 0P@ 
$$?$?ߦ       !   !$ g @   !ߙ  	g  ߫ ߡ  ߼ ߿ (߱  ߰ 0P@ $$??$?ߦ  $ "$`%߼ ߿ (߱  ߰ 0     !$ g @   !4c `%߼ ߱  ߰ 0 g @ 	dw$߼ ߿ (߰ 0 g @  ߼ ߱  ߰ 0 g @    g 0%X%< $!u(  9-  ߂, &  Q@ %ߙdB1  C-B   @    !`%  %߿   g 0`%$ ߿   g 0   !   !`%$ ߿   g 0`%$ ߿   g 0   !   !`%$ ߿   g 0ߙ $ ߅, 	d<$߼ ߿   g 0   !ߙ  	   %߼ ߿   g 0ߙ  	g  ߼ ߿   g 0ߙ  	g  ߼ ߿   g 0ߙ  	g  ߼ ߿   g 0g< X%$!t(  9-߂,X `%Q@ `% dB1 C-B h @    !`%$  g `%$  g `%$  g `%$  g `%$  g `%  % g `%$  g `%$  g `%$  g `%$  g    !   !   !g 0%< X%$!s$(  9-߂,   dB1@  C-$ ߙ߅, d< 	d $߼ ߿  g     !   !? $  `%߿  g     !`%$ ߿  g     !   !`%$ ߿  g  `%$ ߿  g  `%$ ߿  g     !   !g  %< $!r4 -(  9-ߟ,ǔ$X  d0/U`   d0/ߙ$  	   !   %   !   !  @+ H+g1 P+- X+ d/ +0G   (-   !הS   % d/d!  0!     -D%    d  (+TD% d  0+ d8/הD* D)  d d  8 8z 98'X-   D*   g9 d +D)    %   !Q`  %   !   !   ! d@/e  @1  H   -D
    d  P+U@D
 d cX+ d`/ǔ$D
 D	 ` d e  ` `z `,X-   D
   g9 d +D	    %   !Q@  %   ! dh/e <  h5 1  p  -   d  x+   !d +< 4+   r d/g9   z 8d ?P-   !   !    g9  *d   b %   !Q  _ % d/d!  z$0!  !-   X-  *  d  (+   !d  0+ d8/d $P I %d  8z 8z 8gP-   !   B   Bek  jd   8 %   !Q  5 %P d   d    !d #H+d   ) dP/ 
PzJP-*X-  g9  +d     %   !$  d`/1  `+  (-P d   d    !d h+ dp/d $ Q  % pzp-.P-   !   !  g9  *d  %߿ ߰  g     !   !g @ 8 0   ( H< $!n% 9- %ߙ$ (   	  @%ߙ4  @ 0   	  %߳  "  < >?  ߙ,  %3  	  b    <  >ߙ` ?    ߴ (  @%   ! 	ߤ  @X%߿ ߪ ߙ` % 0%` +  S 
@(%@0% 	ߥ ߴ (  	@%   !   !@(%ߙD 	` %ߴ (@% %߿ H߳  ߲ 0߱ 8߰ @ g P   !   !ߙߟ,g< 	d$ -߿ ߴ (߳  ߰ @S @%ߙ 	  %@%  %߿ H߲ 0߱ 8 g P   !   !   !g        (< $!lT% 9- % % %ߙ4 % 	  % < > C A  < >  XA  #    ++ߙ߿ (T   %P Q    B D  R` 
 0%`0%`(% 	   !  	%   !   ! 0%ߙD`(% 	   !%@%߿ (ߴ  ߳ ߲ ߱ ߰   g 0   !  %ߴ  ߳ ߲ ߱ ߰   g 0g    %< $!k4 ߿ `  9- 8 0p   (  r߂,f  (  	ߒR  $ dB1  C-BH @    !$ ߙ߅,d< 	d :p    [ߙ   !   ! ' <ߒ| z@% P- % 	  @%a f1$!a   %p    DߙԎ ' <ߒ z@% ;- %   !   !   ! 	  @%a f1$!a   %p    ,ߙԎ ' <ߒ z@% #- %   !   !   ! 	  @%a f1$!a   %p    ߙԎ ' < z@% - % 	  @%a f1$!a   %p  ߙ 	  %ߙ 	` %߼ ߿ ߳  ߲ (߱ 0߰ 8 g @߼ ߳   g @g 8 0 (     @ %%$ < $!h߿ @` ? 9-p  y ߂,  -* R  ,p   dB1 C-B  ߱ 0 ( @ ߰ 8%$ ߿ @ߵ ߴ ߳  ߲ ( g P%$ ߿ @ߵ ߴ ߳  ߲ (߱ 0߰ 8 g Pߒ  p     !ߒ  p     !ߒ  p     !ߒp      %@% 	  %&1 f &0+!g -%%߿ @ߵ ߴ ߳  ߲ (߱ 0߰ 8 g P9!' 2 ߿ @ #  %0!  #   %߳  R  %#$T %%ߵ ߴ ߲ (߱ 0߰ 8 g P   !   !'4 2   % #0c  #   %   !߳  R  % #$ %%ߵ ߴ ߲ (߱ 0߰ 8 g Pg<  P%$!f   9- ߥ ߙ߁, 1   $  0<ܤ   0>ܥ     	  ( @X%߉,ߪ ߙ`  ߰   <  > " @(%  0%     	a - ߼  $!    ߿  ߰  g 0   !   !ߙe!< 	d$ `  %߼  ߿   g 0$ ߙd!< 	d% J  %߼  ߿   g 0   !   !g     <ܡ  ><  " $ce% y-ߙܥ   	  0 %߿ ߰   g    !   !   !g P H @ 8 0 % %$ < $ $!eDq      0%  (%  # 9-B  ߙL@    ! 	   %B  $  ߙ߁,߱ H߰ PP@ 
d!<_  < >  _       d!< 	d% m  %߼  ߿ 0߳ 8߲ @ g `   !   !ߙ$0    !ߙ$  g    !   !V+  (%ߙ\ 	D   %߼  ߿ 0߳ 8߲ @߱ H߰ P g `   !   ! (% 	` %ߙ߁,߰ PP@ $  g   	` %$ $  ߙ߁,P@ d!<  ߫  W *  *  ߿ 0U@  ( Q`  % ( ߙL  0% 	@ %B  $  ߙ߰ P@ {߁,*  _  )Y ߁,ߑ@ 4  S  3@0%d!1 
 "-! ߫        !߫    ߑ   !ߑ$߫   %`0% (% 	` %߳ 8߲ @߱ H߰ P$  ߟ,@ ߙ (g< 	d%ߢ (߼  ߿ 0 g `   !   !ߑ߫    &$ ߑ$߫    "$ ߑ߫    $ @0%$ ߙ߁,d!< 	d%   %߼  ߿ 0߳ 8߲ @߱ H߰ P g `ߑ߫    
$ ߑ߫    $ ߑ߫    $ $ `    !   ! % (% 	` %_  ߡ  d+   @ -U` %T@ 
߼  $  ߙ߁, (d!< 	d% ߢ (߼  ߿ 0߳ 8߲ @߱ H߰ P g `   !d!< 	d%   %߼  ߿ 0߳ 8߲ @߱ H g `   !@  ߼  ߳ 8߲ @߱ H߰ P g ` 	d%   %߼  ߿ 0߳ 8߲ @߱ H߰ P g `   !ߙd!< 	d%   %߼  ߿ 0߳ 8߲ @߱ H g `g (< $!`   9- ߙ  	$  @X%ߙDߡ ` `P%    	   %ߙ    	ߥ ߪ ߫  ߡ ߿ (B  @ ߙ߼  @%A  g 0Q` ߙ 	@ %ߙ߁, 	d$=  %߼  ߿ ( g 0   !   !   !g  X%P%< $!`߿ `  9-d  ߙ  	  ߙ 	ߤ ߼  ߿  g  @% g  g P H (   < $!_  9- % % %߁,$ d1=߂Tߙf!  	A    0ߙ߿ ߱ HP@ $ 	  % @%ߙDߡ $߱ H ߿  0%ސ0߱ H(%R  ߙ ,   @ 8$ 	 n߰ P 	 %ށ0  %0  !     ߓD	  +  j  `% %UR 	?  
<e  	 0>	  P@ Cߙ? W ށ0R +ߙށ0&1 ! !+f     !ߙ(% 	 %  ߙl߿ ߶  ߵ (߳ 8߲ @߱ H߰ PP@ $ބ0 	g  ߼ ߿ ߶  ߵ (߳ 8߲ @߰ P@ W߱ H$ߴ 0 g `߼ ߴ 0 g ` 8%$ ߢ !  dE q 	& $߼ ߿ ߶  ߵ (ߴ 0߳ 8߲ @߱ H߰ P g ` 8%$ 
ߢ !  dE M 	& $߼ ߿ ߶  ߵ (ߴ 0߳ 8߲ @߱ H߰ P g `   !ߙ 	d% $$߼ ߿ ߶  ߵ (ߴ 0 g `   ! 	 %   @g  ߙL$ ߿ ߶  ߵ (߱ H߰ P@  8 	$ 
0߼ ߿ ߶  ߵ (߳ 8߲ @߱ H߰ PP@ $ށ0! ߼ $"߿ ߶  ߵ (ߴ 0߳ 8߲ @߱ H߰ P g `ߴ 0 g `$߼ ߴ 0 g `ߙ$ ߡ  	d% $߼ ߿ ߶  ߵ (ߴ 0߱ H߰ P g `߼ ߶  ߵ (ߴ 0߰ P g `   !߼ ߶  ߵ (߰ P g `   !   !g    < $![   9- %߂Tߙg 	A   @%ߙD߿ R` K$0 8 0$S @߼   (  	 %a0  %0  !     ߔD    j  % %UR 0 
<e  	 0>P@  %0&1  ?+f    !0%$ ߙ߁,d!= 	d% $߼  ߿ ߵ ߴ ߳  ߲ (߱ 0߰ 8 g @   !   !߼  ߿ ߵ ߴ ߳  ߲ (߱ 0߰ 8 g @   !   !߿ ߵ ߳   g @߼  ߵ ߳   g @   !   !g (     0< $!Z4% 9- % %߁, %d!=߂Tߙd!  	A   @P%  %Q@ E`%Y0߿ 0S  9`%? ?+ S ,`%!  ߙL   "X-c  c    e c    < 	 0>߫ c  c  c   < >-ߪ  `  R@ `%   R  A(P    `%A(A  `% %߿ 0߳ ߲ ߱  ߰ ( g @   !$߿ 0߳ ߲ ߱  ߰ ( g @$߳ ߲ ߱  ߰ ( g @   !$߿ 0߳ ߲ ߱  ߰ ( g @g X 0 (< $!X  9-߁, d0=߂T f ߙ %A   	    ߿  P@ $   !3 ߡ  ߰ XS $!0 P H @ 8$  ߿ (ߓD`% 	 % @%ߢ  B0  %P  B   `%@ ߔD     	$ TQ ߿     0%!  % % 	% P@   ߿  0&R  _+`%f ߡ  !0ߢ  !   "-ߙ    (%ߤ  	2  T@ P`%`% 	 % ( ߙ0% 	@ % @%ߵ 0ߴ 8߳ @߲ H$߿ (R  7߼     ߿  3  ߢ  ߱ P߰ Xg   ߙA4! ߼   A   !   !ߣ  c`  ߣ   	dߡ  ߼ ߵ 0ߴ 8߳ @߲ H߱ P߰ XP@ $$??$?ߵ 0ߴ 8߳ @߲ H߱ P߰ Xߢ ߿ ( g `   !   !߼ ߿ ( g `ߵ 0ߴ 8߳ @߲ H߱ P߰ X g ` 	 %ߙ    	(% @%ߙ@ %ߵ 0ߴ 8߳ @R  $   	1  ߼ ߢ ߿ (߲ H߱ P߰ X g `   !߼ ߿ (ߵ 0ߴ 8߳ @߲ H߱ P߰ X g `ߙ@8%$ 
ߢ  !  dE  	& $߼ ߿ (ߵ 0ߴ 8߳ @߲ H߱ P߰ X g `   !߼ ߵ 0 g `߼ ߿ (ߵ 0߰ X g `   !   !߼ ߿ (ߵ 0߰ X g `   !   !g X%$ < $#T  $    y- ߙA , UB e    	$ ߫ ߊ,ߙeA=@ b  e  ߙ  	ߤ ߫ ߙ߿ P@   %a  d%  	ߤ ߼  ߿  g     !   !߼   g     ! 	d$   %߼  ߿  g     !ߙ 	d  $ ߼  ߿  g  g H%< $ $!S܊  @  9-ߙD   	  ߩ  $K  %`%߿  g g 8 0< $!S   9-   ߙ   	$ H @%ߙDߡ   - ( 	   %ߙ    	ߥ   ߙTߥ  P@ ߿ ( 	ߤ  ߤ ߙ4P@ ߿ (         0 	 ( 8 %  @߼  ߿ 0߰ 8 g @   !ߙS 
ߙ      ! 	   !ߙ 	  %ߙ߁, 	d$>  %߼  ߿ 0߰ 8 g @   !   !   !g   %P%< $!RT߿     9-ߙ   	  ߙ\ 	 ߪ   ߙ`    	` % ߙP ߙ\ 	   !ߙ\ 	  ߙ 	  %߼  ߿ ߰  g  @%߰  g     !   !   !g 8 0 ( %ߙ, % 	 (  !    @X%*  ߙ$ @C@8%   ! 
   	 ߧ ߫  @%  # `H% # `(ߙ? 09    X#S  $   $  ߃,R   +  +  P  ߃,   !   D-B  B "  T@ e) %   UG X$e) $e $  0*$ P ߡ   $  n$R   P+  P+ `Q@ g$  lX-k  k +  U` e -   UG 0$e e) $  $  M$R   p+  p+ Q =$  x-   /  U $9 *  UK $$ *e e)   Xߡ    !   !$$߁,$ d!>ߙߑd% ,  B0#   !   !$$ G0#߃,ߙߑdc>  	de ,$߅,$ d>ߙߑG0#d , 	   ! % 	ߤ  %߿ (߱ 0߰ 8 g @$ ߟ,ߙߑg>  g    !$$ ߁,ߙߑd!>  d% $$ ߂,ߙߑdB>  dE ߃,$dc>$ ߙߑde  	   ! % 	ߤ  %߿ (߱ 0߰ 8 g @   !   !ߡ ? ! ߙ     	  ߣ  ߫ @ Y @%$ 0     < /z e -$  E(-܂ Ba ddd! 0  g0! 0  0+K  e+e* ]$  p8/d 8/ 80 $ @`  di  hh-`/8-. 0   !N        !S  f/ 0/   x/ 0fej +ekW . 0	+W  <$    !? 0_  ek9 0f       !    9 0y  ek
f# 	8+@    !" 0B   " 0`P%  $ ߙ߃,dc> 	dd _ߙ 	ߤ $߿ (߱ 0߰ 8 g @   !   !߁,d!> 	d$ $߿ (߱ 0߰ 8 g @   !   !+ 0$ 0 ($ R 9 0R 9 0V 	! 9 030 R  ! 0/g ? 0! "  ߿ (߱ 0߰ 8 g @g ` X P @ 0< $!K  9-  % % ߁,$ d2>߂Tߙ  fA m 	A   ( 8ߙ߿ 0$@߲ P   !   !   ! 	  % @%ߙ$߿ 0߱ X ߲ P 	ߤ ߫ ߙ$ ߡ (߱ X߰ `P@ $߲ Pb `0%Y` 	ް@ް0R    8% +W   8%ް@ߙD$ ߲ Pߧ    j`0% ,  H߱ XP  Xߙ 	 % @%ޢ@  %P  B ߓD  @ ߫     j  `% %UR ޿@ 
<e  	 0>P@ -  ޿@&1  ?+f    !ߙ %ߧ  ߦ  	ߥ   ߙl߿ 0ߴ @P@ $ޤ@ 	g  ߿ 0ߴ @߳ H߱ X߰ `g  T@ Hߟ$߼ ߵ 8߲ P g p߼ ߵ 8߳ H߲ P߱ X߰ ` g pߙ 8%$ 
ߢ (!  dE  	& $߼ ߿ 0ߵ 8ߴ @߳ H߲ P߱ X߰ ` g pߡ ( 	d% $߼ ߿ 0ߵ 8ߴ @߰ ` g p   !ߙ % 	ߥ    Hg  ߙL$ ߿ 0ߴ @߱ X߰ `P@ :$ 	$ @߿ 0ߴ @߳ H߱ Xg  @ (߰ `ߟgsD  ޥ0 	   !ް@ $ߙߵ 8ߴ @߳ H$1_ ߲ P  	ߤ  $߼ ߿ 0߱ X߰ ` g p   ! %߼ ߿ 0ߵ 8ߴ @߳ H߲ P߱ X߰ ` g p   !$߼ ߵ 8߲ P g p   !   !߼ ߵ 8߲ P g p   !   !ߙ`0%ߡ (ߵ 8ߴ @R  $  $  	d% $߼ ߿ 0߲ P߱ X߰ ` g p   !   ! 	d% v$߼ ߿ 0ߵ 8ߴ @߱ X߰ ` g p   !߼ ߿ 0ߵ 8ߴ @߲ P g p   !߼ ߵ 8ߴ @߰ ` g p   !   ! %߼ ߴ @߱ X߰ ` g p   !g (     8 %%< $!G +@ 9-  0   ߿ 8` U  %b  <t   z$-%߃+dss  %P@ #߿ 8`%     ! 	%0PU 5%  *   X%@    !_  / Q` 	$@ %!# 0R #- @%!$@   < 'z -f  +`%T  ߿ 8ߵ @ 
   !E @%%F 0T (@G   '(@% ߶  ߴ ߳ ߲  ߱ (߰ 0 g @   !   !%߿ 8߶  ߵ ߴ ߳ ߲  ߱ (߰ 0 g @   !%߶  ߲  ߱ ( g @   !   !g    < $!ED   9- %߂Tߙg 	A   @%ߙD߿ R` K$@ 8 0$S @߼   (  	 %a@  %0  !     ߔD    j  % %UR @ 
<e  	 0>P@  %@&1  ?+f    !0%$ ߙ߁,d!> 	d%$߼  ߿ ߵ ߴ ߳  ߲ (߱ 0߰ 8 g @   !   !߼  ߿ ߵ ߴ ߳  ߲ (߱ 0߰ 8 g @   !   !߿ ߵ ߳   g @߼  ߵ ߳   g @   !   !g  0%X%< $"C$  Y-ܙ@߿ S  	$  $ #  + T` !  $ ߙ߅,  d> 	d  %߼  ߿  g  "-`%"   g `%  %߿  g    !   !g ߙ 	   @X%ߙ߿ `   %` % 	ߥ  ߿  g  g    !   !g 8 0 (      @%<  %$!B % 9- % % %@%߁,߂$d!>dY߂Td!8 	A   @X%ߙL$߿ @Q` I%     !    %      < 	 0>߫       < >-  R  ߿ @a (!  ߿ @@    !b B  B  R` ߳     !   !   !p   %  %  `%P` ߳     -  $  p &1   fR $ +g9 T ߳  R 
%p       !    %   %%߶ ߵ ߴ ߲ (߱ 0߰ 8 g P߶ ߵ ߴ ߳  ߲ (߱ 0߰ 8 g P   !   !g P 0 (< $!@  9-߁, d0>߂T fAߙ %A   	  $  ߿  ߙDP@ `%3  H @ 8߰ P `% 	 %ߡ  !@  %$0  !     ߓD    j  `% %UR ߿   
<e  	 0>P@   ߿  @&1  ?+f    !$߱ ߡ  ߢ  $ ߲ @߰ PR3 ߙ!@߿  P   0%" 
 0%B@B "+ ߙߤ @ $  0%ߙ$ ߣ   	de`%߼ ߿ (ߴ 0߳ 8߲ @߱ H߰ P g `@  -   	2  ߙD@ D   ! 	 % ( ߙ0% 	@ %߿  ߴ 0߳ 8߲ @߱ H߰ PP@ .$3  ߢ  ߱ H߰ Pg   ߙA4! ߼   Aߣ  c`  ߣ   	dߡ  ߼ ߴ 0߳ 8߲ @߱ H߰ PP@ $$??$?ߴ 0߳ 8߲ @߱ H߰ Pߢ ߿ ( g `߼ ߿ ( g `߼ ߿ (ߴ 0߳ 8߲ @ g `ߙD 	 %ߙ    	(% @%ߙ@ %ߴ 0߳ 8߲ @R  $   	1  ߼ ߢ ߿ (߱ H߰ P g `   !   !߼ ߿ (ߴ 0߳ 8߲ @߱ H߰ P g `ߡ   	d%u`%߼ ߿ (ߴ 0߳ 8߱ H g `   !ߙ 8%$ 
ߢ  !  dEM 	& $߼ ߿ (ߴ 0߳ 8߲ @߱ H߰ P g `   !   !߼ ߿ (ߴ 0 g `߼ ߿ (ߴ 0߰ P g `   !g    % %y@ (      % 0S  0߿ 0! 0    % %  ߕD  K  j  % %UR @ 
<e  	 0>P@   @&1  ?+f    !  %߿ 0ߵ  ߴ ߳ ߲ ߱  ߰ ( g @   !   !߿ 0ߵ  ߴ ߳ ߲ ߱  ߰ ( g @ߴ ߳ ߲  g @   !   !g P H @ 8 0  < $!;   9- % %߁,ߒd3>߂T@%fa 	A   @% @%ߡ ߳ 8R$   !   !3  (0%$ ߲ @W	ߙ 	  % @%ߙ$ ߳ 8߿  R$0? 00 ߡ 0%߲ @SߙV 0%ށ@ (%P  8% 	 % @%ߟ$ %R  8%  g%  	&   @X% ߢ ߣ ߙ߱ ߲ @0%߰ P`߳ 8a (B (߳ 8g `T"}ߙc s  ߡ ߰ PR` O  (   0 	% 1 ߫     %?  /       !ށ( `` $  %2b % < z@ - `d `f &R    !&E  (* 0B 8 0<-P g ` 7:-   !   !   ! `e	 he	 ` hf    !g `ߙ`(% 	 %߫ ߙ$ ߡ ߳ 8߲ @߱ H߰ PT@ ߡ  	d%$߼  ߿  ߵ (ߴ 0 g`   !  ߙ$ ߱ H߳ 8ߡ 1   %r R    %"  ,P   %  %  y   !R@ ߥ C  ,s ߥ V` cߙd 0ܥ 0  +ߡ ߳ 8߲ @߱ H߰ PߙT O$ ަ  %  8g @ 	 ( ߡ 0%ߙ$  ߳ 8߲ @߰ P@ 3߱ Hޟ %  8! @ 	 ( ߙ0%$  ߡ ߳ 8߲ @߰ P@ ߱ H4! @ߡ ޤޅ 	& 0߼  ߿  ߳ 8߲ @߱ H߰ PT@   %$ߵ (ߴ 0 g`   !ߙ 	d%v$߼  ߿  ߵ (ߴ 0 g`   !   !ߡ  	d%g$߼  ߿  ߵ (ߴ 0 g`   !   ! 	d%I$߼  ߿  ߵ (ߴ 0 g`$ ߡ  	d%$߼  ߿  ߵ (ߴ 0߳ 8߲ @߱ H߰ P g`R@ ߙ_  / ߙߡ      !$  	d%$߼  ߿  ߵ (ߴ 0߳ 8߲ @߱ H߰ P g`   !   !ߡ  0! 0+ߣ   %ߓߙ$ ߡ ߰ P e߱ H   !   !   !ނe @4! @ޤc @ -ށ( C-P     %ަ  %  8 	 ( P@ >0%ޟ %  8 	 ( `%@ $ߡ ޤޅ 	& 0@ &R ޟ(ޡ_+-ށ!-  %߼  ߿  ߵ (ߴ 0߳ 8߲ @߱ H߰ P g`$߼  ߿  ߵ (ߴ 0߳ 8߲ @߱ H߰ P g`0%ߙ$  ߡ  	d%$߼  ߿  ߵ (ߴ 0߳ 8߲ @߱ H߰ P g`ߙ$  ߡ  	d%$߼  ߿  ߵ (ߴ 0߳ 8߲ @߱ H߰ P g` 	d%$߼  ߿  ߵ (ߴ 0߳ 8߲ @ g` 	d%X$߼  ߿  ߵ (ߴ 0 g`   !$ ߡ  	d%+$߼  ߿  ߵ (ߴ 0߲ @߱ H߰ P g`ߡ ߙ$ ߢ !  dE 	' $߼  ߿  ߵ (ߴ 0߲ @߱ H g`   !   !0%ߙ$ ߡ  	d%$߼  ߿  ߵ (ߴ 0߳ 8߲ @߱ H߰ P g`ߙ$  	d%$߼  ߿  ߵ (ߴ 0߳ 8߲ @߱ H߰ P g`   !ߡ  	d%$߼  ߿  ߵ (ߴ 0߱ H߰ P g`߼  ߵ (ߴ 0߳ 8߲ @߱ H߰ P g`   ! 	d%$߼  ߿  ߴ 0߱ H߰ P g`߼  ߿  ߴ 0߳ 8߲ @߱ H߰ P g`   !   !   !g     %< $"2$ +   $  Y-a  %ߙc    ! 	$ Hߋ,  ߙP@ uec>ߙ   	  %ߙd߿ @ e  %   	d% ߙ|߿ @ V  %   	d%  ߙ$߿ @ G  %   	d% (ߙ߿ @ 8  %   	d% 0߿ P@ -  %+  $ ߙ4U ߙ   	$ (  " 8+  ߙU` g     @  g   	  %߿ P@   %?  $ ߱ ߼ W $   ߡ  A @$ ߿ ߰   g 0߼ ߱ ߰   g 0   !   !߼ ߱ ߰   g 0  %߼ ߱ ߰   g 0   !   !  %߼ ߱ ߰   g 0   !   !  %߼ ߱ ߰   g 0   !   !  %߼ ߱ ߰   g 0   !   ! 	dd  %߼ ߿ ߱ ߰   g 0ߙ 	  $ ߼ ߿ ߱ ߰   g 0   !g  X%< H%$!04j   $  9-@ ߿ D  ߙ  	   @%ߢ B  ߙl 	D !ߢ B  ߙd 	D  !߼  $B ߿ ߰  g   % g      g        % % %  %ߔ@  (   !   !   !  ܫ   %`    !a  ,9 S  &1 % 	` %P@   %&1 f 2   !$ ߿ (ߴ  ߳ ߲ ߱ ߰   g 0   !߿ (ߴ  ߳ ߲ ߱ ߰   g 0g (     %<   X%$!.  ܩ     9-'  , `  %  ߪ   d  Fߣ ߪ J J   
P< 
Wz ʀ-f*`-qP+0h/e@ L$ @ h/ h1 Q  f0  xx-pp/p-ep     !   !   ! (ߣ    !   !8  g9+ek  K@+U p  f0 p+ -   !q  " ߣ !  !+g9P  ߣ qek" ߣ "  g9"+pP+P@ ߣ Q@q       !   !   !ߣ ߅,$ ߙdBc  d 7 	f   %߼  ߿ ߲ ߱  ߰ ( g 0   !   !   !    %?  / R  h$ a  B( "/ c$ Cc  T`ߣ D4 @0 ET D  GH(  F  %  8F  8 0- 	 ( ߆$ߡ ߙ@ &dѕ 4AA@ %D%   	& f@ K(e _(A@  %A   !ߡ ߂,`0%ߙdBB!  dD  	%   %߼  ߿ ߲ ߱  ߰ ( g 0   !   !߂,!  dDB 	%   %߼  ߿ ߲ ߱  ߰ ( g 0g _(A0! ߙP  $ D 	@(%߼  ߿ ߱  ߰ (P@   %_$$_$ ߼  ߿ ߲ ߱  ߰ ( g 0߲  g 0   !g ܡ 9   %    P%dh   Tܰ @ 0< Ozܤ ܫ   i0-܇  , diH-@ e+ `@%#P+    H%   !   !(P+  H%@ +   !`/ `/ `1 $ @h e
  pp-h/ h-e   !   !   !x  /   ekg9  x+8H-*+     !!  b   " e  " E ek!-g9  (*+  EH-   %ܙ  /9 ߢ  W  a  0-߰  g B "   - )-߰  g  %߰  g    !   !   !g 0 (     % % %   % 8V` $ ށ 9 0 	 % <$    > $ ߙg   	 %ߙT@  %$   (% 	g   %`    !    &1   !   !   ! < > X%` -& !  A  fR   &1   !B   X%& fR &1"  U` <ߥ V` $ ރ y 8 % 	 ( ߙg  ߿ 8߳ ߲  ߱ (߰ 0P@   %$  	 %߿ 8ߴ ߳ ߲  ߱ (߰ 0P@   %$ ߿ 8ߴ ߳ ߲  ߱ (߰ 0 g @   ! g @ߴ  g @   !g 8 0 (     @ %% % %< $!'g  0    
 9-" Y 0 	  % <$ #   > $ ߙ(% 	  %ߙ@    !$   (% 	 %     !0  R@ &A $ &A  < < > >H-?  ߧ  P-!  0!  
 B   "!a  !  0! 4 P  4%c   d#  /c     !   !y    %! 3+  (#0  (#E  e   *%  %   	ܨ 8   !   !K  f   2&  &  8 % 	 ( ߙ(%߿ @ߵ ߳  ߲ (߰ 8P@ %$  	  %߿ @ߵ ߳  ߲ (߰ 8P@ %%$ ߿ @ߵ ߴ ߳  ߲ (߱ 0߰ 8 g P   !  %ߴ ߱ 0 g P  %ߴ ߱ 0 g P   !   !g 0 % X%$ $ $
 ܃    (R 1b V
 y 81b  bX/y 8 (  	  *
 ߤ ߧ  ߟ,P@ =  %߂$     ! g4$ -@ ߰ 0  %߿ (߰ 0 g @   !   !!ߙ      !dYߢ  	 ( ߿ ( g @   ! 0%ߡ    	 (B߿ (߰ 0 g @ߙ 	 (%߿ (߰ 0 g @ߙ$ 	 (%߿ (߰ 0 g @   !ߙ 	 (%߿ (߰ 0 g @   !߿ (߰ 0 g @g   %0!   ߙ$  O @߿ Q  G߰    	  % @X%ߦ ߙ$߿ Q` 9߰     `(%߁$S '   	  %ߦ ߫ P@ $ߟ$g` `(% 	  %ߟ$gߡ  @(%ߧ   	& (߿ ߰  P@ $  % g 0   !߿ ߰   g 0߿ ߰   g 0d9e @f ($ 	ߧ    %߿ ߰   g 0 g 0   !   ! g 0   !   !$߿ ߰   g 0   !   !   !g ( 0< $!"   9-  ߁,d0B߂Tߙ f O 	A   @X%  ߁$ߧ $߿ 0߰ (Q` ߼  3 ` %ߥ ߰ (ߦ  ߙd9@a 	   ߼  ߿ 0 g @   !   !`0%$ ߡ   	d% Y$߼  ߿ 0߰ ( g @   ! g @   !   !g  < $!!   9-  ߁,d!B߂Tߙ d! h 	A   @X%߁$ߧ ߦ ߥ $߿  Q` ߼  ` %d9@b$  	A  ߼  ߿   g 0   ! g 0   !   !g H @ 8 0 (    % % % % %  %$ $ $ ޢ a  Rq 2 Vy Y 82 /Y 8 (  	 %*q ߐ@ ߟ,Z`   %V     %߿ ߶ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g Pg4-$  < 0 X>߂$߳ 0 ߙ$ ߐ߶   $ $ ߐ$$ ߳ 0  ߶    !   !$ ߶ ߳ 0R@ ߿    !   !   ! %(% 	 %-&RP@ ߿ V@ %߿ ߵ  ߴ (߲ 8߱ @߰ H g P   !   !R  <0%$  % 	f &R߿ ߶ ߳ 0߱ @߰ HP@ 9  % <2P (% > %ߙ$/   	 0%߿ ߶ ߳ 0߲ 8P@ !  %V   <$ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g P   !   !  (% % >ߙ !- 	0-߿ ߶ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g P   !   !߿ ߶ ߵ  ߴ (߱ @߰ H g Pߵ  ߴ (߲ 8 g PR 2P  ( $ 8%/ %+dYa   	 0%߿ ߶ ߳ 0߱ @P@ J  % <P# > <- X>2P (% %p/ߙ   	 0%߿ ߶ ߳ 0߲ 8P@ .  %V   <$ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g P   !   ! 0   (%ߟ$ %g > 	8-߿ ߶ ߵ  ߴ (߳ 0߲ 8߱ @߰ HP@   %$  g P   !߿ ߶ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g P߿ ߶ ߵ  ߴ (߱ @߰ H g Pߵ  ߴ (߲ 8߰ H g P   !   !  %߿ ߶ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g P   !g  %< ܡ   X%$Bܨ    Y-#       , ߿ ` $  H< 	Oz (%	8-	P- H-eBe9H/d 	H/hP+ 	@  1	    !Ty  h<܌ܫ 0lX+ %Q` ߼   h< wze 8-h- p-e h/e h/d heP+1 U@ sdB Q  d  	$ @	-xx/ x-e  8  /F  + P+W  Sߏ,   !   !   ! Nߏ,U@ 0eX+ekdB+g9T   d p+T` QdB g  $    /F    + P+T 2$  0$ @ g9dBi(  (@/F  @+ P+U  $  $ U@ ekekdBpP+g9Q@g    0dB    !   !ekeX+` )   !  (   !$ ߌ,ߙeB߰   e r$ ߍ,ߙeB߰   e r   !$ ߎ,ߙeB߰   e r   !ߏ,eB$ ߙe r߰  	   !  %߼  ߿  g     !   !dB ߼  ߿ ߰  g  ߰  g  g   H% %+   P% (`8%$ ߁,d!B Y` WB  !   K-#(!  ߙ   C/߁,^  @B    ߇$ d` @(% 	  %ߨ   @X%ߩ ߁$  ߪ ?7 @?$d9PF (`(%!   	 8 ߙ߿ P@  $Z    %?!(3 -!(S   %$ 	 (%߿ ߰ (P@ $?$$?  %߿ ߱  ߰ ( g 0   !߱   g 0   !߱  ߰ ( g 0$ d!BF  	d% $߿ ߱  ߰ ( g 0   !ߙF  	d% $߿ ߱   g 0   !   !   !g`   X %% %< $B$  0!  Y- ߙ$  P@ ߿ PQ @% 	  % @%  ߙߦ  ߁$8%$߲  ߿ P?    (%$Sd9 	ߤ   ߰  ߿ P߲ P@$   %R@ ߧ _  / ߧ ߲      ! $ !  ߱  (%" @% 0$ d+߁$``d9 h߱ ߙ4 (%ߧ ߦ   	  % @%  x p `߿  $ ߙ<߲ D$ @ (    < z߿ -fV+ߗ/ / 05 f   UR Q0+  u- C/-dSE   fRr(+     !   !   !Q0+ 
   !G   H  8  fRQ8+   	   !ߩ  ) )  % ( 	H< 	 	'z @% 0 8߲  %߷ `߶ hߵ p% ߱ _    < 'z-+߰   %   !  !  A !   < 'zf1 -!+f     ! 	   ! H߿   @%߰ Hߙ߷ `߶ hߵ p@  @    < z _- _+ߥ @߲ S d     !   !  C   #-ߡ  #  ! !   < z A-f1 !+fR  f d  ܥ    *߱ H @%ߧ 0ߨ  ]ߦ (  ߦ 8 0/߈$e` 0  ߇$ddP 0 F-  )  
  *H*Q  7ߤ H   !   !߫ 8߬ Ql 
ߙR ߙf f1   -    &*ߙ`0%ߥ   	ߤ ߿  ߡ @ _%`0%(% 	   %߿  ߡ  @(%%$ (@% 	8%ߡ 8P@ ;ߞߢ  "&ߡ 0  %$  #!   "-!    - "*W ߫ 8ߤ H$/ ( 0ߥ   (-ߦ @fR$ ߐܥ  %  f1%  d %  e     (*T)  ߐ % 	` % % 	ߤ @  %߼ ߿ P߾ X߷ `߶ hߵ pߴ x߳ ߲ ߱ ߰  g    !   !% 	` %% 	ߤ @$߼ ߿ P߾ X߷ `߶ hߵ pߴ x߳ ߲ ߱ ߰  g ߐ % 	` % % 	ߤ @$߼ ߿ P߾ X߷ `߶ hߵ pߴ x߳ ߲ ߱ ߰  g  	gߙ 	` %$߼ ߿ P߾ Xߴ x߳ ߲ ߱ ߰  g ߙ 	g$߼ ߿ P߾ Xߴ x߳ ߲ ߰  g    !   !$߼ ߿ P߾ X߶ h߱ ߰  g   % 	ߦ  ߼ ߿ P߾ X߱ ߰  g    !   !߼ ߾ X߱ ߰  g    !   !ߡ % @& ( 	$ ߼  %߿ P߾ X߲ ߱ ߰  g    !߼ ߾ X߱ ߰  g    !   !߾ X߲ ߰  g @%$߿ P߾ X߲ ߰  g    !   !   !g 0 8< $!   9-   ߁,d0B߂Tߙ  f  	A   @X% (ߙ<ߨ  ߧ $߰ 0` ߿ 83 ` %ߦ ߥ ߰ 0ߡ (S 	`0%a 	   ߼  ߿ 8 g @   !ߙ$  	d% $߼  ߿ 8߰ 0 g @   !   !߼   g @   !g (< $!   9-   ߁,d!B߂Tߙ  d!  	A   @X%ߙ<ߨ  ߧ ߦ $ $߿ (Q` 
߼  ` %bߥ  	A  ߼  ߿ ( g 0 g 0   !   !ܙ@  %  % %  @% 8%! )     `0%  %   !*  K `    !k  -y S  ܌@    !  P` $B   $B d d ܌@%  `+  %e)     !   !   ! $   !   !܁ $ +  ++$      !܃ dj    !   !   !D   D '9 eJ + +      !   !   !   !g 8 0 (     @< $!% 9- % %߁, %d!B߂Tߙd!  	A   @%$ߟ$R  B% 0%gg P 	  %  ߡ  ߿ @߱ 0߰ 8S . R@ ߔ<A  ߔ<R %X@ % <%% z߃$dr0-@%   ! 	 P P% @% 	 (    $  f1 f 3@%%ߢ  ߿ @߶ ߵ ߴ ߳  ߲ (߱ 0߰ 8 gP   !   !%`%߶ ߵ ߳  ߲ ( gP`%߿ @߶ ߵ ߳  ߲ (߱ 0߰ 8 gP   !   !g X P ( ` %߁$ %d9gp   	  0% @X%$ H @ 8 0  $ ߙ  (% %߿ `q J   	g p߫  p  %߂$߁$` 'g p < zdS`d40߁$߰  d5P-   !   !   !  0%-P  f `% % 	p%  	pߥ  8 p%   	F (P@ $f f1    !  %߿ `߾ ߷  ߶ (ߵ 0ߴ 8߳ @߲ H߱ P߰ X gp߿ `߾ ߷  ߶ (ߵ 0ߴ 8߳ @߲ H߱ P߰ X gp߶ (߱ P߰ X gp   !   !   !g 8 0  < $!
   9- ߁,d0B߂Tߙ f  	A   @% ߡ $߿    v (   !22_ 6D @߲ (߰ 8W j߼  "( "/߿  S߁$0 $T` <g &'(  %  %ܥ ܹ 8%  0 (- 	 ( ߅$ߙߡ @  d +!!@@%$%   	& f@ +(e ?(!@  !   !ߙ`(%ߡ  	d$   %߼  ߿  ߲ (߱ 0߰ 8 g @%( 	d$   %߼  ߿  ߲ (߱ 0߰ 8 g @?(!0! ߙP  ߁$$ 	 (%߿  ߲ (߰ 8P@   %?$$?߁$d90!  %ߦ ߥ  	   ߼  ߿  ߲ (߱ 0߰ 8 g @߼  ߱ 0 g @߿  ߱ 0 g @$߼  ߱ 0߰ 8 g @   !g < $!T   9- ߁,d!B߂Tߙ d! 	A   @X%߁$ߦ ߥ ߿ Q` $3 ` %$W 
߼  d90b$  	A  ߼  ߿  g  ߿  g  ߼   g      g (   < $!   9- %ߙ % 	$  @X%ߙ` D`P%P       !@   4@%   !   < 	 'ߪ ߫ ߙ@ /B R  '@% @%$	  # #   3 Q` 0 +4 84!a   @!   !   !&#  f1 +#  @g9    !0 +$ P @%%  %  && f1 p(+& g9 @%߼  ߿ ߱  ߰ ( g 0Q` ߙ 	@ %ߙ߁, 	d$C  %߼  ߿ ߱  ߰ ( g 0   !g  X%< $!$  ߿ `  9-d ߙ    ! 	 ߫ ߙ 	` %߼  ߿  g     !߼   g     !g @ 8 0 (     %% %$ $ < $ $!Q    8 9-   !   !ނ  g  B  @ %ߙ < > 	  ߿  ߑ,߰ @P@ %ށ  0 ߴ  S % % (% 	@ %ߡ  f d! @%  P  %T@ %%`%߿ ߵ ߳ (߲ 0߱ 8߰ @ g P   !  %߿ ߵ ߴ  ߳ (߲ 0߱ 8 g P   !ߙ0 @   !g   	@ %ߙT  (%ߡ  ߿ ߱ 8߰ @P@ .% 	     ߿  ߑ,߰ @P@ %P ߴ  S % % (% 	@ %ߡ  f d! @%  P  %T@ %%`%߿ ߵ ߳ (߲ 0߱ 8߰ @ g P   !  %߿ ߵ ߴ  ߳ (߲ 0߱ 8 g P  %ߵ ߴ  ߳ (߲ 0 g Pߙ\߳ (V+ % 	ބ  % %߿ ߵ ߴ  ߲ 0߱ 8߰ @ g P  %߿ ߵ ߴ  ߳ (߲ 0߱ 8߰ @ g P   !   !X%$ < $!  9-   $B  `%    g 0 (   8< $!% 9-    ߙ  	$  @%ߙDߡ     % 	   %ߙ    	ߥ  "  ߙLߥ @ ߦ  	ߤ " ߿ 8P@ 
ߙ@% %߲  ߱ (߰ 0 g @   !ߙ߁, 	d$CR  @%$  ߐP  % % 	   ! % 	  %@%  %߿ 8߲  ߱ (߰ 0 g @   !   !g  X%P%< $!߿ `  9-d  ߙ  	  ߢ ߙ\ 	D ߙ 	ߤ ߼  ߿  g  @% g  g  0%< X%$!T(  9-ߟ,X $ U@  $ ߙ߂, dBC 	dE   %߼ ߿  g  g4-    !`%$ ߿  g     !g   ߙ 	 %$
dK8߿ P@ "  %R
 `%Y@S  	 0%  0%? + W ?   0%$ ߙ߁,d!C 	d%     X%?  -    g     !   !`%߿ ߰   g ߰   g    !g (    H %%<  %$! k   @ 8 0      %߿ H 9-Q` @%ߔD%p   	 % @%b    %B ߗD@%%P@ %     	$ VB     0%!  % % 	% P@ %  &1  ?+%f %  %߿ H߾  ߷ ߶ ߵ ߴ  ߳ (߲ 0߱ 8߰ @ g P %߿ H߾  ߷ ߶ ߵ ߴ  ߳ (߲ 0߱ 8߰ @ g P߾  ߵ ߳ ( g P   !   !g  ߁$d9 % 	   @X%ߙ (%߿ Q`   % 	` %߿   @P%ߙ߁,S @%T@ 	@% 0%$  d!C 	d% :ߪ @%߿ ߰  g  ߰  g     !g H @ 8 0 (    % % % %ߙ % 	 % @X%ߙ߿ Q`$$  3 $ (%S߿ A  P  ߙ 	@ % @X%ߙ߁,U` Rߙ_   , $ d!C$ S >ߙ 	  %߿ ߰ H8%0%ߙtT@ 
`(%$ߵ  ߴ (߳ 0߲ 8߱ @ g P   ! 	  % ߙlߵ  ߴ (߳ 0߱ @߰ HP@ $D   	g ߿ ߵ  ߴ (߳ 0߱ @߰ HP@ $A  ! $"߲ 8 g P߿ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g P   !   !߿ ߲ 8 g P 	d% }$߿ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g P   (% 	  %߫ 8%ߙT0%`(%@ Kj  D  	`(%߫  ߵ  ߴ (߳ 0$ ߙ߁,߱ @߰ HP@ 1d!C3  ߱ @߰ Hߙg  W 	ba4! aA  !   $"b@  ߢ   	Dߡ  ߵ  ߴ (߳ 0߱ @߰ HP@ $$??$?_   'ߴ (߳ 0߱ @߰ H߿ ߲ 8 g P߿ ߵ  ߲ 8 g P 	d% S$߿ ߵ  ߴ (߳ 0߲ 8 g P   !   !@%8%0%ߙt  	  %߫ ߙ|߿ ߵ  ߴ (߳ 0߱ @b  P@ $ 	  %A  ! $"߿ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g P   !p  ߲ 8߰ H g P   !$  	  %ߙt`(%߿ ߳ 0߰ HP@ /$8%0% 	  % ߙLߵ  ߴ (߳ 0߱ @߰ HP@ $g $  	$  @%P  ߿ ߵ  ߴ (߳ 0߲ 8$  ߱ @ $"߰ H g P߿ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g P   !߿ ߲ 8 g Pߵ  ߴ (߲ 8߱ @ g Pߵ  ߴ (߳ 0߲ 8߱ @߰ H g P  ߵ  ߴ (߳ 0߲ 8߱ @߰ H g P   !   !   !g H 8 @< $!   9-   %߂,߁$ dQCd9߂T  f!  	A   @X% (ߙߡ ($߿ @߱ 8Q` +߼    0% 0 	ߤ ߫ 0߁$ @%ߩ  ߧ ߱ 8߰ HP@ $d9ǐ`(%ߦ  	ߤ ߼  ߿ @ g P   !߼  ߿ @߱ 8߰ H g Pߙ$  	d% $߼  ߿ @߱ 8߰ H g P   !߰ H g P   !g 0  (< $!   9- %߂,߁$dQCd9߂T f!  	A   ߙLP@ 3$K  ߱ Q` /$ ! 0% +   S  0%a   "-A  !    %% !   < 	 0>A  !  !   < >!-߼   %   ߿ (߲  ߱ ߰ 0 g @   !ߙ$ ߡ  	d% $߼  ߿ (߱ ߰ 0 g @߼  ߿ (߱ ߰ 0 g @   !   !g     < $!t% 9- % %$ ߁,߂$d!CdY߂Td!  	A  ߿ P@ @%R  ߰ A  ! !    ߰ R  @%B  B B "  @%$ ߲  ߱  g     !   !$߿ ߲  ߱ ߰  g     !g P H @ 8< $!% 9- % ߁, %d!C߂Tߙ d!  	A   @X%$ ߁$߿ 8Q` @%  3  0 (%  %$ߦ S @%d9d3 	   ߹ P@ @%  8% (%  % 	ߦ ߿    (%ߙ  %߳ 0߱ H߰ PT@ w@%   	0  ߋD@ M (`%ߡ  	   %ߙߦ  (  	ߤ ( @%߿  $ ߳ 0߱ HR  5@%    ߫  3  ߰ Pg  ߙW ba4! @%߿ 8a  ߲ @   !   !b@  ߢ   	Dߡ  ߳ 0߱ H߰ PP@ @%$??$?@%$ ߿ 8߲ @߱ H߰ P g `   !   !$߿ 8߳ 0߲ @ g `   !   !$߿ 8߳ 0߲ @߱ H߰ P g ``%ߡ  	   %ߙ    	ߥ  @%ߡ  ߙߤ (߳ 0߱ H߿ 8  $!   	0  @%$ ߿ 8߲ @߰ P g `   !@%߳ 0߲ @߱ H߰ P g `   !$߿ 8߲ @ g `   !$߿ 8߳ 0߲ @߱ H߰ P g `߿ 8߲ @߱ H߰ P g `$  ߲ @߱ H߰ P g `   !g (  < $!t   9- %$ ߁,߂$ d!CdY߂T d! 	A   @X%ߟ$  %Q` $g  	ߥ  @P%߫ ߂$ߦ   %߰ (߿  Q@ $a  ! @(%dYǐ'  (  	)  ߼  ߿   g 0߼  ߰ ( g 0߼  ߿  ߰ ( g 0   !   !g P H @ (  < $!   9- % % %߁,$ d2C߂Tߙ fA 	A    8ߟ$ (%߲ @߱ HP@ k$g 	  % @%ߙDR` [$h   0Q  W$    	 %h    %	 ߔD  Q  ߙ|    j  % %UR 	&1  
<e  	 0>h  @ 	 &1 )+f    !     !   ߙ|Q1 "0%&1 )+ߵ (߲ @ߴ 0P@ %$   !   !   !   h  &1 	 )+f `   !%$  	ߤ $ ߼  ߿  ߳ 8߱ H߰ P g `   !   !ߙ$ ߡ  	d%$߼  ߿  ߵ (ߴ 0߳ 8߲ @߱ H߰ P g `߼  ߿  ߵ (߳ 8߲ @߱ H߰ P g `߼  ߿  ߵ (߰ P g `   !   !g < $!D   9- $ ߁,߂$d!CdY߂Td!- 	A   @X%ߙtߤ $߿ Q` 
߼  a   	% $ ߼  ߿  g     ! g     !   !g X%$ < $#  $    y- ߙA , UB e    	$ ߫ ߊ,ߙeAC@ b  e  ߙ  	ߤ ߫ ߙ|߿ P@   %a  d%  	ߤ ߼  ߿  g     !   !߼   g     ! 	d$6  %߼  ߿  g     !ߙ| 	d  $ ߼  ߿  g  g  X%< H%$!j   $  9-@ ߿ D  ߙ  	   @%ߢ B  ߙd 	D !߼  ߿ ߰  g   % g  g 8 (   % %< $"4.   0$  Y-P  >F  ߙ 	$  @%ߙ  # 0  V  &      %&  < 	  > @X%ߙL` + R@  % <@(%` % > 	 0%!  0-    %߼ ߿  ߲ (߱ 0߰ 8 g @   !ߙߟ,gD 	d$ 0߿ ߲ (߰ 8ߙS   % 	  %  %߼ ߿  ߱ 0 g @   !G H I J K $  ߙ ߁, 	d%D  %߼ ߿  ߲ (߰ 8 g @   !g  X%< $!  ߿ `  9-d ߙ    ! 	 ߫ ߙ 	` %߼  ߿  g     !߼   g     !g X% P%<   $"D  ++ Y-   ( 0<@(%ߙ$     ߰   >  	 0%  ߧ   (% 0# ߙ  - 	$  %߼  ߿  ߱ (߰  g 0 0%ߙ߁,d!D 	d% >  %߼  ߿   g 0   !g ( P% @%$ < $ $!tI   ߿ (  ( 9-  g  @ %` ߙ܍b    <   > 	  ߨ ߪ  P@   %  ߙ@ %%  	&  ߼ ߿ ( g 0   !߼ ߿ ( g 0   	@ %߼ ߿ ( g 0   !ߙ+ 6   !   g   	@ %ߩ  ߨ ߪ  $ ߙ߿ (P@ %  %Q  `%  	     	  (% @X%ߨ ߪ  ߙ@ %  %߿ (  Q` ߼ a ߢ   "-     %  	&  ߼ ߿ ( g 0   ! g 0   ߼  g 0߼ ߿ ( g 0ߙU' 
  % 	  $ ߼ ߿ ( g 0   !   !߼  g 0   !X%$ < $!  9-  $B 0Y A  P% #0c  #   P%@    ! Y #$  `%        gߙ    	   !߿   g ߿   g g    ߙ  	$ 0 @X% $  ߙߡ  ߿  Q`   % ` ` ` ` `  ep 0  (%ed 0a  ߡ  	a ߢ P (߿  ߰  g 0   !   ! g 0   !   !g     %d 0$  ߙ  (% 	d 0 0!   0%     ! $  ߙ4S ߙ<    +x 	   !$߿ PA $ߙ<  $   	 (% (      	 $߱  ߰  g     !    (  ߿ ߱  ߰  g     !   !g   % 0A 0Y         !  ߙ4`   0% P ߙ    +x 	   !$߿ PE $ߙĎ     	f 0        $߰   g      ߿ ߰   g    !g   % ߂$dY P  ߟ$ 	  %߿ B $ߟ$  %g0 g  	 ߿ B $  ߰   g ߿ ߰   g ߰   g    !g @ 0     % % % H 8߿  ` K  %   !   ! (   % (f5 0!   /`%߃$ "/dt+ߞ  %   0%R  
%% 	 %P(/ -  а-  % 	  %X@ %% (?   //+`% 0%%@0% 	 %! ( 2-w!! (߿  ߾ ߷ ߶ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g P   !߿  ߾ ߷ ߶ ߵ  ߴ (߳ 0߲ 8߱ @߰ H g P߷ ߶ ߳ 0߱ @ g P   !   !g @ 8     H % % %"   %0A ߿ H  0P    !   !R  U$ 0 (   $ (f5 0$   /%߅$/d+ 0%P` ߙߙ     ! 	(%P8/0-$ ( $    -(    `% 	  %B &%$ ( //+ 0%%Wߙߙ@0% 	(%! ( 2- U/$   !  #  0*" (߿ H߷ ߵ ߴ  ߳ (߲ 0P  !0  !߾  ߶ ߱ 8߰ @ g P߿ H߾  ߷ ߶ ߵ ߴ  ߳ (߲ 0߱ 8߰ @ g P߾  ߷ ߶ ߱ 8߰ @ g P   !g  ߁$ %d9ݐ  %   	 (%ߧ  ߁,  d+{!{ @P%ߟ$߉$߈$߇$߆$߅$߄$e)g  eP߁$d,`߃$߁$l i dh d@g  df (d e 0dcd 8d!`c @a H   
   (߿ @    B 0A 0P T    %V  	  %߃$dy0 	@ %߿ ߰  g  ߿ ߰  g  $߰  g  g  ܐ  ߅$d P  ߟ$ 	  %߿ B $ߟ$g0   	  %߿ B $  ߰   g    !   !߿ ߰   g ߰   g    !g  ܁ < $B$ !      Y-߅$d 	ߤ ߙ߰  	  ߁$d9` 	  %߼  ߿ ߰  g  g  < $!ߴ% 9-߁$܄ d9`$   	g  (A  %߿ T  
 %ߣ   $ a  ߰  g     !   !  %߿ ߰  g     !   !   !g  < $!$% 9-$ ܢ  ߁$  d9g     	܄ (A  %߿ T   %$ ߰  g    %߿ ߰  g     !   !g   < $!ޤ% 9-߁$d9`܄  	$ (A  %߿ T   %$ ߰   g   %߿ ߰   g    !   !g   < $!4% 9-߁$d9܄  	$ (A  %߿ T   %$ ߰   g   %߿ ߰   g    !   !g  P%H% X%< $!@  9-d ߂$ dY`  @0% 	   ! @%ߢ ߩ  ߿ TC  % %$ ߿  g    % g     !g  P%H% X%< $!D@  9-d ߂$ dY  @0% 	   ! @%ߢ ߩ  ߿ TC  % %$ ߿  g    % g     !< ܂ %$! 9-dD 0A (B  $/ x `% "-      !   !g     % B< ܐ $B܄ <0 X> a  Y- ߇$P 
 d   	  %߫  ߿  B ! % g ߁$Q d90  d90  	  %߿  B  %  - %d! 0$  (߿  ߲ ߱ ߰  g 0   !  %߲ ߱ ߰  g 0  %߲ ߱ ߰  g 0   !   !< %$ct  % y-   %   !g   < $!T% 9-߁$d9 	   ! %߿ ߰   g g 8 0 (    %<  %$!$   9-$ 2k $
 ߉߁,` ߙ  %$
߉   %   !   !Up $    %$ $ $
߉e $$$
߉   %   !Up ;`0% %@0% (% 	@ % @%2k $  8%߳ ߙ߁,R  @(%ߟ$U`  0%  $    !   ! 0%g (% 	ߤ ߿ ߲ (`%@ ߱ 0`% %߳  ߰ 8 g @$߿ ߳  ߲ (߱ 0߰ 8 g @d!Eh 	d$ ߡ   %$߿ ߳  ߲ (߱ 0߰ 8 g @$  	d%Eh$߼ ߿ ߳  ߲ (߱ 0߰ 8 g @g 0    ( 8< $!D @% 9- H P X߁L ` h#   p0a gߒߙ  2 x߂d߃TfS @fD @B  f   @% 	 ߙDߥ @g H 	fD @ ߋD$ 
$  ߙL`   	ߥ   ߙd   !   !ߙT   	ߤ  @0%ߙ߁, g  d&E   ! 	ߤ ߙd 	ߤ ߂dߟLߡ A    0a ߳ (߲  ߱ ߙP   % 	 ` % %߿ 8߰ 0 g g    <  ($! 0% 9- 8 @߁L P߃D!   X0! d  ߙgߑ߆T   Hf$ @ 	  ߙDߥ (g 0 	f$ @ߙLf% @ 	$ 
ߙd 	f$ @߅L߃D  ߟL  1 y  ߱  S  %S   %ߙ 	` % %߿ ߰  g `g      % ƈ!      &g 0   ! 8< 8>8-d 0J8+@%P ߙ  a 1i  @#1  @#(   f  B(  g9   *@+   !   !) 	   	J)  g9 f *@+   !   !   !U   ߙ 0% 	@(%ߤ   <߿  ߱ P@ W  %  $ W M߿   >-d* 0J+4   E@%R/dc  z2#  c -` DH-%  0  * &  (!  %  0 g9  )+   8#  @f g( 
@+ Hzg2 4 Q  (߿   	HIP-   !   !   !,  1  b - `!  ,  1 fR  f   p#  / 1  z 8 x!/  /  %1 f1 Q  %  #   %g9 J   !߿  ߲ ߱ ߰  g 0   !߲ ߰  g 0g (      @ %% %<  %$!Ԥ2V  9- 8 0  ߿ @@ a$    !ߙ$R $ &R$ g0.B$ T@ ߟ$`0%(% % %f   	&R @ @2X+U``0%ߟ$R@ ߙ@0%(% %g < 	 >--߿ @߳  ߲ (߱ 0P@ $%ߙR %0%  (% 	 %߿ @߶ ߵ ߴ ߳  ߲ (߱ 0߰ 8P@ %%$ ߿ @߷  ߶ ߵ ߴ ߳  ߲ (߱ 0߰ 8 g P   !  %߷   g P  %߷  ߶ ߵ ߴ ߰ 8 g P%  %߿ @߷  ߶ ߵ ߴ ߳  ߲ (߱ 0߰ 8 g P%߷  ߶ ߵ ߴ ߲ ( g P                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                         increase MAXSP  Barotropic solver memory =      Total allocated memory   =      Stable:ERROR, step       temp or velocity is bizarre    Finished at step =      <enso time> <   <Day:Month:Year> <      baro deph       baro fcor       baro emxy       baro emxx       baro emyy       baro mask       baro bound rhs  X-boundary points: i, ix,iy, lxx(i)     interior points + X-boundary points 1/2:interior points + X-boundary points 2/2:Y-boundary points: i, ix, iy, lyx(i)    BARO iox:       baro relx_p     baro relx_m     baro rely_p     baro rely_m     baro rhs_bc     baro taux       baro tauy               BAROTROPIC SOLVER INFO          ----------------------  NX,   NY     =  X_MIN, X_MAX =  Y_MIN, Y_MAX =  epsilon      =  Rayleigh friction=      masks 1/2 :     masks 2/2 :     BARO: The matrix has the wrong size !!! baro tmp1       baro sol1       baro pivot      baro rhs0       LU factorization:       NPACK, NONZ, NN12 =     formatted       growth factor = minimal pivotal element =       max number of non-zero elements needed  in array aa =   if this last number was much smaller than       , reduce NN12   CPU time for LU factorization was       BARO:   !!! Error code from Y12M:       Baro_solv:      number of iterations performed =max-norm of last correction vector =    max-norm of last residual vector =      max-norm of corrected solution vector = BARO:  !!! Error code from Y12M:baro list       baro ilst       rinit: epsilon      =   rinit: Rayleigh friction=       MZ for temp climatology Temp & Salt DATA should be on the same Z grid   MxTh & Temp DATA should be on the same T grid   Temp & Salt DATA should be on the same T grid   SST & Cloud Cover DATA should be on the same grid       H.flx & cloud data should be on the same grid   H.flx & Sol.Rad. data should be on the same gridSST & Cloud Cover DATA should have same grids   Solar radiation data is not on PBL grid All PBL data should be on the same grid SST & SSS DATA should be on the same T grid     evp should have PBL T grid      Only one data GRID allowed! Stop.       !!! X grid of DATA must cover the model region  stretched       !!! Y grid of DATA must cover the model region  AA space in read_linz   BB space in read_linz    [-i file][-t ftios][-d file]   where: -i file - for model control <file>              -t file - for tios control <file> (deflt:<.tios>)       -d file - make a dump of data/restart <file>     Number of illegal points =      ('t(k=',I4,',2)[i=',I3,',j=',I3,'] =',G10.3)    ('i,ii,jj=',3I8,'  velocity is greater than 20 m/s')    TEMP_BOT   =    SALT_BOT   =    MAX_DEPTH  =    DENS_BOT(in situ)    =  DENS_BOT(potential)  =  Resrart file for        The file <      > is not a RESTART-TYPE one !!  The model dimensions are different from the restart data!       Dump of the data file < NTRACERS =      (A30,A4,I2,',',I5)      Model Starting Date:            Scheduled End of the Run:       Current End of the Run:         (A30,I5,' Years',I3,' months',I3,' days. (',I7,' steps.)')      Scheduled Length of the Run:    Elapsed Model Time:             Number of restarts:     Last Re-start:                  Last New Run:                   Last Save:                      (A20,I5,' hour ',I3,' min',I3,' sec.')  Total CPU  time:(A20,I5,' hours',I3,' min',I3,' sec.')  Total WALL time:Use_variant     Output_dir      Base_file       Save_file       Restart_file    Wind_file       wind_data       Temp_file       temp_data       Salt_file       salt_data       Psi_file        psi_data        SST_file        sst_data        SSS_file        sss_data        Cloud_file      cld_data        Solar_file      slr_data        MxlTcl_file     mltc_data       Wndspd_file     wndspd_data     Uwnd_file       uwnd_data       Vwnd_file       vwnd_data       Airhum_file     ahum_data       Airtem_file     atem_data       Bath_file       bath_data       Map_file        map_data        Pre_proc        Error_level     Run with control file < STARTED:        RE-STARTED: (code=      Time_step       Run_time        Save_step       Save_mean       Energy_step     Starting_date   Periodic        number of sigma layers must be 0 or between 3 and nz    Grid_type       X_stretch_pnts  Y_stretch_type  Y_stretch_pnts  Baro_solv       Baro_step       Baro_defcor_step        Baro_scheme     Baro_solver     Baro_depsink    Baro_delta      Baro_rayl       Baro_err        Baro_errfile    Baro_nnonz      Baro_niter      Baro_iflag      Baro_aflag      Nonlin disabled (ie, always nonlinear), please do not use       Thermo = 0 disabled     Salinity        Solar_penrad    Solar_gamma     Clim_psi        must use Nsigma > 2 if Clim_H <> 0      Clim_htop       Warning: check Clim_H vs. Clim_TS...    Warning: to initialize temp, use icl_ts <> 0    Warning: to initialize salt, use icl_ts <> 0    Clim_relax      Sponge_width    Relax_width     Clim_coef       Clim_coef_psi   Clim_nlat       Clim_slat       Mix_step        Mix_hmin        Mix_hmax        Mix_ric1        Mix_ric2        Mix_usegam      Mix_gam1        Mix_gam2        Mix_wtop        must set Nsigma>1 to use variable depth mixed layer     Vert_Top        must use Sigma layers for non-constant depth mixed layerVert_Bot        Vert_Bot ignored, use Nsigma to determine last layer type       Vert_Bump       no interface bumps allowed, reset Vert_Bump = 0 Vert_Fix        reduced gravity runs disabled, reset Vert_Fix = 1       Vert_Sys        Vert_Sys ignored, H is filtered only in sigma layers    BC_bot_temp     do you REALLY want constant bottom temp with bathymetry?reconsider using BC_bot_temp = 1Shap_vel_constant       Shap_vel_order  Shap_vel_type   Shap_vel_step   Shap_scl_order  Shap_scl_type   Shap_scl_step   Wind_forc       Wind_cos        Wind_tauxy      Temp_init       Temp_coef       must use Temp_init = 0 or 3     Salt_init       must use Salt_init = 0 or 3     Temp_froude     Heat_forc       Cloud_forc      Rlx_time        PBL_step        PBL_advec       PBL_wmin        PBL_delta       PBL_depth       PBL_betav       PBL_grad        PBL_south       PBL_north       Layer_volume    Bathymetry      Bath_type       Bath_min        Z_profile       H_profile       Z_profile or H_profile: not enough terms...     must specifiy Z_bot as well as Z_profilenegative layer depths, check Z_profile  negative depth of last layer, check Z_bot       a layer depth is negative, check Z_profile or H_profile T_profile       T_profile: not enough terms...  Temp_bot        Temp_atm        S_profile       S_profile: not enough terms...  Salt_bot        Salt_atm        Dens_bot        Grid_label      Grid_mask       !!!read_mask: wrong mask data, i,j:     mem_alloc: Wrong allocation request...Stop!     mem_alloc: Out of memory for <  mem_free: Invalid pointer...Stop!       mem_realloc: Wrong rallocation request...Stop!  zonal ave w     meridional sf    	[](){},;
          ,;	
       !!!inp_file: can't open <%s> for reading
        ,;	
        ,;	
       !!!inp_trace: can't open <%s>.
  ,;	
        ,;	
        ,;	
        ,;	
        	[](){},;
         !!!inp_int: can't read <%s>
     ,;	
       +%-20s %d
       ,;	
        ,;	
        	[](){},;
         !!!inp_flt: can't read <%s>
     ,;	
       +%-20s %g
       ,;	
        ,;	
        	[](){},;
         !!!inp_flt: can't read <%s>
     ,;	
       +%-20s %lg
      ,;	
        ,;	
       !!!inp_str: error reading <%s>
  ,;	
       +%-20s "%s"
     ,;	
        ,;	
        	,;[({
     	,;[({
     	,;[({
     	,;[({
    !!!inp_iarr: can't read <%s>
    ,;	
       +%-20s [         ,;	
        ,;	
        	,;[({
     	,;[({
     	,;[({
     	,;[({
    !!!inp_rarr: can't read <%s>
    ,;	
       +%-20s [         ,;	
        ,;	
       +%-20s [         ,;	
        ,;	
       +%-20s %d       +%-20s %lg      character       +%-20s "%s"     integer*1       integer*2       integer4        integer*4       +%-20s %lg      hexadecimal     +%-20s %#x      +%-20s %#o      !!!inp_any: unknown format <%s>
         ,;	
        	[](){},;
         !!!inp_any: can't read <%s>
     ,;	
        	[](){},;
         !!!inp_any: can't read <%s>
     ,;	
       !!!inp_any: error reading <%s>
  ,;	
        ,;	
        ,;	
        ,;	
        	[](){},;
          	[](){},;
         !!!inp_days: can't read <%s>
    ,;	
       +%-20s %g  %s%c
         ,;	
        ,;	
        	[](){},;
          	[](){},;
          	[](){},;
         !!!inp_date: can't read <%s>
    ,;	
       +%-20s %d %d %d
         ,;	
        ,;	
        	[](){},;
         !!!inp_inxt: can't read <%s>
    	[](){},;
         !!!inp_fnxt: can't read <%s>
    	[](){},;
          	[](){},;
         ('insufficient space, increase dimension parameter ',A6,' to ',I6,'$')  ('insufficient space, increase dimension parameter ',A6,'$')    (1X,'warning on step ',I10)     (1X,'error exit on step ',I10)  (1X,A72)        ('bound: insufficient space for lb.  maxnb=',I10,'$')   ('bound: only',I3,' consecutive ocean grid pts',' near (i,j or j,i)= ',2I5,'$') ocean/land periodic boundary not allowedA land is too close for PBC [i,j]=      ('set_pbx: insufficient space',' for lbx, inrease MAXNB=',I10,'$')      ('set_bpx: only',I3,' consecutive ocean grid pts',' next to (i,j)= ',2I5,'$')   DENS_MEAN       SENSIBLE        LONGWAVE        TOTAL_DEPTH                                                                                                                                                           TIOS: Not defined RANGE %d used in stream %d for <%s>
               $                                                                                                                                                              $        TIOS: wrong axe name <%c> has been specified
   TIOS warning: empty DEFINE
     TIME_FMT        TIME_FMT        DUMP_OUTPUT     DUMP_OUTPUT                                     L    T    T    T    T    T    T    T    T    d    T    T    T    T    T    p    T    T    T    T    T        T    T    T    T    T    T    T    T    T    T    L    T    T    T    T    T    T    T    T    d    T    T    T    T    T    p    T    T    T    T    T            ; fmt=%c; abs=%d        TIOS: Missed RANGE number
      Debug: Range #%1d :     TIOS: "]" expected for <%c> RANGE
          <    ¤    ¤    ¤    ¤    ¤    ¤    ¤    P    ¤    ¤    ¤    p        <    ¤    ¤    ¤    ¤    ¤    ¤    ¤    ¤    ¤    ¤    ¤    ¤    ¤    ¤    ¤    ¤    ¤    <    ¤    ¤    ¤    ¤    ¤    ¤    ¤    P    ¤    ¤    ¤    p        <        TIOS-warning: not recognized variable <%s>....skipped
  TIOS-warning: empty stream <%s>....skipped
     Debug:Stream: <%s>: %c = [       ], Grid=%d, Range=%d, Vars=%d
 Cannot open file <%s>
  Debug: Grid #%d: 
             NX = %3d 	xx : %.4g %.4g %.4g ... %.4g
         NY = %3d 	yy : %.4g %.4g %.4g ... %.4g
         NZ = %3d 	zz : %.4g %.4g %.4g ... %.4g
  TIOS:tios_var: Unknown grid for variable <%s>
  Debug: set variable <%s> on the grid %d
        TIOS:tios_var: Unknown map for variable <%s>
   TIOS:tios_idvar: Unknown grid for variable <%s>
        Debug: set variable <%s> on the grid %d
        TIOS:tios_idvar: Unknown map for variable <%s>
 copen error: file path name too long.
  copen: cannot have open more than %d files
     
