diff --git a/bmi_cfe.py b/bmi_cfe.py index 28a1de7e..5a8b6d6e 100755 --- a/bmi_cfe.py +++ b/bmi_cfe.py @@ -56,8 +56,8 @@ def __init__(self, cfg_file=None): # since the input variable names could come from any forcing... #------------------------------------------------------ self._var_name_units_map = { - 'land_surface_water__runoff_volume_flux':['streamflow_cfs','ft3 s-1'], - 'land_surface_water__runoff_depth':['total_discharge','m'], + 'land_surface_water__runoff_volume_flux':['streamflow_cms','m3 s-1'], + 'land_surface_water__runoff_depth':['total_discharge','m s-1'], #-------------- Dynamic inputs -------------------------------- 'atmosphere_water__time_integral_of_precipitation_mass_flux':['timestep_rainfall_input_m','kg m-2'], 'water_potential_evaporation_flux':['potential_et_m_per_s','m s-1'], @@ -184,7 +184,7 @@ def initialize(self, current_time_step=0): # ________________________________________________ # Subsurface reservoirs self.gw_reservoir = {'is_exponential':True, - 'storage_max_m':1.0, + 'storage_max_m':self.max_gw_storage, 'coeff_primary':self.gw_coeff_primary, 'exponent_primary':self.gw_exponent_primary, 'storage_threshold_primary_m':0.0, @@ -196,8 +196,9 @@ def initialize(self, current_time_step=0): self.vol_in_gw_start = self.gw_reservoir['storage_m'] self.soil_reservoir = {'is_exponential':False, + 'wilting_point_m':self.soil_params['wltsmc'] * self.soil_params['D'], 'storage_max_m':self.soil_params['smcmax'] * self.soil_params['D'], - 'coeff_primary':self.soil_params['satdk'] * self.soil_params['slop'] * 3600.0, + 'coeff_primary':self.soil_params['satdk'] * self.soil_params['slop'] * self.time_step_size, 'exponent_primary':self.soil_params['exponent_primary'], 'storage_threshold_primary_m':self.soil_params['smcmax'] * storage_thresh_pow_term* (upper_lim-lower_lim), @@ -267,6 +268,8 @@ def finalize(self,print_mass_balance=False): # Mass balance tracking def reset_volume_tracking(self): self.volstart = 0 + self.vol_et_from_soil = 0 + self.vol_et_from_rain = 0 self.vol_sch_runoff = 0 self.vol_sch_infilt = 0 self.vol_out_giuh = 0 @@ -324,6 +327,7 @@ def config_from_json(self): self.gw_exponent_primary = data_loaded['gw_exponent_primary'] self.gw_coeff_secondary = data_loaded['gw_coeff_secondary'] self.gw_exponent_secondary = data_loaded['gw_exponent_secondary'] + self.surface_partitioning_scheme= data_loaded['scheme'] # OPTIONAL CONFIGURATIONS if 'stand_alone' in data_loaded.keys(): @@ -351,10 +355,10 @@ def finalize_mass_balance(self, verbose=True): self.vol_soil_end = self.soil_reservoir['storage_m'] self.global_residual = self.volstart + self.volin - self.volout - self.volend -self.vol_end_giuh - self.schaake_residual = self.volin - self.vol_sch_runoff - self.vol_sch_infilt + self.schaake_residual = self.volin - self.vol_sch_runoff - self.vol_sch_infilt - self.vol_et_from_rain self.giuh_residual = self.vol_sch_runoff - self.vol_out_giuh - self.vol_end_giuh self.soil_residual = self.vol_soil_start + self.vol_sch_infilt - \ - self.vol_soil_to_lat_flow - self.vol_soil_end - self.vol_to_gw + self.vol_soil_to_lat_flow - self.vol_soil_end - self.vol_to_gw - self.vol_et_from_soil self.nash_residual = self.vol_in_nash - self.vol_out_nash - self.vol_in_nash_end self.gw_residual = self.vol_in_gw_start + self.vol_to_gw - self.vol_from_gw - self.vol_in_gw_end if verbose: @@ -454,11 +458,11 @@ def run_unit_test(self, plot_lims=list(range(490, 550)), plot=False, print_fluxe #------------------------------------------------------------ def scale_output(self): - self.surface_runoff_m = self.total_discharge - self._values['land_surface_water__runoff_depth'] = self.surface_runoff_m/1000 - self.streamflow_cms = self._values['land_surface_water__runoff_depth'] * self.output_factor_cms + self.surface_runoff_m = self.flux_Qout_m + self._values['land_surface_water__runoff_depth'] = self.surface_runoff_m + self.streamflow_cms = self.total_discharge - self._values['land_surface_water__runoff_volume_flux'] = self.streamflow_cms * (1/35.314) + self._values['land_surface_water__runoff_volume_flux'] = self.streamflow_cms self._values["DIRECT_RUNOFF"] = self.surface_runoff_depth_m self._values["GIUH_RUNOFF"] = self.flux_giuh_runoff_m diff --git a/cat_58_config_cfe.json b/cat_58_config_cfe.json index 1c72488b..d4c588dc 100644 --- a/cat_58_config_cfe.json +++ b/cat_58_config_cfe.json @@ -2,6 +2,7 @@ "forcing_file":"./cat58_01Dec2015.csv", "catchment_area_km2":15.617167355002097, "alpha_fc":0.33, + "scheme":"Schaake", "soil_params":{ "depth":2.0, "bb":4.05, diff --git a/cat_58_config_cfe_x.json b/cat_58_config_cfe_x.json new file mode 100644 index 00000000..3e5e0bf4 --- /dev/null +++ b/cat_58_config_cfe_x.json @@ -0,0 +1,36 @@ +{ + "forcing_file":"./cat58_01Dec2015.csv", + "catchment_area_km2":15.617167355002097, + "alpha_fc":0.33, + "scheme":"Xinanjiang", + "soil_params":{ + "depth":2.0, + "bb":4.05, + "mult":1000.0, + "satdk":0.00000338, + "satpsi":0.355, + "slop":1.0, + "smcmax":0.439, + "wltsmc":0.066, + "D":2.0, + "exponent_primary":1.0, + "coeff_secondary":0.01, + "exponent_secondary":1.0 + }, + "gw_coeff_primary":0.01, + "gw_exponent_primary":6.0, + "gw_coeff_secondary":0.0, + "gw_exponent_secondary":1.0, + "max_gw_storage":16.0, + "Cgw":0.01, + "expon":6.0, + "gw_storage":0.50, + "soil_storage":0.667, + "K_lf":0.01, + "K_nash":0.03, + "nash_storage":[0.0,0.0], + "giuh_ordinates":[0.1,0.35,0.2,0.14,0.1,0.06,0.05], + "stand_alone":1, + "unit_test":1, + "compare_results_file":"test_compare.csv" +} \ No newline at end of file diff --git a/cfe.py b/cfe.py index 33bef5d7..59c07ee4 100755 --- a/cfe.py +++ b/cfe.py @@ -1,6 +1,7 @@ import time import numpy as np import pandas as pd +import sys class CFE(): def __init__(self): @@ -15,12 +16,32 @@ def run_cfe(self, cfe_state): # ________________________________________________ cfe_state.potential_et_m_per_timestep = cfe_state.potential_et_m_per_s * cfe_state.time_step_size - + cfe_state.reduced_potential_et_m_per_timestep = cfe_state.potential_et_m_per_s * cfe_state.time_step_size + # ________________________________________________ # SUBROUTINE # timestep_rainfall_input_m = f(timestep_rainfall_input_m, potential_et_m_per_timestep) - self.et_from_rainfall(cfe_state) + cfe_state.actual_et_from_rain_m_per_timestep = 0 + if(cfe_state.timestep_rainfall_input_m > 0): + self.et_from_rainfall(cfe_state) + # ________________________________________________ + cfe_state.vol_et_from_rain += cfe_state.actual_et_from_rain_m_per_timestep + #cfe_state.vol_et_to_atm += cfe_state.actual_et_from_rain_m_per_timestep + cfe_state.volout += cfe_state.actual_et_from_rain_m_per_timestep + + # ---------------------- SUBROUTINE ---------------------- # + # ET from soil + cfe_state.actual_et_from_soil_m_per_timestep = 0 + if(cfe_state.soil_reservoir['storage_m'] > cfe_state.soil_reservoir['wilting_point_m']): + self.et_from_soil(cfe_state) + + cfe_state.vol_et_from_soil += cfe_state.actual_et_from_soil_m_per_timestep + #cfe_state.vol_et_to_atm += cfe_state.actual_et_from_soil_m_per_timestep; + cfe_state.volout += cfe_state.actual_et_from_soil_m_per_timestep + + cfe_state.actual_et_m_per_timestep= cfe_state.actual_et_from_rain_m_per_timestep + cfe_state.actual_et_from_soil_m_per_timestep + # ________________________________________________ cfe_state.soil_reservoir_storage_deficit_m = (cfe_state.soil_params['smcmax'] * \ cfe_state.soil_params['D'] - \ @@ -29,18 +50,26 @@ def run_cfe(self, cfe_state): # ________________________________________________ # SUBROUTINE # Calculates the value for surface_runoff_depth_m - self.Schaake_partitioning_scheme(cfe_state) + if (cfe_state.timestep_rainfall_input_m > 0.0): + if cfe_state.surface_partitioning_scheme == "Schaake": + self.Schaake_partitioning_scheme(cfe_state) + elif cfe_state.surface_partitioning_scheme == "Xinanjiang": + self.Xinanjiang_partitioning_scheme(cfe_state) + else: + print("Problem: must specify one of Schaake of Xinanjiang partitioning scheme.\n") + print("Program terminating.:( \n"); + sys.exit(1) + else: + cfe_state.surface_runoff_depth_m = 0.0 + cfe_state.infiltration_depth_m = 0.0 - # ________________________________________________ - # SUBROUTINE - self.et_from_soil(cfe_state) - # ________________________________________________ if cfe_state.soil_reservoir_storage_deficit_m < cfe_state.infiltration_depth_m: # put won't fit back into runoff - cfe_state.surface_runoff_depth_m += (cfe_state.infiltration_depth_m - soil_reservoir_storage_deficit_m) + cfe_state.surface_runoff_depth_m += (cfe_state.infiltration_depth_m - cfe_state.soil_reservoir_storage_deficit_m) cfe_state.infiltration_depth_m = cfe_state.soil_reservoir_storage_deficit_m cfe_state.soil_reservoir['storage_m'] = cfe_state.soil_reservoir['storage_max_m'] + cfe_state.soil_reservoir_storage_deficit_m = 0 # ________________________________________________ cfe_state.vol_sch_runoff += cfe_state.surface_runoff_depth_m @@ -58,6 +87,7 @@ def run_cfe(self, cfe_state): cfe_state.vol_sch_infilt -= diff cfe_state.surface_runoff_depth_m += diff + cfe_state.soil_reservoir_storage_deficit_m = 0 # ________________________________________________ cfe_state.vol_to_soil += cfe_state.infiltration_depth_m cfe_state.soil_reservoir['storage_m'] += cfe_state.infiltration_depth_m @@ -68,8 +98,8 @@ def run_cfe(self, cfe_state): self.conceptual_reservoir_flux_calc(cfe_state, cfe_state.soil_reservoir) # ________________________________________________ - cfe_state.flux_perc_m = cfe_state.primary_flux - cfe_state.flux_lat_m = cfe_state.secondary_flux + cfe_state.flux_perc_m = cfe_state.primary_flux_m + cfe_state.flux_lat_m = cfe_state.secondary_flux_m # ________________________________________________ cfe_state.gw_reservoir_storage_deficit_m = cfe_state.gw_reservoir['storage_max_m'] - cfe_state.gw_reservoir['storage_m'] @@ -89,7 +119,7 @@ def run_cfe(self, cfe_state): cfe_state.soil_reservoir['storage_m'] -= cfe_state.flux_perc_m cfe_state.soil_reservoir['storage_m'] -= cfe_state.flux_lat_m cfe_state.vol_soil_to_lat_flow += cfe_state.flux_lat_m #TODO add this to nash cascade as input - cfe_state.volout = cfe_state.volout + cfe_state.flux_lat_m; + cfe_state.volout = cfe_state.volout + cfe_state.flux_lat_m # ________________________________________________ @@ -98,7 +128,11 @@ def run_cfe(self, cfe_state): self.conceptual_reservoir_flux_calc(cfe_state, cfe_state.gw_reservoir) # ________________________________________________ - cfe_state.flux_from_deep_gw_to_chan_m = cfe_state.primary_flux + cfe_state.flux_from_deep_gw_to_chan_m = cfe_state.primary_flux_m + if (cfe_state.flux_from_deep_gw_to_chan_m > cfe_state.gw_reservoir['storage_m']): + cfe_state.flux_from_deep_gw_to_chan_m = cfe_state.gw_reservoir['storage_m'] + print("WARNING: Groundwater flux larger than storage. \n") + cfe_state.vol_from_gw += cfe_state.flux_from_deep_gw_to_chan_m # ________________________________________________ @@ -207,13 +241,16 @@ def et_from_rainfall(self,cfe_state): if cfe_state.timestep_rainfall_input_m > cfe_state.potential_et_m_per_timestep: - cfe_state.actual_et_m_per_timestep = cfe_state.potential_et_m_per_timestep - cfe_state.timestep_rainfall_input_m -= cfe_state.actual_et_m_per_timestep + cfe_state.actual_et_from_rain_m_per_timestep = cfe_state.potential_et_m_per_timestep + cfe_state.timestep_rainfall_input_m -= cfe_state.actual_et_from_rain_m_per_timestep else: - cfe_state.potential_et_m_per_timestep -= cfe_state.timestep_rainfall_input_m + cfe_state.actual_et_from_rain_m_per_timestep = cfe_state.timestep_rainfall_input_m cfe_state.timestep_rainfall_input_m=0.0 + + cfe_state.reduced_potential_et_m_per_timestep = cfe_state.potential_et_m_per_timestep-cfe_state.actual_et_from_rain_m_per_timestep + return @@ -329,7 +366,118 @@ def Schaake_partitioning_scheme(self,cfe_state): cfe_state.infiltration_depth_m = 0.0 return - + + # __________________________________________________________________________________________________________ + def Xinanjiang_partitioning_scheme(self,cfe_state): + """ + This module takes the water_input_depth_m and separates it into surface_runoff_depth_m + and infiltration_depth_m by calculating the saturated area and runoff based on a scheme developed + for the Xinanjiang model by Jaywardena and Zhou (2000). According to Knoben et al. + (2019) "the model uses a variable contributing area to simulate runoff. [It] uses + a double parabolic curve to simulate tension water capacities within the catchment, + instead of the original single parabolic curve" which is also used as the standard + VIC fomulation. This runoff scheme was selected for implementation into NWM v3.0. + REFERENCES: + 1. Jaywardena, A.W. and M.C. Zhou, 2000. A modified spatial soil moisture storage + capacity distribution curve for the Xinanjiang model. Journal of Hydrology 227: 93-113 + 2. Knoben, W.J.M. et al., 2019. Supplement of Modular Assessment of Rainfall-Runoff Models + Toolbox (MARRMoT) v1.2: an open-source, extendable framework providing implementations + of 46 conceptual hydrologic models as continuous state-space formulations. Supplement of + Geosci. Model Dev. 12: 2463-2480. + ------------------------------------------------------------------------- + Written by RLM May 2021 + Adapted by JMFrame September 2021 for new version of CFE + Further adapted by QiyueL August 2022 for python version of CFE + ------------------------------------------------------------------------ + Inputs + double time_step_rainfall_input_m amount of water input to soil surface this time step [m] + double field_capacity_m amount of water stored in soil reservoir when at field capacity [m] + double max_soil_moisture_storage_m total storage of the soil moisture reservoir (porosity*soil thickness) [m] + double column_total_soil_water_m current storage of the soil moisture reservoir [m] + double a_inflection_point_parameter a parameter + double b_shape_parameter b parameter + double x_shape_parameter x parameter + // + Outputs + double surface_runoff_depth_m amount of water partitioned to surface water this time step [m] + double infiltration_depth_m amount of water partitioned as infiltration (soil water input) this time step [m] + ------------------------------------------------------------------------- + """ + + # partition the total soil water in the column between free water and tension water + free_water_m = cfe_state.soil_reservoir['storage_m']- cfe_state.soil_reservoir['storage_threshold_primary_m']; + + if (0.0 < free_water_m): + + tension_water_m = cfe_state.soil_reservoir['storage_threshold_primary_m'] + + else: + + free_water_m = 0.0 + tension_water_m = cfe_state.soil_reservoir['storage_m'] + + # estimate the maximum free water and tension water available in the soil column + max_free_water_m = cfe_state.soil_reservoir['storage_max_m'] - cfe_state.soil_reservoir['storage_threshold_primary_m'] + max_tension_water_m = cfe_state.soil_reservoir['storage_threshold_primary_m'] + + # check that the free_water_m and tension_water_m do not exceed the maximum and if so, change to the max value + if(max_free_water_m < free_water_m): + free_water_m = max_free_water_m + + if(max_tension_water_m < tension_water_m): + tension_water_m = max_tension_water_m + + """ + NOTE: the impervious surface runoff assumptions due to frozen soil used in NWM 3.0 