cread: read error.
    creade: read error.     
cwrite: write error.
  
cclose: invalid file descriptor        
cseek error on unit %d
        
sizef error: invalid filename %s
      Error in cpulog
         MODEL started at %s      step # %-5d at %s
     model STEP/DAY     SEC per DAY    TOTAL CPU
     step # %-5d at %s
         %-6d/ %-5d   %-10.3g  %2d hour %2d min %2d sec
    opda: problems with <%s> for reading
   opda: can't open <%s>
  opda: can't create <%s>
        opda: can't open <%s>
  opda: can't open <%s>
  opnda: invalid filename length!
        clda: error!
   flda: error!
   wrda: addr=%ld error
   iwrda: error
   lenda: file #%2d is not opened
  :too long!!!   description     odb_creat: can't create <%s>.
      
1    
1    
1    
1    
1    
1    
PL    
P`    
P`    
P|    
P    
P    
P    
P    
P    
P    
Q    
Q0    
QP            
Q    
Q    
Q    
Q    
Q    
Q    
R    
R    
R    
R$    
R4    
RD            
R    
R    
R    
S    
S     
S4            
V    
V    
U    
U@    
T    
S            
\H    
\H    
\H    
\H    
\H    
\H    
\H    
Z    
\     
Z    
[    
[@    
Z            
^`    
^`    
]    
]    
]    
]4    
]    
]`    
]    
]p    
]    
]            
bH    
bH    
bH    
bX    
b    
b    
b    
b    
c0    
b    
c@    
cP    
c`    
    
    
    
    
    
            
    
    
    
<    
P    
p    
Ĩ    
Ĩ    
Ĩ    
Ĩ    
Ĩ    
Ĩ                                                                                          ; Z x    0N            Jan.Feb.Mar.Apr.May Jun.Jul.Aug.Sep.Oct.Nov.Dec.                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                G        |       string won't fit in CHARACTER variable provided Non-positive stride ncvarputg %s: NC_NOWRITE ncvargetg ncvarputs %s: NC_NOWRITE ncvargets   NC_new_cdf NC_new_cdf: xdrs NC_dup_cdf NC_dup_cdf: xdrs ncinquire Can't set position to begin Not a netcdf file (Can't read magic number) xdr_cdf: xdr_u_long link file not handled yet Not a netcdf file xdr_numrecs xdr_cdf:dims xdr_cdf:attrs xdr_cdf:vars Can't set position to EOF Can't set position to RECPOS _FillValue var %s: _FillValue type mismatch bad type %d xdr_NC_fill    %d is not a valid cdfid %d is not a valid cdfid %s Not in define mode maximum number of open cdfs %d exceeded couldn't remove filename "%s" nccreate Bad Flag Bad Flag Unfinished definition couldn't remove filename "%s" %s: in define mode aleady %s: NC_NOWRITE maximum number of open cdfs %d exceeded NC_vcpy: xdr_setpos NC_reccpy: xdr_setpos rename %s -> %s failed ncsetfill %s is not writable Bad fillmode  NC_xtypelen: Unknown type %d Unknown type %d NC_new_array Unknown type %d increment: NULL array extend_array xdr_NC_array:NC_new_array xdr_NC_array:xdr_enum xdr_NC_array:xdr_u_long xdr_NC_array:NC_new_array  (second call) xdr_NC_array: unknown type 0x%x xdr_NC_array: loop xdr_NC_array: func NC_new_dim ncdimdef Invalid size %d maximum number of dimensions %d exceeded dimension "%s" in use with index %d NC_UNLIMITED size already in use: dimension "%s" (index %d) dim "%s" not found ncdiminq ncdimrename dimension "%s" in use with index %d xdr_NC_dim            N$NC_new_var NC_var_shape Bad dimension id %d NC_UNLIMITED size applied to index other than 0 %d NC_var_dsizes ncvardef Number of dimensions %d < 0 Invalid number of dimensions %d > %d maximum number of variables %d exceeded variable "%s" in use with index %d variable "%s" not found %d is not a valid variable id ncvarinq ncvarrename variable name "%s" in use with index %d action prohibited on NC_GLOBAL varid %d is not a valid variable id ncvarcpy %s in define mode. %s is not writable %s in define mode. %s: varid %d not found %s: variable %s not found Input and output variables must be same type Input and output variables must be same shape Input and output variables not conformable Output var smaller than input %s: xdr_setpos %s: xdr_setpos Input and output variables must be same shape Input and output variables must be same shape Output var smaller than input %s: xdr_setpos %s: xdr_setpos xdr_NC_var NCcoordck seek, var %s NCcoordck fill, var %s, rec %ld %s: Invalid Coordinates ncvarput1 %s: NC_NOWRITE ncvarget1 Invalid edge length %d %s: Invalid edge length %ld %s: Invalid Coordinates ncvarput %s: NC_NOWRITE ncvarget ncrecinq ncrecput seek, rec %ld NCfillrec, rec %ld ncrecget   NC_new_iarray   NC_new_attr Unknown type %d %d is not a valid variable id attribute "%s" not found Can't increase size unless in define mode maximum number of attributes %d exceeded ncattput Invalid length %d ncattname %d is not a valid attribute id ncattinq cdfattrrename ncattcopy ncattdel attribute "%s" not found ncattget xdr_NC_attr   string "%c%c%c%c%c%c ..."  length %d exceeds %d NC_new_string Must be in define mode to increase name length %d Bad flag %0x filename "%s"  Unknown Error                G @   ?              ?   BH  ?  8˛d<L@I@2FQO/A@  57ٙ   
pD  @  A  ==Dz     C  A;#CA   =@  >*A0  @  @@  ?*>A  8ѷ7'Ŭ.2E=L7`А5=L=LB  B   B(  F@ =>?=v?ڂzB  ,CV+.s)u\Q-0:Z}2%z(7+365063O7
8+.7;[  0p_:C   d=*C      	C  ;oIt$ +z     >A  B  ´  ?  >.{A   B  ?&ff>     c<#
J{w @  Jt$ E D     H  CH  B  B:o?@  <5J¤ 9[(Y<%~  B4  q `=@A  B  A<6?|1NCo\C@pA{Bff@QG@?#
AfR}C4  DB?\C3;oBEw@s:?p?`B  Cs A\);y%VDP?RD3l3?LA  >=G>Ձ@5?xQAREmX D<5Gj7B.E:4;yy?->a:DGP ?(?ɬ?JD{  C3?VB);Idc>,<C")?J;!%?bO   G5|      AXT    @)!TD-@	!TD-@f     ?      ?      X   ><PʸHV?B1򐽿(M?d| &@>Nr>7#o7܂?	7<p+?b?$]sw'?98ˏwr???PbMOx
?Q9Y@bu!S@1p
d*=?n_,?Wh@	Tc>lVs\ٮr.ɩ?N2鯾rˎ.8a%O?)i)?byyz>
'>VY_*V?|c[O?Bx@KVYJؿA^bF?g?V.	        @8      @      @>j@v     .$    ?7hSG   @(      @Y      G                A                0۹Py;1ϧ?ND8m4V8纻@(=AX"=02Pj;xPTH?N(? [8xz5	8 H:?4=E GI06cPY-ٿ;4=ȷע?Nl-Զ8u5.8e65PM=kƾ&U-/͋]]
;A?N8E4ƞ82*@a=A48/ҳ]*_;	?NyA8~48Լ %?j=E%0	5]ޚ;{4/0:K?N3Vu:858e O!=jR$"n0۹Py;1ϧ?ND8m4V8纻@(=AX"=02Pj;xPTH?N(? [8xz5	8 H:?4=E GI06cPY-ٿ;4=ȷע?Nl-Զ8u5.8e65PM=kƾ&U-/͋]]
;A?N8E4ƞ82*@a=A48/ҳ]*_;	?NyA8~48Լ %?j=E%0	5]ޚ;{4/0:K?N3Vu:858e O!=jR$"nNCDINQ NCVINQ NCVPTC NCVGTC NCAPTC NCAGTC NCANAM        aaa ncopen ncsync xdr_cdf ncabort ncnobuf ncredef NC_dcpy xdr_cdf ncendef ncclose   ncdimid netcdf  ncvarid     %s:  : %s
 %s:      P                                                           	      
                        ڰ    P    .    `    .    1p    0@     1p    0=`    0i    2R        1P    0    `    .    `        XP    $        0        9    4X    à    0P    p    -    
    W         20                      0    2        1    1b    1    1K    l         P    .    1     5@    2         0         0n     -P    1^    .     .     2R@    -    0t    0    i    !        ]    5    l0    6         4     m    d    4    %    \@    <        2    20    -@    `    ,    p    -0             "    /            0             *    /    6p    _p          p          p          P                    p     p                 
     p    `                 "p    "    $    '    G    p            @         ŀ        @    R    u     `                @        0    ð    P    `    P                         #    (    ,    /    00    0    7p    Rp    ^p    f`    z`            p        p        @                 P         p    p                     @    `        "`    (    U`    k     r@    P            ϰ                 0    P            $     *    D0    D    F     G    Np    \     g@    n    t`    v    z            @              @        `            P        P                    	    |        #4    $    r    }            $    X            P    0              P                     @    @    0    P    0    0    0                                       !    &@    (    ,P    /0    F    I@    K    M    R    V|    fT    h    k(    k    up    |t    }            d    0    p             p    ̀                נ        p        ް        0        	    C    G`    R    \    d    @                               P            0        @        0                 P        	 p    	0    	    	    	     	@    	    	    	    	
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 %d i int      integer f flt float r real d dbl dble double %lg c c1 char char1 char*1 w word s str string i1 int1 i2 int2 i4 int4 r4 real4 real*4 r8 real8 real*8 %lg h x hex %*2c%x o oct octal %*c%o "' day %g hour week month year %d %d %d %d %g %#       $               MXBDY   trouble TEMP    U_VEL   V_VEL   W_VEL   DIV     SALT    DENS    PGF_X   PGF_Y   D_MEAN  T_MEAN  U_MEAN  V_MEAN  W_MEAN  S_MEAN  HFLX    SOLAR   LATENT  DEFICIT CLD     WNSP    UWND    VWND    SST     EP      SSS     PBLHUM  PBLPTEM AIRHUM  AIRTEM  CONVN   ENRG    SEALEV  RI      FOH     RELAX   SPONGE  PSI     U_BAR   V_BAR   TAUX    TAUY    DEPTH   W_MOSF  MOSF     	[  	 all all %f %f  	
  	
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 DEBUG DEBUG  	:;  	:; first last %f %f %d %f fmt= fmt= %c abs abs [%c: *: %g: *: %g: * %g ]  	
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 w    r r+ w+ w+ r+ w+ %g %g %ld %ld %g %g %ld %ld        global  GLOBAL  i1      byte    char    i2      short   i4      long    r4      real    float   r8      double  X       units   gridtypeY       T       Z   CDF                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                        ! C   	ă   $ {4 d cԁ ԁ n @  t [   $ ԁ w Kā j   să ԁ } 
? 
9 
0 
(D 
d 
  
t 
D 
)r 	P 	5$ 	% 	! 	l 	D 	*t 	T 	4 	$ 	4 	 		Ԃ 	Ԇ 	 	 	 	 	 	Aԁ 	 	s g _$ 	K$ B 5ā - E, 9+ N)ԁ %)D #ԁ t 4 ڄ  	D $  ԁ  
p$ 
Z SD 54  
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 /
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@ԑ44ԃԅԋ\4  ?dTt̖<Ԅ<Ԅ   HLԐL<4L<LԈ,Ԇ|Ԇ4ԆdԇDDL4ć4L<<Ć\ć\d Wp ̅ W Z ^p6LLԇԇԅLԈLLԆLԐԊLԍdԆ4|ԋ\4\|ԃ\\4\ m $  	  (     X܆܆$,4L,D,<4L,<4L,<<<<<<44T<4T<4Tdddddd<4|||\|lt||\|\|\|\|\|t|t|ltd||||||||||||̋,̈,̈,$̋,̈,̇$̋,̈,̈,$ąĈĈD<<L<4L<<4tdd|l 	5 .ԉԉԉĉĊ 	7 	w : 	   	  	P  	 r 	P  	@ 
0 . 
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J   	 	7  % 777777777777777777777@77(77(77P77@77(77(777877777777877777  1 77777  1 77777777777777777777777777777777778777777777777777777777777777  4 $7777777777  4 	70                /jerry/redwood/work/irix/lib/libc/libc_64mips4/csu/crt1text.s /jerry/redwood/work/irix/lib/libc/libc_64mips4/csu          __start            d                 (_mcount            p                  P                 )/jerry/redwood/work/irix/lib/libc/libc_64mips4/csu/crt1tinit.s /jerry/redwood/work/irix/lib/libc/libc_64mips4/csu                       8/home/naomi/work/LOAM/NEW/dyn_main.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O2 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_main.f -fB,/usr/tmp/ctmB.BAAa000cL        ,MAIN_ _MAIN n          d                       f/home/naomi/work/LOAM/NEW/barotropic.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O2 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=barotropic.f -fB,/usr/tmp/ctmB.BAAa000ep        BARO_INIT      p           BARO_SOLV           p      MOD_OPEN      p     x       MOD_INIT           `      xMOD_SINK      `     H      EXTEND       P           @DO_ISLAND                   DO_ISLAND_INT                  DO_ISLAND_INT2                 MOD_MAT                 0ASSEM            p      DO_ELEM       p     p      ADD_DT       p     x      DO_XI_ETA                8COEF_MATR 0        |      MOD_RHS         
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     h      HMOD_SOL     p    T      MOD_GRA      `          INIT_PACK                TO_Y12M                 XDO_ADJ1           "l      ADD_TO_GRAPH      "p    "      BARO_RINIT     "    $      DO_WINDS      $    '      H                /home/naomi/work/LOAM/NEW/dyn_forc.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_forc.f -fB,/usr/tmp/ctmB.BAAa000eW        	DEPTH_INIT     '    G      CLIM_INIT     G    d      	 H_INIT     p    |      	`TEMP_INIT               	SALT_INIT         4      
XTAU_INIT     @          
TAU_LIN          |      0HFLX_INIT     ŀ          xEVPR_INIT         @      QFORC     @    R      pEPFORC     R    t      HBCSET     u     \      8TBCSET     `          IT_CATCH                DATA_ON_MODEL_GRID               LOGICAL*4 GRIDS_EQUIV       9!        8      READ_ZT      @          hINTEGER*4 NEAREST               (      BLIN_COEF     0    ð      BRACKET      ð    L      @CLIM_UPDT     P    T      hPSI_UPDT      `    D       CLIM_RELAX     P    |      XPSI_RELAX                AFILL                  READ_LINZ               (ZLIN_BLIN               BLIN_INTR         #      BLIN_INDX     #    (       ZLIN_INTRP      (    ,      T_LIMIT      ,    /                      /home/naomi/work/LOAM/NEW/dyn_new.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_new.f -fB,/usr/tmp/ctmB.BAAa000eg        INTEGER*4 IDIG        0    /    0$      8MLEN             00    0      hINOUT     0    7l      DDIV     7p    Rp      WTOP     Rp    ^l       DWCAL     ^p    fT      VERTU     f`    z\       VERTT     z`          VERTTS               VERTTR         p      xENSO2DATE      p    x      REAL DATE2ENSO                h       DAYOFYEAR 0    p          HENSO2RES          @      KNERGY     @          PNERGY                VEL_UPDAT                 DHORIZ         P      THORIZ     P          pZERO_EM                 COPYA2B          h      DECAP      p    l      CAPFRM      p          xTDECAP                FIXED_DEP                (CAPT                TUPDAT           <      ZERODT      @    T       BCSET     `           XLOGICAL*4 NON_STABLE       C        "X      !8H_UPDAT     "`    (      !BTPGF     (    @      " BTPGF_OLD     @    UX      "               /home/naomi/work/LOAM/NEW/dyn_topo.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_topo.f -fB,/usr/tmp/ctmB.BAAa000eO        +NEW_TOPO     U`    k       #DATA_INIT     k     r4      #xDFDXK     r@    L      #DFDYK     P          $DFDX1               %(DFDY1         ϰ      & BARO_DEPT     ϰ          &hBARO_SHAP               &        N       0/home/naomi/work/LOAM/NEW/dyn_baro.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_baro.f -fB,/usr/tmp/ctmB.BAAa000dB        BARO_SUM                'PBARO_SCALE 0         $      'BARO_TAU      0    D      'BARO_COMP     P          (PBARO_RHS               (CURL_OF_PSI         $      (BARO_UPDAT     $     *      )BARO_DIV     *    6      )BARO_BCSET     6    D,      )        &       S/home/naomi/work/LOAM/NEW/dyn_dens.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_dens.f -fB,/usr/tmp/ctmB.BAAa000d9        !REAL DENS_UNESCO             D0    D      *`SDENS_PNT        0    D    E      *PDENS_PNT            F     G      *DENS_INIT     G    Nl      + SITU_DENS     Np    [      +HPOTN_DENS     \     g4      ,@DCONV     g@    nx      -TCONV     n    t\      -DCONV_CL     t`    v      -TCONV_CL      v    z      .XDRICH_MIX     z          .TRICH_MIX               /PVISC_DIFF          8      /TRIA_INIT      @    @      0TRIA_RUN      @          0HTRIA_TEM                 0DENS_EOS           4      0THETA_EOS             @          0SBULK          X      10ATG             `          1XCOMP_BNCY               1CVMIX         P      1TKE0             P          2KTMIX         H      2IMPMIX      P          3xJPMIX               4TRIDIAG               4        #       /home/naomi/work/LOAM/NEW/dyn_io.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -O0 -m1 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_io.f -fB,/usr/tmp/ctmB.BAAa000eH        (INIT_RSTRT               5@READ_RSTRT         	      5xKEEP_RSTRT      	    |      5CLOSE_RSTRT      |          5DUMP_RSTRT         #4      6(SEGM_FROM_IOX      #4    $      6`MODEL_INPUT #    $    r      6READ_MASK n    r    }      6               /home/naomi/work/LOAM/NEW/dyn_mem.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -O0 -m1 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_mem.f -fB,/usr/tmp/ctmB.BAAa000e8        ,MEM_ALLOC     }          7MEM_FREE               7MEM_REALLOC         $      7INTEGER*4 MEM_GET       Z     $    X      80MODEL_MEMORY     X          8`DATAGRID_MEMORY          d      8               /home/naomi/work/LOAM/NEW/dyn_c.c -O2        .__iob file 	    lftrace 	    lbuff1 	    obuff2 	    p`psection 	    lpsec_pos 	    m trace_input 	    msearch_in_main 	    mfound      p    T      8tag_found      `          9@prtstop1         D      9pinp_file_      P    $      9inp_trace_      0          9inp_vrnt_                :inp_sect_                 :Hinp_int_ 0         P      :inp_flt_ 0    P          :inp_dbl_ 0              :inp_str_                ;(inp_iarr_               ;`inp_rarr_          h      ;inp_sarr_     p    x      ;inp_any_               <8inp_days_          <      <inp_date_      @    <      <inp_def_     @          = inp_inxt_ 0        l      =0inp_fnxt_ 0    p    ,      =hinp_wnxt_      0    D      =        )       ?/home/naomi/work/LOAM/NEW/dyn_subs.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_subs.f -fB,/usr/tmp/ctmB.BAAa000cR        3AAREA     P    ,      > SCASET     0    0      >pSTRETCH     0    (      >REAL D2PSI       [    0          ?pDPSI       [               ?PSI       [               @(WSPACE                @PERROR1               @               /home/naomi/work/LOAM/NEW/dyn_xir.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O2 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_xir.f -fB,/usr/tmp/ctmB.BAAa000eC        5BNDRYS                A`BNDXY                ABOUND                B(GRIDXY         !      B`SORTI      !    &4      BNEWCORN     &@    (      CMAKE_IOX     (    ,H      CpMASKK      ,P    /,      CRESET_MASK     /0    F      D0SET_PBCK     F    I4      DSET_BPXK      I@    K      E MAKE_LOK      K    M      EX        2       /home/naomi/work/LOAM/NEW/dyn_glob.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_glob.f -fB,/usr/tmp/ctmB.BAAa000cP        9SET_PBC     M    R      ESET_BPX     R    V|      F               /home/naomi/work/LOAM/NEW/dyn_tios.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -O0 -m1 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_tios.f -fB,/usr/tmp/ctmB.BAAa000dX        :INIT_DATA_OUT     V|    fT      FDATA_OUT      fT    h      FH_TO_Z      h    k(      G DEPT_TO_FOH      k(    k      G0COMP_RICH      k    p\      G`ADD_MEAN_OLD      p\    up      GOUT_MEAN      up    z      GOUT_MEAN_OLD      z    |t      GOUT_MOSF     |t    }      H COMP_MOSF     }          HXZONAL_INT                HADD_MEAN          d      HCOMP_Q      d    (      H               /home/naomi/work/LOAM/NEW/sio.c -O2        =var_curr 	    Xgrid_curr 	    `gmap_curr 	    hstr_curr 	    paddr_curr 	    xrang_curr 	    map_curr 	    indx_file 	    data_file 	    tios_file 	    ingr_file 	    tios 	    sz_REAL 	    msz_UINT 	    midvar_tios_     0    l      IHloc_wr     p          Ixloc_rd               Iipick                Iread_array                J pick_slice                JXpick_sprite                 Jfill_buffer                Jwrite_stream_data          (      K0wr_as_real 0    0    L      Kxlwrite_tios      P    `      Krestart_tios      `           Klwrite_grid                Llwrite_gmap               L@lwrite_var 0               Lplwrite_stream 0        @      Lrestart_stream      @    D      Ldo_gmap      P    ,      M(regrid_stream 0    0          Mpset_slice          X      Mset_define 0    `    d      Mread_range     p          N set_range          H      Nhfind_var_by_name      P          Nset_stream               Ntios_init_          h      O@tios_map_ 0    p    x      Otios_grid_      ̀          Otios_var_                Otios_idvar_                P tios_read_         ה      PXtios_cntrl_     נ    <      Pstr_time_init     @          Pisit_time                 Psio_putvar         h      Qtios_putvar_     p          Q`tios_putidvar_ 0        ް      Qtios_save_      ް          Qtios_close_          x      R        M       //home/naomi/work/LOAM/NEW/dyn_hflx.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_hflx.f -fB,/usr/tmp/ctmB.BAAa000dE        JHFLX_S89         (      RHFLX_S94     0          S HFLX_S94B               SINIT_PBL         	      SHTFLUX_PBL     	    C      TpADV2DEQ1     C    GT      TADVDIFQ1DX      G`    R      UPADVDIFQ1D      R    \      UTRIDAGQA     \    d      V        p       R/home/naomi/work/LOAM/NEW/dyn_filt.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O3 -WK,-r=3 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=dyn_filt.f -fB,/usr/tmp/ctmB.BAAa000d7        NSHAP_INDX     d    <      VSHAP_VEC     @          WPSHAP_SCL               WSHAP_2D                XSHAP_1DO                 XSHAP_1DPER                 Y(SHAP_1DCO                YpSHAP_1DP0         H      YSHAP_3D     P          Z SHAP_1DCN         8      Zh               u/home/naomi/work/LOAM/NEW/pgentc.c -O2        Rq__iob fp 	    5start_cpu 	    m8prev_cpu 	    m<start_wll 	    m@s_tms 	    scopen_     @          Zcread_          8      [(creade_      @          [Xcwrite_          t      [cclose_                 [cseek_                 [canseek_                \ cflush_         0      \Hcstop_ 0    0          \xsizef         @      \reverse      @          \itoa_                ]uniqnam 0        0      ]@ipast_scpu_      0          ]pipast_swll_                ]cpulog_                ]         e       /home/naomi/work/LOAM/NEW/call.c -O2        Ticpu_time_          \      ^@        a       /home/naomi/work/LOAM/NEW/senq_dens.f /home/naomi/work/LOAM/NEW -G8 -TENV:PIC -m1 -O2 -col120 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=senq_dens.f -fB,/usr/tmp/ctmB.BAAa000ek        U[REAL SDENS12             `          ^SDENS14                       ^SDENS17                 D      ^PDENS12             P          _PDENS14                 |      _8PDENS17                 4      _`SDENS012             @          _SDENS014                 	        _SDENS017             	      	 h      _PDENS012             	 p    	       ` PDENS014             	     	0      `(PDENS017             	0    	      `PPDENS1             	    	      `xPDENS4             	    	      `               /home/senya/lib/daio/daio.c -O2        V__iob __ctype node 	    scurr_file 	    mopda_     	     	x      `opnda_     	    	8      a0clda_      	@    	      a`flda_     	    	t      awrda_      	    	      ardda_      	    		      b iwrda_      	
     	
      b8irdda_      	
    	h      bhlenda_ 0    	p    	<      bmfloat_read_      	@    	4      bmint_read_      	@    	4      cnfloat_read_      	@    	X      cXnint_read_      	`    	x      ckillsp_      	    	4      c                0/home/senya/math/Y12M/y12mfe.f /home/senya/lib -G8 -TENV:PIC -m1 -TARG:abi=64:isa=mips4 -O3 -col120 -include=/usr/include -original_filename=y12mfe.f -fB,/tmp/ctmB.BAAa003s3        XY12MFE     	@    	)      d8                S/home/senya/math/Y12M/y12mbe.f /home/senya/lib -G8 -TENV:PIC -m1 -TARG:abi=64:isa=mips4 -O3 -col120 -include=/usr/include -original_filename=y12mbe.f -fB,/tmp/ctmB.BAAa003rl        YY12MBE     	)    	<      d                v/home/senya/math/Y12M/y12mce.f /home/senya/lib -G8 -TENV:PIC -m1 -TARG:abi=64:isa=mips4 -O3 -col120 -include=/usr/include -original_filename=y12mce.f -fB,/tmp/ctmB.BAAa003rn        [)Y12MCE     	<    	      e0                /home/senya/math/Y12M/y12mde.f /home/senya/lib -G8 -TENV:PIC -m1 -TARG:abi=64:isa=mips4 -O3 -col120 -include=/usr/include -original_filename=y12mde.f -fB,/tmp/ctmB.BAAa003rp        `Y12MDE     	    	      e        3       /home/senya/lib/ODB/src/fodb.f /home/senya/lib -G8 -TENV:PIC -m1 -TARG:abi=64:isa=mips4 -O2 -col120 -include=/usr/include -original_filename=fodb.f -fB,/tmp/ctmB.BAAa006IA        `ODB_OPCDF     	    	      f(ODB_OPEN      	    	D      fXODB_CLOSE      	P    	      fODB_DFEND      	    	      fODB_DFSTA      	    	      fODB_DFDM      	    	T      gODB_DFGR      	`    	      gPODB_DFTM     	    	0      gODB_DFVAR1      	0    	      gODB_DFVAR2      	    	      gODB_DFVAR3     	     	4      h8ODB_DFVAR4     	@    	      hxODB_DFVAR     	    	      hODB_WRGR     	    	      iODB_WRTM      	    	      iHODB_WRVAR     	    	      iODB_WRXV     	    	\      iODB_WR1V2      	`    	      j(ODB_WR1V3      	    	      jXODB_WR1V4      	    	x      jODB_WR2V3      	    	      jODB_WR2V4      	    	4      jODB_WR3V4      	@    	      kODB_RDDM     	    	      kHODB_RDGR     	     	$      kODB_RDVAR     	0    	      kODB_RDXV     	    	\      lODB_RD1V2      	`    	      lhODB_RD1V3      	    	      lODB_RD1V4      	    	x      lODB_RD2V3      	    	      lODB_RD2V4      	    	4      m(ODB_RD3V4      	@    	      mXODB_GETVDIM     	    	      mINTEGER*4 IDV_BY_NAME            	    	      mODB_SETCATTR      	    	      nODB_GETCATTR     	    	      nPODB_SETIATTR      	     	      nODB_SETIAATTR      	    	      nODB_SETRATTR      	    	T      oODB_SETRAATTR      	`    	      oPODB_SETDATTR      	     	      oODB_GETDATTR      	    	`      oODB_GETRATTR      	`    	      pODB_GETRAATTR      	    	      p@ODB_GETIATTR     	    	      pODB_GETIAATTR     	    	,      pLOC_LEN            	0    	      pODB_WRDESC      	    	x      qODB_SETFMT 0    	    	d      q@ODB_SETNXYT     	p    	t      qODB_SETXYT      	ƀ    	      qODB_SET2XYT     	     	0      qODB_SET3XYT     	0    	|      r@ODB_SETNXYTE     	ɀ    	t      rODB_SETXYTE      	̀    	      rODB_SET2XYTE     	    	       s ODB_SETNXYZ     	     	      sHODB_SETXYZ      	    	р      sODB_SET2XYZ     	р    	Ұ      sODB_SET3XYZ     	Ұ    	      tODB_WRXY     	     	<      tPODB_WRXZ      	@    	Ԍ      tODB_WRYZ      	Ԑ    	      tODB_WRXYE      	    	ռ      tODB_WR2XYE     	    	      u ODB_RDXY     	    	,      uhODB_RDXZ      	0    	|      uODB_RDYZ      	׀    	      uLOGICAL*4 ODB_IFVAR            	    	،      uODB_IFATT            	ؐ    	\      v0         o       /home/senya/lib/ODB/src/codb.c -O2        g6__ctype odb_creat_      	`    	P      v        	       */ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/fortran/jackets.c /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/fortran -DMIPSEB -D_MIPSEB -D_PIC -D__DSO__ -D_LANGUAGE_C -D_MODERN_C -D__sgi -D__host_mips -D_SYSTYPE_SVR4 -D_SVR4_SOURCE -D__unix -D_COMPILER_VERSION=400 -D__EXTENSIONS__ -D__INLINE_INTRINSICS -DLANGUAGE_C -Dmips -Dunix -Dsgi -Dhost_mips -D_LONGLONG -D_SGI_SOURCE -O2 -I../libsrc -DNDEBUG -I/usr/include/rpc -D__mips=4 -D_MIPS_ISA=_MIPS_ISA_MIPS4 -D_MIPS_SIM=_MIPS_SIM_ABI64 -D_MIPS_FPSET=32 -D_MIPS_SZINT=32 -D_MIPS_SZLONG=64 -D_MIPS_SZPTR=64 -I/usr/include        gncerr ncopts cdf_routine_name ncfils_ 	    9fcdcpy      	P    	ܸ      w reverse      	    	      wHrevlongs      	    	`      wphandle_err     	`    	ݘ      wfstrncpy      	ݠ    	      wnstrncpy      	    	<      wdimprod      	@    	      xitol 0    	    	      x@itolg     	    	      xltoig     	     	      xncpopt_      	    	4      y(ncgopt_      	@    	d      yPnccre_     	p    	      yxncopn_     	     	      yncddef_     	    	      z(ncdid_     	    	P      zncvdef_     	P    	      zncvid_     	    	@      {Pnctlen_      	@    	      {ncclos_      	    	       {ncredf_      	     	      |0ncendf_      	    	      |hncinq_      	    	|      |ncsnc_      	    	      |ncabor_      	    	@      }(ncdinq_     	@    	<      }`ncdren_     	@    	      }ncvinq_     	    	P      }ncvpt1_     	P    	      ~Pncvp1c_     	    	x      ~ncvpt_     	    	X      hncvptc_     	`    	       ncvptg_ 
    	    	      pncvpgc_ 	    	    	      8ncvgt1_     	    
 l      ncvg1c_     
 p    
X      Hncvgt_     
`    
<      ncvgtc_     
@    
	x      ncvgtg_ 	    
	    
      pncvggc_ 	    
    
      ncvren_     
    
      xncapt_     
    
d      ncaptc_     
p    
      Pncainq_     
    
h      ncagt_     
p    
      ncagtc_     
    
      ncacpy_     
    
T      ncanam_     
`    
H      `ncaren_     
P    
,      ncadel_     
0    
      ncsfil_      
    
h      @        "       s/ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc/putgetg.c /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc -DMIPSEB -D_MIPSEB -D_PIC -D__DSO__ -D_LANGUAGE_C -D_MODERN_C -D__sgi -D__host_mips -D_SYSTYPE_SVR4 -D_SVR4_SOURCE -D__unix -D_COMPILER_VERSION=400 -D__EXTENSIONS__ -D__INLINE_INTRINSICS -DLANGUAGE_C -Dmips -Dunix -Dsgi -Dhost_mips -D_LONGLONG -D_SGI_SOURCE -O2 -DNDEBUG -I/usr/include/rpc -D__mips=4 -D_MIPS_ISA=_MIPS_ISA_MIPS4 -D_MIPS_SIM=_MIPS_SIM_ABI64 -D_MIPS_FPSET=32 -D_MIPS_SZINT=32 -D_MIPS_SZLONG=64 -D_MIPS_SZPTR=64 -I/usr/include        nhcdf_routine_name NCgenio     
p    
 p      ncvarputg      
 p    
!l      ncvargetg      
!p    
"      ncvarputs      
"     
#      Pncvargets      
#     
#                     /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc/cdf.c /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc -DMIPSEB -D_MIPSEB -D_PIC -D__DSO__ -D_LANGUAGE_C -D_MODERN_C -D__sgi -D__host_mips -D_SYSTYPE_SVR4 -D_SVR4_SOURCE -D__unix -D_COMPILER_VERSION=400 -D__EXTENSIONS__ -D__INLINE_INTRINSICS -DLANGUAGE_C -Dmips -Dunix -Dsgi -Dhost_mips -D_LONGLONG -D_SGI_SOURCE -O2 -DNDEBUG -I/usr/include/rpc -D__mips=4 -D_MIPS_ISA=_MIPS_ISA_MIPS4 -D_MIPS_SIM=_MIPS_SIM_ABI64 -D_MIPS_FPSET=32 -D_MIPS_SZINT=32 -D_MIPS_SZLONG=64 -D_MIPS_SZPTR=64 -I/usr/include        ocdf_routine_name NC_free_xcdf      
#    
$<      NC_free_cdf 0    
$@    
$      HNC_new_cdf 0    
$    
&      NC_dup_cdf 0    
&    
(      ncinquire      
(    
*X      xdr_cdf 0    
*`    
-x      NC_xlen_cdf 0    
-    
.      xdr_numrecs      
.     
/h      xdr_4bytes     
/p    
/      @xdr_2shorts     
/    
/      xxdr_NC_fill     
/    
2              1       /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc/file.c /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc -DMIPSEB -D_MIPSEB -D_PIC -D__DSO__ -D_LANGUAGE_C -D_MODERN_C -D__sgi -D__host_mips -D_SYSTYPE_SVR4 -D_SVR4_SOURCE -D__unix -D_COMPILER_VERSION=400 -D__EXTENSIONS__ -D__INLINE_INTRINSICS -DLANGUAGE_C -Dmips -Dunix -Dsgi -Dhost_mips -D_LONGLONG -D_SGI_SOURCE -O2 -DNDEBUG -I/usr/include/rpc -D__mips=4 -D_MIPS_ISA=_MIPS_ISA_MIPS4 -D_MIPS_SIM=_MIPS_SIM_ABI64 -D_MIPS_FPSET=32 -D_MIPS_SZINT=32 -D_MIPS_SZLONG=64 -D_MIPS_SZPTR=64 -I/usr/include        rncopts cdf_routine_name _ncdf 	    M_cdfs 	    vNC_check_id     
2    
3X      NC_indefine      
3`    
4D      NC_open 0    
4P    
6,      nccreate     
60    
6      Pncopen     
6    
7,      ncsync      
70    
9p      ncabort     
9p    
;      Hncnobuf     
<     
<d      NCtempname 0    
<p    
>\      ncredef      
>`    
A      NC_begins      
A    
CH      NC_dcpy      
CP    
D      XNC_vcpy      
D    
EH      NC_reccpy      
EP    
E      NC_endef 	    
F     
KH      Hncendef      
KP    
L       ncclose      
L     
M      ncsetfill      
M    
O      x               6/ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc/array.c /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc -DMIPSEB -D_MIPSEB -D_PIC -D__DSO__ -D_LANGUAGE_C -D_MODERN_C -D__sgi -D__host_mips -D_SYSTYPE_SVR4 -D_SVR4_SOURCE -D__unix -D_COMPILER_VERSION=400 -D__EXTENSIONS__ -D__INLINE_INTRINSICS -DLANGUAGE_C -Dmips -Dunix -Dsgi -Dhost_mips -D_LONGLONG -D_SGI_SOURCE -O2 -DNDEBUG -I/usr/include/rpc -D__mips=4 -D_MIPS_ISA=_MIPS_ISA_MIPS4 -D_MIPS_SIM=_MIPS_SIM_ABI64 -D_MIPS_FPSET=32 -D_MIPS_SZINT=32 -D_MIPS_SZLONG=64 -D_MIPS_SZPTR=64 -I/usr/include        waNC_xtypelen 0    
P     
Qp      8NC_typelen     
Qp    
RT      nctypelen      
R`    
SH      NC_arrayfill      
SP    
Wx      xNC_new_array      
W    
Y$      NC_re_array 0    
Y0    
ZP       NC_free_array      
ZP    
\      NC_xlen_array      
\    
^      NC_incr_array 0    
^    
_      NC_copy_arrayvals     
_    
`4      xdr_NC_array      
`@    
d      (               Y/ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc/dim.c /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc -DMIPSEB -D_MIPSEB -D_PIC -D__DSO__ -D_LANGUAGE_C -D_MODERN_C -D__sgi -D__host_mips -D_SYSTYPE_SVR4 -D_SVR4_SOURCE -D__unix -D_COMPILER_VERSION=400 -D__EXTENSIONS__ -D__INLINE_INTRINSICS -DLANGUAGE_C -Dmips -Dunix -Dsgi -Dhost_mips -D_LONGLONG -D_SGI_SOURCE -O2 -DNDEBUG -I/usr/include/rpc -D__mips=4 -D_MIPS_ISA=_MIPS_ISA_MIPS4 -D_MIPS_SIM=_MIPS_SIM_ABI64 -D_MIPS_FPSET=32 -D_MIPS_SZINT=32 -D_MIPS_SZLONG=64 -D_MIPS_SZPTR=64 -I/usr/include        zcdf_routine_name NC_new_dim 0    
d    
ed      PNC_free_dim      
ep    
e      ncdimdef      
e    
i      ncdimid      
i    
kH      0ncdiminq      
kP    
l      ncdimrename      
l    
p      Hxdr_NC_dim      
p    
q      hNC_xlen_dim     
q    
r                      /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc/globdef.c /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc -DMIPSEB -D_MIPSEB -D_PIC -D__DSO__ -D_LANGUAGE_C -D_MODERN_C -D__sgi -D__host_mips -D_SYSTYPE_SVR4 -D_SVR4_SOURCE -D__unix -D_COMPILER_VERSION=400 -D__EXTENSIONS__ -D__INLINE_INTRINSICS -DLANGUAGE_C -Dmips -Dunix -Dsgi -Dhost_mips -D_LONGLONG -D_SGI_SOURCE -O2 -DNDEBUG -I/usr/include/rpc -D__mips=4 -D_MIPS_ISA=_MIPS_ISA_MIPS4 -D_MIPS_SIM=_MIPS_SIM_ABI64 -D_MIPS_FPSET=32 -D_MIPS_SZINT=32 -D_MIPS_SZLONG=64 -D_MIPS_SZPTR=64 -I/usr/include  ncerr 	    >ncopts 	    >cdf_routine_name 	    >               /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc/var.c /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc -DMIPSEB -D_MIPSEB -D_PIC -D__DSO__ -D_LANGUAGE_C -D_MODERN_C -D__sgi -D__host_mips -D_SYSTYPE_SVR4 -D_SVR4_SOURCE -D__unix -D_COMPILER_VERSION=400 -D__EXTENSIONS__ -D__INLINE_INTRINSICS -DLANGUAGE_C -Dmips -Dunix -Dsgi -Dhost_mips -D_LONGLONG -D_SGI_SOURCE -O2 -DNDEBUG -I/usr/include/rpc -D__mips=4 -D_MIPS_ISA=_MIPS_ISA_MIPS4 -D_MIPS_SIM=_MIPS_SIM_ABI64 -D_MIPS_FPSET=32 -D_MIPS_SZINT=32 -D_MIPS_SZLONG=64 -D_MIPS_SZPTR=64 -I/usr/include        |cdf_routine_name NC_new_var      
r     
s$      8NC_free_var      
s0    
s      NC_var_shape      
s    
y      ncvardef      
y    
~|      HNC_computeshapes      
~    
8      ncvarid      
@    
      hNC_hlookupvar     
    
x      NC_lookupvar     
    
      @ncvarinq      
    
      xncvarrename      
    
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    
      (ncvarcpy     
    
      xdr_NC_var 0    
    
L      (NC_xlen_var      
P    
                     /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc/putget.c /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc -DMIPSEB -D_MIPSEB -D_PIC -D__DSO__ -D_LANGUAGE_C -D_MODERN_C -D__sgi -D__host_mips -D_SYSTYPE_SVR4 -D_SVR4_SOURCE -D__unix -D_COMPILER_VERSION=400 -D__EXTENSIONS__ -D__INLINE_INTRINSICS -DLANGUAGE_C -Dmips -Dunix -Dsgi -Dhost_mips -D_LONGLONG -D_SGI_SOURCE -O2 -DNDEBUG -I/usr/include/rpc -D__mips=4 -D_MIPS_ISA=_MIPS_ISA_MIPS4 -D_MIPS_SIM=_MIPS_SIM_ABI64 -D_MIPS_FPSET=32 -D_MIPS_SZINT=32 -D_MIPS_SZLONG=64 -D_MIPS_SZPTR=64 -I/usr/include        cdf_routine_name NCfillrecord 0    
    
      HNCcoordck 0    
    
\      NC_varoffset     
`    
      @xdr_NCvbyte      
    
      xdr_NCvshort      
    
       xdr_NCv1data      
    
@      NCvar1io 0    
@    
      ncvarput1      
    
      ncvarget1 0    
    
H      xdr_NCvdata      
P    
      (NCvcmaxcontig      
    
      NCsimplerecio 0    
    
T      HNCvario     
`    
      ncvarput      
    
      Pncvarget 0    
    
x      NCnumrecvars      
    
(      NCelemsPerRec      
0    
       ncrecinq      
    
(      (NCrecio "    
0    
      ncrecput      
    
,      pncrecget      
0    
                     /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc/iarray.c /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc -DMIPSEB -D_MIPSEB -D_PIC -D__DSO__ -D_LANGUAGE_C -D_MODERN_C -D__sgi -D__host_mips -D_SYSTYPE_SVR4 -D_SVR4_SOURCE -D__unix -D_COMPILER_VERSION=400 -D__EXTENSIONS__ -D__INLINE_INTRINSICS -DLANGUAGE_C -Dmips -Dunix -Dsgi -Dhost_mips -D_LONGLONG -D_SGI_SOURCE -O2 -DNDEBUG -I/usr/include/rpc -D__mips=4 -D_MIPS_ISA=_MIPS_ISA_MIPS4 -D_MIPS_SIM=_MIPS_SIM_ABI64 -D_MIPS_FPSET=32 -D_MIPS_SZINT=32 -D_MIPS_SZLONG=64 -D_MIPS_SZPTR=64 -I/usr/include        NC_new_iarray 0    
    
\      NC_free_iarray      
`    
      xdr_NC_iarray      
    
h      NC_xlen_iarray      
p    
                     @/ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc/attr.c /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc -DMIPSEB -D_MIPSEB -D_PIC -D__DSO__ -D_LANGUAGE_C -D_MODERN_C -D__sgi -D__host_mips -D_SYSTYPE_SVR4 -D_SVR4_SOURCE -D__unix -D_COMPILER_VERSION=400 -D__EXTENSIONS__ -D__INLINE_INTRINSICS -DLANGUAGE_C -Dmips -Dunix -Dsgi -Dhost_mips -D_LONGLONG -D_SGI_SOURCE -O2 -DNDEBUG -I/usr/include/rpc -D__mips=4 -D_MIPS_ISA=_MIPS_ISA_MIPS4 -D_MIPS_SIM=_MIPS_SIM_ABI64 -D_MIPS_FPSET=32 -D_MIPS_SZINT=32 -D_MIPS_SZLONG=64 -D_MIPS_SZPTR=64 -I/usr/include        cdf_routine_name NC_new_attr      
     
ø      `NC_free_attr      
    
0      NCcktype      
0    
ļ      NC_attrarray     
    
|      (NC_findattr      
ŀ    
      pNC_lookupattr      
    
ǌ      NC_aput      
ǐ    
̔      Xncattput      
̠    
      Xncattname      
    
      ncattinq      
    
      (ncattrename      
    
      ncattcopy 0    
    
      ncattdel      
     
8      ncattget      
@    
      pxdr_NC_attr      
    
      NC_xlen_attr      
    
P               !       ~/ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc/string.c /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc -DMIPSEB -D_MIPSEB -D_PIC -D__DSO__ -D_LANGUAGE_C -D_MODERN_C -D__sgi -D__host_mips -D_SYSTYPE_SVR4 -D_SVR4_SOURCE -D__unix -D_COMPILER_VERSION=400 -D__EXTENSIONS__ -D__INLINE_INTRINSICS -DLANGUAGE_C -Dmips -Dunix -Dsgi -Dhost_mips -D_LONGLONG -D_SGI_SOURCE -O2 -DNDEBUG -I/usr/include/rpc -D__mips=4 -D_MIPS_ISA=_MIPS_ISA_MIPS4 -D_MIPS_SIM=_MIPS_SIM_ABI64 -D_MIPS_FPSET=32 -D_MIPS_SZINT=32 -D_MIPS_SZLONG=64 -D_MIPS_SZPTR=64 -I/usr/include        \NC_new_string      
P    
      hNC_free_string      
    
<      NC_re_string 0    
@    
      xdr_NC_string 0    
    
      XNC_xlen_string      
     
X                     /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc/xdrposix.c /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc -DMIPSEB -D_MIPSEB -D_PIC -D__DSO__ -D_LANGUAGE_C -D_MODERN_C -D__sgi -D__host_mips -D_SYSTYPE_SVR4 -D_SVR4_SOURCE -D__unix -D_COMPILER_VERSION=400 -D__EXTENSIONS__ -D__INLINE_INTRINSICS -DLANGUAGE_C -Dmips -Dunix -Dsgi -Dhost_mips -D_LONGLONG -D_SGI_SOURCE -O2 -DNDEBUG -I/usr/include/rpc -D__mips=4 -D_MIPS_ISA=_MIPS_ISA_MIPS4 -D_MIPS_SIM=_MIPS_SIM_ABI64 -D_MIPS_FPSET=32 -D_MIPS_SZINT=32 -D_MIPS_SZLONG=64 -D_MIPS_SZPTR=64 -I/usr/include        rcsid xdrposix_ops 	    {free_biobuf     
`    
ݐ      (new_biobuf 0    
ݐ    
(      `rdbuf      
0    
      àwrbuf     
    
      nextbuf     
    
\      8bioread      
`    
      Ĉbiowrite      
    
      (xdrposix_create      
    
      xdrposix_sync     
    
\       xdrposix_destroy      
`    
      pxdrposix_getlong      
    
T      ƨxdrposix_putlong      
`    
      xdrposix_getint     
    
H      8xdrposix_putint     
P    
      ǀxdrposix_getbytes      
    
<      xdrposix_putbytes      
@    
       xdrposix_getpos      
    
      8xdrposix_setpos 0    
     
      `xdrposix_inline      
    
,      NCxdrfile_sync     
0    
p      NCxdrfile_create      
p    
@      (               /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc/error.c /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc -DMIPSEB -D_MIPSEB -D_PIC -D__DSO__ -D_LANGUAGE_C -D_MODERN_C -D__sgi -D__host_mips -D_SYSTYPE_SVR4 -D_SVR4_SOURCE -D__unix -D_COMPILER_VERSION=400 -D__EXTENSIONS__ -D__INLINE_INTRINSICS -DLANGUAGE_C -Dmips -Dunix -Dsgi -Dhost_mips -D_LONGLONG -D_SGI_SOURCE -O2 -DNDEBUG -I/usr/include/rpc -D__mips=4 -D_MIPS_ISA=_MIPS_ISA_MIPS4 -D_MIPS_SIM=_MIPS_SIM_ABI64 -D_MIPS_FPSET=32 -D_MIPS_SZINT=32 -D_MIPS_SZLONG=64 -D_MIPS_SZPTR=64 -I/usr/include        e__iob ncerr ncopts cdf_routine_name errno nc_serror     
@    
      NCadvise      
    
                      /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc/sharray.c /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc -DMIPSEB -D_MIPSEB -D_PIC -D__DSO__ -D_LANGUAGE_C -D_MODERN_C -D__sgi -D__host_mips -D_SYSTYPE_SVR4 -D_SVR4_SOURCE -D__unix -D_COMPILER_VERSION=400 -D__EXTENSIONS__ -D__INLINE_INTRINSICS -DLANGUAGE_C -Dmips -Dunix -Dsgi -Dhost_mips -D_LONGLONG -D_SGI_SOURCE -O2 -DNDEBUG -I/usr/include/rpc -D__mips=4 -D_MIPS_ISA=_MIPS_ISA_MIPS4 -D_MIPS_SIM=_MIPS_SIM_ABI64 -D_MIPS_FPSET=32 -D_MIPS_SZINT=32 -D_MIPS_SZLONG=64 -D_MIPS_SZPTR=64 -I/usr/include        BNCxdr_shortsb      
    
      ʈxdr_shorts      
    
                      E/jerry/redwood/work/irix/lib/libc/libc_64mips4/csu/crtninit.s /jerry/redwood/work/irix/lib/libc/libc_64mips4/csu        ;        :                       __start        _mcount                (                    _MAIN                                   BARO_INIT       BARO_SOLV       7MOD_OPEN       ^MOD_INIT       MOD_SINK       EXTEND       DO_ISLAND       DO_ISLAND_INT       $DO_ISLAND_INT2       PMOD_MAT       vASSEM       DO_ELEM       ADD_DT       DO_XI_ETA       COEF_MATR       3MOD_RHS       YMOD_LU       ~MOD_SOL       MOD_GRA       INIT_PACK       TO_Y12M       DO_ADJ1       =ADD_TO_GRAPH       gBARO_RINIT       DO_WINDS               5       [             DEPTH_INIT       CLIM_INIT       =H_INIT       bTEMP_INIT       SALT_INIT       TAU_INIT       TAU_LIN       HFLX_INIT       'EVPR_INIT       OQFORC       sEPFORC       HBCSET       TBCSET       IT_CATCH       DATA_ON_MODEL_GRID       FGRIDS_EQUIV       xREAD_ZT       NEAREST       BLIN_COEF       BRACKET       &CLIM_UPDT       NPSI_UPDT       uCLIM_RELAX       PSI_RELAX       AFILL       READ_LINZ       ZLIN_BLIN       9BLIN_INTR       aBLIN_INDX       ZLIN_INTRP       T_LIMIT                      5             IDIG       !MLEN       KINOUT       oDDIV       WTOP       DWCAL       VERTU       VERTT       !VERTTS       FVERTTR       kENSO2DATE       DATE2ENSO       DAYOFYEAR       ENSO2RES       KNERGY       ;PNERGY       `VEL_UPDAT       DHORIZ       THORIZ       ZERO_EM       COPYA2B       DECAP       @CAPFRM       eTDECAP       FIXED_DEP       CAPT       TUPDAT       ZERODT       BCSET       PNON_STABLE       H_UPDAT       BTPGF       BTPGF_OLD                       *             NEW_TOPO       DATA_INIT       ;DFDXK       _DFDYK       DFDX1       DFDY1       BARO_DEPT       BARO_SHAP                       G      V       BARO_SUM       BARO_SCALE       ;BARO_TAU       bBARO_COMP       BARO_RHS       CURL_OF_PSI       BARO_UPDAT       BARO_DIV       +BARO_BCSET                            .       DENS_UNESCO       %SDENS_PNT       TPDENS_PNT       DENS_INIT       SITU_DENS       POTN_DENS       DCONV       TCONV       CDCONV_CL       jTCONV_CL       DRICH_MIX       TRICH_MIX       VISC_DIFF       TRIA_INIT       0TRIA_RUN       WTRIA_TEM       ~DENS_EOS       THETA_EOS       SBULK       ATG       !COMP_BNCY       ICVMIX       mTKE0       KTMIX       IMPMIX       JPMIX       TRIDIAG                             +       INIT_RSTRT       READ_RSTRT       1KEEP_RSTRT       ZCLOSE_RSTRT       DUMP_RSTRT       SEGM_FROM_IOX       MODEL_INPUT       READ_MASK                                    MEM_ALLOC       	MEM_FREE       0MEM_REALLOC       gMEM_GET       MODEL_MEMORY       DATAGRID_MEMORY               j                    3prtstop1       Yinp_file_       inp_trace_       inp_vrnt_       inp_sect_       inp_int_       inp_flt_       Dinp_dbl_       jinp_str_       inp_iarr_       inp_rarr_       inp_sarr_       	inp_any_       0inp_days_       Xinp_date_       inp_def_       inp_inxt_       inp_fnxt_       inp_wnxt_                       %      1       AAREA       SCASET       5STRETCH       cD2PSI       DPSI       PSI       WSPACE       	PERROR1                       '5             BNDRYS       BNDXY       *BOUND       NGRIDXY       sSORTI       NEWCORN       MAKE_IOX       MASKK       RESET_MASK       1SET_PBCK       XSET_BPXK       MAKE_LOK                :       )      :       SET_PBC       SET_BPX                      +             INIT_DATA_OUT       DATA_OUT       6H_TO_Z       [DEPT_TO_FOH       COMP_RICH       ADD_MEAN_OLD       OUT_MEAN       OUT_MEAN_OLD       *OUT_MOSF       QCOMP_MOSF       yZONAL_INT       ADD_MEAN       COMP_Q                      .             Bvar_curr        Wgrid_curr        mgmap_curr        str_curr        addr_curr        rang_curr        map_curr        indx_file        data_file       tios_file       ingr_file       1tios       hidvar_tios_       loc_wr       loc_rd       Rtios_init_       {tios_map_       tios_grid_       tios_var_       tios_idvar_       tios_read_       Ftios_cntrl_       sio_putvar       tios_putvar_       tios_putidvar_       >tios_save_       gtios_close_                       5      U       HFLX_S89       HFLX_S94       :HFLX_S94B       bINIT_PBL       HTFLUX_PBL       ADV2DEQ1       ADVDIFQ1DX       ADVDIFQ1D       ,TRIDAGQA                       7      x       SHAP_INDX       SHAP_VEC       ;SHAP_SCL       bSHAP_2D       SHAP_1DO       SHAP_1DPER       SHAP_1DCO        SHAP_1DP0       (SHAP_3D       NSHAP_1DCN                      :f             copen_        cread_        creade_       cwrite_       >cclose_       ccseek_       canseek_       cflush_       cstop_       sizef       reverse       ?itoa_       buniqnam       ipast_scpu_       ipast_swll_       cpulog_                -       =g       m       Cicpu_time_                       =      i       SDENS12       SDENS14       GSDENS17       tPDENS12       PDENS14       PDENS17       SDENS012       )SDENS014       WSDENS017       PDENS012       PDENS014       PDENS017       PDENS1       ;PDENS4                       A=             wopda_        opnda_        clda_        flda_       wrda_       *rdda_       Niwrda_       rirdda_       lenda_       mfloat_read_       mint_read_       nfloat_read_       9nint_read_       bkillsp_                )       C              Y12MFE                )       D              Y12MBE                )       E              Y12MCE                )       F              Y12MDE               O       G      ;       ODB_OPCDF        ODB_OPEN       ODB_CLOSE       @ODB_DFEND       gODB_DFSTA       ODB_DFDM       ODB_DFGR       ODB_DFTM       ODB_DFVAR1       +ODB_DFVAR2       TODB_DFVAR3       }ODB_DFVAR4       ODB_DFVAR       ODB_WRGR       ODB_WRTM       ODB_WRVAR       DODB_WRXV       kODB_WR1V2       ODB_WR1V3       ODB_WR1V4       ODB_WR2V3       ODB_WR2V4       .ODB_WR3V4       UODB_RDDM       |ODB_RDGR       ODB_RDVAR       ODB_RDXV       ODB_RD1V2       ODB_RD1V3       @ODB_RD1V4       gODB_RD2V3       ODB_RD2V4       ODB_RD3V4       ODB_GETVDIM       IDV_BY_NAME       EODB_SETCATTR       pODB_GETCATTR       ODB_SETIATTR       ODB_SETIAATTR       ODB_SETRATTR       ODB_SETRAATTR       IODB_SETDATTR       tODB_GETDATTR       ODB_GETRATTR       ODB_GETRAATTR       ODB_GETIATTR        ODB_GETIAATTR       KLOC_LEN       xODB_WRDESC       ODB_SETFMT       ODB_SETNXYT       ODB_SETXYT       	ODB_SET2XYT       	FODB_SET3XYT       	pODB_SETNXYTE       	ODB_SETXYTE       	ODB_SET2XYTE       	ODB_SETNXYZ       
ODB_SETXYZ       
CODB_SET2XYZ       
mODB_SET3XYZ       
ODB_WRXY       
ODB_WRXZ       
ODB_WRYZ       	ODB_WRXYE       1ODB_WR2XYE       ZODB_RDXY       ODB_RDXZ       ODB_RDYZ       ODB_IFVAR       	ODB_IFATT                -       S       w       Lodb_creat_                      TH      
      ncfils_        ncpopt_       %ncgopt_       Jnccre_       oncopn_       ncddef_       ncdid_       ncvdef_       ncvid_       *nctlen_       Oncclos_       tncredf_       ncendf_       ncinq_       ncsnc_       ncabor_       +ncdinq_       Qncdren_       wncvinq_       ncvpt1_       ncvp1c_       ncvpt_       ncvptc_       4ncvptg_       Zncvpgc_       ncvgt1_       ncvg1c_       ncvgt_       ncvgtc_       ncvgtg_       =ncvggc_       cncvren_       ncapt_       ncaptc_       ncainq_       ncagt_       	ncagtc_       	Encacpy_       	kncanam_       	ncaren_       	ncadel_       	ncsfil_                b       ^L      *      ncvarputg       ncvargetg       ncvarputs        ncvargets                       av            NC_free_cdf       NC_new_cdf       NC_dup_cdf       ncinquire       )xdr_cdf       NNC_xlen_cdf       wxdr_numrecs       xdr_NC_fill                       e      9      NC_check_id       NC_indefine       nccreate       (ncopen       Lncsync       pncabort       ncnobuf       ncredef       .NC_dcpy       ncendef       ncclose       ncsetfill                      j      "      MNC_xtypelen       vNC_typelen       nctypelen       NC_arrayfill       NC_new_array       NC_re_array       CNC_free_array       oNC_xlen_array       NC_incr_array       NC_copy_arrayvals       xdr_NC_array                       n            _NC_new_dim       NC_free_dim       ncdimdef       ncdimid       ncdiminq       $ncdimrename       Nxdr_NC_dim       vNC_xlen_dim                P       r            Gncerr       Yncopts       lcdf_routine_name                       u            _NC_new_var       NC_free_var       ncvardef       NC_computeshapes       1ncvarid       WNC_hlookupvar       ncvarinq       ncvarrename       #ncvarcpy       Jxdr_NC_var       rNC_xlen_var                       y            NCcoordck       xdr_NCvshort       ~ncvarput1       ncvarget1       NCvcmaxcontig       KNCvario       qncvarput       ncvarget       ncrecinq       ]ncrecput       ncrecget                t       a            NNC_new_iarray       yNC_free_iarray       xdr_NC_iarray       NC_xlen_iarray                      `            `NC_new_attr       NC_free_attr       NCcktype       NC_findattr       |ncattput       ncattname       ncattinq       ncattrename       ncattcopy       Bncattdel       incattget       xdr_NC_attr       NC_xlen_attr                       D      )      NNC_new_string       zNC_free_string       NC_re_string       xdr_NC_string       NC_xlen_string                J       m            NCxdrfile_sync       NCxdrfile_create                =       P            nc_serror       NCadvise                -       '            {xdr_shorts                (                    MAIN_                      / 
    /jerry/redwood/root/usr/include /jerry/redwood/root/usr/include/sys /jerry/redwood/root/usr/include /jerry/redwood/root/usr/include/sys /jerry/redwood/root/usr/include /jerry/redwood/root/usr/include/sys  crt1text.s    regdef.h   regdef.h   sgidefs.h   fpregdef.h   asm.h   asm.h     	      ~|u~{z}}~~         A         
     crt1tinit.s      	    
	               x 
    /home/naomi/work/LOAM/NEW  dyn_main.f 침ocomm_para.h Ӊcomm_new.h أcomm_data.h Ú  	     	(<NLT1&=% L L@((	}
|*!$$40hY((`4=8 L<]<4<EA1y94u(Q%0	!DH)X,M4((Lp<XE888H$9$8H$ (P,=0<@,<@,8@T48 44XT(8 40(=1hi45Ht8D,"	e)!5)"4D                U 
    /home/naomi/work/LOAM/NEW  barotropic.f רbarotropic.h Ώ   	     p 
u e
~,(,(((((1	t4   H,,,,,(4=P14$ l=l \$T-<$ ,%%0< 8, @(()4 0  $<tThhX-D
-~`H5-)	X L 0 $14,9%}<hL0x}~6@	!0pH<dH}d,T$5 M|I)-A=-AD$4H, {1(~ ~	|zx@i$$!0)Ty%%1UT!x<X (L$(4Exrnrr}
{gx	9(<|{|gw
z ~+ !9\Y	2	-w%Qw	Yt $L~}A  4{~IPx\<)v	LD8<@8,
@ (8dtxtXhd(	:xl@,&p4u
489<X||P$*'$)t)tt~L!8	"14=tY ,5$t8D$$H$$,9t$(t	<!s	UP < \ %                
    /home/naomi/work/LOAM/NEW  dyn_forc.f Φcomm_data.h Úcomm_new.h أcomm_pbl.h comm_para.h Ӊ  	    '

m1)%I40)|NU(>U4;0H$X c \@}p\@}<%#1 Z}~x-L)$()HxH4P, X|~3~w	@}$T%9A\),4-		~<%]\%$( 4~9}7(-=-$u!$q]P(,="T( L4q0}@ly}
dm |5\
	}4dMm |5\
	|<C((-
~\PL=/d)%pH9l$ P0A<D41<84X,(({E8^hAI{5t|^<1)X=\  ,%-<9y	9$((@=D8@9w@1(((4-@=D8@8@9u)<,,D%tL9k tG@-,,,,-4((,(((5U(1=XEXEP=dEdQPQPX"4q$		y-p_4,h=\) lD1d=|e$,)	1@9y%54)D	hH<%y<`,l,-AyS4!?b1&bH8>%0.<8<FE-%	}
:4D8=XLHE5L9o3.R	wlp0yX8%N*11@<L-%.bH=j*v	:{.{E$3&{7v	HaYm$XMXav	~~<(~&<(~~&!u

=u
5T,}TFI}T:4M
|$	u$44t	 %~<
tHEX0tA~1,hD1 R}~xpPhD84LdD	(U%X,	s9E~WQs1<xQ C 0$A x MQ$Gr%LW($ (9$A$8trXIx4MX8(e<5QA45qDr.uR 8Qq
qB)Y Y`T-	Az},<d~~Lx=       G        d 
    /home/naomi/work/LOAM/NEW  dyn_new.f 弐comm_new.h أcomm_para.h Ӊ  	    /6Q~`-)x4l`%A,=,E( 5!$@LLd) %(4$W"~2`],YP1-Nx	|: XLx=~=H&98@d8	~`a
ueyM=lu}BWa!*(}T$)a!(|E~M
0}%$h$<	$-EH4!$A{V'2
{}\e}(}~
tN{U,-ZtE(e<z
{zLEIv<z89^@^%V
Z8V/V9VUV0$f?
~=5ydz{	aCPxTOx/Ix,aIwx\~9	.$a@x\9}F8
htLDw
	Ty#LA~A0\0\	~]x,,$`$v	 mv

Nw
zU<-rmI@1(f$NE*IN~5u

~Kbz-Ra-!R&&@*IN~9               d 
    /home/naomi/work/LOAM/NEW  dyn_topo.f Ϟ{comm_new.h أcomm_para.h Ӊ  	    U`I1rM)]Li=~ylj $ $-LiyLI|R)=`Iw1	[>4|	1T	{
$x	!!d
,5y	O*|8	qm
<}
m`Mm g\Ya~v! iXY!eh\Va~v	 pXx[{e	~[1|	'.d@)*Y	y#|59               d 
    /home/naomi/work/LOAM/NEW  dyn_baro.f ꧐Lcomm_new.h أcomm_para.h Ӊ  	    t2QN~5l\-N<@P	 	}{0@x$K
}{@,D~&,`@~!]P(=J~X X\               e 
    /home/naomi/work/LOAM/NEW  dyn_dens.f ꧐comm_para.h Ӊcomm_new.h أ  	    D00!n	,8  $  0 W10   A \(0 !]L 1ppl Dt\QpP,U*]~ q*]~ q~ 1e~q$	~%	~
4hUtX(Yh8UxT0iX0Uh8	~	FGcswx
	}!~&{qI ~IAw&w	~# v Y}
(1y}a\|4
~=|?~ z(1(! ,0!| ,52a5M0|F~"w(1(! ,-x ,52a5, {~}8z~!l]yz~!lUy	
wy%	

}
 5 -(q1wn fx	,D@\=x	/~,!_H~+~(!bH~.U$x~^88e(~~$08~	0L|a=wDE= "=2..,6-0,54 5"*&mv	~21~,%:	{-L0}6
yr<~	/~,.	{)8,}`L~(!(d{               w 
    /home/naomi/work/LOAM/NEW  dyn_io.f ꧐comm_new.h أcomm_data.h Úcomm_para.h Ӊ  	    I$$(),x-0,-,<()(5
 H(%$mh( -9 0@,(((()-,,),A,((,()@ ~0-),(((())()A)(((()0@,-(%)}D($)(PLD@D?(LP(GG(GG,( ,8) ,5}
 AiV}|}|x|m|||}|*IEMBAT!E0hdTe`,-LEDDDD`h`9@\D]MXLML xxxHHLLMLLLLE$$()HML@ h@hHL]@M,h!IDHLMHH$EHUDl@D$LMLQLLMD)I0hA !L0DDhDhDH hhHMLLaPLa,L\L !LL0h!H0hILDMDU `LLDLHLLTTILLMPU<0$,H0(,,`(=4h )Q$-,`4h!(d8h$,X,4h!)1,X(4()=T$0(]IT$0(]I00@@,(()BY=1 $),de)
$,p(Bt(4444404\($5t 4,((,,t(	,,,\(9               v 
    /home/naomi/work/LOAM/NEW  dyn_mem.f Wcomm_new.h أcomm_data.h Úcomm_pbl.h   	    }
(((%04I,$E,E,(	h((((
(((!%(4E(<E(<E(<~(8)(,,-,,0-,-,,,-,,0,,,,,--,,,89,,,@@DD,-(,,,,-,,	,,@A@@@<A-,-,-,,,-(0,-=HHHH,- <<<<<,	LU}0,@)0,P,\)H0=               : 
    /home/naomi/work/LOAM/NEW  dyn_c.c ̍s  	    p6)}
Y-	z	~~	 $($/D8$/D<<558858%|<P%|<\%|<\!	yLT!#+3&q-	,v$0	D( 3~A!$+/&q-
(v&	D(3~A!A	:p4!	)9y	G)	@  
"8	{A	q,$~{z&{|{||!	{&}y!z$z "~i@w~z@\	% ~	z~={<	z!h$%~%~)>               > 
    /home/naomi/work/LOAM/NEW  dyn_subs.f ꧐  	    P'LHXIp9*~Y0|<
&~|~	80$=A"HH~	~	yy8
<8|I|	.e%.U4

"}L 0%	,~L 8,< m       C        d 
    /home/naomi/work/LOAM/NEW  dyn_xir.f ꧐comm_para.h Ӊcomm_new.h أ  	      |i/~,4
8	p($x( )4(,y4,X&}8l8|8l8h9)S|8M~81	h-i. ,D4ip<=EP94T-,\ +)!`X !I=L{i	]y=8!ue `:0$4$`:pD$ i<@<P!~&$8pH0P%{5(
)|{ ,$<	} }+%5(2P	<\5he""AzX$~$4`
}->!`d}-B!i@
}1TEdp}-UA<"	mUO
YT,MU!A-]y*~4<,ID Q	&}9 ExM,                Q 
    /home/naomi/work/LOAM/NEW  dyn_glob.f ꧐comm_para.h Ӊ  	    Mb $X -y!m
-   !)(.  ,8	                
    /home/naomi/work/LOAM/NEW  dyn_tios.f 񥭐~comm_new.h أcomm_data.h Úcomm_pbl.h comm_para.h Ӊ  	    V|%04)48HDIITHHHHH		HHHHHHD\\ddl]H\\\H HH"IDtIHPHHHHIHIHI4$4) !P-9-~<,),440H((4 0()~,d~0(, LL()(10(, LL()(}  <,,,,(<,,,(8dddd(),(8dd(}(<LLLLL),4H00 4(<LLLL)}(<LLLL)<LL||,,0h` !((,P(,,0,x((M,0\()(L)t\(t\0tQ(),8\((,,0,h|I(()|  <,,,,,(<,,)L,,(8ddddd(),(8dd(,8,08d((){,p)               9 
    /home/naomi/work/LOAM/NEW  sio.c ᠎  	    0/
0#
$($(<)
,+~|~
	}v9(?q8
|

($%,~}(v
 -+%~}(j(	 ;{*v(	 C!~}*(	~}E 8!	9~x*r0) 	A~~}*c$% $~x%s%	4(~~}%6{~x~x~
$- E8~(047t,!({4,A{8$ 9# (# 9$,$$$A#,,$84(!,$)(P0~ 981
(~$	}	\= E4~m1'/4''#`'
|()-50u4(
}1ll~.xtt4J	
8}|l{
a/$~Z~8BB<)M+)~~-7q&a"t\@ )\- %%!]*, *0@-
 up%APQ@-m(6 |t
-,)%
$"*%@0c4		j*|~)~  $58Q8~4(( 9 y$)9##)	$1(%  $I $Q $,	1A(z%%z%(!H(z%%z%$		",
	
4}}w

0~$~! ~$b $~		~~~~#	~}	~}	
~}	!
w-#|~/ED!4u
 ~	|  ~!y,4 -0~$$%n(0!	!8~ , -,|	,$~j,,)U       N        Q 
    /home/naomi/work/LOAM/NEW  dyn_hflx.f ꧐comm_pbl.h   	    +8"|v
ql0})9@A~{
we |J

z~v
yr}
q|G<
~t
ko
q}	(PA4)()()()(()Vљ6T,v-P(va8D%=}"ut}r28 X>GD.DY(``,		+t0uPB1	6*$P|"><H<= -\:u0.
 L$":HH !2/^M {<?	~	U;	,%	,F~I	~               e 
    /home/naomi/work/LOAM/NEW  dyn_filt.f ꧐comm_new.h أcomm_para.h Ӊ  	    d,~2) 4M6~&:}0E]&3z}y~\}!$H<		z#*U0,=h,8(%T T,LY(D>I009Y T$P=(
~*%{
K$$UhU~b
~{	TS]V&5V}0EJ,5`}8ES =d

z8$ !w
<$(!0,%@ $L$LE(@~0  !X @ @5(}8MKEd               ; 
    /home/naomi/work/LOAM/NEW  pgentc.c 9  	    @h ,18m.', %	
9(.
}|8-.|0-$\ )$$$!$` !$T$ $X(!$0'-	8	 / ~!(,- !,(  $0	4~	|"44$z]04~
8 $M9        [        8 
    /home/naomi/work/LOAM/NEW  call.c @  	     $	       h        N 
    /home/naomi/work/LOAM/NEW  senq_dens.f ꧐?dens.h   	    `)Q  $ ~~$~~~~}}!0               4 
    /home/senya/lib/daio  daio.c ,  	    	 3	~/B%H<
ep
|,< pew@,%(z($M % $A ! `u(!8 `4|
y ~ |4	%>?PM%>@PM9JI9KI	.8<}       C        S 
    /home/senya/math/Y12M /home/senya/lib  y12mfe.f y12mfe.f     	    	@ ~e0LV$D (}EP,v4T~}~8$
~	TM,       %        S 
    /home/senya/math/Y12M /home/senya/lib  y12mbe.f y12mbe.f     	    	)
m, ,0A%
J%,$~	v~8F$}4E.:~zm~                S 
    /home/senya/math/Y12M /home/senya/lib  y12mce.f ey12mce.f     	    	<&]%1,, 	v	{{mH~k`}0 =~a|@9#01<6
}~R)w
	v,)1 (,~} ~  5=  ~= 	X $*"{zQ A"}}x	
(}$A{	}x	
x ~~i))>} %
~ {P, ~HB	 Ay\=z ,!~}z )24:Ltu~}}
Ug} 		~T,!!,,)8	Dt~$=D{.	y~H<D4eX!I	{,~}zE~}(<6zxm.                S 
    /home/senya/math/Y12M /home/senya/lib  y12mde.f 
y12mde.f     	    	($ye'i"U       k        x 
    /home/senya/lib/ODB/src /home/senya/lib /usr/local/include  fodb.f ܉fodb.f   netcdf.inc !  	    	s8<, $$ $ %,$0$ 50 $9 ,58(4,%	!E08M,E8I089<I0481<=tE~9,9---9-4-	}-,a~M0!}=(YX~$10~
 		|
,501,4		|(a~Q1|0]d~$10~
 		|
	8UU9{{D$~{
< 4`44~zD ~zD ~zD ~zD ~zD ~z<~z<~z
4@~	~My,eyu})` $0,4$0<$0,lQ`T8lT(8l	` $0,4$0-80, pQLT8\` $0,4$0-<$0,lQXT8lP(8l
~	~5~ ~85w4$
|w@ 4~                7 
    /home/senya/lib/ODB/src  codb.c ΁  	    	`	 }8<)DC7z<$!                [ 
    /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/fortran  jackets.c   	    	P  %@iL]($($0	,0
,0~Y $),`$0!{B
	05HB
	$	,}	,}
,~	(~0$)~	(~
}(0(0(0, {(0(0{y,@$) {w8}DvH`1<}TvH$  <p QyS
 L$9yu
"}8$ {$(Yo,Yy
 <$ { kL 	@t~	|U <Tt@$$0Lh)4a
z
z	
 ~@}),%{yv'$<$ {$69j! 	{$	z L$ { k,@5&
An
Yy	4Yv%8D,0@j %z${	K
 4(%{{	{
8M|z@ H,@}       _        Y 
    /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc  putgetg.c .  	    
p1)
t.3l
0~-qw 0}{
,~
0} {	,~               s 
    /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc /usr/include  cdf.c ;stddef.h   	    
# |
 ! y$	%}{nwu	5$	~{wpu	/($(n)!|`(-


		} z z z$t|n{nw  $ %z	}zw(	(		,!	}{ m!!~|                u 
    /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc /usr/include  file.c string.h   	    
2#H} @%}H$
 $$t$t  }
$}$$
(
$yau_t{<(!vm)y,)0~N; ~	~}	%	~
{\0(%,(0~rvs t$xi z ~-x5r(Q 
E!
|	-I!	| ~	| 	~~
			wu)	
 ww	}(j% 8cqfj
 (!-.~	(!vs$cz*0)	d*utr#Vz       0        u 
    /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc /usr/include  array.c Wstring.h   	    
P %~v))$w---x 	(u)!!1 ! x5}z<~z<~z4~}}"(,u)}	5 $	$=}q 2$x*}
v*}
v*}
v&})B 4	9~a<
x<,8 $
yx 0
yo
	 	( @X(	r}9L	yx
u               U 
    /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc  dim.c +  	    
d$0!
  }
	%w9<~y(y(s	u"_|x 
{|<(-%~(}x~
,01~	n~~)!%)~
0-		y
|xw()	}
s,t~~752zv%               s 
    /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc /usr/include  var.c ʬstring.h   	    
r 	$$~	
$ w 
)^|%u${)$|%q Yy 	

	)~
$%8~	z(s	u{d|w8
v
{}| 		~x	oy(-%~(|x~(}w~8,!)~~	a'(%)~
$
|
(-	y	|yw,)	}	p	x,t~ 	~}	y<	$
 	,g/Hz	y	yuN']!	%/O{$y s	Ys
w,v$vy	z
z{-) )!$|wx|~~zv5 $~{               Y 
    /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc  putget.c   	    
.	)	x
~} 
z;0N	~,
v w	{~~}r!~}E
}~!	$r=
u~		u1)-r)	~sr||~00
} {,~@
:u!}
ZE}|yeQ{
yxw 
y	~
y.
"zh#	
$|vn v6!
		,
	.I0
"


"%	~"a	
	za2
 On\oj	zyrv}|	0	}{,		~~-xr~!, 9	~s|0 	y~p0%	~ ww{^~8,%	~~               y 
    /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc /usr/include/rpc  iarray.c types.h   	    
$w!K)
!| "){r")|	|{
	       y        t 
    /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc /usr/include  attr.c Lstring.h   	    
 $$-	
! |$	(
}
(|r~1~}u$,,{
("	
	x19"~x
\	y|v
r(	|l
1 1
}|{~ 
@
~{{8,%
v {
4  z	0!
	4%		y	
|xw0}y}|~-@ ~|z	)~5~
r o	|+4|52zv ){               X 
    /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc  string.c   	    
P	w $- 0e<$!|$0{$	
}|n(-	}{|{
4               Z 
    /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc  xdrposix.c _  	    
` ~	$xs %	
~x	
~x~%}	~y0
A~w{t}=}u~vr9,
Y}{}~y%=	v	x
~	
~%	%	  }v(		
}}$
~t	n	                W 
    /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc  error.c !  	    
@ Uy~	~)~!y
)                Y 
    /ClimateGroup/p2i/netcdf_irix6/netcdf-2.3.3/src/libsrc  sharray.c   	    
{-~
E$z/q	!	~~xuv        :         
     crtninit.s      	    
        8                                                        8                         
                              8                               )                       8                         p      Y@                       8       [                 '                            8       5                 /     %                       8       *                 U`      \                       8       G                       Hl                       8                        D0      d                       8                                                     8                        }                             8                         p      *                       8       %                 P      /                       8       '5                        Z                       8       )                 M                             8       +                 V|      =                       8       .                 0      OH                       8       5                       @                       8       7                 d      x                       8       :f                 @                             8       =g                         <                       8       =                 `                             8       A=                 	                              8       C                 	@      \                       8       D                 	)                             8       E                 	<      Q                       8       F                 	                             8       G                 	      >                       8       S                 	`                             8       TH                 	P      @                       8       ^L                 
p      `                       8       av                 
#                             8       e                 
2      <                       8       j                 
P                              8       n                 
d      `                       8       u                 
r       #                       8       y                 
      '                       8       a                 
                             8       `                 
                              8       D                 
P                             8       m                 
`                             8       P                 
@      P                       8       '                 
      D                       8                        
                              :                     found       tag_found                      .            ipick       read_array       #pick_slice       Kpick_sprite       tfill_buffer       write_stream_data       wr_as_real       lwrite_tios       restart_tios       Dlwrite_grid       llwrite_gmap       lwrite_var       lwrite_stream       restart_stream       do_gmap       6regrid_stream       `set_slice       set_define       read_range       set_range       find_var_by_name       *set_stream       ostr_time_init       isit_time                       TH      
      fcdcpy       reverse       revlongs       handle_err       +fstrncpy       Pnstrncpy       udimprod       itol       itolg       ltoig                *       ^L      *      cNCgenio                V       av            _NC_free_xcdf       xdr_4bytes       xdr_2shorts                       e      9      NC_open       NCtempname       NC_begins       UNC_vcpy       yNC_reccpy       NC_endef                V       u            NC_var_shape       NC_lookupvar       NC_hvarid                       y            bNCfillrecord       NC_varoffset       xdr_NCvbyte       /xdr_NCv1data       YNCvar1io       xdr_NCvdata       !NCsimplerecio       NCnumrecvars       NCelemsPerRec       8NCrecio                U       `            NC_attrarray       -NC_lookupattr       WNC_aput                      m            ofree_biobuf       new_biobuf       rdbuf       wrbuf       nextbuf       &bioread       Kbiowrite       qxdrposix_create       xdrposix_sync       xdrposix_destroy       xdrposix_getlong       !xdrposix_putlong       Nxdrposix_getint       zxdrposix_putint       xdrposix_getbytes       xdrposix_putbytes       xdrposix_getpos       .xdrposix_setpos       Zxdrposix_inline                0       '            ONCxdr_shortsb         B  . :;?@
@   B  %B  . <?  . ?@
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@  %B  . ?@
@  %B  . ?@
@  %B  $ >  . I?@
@  . ?@
@  %B  . ?@
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@  %B  4 <?  4 
  . @
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@  %B  . ?@
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?  4 
  . ?@
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  . ?@
@  %B  . ?@
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  . ?@
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  . ?@
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@  %B  4 <?  . ?@
@  . @
@  %B  . ?@
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  . @
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@  %B  4 <?  . ?@
@  %B  . @
@  . ?@
@   B           @	@                                  @                                               @	@                @	@                                ) C	AA E@%B%C%H%B%C%G%C%D%N%%	!	B	@8               @	@              H      X     p      P AE&_,B@!E"F)C*M#B(C'B$A%A+           H      X            AABCCD	BHCF
A@CMA        P      X     p       ACCABK@JJEFo             h      X            AUG@ACASDAHICBFJGCBE             P      X     `       AEC	B
D@DBAABAZ           P      X     P       A`EBCDAA
A@CadCG	E            @      X            l A`EBDABB
BB	D@Dh              X                                X             A         P      X            AEABCBABBDBAC[@b            8      X            A`EBCBB@D                     X     p                    @      X     p       APC	CMAEBKA@C             P      X            ACCBCDDA
ACIF	GC@ACB       0      X          l A0CCBK@            x      X           ACDG	DE@EAEDCjEDAO
AAAAA89<=>?u`              @      X    
       h AE"E#C(D$A@+C*A)C'D&C%         @      X    p       AEBBACBCAOD@        (      X    `       L A E@             H      X           A`ECACC
BA@CVAG	T            8      X          0 A@CCBCFH@              0      X            APEECE@                   X    "p       |             H      X    "       AEAL@JJEFFh            8      X    $       A`BCDGCE@                @	@              H          '       @ AEB
DEC	CCAAA@B              X          G      >t AO
G@CFEBAABA	BABABdAA        p          p       AE@CA
DCDCP	EC`IJC	CCC           x                T AF
BABBA@CCC	GKCB	UACCL	a           x                T AF
BABBA@CCC	GKCB	UACCL	a           P          @       AIUEVB^BWDbA@TDaAXAYAZB[B\A]A_A`Ac       @                 \ AAB	C
CCDG@EDB         p          ŀ      ( AH
GCDB@JA]	CCiIBAAA	Cw8O8F             x                0 AIDBDC@JA[DBeIBAD	I
[TA	D
dA
pV      (          @      SP AIB
D	BAEBB@DAEAC89?CJAABuLp:;@<=>\89?GAAAAX:;<UAN=>ݻAr:;NBL<=>?BJBA:;<=>ѺAO:;gBAa<=>ѽAHA:;v<=>                      R      "d AC
C	BACCCCD@B]AJ	@89A@HIV89θR89B89	B=89                   u       \ AR	DAA@DB
TDFBCDJDFCECHABNR
CCBJEC
DHBIE                    `       AIBBBA@C
C	EFFG
C	CMLG
L	CDM             (                 A GEE        8                 ACCU@H	@D@gU        X                 A!HCG@CALBOADrAA           0          @        A@ADCE@            H                	 AC	GFZ@BJFF]AD       H          0       ACLA@FI
HEXy	O                  ð                              P       BHFA@IWFAA	A
AWþBQBAGA58:;<=>?SLAAAAA8;<=>?I8A:LK:;DAAk>?       0          `       ApJB@C	@M@         0          P       , AO@KECAL	D
CCFJC
AAB	CAAHNp89:;M	B
FOJH;BBAC
B	SI;OAB	BJAAAF
L}89:;AB	A
BABBMHHx89:;       h                 AE@B
B	EDBBFPAB89A89fA89                              B          X                  AD	BFDHCB
CBF@	@CCE@              @                 AAC
E	BEFCDCC@         H                 AABCBCFA@V	W
L0h       X          #      X AFBBD@B	GBEA
AABDCA          @          (       ApAC	GA
ADEGBR@          @          ,       A`ACDCIBCD         @	@              (          /        A0L@                        00       x             @          0       AEICHA@GJJCKBLCMBNBOBP         @          7p        AF@CHPABCA	C
d         p          Rp       BCCBCDCAF
BlCA	X89;<=d:H
g	ACA89;                      ^p       AH@DBDBDCA	CA
IAAAAAAA89:;<=>?                      f`       BLFGA@CLCFVb8QAF	BBE
EA
EFCE	CAAAAAAAA89:;<=>?CEJFBB	YAAAAAAA?89:;<=>?                    z`      l BHH
A@DABBHDM	NAAAAY89:;<G	AABCBGCNFACC89:;<                          BFIBBB@FCFD
B	cBAAAAAAm89:;<=>?HA
BB	GBEDPA89:;             x                 AEADDAH@TWABB	A
AAAAAA89<=>?                         p                                                  0          p      8 A0CCBE@                                           P          @      h BFDFKBH@D
A	HN                              H AL	CDD@ECAAA
AAAMI?GQZYAOGACN;<=eH           P                  APD	FCCDDBFB                            0@ AP	BDB@M
ADBCGQCBHhGY
:ADCVFT              P          P       BIGH@CABA
DFH	                            A                            A          X          p       ApH@CCBBCA
FDD	              X          p       A`D@CCD	DCCB
BA              H                 A`DFBCBEBB         P                 APDDCEC
CCBB	            H                H A`DECBECBC         @                L A@CCCHDCEr          8           @       AACBBBCDE                  `       AP@F
C	BCDDCDCA	CABQCDCACGDBECFZICABBNGCMABBKCGC             @                h AFCFGAAAAAA@         x          "`      D BEB
C	D@FBECAAAAAAAAAAb89:;<=>?          x          (        AH	C
CB@DRCHCDBHk8XAEfGCECDC        `          @       AH	C
CBB@CA^TC[EO1EDP            @	@              `      "    U`       AHB	EAAAAB
A@HBIicfn        h      "    k       4 AAC	B
BFHEB@NDMHIrEI~LNI              "    r@       AOEEABA
B@HBM	UCRA	oIDl	{lA	YG(QSCN	U                  "    P      x AEMCCA	B@FBBB
pI
B[DB
PID*PBFODEKSqU                   "          @ AFD	E
D@HAAABKQBBAXB_ADL89:;<=\>?AFBBHFBLe89:q<\LAH?B>S=EJA;):<l89H`           `      "           AG	FEECB
AA@ECaEDGLD              @      "    ϰ      !4 ANCDCDAA	A
A@        p      "          
 ARAAA	A@
CCECDKGGE\CJLCE         @	@              p      '(            AFKAAB@CMKOACAB	bC
CLB	Kx           (      '(           D A0AD           P      '(    0       ApABB	BC
F@DPLAEC            0      '(    P       BIDGD            @      '(           AAB	C
C@BMAFEA         @      '(           AC	BBEDDH
FEM@               '(    $        AMH
A@CBBCIBI	VHCSDHIBDUF	^            @      '(    *       AD@CD
IF	DBCAP         @      '(    6      < AC
CBA	CCBEB               @	@              (      *8    D0       h A CI@          0      *8    D      X A0DP@C	@C@          0      *8    F        BDN@D	@A@          @      *8    G      \ AOECCAAAABB@               *8    Np       AFCBDAAA@CBB
J	JA	89:F~H	FBX
DAAI89:;C	GBW
DAAF89:;H	JBFG
KAM89:;CB[
D	DAAR89:;             *8    \       4 AH@CBCBA
E	NDCA	8CKA
H	mHF
BFK	wCL
CF	BrHJ
EF	BuCE
CFK	u          p      *8    g@      8 AMC@CGDBDHG
BL	PAAAAk89:;<=D       X      *8    n       AI@FJGWI
B	CAA,            `      *8    t`       AJB@CB
ZAAAAAAA	eE89            H      *8    v       ApA	CDCICCEB                *8    z      \ AQDDF@CECEFBF_BA9:;DJBJDBG8A                    *8           BIEMB@CBBCBHUFAA89:;DJBJDB                    *8                        (      *8    @        A`C[           0      *8    @       APCCDEB          0      *8            APCCCEBK       (      *8           4 A@T@             @      *8    @      H APC	EBECDA@CI                    *8                              *8    `                    X      *8           AJA@HGBABBA	A
                    *8          ` AI@CBC\ABAAA	A
AAAAAAAx89:;<=>?ACCYAAAA	A
AAAAAAAA89:;<=>?        8      *8    P        A@BECAAACF@        x      *8          X A]	HB@DBBB
BBCBDDEBJiA89:;<=?              *8    P      % AyI@DBBBCBPJECBAAAAAA	89:;<=>?                *8          
 AGCECABCQHJAChC@C"A!C#EcAAAAA 89:;<=>?AA!C#A"JB[AAA 89:;<         H      *8           AB7B9C8D:B5C6G4C3jJ3Wo         @	@              0      5          4 AA@0	 	@            0      5           AA@ 	@            8      5    	       ApA@	M 	@Bp@	 	@         0      5    |       @ APA@	A
K 	@          0      5          x AA@  	@            (      5    #4       A``              @      5    $      N( A#A@AAA 	@               5    r      
 A
A	A A@&A!A"A#A$A%YF	G	@B!"#$%@&o	G	@             @	@              0      7`    }       AA@ 	@             0      7`           AA@\ 	@             0      7`           AA@
 	@            (      7`    $       4 APJ               0      7`    X      | AA@	 	@            0      7`           ApA@
 	@                @	@              @      8    p       A`E@CBFD
C	BCBA          (      8    `        B DA@          (      8           T ACG@          0      8    P        A CCEA@            0      8    0        A CCEA@            0      8            ACC@B              0      8             ACDA@              0      8           P A0CC@BG            0      8    P      \ A0CC@BG            0      8          \ A0CC@BG            0      8           APECB@F            @      8          H AECC@FK
B	AABC         @      8           H AECC@FKB
B	ABC         @      8    p       AEBBC	C@FKA
AB         @      8          	X AEB	BCB@CEH
BJ         0      8          \ A@CC@BGK         @      8    @       APB	C
CBBBCBA@F          (      8    @       h ACD@          0      8            A0CCDC@            0      8    p        A0CCDC@            0      8    0       A@CGB@D              @	@              h      =    P       AE	BB
BBBCB@CEYGVHTHX            x      =    0        AO	GJK@ZAACAALBFtG
`9RJAG
OAQ9=>?         x      =    0       AHAECCEDC	E
DC@AG`FAD9:;<NNNAHZ>?AAF         p      =    0       AABBBCCEU
CA	T89:[BIE	BW
Eo89:;<=>             8      =           A`ABBBCCE            P      =          , ApABB	C
IC@AEDCBES         8      =           p AFE@PCY              p      =           AEBB@BLDACAOTMSHBBBCCY            @	@              H      A8            AGDBDBDBBA@EBL           p      A8           ASB	C
CCGAAA@CZj\MEbHYc\TGg         0      A8            AABB@J^        h      A8          ( AC	BDG
GEACB@AAAAATTK_NzVJV        @      A8    !      d APA	BEA
DAAAA              P      A8    &@       AABBB	C@RBBFD
y             `      A8    (      X ACDGJ@EGFEDCuKIGH~           P      A8    ,P       BPACB	CIGFCmNDDI         p      A8    /0       BGIA@HM_
EC	KIDA
BBGB	PJ           P      A8    F      $ AKJ@CCCBC	A
BB       P      A8    I@       BpDBIF@D	BB
BCJn            @      A8    K       A@BCCHBCGd            @	@              @      E    M       AABBCBFHCAA@         H      E    R       AFDMCBCAACA@AA             @	@              8      F`    V|       AA@	AA
 	@          0      F`    fT       ApA@	 	@              (      F`    h      H Ap              (      F`    k(        APk               (      F`    k      | Ap             (      F`    p\       A`B             (      F`    up       Ap"             (      F`    z      p AP              0      F`    |t        AA@
A` 	@         0      F`    }      
 AA@	 	@            (      F`           Ap             (      F`          p A`             (      F`    d        APn                 @	@              (      I     0       < ACD@          (      I     p       H ACG@          (      I            H ACG@                 I                        P      I             AD@DC$CBFB!B B"B#         @      I            A`ABB@BCCB
EAA	          @      I            ApBI	BA
CC@DBBA          @      I             AA	CA@BA
ECCCD         @      I           X APEBE@	FGECBG             (      I     0       A0CCC@       0      I     P       A AB@Bp            (      I     `        A AFD@       (      I              AJM@          (      I            AQK@          (      I              A0HBI@       0      I           P A0fFAI@            H      I     @       ApB
CBCE@[	QAJq              @      I     P       CpBBCBA@JBM	89        8      I     0      l C0BCBA@CW_M       8      I            APABCBCAA@           (      I     `       A0C@CD       @      I     p      @ AABCC@E
C	BBBA         @      I            ApAD@
D	CAAApDE          0      I     P        A BCCB@            P      I           $ AA	BD@AEBO
eFBP              @      I            H AEG@CGBBAFME         (      I     p       A0EF@E       (      I     ̀      X A`T@DD       0      I            A@EACB@C         0      I            A@EABEG@         @      I            AECACD@CCBCA                I     נ        A                I     @       A                I                          @      I            AECEC
BAAAA	A@         (      I     p        AI@             (      I             A0N@             P      I     ް      ( A`FC
B@H	ABBCDAd          H      I            A`CCABB@
BFAUE	r          @	@                    Rh          
 AJCBH@MEDPQA	A
GIBDCCDO<=>GvB]=>T<QDDA            X      Rh    0      T AICFD@AAAAAAAAA
A	AAAA         X      Rh          ` AICED@AAAAAAAAA
A	AAAA               Rh           AFFKFA@CAC	CABCC
CQABEwGM9JIK9AHIRBBL         X      Rh    	      :d AGKEEGEAA	A
AA@AAAAQMY         x      Rh    C      d AJK@C	ECBBBBF
AG
ERG	DDHHg          X      Rh    G`      , AfBFFH@BECACHTAC8:        `      Rh    R      
T AfBEODE@BATAAI_B9:            p      Rh    \       ABB	C
BFHH@EBDjDCUHHOADe           @	@                    V    d      | ALBFA@CCBCBB	A
[8M	G
TLBCgFH
RBCA             X      V    @       AQ@LB
CBJBE	BFr             X      V           AQ@G	CCEEDD
BWc                   V          #P AG@JNBEBAA	A
EYTcPqMSBOWRUKVITBE|YXWU        `      V           	 AEFB	KABAA
A@FJMWQOHM          @      V             AA	BCBBCDH
k@A        P      V           x BAD	CBBJBCCuK            P      V           BAD	CBCKBCC~L            @      V    P      "` AH
UFBAAAAA	A@         P      V           BAD	CBCKBCCvL              @	@              8      Z    @      H AB(B#F'C&C$E%L@"          (      Z            A CDK@       (      Z    @        A CDB@       (      Z            A CDK@       0      Z            A CFDC@            (      Z             A CN@                 Z                        (      Z           P ACI@          0      Z    0        A0CCBCB@         (      Z            AC!E@          (      Z    @        A CDB@       (      Z            A DM@          (      Z            A0GC@          (      Z    0       x A CEB@       (      Z           X A F@             @      Z           A`FEB@CBGLA8            @	@              (      ^            < ACD@            @	@                     ^p    `                           ^p                               ^p                               ^p    P                           ^p                               ^p                               ^p    @       X                    ^p           `                    ^p    	         h                    ^p    	 p       X                    ^p    	        `                    ^p    	0       h                    ^p    	       ,                    ^p    	       L               @	@              8      `    	       X ACFGBHC]DEEB@A             (      `    	        AACH@B         0      `    	@        A CFDB@            (      `    	        ACI@          0      `    	      @ APEBGBG@         0      `    	      4 APEBGBG@         (      `    	
         A HBF@       (      `    	
        A HBF@       (      `    	p        A0EEF@       @      `    	@        APC
CBECCD@BC	             @      `    	@        APC
CBECCD@BC	             @      `    	@       APBC
DBCD	BBA@             @      `    	`       APBC
DBCD	BBA@                    `    	                      @	@              X      d    	@      \ AJBGCBAA
DB	CFAAA@AGA              @	@              @      d    	)       CFE	D@FBAABAF
           @	@              @      e    	<      Q AMCFBBBAG
B@n	           @	@              X      ex    	       ALBAAAAA	AA@[
WU
D
k             @	@              (      f     	       < ACD@          (      f     	      T ApA	K@m
       (      f     	P       < A CD@          (      f     	        A M@             (      f     	        A N@             0      f     	        A@CCCD@            8      f     	`       APCCBCBA@EC        (      f     	       @ ACE@          0      f     	0        APCCC	DA@         8      f     	       ApC
CCBDBA@	           8      f     	       4 ACCBAC	E
BA@       8      f     	@      T ACCBACBE	A@
       H      f     	      D AF4B:D9C@<I;B6H8B5E7R             8      f     	       ACCBCBA@EJ       8      f     	        APCCB	DB@G              H      f     	       AGC@ECCBCCEI       H      f     	       AEDC@CFCCCEH       (      f     	`       H A CD@          (      f     	       ` A EE@          (      f     	       h A EM@          (      f     	       L A CH@          (      f     	       d A EL@          (      f     	@       P A CI@          0      f     	        ACCBE@           8      f     	        AACCCBBEA@       P      f     	0       AED@CBCCEIGLV            H      f     	       AEBF@CCCEAHG       (      f     	`       H A CD@          (      f     	       ` A EE@          (      f     	       h A EM@          (      f     	       L A CH@          (      f     	       d A EL@          (      f     	@       P A CI@          @      f     	      H AFCBF@CBCCNB         8      f     	        APCCIBA@C              8      f     	        ApC
DBEBA@	              8      f     	      d ACC
BCBDB@          8      f     	         APC	CCCCA@              8      f     	        A`CD	BDCA@
              8      f     	        APC	CCCCA@              8      f     	`        A`CD	BDCA@
              8      f     	         APC	CCCCA@              0      f     	        A@CCDC@            0      f     	`        A@CCDC@            8      f     	        APCCBBBCB@G        (      f     	       < ACD@          (      f     	       < ACD@                 f     	0                    0      f     	        APCCD@F            8      f     	       A0CCFA@C_D         @      f     	p       AB	CDBBBBB
F@E         (      f     	ƀ       x APMI@          @      f     	       0 AA"B BCCEDDDA@!         @      f     	0      L AA,B*B)C(C'E D%D&DA@+         @      f     	ɀ       AB	CDBBBBB
F@E         (      f     	̀       ` APGI@          @      f     	        AA#B!B CCEDDDA@"         @      f     	        AB	CDBBBBB
F@E         (      f     	       p A`KI@          @      f     	р      0 AA"B BCCEDDDA@!         @      f     	Ұ      H AA,B*B)C(C'ED%D&D A@+         (      f     	        < ACD@          (      f     	@       L A CH@          (      f     	Ԑ       L A CH@          8      f     	        A`A
BCCCAJA@	        @      f     	      ( AABB
BCCEC	GA@         (      f     	       < ACD@          (      f     	0       L A CH@          (      f     	׀       L A CH@          0      f     	        A@CCFA@            8      f     	ؐ        APCCBCB@C                @	@              8      vp    	`       APE@BBEEFA             @	@              @      v    	P      h A AAAA@o	@CUJAA                v    	       P                    v    	       P             (      v    	`       8 AA@J	@                v    	ݠ       L                    v    	       L                    v    	@                    @      v    	        A0AAAA@NG	@R@J@AA       @      v    	      $ AABACADAEA@A}	@AAAA       P      v    	        AABACADAEAFA@AL	@g@AAAAAA                    v    	       $                    v    	@       $             P      v    	p        AAAAA@S	@AC
DAB AB@AAA          P      v    	         AAAAA@S	@AC
DAB AB@AAA          X      v    	        AAAAAA@T	@AAC
DAB BC@AAAA         P      v    	        AAAAA@R	@AC
DAB BC@AAA          h      v    	P      < AA$A%A&A'A(A)A@#l	@AAAAB
FAB AC@#AAA'A&A%A$       P      v    	        AAAAA@R	@AC
DAB BC@AAA          H      v    	@       | A AAA@L	@B
DAB B@AA             0      v    	       ` A AA@R	@A           0      v    	        ` A AA@R	@A           0      v    	       ` A AA@R	@A           H      v    	        A AAA@M	@EB@C@
AB BDA         0      v    	       ` A AA@R	@A           0      v    	       ` A AA@R	@A           @      v    	@        AA@c
E	@B 
H	@B BE	@            @      v    	@        AAAAAA@WAAH	@A        X      v    	      ` AA$A%A@&T	@]AE
G@&B 
F@&A%A$B BE%A$                  v    	P      < AA2A3A4A5A6A7A@1W	@}AAAF
A@1AAB BJ6A5A4A2F
A@1AAB DA6A5A4AA2                 v    	       AA3A4A5A6A7A8A9A:A@2X	@zAAAAAF
A@2AAB EA9A8A7AA5A4A3                    v    	       AAQARASAUA@VWTTAABC
B	@AB IUATAQBRKUATAQBRC
D	@AB A
D	@AB AD	@AUAARAQ        h      v    	`      d AARASATA@UjBGSDRA
B	@AB B
G	@AB BD	@AASAR                    v    	        A
AAAAA@YACVAAAABC
B	@AB ALAABLAAABC
D	@AAB 
D	@AAAB E	@AAAA          `      v    	       A	AAAAA@Z	@IDA
B@AAB DAAA               v    	      | AA3A4A5A6A7A8A@2V	@EAAAF
A@2AAB AH@2A7A6A5A3B
EAB 
D@2AA7A6A5AA3B DA7A6A5AA3             v    
 p       AA3A4A5A6A7A8A9A:A@2X	@zAAAAAF
A@2AAB EA9A8A7AA5A4A3                    v    
`       AAQARASAUAVAWA@XVTC	@NAAAABC
B@XAB BR@XATAROVAUATCWAV_
E@XAUATAARAQB A
G@XAWAARAQB B
CWAVAUAAQB DWAVAUAARAQ                 v    
@      8 AAQARASATAUAVAWAXA@Y[	@GAAZAVA@YGAUBG
A@YAASAB B
DXAWAVAUAASAAQB 
G@YAXAWAAAQB BEXAWAVAUAASAAQ               v    
	      T A	AAA@YZAAE
B	@B BNAQ
J	@AAB B
I	@AAAB B
D	@AB AE	@AA            `      v    
       A	AAAAA@Z	@MDA
B@AAB DAAA         @      v    
        AAAAAA@WAAH	@A              v    
       AAAAAAAA@dAAAABD
B	@B BMAABLAAAABD
D	@B D	@AA           @      v    
p      @ AAA@tE
D	@B BI	@A            @      v    
        AAAAAA@[AAH	@A              v    
p      8 AAAAAA@]	@BKAABD
B@B G@AOAABAAM
E@AAB A
I@B A
DAAB FAA              v    
       AAAAAAA@^A	@NIAA@P
A@AAAB A
DAAAAB 
E@AAAB BDAAAA       @      v    
        AAAAAA@^AAH	@A        @      v    
`        AA@S	@M
E@B A
H@B             H      v    
P        AA%A+A*A)A(A@$bAAAH	@A          @      v    
0        AAAAAA@WAAH	@A        H      v    
        A AAA@M	@B
DAB BB@AA              @	@                       
p        AAAAAAA@KF	@BEACoAGAHA
D@AAAAAAAB 
B@AAAAAAAAAB 
A@AAAAAAAAAB 
C@AAAAAAB ABAAAA       H          
 p        APAA@XB	@HC
F@B 
G@AB B         0          
!p        A@A@X	@B
K@B        H          
"         APAA@Z	@AGC
E@B A
H@AB A        8          
#         A@A@X
J	@B BB	@                @	@              8          
#       l A BB@
N	@AB BA	@         @          
$@        A0A@FAB	@B
S@AAB            p          
$       A0AA@[j	@B
C@AB 
AB A
E@AB 
I@AB 
I@B AF@A            p          
&       A0AA@xG	@AB
C 
B@AB 
E@B 
F@AB B
J@AB F@A             h          
(       A@AAAAAAA@Q	@Uf
BAAAAB B@AAAAAA                   
*`       A0N@RMSGIG	@AB
D A
H@AB A
H@B B
H@B B
I@B AB
F@B B
E@AB AL
B@B 
E@B H@            @          
-        A0A@EAB	@C
S@AAB            X          
.       H A AM@W	@KB
D@B A
G@AB 
BB G@A             0          
/p       < AAA@I	@A           0          
/       < AAA@I	@A                     
/       AAAAAAAAA	A@
Xs
H	@AAAAAAAAAB iB	@
CAAAAAAAB AH@
A	AAAAAAAA          @	@              0      `    
2        AA@W	@
C H@        (      `    
3`        A A@u	@         X      `    
4P       A0AAA@M	@CA
AB AL
B@AB BG@AA           0      `    
60        AM@
F	@B BF	@       8      `    
6       | AA@K
D	@B AI	@              x      `    
70      @ A A@L	@OVFB
C@B 
H@B BEK@AG
D DB@F
G@AB B
C A
E@B A       p      `    
9p       AAAA@L	@_@B
CAB AD@B
CAB O@D
AAB ACA           @      `    
<        d AAA@J	@B
CB B@A              p      `    
<p       A0AAAA@OI	@D
B@AAAAB B
C@AAAAB BAAA                  `    
>`      t A@AA@LC	@J@T@R@D
EAB B
BAB A
CAB 
H@AAB 
I@AAB AW
H@AAB B        8      `    
A      h A A@C	@l@[@I
C            x      `    
CP      X A@AAAAAAO@e	@AAAAAAB
D AF@AAAAAA         0      `    
D        A A@R
G	@B G	@       0      `    
EP        A A@V
G	@B G	@      X      `    
F       H A	AAAAAJ@hBBe
B	@AAAAAAAB x
B	@AAAAAAAB AX	@AAAAAAl
F@AAAAAAAB ATAAABA
D@AAB 
AB A
A@AAAAAAAB B
A@AAAAAAAB BD@AAAA          H      `    
KP        A AA@N	@H@B
F@AB 
BB B          x      `    
L        A AAA@L	@\@B
CAB D@B
CAB R@C
BAB B
D@AAB CA                   `    
M      L A@AAA@Q	@HJ@E
F@AAB BT@AAJ
C AH@AAM@AAC
C AFA
B 
E@AB CA            @	@                        
P       p A0J@H
C	@B 
C	@B B
C	@B 
C	@B B
C	@B 
I	@B A
F	@B 
F	@B 
F	@B F	@            P          
Qp        AP
D 
D 
D 
D 
D 
D 
D 
D 
D            X          
R`        A J@C
J	@B BD
A	@B A
C	@B B
C	@B 
C	@B C	@       0          
SP      ( A AA@	@A         h          
W       APAAAAAA@fSIA
B	@AAAAB BGAAH	@AA           `          
Y0        A0AAAAAA@X	@V
C@AAAAAB ABAAAA         P          
ZP      @ A@AA@E	@CABs
E@AAAAB B                     
\      0 APAAAAAAA@F	@OC
C@AAAAB 
C@AAAAAAB Z
C@AAAAAAB D@HE
BAAAAB BKGAAAA              @          
^       A0K@P
R	@AB B
G	@B H	@        0          
_       T AAA@O	@A                     
`@      ` A`AAAAA@WAJ
F	@AAB BJ
F	@AAAAB BFQ	@M^AAAI
B@B BL
J@AAAAB h
A@AAAAB A
F@AAAB A
CAAAB 
E@AAAAB AG@AAA                @	@              0      (    
d        A0A@Z	@C
E K@       0      (    
ep       ` A A@E	@B
J@B       h      (    
e       A`AAAAA@	QB	@AIB@	DFACj@	AAAAAAG@	AAAAAB
BB 
BB 
J@	AAAAAAAB 
J@	AAAAAAAB A
F@	AAAB ADD@	AAAABE@	AAAAAAB
E@	AAAAAAAB 
AB 
CB 
H@	AAAAAB 
BAAAB ABAA                (    
i       A@AAA@M	@DADA]
J@AAAAAAB B
B@AAAAAAB B
A@AAB BA               (    
kP       A@AAAAA@T	@i
B@AAAAB A
B@AAAAB 
BAAAB AB@AAAA            (    
l       A`AAA@XDAAAC	@}AAAB@IASAAAAAGAAAAA
B@B B
B@B 
AAAAAAB JAAB
F@AAAB A
B@AAAAAAB 
K@AAAAAAB A
BB 
B@AAB BB@AA          H      (    
p        A L@S	@B
F@B B
C A
E@B AF@          (      (    
q       P AA@P	@           @	@                @	@              @          
r       $ A@AA@b
K	@AB AR	@A             @          
s0        A AA@E	@W
G@AB B              x          
s       A@AAA@
G	@AAB _
G	@AAB Bd
J	@AAB B
F	@AAB BT	@AA                  
y       ApAAAAA@SB	@CI@ABGACOFAj@AF@AAAAC
CAB 
BAAAAB 
K@AAAAAAB 
F@AAAB AFD@AAAF@AAACKAAC
F@AAB A
C@AAAAAAB A
CAB B
BAB BDAD
E@AAAB B
E@AAAAB A
B@AAAB A
BAAB BCAA                     
~       A@AAAA@IAAAA	@O@b@AK
DAAAAAB B
B@AAAAAAAB ABAA                  
@       A@AAA@M	@DADA]
J@AAAAAAB B
B@AAAAAAB B
A@AAB BA         @          
        AA@I	@I
J@B 
E C@              0          
       H AA@F	@B
D@B                  
       APAAAAAAA	A@V	@U@C@GJMK
BAAAAAB AAAAAAA                        
       A`AAA@XAAAhAP
I	@AAAAAB RAAAAFAQAAAAGAAAA
B	@B 
B	@B 
B	@AAAB KAAB
F	@AAB B
B	@AAAAAB 
F	@AAAB A
K	@AAAAAB B
B	@AB B	@AA                   
       A@AAADAAB@B	@Z
B@AAAAAAB B
A@AAAAAAB AAA             p          
      	 AA"A#A$A%A&A@(SG'CH%A	@H$[$BB%C%G"A%A$AA"B
E@(AAB AD#B%X%A$A#A"O%A$A"B#L%A$A"B#J@(A%A$A#A"B
BAB A
F@(AAB B
F@(AAB B
E@(AAB 
G@(AAA%A$A#A"B H
F@(AAA%A$A#A"B BK"B#m
C@(AAA%A$A#A"B 
C@(AAA%A$A#A"B 
I@(AAA%A$A#A"B 
H@(AAA%A$A#A"B 
E@(AAA%A$B 
E@(AAB A
G@(AAA$A#A"B 
K@(AAA$A#B B
I@(AAA%A$A#A"B 
G@(AAA%A$A#A"B A
F@(AAA#A"B 
BAA%A$A#A"B A
E@(AA#A"B B@(AA%A$A#A"                  
      | A0AAA@Z	@G@G@G@F@W@EG
A@AB 
BAB B
BAB 
CAB B
CAB B
CAB B
CAB B
E@AAB F@AA       8          
P        A A@FD	@
U@AB             @	@              `           
        A0AAAAAG@U
B	@AAAAAB AA	@AAAAA                    
       A0AAAA@W
L	@AAAB Cx
L	@AAAB B
H	@AAAB L	@AAG
B@AAAB A         8           
`       AAO
BB 
FB B         x           
       A@AAAAAF@	@AAAAF@AAAAAB
B@AAAAAB A
B A                    
      ( APAAAAAAA@\	@AAAAF@AAAAB
C@AAAAAAB A
BAB BA                       
      p A@AI@Z
B	@AB BD
E	@B A
F	@AB 
D	@AB 
D	@AB A
D	@AB AA	@A              x           
@      t A0AH@B	@BH@B]@AB
C A
A@AB 
A@AB 
I@AB 
B B
B BB@A       H           
        A@AA@T	@AGC
F@B B
H@AB A        8           
        A0A@U	@B
H@B A                        
P      | APAAAAAAAL@R
B	@AAAAAAAB HEFBDAB	@K@B
A@AAAAAB BI@AAAAM@AAAD
BAAAAAB B
H@AAAAAAAB B
A@AAAAAB 
AAAB N@AAAQ@AAAD
BAAAAAB BI@AAAAAAAB
C A
A@AAAAAAAB 
A@AAAAAB 
AAAAB BB@AAAAAAA              P           
       A AK@C	@zGHI
E@B BA
B@AB A       p           
       A0AEE@g	@O@AG
A@AAB A
AB A
AAB 
G@AAB AF@A                  
`       AAAA	N@
BA	@MB@
K@
AJPIAAADAAC^AA
J@
AAAAAAAAAB B
I@
AAAAAAAAAB 
J@
AAAAAAAAAB 
H@
AAAAAAB 
F@
AAAAAB B
C@
AAAAB 
E@
AAAB B
BAAB B
I@
AAAAB A
BAAB B
AAAB C@
AAA          H           
        A@AA@VB	@FC
E@B A
G@AB B        0           
        A0A@W	@B
G@B                    
        d
D                    
0       T                        
       A AAAAAAA@[	@AAB_
C@AAAAAAAB B
CAAAB B@AAAAAA                   
0       A"AAAA@KAAAAE	@Bp
B@AAAAAAAAAB 
A@AAAAAAAAAB AAA                  
      L A@AAA@R	@BEAn
H@AAAB 
F@AAAB J@AAG
I@AAAB 
BB 
A@AB CA              @           
0        A A@R	@H
G@B 
A@B                 @	@              H      X    
      | A0AAA@E
C	@AAB K	@AA            8      X    
`       l A A@E	@J
D@B A                    X    
       APAAAAAAA@YEO
C	@AAAAAB A
B	@AAAAAB AJ	@AAHDO
C@AAAAAB A
B@AAAAAB 
BAAAB BB
E@AAAAAB B@AAAAAA                    X    
p       ,               @	@              P      8    
        A@AAAA@_	@B
CAAB AS@AAA           0      8    
       p A A@E	@B
N@B        0      8    
0        A A@K
J	@B H	@       @      8    
        AAA@F	@^
B@AB A                    8    
ŀ      h APAAA
A@GAAAAA	B	@g
C@AAAAAAAAAB 
B@AAAAAAAAAB AAA            @      8    
        A AA@I	@T
A@AB A                   8    
ǐ       APAAAAAAA@K	@I@U@AE
BAAAAB AEAAAAF@AAAAAB
DB 
A@AAAAAAB B
A@AB 
D@AAAAAAB PAADAEARAAAAJAAA
A@AB 
A@AAB 
D@AAAAB BJ@AAAAC
F@AAAAAAB A
BAB AF@AAIAAAAI@AAAAC
CB 
A@AAAAAAB A
A@AB 
AAAAB 
AAAAAAB BAAAAA        h      8    
̠      , APAAA@W	@AMAB
G@B A
B@AAB 
G@AAB AA             X      8    
      8 A@AAA@[C
T	@AAAB A
H	@AAB B	@AA       P      8    
        A AAAA@P	@DEG
BAB BB@AAA              8    
      , A`AAAA@S	@FXAAUAHH@CIAAI@AAA
B B
B@AAB B
B@AAAAB MAA@B
F@AAB A
BAAAB A
B@AB A
B@AAAAB 
A@AAAB CAA         H      8    
        A0AA@_A	@B
J@B 
BB B@A                8    
       8 A`AAAAA@RCAKjAAN
G	@AAAB B
H	@AAAAAAB 
B	@AAAAAB B	@AA           8      8    
@        A A@S	@B
F@B A              H      8    
        A L@S	@B
F@B B
C A
E@B AF@          8      8    
        A A@FD	@
N@AB             @	@              `      @    
P      | A@AAA@Ge
B	@AAAB AGAF
B	@AB AO	@AA          8      @    
       l A A@E	@J
D@B A              @      @    
@        A0JAF@
R	@AAB I	@            x      @    
       A0A@I	@R
H@B A
B@B 
E@B AN@P@C
J@B A
B 
D 
B@B C
E@B B                 @    
        X               @	@              0           
`       0 AC@
C	@B A	@        8           
ݐ        A0A@GD	@B
P@AB B        H           
0        A AAA@X	@L
BAB AD@AA            @           
        AAF@P	@L
BB D@A              H           
        AAE@E	@J@B
BB 
A@AB A                     
`      x APAAAAA@
DAA	@EAA	d
I@
AAAAAAAAAB A
A@
AAAAAAAAAB AAAA                   
       APAAAA	A
A@G	@GAAAu@AAAAAD
AAAAB 
A@AA	AAAAAAAB AA	AAA              H           
      0 A AA@p	@I
E@AB 
A@AB B          H           
        AAE@E	@H@B
BB B
A@AB A         0           
`       p A AA@V	@A           @           
        A AA@N	@B
EB BB@A             @           
`       x A AA@P	@B
BB B@A              @           
       h AAA@L	@B
BB B@A              @           
P       h AAA@L	@B
BB B@A              0           
       | A A@S	@B
C@B        0           
@       | A A@S	@B
C@B                    
       8             `           
        A0AAAA@U	@M@B
G@AAAB A
BAAB BAA                     
                    0           
0       @ AAA@J	@A                      
p       A@AAAAA@C	@AC
CAB 
B@AAAAB 
G@AAAAB F@AAAA           @	@              @      ɰ    
@      ` AA
AAAA@	FAAG	@A       8      ɰ    
        A`AAA@
lI	@A               @	@              `      `    
      P A@AAAA@r	@AF@e@f
A@AAAB AAA                `    
       APAAAA	A
A@IAAA	@e@AAAJ@AAAAAAAB
C@AA	AAAAAAB A
BB 
BA	AAAB 
C@AA	AAAAAAB BA	AAA              @	@       as::6.01:crt1text.x as::6.01:crt1tinit.x    ld64::6.00: be::6.02:dyn_main.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.02:barotropic.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.02:dyn_forc.o -G8 -TENV:PIC -m1 -O3 -TARG:abi=64:isa=mips4 be::6.02:dyn_new.o -G8 -TENV:PIC -m1 -O3 -TARG:abi=64:isa=mips4 be::6.02:dyn_topo.o -G8 -TENV:PIC -m1 -O3 -TARG:abi=64:isa=mips4 be::6.02:dyn_baro.o -G8 -TENV:PIC -m1 -O3 -TARG:abi=64:isa=mips4 be::6.02:dyn_dens.o -G8 -TENV:PIC -m1 -O3 -TARG:abi=64:isa=mips4 be::6.02:dyn_io.o -G8 -TENV:PIC -O0 -m1 -TARG:abi=64:isa=mips4 be::6.02:dyn_mem.o -G8 -TENV:PIC -O0 -m1 -TARG:abi=64:isa=mips4 be::6.02:dyn_c.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.02:dyn_subs.o -G8 -TENV:PIC -m1 -O3 -TARG:abi=64:isa=mips4 be::6.02:dyn_xir.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.02:dyn_glob.o -G8 -TENV:PIC -m1 -O3 -TARG:abi=64:isa=mips4 be::6.02:dyn_tios.o -G8 -TENV:PIC -O0 -m1 -TARG:abi=64:isa=mips4 be::6.02:sio.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.02:dyn_hflx.o -G8 -TENV:PIC -m1 -O3 -TARG:abi=64:isa=mips4 be::6.02:dyn_filt.o -G8 -TENV:PIC -m1 -O3 -TARG:abi=64:isa=mips4 be::6.02:pgentc.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.02:call.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.02:senq_dens.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.02:daio.o -G8 -TENV:PIC -m1 -TARG:abi=64:isa=mips4 -O2 be::6.02:y12mfe.o -G8 -TENV:PIC -m1 -TARG:abi=64:isa=mips4 -O3 be::6.02:y12mbe.o -G8 -TENV:PIC -m1 -TARG:abi=64:isa=mips4 -O3 be::6.02:y12mce.o -G8 -TENV:PIC -m1 -TARG:abi=64:isa=mips4 -O3 be::6.02:y12mde.o -G8 -TENV:PIC -m1 -TARG:abi=64:isa=mips4 -O3 be::6.02:fodb.o -G8 -TENV:PIC -m1 -TARG:abi=64:isa=mips4 -O2 be::6.02:codb.o -G8 -TENV:PIC -m1 -TARG:abi=64:isa=mips4 -O2 be::6.00:jackets.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.00:putgetg.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.00:cdf.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.00:file.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.00:array.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.00:dim.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.00:globdef.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.00:var.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.00:putget.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.00:iarray.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.00:attr.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.00:string.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.00:xdrposix.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.00:error.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4 be::6.00:sharray.o -G8 -TENV:PIC -m1 -O2 -TARG:abi=64:isa=mips4  as::6.01:crtninit.x ld64::6.00: ld64::6.02:  .interp .MIPS.options .dynamic .liblist .MIPS.symlib .msym .dynstr .dynsym .hash .MIPS.interfaces .MIPS.stubs .text .init .rodata .data .lit4 .lit8 .sdata .got .srdata .sbss .bss .MIPS.events.init .MIPS.post_rel.text .MIPS.events.text .MIPS.content.data .MIPS.content.rodata .debug_info .debug_pubnames .debug_weaknames .debug_line .debug_aranges .debug_funcnames .debug_abbrev .debug_frame .comment .shstrtab                                                                                                                           	p                          `                                                                               p               (      (       <                       )p               d      d                             6p              L      L      0                         <                           y                          D               :       :       E                       L                                                   Rp             0      0      `                         c                                                    o                          
O$                         u              
     
                                {                             5                                        5      5       r                                 0      E     E                                      0      H     H                                            J     J                                             NH     NH                                            `     `                                             l     l                                               m     l      w                           p  !                    p                                 p  !                     p                              p  !                          CC                         p                             	                         p                                                    p                       ~      ^                          p                       c      (f                         0p                       B       0                         Ap                       r      }                         Mp                                                       \p                       )                               mp                       1      T                         {p                      9                                                             
                                                                               map/            839437473   1572  1572  100444  2499      `
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map2/           839437670   1572  1572  100444  1363      `
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z61,w11,z17,w4,z78,
z60,w14,z14,w6,z77,
z60,w14,z13,w9,z75,
z46,w8,z6,w17,z8,w11,z75,
z46,w8,z5,w19,z5,w14,z74,
z46,w8,z5,w19,z2,w17,z74,
z46,w8,z4,w40,z73,
z46,w9,z2,w42,z72,
z46,w9,z1,w44,z71,
z47,w54,z70,
z47,w55,z69,
z47,w56,z68,
z47,w56,z68,
z46,w57,z68,
z44,w59,z68,
z44,w59,z68,
z44,w59,z68,
z44,w59,z68,
z43,w61,z67,
z43,w61,z67,
z43,w61,z67,
z43,w61,z67,
z43,w61,z67,
z43,w62,z66,
z42,w63,z66,
z38,w67,z66,
z37,w69,z65,
z32,w75,z64,
z32,w75,z64,
z28,w79,z64,
z28,w79,z64,
z18,w90,z63,
z17,w91,z63,
z14,w94,z63,
z2,w106,z63,
z2,w108,z61,
z2,w110,z59,
z2,w112,z57,
z5,w112,z54,
z6,w115,z50,
z8,w120,z43,
z10,w124,z37,
z12,w123,z36,
z14,w126,z31,
z14,w132,z25,
z13,w143,z15,
z13,w143,z15,
z13,w143,z15,
z13,w143,z15,
z13,w143,z15,
z13,w143,z15,
z14,w140,z17,
z15,w139,z17,
z16,w137,z18,
z17,w136,z18,
z18,w133,z20,
z19,w132,z20,
z20,w130,z21,
z21,w128,z22,
z22,w126,z23,
z24,w124,z23,
z26,w122,z23,
z32,w116,z23,
z34,w114,z23,
z36,w111,z24,
z37,w110,z24,
z40,w107,z24,
z41,w106,z24,
z43,w104,z24,
z44,w103,z24,
z44,w103,z24,
z46,w100,z25,
z47,w99,z25,
z48,w98,z25,
z48,w98,z25,
z49,w98,z24,
z49,w100,z22,
z50,w101,z20,
z52,w99,z20,
z47,w107,z17,
z47,w109,z15,
z47,w112,z12,
z47,w114,z10,
z48,w117,z6,
z49,w121,z1,
z52,w118,z1,
z53,w117,z1,
z53,w117,z1,
z53,w116,z2,
z53,w116,z2,
z53,w115,z3,
]

mask2full/      839514141   1572  1572  100555  49672     `
ELF                          @      0   @ 8  @ $ #             @      @      @      P      P                                                  p                            `       `                                   0      0                                                                                                   /usr/lib64/libc.so.1    (          
O    L      0                                                          @                               
                                                      p             p            p             p  
           p  (           p  '           p             p             p         r    p             p         8    p  &           p  %           p  %                      p  -    P    p  )         p  	     8             `             q                 p  $     t    p           p           p      p    p  *         p  ,                          `/.8  j      q/𪚔  y      .01                                                                                        :        ?   ?       (   o_      d   dt    5    5       50t    50x   Y       5    I   '$      х    m   ]     pT    sZ@    o    |   j   :l4   O   c?   |   n   i   eԟ   e   f   _/   h/   i/   e   [    Z   `/   ]/    l   \    l   \    k   [    ɣ    eɣ   wOt     lD    \D    e`R   ]           7   .%    yZ@   `   y   .$   /   U   l    yY   *$   +   `T   $      ]$   ת   *@      ʈ    m    lܳ      y   [   	   @   y   6       mf      
J	   
y    m,   F   <   
i   F   cm   
d   =   ѫ   l    t,?   	A   \   f   e   n/   
   S   S   ,    .text .init __start exit _environ main __rld_obj_head __Argv __istart __readenv_sigfpe __Argc _mcount .debug_info .debug_pubnames .debug_line .debug_aranges .debug_frame .debug_abbrev MAIN__ _main_ s_cmp s_stop s_copy files_ inout_ inp_file_ inp_int_ read_mask_ write_mask_ e_wsle64 s_wsle64 __kai_do_lio64 f_open064 s_cat inp_def_ ichar inp_wnxt_ e_rsli64 s_rsli64 f_clos64 int log10 real e_wsfe64 s_wsfe64 do_fio64 do_fio64_1dim write_mask__ f77vfmt_com_ r_lg10 iargc_ getarg_ mlen_ .sdata .rodata .srdata .lit4 .debug_weaknames fseek fgets strchr strcpy strtok strcasecmp strcmp prtstop1 __iob fprintf fclose strdup fopen inp_trace_ inp_vrnt_ strlen strncpy sprintf ftell inp_sect_ sscanf fflush inp_flt_ inp_dbl_ inp_str_ strpbrk inp_iarr_ inp_rarr_ inp_sarr_ inp_any_ memmove inp_days_ tolower inp_date_ inp_inxt_ inp_fnxt_ .lit8 .bss .sbss .debug_funcnames libftn.so sgi1.0 libm.so sgi1.0 libc.so.1 sgi1.0 _end end _edata edata _etext etext __elf_header _ftext ftext _fdata fdata _fbss fbss __program_header_table __dso_displacement                                                             @                  ;   s               $   g               O                                     0  O                B               R`         p                     Y       \         >     p                                     I            (  D           $                                           @                                          x                  |                M                                                    _                                             r      C         }      Dx              E               G              I@      |        J              L      P        P      x        U\              [              h`               k       8  *      m         4      nd               p(                p(                                                                                                           (      p                                       P                                                                            #        (      <   G        8                  H                  X                 h                 x       <                 @  %               D  4                 >              L  ]                 f               @  o               @                 <                 @                 @          (       D          8       L          H       (          X                h      h          x      @                  H  '                 .                 5                 @               D  V              <  ^              t  e               t  l                                $          (                 8                 H      T          X                 h      t          x       x                                   H         !|              -              6                6              ?L        G      B<       `         B                FL      t  D      mX       p  S      o         >      p           7                X                             d      r                  
                  \                   9   N                 C   X           `                           "                    =                           ^           %           c   Q      b                       P       L   Z         i          6                                                     8            ]                   T                  ?                       o                                   (           R       	                 @       a          <   $                      )   W       p      ;             /          3   A                H   >           -          h       !   +   #   g   *   &   '   O           :   ,   m   .   5   0   1   2       4       D   7   n           d   B           M       S   F   E           G   I   J       K               U   q   e                       V   Y   _           [                                       f       j   k   l                                         ߙLx% 	4 ;ߙLx% 	4 <ߙLx% 	4 =ߙLx% 	4 >ߙLx% 	4 ?ߙLx% 	4 @ߙLx% 	4 AߙLx% 	4 BߙLx% 	4 CߙLx% 	4 DߙLx% 	4 EߙLx% 	4 FߙLx% 	4 GߙLx% 	4 HߙLx% 	4 IߙLx% 	4 JߙLx% 	4 KߙLx% 	4 LߙLx% 	4 MߙLx% 	4 NߙLx% 	4 OߙLx% 	4 PߙLx% 	4 QߙLx% 	4 RߙLx% 	4 SߙLx% 	4 TߙLx% 	4 UߙLx% 	4 VߙLx% 	4 WߙLx% 	4 XߙLx% 	4 YߙLx% 	4 ZߙLx% 	4 [ߙLx% 	4 \ߙLx% 	4 ]ߙLx% 	4 ^ߙLx% 	4 _ߙLx% 	4 `ߙLx% 	4 aߙLx% 	4 bߙLx% 	4 c        $ g $g`%     < d g|<  -  <- 0-!|<  %<-  %&  <     ! <-!4$  <   <-!,%  9$  	    <     !<-9 	    <     !<  <-<    -9<   (-܄4 0-ܥ,ƀ|  ܥ   	  <   @ %<-   !9 	       ''    %< =$!
/%- @ 8< $! 0 9- (ߙ 	   !߁<ߙd$  	$ Pg gDߙ$  	$ $ g ߙg 	 0% g gLߙ$  	$ $ g ߙg 	 0%       !  &   !$ |xߙ 	gx  g$ g ߁lߙ d&  	$   g$ g  ߁<ߙ  d&  	$ Pߙ   	   !  gߙ  (% 	   !<'-ߙg g  g  	g ߟlg ߙ߄<$  	  8%@    !      !ߙ$ $ ߄<gT 	   ! $     !ߙ$ $ ߄<g\ 	   !$ ̯߁<$  @H8PX( ߙ0g 	gȯ  g g <g $!ߙ- 	d'  ߼ 0ߡ (߿ @߰ 8%   %g       (08< ߡ $B% Y-!    ߁ld! gd% ߙ$ P 	$ 	߁ld! gTd%  ߙ$ P 	$ 	$ 0 lg p$ Pgd $ gE xg pg ߙܯ g 	$ QgE$ Qߙ$ Q 	g$ Qߙg 	 (%@   !ߡ8$ ?  $  h߿(   dߙ$  	g8@M   !ߙ$ $ gl 	g8 @%g8gtߙ$  	$  @%g8g|ߙ$  	$ .A .#  + + #%,B  + + "%  .   !߿   $  ` `?* !   !     d    d  `       - / `     dEߢ0 d- E- !7 l C- &#A   `$!  ` `!*    ! d$ d G   !ߙ$ $ g 	g8 @%g8gߙ$  	$  @%g8gߙ$  	$  @%g8gߙ$  	$  @%g8gߙ$  	$  @%g8gߙ$  	$ . .  @+ 	H+	@%.i  @+ 	H+	@%.I  @+ 	H+	@%.)  @+ 	H+	@%,I  @+ 	H+	@%     !g9    0 ($ 8$ ߙ @ 	g g H$ g ߙ g \ 	$ ߙ䯢 H 	   ! H h \! h߿  h  $!*   !ߙ$ $ g 	g8@    !$  Xߙ$ $ g 	g8@    !$  Xߙ$ $ g 	g8@    !$  Xߙ$ $ g 	g8@    !$  Xߙ$ $ g 	g8@    !$  Xߙ$ $ g 	g8@    ! X h \# h `$9 `?*    !     d    d       / `     dEߢ0 d- E-  C- XA   `$!  ` `!*    !ߦ  h  $ |   !$  h d% d  u   !ߙ$ $ g 	g8@:   !g9    0 ($ 8$ ߙ @ 	g g H$ g ߙ g T 	$ ߙ䯢 H 	   ! H d T#'  d d   ! d T "!$! d P P 9*  >   !ߣ k  $  ` `c*` /   ! P (   d  0           0  P  ( ` 8  @      (-  / @  dߤ0 (   - (  - (/ `  0 8 dߥ0 0- (- 0 (-     `$  ` `d *   ! P%J P PYP*@   ! d%k d d    ! %߿ ߰߱ ߲ ߳ ߴ ߵ g`    !ߙ$  	g8@[   !     !gT $ Pgd $ $ Q ߙgg  g  	gg$ Qߙ$ Q 	g$ Qߙg 	 (%@ V   !ߡ8   ߡ(!   dߙ$  	g8@ ~   !߿   $  h h?* *   ! h  -!7 l "# L L     ! L(c ` {   !   0  d 8      (  ( (/ h  0 8 dߥ0 0- (- 0 (- L   h$  h h$ *   ! d%) d d     ! %߿ ߰߱ ߲ ߳ ߴ ߵ g`    !ߙ$  	g8@   !  4   !$ ߙ  	gg$ ߟl Hg g ߙ g 0 	$ .ߙ H 	   ! H$ ߙ  	gg$ ߟl Hg g ߙ g ` 	$ )ߙ H 	   ! Hgߙ  (% 	   !$   ߙ  	g  H %߿ ߰߱ ߲ ߳ ߴ ߵ g`    !$ ߙ  	g Hg$ ߁lg d! ߙ d&  	$ #g H$ g ߙ g h 	$ g H$ g ߙ g d 	$ ߙ H 	   ! Hߙg 	  (% %߿ ߰߱ ߲ ߳ ߴ ߵ g`    !g%g`  (08ߡ(< !  $B8    Y-ߡ0"  ߁ "  ߁  !  ߃߂߁b  > $ ߁l d!  d! ߙ  	g Я ($ g @ߙg @ߦ( 	$ ߙ ( 	   ! ($ ߁l d!  d! ߙ  	g Я ($ g Hߙg Hߦ0 	$ ߙ ( 	   ! ($  ԯ ߙ  	g ߙ ( 	   ! (ߡ !   +   !$ ߟl g  g ߙ  	g ߙ ( 	   ! (߿0   8 8b   !     8   C       /d$ߡ8   $-  "-!  4 4     !$ ߙ$ g 	g < 4$     !$ ߙ$ g 	g < 4$     !$ ߙ$ g 	g < 4$     !$ ߙ$ g 	g < 4$     !$ ߙ$ g 	g < 4$     !$ ߙ$ g 	g <$  0߿(  $  , , *    !     8    d       / ,     dEߢ8 d- E-  C- 4B  "    ! 0$  0  s   !$ ߇l d  d ߙ  	g g ($ g Pߙ Pg < 	$ g ($ g Xߙ Xg 0 	$ ߙ ( 	   ! (   @  8 	H 	    8  8 8/ ,  @ 	H dߧ8	@- 8- @ 8-   4 4    !$ ߙ$ g 	g < 4$     !$ ߙ$ g 	g < 4$     !$ ߙ$ g 	g < 4$     !$ ߙ$ g 	g < 4$     !$ ߙ$ g 	g < 4$     !$ ߙ$ g 	g <$  0 ,$!  , ,ߡ  "* l   !$ ߃l dc  dc ߙ  	g g ($ g `ߙ `g < 	$ g ($ g hߙ hg 0 	$ ߙ ( 	   ! ( 8$c 8 8`   !  M   !$ ߟl g  gߙ  	g ߙ ( 	   ! (߿0   8 8 8   !$ ߁l d!  d!(ߙ  	g Я (     8   #       /dEߢ8  $  E-  p C-ߡ(gdE g ,g p!    g x x$ g ߙ $
  	$ ߙ ( 	   ! ( 8$! 8 8    !$  ԯ gߙ  	g ߙ ( 	   ! ($   ߙ   	g  (߿   $  #   !$  ԯ ߙ  	g Я (g$ ߁lg d! ߙ d&8 	$   (g$ ߙ g ߆< 	$ ߙ ( 	   ! (  !   !$  ԯ ߙ  	g g$ ߟl (g g ߙ gX 	$ ! (g$ ߙ g ߆< 	$ ߙ ( 	   ! (߂ߡ A  ߂ߡ A ߼ ߡ ߿ %   %g  <  $!H @X% 9- 0ߡ 0!  $ "    !cD  F  ߙ  	g F  D  $c     ߼ ߿   g paD F`ߙ  	g F  MD $!     ߼ ߿  g p    !g  < $!Ԑ  9-ߙ$ 	   !   ߁ld% ߙ߄<$  	  8%߂<߁ldD d% ߙ$ P 	  8%   "*  e   ! '  ߙ,$ Pg 	g ggߙ$ P 	$  @%ggߙ$ P 	$ . ,A  + +% L   !ߙ$ $ Pg 	g@ ,   ! '  ߟ<ߙ,$ Pg  	g $ ,ߟ<(g 0$ P8@HPX`hpx|ߙg( 	g  $       !ߙ$ $ Pg 	g@ 	   ! '  ߙ,$ ߅< 	g    "*    ! `   !ߙ,$ Pg 	g$  į ߙ  	g ߙ   	   !  $  į ߙ  	g   $  g $  0gߙ  g 	$ P @X%  P%  *   H%jH#ߟlg g 4$ $ j (ߙg g 0 8g  	gߙg 	$ P @X%  P% *   %j#ߙ$g $f g 	gTߙg 	$ P$G ߙgTg  	gߙ   	   !  $  į ߙ  	g ߁l  $ d! g @d&ߙ @$ % 	gߙ   	   !  $  į ߙ  	g ߁l  $ d! g Hd&ߙ H$ & 	gߙ   	   !  $  į ߙ  	g ߙ   	   !  $  į ߙ  	g  @X%ߟl$ g   ߙ$ /g Pg P 	gߙ   	   !  $  į ߙ  	g g$ ߟl  g Xg ߙ Xg 	$ +ߙ   	   !  $  į ߙ  	g ߙ   	   !  $  į ߙ  	g g$ ߟl  g `g ߙ `gH 	$  ߙ   	   !  $  į ߙ  	g g$ ߟl  g hg ߙ hgh 	$  @P%ߙ 	    $  į ߙ  	g   g$ ߁lg pd! ߙ pd& 	$ ߙ   	   !  $  į ߙ  	g   g$ ߁lg xd! ߙ xd& 	$ ߙ   	   !  $  į ߙ  	g   g$ ߁lg d! ߙ d& 	$ ߙ   	   !  $  į ߙ  	g   g$ ߁lg d! ߙ d& 	$ 4 @X%ߙ 	    $  į ߙ  	g g$ ߟl  g g ߙ g  	$ *ߙ   	   !  $  į ߙ  	g g$ ߟl  g g ߙ gP 	$ *ߙ   	   !  $  į ߙ  	g ߙ   	   !  gߙ  (% 	   !߼ ߿ ߰ g     !g< $!  X% 9- $       ߢ    C-D   $*d  ߢ ( ! C-8! 8  +  +B $$(B  + + "$     !  $      8 ߦ    8-D   (* 8 ߦ ) ! 0-8 9  (+ @+ ($(  (+ 0+ ($   !  %)  `% g Pg     ߙ4߄dߥ  	  0%߁ld$ߙ<$  	߆d@ @   !ߟlgߙD   	g@ 0   !߁ld!߂lߙLdE 	d$ ߙT߁l @ % 	d%  ߡ        !     !ߙ\ߤ   	g@    !  %߿ g P    !߿    $ +    !ߙdߡ  ߥ   	d$ @    !$ ߿ g P    !ߙ<߁l߆d$  	d$@   !  %߿ g P    !g    ߁|  	  %߂TdY@`߅|ߦ  	$ @    ! 
   !߁Td9@`ߦ   (% 	$ @    !$  %߿ ߰  g P    !g   < $!% 9-  ߁tߙld$ @ߥ  	ߦ ߙ 	$ %߿ ߰  g P    !g < $!Ȱ   9- ߁d     !ߙt߄d 	   !     !ߙ| 	ߤ ߟlgჀߙT @ % 	d% ߙ @ % 	gdߟd    !ߙ| 	ߤ ߁ld!ߙT @ % 	d% X߁ld!d$ (ߙ @(% 	   !     !t|$ ߼  ߿ g P    !g < $!Ǽ   9- ߁l     !ߙt߄l 	   !     !ߙ| 	ߤ ߟlgჀߙT @ % 	d% hߙ @ % 	glߟl    !ߙ| 	ߤ ߁ld!ߙT @ % 	d% ߁ld!d$ xߙ @(% 	   !     !$ ߼  ߿ g P    !g <  $! 9-  ߙ| 	ߤ ߁ld!ߙT @ % 	d%   ߙ 	ߤ  g  ߙ @0% 	ߥ  ߡ !       !ߙ 	g   ]-߿ d$  ߙg   	   !     !ߙ| 	g  t߁Td9@`߆t  (% 	   %@    !ߙ 	߄d  ||$ ߼ ߿ g0    !g < $!  9- ߙ| 	ߤ ߁ld!ߙT @ % 	d%   ߙ 	ߤ  g  ߙ @0% 	ߥ  ߙ| 	g  t߁Td9@`߆t  (% 	   %@    !ߙ 	߄d  ||߼ ߿ g0    !g <  $!  9-   (ߙ| 	ߤ  ߁ld!ߙT @ % 	d% ߁Td9A @ % 	   !@ $   !ߟlgߙTg  	   %gg  ߙ @ % 	   !$ _    !ߙ| 	ߤ  ߁ld!ߙT @ % 	d%߁ld!d$ ߙ @(% 	   !     !     !߿ (         !ߙ| 	ߤ  ߃ldcߙT @ % 	de0߃ldcde ߙl߄l @0% 	  ߙ߄l 	   !     !  ߼ ߿  g `g <  $!Ì 9-   (ߙ| 	ߤ  ߁ld!ߙT @ % 	d%@߁Td9A @ % 	   !@ $   !ߟlgߙTgP 	   %g g  ߙ @ % 	   !$ _    !ߙ| 	ߤ  ߁ld!ߙT @ % 	d%߁ld!d$hߙ @(% 	   !     !     !߿ (         !ߙ| 	ߤ  ߃ldcߙT @ % 	de߃lǡ  F adcdeߙl߄l @0% 	D' ߙ߄l 	   !     !Ǡ  ߼ ߿ g `    !g <  $! 9-   (ߙ| 	ߤ  ߁ld!ߙT @ % 	d%߁Td9A @ % 	   !@ $   !ߟlgߙTg 	   %gg  ߙ @ % 	   !$ _    !ߙ| 	ߤ  ߁ld!ߙT @ % 	d% ߁ld!d$ߙ @(% 	   !     !     !߿ (         !ߙ| 	ߤ  ߃ldcߙT @ % 	de ߃ldcdeߙl߄lס   @0% 	D' ߙ߄l 	   !     !נ  ߼ ߿ g `    !g  < $!   9- ( 0ߙ| 	ߤ  ߁ld!ߙT @ % 	d%0߁Td9A @ % 	   !@ 0   !ߙ߁lg 	d$  ߿      !ߢ  ߙDߡ  E   	d$  ߡ      !ߙ| 	ߤ  ߟlgჀߙT @ % 	d%`ߟlgg@ߙ @(% 	   !     !ߡ    ߡ  ߙLߤ 0d%  	   !     !߿ 0ߡ (    !ߙLߤ 0ߥ ( 	   !     !    !ߙ| 	ߤ  ߁ld!ߙT @ % 	d%߁ld!d%pߙl߄l @0% 	ߧ 0ߙ߄l 	   !     !ߙ 	ߤ 0  ߼ ߿ g `    !g   <  0$! 8 9- @ Hߙ| 	ߤ 0߁ld!ߙT @ % 	d%߁Td9A @ % 	   !@    ! ߟlgߙTg 	   % ߿  "   !ߙ<߁l߆d$  	d$@ |   !ߟlgߙD   	g@ t   !߁ld!߂lߙLdE 	d$ ߁ld!ߙT @ % 	d% ߡ   c   !ߙߤ  	g@    !  $!     ߿ H0-ߙߤ g 	   !  N   !  $B     ߡ H "0-ߙߤ g 	   !$ A    !ߙ| 	ߤ 0ߟlgჀߙT @ % 	d% ߟlggߙ @(% 	   !     !߁ld!ߙTd% 	   % ߡ     !ߙ<߁l߆d$  	d$@    !ߟlgߙD   	g
@    !߁ld!߂lߙLdE 	d$ ߁ld!ߙT @ % 	d% ߡ     !  $   !߿ 8   ߿ Hߡ @    !      "*     !     (  ߣ @    e- (ߤ H  -c      $c       d*`   !     ! @   !ߙ| 	ߤ 0߇ld烀ߙT @ % 	d ߇ld烀ߙl߄l @0% 	d      8*     !     ߿ H-ߙl߄l   	g  ' $ 
      	   !ߙl$  ߄lg 	   !     !   *   !ߙl߄l 	g$ߙ߄l 	   !     ! ߼ ߿   g pg (  <  0$!h 8 9- @ Hߙ| 	ߤ 0߁ld!ߙT @ % 	d%0߁Td9A @ % 	   !@    ! ߟlgߙTg` 	   % ߿  "   !ߙ<߁l߆d$  	d$@    !ߟlgߙD   	g*@ |   !߁ld!߂lߙLdE 	d$ ߁ld!ߙT @ % 	d%p ߡ   k   !ߙߤ  	g- ߿     !ߡ ߢ "    !  $      ߣ H d0-ߙߤ g1 	   !     !  N   !  $!     ߿ H0-ߙߤ g4 	   !$ _    !ߙ| 	ߤ 0߁ld!ߙT @ % 	d%߁ld!d$ߙ @(% 	   !     !ߟlgߙTg@ 	   % ߿    !ߙ<߁l߆d$  	d$@    !ߟlgߙD   	g'@    !߁ld!߂lߙLdE 	d$ ߁ld!ߙT @ % 	d%P ߡ     !  $   !߿ 8   ߿ Hߡ @    !      "*     !     (  ߤ @   (-  ߣ H d-Ġ  `    $c       d*`   !     ! B   !ߙ| 	ߤ 0߇ld烀ߙT @ % 	d߇ld烀ߙl߄l @0% 	d      8* "   !     ߿ H-  F aߙl߄lD&  	g7  ' $ 
      	   !ߙl$  ߄lg; 	   !     !   *   !ߙl߄l 	gAߙ߄l 	   !     ! ߼  ߿ ( g pg 0 (   @ H<  P$! X 9- ` hߙ| 	ߤ @߁ld!ߙT @ % 	d%߁Td9A @ % 	   !@    ! ߟlg ߙߤ  	gM ߿     !ߢ ߙDߡ E   	d$  ߡ   $   !ߙ<߁l߆d$  	d$ ߿     !ߡ ߙD%   	gP@    !ߙߤ  	gS ߿     !ߢ ߙDߡ E   	d$  ߡ      !  ߡ X  !  *    !ߢ X   B     "        "-ߡ h "-     $!   ߢ X  B   "*    !ߣ ߤ  d/dc   ߣ Xd    d ߦ X  ߤ h (      -ߥ  f*` d    ߧ X  ߙ 	 0 ߨ X	   	   @ߙ H ߨ h 		 -  	H  	Pߩ `*H- @ (   %  ߨ e  ߙߤ  	gD ߨ      !߿ ߙDߡ    	d$  ߿    !ߙ<߁l߆d$  	d$ ߡ      !߿ ߙD   	gG@    !ߙߤ  	gJ ߡ      !߿ ߙDߡ    	d$  ߿ |   !  V   !ߡ H!   ߡ hߢ P" (   !  ߤ X           d*`    !  ߨ h H   ߦ X	 - @ ߧ Pߙ (-   	 0 ߦ X     0!  ߧ X         8 0*   !     !     * "   !ߡ X"     " ߣ X  ߙp    ߡ h 	 " -    *     !߿ X          ߡ ` "-9      "*    !` f   !ߙ| 	ߤ @߄ldߙT @ % 	d߅ldߙl߄l @0% 	d$         * D   !߿ X       ߙ  ߡ h 	 " -   ߿ X   *    !ߡ X!     ߢ XC     C     ߢ hߙl߄l  C8- 	gV   C!$B    $B $ 
 C     @    ! + G    !$  ߙl$  ߄lg] 	   !     !   *   !ߙl߄l 	gcߙ߄l 	   !     ! ߼  ߿ 0߰ ( g g  <  $!p  9-  ߙ| 	ߤ ߁ld!ߙT @ % 	d% ߙ| @ % 	   ! 8gfg #  C  # C ! A ߁ld!d!g $#  C  # C # C # C # C # C # C # C # C ! 	A 	ߙ\ߤ 8 	gi@    !ߙ\ߤ 8 	gk@    !ߙ\ߤ 8 	gt@    !$    ߙ\ߤ 8 	g|@    !ߙ\ߤ 8 	g~@    !ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@    !$   $ g $ g ڣ ,ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@ (   !$ g  g ?  _  ? _ # ߟlC g! g A g $  "   "  "  "  "  "  "  "  "  	" 	 
 ? 
ߙ\ߤ 8 	g@ !   !ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@ 	   !ߟlߙ\ߤ 8gჀ 	d%0@    !$   $ c $ c n ,ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@    !  $ s $ s \ ,ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@ !   !ߟlg  $ sg@ g $  "   "  "  "  "  "  "  "  "  	" 	 
" 
  *? ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@ 	   !ߟlߙ\ߤ 8gჀ 	d%P@    !$    ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@ 	   !ߟlߙ\ߤ 8gჀ 	d%`@    !$     ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@    !ߟlߙ\ߤ 8gჀ 	d%p@ 	   !߁lߙ\ߤ 8d! 	d%@    !$   ݯ  ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@    !$   $ g $ g  ģ ,ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@ (   !$ g  g ?  _  ? _ # ߟlC g! gA g $  "   "  "  "  "  "  "  "  "  	" 	 
  ? 
ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@ 	   !ߟlߙ\ߤ 8gჀ 	d%@ .   !$ g  g A  a  A a A a A a A a D ߁ld d!B d!b g $#  C  # C # C # C # C # C # C # C # C # 	C 	! 
  DA 
ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g@    !ߙ\ߤ 8 	g!@ ,   !$ g'  g ?  _  ? _ ? _ ? _ # ߟlC g! gA g $  "   "  "  "  "  "  "  "  "  	" 	 
  ? 
߁ld!ߙߥ 8 	d$ߙ| 	ߤ ߟlgჀߙT @ % 	d%ߟTgA @ % 	   !@ ~   !    $   !߂ldBߙTdE 	   %g ߙߦ  @ % 	   !$ C    !ߙ| 	ߤ ߟlgჀߙT @ % 	d%@ߟlgg ߙ @(% 	   !     !  V   !ߡ 8!  $ w" $   !߃ldcߙTdeP 	   % 8ߣ 8`    !ߙLߤ ߥ 8 	   !     !ߙ| 	ߤ ߟlgჀߙT @ % 	d%ߟlgghߙ @(% 	   !  .   !ߙ߁lg- 	d$ ߡ      !߿ ߙDߡ    	d$  ߿     !ߙ| 	ߤ ߁ld!ߙT @ % 	d%߁ld!d$ߙ @(% 	   !     !߿   ߿ ߙLߤ g  	   !  -   !ߡ ߢ " )   !  ` 
   !  ߙߤ ߥ  0  	   !     !߿ 8  $ w    !ߙ| 	ߤ ߁ld!ߙT @ % 	d%ߙLߤ  @(% 	   !     !ߙLߤ ߥ  	   !     !    !ߙ| 	ߤ ߁ld!ߙT @ % 	d%g $ߙl߄l @0% 	ߧ ߙ߄l 	   !     !߼ ߿ g     !g (  < $! 0 9- 8g0 ߙ| 	ߤ 0߁ld!ߙT @ % 	d%߁Td9A @ % 	   !@ *   !ߟlgߙTg 	   %g4g  ߙ @ % 	   !$ _ 	   !߁ld!ߙTd% 	   %   ߙ| 	ߤ 0ߟlgჀߙT @ % 	d%Hߟlgg(ߙ @(% 	   !     !ߡ 8     Ǡ   ߡ  ߢ ߙ̐D   	   ! @X%$ hb    !$ m %   !$ wa    !$ yb )   !ǡ  F aׂ<F"BF ` gG   !   !ǣ  F ׄ$F$F  g7      !ǥ  F )a׆,F&)BF )` g<      !ǧ  F 9׈4F(9F 9 gA      !ǩ    "   !ߙ| 	ߤ 0߈leߙT @ % 	epǪ  F RDP $
 s9 ߈lǪ  F R$	  eKHeXߙl߄lߨ  @0% 	D'P ߙ߄l 	   !     !Ǡ ߼  ߿ (g p    !g       <  ($!, 0 9- 8 @ߙ| 	ߤ ߁ld!ߙT @ % 	d%߁Td9A @ % 	   !@ B   !ߟlgߙTg 	   %gLߙߦ 0 @ % 	   !$ _    !߁ld!ߙTd% 	   %gOߙߦ 8 @ % 	   !$ A    !ߟlgߙTg 	   %gRߙߦ @ @ % 	   !$ _    !ߙ| 	ߤ ߁ld!ߙT @ % 	d%߁ld!d$ߙ @(% 	   !     !     !߿ ߡ 0  ?  ߿  ߡ 8  ?  ߿ (ߡ @  ?       !ߙ| 	ߤ ߃ldcߙT @ % 	de ߄l߃ldcߧ 0ߦ 8deߣ @ߙl     @0% 	i  ߙ߄l 	   !     !߼  ߿ g P    !g   < $!% 9- ߙ| 	ߤ ߁ld!ߙT @ % 	d%0߁Td9A @ % 	   ! %߿ ߰  g P    !g < $!  9-  ߁ld!d%@ߙT 	   %gUg  ߙ @ % 	   !$ A 
   !߁lߟld!ߙg 	d$X     !ߡ  !      ߼ ߿  g `g < $!  9-  ߁ld!d%xߙT 	   %gXg  ߙ @ % 	   !$ A 
   !߁lߟld!ߙg 	d$     !ߡ       Ǡ  ߼ ߿ g `    !g  < $!H  9-  ߁ld!ߙTd% 	   %  ߡ    %  "   !ߙ<߁l߆d$  	d$@ #   !ߟlgߙD   	g[@    !߁ld!߂lߙLdE 	d$ ߁ld!ߙT @ % 	d%  ߡ    
   !ߙLߤ   	ߥ  ߙ @ % 	   ! @%  ߼ ߿ ߰  g `                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                             invalid grid in:Grid_mask       Grid_full       you are trying to expand a file which does not      contain either Grid_mask or Grid_full       !!!read_mask: wrong mask data, i,j:     (' +NX  ',I4)   (' +NY  ',I4)   (' +Grid_mask [')       (A1,I0,',',$)  (A1,I1,',')    (' +Grid_full [')       (1000I1)        created an expanded map called: created a compressed map called:         [-i file][-o file]         where: -i file - for input <file>       where: -o file - for output <file>   this utility converts +Grid_mask to +Grid_full    and back again for quick and dirty edits                       mask      full          land  :  z   <->   0           ocean  :  w   <->   1  interior corners:  x   <->   2           sponge :  s   <->   3    surface relax :  t   <->   4  (only used with PBL)      sponge+surface:  b   <->   5           "        repeat line   :  r   <->   no equivalent       	[](){},;
          ,;	
       !!!inp_file: can't open <%s> for reading
        ,;	
        ,;	
       !!!inp_trace: can't open <%s>.
  ,;	
        ,;	
        ,;	
        ,;	
        	[](){},;
         !!!inp_int: can't read <%s>
     ,;	
       +%-20s %d
       ,;	
        ,;	
        	[](){},;
         !!!inp_flt: can't read <%s>
     ,;	
       +%-20s %g
       ,;	
        ,;	
        	[](){},;
         !!!inp_flt: can't read <%s>
     ,;	
       +%-20s %lg
      ,;	
        ,;	
       !!!inp_str: error reading <%s>
  ,;	
       +%-20s "%s"
     ,;	
        ,;	
        	,;[({
     	,;[({
     	,;[({
     	,;[({
    !!!inp_iarr: can't read <%s>
    ,;	
       +%-20s [         ,;	
        ,;	
        	,;[({
     	,;[({
     	,;[({
     	,;[({
    !!!inp_rarr: can't read <%s>
    ,;	
       +%-20s [         ,;	
        ,;	
       +%-20s [         ,;	
        ,;	
       +%-20s %d       +%-20s %lg      character       +%-20s "%s"     integer*1       integer*2       integer4        integer*4       +%-20s %lg      hexadecimal     +%-20s %#x      +%-20s %#o      !!!inp_any: unknown format <%s>
         ,;	
        	[](){},;
         !!!inp_any: can't read <%s>
     ,;	
        	[](){},;
         !!!inp_any: can't read <%s>
     ,;	
       !!!inp_any: error reading <%s>
  ,;	
        ,;	
        ,;	
        ,;	
        	[](){},;
          	[](){},;
         !!!inp_days: can't read <%s>
    ,;	
       +%-20s %g  %s%c
         ,;	
        ,;	
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          	[](){},;
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    ,;	
       +%-20s %d %d %d
         ,;	
        ,;	
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    	[](){},;
         !!!inp_fnxt: can't read <%s>
    	[](){},;
          	[](){},;
                     @8      @      @>j@v        P        P                             4X    W    n         0         1    20    1     0@     0=`    0i    1K    1p    0t    0    -P    2    2     .    .     1    .     .    i    XP        0    0P    !        à    9        ]             5    l0         6             4      !|     -     6     6     ?L     B<     B     FL     mX     o     p            NX      NY      map.maskmap.full        0       1       2       w       z       x       s       t       b       r       (']')   -h      -help   -i      -o      usage:  %# end r w+ _%1u %d %g %lg "' %# %# )]} %d %d %d  
%23c ]
 %# %# )]} %g %g %g  
%23c ]
 "' %# "' "' %# "' "%*s"  
%23c ]
 %d i int      integer f flt float r real d dbl dble double %lg c c1 char char1 char*1 w word s str string i1 int1 i2 int2 i4 int4 r4 real4 real*4 r8 real8 real*8 %lg h x hex %*2c%x o oct octal %*c%o "' day %g hour week month year %d %d %d %d %g %#                                                                                               p| C섁 Ђ 8 H -Ԑ   @`T@`T Ȱ <Ǽ 9Ԃ +@`Tā @`T  ATMÌ ATP ATP ATf ATh AT ATp AT AT, ATz AT & (H                 Ċ̊̄ԇԊ܇܆̄̄܆ċ̄ċ̄ċ̉̉̄Ąċ̉̄ċ̉̄$,,ԋ,,Ąč܄̄ċ̄ċ̄ĄČ̄ċ̄Ąċ̄ċ̄ċ̄ċ̄ċ̄ċ̄ċ̄ċ̄Ą  "F4<DLT\d<  "  "lt|T|Tt|T|T|T|  "|T|  "|T  $T|T|Tl|T  $T|T|Tl|T  $T|T|Tl|T  $D|TLL|Tl|T  $T<DLT|TT<DLT|Tllll|T  $T<DLT|TT<DLT|Tllll|T  $D<DDD<DD|Tllll|T|\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\|T  $T|TTL|TD|TLĊ|TLL|Tl|T  $TT|T̽|Tl|T  $TTT|T|Tl|T  $TTT<DLTL                /jerry/redwood/work/irix/lib/libc/libc_64mips4/csu/crt1text.s /jerry/redwood/work/irix/lib/libc/libc_64mips4/csu          __start            d                 (_mcount            p                  P                 )/jerry/redwood/work/irix/lib/libc/libc_64mips4/csu/crt1tinit.s /jerry/redwood/work/irix/lib/libc/libc_64mips4/csu                       8/home/naomi/work/LOAM/SRC/map_stuff/mask.f /home/naomi/work/LOAM/SRC/map_stuff -G8 -TENV:PIC -O0 -m1 -TARG:abi=64:isa=mips4 -include=/usr/include -original_filename=mask.f -fB,/usr/tmp/ctmB.BAAa000tT        ,MAIN_ _MAIN n          !|       READ_MASK      !|     -      WRITE_MASK n     -     6            WRITE_MASK_             6     6      @ INTEGER*4 INOUT      6     ?L      xMLEN             ?L     @`              *        /home/naomi/work/LOAM/SRC/map_stuff/dyn_c.c -O0        __iob file 	    ftrace 	    buff1 	    buff2 	    psection 	    psec_pos 	    trace_input 	    search_in_main 	    found       @`     A       tag_found       A     B<      Hprtstop1       B<     B      inp_file_       B     C      inp_trace_       C     Dx      inp_vrnt_      Dx     E      inp_sect_      E     FL      Pinp_int_       FL     G      inp_flt_       G     I@      inp_dbl_       I@     J      inp_str_       J     L      (inp_iarr_       L     P      `inp_rarr_       P     U\      inp_sarr_      U\     [      inp_any_      [     h`      inp_days_       h`     k       (inp_date_       k      mX      `inp_def_       mX     m      inp_inxt_       m     nd      inp_fnxt_       nd     o       inp_wnxt_       o     p      0                 /jerry/redwood/work/irix/lib/libc/libc_64mips4/csu/crtninit.s /jerry/redwood/work/irix/lib/libc/libc_64mips4/csu                :                       __start        _mcount                h                    _MAIN       READ_MASK       :WRITE_MASK       INOUT       MLEN               j             2      >prtstop1       einp_file_       inp_trace_       inp_vrnt_       inp_sect_       inp_int_       -inp_flt_       Tinp_dbl_       {inp_str_       inp_iarr_       inp_rarr_       inp_sarr_       inp_any_       Ainp_days_       iinp_date_       inp_def_       inp_inxt_       inp_fnxt_       inp_wnxt_                (                    MAIN_                      / 
    /jerry/redwood/root/usr/include /jerry/redwood/root/usr/include/sys /jerry/redwood/root/usr/include /jerry/redwood/root/usr/include/sys /jerry/redwood/root/usr/include /jerry/redwood/root/usr/include/sys  crt1text.s    regdef.h   regdef.h   sgidefs.h   fpregdef.h   asm.h   asm.h     	      ~|u~{z}}~~         A         
     crt1tinit.s      	     p	       ^        C 
    /home/naomi/work/LOAM/SRC/map_stuff  mask.f 駐8  	     
!@A$10491)
,,|$,p(Bt(4444404\($5t 4,((D$,(((D-hh-99	ll=H$P0444440d\044444,-H$%A-  e&Zt+(,  $4!! <Ghh<lh<hhhhhhhh<q       _        D 
    /home/naomi/work/LOAM/SRC/map_stuff  dyn_c.c ƞs  	     @`6!!-
m0
 <y	0$($PT($PT4-A+ 4-+ -LHh-LHp-LHl1MXU)h	5L+$@Lv-+&;	L 4+~55L+,HLv-+&;	L <+~5L5	!#?	$$d	Px70,>	9 z	L <#@ ";
{5	
E,m$U!(&&(!=$&&&&(%MH 4)XU1L` +LH-)$r$$$!@L-=|,)H1)H1-;        :         
     crtninit.s      	     p         8                                                        8                          p                              8                               !                       8                         @`      /                       8                         p                               :             2       found       tag_found         B  . :;?@
@   B  %B  . <?  . ?@
@  .?@
@  . I?@
@  $ >  %B  4 <?  4 
  . @
@  . ?@
@   B           @	@                                  @                                               @	@                @	@              H                   CA	A A@AE	C	@                    !|       AA@AAAAAA 	@B@o 	@B@L 	@B@v 	@         @            -       AA	A A@S!	B	@            0            6        	AApA@
j 	@            0            6       AA@NAO 	@                    ?L       AP           @	@              @           @`      X APA@	t 	@BP@	O 	@BP@	K 	@       0           A        APA@	A
\ 	@          0           B<       ` APA@	A
S 	@          (           B        APA@	y 	@       (           C        APA@	v 	@       0           Dx       AA@$@ 	@             0           E        AA@$m 	@              (           FL      t A`A@
             0           G       A`A@
\ 	@              0           I@      | A`A@
[ 	@              0           J       A`A@	r 	@              (           L      P ApA@
             (           P      x ApA@	             (           U\       AA@
A         0           [       AA@
 	@            0           h`       ApA@	 	@              0           k       8 APA@	 	@              0           mX       p APA@	A
W 	@          (           m        A`A@
             (           nd        A`A@
d 	@       (           o       A`A@	A
            @	@         as::6.01:crt1text.x as::6.01:crt1tinit.x    ld64::6.00: be::6.02:mask.o -G8 -TENV:PIC -O0 -m1 -TARG:abi=64:isa=mips4 be::6.02:dyn_c.o -G8 -TENV:PIC -O0 -m1 -TARG:abi=64:isa=mips4      as::6.01:crtninit.x ld64::6.00: ld64::6.02:  .interp .MIPS.options .dynamic .liblist .MIPS.symlib .conflict .msym .dynstr .dynsym .hash .MIPS.interfaces .MIPS.stubs .text .init .rodata .lit4 .lit8 .sdata .got .srdata .sbss .bss .MIPS.events.init .MIPS.post_rel.text .MIPS.events.text .debug_info .debug_pubnames .debug_weaknames .debug_line .debug_aranges .debug_funcnames .debug_abbrev .debug_frame .comment .shstrtab                                                                                                                               	p                          `                                                     0                         p               8      8       <                       )p               t      t       r   	                    6p                              	                     @p                                                   F                                                     N                           
                       V               @      @         	                     \p                                                    m                                                    y                           R`                                        p      p                                                            Y                                 0      \      \                                       0      p      p                                                                                                                                                                                                                    (                                                    $                          p  !                                                      p  !                            y                        p  !                           P                         p                              O                          p                               $                         p                        D       0                         p                        t      ;                         )p                              @                         8p                               B                         Ip                        1                                Wp                                                      d                                                         m                               w                        output/         838057918   1572  1572  40555   512       `
                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                             ..  2.pgentc.c/       832169704   1572  1572  100444  7357      `
#include <stdio.h>
/*
    These are C io functions with error messages which can be called by
    Fortran programs.
*/
#define MAX_FILE 100
static FILE *fp[100] = {0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
                        0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
                        0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
                        0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0} ;

void copen_(fd,fname,mode,length,name_len)
int *fd ;       /* (output) file descriptor (unit number). */
char *fname ;   /* (input) filename */
int *mode ;     /* (input) type of access
                   0: open for reading; 1: open for writing; 2 open for both */
int *length ;   /* (output) file length in 4-byte words. = -1 for error. */
int *name_len ; /* length of character string fname. */
{
   int l ;
   char name[256] ;

   l = *name_len ;
   while(fname[--l]==' ') ;  /* remove trailing blanks */
   if(l>255){ 
      fprintf(stderr,"copen error: file path name too long.\n") ;
      exit() ;
   }
   name[l+1] = '\0' ;
   for(; l>=0; l--) name[l] = fname[l] ;

   for(*fd=1; fp[*fd-1]!=0 && *fd<=MAX_FILE; (*fd)++) ;
   if(*fd > MAX_FILE){
      fprintf(stderr,"copen: cannot have open more than %d files\n",MAX_FILE) ;
      exit() ;
   }
   if(*mode == 1){ /* open file for writing only */
      if((fp[*fd-1]=fopen(name,"w"))==NULL) *length = -1 ;
      else *length = 0 ;
   }
   else if(*mode == 0){
      if((fp[*fd-1]=fopen(name,"r"))==NULL) *length = -1 ;
      else *length = sizef(name)/4 ;
   }
   else if(*mode == 2){
      if((fp[*fd-1]=fopen(name,"r+"))==NULL) *length = -1 ;
      else {
         *length = sizef(name)/4 ;
         fseek(fp[*fd-1],0,0) ;
      }
   }
}

void cread_(fd,x,n,nw)  /* read n 4-byte words */
int *fd ;          /* (input) file descriptor from copen */
float *x ;         /* (output) array of words read (integer or real) */
int *n ;           /* (input) number of 4-byte words to read */
int *nw ;          /* (output) number of 4-byte words actually read */
{ 
   if((*nw = fread(x,4,*n,fp[*fd-1])) < 0){
      fprintf(stderr,"\ncread: read error.\n") ; 
      exit() ;
   }
}

void creade_(fd,x,n)  /* exit on any error from cread_ */
int *fd ;
float *x ;
int *n ;
{
   int nw ;

   cread_(fd,x,n,&nw) ;
   if(nw != *n){
      fprintf(stderr,"creade: read error.") ;
      exit(-1) ;
   }
}

void cwrite_(fd,x,n) /* write n 4-byte words     */
int *fd ;       /* (input) file descriptor from copen   */
float *x ;      /* (input) array of words to write (integer or real) */
int *n ;        /* number of 4-byte words to write     */
{
   if(fwrite(x,4,*n,fp[*fd-1]) != *n){
      fprintf(stderr,"\ncwrite: write error.\n") ; 
      exit() ;
   }
}

void cclose_(fd)  /* close a file */
int *fd ;    /* (input) file descriptor from copen */
{
   if(fclose(fp[*fd-1]) == -1)
      fprintf(stderr,"\ncclose: invalid file descriptor") ;
   fp[*fd-1] = 0 ;
}

void cseek_(fd,offset,whence)
int *fd ;      /* file descriptor from copen */
int *offset ;  /* # of 4-byte words to offset from  */
int *whence ;  /* =0: the beginning; =1: the current location; =2: the end */
{
   if(fseek(fp[*fd-1],(long)(4* *offset),*whence) == -1){
      fprintf(stderr,"\ncseek error on unit %d\n",*fd) ;
      exit() ;
   }
}

canseek_(fd)
int *fd ;
{
   return(1) ;  /* can always seek on unix */
}

void cflush_(fd)
int *fd ;
{
   fflush(fp[*fd-1]) ;
}

void cstop_()
{
   int i ;

   for(i=0; i<MAX_FILE; i++) if(fp[i] != 0) fclose(fp[i]) ;
}
#include <sys/types.h>
#include <sys/stat.h>
#include <stdio.h>
/*
    returns the file size in bytes for file fname.
*/
sizef(fname)
char *fname ;  /* pointer to filename */
{
    struct stat buf ;

    if(stat(fname,&buf)==-1){
	fprintf(stderr,"\nsizef error: invalid filename %s\n",fname) ;
        exit() ;
    }
    return(buf.st_size) ;
}

void reverse(s)   /* reverse string s in place */
char s[] ;
{
   int c,i,j ;
  
   for(i=0,j=strlen(s)-1; i<j; i++,j--){
      c = s[i] ;
      s[i] = s[j] ;
      s[j] = c ;
   }
}

void itoa_(m,s,ls)  /* convert m to characters in s. ls = length of s */
char s[] ;
int *m,*ls ;
{
   int i,n,sign ;

   n = *m ;
   if((sign=n) < 0) /* record sign */
      n = -n ;
   i = 0 ;
   do {  /* generate digits in reverse order */
      s[i++] = n % 10 + '0' ;  /* get next digit */
   } while ((n /= 10) > 0) ;   /* delete it */
   if(sign < 0) s[i++] = '-' ;
   s[i] = '\0';
   reverse(s) ;
   *ls = i ;
}

/*
   append the process id number to the end of the input string.
   there must be at least 5 bytes beyond the '\0' in the string.
*/
char *uniqnam(name)
char *name ;
{
   int getpid(),pid,nc ;
   static char cpid[6] ;

   if(*cpid=='\0'){  /* if this is the first call */
      pid = getpid() ;
      itoa_(&pid,cpid,&nc) ;
      cpid[nc] = '\0' ;
   }
   strncat(name,cpid,5) ;
   return(cpid) ;
}

#include <stdio.h>
#include <malloc.h>
#include <time.h>
#include <sys/types.h>
#include <sys/times.h>
#include <sys/param.h>

typedef struct TABLOG 
{
  long cpu;
  int  step, day;
  struct TABLOG *next;
}TABLOG;

#define NLOG 15

#if   defined (SPARC)
#define IN_SEC 60
#elif defined (CRAY) || defined(CONVEX)
#define IN_SEC CLK_TCK
#else
#define IN_SEC HZ
#endif
#define TO_SEC(t) ((float)(t)/(float)IN_SEC)

static time_t start_cpu, prev_cpu, start_wll;
static struct tms s_tms;

int ipast_scpu_()
{
  times (&s_tms);
  return (int)TO_SEC(s_tms.tms_utime + s_tms.tms_stime - start_cpu);
}

int ipast_swll_()
{
  time_t tloc;

  if ( ! start_wll ) time(&start_wll);

  return (int)(time(&tloc) - start_wll);
}

void cpulog_(fname, nstep, nday)
char *fname;
int *nstep, *nday;
/*********************************************************
 * Senya Basin, 1992
 ********************************************************/
{
  register int i;
  static long loc1, loc2, cpu, date;
  static int items = 0, first = 1;
  static FILE *flog;
  static TABLOG *start, *curr;

  times (&s_tms);
  if (time(&date) == -1) {printf ("Error in cpulog\n"); return;}
  cpu = s_tms.tms_utime + s_tms.tms_stime;
  
  if (first) 
    {
      flog = fopen (strtok(fname, " \t\n"), "w");
      start = curr = calloc(1L, sizeof(struct TABLOG));
      for (i = 1; i < NLOG; i++)
	curr = (curr->next = calloc(1L, sizeof(struct TABLOG)));
      curr = (curr->next = start);
      
      fprintf (flog, " MODEL started at %s", ctime (&date));
      loc1 = ftell (flog);
      fprintf (flog, "  step # %-5d at %s\n", *nstep, ctime(&date));
      fprintf (flog, " model STEP/DAY     SEC per DAY    TOTAL CPU\n");
      loc2 = ftell (flog);
      
      first = 0;
      start_cpu = prev_cpu = cpu;
    }
  else
    {
      if (items < NLOG) {
	prev_cpu = start_cpu;
	items++;
      }
      else {
	prev_cpu = start->cpu;
	start = start->next;
      }

      curr->cpu  = cpu;
      curr->step = *nstep;
      curr->day  = *nday;

      fseek (flog, loc1, SEEK_SET);
      fprintf (flog, "  step # %-5d at %s\n", *nstep, ctime(&date));
      fseek (flog, loc2, SEEK_SET);
      
      curr = start;
      for (i = 0; i < items; i++) {
	cpu = (int)TO_SEC(curr->cpu);
	fprintf (flog, "     %-6d/ %-5d   %-10.3g  %2d hour %2d min %2d sec\n", 
		 curr->step, curr->day,
		 TO_SEC(curr->cpu - prev_cpu),
		 cpu/3600, (cpu%3600)/60, cpu%60);
	prev_cpu = curr->cpu;
	curr = curr->next;
      }
    }
  fflush (flog);
}

senq_dens.f/    839513370   1572  1572  100444  8065      `
ccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccc
c  
c  The set of real functions of real arguments:
c
c  sdens12, sdens14, sdens17 (temp, sal, pres) - 
c  IN SITU density as a function of IN SITU temperature, salinity & presure
c  (in kg/m**3)
c
c  pdens12, pdens14, pdens17 (temp, sal, pres) - 
c  IN SITU density as a function of potential temperature (pref= 0dB), 
c  salinity & presure
c  (in kg/m**3)
c
c  if compiled with flag -DSIGMA (defining SIGMA for "cpp"), then density,
c  computed by the functions is in "sigma" units: sigma = (rho - 1000) kg/m**3
c  if flag -DDOUBLE_PRCISION used, then double precision arithmetics are using
c  in computation of density, but result will be still in sinlge precision.
c
c  FILES: senq_dens.f
c         dens.h
c
c  AUTHOR: Senya Basin, 1992
c          senya@rainbow.ldgo.columbia.edu
c
ccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccc
      real function sdens12 (t, s, p)
c-------------------------------------------
      real t, s, p
#define SDENS12
#include "dens.h"
#if defined (DOUBL_PRES)

      at = dble(t)
      as = dble(s)
      ap = dble(p)

      sdens12 = real (a0 +   
     *     at*(a1 + as*a2  + at*(a3  + as*a4 + at*a6)) +
     *     as*(a7 + ap*a8) + 
     *     ap*(a9 + at*(a10 + at*a5) + ap*(a11 + at*a12)) )
#else
      sdens12 = a0 +   
     *     t*(a1 + s*a2   + t*(a3  + s*a4 + t*a6)) +
     *     s*(a7 + p*a8)  + 
     *     p*(a9 + t*(a10 + t*a5)  + p*(a11 + t*a12)) 

#endif
#undef  SDENS12
      return
      end

      real function sdens14 (t, s, p)
c-------------------------------------------
      real t, s, p
#define SDENS14
#include "dens.h"
#if defined (DOUBL_PRES)

      bt = dble(t)
      bs = dble(s)
      bp = dble(p)
      sdens14 = real ( b0 +
     *          bt*(b1  + bs*b2   + 
     *          bt*(b3  + bs*b4   + bp*b5 + bt*(b6 + bp*b7 + bt*b8))) +
     *          bs*(b9  + bp*b10) + 
     *          bp*(b11 + bt*b12  + bp*(b13 + bt*b14)) )

#else
      sdens14 = b0 +
     *          t*(b1  + s*b2   + 
     *          t*(b3  + s*b4   + p*b5 + t*(b6 + p*b7 + t*b8))) +
     *          s*(b9  + p*b10) + 
     *          p*(b11 + t*b12  + p*(b13 + t*b14)) 

#endif
#undef  SDENS14
      return
      end

      real function sdens17 (t, s, p)
c-------------------------------------------
      real t, s, p
#define SDENS17
#include "dens.h"
#if defined (DOUBL_PRES)

      ct = dble(t)
      cs = dble(s)
      cp = dble(p)
      sdens17 = real ( c0 +
     *          ct*(c1  + cs*c2 + 
     *          ct*(c3  + cs*c4 + cp*c5 +
     *          ct*(c6  + cs*c7 + cp*c8 + ct*c9))) +
     *          cs*(c10 + cp*(c11 +  ct*c12)) +
     *          cp*(c13 + ct*c14  +  cp*(c15 + ct*(c16 + ct*c17))) )
#else
      sdens17 = c0 +
     *    t*(c1  + s*c2 +
     *    t*(c3  + s*c4 + p*c5 +
     *    t*(c6  + s*c7 + p*c8 + t*c9))) +
     *    s*(c10 + p*(c11 + t*c12)) +
     *    p*(c13 + t*c14 + p*(c15 + t*(c16 + t*c17))) 
#endif
#undef  SDENS17
      return
      end

      real function pdens12 (t, s, p)
c-------------------------------------------
      real t, s, p
#define PDENS12
#include "dens.h"
#if defined (DOUBL_PRES)

      at = dble(t)
      as = dble(s)
      ap = dble(p)

      pdens12 = real (a0 +   
     *     at*(a1 + as*a2  + at*(a3  + as*a4 + at*a6)) +
     *     as*(a7 + ap*a8) + 
     *     ap*(a9 + at*(a10 + at*a5) + ap*(a11 + at*a12)) )
#else
      pdens12 = a0 +   
     *     t*(a1 + s*a2  + t*(a3  + s*a4 + t*a6)) +
     *     s*(a7 + p*a8) + 
     *     p*(a9 + t*(a10 + t*a5) + p*(a11 + t*a12)) 

#endif
#undef  PDENS12
      return
      end

      real function pdens14 (t, s, p)
c-------------------------------------------
      real t, s, p
#define PDENS14
#include "dens.h"
#if defined (DOUBL_PRES)

      bt = dble(t)
      bs = dble(s)
      bp = dble(p)
      pdens14 = real ( b0 +
     *          bt*(b1  + bs*b2   + 
     *          bt*(b3  + bs*b4   + bp*b5 + bt*(b6 + bp*b7 + bt*b8))) +
     *          bs*(b9  + bp*b10) + 
     *          bp*(b11 + bt*b12  + bp*(b13 + bt*b14)) )

#else
      pdens14 = b0 +
     *          t*(b1  + s*b2   + 
     *          t*(b3  + s*b4   + p*b5 + t*(b6 + p*b7 + t*b8))) +
     *          s*(b9  + p*b10) + 
     *          p*(b11 + t*b12  + p*(b13 + t*b14)) 

#endif
#undef  PDENS14
      return
      end

      real function pdens17 (t, s, p)
c-------------------------------------------
      real t, s, p
#define PDENS17
#include "dens.h"
#if defined (DOUBL_PRES)

      ct = dble(t)
      cs = dble(s)
      cp = dble(p)
      pdens17 = real ( c0 +
     *          ct*(c1  + cs*c2 + 
     *          ct*(c3  + cs*c4 + cp*c5 +
     *          ct*(c6  + cs*c7 + cp*c8 + ct*c9))) +
     *          cs*(c10 + cp*(c11 +  ct*c12)) +
     *          cp*(c13 + ct*c14  +  cp*(c15 + ct*(c16 + ct*c17))) )
#else
      pdens17 = c0 +
     *          t*(c1  + s*c2 + 
     *          t*(c3  + s*c4 + p*c5 +
     *          t*(c6  + s*c7 + p*c8 + t*c9))) +
     *          s*(c10 + p*(c11 +  t*c12)) +
     *          p*(c13 + t*c14  +  p*(c15  + t*(c16 + t*c17))) 
#endif
#undef  PDENS17
      return
      end

      real function sdens012 (t, s)
c-------------------------------------------
      real t, s
#define SDENS12
#include "dens.h"
#if defined (DOUBL_PRES)

      at = dble(t)
      as = dble(s)

      sdens012 = real(a0 + at*(a1 + as*a2  + at*(a3  + as*a4 + at*a6)) + as*a7)
#else
      sdens012 = a0 + t*(a1 + s*a2   + t*(a3  + s*a4 + t*a6)) + s*a7
#endif
#undef  SDENS12
      return
      end

      real function sdens014 (t, s)
c-------------------------------------------
      real t, s
#define SDENS14
#include "dens.h"
#if defined (DOUBL_PRES)

      bt = dble(t)
      bs = dble(s)
      sdens014 = real(b0 + 
     *          bt*(b1 + bs*b2 + bt*(b3 + bs*b4 + bt*(b6 + bt*b8))) + bs*b9)
#else
      sdens014 = b0 + t*(b1 + s*b2 + t*(b3 + s*b4 + t*(b6 + t*b8))) + s*b9
#endif
#undef  SDENS14
      return
      end

      real function sdens017 (t, s)
c-------------------------------------------
      real t, s
#define SDENS17
#include "dens.h"
#if defined (DOUBL_PRES)

      ct = dble(t)
      cs = dble(s)
      sdens017 = c0 + cs*c10 +
     *          ct*(c1 + cs*c2 + ct*(c3 + cs*c4 + ct*(c6  + cs*c7 + ct*c9))) 
#else
      sdens017 = c0 + s*c10 +
     *          t*(c1 + s*c2 + t*(c3 + s*c4 + t*(c6  + s*c7 + t*c9)))
#endif
#undef  SDENS17
      return
      end

      real function pdens012 (t, s)
c-------------------------------------------
      real t, s
#define PDENS12
#include "dens.h"
#if defined (DOUBL_PRES)

      at = dble(t)
      as = dble(s)

      pdens012 = real(a0 + at*(a1 + as*a2  + at*(a3  + as*a4 + at*a6)) + as*a7)
#else
      pdens012 = a0 + t*(a1 + s*a2   + t*(a3  + s*a4 + t*a6)) + s*a7
#endif
#undef  PDENS12
      return
      end

      real function pdens014 (t, s)
c-------------------------------------------
      real t, s
#define PDENS14
#include "dens.h"
#if defined (DOUBL_PRES)

      bt = dble(t)
      bs = dble(s)
c
      pdens014 = real(b0 + 
     *          bt*(b1 + bs*b2 + bt*(b3 + bs*b4 + bt*(b6 + bt*b8))) + bs*b9)
#else
      pdens014 = b0 + t*(b1 + s*b2 + t*(b3 + s*b4 + t*(b6 + t*b8))) + s*b9
#endif
#undef  PDENS14
      return
      end

      real function pdens017 (t, s)
c-------------------------------------------
      real t, s
#define PDENS17
#include "dens.h"
#if defined (DOUBL_PRES)

      ct = dble(t)
      cs = dble(s)
      pdens017 = c0 + cs*c10 +
     *           ct*(c1 + cs*c2 + ct*(c3 + cs*c4 + ct*(c6  + cs*c7 + ct*c9))) 
#else
      pdens017 = c0 + s*c10 +
     *           t*(c1 + s*c2 + t*(c3 + s*c4 + t*(c6  + s*c7 + t*c9)))
#endif
#undef  PDENS17
      return
      end

      real function pdens1 (t)
c------------------------------------------------------------------
      pdens1 = 42.48 - .8383 * t
      return
      end

      real function pdens4 (t,s,p)
c-------------------------------------------------------------------
      pdens4 = .01191 - (.1281 + .003073*t)*t + .7912*s + .004429*p
      return
      end

simple/         831058070   1572  1572  100444  2946      `
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%   This is an Example of an input File.               Main features:      %
%   - '+' before the Name makes the definition valid, otherwise a default  %
%     value (from your program) is used                                    %
%   - All *empty* lines and lines whithout a definition are skipped        %
%   - '%' and '#' in first column denote an explicitly commented line      %
%   - An order of definitions in the file is insignificant                 %
%   - Search goes from the BOF or Variant upto line started with 'End'     %
%   - To use this input format one should compile with -lsenq library      %
%                                                                          %
%                                                   Senya Basin, 1994.     %
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
  +Trace       1 
%%%% FILES: %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 
 -Restart 0               - continue the previous run from "Restart_File"

%%%% TIME Parameters %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
 +Time_step   1 hour  
 +Run_time    5 years - (1 year by default)	 

%%%% MODEL Parameters %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
 +Mixing     1        - (1-Conv.Adj; 2-Ri#; 3=1&2; 4-Duke Chen's)
 +Mix_step   4        - freq of mixing

%%%% Shapiro FILTERS %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
 +Shap_vel_order 4 
 +Shap_vel_type  3
 +Shap_vel_step  8

 +Shap_scl_order 4
 +Shap_scl_type  3
 +Shap_scl_step  8

%%%% FORCING - INITIALIZATION %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
 +Wind_forc  5 (1-L.I.;*2-C.S.;3-AVE_cnst(TAU);5-COS(y))
 +Wind_tauxy [-0.5 0]  - taux, tauy (for COS forcing)
 +Temp_init  0 (0-tin;1-Lin.(SST:max_dep);3-Annual Levitus;4-Vary Levitus;
 +Heat_forc  0 (0-Haney;1-const(t)=temp(t=0,L=1);2-con(t)=ave_t(HTFLX)
%               3-LI_t from HTFLX;4-CU_t from HTFLX;5-no heat flux)

 +NZ		7
 +Nsigma	0
 +Z_profile [20 60 100 200 400 1000 3000]  - array of NZ size
 +Z_bot 5000
 +T_profile [29 28 27 16 10  5  0]  - array of NZ size
 +Temp_bot      0

 +Bint		1.e-4
 +Cint		1.e-5   % 1e-4 equivalent to OLD CINT=0.5e-7 and 400m depth.

 +BC_type	1     - ( 1 - no slip; 2 - no normal flow/default/) 
 +BC_bot_temp	1     - ( 0 - const; 1 - no flux)
 +Grid_type	2     - ( 1 - DeCart; 2 - spherical)

%%%% GEOMETRY Parameters %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%% map20
 +NX		81
 +NY		30
 +South		-29
 +North		29
 +West		124
 +East		284

 +Grid_mask [
w61,z20,
w61,z20,
w62,z19,
w63,z18,
w66,z15,
w66,z15,
w68,z13,
w72,z9,
w74,z7,
w75,z6,
w77,z4,
w79,z2,
w79,z2,
w79,z2,
z2,w77,z2,
z6,w72,z3,
z10,w68,z3,
z12,w66,z3,
z12,w66,z3,
z11,w68,z2,
z11,w69,z1,
z11,w69,z1,
z11,w70,
z12,w69,
z13,w68,
z14,w67,
z14,w67,
z15,w66,
z15,w66,
z15,w66,
]
%%%%% End Of GEOMETRY %%%%%%%%%%%%%%%%%%%%%%
End


simple.README/  832170103   1572  1572  100444  792       `

How to install MC_PG "new" model:

1.1 Create a sub-directory for your model.
1.2 Run the following commands: 

  ln -s /home/naomi/work/model/MC_PG/NEW .
  mkdir output DATA lpl
  cp NEW/Makefile NEW/simple NEW/simple.tios NEW/simple.ing NEW/simple.ming . 
  pmake

2.0 Run the model: "topo4 -i simple -t simple.tios &" 
    (it may take a while... ~1.5 hours)
2.1 Monitor simple.cpu during run (you can use: "see simple.cpu" command)

3.0 Run: "tios -f output/simple -i simple.ing" - to generate plots.
      or "tios -f output/simple -i less_simple.ing" - to generate fancier plots.
3.1 Preview the plots: lpl/simple.0*
3.2 Print the plots: "ss -dlwII duplex 3x4 sc16 end lpl/simple.0*"
3.3 Run the movie: tios -f output/simple -i simple.ming

Now ask your questions....

Naomi and Senya
simple.cpu/     838057914   1572  1572  100444  957       `
 MODEL started at Mon Jul 22 13:50:59 1996
  step # 576   at Mon Jul 22 13:51:54 1996

 model STEP/DAY     SEC per DAY    TOTAL CPU
     240   / 10      2.17         0 hour  0 min 21 sec
     264   / 11      2.15         0 hour  0 min 24 sec
     288   / 12      2.14         0 hour  0 min 26 sec
     312   / 13      2.14         0 hour  0 min 28 sec
     336   / 14      2.16         0 hour  0 min 30 sec
     360   / 15      2.11         0 hour  0 min 32 sec
     384   / 16      2.23         0 hour  0 min 34 sec
     408   / 17      2.08         0 hour  0 min 36 sec
     432   / 18      2.08         0 hour  0 min 38 sec
     456   / 19      2.08         0 hour  0 min 41 sec
     480   / 20      2.09         0 hour  0 min 43 sec
     504   / 21      2.08         0 hour  0 min 45 sec
     528   / 22      2.09         0 hour  0 min 47 sec
     552   / 23      2.1          0 hour  0 min 49 sec
     576   / 24      2.08         0 hour  0 min 51 sec

simple.ing/     832170153   1572  1572  100444  370       `
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% XY PLANE PICTURES
\begin{TIOS}

/vel_scale 1.e-3 def
/arrowsperinch 10 def

\end{TIOS}	

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\begin{STREAMS} 

STR_XY    %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%

TEMP L first second VALUES  X Y CONTOUR
U_VEL L first VALUE V_VEL L first VALUE  X Y VECTOR

\end{STREAMS} 
simple.log/     838057860   1572  1572  100444  224       `
 Run with control file <simple>
 STARTED: Mon Jul 22 13:50:59 1996
 NX =          81
 NY =          30
 NZ =           7
 NPACK =        2076
 NTRACERS =           0
 BARO OFF
 Total allocated memory   =      2545352 bytes.
simple.ming/    831058028   1572  1572  100444  1303      `
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% XY-PLANE MOVIES
\begin{TIOS} 
\end{TIOS} 

\begin{STREAMS} 
GL /plotname (MCPG Model) def

/xsize 1000 def
/Ysize 600  def
/ysize Ysize 2 div def
/N 3 def
/XOVY 1.5 def
/my {/history()def} def
/2date {showunitsdict begin date end}def

/DEPTH TIOS >STR_XY >DEPTH def
/TEMP TIOS >STR_XY >TEMP def
/U_VEL TIOS >STR_XY >U_VEL def
/V_VEL TIOS >STR_XY >V_VEL def

xsize ysize startplot

%%%%% plots time range at the ends of the timebar
 startfront 0.7 scale
  0 ysize 40 sub .7 div moveto DEPTH >T >first 2date show
  xsize 200 add ysize 40 sub 0.7 div moveto DEPTH >T >last 2date show 
 endfront

%%%%% plots N pictures 
/plotsize xsize 60 sub N div def
 white background black

  10 10 moveto  TEMP L first VALUE DATA  24 31 RANGE my X Y COLOR
  10  0 rmoveto U_VEL L first VALUE DATA  -1. .5 RANGE my X Y COLOR
  10  0 rmoveto V_VEL L first VALUE DATA -0.25 0.25 RANGE my X Y COLOR
%  10 10 moveto  DEPTH L last  VALUE DATA  -500 -300 RANGE my X Y CONTOUR
%  10  0 rmoveto TEMP  L first VALUE DATA  20 29 RANGE my X Y CONTOUR
%  10  0 rmoveto U_VEL L first VALUE DATA -0.03 0.03 RANGE my X Y CONTOUR
 black background white

%%%%% plots a long timebar at the top of a screen
 /plotsize xsize def 30 ysize 30 sub moveto white timebar

endplot

\end{STREAMS} 






simple.tios/    835203710   1572  1572  100444  583       `
%-------------------------------------------------------------------------------
  DEFINE LABEL         [Pacific Simple] 
  DEFINE TIME_FMT      [month]
%-------------------------------------------------------------------------------
  RANGE    1    [T first 12 1]
  RANGE    2    [T first last 12] 
%-------------------------------------------------------------------------------
  STREAM STR_XY Z [ all ] 1 DEPTH TEMP U_VEL V_VEL W_VEL
  STREAM MEANS  Z [ all ] 2 D_MEAN T_MEAN U_MEAN V_MEAN W_MEAN 
%-------------------------------------------------------------------------------

simple.tr/      838057859   1572  1572  100444  3356      `
+Output_dir           "output"
+Base_file            "output/simple"
+Save_file            "output/simple.save"
+Restart_file         "output/simple.save"
+Wind_file            "wind_data"
+Temp_file            "temp_data"
+Salt_file            "salt_data"
+Psi_file             "psi_data"
+SST_file             "sst_data"
+SSS_file             "sss_data"
+Cloud_file           "cld_data"
+Solar_file           "slr_data"
+EP_file              "ep_data"
+MxlTcl_file          "mltc_data"
+Wndspd_file          "wndspd_data"
+Uwnd_file            "uwnd_data"
+Vwnd_file            "vwnd_data"
+Airhum_file          "ahum_data"
+Airtem_file          "atem_data"
+Bath_file            "bath_data"
+Pre_proc             0
+Restart              0
+Error_level          1
+Ncycles              4
+Time_step            1  hour 
+Run_time             5  years
+Save_step            5  days
+Save_mean            1
+Energy_step          1  day 
+Starting_date        1 1 2000
+Periodic             0
+BC_type              1
+NX                   81
+NY                   30
+NZ                   7
+Nsigma               0
+South                -29
+North                29
+West                 124
+East                 284
+Grid_type            2
+Y_stretch_type       1
+X_stretch_pnts       []
+X_alpha              []
+X_beta               []
+Y_stretch_pnts       []
+Y_alpha              []
+Y_beta               []
+Baro_solv            0
+Nonlin               1
+Thermo               1
+Salinity             0
+Solar_penrad         0
+Clim_H               0
+Clim_psi             0
+Clim_htop            0
+Clim_TS              0
+Clim_relax           0
+Sponge_width         5
+Relax_width          5
+Clim_coef            30  days
+Clim_nlat            90
+Clim_slat            -90
+Mixing               1
+Mix_step             4
+Mix_cm               1.25
+Mix_cn               0.17
+Mix_hmin             10
+Mix_hmax             100
+Mix_ric1             0.65
+Mix_ric2             0.25
+Mix_usegam           0
+Mix_gam1             1
+Mix_gam2             1
+Mix_wnd              0
+Mix_wtop             2
+Tracers              0
+Vert_Top             1
+Vert_Bot             99
+Vert_Bump            0
+Vert_Fix             1
+Vert_Sys             99
+BC_bot_temp          1
+Shap_vel_constant    1
+Shap_vel_constant    1
+Shap_vel_order       4
+Shap_vel_type        3
+Shap_vel_step        8
+Shap_scl_order       4
+Shap_scl_type        3
+Shap_scl_step        8
+Wind_forc            5
+Wind_cos             0
+Wind_tauxy           [-0.5 0 ]
+Temp_init            0
+Temp_coef            0
+Salt_init            0
+Temp_froude          0.01
+Heat_forc            0
+EP_forc              0
+Cloud_forc           0
+Rho_CP               4.12e+06
+Rlx_time             30  days
+Layer_volume         0
+Bathymetry           0
+Bath_type            0
+Bath_min             0
+Z_profile            [20 60 100 200 400 1000 3000 ]
+H_profile            [0 0 0 0 0 0 0 ]
+Z_bot                5000
+Z_profile            [20 60 100 200 400 1000 3000 ]
+T_profile            [29 28 27 16 10 5 0 ]
+Temp_bot             0
+Temp_atm             30
+S_profile            [0 0 0 0 0 0 0 ]
+Salt_bot             36
+Salt_atm             35.4
+Dens_bot             0
+Bint                 0.0001
+Cint                 1e-05
+Grid_label           "Data: simple"
sio.c/          835203292   1572  1572  100444  39075     `
#include <stdio.h>
#include <string.h>
#include <malloc.h>
#include <values.h>
#include <ctype.h>

#include "tios.h"

static int sz_REAL, sz_UINT;

int idvar_tios_(a1,a2,a3) void *a1, *a2, *a3; {return tios_idvar_(a1,a2,a3);}

#ifdef CRAY
#define vCR1(N,n,a)     void N(a)     void *a;      {n(a);}
#define vCR2(N,n,a,b)   void N(a,b)   void *a,*b;   {n(a,b);}
#define vCR3(N,n,a,b,c) void N(a,b,c) void *a,*b,*c;{n(a,b,c);}

vCR2(TIOS_INIT,tios_init_,a1,a2)

void TIOS_MAP   (void *a1,*a2,*a3,*a4) {tios_map_(a1,a2,a3,a4);}
void TIOS_GRID  (void *a1,*a2,*a3,*a4,*a5,*a6,*a7)
                                       {tios_grid_(a1,a2,a3,a4,a5,a6,a7);}
void TIOS_VAR   (void *a1,*a2,*a3,*a4) {tios_var_(a1,a2,a3,a4);}
int  TIOS_IDVAR (void *a1,*a2,*a3)     {return tios_idvar_(a1,a2,a3,a4);}
int  IDVAR_TIOS (void *a1,*a2,*a3)     {return tios_idvar_(a1,a2,a3,a4);}
void TIOS_READ                         {tios_read_();}
void TIOS_CNTRL (void *a1,*a2)         {tios_cntrl_(a1,a2);}
int  TIOS_PUTVAR(void *a1,*a2,*a3)     {return tios_putvar_(a1,a2,a3);}
int  TIOS_PUTIDVAR(void *a1,*a2,*a3,*a4) {return tios_putidvar_(a1,a2,a3,a4);}
void TIOS_SAVE                         {tios_save_();}
void TIOS_CLOSE                        {tios_close_();}
#endif

#ifndef CRAY
void loc_wr(size, num, buff, file)
int size, num;
void *buff;
FILE *file;
{
  fwrite (buff, (size_t)size, (size_t)num, file);
}
void loc_rd (size, num, buff, file)
int size, num;
void *buff;
FILE *file;
{
  fread (buff, (size_t)size, (size_t)num, file);
}
#else

#define TIO_BUFF 2048
#define I3E_WORD 4

static char i3e_buff[TIO_BUFF*I3E_WORD];
static int co_0 = 0; static int co_2 = 2;
/*.......................................................................*/
loc_wr(size, num, buff, file)
/*.......................................................................*/
int size, num;
void *buff;
FILE *file;
{
  int count = TIO_BUFF;

  if (size == 1) {
    fwrite (buff, (size_t)1, (size_t)num, file);
    return;
  }
  while (num > 0) {
    if (num < TIO_BUFF) count = num;
    
    CRAY2IEG (&co_2, &count, i3e_buff, &co_0, buff);
    fwrite (i3e_buff, (size_t)I3E_WORD, (size_t)count, file);
    
    num  -= TIO_BUFF;
    buff += TIO_BUFF*size;
  }
}
/*.......................................................................*/
void loc_rd (size, num, buff, file)
/*.......................................................................*/
int size, num;
void *buff;
FILE *file;
{
  int count = TIO_BUFF;

  if (size == 1) {
    fread (buff, (size_t)1, (size_t)num, file);
    return;
  }
  while (num > 0) {
    if (num < TIO_BUFF) count = num;
    
    fread (i3e_buff, (size_t)I3E_WORD, (size_t)count, file);
    IEG2CRAY (&co_2, &count, i3e_buff, &co_0, buff);
    
    num  -= TIO_BUFF;
    buff += TIO_BUFF*size;
  }
}
#endif
/*.......................................................................*/
static int ipick (x0, n, xx)
/*.......................................................................*/
int n;
REAL x0, *xx;
{
  int i;

  if      (x0 <= xx[0]) 
    return 0;
  else if (x0 >= xx[n-1])
    return (n-1);
  else
    for (i = 1; i < n; i++) {
      if (x0 < xx[i]) 
	return (ABS(xx[i]-x0)<ABS(x0-xx[i-1])? i : (i-1));
    }
  return -1;
}
/*.......................................................................*/
static int read_array (arr)
/*.......................................................................*/
REAL **arr;
{
  REAL val[MAX_SLICES];
  int i, count = 0;
  char *word, *ch;

  if (!(word = strtok (NULL, " \t[")) || *word == ']') return 0; 

  do {
    if (!strncmp (word, "all", strlen("all"))) 
      return -1;
    else
      if (ch = strchr(word, ']')) {
	*ch = ' ';
	sscanf (word, "%f", &val[count++]);
	break;
      }
      else
	sscanf (word, "%f", &val[count++]);
  }
  while (word = strtok (NULL, " \t"));
    
  *arr = (REAL *) malloc(sz_REAL*count);
  for (i = 0; i < count; i++) *(*arr+i) = val[i];

  return count;
}

/*.......................................................................*/
static void pick_slice (pbuf, pstr, base1, n2, n3, map2, map3, co2, co3, pdat)
/*.......................................................................*/
int base1, n2, co2, *map2,
           n3, co3, *map3;
REAL *pbuf, *pdat;
STREAM *pstr;
{
  int j, k1, k2, k3, base;

  if (map3) {
    if (map2) {
      for (k1 = 0; k1 < pstr->slice.num; k1++) {
	base = *(pstr->slice.adr + k1) * base1;
	
	for (k2 = 0; k2 < n2; k2++) {
	  j = base + co2*map2[k2];
	  for (k3 = 0; k3 < n3; k3++) *pbuf++ = pdat[j + co3*map3[k3]];
	}
      }
    }
    else {
      for (k1 = 0; k1 < pstr->slice.num; k1++) {
	base = *(pstr->slice.adr + k1) * base1;
	
	for (k2 = 0; k2 < n2; k2++) {
	  for (k3 = 0; k3 < n3; k3++) *pbuf++ = pdat[base + co3*map3[k3]];
	  base += co2;
	}
      }
    }
  }
  else if (map2) {
    for (k1 = 0; k1 < pstr->slice.num; k1++) {
      base = *(pstr->slice.adr + k1) * base1;
      
      for (k2 = 0; k2 < n2; k2++) {
	j = base + co2*map2[k2];
	for (k3 = 0; k3 < co3*n3; k3+=co3) *pbuf++ = pdat[j + k3];
      }
    }
  }
  else {
    for (k1 = 0; k1 < pstr->slice.num; k1++) {
      base = *(pstr->slice.adr + k1) * base1;
      
      for (k2 = 0; k2 < n2; k2++) {
	for (k3 = 0; k3 < co3*n3; k3+=co3) *pbuf++ = pdat[base + k3];
	base += co2;
      }
    }
  }
}
/*.......................................................................*/
static void pick_sprite (pbuf,pstr,base1,n2,n3,map2,map3,co2,co3,pdat)
/*.......................................................................*/
int base1, n2, co2, *map2,
           n3, co3, *map3;
REAL *pbuf, *pdat;
STREAM *pstr;
{
  int j, m, r, k1, k2, k3, base, NXY, NMAP, *cmp;
  REAL flag;
  VAR  *pvar = pstr->vars.adr[0];
  
  flag = pvar->flag;
  cmp  = pvar->map->cmp;
  NMAP = pvar->map->NMAP; 
  NXY  = pvar->grid->NX * pvar->grid->NY;

  if (map3) 
    {
      if (map2) {
	for (k1 = 0; k1 < pstr->slice.num; k1++) {
	  base = *(pstr->slice.adr + k1) * base1;
	      
	  for (k2 = 0; k2 < n2; k2++) {
	    j = base + co2*map2[k2];
	    for (k3 = 0; k3 < n3; k3++) {
	      m = j + co3*map3[k3];
	      *pbuf++ = (r = cmp[m % NXY]) ? pdat[r + (m/NXY)*NMAP - 1] : flag;
	    }
	  }
	}
      }
      else {
	for (k1 = 0; k1 < pstr->slice.num; k1++) {
	  base = *(pstr->slice.adr + k1) * base1;
	  
	  for (k2 = 0; k2 < n2; k2++) {
	    for (k3 = 0; k3 < n3; k3++) {
	      m = base + co3*map3[k3];
	      *pbuf++ = (r = cmp[m % NXY]) ? pdat[r + (m/NXY)*NMAP - 1] : flag;
	    }	      
	    base += co2;
	  }
	}
      }
    }
  else if (map2)
    {
      for (k1 = 0; k1 < pstr->slice.num; k1++) {
	base = *(pstr->slice.adr + k1) * base1;
	
	for (k2 = 0; k2 < n2; k2++) {
	  j = base + co2*map2[k2];
	  for (k3 = 0; k3 < co3*n3; k3+=co3) {
	    m = j + k3; 
	    *pbuf++ = (r = cmp[m % NXY]) ? pdat[r + (m/NXY)*NMAP - 1] : flag;
	  }
	}
      }
    }
  else
    {
      for (k1 = 0; k1 < pstr->slice.num; k1++) {
	base = *(pstr->slice.adr + k1) * base1;
	
	for (k2 = 0; k2 < n2; k2++) {
	  for (k3 = 0; k3 < co3*n3; k3+=co3) {
	    m = base + k3;
	    *pbuf++ = (r = cmp[m % NXY]) ? pdat[r + (m/NXY)*NMAP - 1] : flag;
	  }
	  base += co2;
	}
      }
    }
}
/*.......................................................................*/
static void fill_buffer (pstr, pbuf, pdat)
/*.......................................................................*/
REAL   *pbuf, *pdat;
STREAM *pstr;
{
  int NX, NY, NXY, MX, MY, MZ, *mapx, *mapy, *mapz;
  GR_MAP *pgm  = pstr->gmap;
  VAR    *pvar = pstr->vars.adr[0];

  mapx = mapy = mapz = NULL;

  MX = NX = pvar->grid->NX; 
  MY = NY = pvar->grid->NY; 
  MZ =      pvar->grid->NZ;
  NXY = NX * NY;

  if (pgm) {
    if (pgm->MX) MX = pgm->MX, mapx = pgm->mapx;
    if (pgm->MY) MY = pgm->MY, mapy = pgm->mapy;
    if (pgm->MZ) MZ = pgm->MZ, mapz = pgm->mapz;
  }

  switch (pstr->slice.id) {
  case 'X': case 'x':
    if (pvar->map)
      pick_sprite (pbuf,pstr, 1,MZ,MY, mapz, mapy, NXY,NX, pdat);
    else
      pick_slice (pbuf, pstr, 1,  MZ, MY, mapz, mapy, NXY,NX, pdat);
    break;
    
  case 'Y': case 'y':
    if (pvar->map)
      pick_sprite (pbuf,pstr, NX, MZ,MX, mapz, mapx, NXY,1,pdat);
    else
      pick_slice (pbuf, pstr, NX,  MZ, MX, mapz, mapx, NXY,1, pdat);
    break;
    
  case 'Z': case 'z':
    if (pvar->map)
      pick_sprite (pbuf,pstr, NXY, MY,MX, mapy, mapx, NX,1,pdat);
    else
      pick_slice (pbuf, pstr, NXY, MY, MX, mapy, mapx, NX, 1, pdat);
    break;
  }
}
/*.......................................................................*/
static void write_stream_data (pstr, time)
/*.......................................................................*/
STREAM *pstr; 
REAL *time;
{
  REAL *buff;
  int buf_size, i;

  buf_size = pstr->size * pstr->slice.num;
  buff = (REAL *) malloc (buf_size * sz_REAL);

  pstr->time.count++;
  pstr->curr->time = *time;
  pstr->curr->val = ftell (data_file);

  for (i = 0; i < pstr->vars.count; i++) {
    fill_buffer (pstr, buff, pstr->vars.adr[i]->var);
    loc_wr (sz_REAL, buf_size, (void *)buff, data_file);
  }

  pstr->curr = (pstr->curr->next = (ADDR *) calloc(1, sizeof (ADDR)));
  free (buff);
}

/*.......................................................................*/
static void wr_as_real (n, idat, file)
/*.......................................................................*/
int n, *idat;
FILE *file;
{
  int i; 
  REAL *real;
  real = (REAL *)malloc (sz_REAL*n);
  for (i = 0; i < n; i++) real[i] = (REAL)idat[i];
  loc_wr (sz_REAL, n, (void *)real, file);
  free (real);
}
/*.......................................................................*/
static void lwrite_tios (file)
/*.......................................................................*/
FILE *file;
{
  static REAL tmp[11];
  tmp[0] = (REAL)tios.grid_count; 
  tmp[1] = (REAL)tios.gmap_count;
  tmp[2] = (REAL)tios.var_count;
  tmp[3] = (REAL)tios.str_count;
  tmp[4] = (REAL)tios.time_begin; 
  tmp[5] = (REAL)tios.time_end;
  tmp[6] = (REAL)tios.addr_start; 
  tmp[7] = (REAL)tios.addr_grids;
  tmp[8] = (REAL)tios.addr_vars;  
  tmp[9] = (REAL)tios.addr_strs;  
  tmp[10] = (REAL)tios.addr_end;

  loc_wr (sz_REAL, 11,  (void *)tmp, file);
  loc_wr (1, TITLE_TIOS_LEN, (void *)tios.tios_name, file);
}
/*.......................................................................*/
static void restart_tios (file)
/*.......................................................................*/
FILE *file;
{
  static REAL tmp[11];

  loc_rd (sz_REAL, 11, (void *)tmp, file);
  tios.time_begin =      tmp[4];
  tios.addr_start = (int)tmp[6];
  tios.addr_grids = (int)tmp[7];
  tios.addr_vars  = (int)tmp[8];
  tios.addr_strs  = (int)tmp[9];
  tios.addr_end   = (int)tmp[10];

  fread (tios.tios_name, (size_t)1, (size_t)TITLE_TIOS_LEN, file);
}
/*.......................................................................*/
static void lwrite_grid (pg)
/*.......................................................................*/
GRID *pg;
{
  static REAL tmp[3];

  tmp[0] = (REAL)(pg->NX);   
  tmp[1] = (REAL)(pg->NY);
  tmp[2] = (REAL)(pg->NZ);   
  loc_wr (sz_REAL, 3, (void *)tmp, indx_file);

  if (pg->NX) loc_wr(sz_REAL, pg->NX, (void *)pg->xx, indx_file);
  if (pg->NY) loc_wr(sz_REAL, pg->NY, (void *)pg->yy, indx_file);
  if (pg->NZ) loc_wr(sz_REAL, pg->NZ, (void *)pg->zz, indx_file);
}
/*.......................................................................*/
static void lwrite_gmap (pgm)
/*.......................................................................*/
GR_MAP *pgm;
{
  static REAL tmp[4];

  tmp[0] = (REAL)(pgm->MX); tmp[1] = (REAL)(pgm->MY);
  tmp[2] = (REAL)(pgm->MZ); tmp[3] = (REAL)(pgm->grid->grid_nu);  
  loc_wr (sz_REAL, 4, (void *)tmp, indx_file);

  if (pgm->MX) wr_as_real(pgm->MX, pgm->mapx, indx_file);
  if (pgm->MY) wr_as_real(pgm->MY, pgm->mapy, indx_file);
  if (pgm->MZ) wr_as_real(pgm->MZ, pgm->mapz, indx_file);
}
/*.......................................................................*/
static void lwrite_var (pv)
/*.......................................................................*/
VAR *pv;
{
  static REAL tmp[3];

  tmp[0] = (REAL)(pv->strs.count);  
  tmp[1] = (REAL)(pv->grid->grid_nu);
  tmp[2] = pv->flag;
  loc_wr (sz_REAL, 3, (void *)tmp, indx_file);

  if (pv->strs.count) wr_as_real (pv->strs.count, pv->strs.num, indx_file);
  fwrite (pv->label, (size_t)1, (size_t)STR_VAR_LEN, indx_file);
}
/*.......................................................................*/
static void lwrite_stream (ps)
/*.......................................................................*/
STREAM *ps;
{
  static REAL tmp[9];

  tmp[0] = (REAL)(ps->time.count);  
  tmp[1] = ps->time.sta;  
  tmp[2] = ps->time.sta + ps->time.step * (REAL)(ps->time.count - 1);  
  tmp[3] = ps->time.step; 
  tmp[4] = (REAL)(ps->slice.id);
  tmp[5] = (REAL)(ps->slice.num); 
  tmp[6] = (REAL)(ps->gmap ? ps->gmap->gmap_nu : 0);
  tmp[7] = (REAL)(ps->size); 
  tmp[8] = (REAL)(ps->vars.count);

  loc_wr (sz_REAL, 9, (void *)tmp, indx_file);
  loc_wr (sz_REAL, ps->slice.num, (void *)ps->slice.val, indx_file);
  wr_as_real ((int)(ps->vars.count), ps->vars.num, indx_file); 

  fwrite (ps->label, (size_t)1, (size_t)LABEL_STREAM_LEN, indx_file);
}
/*.......................................................................*/
static void restart_stream (pstr)
/*.......................................................................*/
STREAM *pstr;
{
  int i, skip;
  ADDR *paddr;
  UINT *pint;
  REAL *pflt;
  static REAL tmp[9];

  loc_rd (sz_REAL, 9, (void *)tmp, indx_file);
  pstr->time.count = (int)tmp[0];
  pstr->time.sta   =      tmp[1];
  pstr->time.next  =      tmp[2];

  skip = ((int)tmp[5] + (int)tmp[8])*sz_REAL + LABEL_STREAM_LEN;
  fseek (indx_file, (size_t)skip, SEEK_CUR);
  paddr = pstr->addr;

  if (pstr->time.count) {
    pint = (UINT *)malloc(sz_UINT*pstr->time.count);
    pflt = (REAL *)malloc(sz_REAL*pstr->time.count);

    loc_rd (sz_UINT, pstr->time.count, (void *)pint, indx_file);
    loc_rd (sz_REAL, pstr->time.count, (void *)pflt, indx_file);

    for (i = 0; i < pstr->time.count; i++) {
      paddr->val  = pint[i];
      paddr->time = pflt[i];
      paddr = (paddr->next = (ADDR *) calloc(1, sizeof (ADDR)));
    }
    free(pint);
    free(pflt);
  }

  pstr->curr = paddr;
}
/*.......................................................................*/
static void do_gmap (MM, map, rang, NN, xx)
/*.......................................................................*/
RG_ST *rang;
int NN, *MM, **map;
REAL *xx;
{
  int i, st, count = 0, *pm;
  REAL first, last, delt;

  if (!rang->num || NN == 1)
    return;

  else { 
    first = (rang->sta == AUTO_FLAG) ? xx[0]    : rang->sta;
    last  = (rang->end == AUTO_FLAG) ? xx[NN-1] : rang->end;
    
    if (rang->num < 0) {
      st = ((rang->step  == AUTO_FLAG) ? 1 : (int)(rang->step));
      
      for (i = 0; i < NN; i += st) {
	if (xx[i] >= first && xx[i] <= last) count++;
      }
      
      *MM = count;
      *map = pm = (int *)malloc(count * sizeof(int));
      
      for (count = i = 0; i < NN; i += st) {
	if (xx[i] >= first && xx[i] <= last) pm[count++] = i;
      }
    }
    else {
      *MM = count = MIN(rang->num, NN);
      
      *map = pm = (int *)malloc(count * sizeof(int));
      delt = (last - first) / (REAL)(count - 1);
      
      for (i = 0; i < count; i++) {
	pm[i] = ipick (first, NN, xx);
	first += delt;
      }
    }
  }
}
/*.......................................................................*/
static void regrid_stream (nran, pstr, pvar)
/*.......................................................................*/
STREAM *pstr;
VAR *pvar;
int nran;
{
  GRID  *pg = pvar->grid;
  GR_MAP *pgm;
  RANGE *pr;

  if ( !nran ) {
    pstr->time.sta  = pstr->time.end  = AUTO_FLAG;
    pstr->time.step = 1.;
    pstr->time.fmt  = 0;
    return;
  }
  else {
    pr = tios.ranges;
    while (pr && pr->range_nu != nran) pr = pr->next;

    if (!pr) {
      printf("TIOS: Not defined RANGE %d used in stream %d for <%s>\n", 
	     nran, pstr->stream_nu, pvar->label);
      exit (-1);
    }

    pstr->time.sta  = pr->t.sta;
    pstr->time.end  = pr->t.end;
    pstr->time.step = pr->t.step;

    pstr->time.fmt = pr->t.fmt;
    pstr->time.absolute = pr->t.absolute;
    
    if (!pr->x.num && !pr->y.num && !pr->z.num) return;
    
    pgm = tios.gr_maps;
    while (pgm->next && (pgm->grid != pg || pgm->range != pr))
      pgm = pgm->next;
    
    if (!pgm->next) {
      do_gmap (&(pgm->MX), &(pgm->mapx), &(pr->x), pg->NX, pg->xx);
      do_gmap (&(pgm->MY), &(pgm->mapy), &(pr->y), pg->NY, pg->yy);
      do_gmap (&(pgm->MZ), &(pgm->mapz), &(pr->z), pg->NZ, pg->zz);
      
      pgm->gmap_nu = ++tios.gmap_count;
      pgm->grid    = pg;
      pgm->range   = pr;
      pstr->gmap = pgm;
      pgm->next = (GR_MAP *)calloc(1, sizeof (GR_MAP)); 
    }
    else
      pstr->gmap = pgm;
  }
}

/*.......................................................................*/
static void set_slice (pstr, pvar)
/*.......................................................................*/
STREAM *pstr;
VAR    *pvar;
{
  REAL *xx;
  int i, nn;
  
  switch (pstr->slice.id) {
  case 'X':  case 'x':
    nn = pvar->grid->NX;
    xx = pvar->grid->xx;
    pstr->size = 
      ((pstr->gmap && pstr->gmap->MY)? pstr->gmap->MY : pvar->grid->NY) *
      ((pstr->gmap && pstr->gmap->MZ)? pstr->gmap->MZ : pvar->grid->NZ);
    break;
  case 'Y':  case 'y':
    nn = pvar->grid->NY;
    xx = pvar->grid->yy;
    pstr->size = 
      ((pstr->gmap && pstr->gmap->MX)? pstr->gmap->MX : pvar->grid->NX) *
      ((pstr->gmap && pstr->gmap->MZ)? pstr->gmap->MZ : pvar->grid->NZ);
    break;
  case 'Z':  case 'z':
    nn = pvar->grid->NZ;
    xx = pvar->grid->zz;
    pstr->size = 
      ((pstr->gmap && pstr->gmap->MX)? pstr->gmap->MX : pvar->grid->NX) *
      ((pstr->gmap && pstr->gmap->MY)? pstr->gmap->MY : pvar->grid->NY);
    break;
  default:
    printf ("TIOS: wrong axe name <%c> has been specified\n", pstr->slice.id);
    exit (-1);
  }

  if (pstr->slice.num == -1) {
    pstr->slice.num = nn;
    pstr->slice.val = xx;
  }

  pstr->slice.adr = (int *) malloc(pstr->slice.num * sizeof(int));
  for (i = 0; i < pstr->slice.num; i++)
    pstr->slice.val[i] = 
      xx[pstr->slice.adr[i] = 
	 ipick(pstr->slice.val[i], nn, xx)];
}
/*.......................................................................*/
static void set_define ()
/*.......................................................................*/
{
  char *word;

  if (!(word = strtok (NULL, " \t\n")))
    {printf ("TIOS warning: empty DEFINE\n"); return;}
  
  if (!strncmp (word, "TIME_FMT", strlen("TIME_FMT"))) {
    word = strtok (NULL, " \t\n[]");
    switch  (*word) {
    case 's':
      tios.time_fmt = 0;
      break;
    case 'd':
      tios.time_fmt = 1;
      break;
    case 'm':
      tios.time_fmt = 2;
      break;
    case 'y':
      tios.time_fmt = 3;
      break;
    default:
      tios.time_fmt = 2;
      break;
    }
  }
  else if (!strncmp (word, "LABEL", strlen("LABEL"))) 
    strcpy(tios.tios_name,
	   strtok(strpbrk(word+strlen("LABEL")+1,"[")+1, "]\n") );

  else if (!strncmp (word, "DUMP_OUTPUT", strlen("DUMP_OUTPUT"))) 
    tios.cntrl.everystep = 1;

  else if (!strncmp (word, "DEBUG", strlen("DEBUG"))) 
    tios.cntrl.debug = 1;
}

static void read_range(rang, word)
RG_ST *rang;
char  *word;
{
  int i=0;
  char fmt, grid_name = *word;

  while ( word = strtok (NULL, " \t:;" ) ) {
    i++;

    if (*word == '*' ||
	!strncmp(word, (i-2)?FRST_WORD:LAST_WORD, strlen(word)) ) continue;

    if (*word == ']') break;

    switch (i) {
      case 1: sscanf (word, "%f", &(rang->sta)); rang->num = -1; break;
      case 2: sscanf (word, "%f", &(rang->end)); rang->num = -1; break;
      case 3: 
	if (*word == '(') sscanf (word+1, "%d", &(rang->num)); 
	else              sscanf (word,   "%f", &(rang->step)); 
	break;
      case 4: 
	if (!strncmp(word, "fmt=", strlen("fmt="))) {
	  sscanf (&word[4], "%c", &fmt);
	  switch  (fmt) {
	    case 's': case 'S': rang->fmt = 0; break;
	    case 'd': case 'D': rang->fmt = 1; break;
	    case 'm': case 'M': rang->fmt = 2; break;
	    case 'y': case 'Y': rang->fmt = 3; break;
	    default:  rang->fmt = tios.time_fmt; break;
	  }
	}
      case 5:
	if (!strncmp(word, "abs", strlen("abs")) ) rang->absolute = 1;      
      default: break;
    }

    if ( strchr(word, ']') ) break;    
  }

  if (tios.cntrl.debug) {
    printf ("[%c:", grid_name);
    (rang->sta == (REAL)AUTO_FLAG) ? printf ("*:"): printf ("%g:",rang->sta); 
    (rang->end == (REAL)AUTO_FLAG) ? printf ("*:"): printf ("%g:",rang->end);
    (rang->step == (REAL)AUTO_FLAG) ? printf ("*"): printf ("%g",rang->step);
    if (grid_name == 'T') printf ("; fmt=%c; abs=%d", fmt, rang->absolute);
    printf ("]");
  }
}

/*.......................................................................*/
static void set_range (line0, word)
/*.......................................................................*/
char *line0, *word;
{
  char *ic1 = line0;
  static char *line;
  static int lenline;
  
  if (!(word = strtok (NULL, " \t\n")))
    {printf ("TIOS: Missed RANGE number\n");exit (-1);}
  sscanf (word, "%d", &(rang_curr->range_nu));

  rang_curr->x.sta = rang_curr->x.end = rang_curr->x.step = 
  rang_curr->y.sta = rang_curr->y.end = rang_curr->y.step = 
  rang_curr->z.sta = rang_curr->z.end = rang_curr->z.step = 
  rang_curr->t.sta = rang_curr->t.end = (REAL)AUTO_FLAG;
  rang_curr->t.step = 1.; 
  rang_curr->t.fmt  = tios.time_fmt;
  rang_curr->t.absolute = 0;

  if (tios.cntrl.debug) printf ("Debug: Range #%1d :", rang_curr->range_nu);

  while ( ic1 = strchr(ic1, '[') ) {

    if (lenline < strlen(ic1)) lenline = strlen(line = strdup(ic1));
    else                                 strcpy(line, ic1);

    word = strtok (line, " \t\n[");

    if ( !(ic1 = strchr(ic1, ']')) )
      {printf ("TIOS: \"]\" expected for <%c> RANGE\n", *word);exit (-1);}

    switch (*word) {

    case 'X': case 'x':
      read_range (&(rang_curr->x), word);
      break;
    case 'Y': case 'y':
      read_range (&(rang_curr->y), word);
      break;
    case 'Z': case 'z':
    case 'L': case 'l':
      read_range (&(rang_curr->z), word);
      break;
    case 'T': case 't':
      read_range (&(rang_curr->t), word);
      break;

    default:
      break;
    }
  }
  if (tios.cntrl.debug) printf ("\n");

  rang_curr->range_nu = ++tios.rang_count;
  rang_curr = (rang_curr->next = (RANGE *)calloc (1, sizeof(RANGE)));
}
/*.......................................................................*/
static VAR *find_var_by_name (name)
/*.......................................................................*/
char *name;
{
  VAR *pvar = tios.vars;
  
  while (pvar->next && strcmp(name, pvar->label))
    pvar = pvar->next; 

  return (pvar->next ? pvar : pvar->next);
}
/*.......................................................................*/
static void set_stream(line)
/*.......................................................................*/
char *line;     
{
  VAR    *pvar;
  REAL   *vslice;
  int    i, nran, nslice;
  char   *word, label[LABEL_STREAM_LEN], islice;

  if (!(word = strtok (NULL, " \t\n"))) return;

  if ( sscanf(word, "%s",  label)  != 1) return;
  word = strtok (NULL, " \t");
  if ( sscanf(word, "%c", &islice) != 1) return;
  
  if (!(nslice = read_array (&vslice)) ||
      sscanf(strdup(strtok(NULL," \t]")), "%d",  &nran) != 1
      ) return;

  while (word  = strtok(NULL," \t\n")) 
  {
    if (*word == '\\') {    /***** multi-line list of variables ******/
      while (fgets(line, TITLE_TIOS_LEN, tios_file) ) 
       if (*line !='%' && (word =strtok (line, " \t\n")) && *word !='%')break;
    }

    if (*word == '%')      /***** rest of the list commented out ********/
      break;
    
    if ( !(pvar = find_var_by_name(word)) ) { /*** invalid variable ******/
      printf ("TIOS-warning: not recognized variable <%s>....skipped\n", word);
      continue;
    }
    str_curr->vars.adr[str_curr->vars.count] = pvar;
    str_curr->vars.num[str_curr->vars.count++] = pvar->var_nu;
  }

  if (! str_curr->vars.count) {
      printf ("TIOS-warning: empty stream <%s>....skipped\n", label);
      return; 
    }
  str_curr->stream_nu = ++tios.str_count;
  
  pvar = str_curr->vars.adr[0]; /* make a first variable to be a stream BASE */

  pvar->strs.adr[pvar->strs.count] = str_curr;
  pvar->strs.num[pvar->strs.count++] = str_curr->stream_nu; 
  
  strcpy (str_curr->label, label);
  
  str_curr->slice.id  = islice;
  str_curr->slice.num = nslice;
  str_curr->slice.val = vslice;

  regrid_stream (nran, str_curr, pvar);
  set_slice (str_curr, pvar);
  
  if (tios.cntrl.debug) {
    printf ("Debug:Stream: <%s>: %c = [ ", 
	    str_curr->label, str_curr->slice.id);
    for (i = 0; i < str_curr->slice.num; i++) 
      printf ("%.2f ", str_curr->slice.val[i]);
    printf (" ], Grid=%d, Range=%d, Vars=%d\n", 
	    pvar->grid->grid_nu, nran, str_curr->vars.count);
  }
  str_curr->addr = str_curr->curr = (ADDR *) calloc (1, sizeof (ADDR));    
  str_curr = (str_curr->next = (STREAM *) calloc (1, sizeof (STREAM)));
}

/*************************************************************************/
void tios_init_(tios_f, data_f)
/*************************************************************************/
char *tios_f, *data_f;
{
  char *name, space[100];
  
  sz_REAL = sizeof(REAL);
  sz_UINT = sizeof(UINT);

  if (!(tios_file = fopen (strtok(tios_f, " \t\n"), "r")))
    {
      printf ("Cannot open file <%s>\n", tios_f);
      exit (-1);
    }

  name = strtok(data_f, " \t\n");
  strncpy (space, name, strlen(name));

  strcpy (space+strlen(name), ".data");
  data_file = (tios.cntrl.restart ? fopen(space, "r+") : fopen(space, "w+"));

  strcpy (space+strlen(name), ".indx");
  indx_file = (tios.cntrl.restart ? fopen(space, "r+") : fopen(space, "w+"));

  tios.time_resolution = ENSO_DAY;
  
  tios.grids   = grid_curr = (GRID   *)calloc (1, sizeof(GRID)); 
  tios.maps    = map_curr  = (MAP    *)calloc (1, sizeof(MAP)); 
  tios.ranges  = rang_curr = (RANGE  *)calloc (1, sizeof(RANGE)); 
  tios.gr_maps             = (GR_MAP *)calloc (1, sizeof(GR_MAP)); 
  tios.vars    = var_curr  = (VAR    *)calloc (1, sizeof(VAR)); 
  tios.streams = str_curr  = (STREAM *)calloc (1, sizeof(STREAM)); 

  if (tios.cntrl.restart) {
    restart_tios(indx_file);
    fseek (indx_file, (size_t)tios.addr_start, SEEK_SET);
    fseek (data_file, (size_t)tios.addr_end, SEEK_SET);
  }
  else {
    lwrite_tios(data_file);
    lwrite_tios(indx_file);
    tios.addr_start = tios.addr_grids = ftell(indx_file);
  }
  tios.cntrl.updated = 0;
}

/*************************************************************************/
void tios_map_(addr, NXY, NMAP, comp)
/*************************************************************************/
int *addr, *NXY, *NMAP, *comp;
{
  int i;

  map_curr->map_nu = ++tios.map_count;

  map_curr->NXY  = *NXY;
  map_curr->NMAP = *NMAP;

  map_curr->cmp = (int *)calloc ((size_t)*NXY, sizeof(int)); 

  for (i = 0; i < *NMAP; i++) map_curr->cmp[comp[i]-1] = i+1;

  *addr = map_curr->map_nu;
  map_curr = (map_curr->next = (MAP *)calloc(1, sizeof(MAP))); 
}

/*************************************************************************/
void tios_grid_(addr, NX, NY, NZ, xx, yy, zz)
/*************************************************************************/
int *addr, *NX, *NY, *NZ;
REAL *xx, *yy, *zz;
{
  grid_curr->grid_nu = ++tios.grid_count;

  grid_curr->NX = *NX;
  grid_curr->NY = *NY;
  grid_curr->NZ = *NZ;

  grid_curr->xx = xx;
  grid_curr->yy = yy;
  grid_curr->zz = zz;

  if (tios.cntrl.debug) {    
    printf ("Debug: Grid #%d: \n", grid_curr->grid_nu);
    printf ("       NX = %3d", *NX);
    if (*NX) 
      printf ("\txx : %.4g %.4g %.4g ... %.4g\n", 
	      xx[0],xx[1],xx[2],xx[*NX-1]);
    printf ("       NY = %3d", *NY);
    if (*NY) 
      printf ("\tyy : %.4g %.4g %.4g ... %.4g\n", 
	      yy[0],yy[1],yy[2],yy[*NY-1]);
    printf ("       NZ = %3d", *NZ);
    if (*NZ) 
      printf ("\tzz : %.4g %.4g %.4g ... %.4g\n", 
	      zz[0],zz[1],zz[2],zz[*NZ-1]);
  }
  *addr = grid_curr->grid_nu;
  grid_curr = (grid_curr->next = (GRID *)calloc (1, sizeof (GRID))); 
}

/*************************************************************************/
void tios_var_(var, label, igrid, imap)
/*************************************************************************/
REAL *var;
char *label;
int *igrid, *imap;
{
  GRID *pgrid;
  MAP  *pmap;

  var_curr->var_nu = ++tios.var_count;
  
  var_curr->var = var;
  strcpy (var_curr->label, strtok(label," \t\n"));

  pgrid = tios.grids;
  while (pgrid->next)
    if (pgrid->grid_nu == *igrid) {
      var_curr->grid = pgrid;
      break;
    }
    else
      pgrid = pgrid->next;

  if (!pgrid) {
    printf("TIOS:tios_var: Unknown grid for variable <%s>\n", label);
    exit (-1);
  }
  
  if (tios.cntrl.debug) printf ("Debug: set variable <%s> on the grid %d\n",
			  var_curr->label, var_curr->grid->grid_nu);
  if (*imap) {
    pmap = tios.maps;
    while (pmap->next)
      if (pmap->map_nu == *imap) {
	var_curr->map = pmap;
	break;
      }
      else
	pmap = pmap->next;

    if (!pmap) {
      printf("TIOS:tios_var: Unknown map for variable <%s>\n", label);
      exit (-1);
    }
    var_curr->flag = (REAL)AUTO_FLAG;
  }

  var_curr = (var_curr->next = (VAR *) calloc (1, sizeof (VAR)));
}

/*************************************************************************/
int tios_idvar_(label, igrid, imap)
/*************************************************************************/
char *label;
int *igrid, *imap;
{
  GRID *pgrid;
  MAP  *pmap;

  var_curr->var_nu = ++tios.var_count;
  
  strcpy (var_curr->label, strtok(label," \t\n"));
  pgrid = tios.grids;
  while (pgrid->next)
    if (pgrid->grid_nu == *igrid) {
      var_curr->grid = pgrid;
      break;
    }
    else
      pgrid = pgrid->next;

  if (!pgrid) {
    printf("TIOS:tios_idvar: Unknown grid for variable <%s>\n", label);
    exit (-1);
  }

  if (tios.cntrl.debug) printf ("Debug: set variable <%s> on the grid %d\n",
			  var_curr->label, var_curr->grid->grid_nu);
  if (*imap) {
    pmap = tios.maps;
    while (pmap->next)
      if (pmap->map_nu == *imap) {
	var_curr->map = pmap;
	break;
      }
      else
	pmap = pmap->next;

    if (!pmap) {
      printf("TIOS:tios_idvar: Unknown map for variable <%s>\n", label);
      exit (-1);
    }
    var_curr->flag = (REAL)AUTO_FLAG;
  }

  var_curr = (var_curr->next = (VAR *) calloc (1, sizeof (VAR)));
  return (int)tios.var_count;
}

/*************************************************************************/
void tios_read_()
/*************************************************************************/
{
  VAR    *pvar;
  GRID   *pgrid;
  GR_MAP *pgm;
  STREAM *pstr;
  char line0[TITLE_TIOS_LEN], *word;
  static char *line;
  static int  lenline;

  while (fgets(line0, TITLE_TIOS_LEN, tios_file)) {

    if (lenline < strlen(line0)) lenline = strlen(line = strdup(line0)); 
    else                         strcpy(line, line0);

    if (*line == '%' || !(word = strtok (line, " \t")))
      continue;
    
    else if (!strncmp (word, "DEFINE", strlen("DEFINE"))) 
      set_define ();
    
    else if (!strncmp (word, "RANGE", strlen("RANGE"))) 
      set_range (line0, word);
    
    else if (!strncmp (word, "STREAM", strlen("STREAM"))) 
      set_stream (line0);
  }

  if (tios.cntrl.restart) {
    fseek (indx_file, (size_t)tios.addr_strs, SEEK_SET);
    pstr = tios.streams;
    while (pstr->next) {
      restart_stream (pstr);
      pstr = pstr->next;
    }
  }
  else {
                     /* write grids, maps, vars structures into indx_file  */
    fseek (indx_file, (size_t)tios.addr_grids, SEEK_SET);
    pgrid = tios.grids;
    while (pgrid->next) {
      lwrite_grid (pgrid);
      pgrid = pgrid->next;
    }

    pgm = tios.gr_maps;
    while (pgm->next) {
      lwrite_gmap (pgm);
      pgm = pgm->next;
    }
    tios.addr_vars = ftell(indx_file);

    pvar = tios.vars;
    while (pvar->next) {
      lwrite_var (pvar);
      pvar = pvar->next;
    }
    tios.addr_strs = ftell(indx_file);
    fflush (indx_file);
    fflush (data_file);
  }
}
/*************************************************************************/
void tios_cntrl_(key, val)
/*************************************************************************/
int *key; 
void *val;
{
  int   *pi;
  float *pf;

  switch (*key) {
  case 1: /* everystep */
    pi = (int *)val;
    tios.cntrl.everystep = *pi;
    break;
  case 2: /* debug */
    pi = (int *)val;
    tios.cntrl.debug = *pi;
    break;
  case 3: /* restart */
    pi = (int *)val;
    tios.cntrl.restart = *pi;
    break;
  case 4: /* resolution */
    pf = (float *)val;
    tios.time_resolution = *pf;
    break;
  }
}

/*.......................................................................*/
static void str_time_init (ps, time)
/*.......................................................................*/
STREAM *ps;
REAL *time;
{
  REAL time0 = (REAL)0.;

  ps->time.init = 1;
  if ( ! ps->time.absolute ) time0 = *time;

  if (ps->time.step == AUTO_FLAG) ps->time.step = 1.;

  switch (ps->time.fmt) {

  case 1:                              /* format in days */
    ps->time.step *= ENSO_DAY; 
    if (ps->time.sta == AUTO_FLAG) 
      ps->time.sta = ps->time.next = *time;
    else 
      if (tios.cntrl.restart) 
	ps->time.next += ps->time.step;
      else
	ps->time.sta = ps->time.next = time0 + ps->time.sta * ENSO_DAY;
    
    ps->time.end = ((ps->time.end == AUTO_FLAG) ?MAXFLOAT: 
		     time0 + ps->time.end * ENSO_DAY);
    break;

  case 2:                              /* format in months */
    if (ps->time.sta == AUTO_FLAG) 
      ps->time.sta = ps->time.next = *time;
    else 
      if (tios.cntrl.restart) 
	ps->time.next += ps->time.step;
      else
	ps->time.sta = ps->time.next = time0 + ps->time.sta;
    
    ps->time.end = ((ps->time.end == AUTO_FLAG) ?MAXFLOAT: time0+ps->time.end);
    break;
  case 3:                              /* format in years */
    ps->time.step *= 12.;
    if (ps->time.sta == AUTO_FLAG) 
      ps->time.sta = ps->time.next = *time;
    else 
      if (tios.cntrl.restart) 
	ps->time.next += ps->time.step;
      else
	ps->time.sta = ps->time.next = time0 + 12.* ps->time.sta; 
    
    ps->time.end = ((ps->time.end == AUTO_FLAG) ? MAXFLOAT : 
		                                  time0 + 12.* ps->time.end);
    break;
  }
}  

/*.......................................................................*/
static int isit_time (time, pstr)
/*.......................................................................*/
REAL *time;
STREAM *pstr;
{
  if ( APPROX_EQ(*time, pstr->time.next, tios.time_resolution) ) {
    if (*time > pstr->time.end) 
      return 0;
    else {
      pstr->time.next += pstr->time.step; 
      if (pstr->time.next > pstr->time.end) pstr->time.next = 0.;
      return 1;
    }
  }
  else
    return 0;
}

/*-----------------------------------------------------------------------*/
int sio_putvar(pvar, time, func, action)
/*-----------------------------------------------------------------------*/
VAR  *pvar;
REAL *time;
int  action;
void (*func)();
{
  register int i;
  STREAM *pstr;
  int iret = 0;
  
  if ( !tios.time_end && !tios.cntrl.restart) tios.time_begin = *time;
  tios.time_end = *time;

  for (i = 0; i < pvar->strs.count; i++) {
    pstr = pvar->strs.adr[i];
    
    if ( ! pstr->time.init ) str_time_init (pstr, time); 
    
    if (tios.cntrl.everystep || isit_time (time, pstr)) {
      if (action) { 
	func();
	action = 0;
      }
      write_stream_data (pstr, time);
      iret = tios.cntrl.updated = 1;
    }
  }

  return iret;
}

/*************************************************************************/
int tios_putvar_(var, time, func)
/*************************************************************************/
REAL *var, *time;
void *func;
{
  VAR *pvar = tios.vars;
  int action = *((int *)func);
  int iret = 0;

  while (pvar->var != var) 
    if (!pvar->next) 
      return iret;
    else 
      pvar = pvar->next;

  return sio_putvar(pvar, time, func, action);
}

/*************************************************************************/
int tios_putidvar_(id, var, time, func)
/*************************************************************************/
int *id;
REAL *var, *time;
void *func;
{
  VAR *pvar = tios.vars;
  int action = *((int *)func), iret = 0;

  while (pvar->var_nu != *id) 
    if (!pvar->next) 
      return iret;
    else 
      pvar = pvar->next;

  pvar->var = var;
  iret = sio_putvar(pvar, time, func, action);
  pvar->var = NULL;
  return iret;
}

/*************************************************************************/
void tios_save_()
/*************************************************************************/
{
  STREAM  *pstr;
  ADDR    *paddr;
  UINT    *pint;
  REAL    *pflt;
  register int i;

  if (tios.cntrl.updated) {

    fseek (indx_file, (size_t)tios.addr_strs, SEEK_SET);

    pstr = tios.streams;
    while (pstr->next) {
      lwrite_stream (pstr);
      
      if ( pstr->time.count) {
	pint = (UINT *)malloc(sz_UINT*pstr->time.count);
	pflt = (REAL *)malloc(sz_REAL*pstr->time.count);

	for (paddr = pstr->addr,i = 0; i < pstr->time.count; i++) {
	  pint[i] = paddr->val;
	  pflt[i] = paddr->time;
	  paddr = paddr->next;      
	}
	
	loc_wr (sz_UINT, pstr->time.count, (void *)pint, indx_file);
	loc_wr (sz_REAL, pstr->time.count, (void *)pflt, indx_file);
	free(pint);
	free(pflt);
      }
      pstr = pstr->next;
    }
    tios.addr_end = ftell(data_file);
    fseek (indx_file, 0L, SEEK_SET);
    lwrite_tios (indx_file);
    fflush (indx_file);
    fflush (data_file);
    
    tios.cntrl.updated = 0;
  }
}
/*************************************************************************/
void tios_close_()
/*************************************************************************/
{
  UINT *temp;
  VAR  *pvar;
  STREAM  *pstr;
  ADDR *paddr;
  UINT *pint;
  REAL *pflt;
  register int i;

  if (!tios.cntrl.updated) return;

  pvar = tios.vars;
  while (pvar->next) {
    temp = (UINT *)pvar;
    pvar = pvar->next;
    free ((VAR *)temp);
  }
  
  fseek (indx_file, (size_t)tios.addr_strs, SEEK_SET);
  pstr = tios.streams;
  while (pstr->next) {
    lwrite_stream (pstr);
    
    if (pstr->time.count) {
      pint = (UINT *)malloc(sz_UINT*pstr->time.count);
      pflt = (REAL *)malloc(sz_REAL*pstr->time.count);
      
      for (paddr = pstr->addr,i = 0; i < pstr->time.count; i++) {
	pint[i] = paddr->val;
	pflt[i] = paddr->time;
	temp = (UINT *)paddr;
	paddr = paddr->next;
	free ((ADDR *)temp);
      }
      
      loc_wr (sz_UINT, pstr->time.count, (void *)pint, indx_file);
      loc_wr (sz_REAL, pstr->time.count, (void *)pflt, indx_file);
      free(pint);
      free(pflt);
    }

    temp = (UINT *)pstr;
    pstr = pstr->next;
    free ((STREAM *)temp);
  }

  tios.addr_end = ftell(data_file);
  fseek (indx_file, 0L, SEEK_SET);
  lwrite_tios (indx_file);

  close (data_file);
  close (indx_file);
}


sio_old.c/      832169704   1572  1572  100444  38960     `
#include <stdio.h>
#include <string.h>
#include <malloc.h>
#include <values.h>
#include <ctype.h>

#include "tios.h"

static int sz_REAL, sz_UINT;

int idvar_tios_(a1,a2,a3) void *a1, *a2, *a3; {return tios_idvar_(a1,a2,a3);}

#ifdef CRAY
#define vCR1(N,n,a)     void N(a)     void *a;      {n(a);}
#define vCR2(N,n,a,b)   void N(a,b)   void *a,*b;   {n(a,b);}
#define vCR3(N,n,a,b,c) void N(a,b,c) void *a,*b,*c;{n(a,b,c);}

vCR2(TIOS_INIT,tios_init_,a1,a2)

void TIOS_MAP   (void *a1,*a2,*a3,*a4) {tios_map_(a1,a2,a3,a4);}
void TIOS_GRID  (void *a1,*a2,*a3,*a4,*a5,*a6,*a7)
                                       {tios_grid_(a1,a2,a3,a4,a5,a6,a7);}
void TIOS_VAR   (void *a1,*a2,*a3,*a4) {tios_var_(a1,a2,a3,a4);}
int  TIOS_IDVAR (void *a1,*a2,*a3)     {return tios_idvar_(a1,a2,a3,a4);}
int  IDVAR_TIOS (void *a1,*a2,*a3)     {return tios_idvar_(a1,a2,a3,a4);}
void TIOS_READ                         {tios_read_();}
void TIOS_CNTRL (void *a1,*a2)         {tios_cntrl_(a1,a2);}
int  TIOS_PUTVAR(void *a1,*a2,*a3)     {return tios_putvar_(a1,a2,a3);}
int  TIOS_PUTIDVAR(void *a1,*a2,*a3,*a4) {return tios_putidvar_(a1,a2,a3,a4);}
void TIOS_SAVE                         {tios_save_();}
void TIOS_CLOSE                        {tios_close_();}
#endif

#ifndef CRAY
void loc_wr(size, num, buff, file)
int size, num;
void *buff;
FILE *file;
{
  fwrite (buff, (size_t)size, (size_t)num, file);
}
void loc_rd (size, num, buff, file)
int size, num;
void *buff;
FILE *file;
{
  fread (buff, (size_t)size, (size_t)num, file);
}
#else

#define TIO_BUFF 2048
#define I3E_WORD 4

static char i3e_buff[TIO_BUFF*I3E_WORD];
static int co_0 = 0; static int co_2 = 2;
/*.......................................................................*/
loc_wr(size, num, buff, file)
/*.......................................................................*/
int size, num;
void *buff;
FILE *file;
{
  int count = TIO_BUFF;

  if (size == 1) {
    fwrite (buff, (size_t)1, (size_t)num, file);
    return;
  }
  while (num > 0) {
    if (num < TIO_BUFF) count = num;
    
    CRAY2IEG (&co_2, &count, i3e_buff, &co_0, buff);
    fwrite (i3e_buff, (size_t)I3E_WORD, (size_t)count, file);
    
    num  -= TIO_BUFF;
    buff += TIO_BUFF*size;
  }
}
/*.......................................................................*/
void loc_rd (size, num, buff, file)
/*.......................................................................*/
int size, num;
void *buff;
FILE *file;
{
  int count = TIO_BUFF;

  if (size == 1) {
    fread (buff, (size_t)1, (size_t)num, file);
    return;
  }
  while (num > 0) {
    if (num < TIO_BUFF) count = num;
    
    fread (i3e_buff, (size_t)I3E_WORD, (size_t)count, file);
    IEG2CRAY (&co_2, &count, i3e_buff, &co_0, buff);
    
    num  -= TIO_BUFF;
    buff += TIO_BUFF*size;
  }
}
#endif
/*.......................................................................*/
static int ipick (x0, n, xx)
/*.......................................................................*/
int n;
REAL x0, *xx;
{
  int i;

  if      (x0 <= xx[0]) 
    return 0;
  else if (x0 >= xx[n-1])
    return (n-1);
  else
    for (i = 1; i < n; i++) {
      if (x0 < xx[i]) 
	return (ABS(xx[i]-x0)<ABS(x0-xx[i-1])? i : (i-1));
    }
  return -1;
}
/*.......................................................................*/
static int read_array (arr)
/*.......................................................................*/
REAL **arr;
{
  REAL val[MAX_SLICES];
  int i, count = 0;
  char *word, *ch;

  if (!(word = strtok (NULL, " \t[")) || *word == ']') return 0; 

  do {
    if (!strncmp (word, "all", strlen("all"))) 
      return -1;
    else
      if (ch = strchr(word, ']')) {
	*ch = ' ';
	sscanf (word, "%f", &val[count++]);
	break;
      }
      else
	sscanf (word, "%f", &val[count++]);
  }
  while (word = strtok (NULL, " \t"));
    
  *arr = (REAL *) malloc(sz_REAL*count);
  for (i = 0; i < count; i++) *(*arr+i) = val[i];

  return count;
}

/*.......................................................................*/
static void pick_slice (pbuf, pstr, base1, n2, n3, map2, map3, co2, co3, pdat)
/*.......................................................................*/
int base1, n2, co2, *map2,
           n3, co3, *map3;
REAL *pbuf, *pdat;
STREAM *pstr;
{
  int j, k1, k2, k3, base;

  if (map3) {
    if (map2) {
      for (k1 = 0; k1 < pstr->slice.num; k1++) {
	base = *(pstr->slice.adr + k1) * base1;
	
	for (k2 = 0; k2 < n2; k2++) {
	  j = base + co2*map2[k2];
	  for (k3 = 0; k3 < n3; k3++) *pbuf++ = pdat[j + co3*map3[k3]];
	}
      }
    }
    else {
      for (k1 = 0; k1 < pstr->slice.num; k1++) {
	base = *(pstr->slice.adr + k1) * base1;
	
	for (k2 = 0; k2 < n2; k2++) {
	  for (k3 = 0; k3 < n3; k3++) *pbuf++ = pdat[base + co3*map3[k3]];
	  base += co2;
	}
      }
    }
  }
  else if (map2) {
    for (k1 = 0; k1 < pstr->slice.num; k1++) {
      base = *(pstr->slice.adr + k1) * base1;
      
      for (k2 = 0; k2 < n2; k2++) {
	j = base + co2*map2[k2];
	for (k3 = 0; k3 < co3*n3; k3+=co3) *pbuf++ = pdat[j + k3];
      }
    }
  }
  else {
    for (k1 = 0; k1 < pstr->slice.num; k1++) {
      base = *(pstr->slice.adr + k1) * base1;
      
      for (k2 = 0; k2 < n2; k2++) {
	for (k3 = 0; k3 < co3*n3; k3+=co3) *pbuf++ = pdat[base + k3];
	base += co2;
      }
    }
  }
}
/*.......................................................................*/
static void pick_sprite (pbuf,pstr,base1,n2,n3,map2,map3,co2,co3,pdat)
/*.......................................................................*/
int base1, n2, co2, *map2,
           n3, co3, *map3;
REAL *pbuf, *pdat;
STREAM *pstr;
{
  int j, m, r, k1, k2, k3, base, NXY, NMAP, *cmp;
  REAL flag;
  VAR  *pvar = pstr->vars.adr[0];
  
  flag = pvar->flag;
  cmp  = pvar->map->cmp;
  NMAP = pvar->map->NMAP; 
  NXY  = pvar->grid->NX * pvar->grid->NY;

  if (map3) 
    {
      if (map2) {
	for (k1 = 0; k1 < pstr->slice.num; k1++) {
	  base = *(pstr->slice.adr + k1) * base1;
	      
	  for (k2 = 0; k2 < n2; k2++) {
	    j = base + co2*map2[k2];
	    for (k3 = 0; k3 < n3; k3++) {
	      m = j + co3*map3[k3];
	      *pbuf++ = (r = cmp[m % NXY]) ? pdat[r + (m/NXY)*NMAP - 1] : flag;
	    }
	  }
	}
      }
      else {
	for (k1 = 0; k1 < pstr->slice.num; k1++) {
	  base = *(pstr->slice.adr + k1) * base1;
	  
	  for (k2 = 0; k2 < n2; k2++) {
	    for (k3 = 0; k3 < n3; k3++) {
	      m = base + co3*map3[k3];
	      *pbuf++ = (r = cmp[m % NXY]) ? pdat[r + (m/NXY)*NMAP - 1] : flag;
	    }	      
	    base += co2;
	  }
	}
      }
    }
  else if (map2)
    {
      for (k1 = 0; k1 < pstr->slice.num; k1++) {
	base = *(pstr->slice.adr + k1) * base1;
	
	for (k2 = 0; k2 < n2; k2++) {
	  j = base + co2*map2[k2];
	  for (k3 = 0; k3 < co3*n3; k3+=co3) {
	    m = j + k3; 
	    *pbuf++ = (r = cmp[m % NXY]) ? pdat[r + (m/NXY)*NMAP - 1] : flag;
	  }
	}
      }
    }
  else
    {
      for (k1 = 0; k1 < pstr->slice.num; k1++) {
	base = *(pstr->slice.adr + k1) * base1;
	
	for (k2 = 0; k2 < n2; k2++) {
	  for (k3 = 0; k3 < co3*n3; k3+=co3) {
	    m = base + k3;
	    *pbuf++ = (r = cmp[m % NXY]) ? pdat[r + (m/NXY)*NMAP - 1] : flag;
	  }
	  base += co2;
	}
      }
    }
}
/*.......................................................................*/
static void fill_buffer (pstr, pbuf, pdat)
/*.......................................................................*/
REAL   *pbuf, *pdat;
STREAM *pstr;
{
  int NX, NY, NXY, MX, MY, MZ, *mapx, *mapy, *mapz;
  GR_MAP *pgm  = pstr->gmap;
  VAR    *pvar = pstr->vars.adr[0];

  mapx = mapy = mapz = NULL;

  MX = NX = pvar->grid->NX; 
  MY = NY = pvar->grid->NY; 
  MZ =      pvar->grid->NZ;
  NXY = NX * NY;

  if (pgm) {
    if (pgm->MX) MX = pgm->MX, mapx = pgm->mapx;
    if (pgm->MY) MY = pgm->MY, mapy = pgm->mapy;
    if (pgm->MZ) MZ = pgm->MZ, mapz = pgm->mapz;
  }

  switch (pstr->slice.id) {
  case 'X': case 'x':
    if (pvar->map)
      pick_sprite (pbuf,pstr, 1,MZ,MY, mapz, mapy, NXY,NX, pdat);
    else
      pick_slice (pbuf, pstr, 1,  MZ, MY, mapz, mapy, NXY,NX, pdat);
    break;
    
  case 'Y': case 'y':
    if (pvar->map)
      pick_sprite (pbuf,pstr, NX, MZ,MX, mapz, mapx, NXY,1,pdat);
    else
      pick_slice (pbuf, pstr, NX,  MZ, MX, mapz, mapx, NXY,1, pdat);
    break;
    
  case 'Z': case 'z':
    if (pvar->map)
      pick_sprite (pbuf,pstr, NXY, MY,MX, mapy, mapx, NX,1,pdat);
    else
      pick_slice (pbuf, pstr, NXY, MY, MX, mapy, mapx, NX, 1, pdat);
    break;
  }
}
/*.......................................................................*/
static void write_stream_data (pstr, time)
/*.......................................................................*/
STREAM *pstr; 
REAL *time;
{
  REAL *buff;
  int buf_size, i;

  buf_size = pstr->size * pstr->slice.num;
  buff = (REAL *) malloc (buf_size * sz_REAL);

  pstr->time.count++;
  pstr->curr->time = *time;
  pstr->curr->val = ftell (data_file);

  for (i = 0; i < pstr->vars.count; i++) {
    fill_buffer (pstr, buff, pstr->vars.adr[i]->var);
    loc_wr (sz_REAL, buf_size, (void *)buff, data_file);
  }

  pstr->curr = (pstr->curr->next = (ADDR *) calloc(1, sizeof (ADDR)));
  free (buff);
}

/*.......................................................................*/
static void wr_as_real (n, idat, file)
/*.......................................................................*/
int n, *idat;
FILE *file;
{
  int i; 
  REAL *real;
  real = (REAL *)malloc (sz_REAL*n);
  for (i = 0; i < n; i++) real[i] = (REAL)idat[i];
  loc_wr (sz_REAL, n, (void *)real, file);
  free (real);
}
/*.......................................................................*/
static void lwrite_tios (file)
/*.......................................................................*/
FILE *file;
{
  static REAL tmp[11];
  tmp[0] = (REAL)tios.grid_count; 
  tmp[1] = (REAL)tios.gmap_count;
  tmp[2] = (REAL)tios.var_count;
  tmp[3] = (REAL)tios.str_count;
  tmp[4] = (REAL)tios.time_begin; 
  tmp[5] = (REAL)tios.time_end;
  tmp[6] = (REAL)tios.addr_start; 
  tmp[7] = (REAL)tios.addr_grids;
  tmp[8] = (REAL)tios.addr_vars;  
  tmp[9] = (REAL)tios.addr_strs;  
  tmp[10] = (REAL)tios.addr_end;

  loc_wr (sz_REAL, 11,  (void *)tmp, file);
  loc_wr (1, TITLE_TIOS_LEN, (void *)tios.tios_name, file);
}
/*.......................................................................*/
static void restart_tios (file)
/*.......................................................................*/
FILE *file;
{
  static REAL tmp[11];

  loc_rd (sz_REAL, 11, (void *)tmp, file);
  tios.time_begin =      tmp[4];
  tios.addr_start = (int)tmp[6];
  tios.addr_grids = (int)tmp[7];
  tios.addr_vars  = (int)tmp[8];
  tios.addr_strs  = (int)tmp[9];
  tios.addr_end   = (int)tmp[10];

  fread (tios.tios_name, (size_t)1, (size_t)TITLE_TIOS_LEN, file);
}
/*.......................................................................*/
static void lwrite_grid (pg)
/*.......................................................................*/
GRID *pg;
{
  static REAL tmp[3];

  tmp[0] = (REAL)(pg->NX);   
  tmp[1] = (REAL)(pg->NY);
  tmp[2] = (REAL)(pg->NZ);   
  loc_wr (sz_REAL, 3, (void *)tmp, indx_file);

  if (pg->NX) loc_wr(sz_REAL, pg->NX, (void *)pg->xx, indx_file);
  if (pg->NY) loc_wr(sz_REAL, pg->NY, (void *)pg->yy, indx_file);
  if (pg->NZ) loc_wr(sz_REAL, pg->NZ, (void *)pg->zz, indx_file);
}
/*.......................................................................*/
static void lwrite_gmap (pgm)
/*.......................................................................*/
GR_MAP *pgm;
{
  static REAL tmp[4];

  tmp[0] = (REAL)(pgm->MX); tmp[1] = (REAL)(pgm->MY);
  tmp[2] = (REAL)(pgm->MZ); tmp[3] = (REAL)(pgm->grid->grid_nu);  
  loc_wr (sz_REAL, 4, (void *)tmp, indx_file);

  if (pgm->MX) wr_as_real(pgm->MX, pgm->mapx, indx_file);
  if (pgm->MY) wr_as_real(pgm->MY, pgm->mapy, indx_file);
  if (pgm->MZ) wr_as_real(pgm->MZ, pgm->mapz, indx_file);
}
/*.......................................................................*/
static void lwrite_var (pv)
/*.......................................................................*/
VAR *pv;
{
  static REAL tmp[3];

  tmp[0] = (REAL)(pv->strs.count);  
  tmp[1] = (REAL)(pv->grid->grid_nu);
  tmp[2] = pv->flag;
  loc_wr (sz_REAL, 3, (void *)tmp, indx_file);

  if (pv->strs.count) wr_as_real (pv->strs.count, pv->strs.num, indx_file);
  fwrite (pv->label, (size_t)1, (size_t)STR_VAR_LEN, indx_file);
}
/*.......................................................................*/
static void lwrite_stream (ps)
/*.......................................................................*/
STREAM *ps;
{
  static REAL tmp[9];

  tmp[0] = (REAL)(ps->time.count);  
  tmp[1] = ps->time.sta;  
  tmp[2] = ps->time.sta + ps->time.step * (REAL)(ps->time.count - 1);  
  tmp[3] = ps->time.step; 
  tmp[4] = (REAL)(ps->slice.id);
  tmp[5] = (REAL)(ps->slice.num); 
  tmp[6] = (REAL)(ps->gmap ? ps->gmap->gmap_nu : 0);
  tmp[7] = (REAL)(ps->size); 
  tmp[8] = (REAL)(ps->vars.count);

  loc_wr (sz_REAL, 9, (void *)tmp, indx_file);
  loc_wr (sz_REAL, ps->slice.num, (void *)ps->slice.val, indx_file);
  wr_as_real ((int)(ps->vars.count), ps->vars.num, indx_file); 

  fwrite (ps->label, (size_t)1, (size_t)LABEL_STREAM_LEN, indx_file);
}
/*.......................................................................*/
static void restart_stream (pstr)
/*.......................................................................*/
STREAM *pstr;
{
  int i, skip;
  ADDR *paddr;
  UINT *pint;
  REAL *pflt;
  static REAL tmp[9];

  loc_rd (sz_REAL, 9, (void *)tmp, indx_file);
  pstr->time.count = (int)tmp[0];
  pstr->time.sta   =      tmp[1];
  pstr->time.next  =      tmp[2];

  skip = ((int)tmp[5] + (int)tmp[8])*sz_REAL + LABEL_STREAM_LEN;
  fseek (indx_file, (size_t)skip, SEEK_CUR);
  paddr = pstr->addr;

  if (pstr->time.count) {
    pint = (UINT *)malloc(sz_UINT*pstr->time.count);
    pflt = (REAL *)malloc(sz_REAL*pstr->time.count);

    loc_rd (sz_UINT, pstr->time.count, (void *)pint, indx_file);
    loc_rd (sz_REAL, pstr->time.count, (void *)pflt, indx_file);

    for (i = 0; i < pstr->time.count; i++) {
      paddr->val  = pint[i];
      paddr->time = pflt[i];
      paddr = (paddr->next = (ADDR *) calloc(1, sizeof (ADDR)));
    }
    free(pint);
    free(pflt);
  }

  pstr->curr = paddr;
}
/*.......................................................................*/
static void do_gmap (MM, map, rang, NN, xx)
/*.......................................................................*/
RG_ST *rang;
int NN, *MM, **map;
REAL *xx;
{
  int i, st, count = 0, *pm;
  REAL first, last, delt;

  if (!rang->num || NN == 1)
    return;

  else { 
    first = (rang->sta == AUTO_FLAG) ? xx[0]    : rang->sta;
    last  = (rang->end == AUTO_FLAG) ? xx[NN-1] : rang->end;
    
    if (rang->num < 0) {
      st = ((rang->step  == AUTO_FLAG) ? 1 : (int)(rang->step));
      
      for (i = 0; i < NN; i += st) {
	if (xx[i] >= first && xx[i] <= last) count++;
      }
      
      *MM = count;
      *map = pm = (int *)malloc(count * sizeof(int));
      
      for (count = i = 0; i < NN; i += st) {
	if (xx[i] >= first && xx[i] <= last) pm[count++] = i;
      }
    }
    else {
      *MM = count = MIN(rang->num, NN);
      
      *map = pm = (int *)malloc(count * sizeof(int));
      delt = (last - first) / (REAL)(count - 1);
      
      for (i = 0; i < count; i++) {
	pm[i] = ipick (first, NN, xx);
	first += delt;
      }
    }
  }
}
/*.......................................................................*/
static void regrid_stream (nran, pstr, pvar)
/*.......................................................................*/
STREAM *pstr;
VAR *pvar;
int nran;
{
  GRID  *pg = pvar->grid;
  GR_MAP *pgm;
  RANGE *pr;

  if ( !nran ) {
    pstr->time.sta  = pstr->time.end  = AUTO_FLAG;
    pstr->time.step = 1.;
    pstr->time.fmt  = 0;
    return;
  }
  else {
    pr = tios.ranges;
    while (pr && pr->range_nu != nran) pr = pr->next;

    if (!pr) {
      printf("TIOS: Not defined RANGE %d used in stream %d for <%s>\n", 
	     nran, pstr->stream_nu, pvar->label);
      exit (-1);
    }

    pstr->time.sta  = pr->t.sta;
    pstr->time.end  = pr->t.end;
    pstr->time.step = pr->t.step;

    pstr->time.fmt = pr->t.fmt;
    pstr->time.absolute = pr->t.absolute;
    
    if (!pr->x.num && !pr->y.num && !pr->z.num) return;
    
    pgm = tios.gr_maps;
    while (pgm->next && (pgm->grid != pg || pgm->range != pr))
      pgm = pgm->next;
    
    if (!pgm->next) {
      do_gmap (&(pgm->MX), &(pgm->mapx), &(pr->x), pg->NX, pg->xx);
      do_gmap (&(pgm->MY), &(pgm->mapy), &(pr->y), pg->NY, pg->yy);
      do_gmap (&(pgm->MZ), &(pgm->mapz), &(pr->z), pg->NZ, pg->zz);
      
      pgm->gmap_nu = ++tios.gmap_count;
      pgm->grid    = pg;
      pgm->range   = pr;
      pstr->gmap = pgm;
      pgm->next = (GR_MAP *)calloc(1, sizeof (GR_MAP)); 
    }
    else
      pstr->gmap = pgm;
  }
}

/*.......................................................................*/
static void set_slice (pstr, pvar)
/*.......................................................................*/
STREAM *pstr;
VAR    *pvar;
{
  REAL *xx;
  int i, nn;
  
  switch (pstr->slice.id) {
  case 'X':  case 'x':
    nn = pvar->grid->NX;
    xx = pvar->grid->xx;
    pstr->size = 
      ((pstr->gmap && pstr->gmap->MY)? pstr->gmap->MY : pvar->grid->NY) *
      ((pstr->gmap && pstr->gmap->MZ)? pstr->gmap->MZ : pvar->grid->NZ);
    break;
  case 'Y':  case 'y':
    nn = pvar->grid->NY;
    xx = pvar->grid->yy;
    pstr->size = 
      ((pstr->gmap && pstr->gmap->MX)? pstr->gmap->MX : pvar->grid->NX) *
      ((pstr->gmap && pstr->gmap->MZ)? pstr->gmap->MZ : pvar->grid->NZ);
    break;
  case 'Z':  case 'z':
    nn = pvar->grid->NZ;
    xx = pvar->grid->zz;
    pstr->size = 
      ((pstr->gmap && pstr->gmap->MX)? pstr->gmap->MX : pvar->grid->NX) *
      ((pstr->gmap && pstr->gmap->MY)? pstr->gmap->MY : pvar->grid->NY);
    break;
  default:
    printf ("TIOS: wrong axe name <%c> has been specified\n", pstr->slice.id);
    exit (-1);
  }

  if (pstr->slice.num == -1) {
    pstr->slice.num = nn;
    pstr->slice.val = xx;
  }

  pstr->slice.adr = (int *) malloc(pstr->slice.num * sizeof(int));
  for (i = 0; i < pstr->slice.num; i++)
    pstr->slice.val[i] = 
      xx[pstr->slice.adr[i] = 
	 ipick(pstr->slice.val[i], nn, xx)];
}
/*.......................................................................*/
static void set_define ()
/*.......................................................................*/
{
  char *word;

  if (!(word = strtok (NULL, " \t\n")))
    {printf ("TIOS warning: empty DEFINE\n"); return;}
  
  if (!strncmp (word, "TIME_FMT", strlen("TIME_FMT"))) {
    word = strtok (NULL, " \t\n[]");
    switch  (*word) {
    case 's':
      tios.time_fmt = 0;
      break;
    case 'd':
      tios.time_fmt = 1;
      break;
    case 'm':
      tios.time_fmt = 2;
      break;
    case 'y':
      tios.time_fmt = 3;
      break;
    default:
      tios.time_fmt = 2;
      break;
    }
  }
  else if (!strncmp (word, "LABEL", strlen("LABEL"))) 
    strcpy(tios.tios_name,
	   strtok(strpbrk(word+strlen("LABEL")+1,"[")+1, "]\n") );

  else if (!strncmp (word, "DUMP_OUTPUT", strlen("DUMP_OUTPUT"))) 
    tios.cntrl.everystep = 1;

  else if (!strncmp (word, "DEBUG", strlen("DEBUG"))) 
    tios.cntrl.debug = 1;
}

static void read_range(rang, word)
RG_ST *rang;
char  *word;
{
  int i=0;
  char fmt, grid_name = *word;

  while ( word = strtok (NULL, " \t:;" ) ) {
    i++;

    if (*word == '*' ||
	!strncmp(word, (i-2)?FRST_WORD:LAST_WORD, strlen(word)) ) continue;

    if (*word == ']') break;

    switch (i) {
      case 1: sscanf (word, "%f", &(rang->sta)); rang->num = -1; break;
      case 2: sscanf (word, "%f", &(rang->end)); rang->num = -1; break;
      case 3: 
	if (*word == '(') sscanf (word+1, "%d", &(rang->num)); 
	else              sscanf (word,   "%f", &(rang->step)); 
	break;
      case 4: 
	if (!strncmp(word, "fmt=", strlen("fmt="))) {
	  sscanf (&word[4], "%c", &fmt);
	  switch  (fmt) {
	    case 's': case 'S': rang->fmt = 0; break;
	    case 'd': case 'D': rang->fmt = 1; break;
	    case 'm': case 'M': rang->fmt = 2; break;
	    case 'y': case 'Y': rang->fmt = 3; break;
	    default:  rang->fmt = tios.time_fmt; break;
	  }
	}
      case 5:
	if (!strncmp(word, "abs", strlen("abs")) ) rang->absolute = 1;      
      default: break;
    }

    if ( strchr(word, ']') ) break;    
  }

  if (tios.cntrl.debug) {
    printf ("[%c:", grid_name);
    (rang->sta == (REAL)AUTO_FLAG) ? printf ("*:"): printf ("%g:",rang->sta); 
    (rang->end == (REAL)AUTO_FLAG) ? printf ("*:"): printf ("%g:",rang->end);
    (rang->step == (REAL)AUTO_FLAG) ? printf ("*"): printf ("%g",rang->step);
    if (grid_name == 'T') printf ("; fmt=%c; abs=%d", fmt, rang->absolute);
    printf ("]");
  }
}

/*.......................................................................*/
static void set_range (line0, word)
/*.......................................................................*/
char *line0, *word;
{
  char *ic1 = line0;
  static char *line;
  static int lenline;
  
  if (!(word = strtok (NULL, " \t\n")))
    {printf ("TIOS: Missed RANGE number\n");exit (-1);}
  sscanf (word, "%d", &(rang_curr->range_nu));

  rang_curr->x.sta = rang_curr->x.end = rang_curr->x.step = 
  rang_curr->y.sta = rang_curr->y.end = rang_curr->y.step = 
  rang_curr->z.sta = rang_curr->z.end = rang_curr->z.step = 
  rang_curr->t.sta = rang_curr->t.end = (REAL)AUTO_FLAG;
  rang_curr->t.step = 1.; 
  rang_curr->t.fmt  = tios.time_fmt;
  rang_curr->t.absolute = 0;

  if (tios.cntrl.debug) printf ("Debug: Range #%1d :", rang_curr->range_nu);

  while ( ic1 = strchr(ic1, '[') ) {

    if (lenline < strlen(ic1)) lenline = strlen(line = strdup(ic1));
    else                                 strcpy(line, ic1);

    word = strtok (line, " \t\n[");

    if ( !(ic1 = strchr(ic1, ']')) )
      {printf ("TIOS: \"]\" expected for <%c> RANGE\n", *word);exit (-1);}

    switch (*word) {

    case 'X': case 'x':
      read_range (&(rang_curr->x), word);
      break;
    case 'Y': case 'y':
      read_range (&(rang_curr->y), word);
      break;
    case 'Z': case 'z':
    case 'L': case 'l':
      read_range (&(rang_curr->z), word);
      break;
    case 'T': case 't':
      read_range (&(rang_curr->t), word);
      break;

    default:
      break;
    }
  }
  if (tios.cntrl.debug) printf ("\n");

  rang_curr->range_nu = ++tios.rang_count;
  rang_curr = (rang_curr->next = (RANGE *)calloc (1, sizeof(RANGE)));
}
/*.......................................................................*/
static VAR *find_var_by_name (name)
/*.......................................................................*/
char *name;
{
  VAR *pvar = tios.vars;
  
  while (pvar->next && strcmp(name, pvar->label))
    pvar = pvar->next; 

  return (pvar->next ? pvar : pvar->next);
}
/*.......................................................................*/
static void set_stream(line)
/*.......................................................................*/
char *line;     
{
  VAR    *pvar;
  REAL   *vslice;
  int    i, nran, nslice;
  char   *word, label[LABEL_STREAM_LEN], islice;

  if (!(word = strtok (NULL, " \t\n"))) return;

  if ( sscanf(word, "%s",  label)  != 1) return;
  word = strtok (NULL, " \t");
  if ( sscanf(word, "%c", &islice) != 1) return;
  
  if (!(nslice = read_array (&vslice)) ||
      sscanf(strdup(strtok(NULL," \t]")), "%d",  &nran) != 1
      ) return;

  while (word  = strtok(NULL," \t\n")) 
  {
    if (*word == '\\') {    /***** multi-line list of variables ******/
      while (fgets(line, TITLE_TIOS_LEN, tios_file) ) 
       if (*line !='%' && (word =strtok (line, " \t\n")) && *word !='%')break;
    }

    if (*word == '%')      /***** rest of the list commented out ********/
      break;
    
    if ( !(pvar = find_var_by_name(word)) ) { /*** invalid variable ******/
      printf ("TIOS-warning: not recognized variable <%s>....skipped\n", word);
      continue;
    }
    str_curr->vars.adr[str_curr->vars.count] = pvar;
    str_curr->vars.num[str_curr->vars.count++] = pvar->var_nu;
  }

  if (! str_curr->vars.count) {
      printf ("TIOS-warning: empty stream <%s>....skipped\n", label);
      return; 
    }
  str_curr->stream_nu = ++tios.str_count;
  
  pvar = str_curr->vars.adr[0]; /* make a first variable to be a stream BASE */

  pvar->strs.adr[pvar->strs.count] = str_curr;
  pvar->strs.num[pvar->strs.count++] = str_curr->stream_nu; 
  
  strcpy (str_curr->label, label);
  
  str_curr->slice.id  = islice;
  str_curr->slice.num = nslice;
  str_curr->slice.val = vslice;

  regrid_stream (nran, str_curr, pvar);
  set_slice (str_curr, pvar);
  
  if (tios.cntrl.debug) {
    printf ("Debug:Stream: <%s>: %c = [ ", 
	    str_curr->label, str_curr->slice.id);
    for (i = 0; i < str_curr->slice.num; i++) 
      printf ("%.2f ", str_curr->slice.val[i]);
    printf (" ], Grid=%d, Range=%d, Vars=%d\n", 
	    pvar->grid->grid_nu, nran, str_curr->vars.count);
  }
  str_curr->addr = str_curr->curr = (ADDR *) calloc (1, sizeof (ADDR));    
  str_curr = (str_curr->next = (STREAM *) calloc (1, sizeof (STREAM)));
}

/*************************************************************************/
void tios_init_(tios_f, data_f)
/*************************************************************************/
char *tios_f, *data_f;
{
  char *name, space[100];
  
  sz_REAL = sizeof(REAL);
  sz_UINT = sizeof(UINT);

  if (!(tios_file = fopen (strtok(tios_f, " \t\n"), "r")))
    {
      printf ("Cannot open file <%s>\n", tios_f);
      exit (-1);
    }

  name = strtok(data_f, " \t\n");
  strncpy (space, name, strlen(name));

  strcpy (space+strlen(name), ".data");
  data_file = (tios.cntrl.restart ? fopen(space, "r+") : fopen(space, "w+"));

  strcpy (space+strlen(name), ".indx");
  indx_file = (tios.cntrl.restart ? fopen(space, "r+") : fopen(space, "w+"));

  tios.time_resolution = ENSO_DAY;
  
  tios.grids   = grid_curr = (GRID   *)calloc (1, sizeof(GRID)); 
  tios.maps    = map_curr  = (MAP    *)calloc (1, sizeof(MAP)); 
  tios.ranges  = rang_curr = (RANGE  *)calloc (1, sizeof(RANGE)); 
  tios.gr_maps             = (GR_MAP *)calloc (1, sizeof(GR_MAP)); 
  tios.vars    = var_curr  = (VAR    *)calloc (1, sizeof(VAR)); 
  tios.streams = str_curr  = (STREAM *)calloc (1, sizeof(STREAM)); 

  if (tios.cntrl.restart) {
    restart_tios(indx_file);
    fseek (indx_file, (size_t)tios.addr_start, SEEK_SET);
    fseek (data_file, (size_t)tios.addr_end, SEEK_SET);
  }
  else {
    lwrite_tios(data_file);
    lwrite_tios(indx_file);
    tios.addr_start = tios.addr_grids = ftell(indx_file);
  }
  tios.cntrl.updated = 0;
}

/*************************************************************************/
void tios_map_(addr, NXY, NMAP, comp)
/*************************************************************************/
int *addr, *NXY, *NMAP, *comp;
{
  int i;

  map_curr->map_nu = ++tios.map_count;

  map_curr->NXY  = *NXY;
  map_curr->NMAP = *NMAP;

  map_curr->cmp = (int *)calloc ((size_t)*NXY, sizeof(int)); 

  for (i = 0; i < *NMAP; i++) map_curr->cmp[comp[i]-1] = i+1;

  *addr = map_curr->map_nu;
  map_curr = (map_curr->next = (MAP *)calloc(1, sizeof(MAP))); 
}

/*************************************************************************/
void tios_grid_(addr, NX, NY, NZ, xx, yy, zz)
/*************************************************************************/
int *addr, *NX, *NY, *NZ;
REAL *xx, *yy, *zz;
{
  grid_curr->grid_nu = ++tios.grid_count;

  grid_curr->NX = *NX;
  grid_curr->NY = *NY;
  grid_curr->NZ = *NZ;

  grid_curr->xx = xx;
  grid_curr->yy = yy;
  grid_curr->zz = zz;

  if (tios.cntrl.debug) {    
    printf ("Debug: Grid #%d: \n", grid_curr->grid_nu);
    printf ("       NX = %3d", *NX);
    if (*NX) 
      printf ("\txx : %.4g %.4g %.4g ... %.4g\n", 
	      xx[0],xx[1],xx[2],xx[*NX-1]);
    printf ("       NY = %3d", *NY);
    if (*NY) 
      printf ("\tyy : %.4g %.4g %.4g ... %.4g\n", 
	      yy[0],yy[1],yy[2],yy[*NY-1]);
    printf ("       NZ = %3d", *NZ);
    if (*NZ) 
      printf ("\tzz : %.4g %.4g %.4g ... %.4g\n", 
	      zz[0],zz[1],zz[2],zz[*NZ-1]);
  }
  *addr = grid_curr->grid_nu;
  grid_curr = (grid_curr->next = (GRID *)calloc (1, sizeof (GRID))); 
}

/*************************************************************************/
void tios_var_(var, label, igrid, imap)
/*************************************************************************/
REAL *var;
char *label;
int *igrid, *imap;
{
  GRID *pgrid;
  MAP  *pmap;

  var_curr->var_nu = ++tios.var_count;
  
  var_curr->var = var;
  strcpy (var_curr->label, strtok(label," \t\n"));

  pgrid = tios.grids;
  while (pgrid->next)
    if (pgrid->grid_nu == *igrid) {
      var_curr->grid = pgrid;
      break;
    }
    else
      pgrid = pgrid->next;

  if (!pgrid) {
    printf("TIOS:tios_var: Unknown grid for variable <%s>\n", label);
    exit (-1);
  }
  
  if (tios.cntrl.debug) printf ("Debug: set variable <%s> on the grid %d\n",
			  var_curr->label, var_curr->grid->grid_nu);
  if (*imap) {
    pmap = tios.maps;
    while (pmap->next)
      if (pmap->map_nu == *imap) {
	var_curr->map = pmap;
	break;
      }
      else
	pmap = pmap->next;

    if (!pmap) {
      printf("TIOS:tios_var: Unknown map for variable <%s>\n", label);
      exit (-1);
    }
    var_curr->flag = (REAL)AUTO_FLAG;
  }

  var_curr = (var_curr->next = (VAR *) calloc (1, sizeof (VAR)));
}

/*************************************************************************/
int tios_idvar_(label, igrid, imap)
/*************************************************************************/
char *label;
int *igrid, *imap;
{
  GRID *pgrid;
  MAP  *pmap;

  var_curr->var_nu = ++tios.var_count;
  
  strcpy (var_curr->label, strtok(label," \t\n"));
  pgrid = tios.grids;
  while (pgrid->next)
    if (pgrid->grid_nu == *igrid) {
      var_curr->grid = pgrid;
      break;
    }
    else
      pgrid = pgrid->next;

  if (!pgrid) {
    printf("TIOS:tios_idvar: Unknown grid for variable <%s>\n", label);
    exit (-1);
  }

  if (tios.cntrl.debug) printf ("Debug: set variable <%s> on the grid %d\n",
			  var_curr->label, var_curr->grid->grid_nu);
  if (*imap) {
    pmap = tios.maps;
    while (pmap->next)
      if (pmap->map_nu == *imap) {
	var_curr->map = pmap;
	break;
      }
      else
	pmap = pmap->next;

    if (!pmap) {
      printf("TIOS:tios_idvar: Unknown map for variable <%s>\n", label);
      exit (-1);
    }
    var_curr->flag = (REAL)AUTO_FLAG;
  }

  var_curr = (var_curr->next = (VAR *) calloc (1, sizeof (VAR)));
  return (int)tios.var_count;
}

/*************************************************************************/
void tios_read_()
/*************************************************************************/
{
  VAR    *pvar;
  GRID   *pgrid;
  GR_MAP *pgm;
  STREAM *pstr;
  char line0[TITLE_TIOS_LEN], *word;
  static char *line;
  static int  lenline;

  while (fgets(line0, TITLE_TIOS_LEN, tios_file)) {

    if (lenline < strlen(line0)) lenline = strlen(line = strdup(line0)); 
    else                         strcpy(line, line0);

    if (*line == '%' || !(word = strtok (line, " \t")))
      continue;
    
    else if (!strncmp (word, "DEFINE", strlen("DEFINE"))) 
      set_define ();
    
    else if (!strncmp (word, "RANGE", strlen("RANGE"))) 
      set_range (line0, word);
    
    else if (!strncmp (word, "STREAM", strlen("STREAM"))) 
      set_stream (line0);
  }

  if (tios.cntrl.restart) {
    fseek (indx_file, (size_t)tios.addr_strs, SEEK_SET);
    pstr = tios.streams;
    while (pstr->next) {
      restart_stream (pstr);
      pstr = pstr->next;
    }
  }
  else {
                     /* write grids, maps, vars structures into indx_file  */
    fseek (indx_file, (size_t)tios.addr_grids, SEEK_SET);
    pgrid = tios.grids;
    while (pgrid->next) {
      lwrite_grid (pgrid);
      pgrid = pgrid->next;
    }

    pgm = tios.gr_maps;
    while (pgm->next) {
      lwrite_gmap (pgm);
      pgm = pgm->next;
    }
    tios.addr_vars = ftell(indx_file);

    pvar = tios.vars;
    while (pvar->next) {
      lwrite_var (pvar);
      pvar = pvar->next;
    }
    tios.addr_strs = ftell(indx_file);
    fflush (indx_file);
    fflush (data_file);
  }
}
/*************************************************************************/
void tios_cntrl_(key, val)
/*************************************************************************/
int *key, *val;
{
  switch (*key) {
  case 1: /* everystep */
    tios.cntrl.everystep = *val;
    break;
  case 2: /* debug */
    tios.cntrl.debug = *val;
    break;
  case 3: /* restart */
    tios.cntrl.restart = *val;
    break;
  case 4: /* resolution */
    tios.time_resolution = *val;
    break;
  }
}

/*.......................................................................*/
static void str_time_init (ps, time)
/*.......................................................................*/
STREAM *ps;
REAL *time;
{
  REAL time0 = (REAL)0.;

  ps->time.init = 1;
  if ( ! ps->time.absolute ) time0 = *time;

  if (ps->time.step == AUTO_FLAG) ps->time.step = 1.;

  switch (ps->time.fmt) {

  case 1:                              /* format in days */
    ps->time.step *= ENSO_DAY; 
    if (ps->time.sta == AUTO_FLAG) 
      ps->time.sta = ps->time.next = *time;
    else 
      if (tios.cntrl.restart) 
	ps->time.next += ps->time.step;
      else
	ps->time.sta = ps->time.next = time0 + ps->time.sta * ENSO_DAY;
    
    ps->time.end = ((ps->time.end == AUTO_FLAG) ?MAXFLOAT: 
		     time0 + ps->time.end * ENSO_DAY);
    break;

  case 2:                              /* format in months */
    if (ps->time.sta == AUTO_FLAG) 
      ps->time.sta = ps->time.next = *time;
    else 
      if (tios.cntrl.restart) 
	ps->time.next += ps->time.step;
      else
	ps->time.sta = ps->time.next = time0 + ps->time.sta;
    
    ps->time.end = ((ps->time.end == AUTO_FLAG) ?MAXFLOAT: time0+ps->time.end);
    break;
  case 3:                              /* format in years */
    ps->time.step *= 12.;
    if (ps->time.sta == AUTO_FLAG) 
      ps->time.sta = ps->time.next = *time;
    else 
      if (tios.cntrl.restart) 
	ps->time.next += ps->time.step;
      else
	ps->time.sta = ps->time.next = time0 + 12.* ps->time.sta; 
    
    ps->time.end = ((ps->time.end == AUTO_FLAG) ? MAXFLOAT : 
		                                  time0 + 12.* ps->time.end);
    break;
  }
}  

/*.......................................................................*/
static int isit_time (time, pstr)
/*.......................................................................*/
REAL *time;
STREAM *pstr;
{
  if ( APPROX_EQ(*time, pstr->time.next, tios.time_resolution) ) {
    if (*time > pstr->time.end) 
      return 0;
    else {
      pstr->time.next += pstr->time.step; 
      if (pstr->time.next > pstr->time.end) pstr->time.next = 0.;
      return 1;
    }
  }
  else
    return 0;
}

/*-----------------------------------------------------------------------*/
int sio_putvar(pvar, time, func, action)
/*-----------------------------------------------------------------------*/
VAR  *pvar;
REAL *time;
int  action;
void (*func)();
{
  register int i;
  STREAM *pstr;
  int iret = 0;
  
  if ( !tios.time_end && !tios.cntrl.restart) tios.time_begin = *time;
  tios.time_end = *time;

  for (i = 0; i < pvar->strs.count; i++) {
    pstr = pvar->strs.adr[i];
    
    if ( ! pstr->time.init ) str_time_init (pstr, time); 
    
    if (tios.cntrl.everystep || isit_time (time, pstr)) {
      if (action) { 
	func();
	action = 0;
      }
      write_stream_data (pstr, time);
      iret = tios.cntrl.updated = 1;
    }
  }

  return iret;
}

/*************************************************************************/
int tios_putvar_(var, time, func)
/*************************************************************************/
REAL *var, *time;
void *func;
{
  VAR *pvar = tios.vars;
  int action = *((int *)func);
  int iret = 0;

  while (pvar->var != var) 
    if (!pvar->next) 
      return iret;
    else 
      pvar = pvar->next;

  return sio_putvar(pvar, time, func, action);
}

/*************************************************************************/
int tios_putidvar_(id, var, time, func)
/*************************************************************************/
int *id;
REAL *var, *time;
void *func;
{
  VAR *pvar = tios.vars;
  int action = *((int *)func), iret = 0;

  while (pvar->var_nu != *id) 
    if (!pvar->next) 
      return iret;
    else 
      pvar = pvar->next;

  pvar->var = var;
  iret = sio_putvar(pvar, time, func, action);
  pvar->var = NULL;
  return iret;
}

/*************************************************************************/
void tios_save_()
/*************************************************************************/
{
  STREAM  *pstr;
  ADDR    *paddr;
  UINT    *pint;
  REAL    *pflt;
  register int i;

  if (tios.cntrl.updated) {

    fseek (indx_file, (size_t)tios.addr_strs, SEEK_SET);

    pstr = tios.streams;
    while (pstr->next) {
      lwrite_stream (pstr);
      
      if ( pstr->time.count) {
	pint = (UINT *)malloc(sz_UINT*pstr->time.count);
	pflt = (REAL *)malloc(sz_REAL*pstr->time.count);

	for (paddr = pstr->addr,i = 0; i < pstr->time.count; i++) {
	  pint[i] = paddr->val;
	  pflt[i] = paddr->time;
	  paddr = paddr->next;      
	}
	
	loc_wr (sz_UINT, pstr->time.count, (void *)pint, indx_file);
	loc_wr (sz_REAL, pstr->time.count, (void *)pflt, indx_file);
	free(pint);
	free(pflt);
      }
      pstr = pstr->next;
    }
    tios.addr_end = ftell(data_file);
    fseek (indx_file, 0L, SEEK_SET);
    lwrite_tios (indx_file);
    fflush (indx_file);
    fflush (data_file);
    
    tios.cntrl.updated = 0;
  }
}
/*************************************************************************/
void tios_close_()
/*************************************************************************/
{
  UINT *temp;
  VAR  *pvar;
  STREAM  *pstr;
  ADDR *paddr;
  UINT *pint;
  REAL *pflt;
  register int i;

  if (!tios.cntrl.updated) return;

  pvar = tios.vars;
  while (pvar->next) {
    temp = (UINT *)pvar;
    pvar = pvar->next;
    free ((VAR *)temp);
  }
  
  fseek (indx_file, (size_t)tios.addr_strs, SEEK_SET);
  pstr = tios.streams;
  while (pstr->next) {
    lwrite_stream (pstr);
    
    if (pstr->time.count) {
      pint = (UINT *)malloc(sz_UINT*pstr->time.count);
      pflt = (REAL *)malloc(sz_REAL*pstr->time.count);
      
      for (paddr = pstr->addr,i = 0; i < pstr->time.count; i++) {
	pint[i] = paddr->val;
	pflt[i] = paddr->time;
	temp = (UINT *)paddr;
	paddr = paddr->next;
	free ((ADDR *)temp);
      }
      
      loc_wr (sz_UINT, pstr->time.count, (void *)pint, indx_file);
      loc_wr (sz_REAL, pstr->time.count, (void *)pflt, indx_file);
      free(pint);
      free(pflt);
    }

    temp = (UINT *)pstr;
    pstr = pstr->next;
    free ((STREAM *)temp);
  }

  tios.addr_end = ftell(data_file);
  fseek (indx_file, 0L, SEEK_SET);
  lwrite_tios (indx_file);

  close (data_file);
  close (indx_file);
}

tes/            839947616   1572  1572  40755   512       `
                                                                                                                                                                                                                                                                                                                                                                                                                                                                                            }
dyn_main.f  ..  .tios.h/         832169704   1572  1572  100444  2656      `
/********* header file for tios.c sio.c io-system ***************/
#define ABS(x) ((x)>=0?(x):-(x))
#define MIN(x,y) ((x)>(y)?(y):(x))
#define MAX(x,y) ((x)>(y)?(x):(y))
#define APPROX_EQ(x,y,e) ((float)ABS((x)-(y)) < 0.5*e)
#define ENSO_DAY (12./365.)

#define REAL float
#define UINT unsigned int

#define FRST_WORD "first"
#define LAST_WORD "last"
#define AUTO_FLAG (-987654.)

#define MAX_SLICES 50

typedef struct ADDR
{
  UINT val;
  REAL time;
  struct ADDR *next;
} ADDR;

typedef struct RG_ST
{
  int num, fmt, absolute;
  REAL sta, end, step;
}RG_ST;

typedef struct RANGE
{
  struct RG_ST x, y, z, t;
  int range_nu;
  struct RANGE *next;
}RANGE;

typedef struct MAP
{
  int map_nu;
  int NMAP, NXY;
  int *cmp;
  struct MAP *next;
}MAP;

typedef struct GRID
{
  int grid_nu;
  int NX, NY, NZ;
  REAL *xx, *yy, *zz;
  struct GRID *next;
}GRID;

typedef struct GR_MAP
{
  int gmap_nu;
  struct GRID  *grid;
  struct RANGE *range;
  int MX, MY, MZ;
  int *mapx, *mapy, *mapz;
  struct GR_MAP *next;
}GR_MAP;

#define LABEL_STREAM_LEN 48
#define MAX_ADJS 10

typedef struct STREAM
{
  int stream_nu;
  char label[LABEL_STREAM_LEN];
  struct {
    char id;
    int  num, *adr;
    REAL *val;
  } slice;
  struct {
    int count, init, fmt, absolute;
    REAL sta, end, step, next, *data; 
  } time;
  int size;
  struct GR_MAP *gmap;
  struct {
    int count, num[MAX_ADJS];
    struct VAR *adr[MAX_ADJS];
  } vars;
  UINT *laddr;
  struct ADDR *addr, *curr;
  struct STREAM *next;
} STREAM;

#define STR_VAR_LEN 12
typedef struct VAR
{
  int var_nu, type, blength, used;
  char label[STR_VAR_LEN];
  REAL *var;
  REAL flag;
  void (*func)();
  struct MAP  *map; 
  struct GRID *grid;
  struct {
    int count, num[MAX_ADJS];
    struct STREAM *adr[MAX_ADJS];
  } strs;
  struct VAR *next;
} VAR;

#define TITLE_TIOS_LEN 128
typedef struct TIOS 
{
  int map_count;
  int grid_count;
  int gmap_count;
  int rang_count;
  int str_count;
  int var_count;
  int time_fmt;
  struct {
    int everystep;
    int debug;
    int updated;
    int restart;
  } cntrl;
  REAL time_begin, time_end, time_resolution;
  struct MAP      *maps;
  struct GRID     *grids;
  struct GR_MAP   *gr_maps;
  struct RANGE    *ranges;
  struct VAR      *vars;
  struct STREAM   *streams;
  char tios_name[TITLE_TIOS_LEN];
  long addr_start;
  long addr_grids;
  long addr_vars;
  long addr_strs;
  long addr_end;
}TIOS;

VAR    *var_curr;
GRID   *grid_curr;
GR_MAP *gmap_curr;
STREAM *str_curr;
ADDR   *addr_curr;
RANGE  *rang_curr;
MAP    *map_curr;

FILE *indx_file, *data_file, *tios_file, *ingr_file;

TIOS tios;
/********************************************/