have not been included. + We are assuming an impervious area due to frozen soils equal to 0 (see eq. 309 from Knoben et al). + + The total (pervious) runoff is first estimated before partitioning into surface and subsurface components. + See Knoben et al eq 310 for total runoff and eqs 313-315 for partitioning between surface and subsurface + components. + + Calculate total estimated pervious runoff. + NOTE: If the impervious surface runoff due to frozen soils is added, + the pervious_runoff_m equation will need to be adjusted by the fraction of pervious area. + """ + a_Xinanjiang_inflection_point_parameter = 1 + b_Xinanjiang_shape_parameter = 1 + x_Xinanjiang_shape_parameter = 1 + + if ((tension_water_m/max_tension_water_m) <= (0.5 - a_Xinanjiang_inflection_point_parameter)): + pervious_runoff_m = cfe_state.timestep_rainfall_input_m * \ + (np.power((0.5 - a_Xinanjiang_inflection_point_parameter),\ + (1.0 - b_Xinanjiang_shape_parameter)) * \ + np.power((1.0 - (tension_water_m/max_tension_water_m)),\ + b_Xinanjiang_shape_parameter)) + + else: + pervious_runoff_m = cfe_state.timestep_rainfall_input_m* \ + (1.0 - np.power((0.5 + a_Xinanjiang_inflection_point_parameter), \ + (1.0 - b_Xinanjiang_shape_parameter)) * \ + np.power((1.0 - (tension_water_m/max_tension_water_m)),\ + (b_Xinanjiang_shape_parameter))) + + # Separate the surface water from the pervious runoff + ## NOTE: If impervious runoff is added to this subroutine, impervious runoff should be added to + ## the surface_runoff_depth_m. + + cfe_state.surface_runoff_depth_m = pervious_runoff_m * \ + (1.0 - np.power((1.0 - (free_water_m/max_free_water_m)),x_Xinanjiang_shape_parameter)) + + # The surface runoff depth is bounded by a minimum of 0 and a maximum of the water input depth. + # Check that the estimated surface runoff is not less than 0.0 and if so, change the value to 0.0. + if(cfe_state.surface_runoff_depth_m < 0.0): + cfe_state.surface_runoff_depth_m = 0.0; + + # Check that the estimated surface runoff does not exceed the amount of water input to the soil surface. If it does, + # change the surface water runoff value to the water input depth. + if(cfe_state.surface_runoff_depth_m > cfe_state.timestep_rainfall_input_m): + cfe_state.surface_runoff_depth_m = cfe_state.timestep_rainfall_input_m + + # Separate the infiltration from the total water input depth to the soil surface. + cfe_state.infiltration_depth_m = cfe_state.timestep_rainfall_input_m - cfe_state.surface_runoff_depth_m; + + return # __________________________________________________________________________________________________________ def et_from_soil(self,cfe_state): @@ -338,30 +486,27 @@ def et_from_soil(self,cfe_state): using Budyko type curve to limit PET if wilting 0: + if cfe_state.reduced_potential_et_m_per_timestep > 0: - print("this should not happen yet. Still debugging the other functions.") + # print("this should not happen yet. Still debugging the other functions.") if cfe_state.soil_reservoir['storage_m'] >= cfe_state.soil_reservoir['storage_threshold_primary_m']: - cfe_state.actual_et_m_per_timestep = np.min(cfe_state.potential_et_m_per_timestep, + cfe_state.actual_et_from_soil_m_per_timestep = np.min(cfe_state.reduced_potential_et_m_per_timestep, cfe_state.soil_reservoir['storage_m']) - cfe_state.soil_reservoir['storage_m'] -= cfe_state.actual_et_m_per_timestep - - cfe_state.et_struct['potential_et_m_per_timestep'] = 0.0 - elif (cfe_state.soil_reservoir['storage_m'] > cfe_state.soil_reservoir['wilting_point_m'] and cfe_state.soil_reservoir['storage_m'] < cfe_state.soil_reservoir['storage_threshold_primary_m']): Budyko_numerator = cfe_state.soil_reservoir['storage_m'] - cfe_state.soil_reservoir['wilting_point_m'] Budyko_denominator = cfe_state.soil_reservoir['storage_threshold_primary_m'] - \ cfe_state.soil_reservoir['wilting_point_m'] - Budyki = Budyko_numerator / Budyko_denominator + Budyko = Budyko_numerator / Budyko_denominator - cfe_state.actual_et_m_per_timestep = Budyko * cfe_state.potential_et_m_per_timestep + cfe_state.actual_et_from_soil_m_per_timestep = np.min(Budyko * cfe_state.reduced_potential_et_m_per_timestep,cfe_state.soil_reservoir['storage_m']) - cfe_state.soil_reservoir['storage_m'] -= cfe_state.actual_et_m_per_timestep + cfe_state.soil_reservoir['storage_m'] -= cfe_state.actual_et_from_soil_m_per_timestep + cfe_state.reduced_potential_et_m_per_timestep = cfe_state.reduced_potential_et_m_per_timestep - cfe_state.actual_et_from_soil_m_per_timestep return diff --git a/run_cfe.ipynb b/run_cfe.ipynb index 75eacb4d..c5340030 100755 --- a/run_cfe.ipynb +++ b/run_cfe.ipynb @@ -215,7 +215,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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GyJEje9zW3r17ueeee9i4cSOjRo3iy1/+Mi0tLb3GpKr8+te/5oorrug3zvz8fOrq6njppZdYsGABtbW1PPXUU6SlpZGens6aNWt47bXXWL9+PSNGjGDhwoU9DihRVZYsWcLPf/7zU55LSUkhPj6+31h64n9MEhISuo5f9xi6v2cej4dgzSrW13vf27Fes2bNKa/pbRs9fd6GyppQjOupKh1dJzEH9mWtr68nJyeHxMREXn/9dfbt6/Gyyl2ysrLIzMxk3bp1AF0/f3uzZ88epkyZwre//W2uvvpqtmzZQm5uLlVVVdTU1NDa2srzzz8fUKwNDQ2MHDmSzMxMKisru2p/06dP5/Dhw2zcuBGAxsZGPB4PV1xxBb/97W9pb/f2j9+1axfNzc29bv/CCy/kvvvuY8GCBcyfP5977rmnqymhvr6eUaNGMWLECN5//33efvvtrtclJiZ27eOyyy7jL3/5C1VVVQDU1tb2e0wHatKkSWzatAmgq8bbl3nz5rF27VqOHDlCR0cHTz75ZFcteiD6eu/7OtYbNmxg7969dHZ2snLlyq7mI//jFipWAzeu599zsM0zsBr4DTfcwKc+9SmKioqYO3cu06dP7/c1v//977tOZPVXu125ciVPPPEEiYmJjBs3jttvv53ExERuv/125s2bx+TJkwPaJ8BZZ53F2WefzaxZs5gyZQoXXXQRAElJSaxcuZJvfetbHD9+nNTUVF577TW++tWvUlZWxjnnnIOqkp2dzbPPPtvr9ufPn88rr7zC1KlTmThxIrW1tV0J/Morr+Shhx5izpw5TJs2jQsuuKDrdUuXLmXOnDmcc845rFixgjvuuINFixbR2dlJYmIiv/nNb5g4cWJAZQzE97//fT7/+c/zhz/8gY9+9KP9rp+Xl8fPf/5zLr30UlSVq666isWLFw9q3729930d6wsvvJBly5axdetWFixYwLXXXgucfNzuvPPOQcXTn2Gd1LioqEhtRp7ot3PnTmbMmBG07bV3dLKzvIE456fprPEZNlTfuMKaNWu45557Av6VFYievj8isklVi7qv228TiohME5ESv78GEfmOiIwWkVdFpNS5HRW0Ehjjp8OpgicnxNHp15xiTKzrtwlFVT8A5gKISDxwCHgGWAasVtW7RGSZ8/gHoQvVxCrfIJ6UxHiOt3fQ3qEkDPPZm5dffpkf/ODkj/fkyZO7em24xdatW/nSl7500rLk5GTeeeedYY3j2muvPaVL4759+05parn77rsDOgkbbDfffDNvvvnmSctuvfVWbrzxxgFtZ+HChSxcuDCIkQ3MgJpQRGQR8B+qepGIfAAsVNVyEckD1qjqtL5eb00osWHnzp1Mnz49aM0cTS3t7DnSzLjMFCrqW5g0ZiQZqYFd8N6YSKKqvP/++8FrQunmeuBJ536uqpY7Oy0Hcnp6gYgsFZFiESmurq4e4O5MJEpJSaGmpiZo3bt8HU9SErxd1KJpOL0xPr4JHVJSAh/nEHANXESSgMPALFWtFJGjqprl93ydqvbZDm418NgQ7CnVjrV5qG1uJzcjmaqGVtJSEsi0GriJQr1NqdZbDXwg3Qg/DmxW1UrncaWI5Pk1oVQNOmoTVRITEwOeEioQf1hfxv9btZ2NP/oY//KbN5k3eTT/dV3werkYE6kG0oTyBU40nwCsApY495cAzwUrKGP8NbZ6AEhPSSAvM4XD9XZdcGMgwAQuIiOAy4G/+i2+C7hcREqd5+4KfnjGQHOrh/g4ITkhjrysVA4ftdnujYEAm1BU9RgwptuyGuCyUARljL/m1g5GJsUjIozPTOHlbS10dipxcTaYx8Q2uxaKcb3GFg/pKd6TOuOzUmnr6KSmuS3MURkTfpbAjes1t3oYmeztQpiX6e1iVW7t4MZYAjfu19TqYWSyt7VvfJZ3BhNrBzfGEriJAE2tHtKcBO6rgR8+ajVwYyyBG9dr9kvgo0cmkZwQZ00oxmAJ3EQA/yYUEWF8ViqH660JxRhL4Mb1/JtQwNuMUm5NKMZYAjfupqonNaEA5GWmUm41cGMsgRt3O97eQadCWsqJBD4+K4XKhhY8dlVCE+MsgRtXa3KugzIy2T+Bp9KpUNnYGq6wjHEFS+DG1ZpbOwBIcwbygN9gHmsHNzHOErhxtaYWbw08LfnE9ZG7BvNYO7iJcZbAjaudaEI5tQZug3lMrLMEblzNl8D9e6GkpySSnpJgTSgm5lkCN67W3EMCBxifaYN5jLEEblytpxo4QF5Wig2nNzHPErhxtZ66EYIzmMeuSGhiXKBTqmWJyF9E5H0R2SkiF4rIaBF5VURKnds+Z6Q3ZjCaWz2IwIik+JOW52elUNPcRkt7R5giMyb8Aq2B3w+8pKrTgbOAncAyYLWqFgKrncfGBFVTq4e0pARETp4+LS/T25XQhtSbWNZvAheRDGAB8CiAqrap6lFgMbDcWW05cE1oQjSxrKnFc9Iwep+8LBvMY0wgNfApQDXwexF5V0QeEZGRQK6qlgM4tzk9vVhElopIsYgUV1dXBy1wExua2zyntH+DtxcK2GAeE9sCSeAJwDnAb1X1bKCZATSXqOrDqlqkqkXZ2dmDDNPEqqbWjh4T+DgbTm9MQAn8IHBQVd9xHv8Fb0KvFJE8AOe2KjQhmljW1NJOeg8JPCUxnrFpSRy2roQmhvWbwFW1AjggItOcRZcBO4BVwBJn2RLguZBEaGJac2vHScPo/eVlptrkxiamnVq16dm3gBUikgTsAW7Em/yfEpGvAPuBz4UmRBPL/KdT6y4vM4WymuZhjsgY9wgogatqCVDUw1OXBTUaY7ppavX02IQC3qsSrv+wZpgjMsY9bCSmcS3fdGq91cDHZ6XQ2OqhoaV9mCMzxh0sgRvXavV04unUHvuBA+RnjQDgUJ2dyDSxyRK4ca3eLmTlUzDK2xf8oCVwE6MsgRvX8l1KdmRSfwn82LDFZIybWAI3rtXom06tlyaU0SOTSEmMsyYUE7MsgRvX6m0yBx8RoWDUCGtCMTHLErhxrd6uBe4vPyuVQzac3sQoS+DGtfo7iQnednBrAzexyhK4ca3mVu9kDX0n8BHUHWvvam4xJpZYAjeu1dTqHaDT27VQAPKdnijWjGJikSVw41pNTg28t26EYF0JTWyzBG5cq7nVw8ikeOLipNd1bDCPiWWWwI1r9Tadmr+xI5NJSrC+4CY2WQI3rtXUy3Rq/uLihIKsVKuBm5hkCdy4VnOrp88eKD75o1I5aCcxTQyyBG5cq6klsAReMCqVQ3YS08QgS+DGtfqajcdfwagRHGlq43hbxzBEZYx7WAI3rtUUaBNKlvUFN7EpoAQuImUislVESkSk2Fk2WkReFZFS53ZUaEM1sSbQNnDrC25i1UBq4Jeq6lxV9c2NuQxYraqFwGrnsTFB452RPrCTmGB9wU3sGUoTymJguXN/OXDNkKMxxtHq6aCto5O0PobR++Skp5AYL9aEYmJOoAlcgVdEZJOILHWW5apqOYBzm9PTC0VkqYgUi0hxdXX10CM2MSGQC1n5xMcJ460vuIlB/X87vC5S1cMikgO8KiLvB7oDVX0YeBigqKhIBxGjiUHNAVwL3F9+lnUlNLEnoBq4qh52bquAZ4DzgUoRyQNwbqtCFaSJPb7p1NL7GUrv470uuNXATWzpN4GLyEgRSffdBxYB24BVwBJntSXAc6EK0sSe5raB1cALRo2gqrGVlnbrC25iRyDfjlzgGRHxrf9HVX1JRDYCT4nIV4D9wOdCF6aJNU0tA29CASivb2Hy2JEhi8sYN+n326Gqe4CzelheA1wWiqCM8U2nlh5wDfxEX3BL4CZW2EhM40oDPonpm5nH2sFNDLEEblwpkBnp/Y3LSCE+TuxEpokplsCNKwUyI72/hPg48jJTbDi9iSmWwI0rNbd6SE2MJ76P6dS6y89KtdGYJqZYAjeuFOilZP0VjBphTSgmplgCN67U1NoR8CAen/xRqVQ0tNDm6QxRVMa4iyVw40rNrR5GBnAhK38Fo1JRhYr6lhBFZYy7WAI3rhTodGr+7LrgJtZYAjeuFOhsPP4KskYA2ATHJmZYAjeuNJiTmOMyU4gTm9jBxA5L4MaVAp1OzV9SQhzjMqwvuIkdlsCNKw2mCQW8PVFsOL2JFZbAjeu0d3TS6ukccBMKWF9wE1ssgRvXaR7gMHp/+VnevuCeDusLbqKfJXDjOgO9Doq/glGpdHQqFQ3WF9xEP0vgxnW6EvgAR2ICTBjt7UpYdsROZJroZwncuM5ArwXub2puGgC7qxqDGpMxbhRwAheReBF5V0Sedx6PFpFXRaTUuR0VujBNLPFNaJw2wKH0ANlpyWSmJrKrqinYYRnjOgOpgd8K7PR7vAxYraqFwGrnsTFD1tzqnZg4LTlxwK8VEc7ITWN3pSVwE/0CSuAiUgB8AnjEb/FiYLlzfzlwTVAjMzHrRBPKwGvgAFNz0tlV1YiqBjMsY1wn0Br4fcC/Av59s3JVtRzAuc3p6YUislREikWkuLq6eiixmhjROIReKACFOWkcPdZOTXNbMMMyxnX6TeAi8kmgSlU3DWYHqvqwqhapalF2dvZgNmFizFBOYgIUOicyS60ZxUS5QGrgFwFXi0gZ8CfgoyLyBFApInkAzm1VyKI0MaW51UNyQhyJ8YPrJFWYkw5AqfVEMVGu32+Iqv6bqhao6iTgeuDvqvpPwCpgibPaEuC5kEVpYkrjIK+D4pObkUx6SoLVwE3UG0o/8LuAy0WkFLjceWzMkDW3egY1iMdHRCjMSbMauIl6A/qWqOoaYI1zvwa4LPghmVjX3OphZNLgEzh4m1FWv18ZpIiMcScbiWlcp7FlaDVw8J7IPNLURq31RDFRzBK4cZ3a5jZGjRj4IB5/hbnOicxKa0Yx0csSuHGdioYWxmWkDGkbhTlOV0IbUm+imCVw4yrNrR4aWzyMy0wd0nbyMlMYmRTPbkvgJopZAjeu4ruO97jM5CFtR0SYmpvOLmtCMVHMErhxlYp6J4FnDK0GDnBGTpo1oZioZgncuEpXAs8cWhs4eHuiVDe2cvSY9UQx0ckSuHGVriaUIZ7EhBND6q0d3EQrS+DGVSrqW8hMTSQ1aXCXkvU31XqimChnCdy4SkVDC3lBaD4B7wz1I5Li7USmiVqWwI2rVNS3kBuE5hOAuDhhak6aNaGYqGUJ3LhKMGvg4G1GsasSmmhlCdy4RntHJ0eaWoNWAwfvicyKhhYaWtqDtk1j3MISuHGNqsZWVIPThdCna0i91cJNFLIEblyjov44ENwEfkauryuhncg00ccSuHGNivpWIDh9wH3yR6WSkhhnNXATlSyBG9fwDeIJ5knM+Djh9GwbUm+iUyCz0qeIyAYReU9EtovIT5zlo0XkVREpdW5HhT5cE80q6o+TnBBHZurQrgXeXWFOml0X3ESlQGrgrcBHVfUsYC5wpYhcACwDVqtqIbDaeWzMoFU0tJKXmYKIBHW7hbnpHK5vodF6opgoE8is9Kqqvt+fic6fAouB5c7y5cA1oQjQxI6K+uNB7ULo4+uJ8mF1c9C3bUw4BdQGLiLxIlICVAGvquo7QK6qlgM4tzkhi9LEhGAP4vHxTa+2q8KaUUx0CSiBq2qHqs4FCoDzRWR2oDsQkaUiUiwixdXV1YMM00Q7VaWyvpXcECTwCaNHkJoYz86KhqBv25hwGlAvFFU9CqwBrgQqRSQPwLmt6uU1D6tqkaoWZWdnDy1aE7Vqm9to6+gkLwRNKPFxwvS8dHYctgRuoksgvVCyRSTLuZ8KfAx4H1gFLHFWWwI8F6IYTQwoD+JEDj2ZkZfBzvIGVDUk2zcmHAKpgecBr4vIFmAj3jbw54G7gMtFpBS43HlszKBUOn3AQ3ESE7wJvKHFw2HnH4Ux0SChvxVUdQtwdg/La4DLQhGUiT0nBvEMfS7MnszM857I3Hm4gfys0OzDmOFmIzGNK1TUtxAnMDYtKSTbnzYuA4Cd5dYObqKHJXDjChX1LeSkp5AQH5qPZFpyAhPHjGCHJXATRSyBG1eoaGgJSRdCfzOdE5nGRAtL4MYVKupbQtKF0N+MvAz21R6judUT0v0YM1wsgRtXqKhvCVkXQp8ZeRmowvs2ItNECUvgJuyaWz00tnqGIYE7PVGsGcVECUvgJux8XQiDOZFDT/KzUslISbATmSZqWAI3YVcR4lGYPiLCdDuRaaKIJXATdl0JPMQ1cPD2RPmgopHOThtSbyKfJXATdl1NKCGugYM3gR9r62Bf7bGQ78uYULMEbsKuor6FrBGJpCTGh3xfM/JsRKaJHpbATdiV17cMS/MJQGFuGvFxYpeWNVHBErgJu8qG0PcB90lJjGfK2JFWAzdRwRK4CbvhrIEDzBxvPVFMdLAEbsKqvaOTmubWYauBg7cd/HB9C0ePtQ3bPo0JBUvgJqyqGltRHZ4uhD4nTmTakPpY99K2CqoaI3eSD0vgJqwq6o8Dw9OF0Mc3pN5GZMa2+mPtfOOJTfzq1dJwhzJolsBNWFXUtwLDm8Bz0lMYm5Zk7eAxbleV9xfYqzsq6YjQgV2BTGp8moi8LiI7RWS7iNzqLB8tIq+KSKlzOyr04ZpoU+7UwPMyhneasxk2pD7m7ar0JvAjTa2UHKgLyjY7O5WDdcM3SCyQGrgHuE1VZwAXADeLyExgGbBaVQuB1c5jYwaksqGFlMQ4MlL7nZ41qGbmZVBa2UR7R+ew7te4R2llE6mJ8STGCy9vrwzKNp8tOcQlv1zD7qqmoGyvP/0mcFUtV9XNzv1GYCeQDywGljurLQeuCVGMJor5uhCKyLDud0ZeBm0dneypbh7W/Rr32FXZyBnj0vnI6WN5eXsFqkNvRllXeoSOTuW5kkNBiLB/A2oDF5FJeGeofwfIVdVy8CZ5IKeX1ywVkWIRKa6urh5iuCbaDOcgHn++nig7yuuHfd/GHXZVNnFGThqLZuWyr+YYuyqHXmt+Z28tAM+VHA7KP4T+BJzARSQNeBr4jqoG3Hioqg+rapGqFmVnZw8mRhPFKhqGdxCPz5TskaQkxvHu/qPDvm8TfrXNbRxpauWM3HQun5mLCLy8vWJI2zx89DiHjh7nzPxM9tce490DR4MTbB8CSuAikog3ea9Q1b86iytFJM95Pg+oCk2IJlpVNrRwsO44U3PShn3fifFxzC/M5rUdlcNSUzLu4juBeca4dHLSUzhnwihe2TG0BL6xzFv7/uFVM0hKiGNVyeEhx9mfQHqhCPAosFNV/8vvqVXAEuf+EuC54IdnotmLW8tRhStnjwvL/hfNzOVwfQtbD1kzSqwp9SXwXG/lYdHMXLYdahhSD5INe2tJS07g/Mmj+diMHJ7fchhPiE+SB1IDvwj4EvBRESlx/q4C7gIuF5FS4HLnsTEBe2FrOdNy05makx6W/X9sRi7xccIrQeqBYCLHrsom0pMTuprvFs3yViKG8lnYWFbLuRNHER8nXH1WPkea2njzw5qgxNubQHqhrFNVUdU5qjrX+fubqtao6mWqWujc1oY0UhNVKupbKN5Xxyfm5IUthlEjkzh/0ught32ayLOrspHC3LSu3k+Tx47kjNy0QTej1DW3sauyifMnjwbg0unZpKckhLw3io3ENGHx4jZv88lVZ4YvgQMsmpVLaVUTe6qHp9+uCT9V9XYhzD35l98Vs8axYW8ttc0Dv8hZ8T7vQKDzJnkTeHJCPFfNzuPlbRUcb+sYetC9sARuwuJvW8uZPi49LCcw/XX9dN5hzSix4khTG3XH2inslsAXzRxHp8JrOwf+Wdiwt4ak+DjmFGR2LVs8dzzNbR2sfj90ny1L4GbYVdS3sLGsLuy1b4D8rFTOzM+0ZpQY4juBOa1bAp+dn8H4zJRBtYNvKKvjrNMyT5oWcN6UMeRmJPPsu6HrjWIJ3Ay7F7eVA+FvPvFZNDOXd/cfpbIhci8ragK3q1sPFB8RYdGscfyjtJpjbZ6At3eszcP2Q/VdzSc+8XHCp+aMZ+2uqpBde94SuBl2L2xxR/OJzxVON8ZXrRklJuyqaiIzNZHs9ORTnls0K5dWTydrPwh81Pi7+4/i6VTOmzz6lOeuOTuf9g7lxW2h+YVnCdwMq67eJy6pfQMU5qQxeexIa0aJEbsqGjnDrweKv/MnjSZrRCKr3gu82WPD3lpE4NyJp16Qddb4DKZkj+TZd0PTG8USuBlWf9vqNJ+EsftgdyLCopm5rP+whvrj7eEOx4SQrwdK9xOYPgnxcVx/3gRe2l4RcM+kjWW1zMzLICMl8ZTnRITFZ+WzoayWw0ePDyn2nlgCN8PK1/vk9Gx3NJ/4LJo1Dk+nsuYDuyJENKtqbKWhxXPKCUx/X7l4MknxcfzP2j39bq/N08nm/XWntH/7Wzx3PFmpiXwYgq6qlsDNsCmvP+665hOfs0/LIjs92ZpRopzvBGZhbu8ViOz0ZK477zT++u7BrglHerPtcD0t7Z1dA3h6MmnsSDb+6GPMLwz+xfwsgZth8+JWb3J0U/OJT1yccPnMXNZ8UE1Le+gGXpjw8l0ytvsgnu6WLpiCKvzujb19rrfRuXxsXzVw8DbNhIIlcDNsXnBp84nPFbPGcaytgzd3Hwl3KCZEdlU0MnpkEmPTTu2B4q9g1AgWz83nyQ37qWlq7XW9jWW1TB47ssceLcPBErgZFkeaWtnk0uYTnwunjCE9OcG6E0axXVWNFAbYffVfFk6hxdPB42+V9fh8Z6eysayO8yaFbzpgS+BmWGxyrhXxkaljwxxJ75IS4jh/8uiuWE10UVV2VzYxbVxgV7+cmpPOFTPH8fhbZTS2nNo7qbSqifrj7f02n4SSJXAzLDbvqyMpPo7Z+RnhDqVPZxZksru6iabWwEfimchQXt9CY6un1y6EPfnmpafT2OLhibf3n7S81dPBn4sPAPR5AjPULIGbYbF5fx2z8jNITojvf+UwOqsgC1XYZpM8RJ2uIfQDGAE8pyCL+YVjeXTdXlraO6g/3s5v13zI/Ltf55F1e5lfOJYJo0eEKuR+JYRtzyZmtHk6ee9gPf98wcRwh9Iv39Xkthw8ygVTxoQ5GhNMJ66BMrAJRG6+dCrXP/w2X11eTMmBozS1erh46lju+dxZzC8c2+OIzuFiCdyE3I7yBto8nZzTw1BjtxmTlkx+VipbDloNPNrsqmxibFoyo0YmDeh18yaP5vxJo1m/p4ZPnJnH0gVTmJ2f2f8Lh0G/CVxEHgM+CVSp6mxn2WhgJTAJKAM+r6p25sf0aLNzUrCna0W40ZyCTEvgUai0svGUKxAGQkR45MtFtLR1kONMweYWgbSBPw5c2W3ZMmC1qhYCq53HxvRo0/468rNSyXXZh783cwqy2F97jLpBzMxi3KmzUymtahpw84lPRkqi65I3BDYn5htA9/kuFwPLnfvLgWuCG5aJJu/uq+PsCVnhDiNgZ/nawe1EZtTYW9PMsbaOQSdwtxpsL5RcVS0HcG5zeltRRJaKSLGIFFdXB36NXRMdyuuPc7i+JWKaTwBm+xL4gaPhDcQEzSP/2ENSfBwLpwX/eiThFPJuhKr6sKoWqWpRdnZ0HTzTv837jgJwzoTISeAZKYlMGTvSauBRouxIM08VH+SL8yYwPis13OEE1WATeKWI5AE4t3YNTtOjzfvrSEmMY+Z4dw/g6c57IvNouMMwQfDA6lIS4oRvLjw93KEE3WAT+CpgiXN/CfBccMIx0WbTvjrm5GeRGKKrsYXKnIIsKhtabZ7MCLe7qpFnSw6x5COTXHkScqj6/VaJyJPAemCaiBwUka8AdwGXi0gpcLnz2JiTtLR3sP1wPWdPzAp3KAN21mnedvD3rB08ov3qtVJSE+P5+oIp4Q4lJPrtB66qX+jlqcuCHIuJMtsO1dPeoZwbQe3fPjPzMomPE7YeqmfRrHHhDscMws7yBl7YUs4tl05lTD+Xj41UkfW71kSUzfu9A3giYQRmd6lJ8RTmpPGeDeiJWP/16i7SUxL42vzorH2DJXATQpv21TFxzIh+L57vVmcVZLHl4FFUNdyhmAHacvAor+6o5Gvzp5A54tTJhqOFJXATEqrK5v1HI6r7YHdnFmRy9Fg7B2qDP5u4Ca17X9nFqBGJ3HjRpHCHElKWwE1IHKw7TnVjK+dE0AjM7s4qyAJgy6GjYY3DDMzm/XWs3VXN1y85nfSU6K19gyVwEyKR3P7tM21cOknxcXZhqwjz+JtlpKck8M8Xuv/yxUNlCdyExOZ9dYxIimdaBF97IikhjhnjM6wrYQQ50tTKi9vK+cw5BYxIiv6rZVsCNyGxaX8dc0/LIiHCBvB0Nyc/k22H6unotBOZkeCp4gO0dyj/dMGEcIcyLCL722Vc6Vibh53ljRF9AtNnTkEmzW0d7KluCncoph8dncof39nPBVNGMzUncn/5DYQlcBN0b+2uoaNTI+oKhL0567QsAGsHjwBv7KrmYN1x/ikCpu4LFkvgJuj+540Pyc9K5eLCseEOZchOz05jRFK8XdgqAjzx9j7GpiWzaGbsjJy1BG6CasPeWjaW1bF0wZSIu4BVT+LjhNnjM1m/pwZPR2e4wzG9OFB7jL9/UMX1551GUkLkf+4CFTslNcPiN6/vZmxaEtedd1q4QwmaL86bwK7KJu57rTTcoZhePLlhPwJ8YV5snLz0sQRugmbboXrW7qrmposnk5IYH+5wguaas/P5fFEB//36btZ8YJe+d5s2TydPFR/go9NzyY+yCRv6YwncBM2Da3aTnpIQlSeRfnL1bKaPS+e7K0s4fNSG1rvJS9srONLUFjNdB/1ZAjdBsbuqiRe3VfDPF04kIwqHL6cmxfObG86hzdPJt558l3ZrD3eNJ97ex4TRI1hQGHtTNloCN0Hx0NoPSU6I48aLJoc7lJA5PTuNuz4zh0376vjlyx+EOxwD7KpsZMPeWr44bwJxcRLucIadJXAzZAfrjvHsu4e4/rwJEXvp2EB96qzx/NMFE3j4jT28uqMy3OHEtAO1x7h5xWZSEuP43LkF4Q4nLCyBmyH73Rt7AFgapdNWdffvn5jJ7PwMbl6xmZv/uJk1H1TZUPthtuXgUa598C0qGlp47MvnRe2MO/0Z0tVeRORK4H4gHnhEVW1uzBizp7qJP208wKfPyWd8jPQASEmM57El5/Hgmg95ruQQL2wpJzcjmU+fU8C1Z+czNTstJn/OD5fXdlTyrSffZfTIJJ782jwKI/iCaUMlg51tRETigV14JzU+CGwEvqCqO3p7TVFRkRYXFw9qf8Yd2js62bSvjtc/qGLN+9V8UNlIUkIcL906nynZaeEOb9i1ejr4+84q/rzpIGt3VdPRqaQkxjE1J42p2WkU5qZzenYauRnJjE1LJjs9Oaq6WA635W+V8ZP/287s/EweWVJETnr0zTTfExHZpKpF3ZcPpQZ+PrBbVfc4O/gTsBjoNYEP1q9Xl7LqvcPB3qwZhIr6FhpbPSTGC+dNGs2Pzp3B5TNzmTR2ZLhDC4vkhHg+fmYeHz8zj6qGFv7+fhWlVU2UVjWxYW8tz5ac+rlNS05gTFoSSVEwUnU4dXQqe440c/nMXO6/fm5MXC62P0M5AvnAAb/HB4F53VcSkaXAUoAJEwbXTzM7PZnC3Nir3bnReZNHs6Awm4umjon62U4GKicjhevPP/kz3tTqYW91M9VNLRxpbKO6qZUjTa3UNLXh6bSuiAP1mXML+MYlpxNvTVTA0BJ4T0fwlPYYVX0YeBi8TSiD2dH150845YthTCRIS07gzIJMIDPcoZgoNJTfcAcB/wteFADWzmGMMcNkKAl8I1AoIpNFJAm4HlgVnLCMMcb0Z9BNKKrqEZFbgJfxdiN8TFW3By0yY4wxfRrSaVxV/RvwtyDFYowxZgCsH5MxxkQoS+DGGBOhLIEbY0yEsgRujDERatDXQhnUzkSqgX2DfPlY4EgQwwm3aCpPNJUFrDxuFk1lgcDLM1FVT5mxYlgT+FCISHFPF3OJVNFUnmgqC1h53CyaygJDL481oRhjTISyBG6MMREqkhL4w+EOIMiiqTzRVBaw8rhZNJUFhlieiGkDN8YYc7JIqoEbY4zxYwncGGMilKsSuIjEi8i7IvK88/gsEVkvIltF5P9EJMNv3X8Tkd0i8oGIXBG+qHsmImVO3CUiUuwsGy0ir4pIqXM7ym/9SCzP50Rku4h0ikhRt/VdW55eyvJLEXlfRLaIyDMikuW3vmvLAr2W5z+dspSIyCsiMt5vfdeWp6ey+D33fRFRERnrt8y1ZYFe35sfi8ghZ1mJiFzlt/7AyqOqrvkDvgf8EXjeebwRuMS5fxPwn879mcB7QDIwGfgQiA93/N3KUgaM7bbsF8Ay5/4y4O4IL88MYBqwBijyW+7q8vRSlkVAgnP/7ih4bzL87n8beCgSytNTWZzlp+G9dPU+3/NuL0sf782Pge/3sO6Ay+OaGriIFACfAB7xWzwNeMO5/yrwGef+YuBPqtqqqnuB3XgnWXa7xcBy5/5y4Bq/5RFXHlXdqaof9PBUxJVHVV9RVY/z8G28M0xBBJYFQFUb/B6O5MR0hxFZHuBXwL9y8rSNkVqW3gy4PK5J4MB9eN8g/5letwFXO/c/x4kp3HqaUDk/xPENlAKviMgmZ2JngFxVLQdwbnOc5ZFant64vTz9leUm4EXnvtvLAr2UR0TuFJEDwA3A7c5it5fnlLKIyNXAIVV9r9u6bi8L9P5Zu8Vp4nrMryl1wOVxRQIXkU8CVaq6qdtTNwE3i8gmIB1o872kh824rT/kRap6DvBxvGVY0Me6Vp7h1WtZRORHgAdY4VvUw+vdVBbopTyq+iNVPQ1vWW5x1nV7eXoqy4848Q/In9vLAj2X57fA6cBcoBy411l3wOVxRQIHLgKuFpEy4E/AR0XkCVV9X1UXqeq5wJN424QgAiZUVtXDzm0V8Azen0KVIpIH4NxWOatHanl64+ry9FYWEVkCfBK4QZ1GSVxeFgjovfkjJ5ofXV2eHspyCd724Pec/FAAbBaRcbi8LNDze6OqlaraoaqdwO848X4NvDzhbuTvoSF/ISdOYuY4t3HA/wI3OY9ncXJj/x5cdPICb5tjut/9t4ArgV9y8knMX0RyefyeX8PJJzFdW54+3psrgR1Adrf1XVuWfspT6LfOt4C/uL08/X3OnOVlnDiJ6dqy9PPe5Pmt81287d6DKs+Q5sQcBl8QkZud+38Ffg+gqttF5Cm8XzgPcLOqdoQpxp7kAs+ICHjnHf2jqr4kIhuBp0TkK8B+vO36kVyea4FfA9nACyJSoqpXuLw8vZVlN94vzqvOc2+r6jdcXhbovTxPi8g0vOeU9gHfANd/1nosS28ru7ws0Pt78wcRmYu3eaQM+DoMrjw2lN4YYyKUW9rAjTHGDJAlcGOMiVCWwI0xJkJZAjfGmAhlCdwYYyKUJXBjjIlQlsCNMSZC/X9zILZ0NuepGAAAAABJRU5ErkJggg==", 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\n", 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", 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\n", + "image/png": 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", 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\n", + "image/png": 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", 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\n", 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", 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", 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\n", + "image/png": 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", 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ysrLo1q1bgzRfpjj+6quvaqc3fvnllxu9ztdff01GRgZdu3Zl0qRJdO3atdmyXXHFFYSFhTFo0CAKCgoAWLFiBddeey0Wi4WUlBTOP/98Vq9e3ey5WkNb9EoFs6Za4BEdmk6PSWq2Bd+c2bNn8/HHrnOsX7+euXPn8t133/Hxxx+TlZVV2zr1NtVvg+LExPh0zUGDBrFhwwacTidhYWHMnj2b2bNne10ntrEpjk/Mp98SY8aMYfHixWzfvp3zzjuPK6+8kqysrDp/NJqa4vjEvGLtMb+YtuiVUj6Li4ujtLS0dvvhhx+us9jHzp07GTFiBHPmzKFz587s27fvpK/V2GIzffv2JTs7m9///ve13xqqqqq8BtBzzjmHb775hkOHDgGwZs0aqqurG3QbtcSZZ57Jfffdx6OPPgq4uli2bt2K0+nkgw8+aPb4sWPHsnDhQhwOB4WFhSxfvpzhw4efdHl8oS16pZTPkpKSGD16NEOGDOHSSy/l8ccfr5M+c+ZMduzYgTGG8ePHk5mZedLL6E2bNo2MjAyGDRvGW2+9VSft5ZdfZubMmfTt25dOnToRHR1dG3g9paSk8PTTTzNx4kScTiexsbHMnz+/1f3706dP54knnmD37t088sgjTJo0ibS0NIYMGdLskpdXXnklK1euJDMzExHhscce86kbqDV0mmIV8HSa4p/oNMUK2miaYhGZICI5IpIrIrO8pIuIPONO3ygiwzzS8kRkk4isFxGN3kopdYo123UjIhbgWeAiIB9YLSKLjDFbPLJdCvRz/4wAnnf/e8I4Y0wRSrXQiRtu4Bop4bmtlPKNL5+Y4UCuMWaXMaYGWADUXzNrCvCGcVkFJIpIqp/Lqk5Ddrsdq9XVHgkPD9cFwmmfURsqcJzM79+XQN8d8Lx1nu/e52seA3wqImtFZFpjFxGRaSKyRkTWFBYW+lAsdTrwDPRWq9XrKIzTSVRUFEeOHNFgf5oyxnDkyBGioqJadJwvo268PXFQ/13WVJ7RxpgDItIF+ExEthljljfIbMyLwIvguhnrQ7nUaUBb9HX16NGD/Px8tDF0+oqKiqJHjx4tOsaXQJ8PeA467QEc8DWPMebEv4dF5ANcXUENAr1S3miLvq7w8HB69erV3sVQQcaXrpvVQD8R6SUiEcAvgEX18iwCbnSPvhkJlBhjDopIjIjEAYhIDHAx8KMfy69CnLbolWq9Zlv0xhi7iMwAlgIW4FVjzGYRme5OnwssASYCuUAFcLP78BTgA/cjwlbgbWPMJ36vhQpZdrud6OhoQFv0Sp0sn56MNcYswRXMPffN9XhtgDu8HLcLyGxlGdVpTFv0SrWeDkhWAc1msxEeHg5oi16pk6WBXgU0h8NRO1d4WFiYDitU6iRooFcBzRjT6JziSinfaKBXSqkQp4FeKaVCnAZ6pZQKcRrolVIqxGmgV0qpEKeBXimlQpwGeqWUCnEa6JVSKsRpoFdKqRCngV4ppUKcBnqllApxGuiVUirEaaBXSqkQp4FeKaVCnAZ6pZQKcRrolVIqxGmgV0qpEKeBXgUdXU5QqZbRQK+CitVqxeFwtHcxlAoqPgV6EZkgIjkikisis7yki4g8407fKCLD6qVbRGSdiCz2V8HV6clqtWKz2dq7GEoFlWYDvYhYgGeBS4FBwLUiMqhetkuBfu6facDz9dJ/BWxtdWnVacXpdBIWVvctGh4ejt1ub6cSKRWcfGnRDwdyjTG7jDE1wAJgSr08U4A3jMsqIFFEUgFEpAdwGfCyH8utTgN2ux2r1Vpnn7bolWo5XwJ9d2Cfx3a+e5+veZ4C7gGcJ1dEdbryFui1Ra9Uy/kS6MXLvvrDHrzmEZFJwGFjzNpmLyIyTUTWiMiawsJCH4qlQp226JXyD18CfT6Q5rHdAzjgY57RwGQRycPV5XOhiPzN20WMMS8aY7KNMdnJyck+Fl+FMm3RK+UfvgT61UA/EeklIhHAL4BF9fIsAm50j74ZCZQYYw4aY+4zxvQwxqS7j/vSGHO9PyugQpe26JXyD2tzGYwxdhGZASwFLMCrxpjNIjLdnT4XWAJMBHKBCuDmtiuyOl3YbDY6dOhQZ5/FYtFx9Eq1ULOBHsAYswRXMPfcN9fjtQHuaOYcy4BlLS6hOm15a9GLeLsdpJRqij4ZqwKWt0CvlGo5DfQqYDkcDiwWS3sXQ6mgp4FeBSxjjHbVKOUHGuiVUirEaaBXSqkQp4FeKaVCnAZ6pZQKcRrolVIqxGmgV0qpEKeBXimlQpwGeqWUCnEa6JVSKsRpoFdKqRCngV4ppUKcBnqllApxGuiVUirEaaBXSqkQp4FeKaVCnAZ6FXTCwsJwOp3tXQylgoYGehV0rFYrNputvYuhVNDQQK+CTnh4OHa7vb2LoVTQ0ECvgk54eLi26JVqAZ8CvYhMEJEcEckVkVle0kVEnnGnbxSRYe79USLyvYhsEJHNIvJHf1dAnX6sVqu26JVqgWYDvYhYgGeBS4FBwLUiMqhetkuBfu6facDz7v3VwIXGmEwgC5ggIiP9U3QVypxOJ2Fh3t+e2qJXqmV8adEPB3KNMbuMMTXAAmBKvTxTgDeMyyogUURS3dtl7jzh7h/jr8Kr0GW327FarV7TtEWvVMv4Eui7A/s8tvPd+3zKIyIWEVkPHAY+M8Z8d9KlVaeNpgK9tuiVahlfAr142Ve/Vd5oHmOMwxiTBfQAhovIEK8XEZkmImtEZE1hYaEPxVKhTFv0SvmPL4E+H0jz2O4BHGhpHmPMMWAZMMHbRYwxLxpjso0x2cnJyT4US4WypgK9iLd2hVKqMb4E+tVAPxHpJSIRwC+ARfXyLAJudI++GQmUGGMOikiyiCQCiEg08G/ANv8VX4Uqm81GeHh4exdDqZDgvcnkwRhjF5EZwFLAArxqjNksItPd6XOBJcBEIBeoAG52H54KvO4euRMGvGOMWez/aqhQY7fbiYmJae9iKBUSmg30AMaYJbiCuee+uR6vDXCHl+M2AkNbWUZ1Gmqq60Yp1TL6ZKwKSBrolfIfDfQqIDkcDiwWS3sXQ6mQoIFeBSRjjI6uUcpPNNArpVSI00CvlFIhTgO9UkqFOA30SikV4jTQK6VUiNNAr5RSIU4DvVJKhTgN9EopFeI00CulVIjTQK+UUiFOA71SSoU4DfRKKRXiNNCrgOTLhGauZRCUUs3RQK8CUnNBXBcIV8p3GuhVUNJAr5TvNNCroBQeHo7NZmvvYigVFDTQq6CkLXqlfKeBXgUlbdEr5TsN9CooaYteKd9poFdBSVv0SvnOp0AvIhNEJEdEckVklpd0EZFn3OkbRWSYe3+aiHwlIltFZLOI/MrfFVChx+l0EhbW9FtTW/RK+a7ZQC8iFuBZ4FJgEHCtiAyql+1SoJ/7ZxrwvHu/HfitMWYgMBK4w8uxStVht9uxWq1N5rFYLDidzlNUIhWK7HY7VVVV7V2MU8KXFv1wINcYs8sYUwMsAKbUyzMFeMO4rAISRSTVGHPQGPMDgDGmFNgKdPdj+VUI8iXQK9VaxcXFHDhwoL2LcUr4Eui7A/s8tvNpGKybzSMi6cBQ4DtvFxGRaSKyRkTWFBYW+lAsFao00KtToby8XFv0HrxNOlL/+fQm84hILPA+8GtjzHFvFzHGvGiMyTbGZCcnJ/tQLBWqbDYb4eHh7V0MFeJqamqwWCztXYxTwpdAnw+keWz3AOp/32k0j4iE4wrybxlj/n7yRVWnC23RK+VfvgT61UA/EeklIhHAL4BF9fIsAm50j74ZCZQYYw6KawrCV4Ctxpgn/VpyFbI00CvlX81+mowxdhGZASwFLMCrxpjNIjLdnT4XWAJMBHKBCuBm9+GjgRuATSKy3r3vd8aYJX6thQopGuiV8i+fPk3uwLyk3r65Hq8NcIeX41bgvf9eqUZpoFfKv/TJWBVw7Hb7aXOTTIWW3bt3t3cRvNJArwKSLytMKdVaVqvVr1Np7Ny5MyBXPtNAr5Q67RhjEBHi4uIoKyvz63kDcWy+Bnql1GmnoqKC6OhoYmNjKS0t9dt5ExISKCkp8dv5/EUDvQpagfgVWQWH8vJyYmNjiY6OprKy0m/njYuL8+sfDn/RQK+UOu2UlZURGxvr93tBYWFhATnZngZ6FbREJCA/VCrwtcU0GzU1NQE7dYcGehW0ykwkx497nTpJqVPuRHdQINJAr4LSvuIKrpr3Iwu/y2vvoigF/NQdFIg00KuA40u/6ab9JTgNfJJTfApKpFTzKisriY6Obu9ieKWBXgUcX0bT5BxyjWzYcLCSwtLqti6SUs06MTZfRAJuRJgGehWUtheUEhtpxWngnz8ebO/iqCDm75EyHTp0oLy83G/n8wcN9Coo5RSUcl7fzvRMjOAfG06P5eBU24iJifFrYE5ISAi4QQIa6FXQqbI5yCsq58yucVzQK5bVeUc5WOK/h15UaDvRxXKCv5+OjYmJ8eu0Cv6ggV4FnZ2FZTgN9E+J4+IBSQB8vFG7b5RvKioq6NChQ+22v1v0YWFh2kevVGttL3C1vvp3jSWjdyoDukRr943yWVlZGTExMbXbFosl5B+800Cvgk7OoTLCLULPpBhiY2M574wObMgvYc+RwLoBpgJTWzzYFGgt+Po00KuAYoxp9kOzvaCUPsmxhFvCEBHG9nJ9aBdr943yQVtMf1BdXU1UVJRfz+lPGuhVwHA4HGzcuJG0tLQm8+UcKuXMlLja7ZTYcM7u2VG7b1S7CeSnYkEDvQoQlZWVbNq0icGDB9fpP62vtMrG/mOVDOkcBtU/jZS4PCOVbYdKa/vvlTqV6gf6QJtwTwO9andHjx5l9+7dZGZmNrso+I7DrmFrYyq/gr+kQeF2cDqYmJFKmMBibdWrdlBdXU1ERETttr9XrmotDfSqXe3fv5+jR48yaNAgn+a42e6e+iCtYjNg4KULiStYRadoKyN7J7F448GAvzGmAlNr3zee79/4+PiAWmnKp0AvIhNEJEdEckVklpd0EZFn3OkbRWSYR9qrInJYRH70Z8FV8LLb7ezcuZOtW7disVjo3bu3z8fmFJQSHW4hpnAd9L0IIuPovPN9jh07xuWZ3dhVVM7mA4H1VKIKLN4aFNHR0X5d67VDhw5UVFT47Xyt1WygFxEL8CxwKTAIuFZEBtXLdinQz/0zDXjeI20eMMEfhVXBy+l0smvXLrZu3cru3btJS0tj4MCBdO3atUXn2V5QyrBkgxzZAT3PhexbiNi3gvI965gwuCvhFmHB6r1tVAsVCry13GNjY/3a1eLvlatay5cW/XAg1xizyxhTAywAptTLMwV4w7isAhJFJBXAGLMc0LlkT3N5eXl07dqVgQMH0q9fvzr9mS2xvaCMcbH7XBs9zoGzbwJLBPE579AxJoKrs9NYuHof+UcDpzWlAofT6fQahP09DUKg8SXQdwf2eWznu/e1NE+TRGSaiKwRkTWFhYUtOVQFgZqamjqPnZ+M4vIaCkuriUkbApc+Dt2GQWwyDL6S+F0fQ00Fd17YFxHhf7/I9VPJVSiprKz0+j6MiIjAZrO1Q4lODV8CvbfvIPW/+/iSp0nGmBeNMdnGmOzk5OSWHKpOEyeGTnbv2Q9GTINI93C2sTPZN/55iOhAakI01404g/d+yGd3kT4pq+oK9PHubcWXQJ8PeD7B0gOoP4bNlzxKtcr2glIEJxklX0LZ4Z8SOvejutOA2s3bL+hLhCWMpz7f3g6lVIGs/jw3/tBYd1Ag8SXQrwb6iUgvEYkAfgEsqpdnEXCje/TNSKDEGKPPoysASktLiYuLaz5jM3IOlZIRVUTix9Ngx6d10qzVxzAfTIfdy0mOi+Sm0eks2nCgdiUqpcA14svf0x801h0UFhaGw+Hw67VOVrOB3hhjB2YAS4GtwDvGmM0iMl1EpruzLQF2AbnAS8DtJ44XkfnASqC/iOSLyK1+roMKcIcOHSIlJaXV59leUMrF8e4RNT3OqZMWndgFs30pfPcCAP81tjexEVb++pm26lXbaqw7KD4+PmBu8Db9GKKbMWYJrmDuuW+ux2sD3NHIsde2poAq+DkcjmafeG2OMYacQ6XMTNoJkQmQ1K9OeqcuqZT2u5KETa/Bsb0kJp7BrWN68dTnO9iUX8JZPRJadX2lGlNWVkanTp0a7I+Pj+fw4cMkJiae+kLVo0/GqqBQcLya41V2+tZsgx5nQ1jdt25UVBRF6VcAAv96DIBbzutFYodwnvws59QXWJ02GusOioqK8utDWK2hgV61KX9NR5BTUEoHquhYtqNBt80J9pgUGDUD1r0JuZ8THxXOf43tw1c5hazdo49yqKaFh4f7dYhlIN2g1UCv2lRJSYlfvrpuP1RKBZEc/881cPbNjWccNxvG3F37x2DqqJ50jo3k/g83U2ULjBtjKjD5++nYQKKBXrWpw4cP06VLl1afJ6eglOS4KBK69YH41MYzWiNh/P0QlQAOGx0irDx21VlsOXicBz7S6ZZOB8ePn9xcR6H8dKwGetWmnE4nYWGtf5ttLyjlVx0+hU3v+XZA6SF48QLY9B4XDkjhzgv78s6afBZ8r/PghLpNmzZRXNywq6658e7R0dFUVla2ZdHajQZ6FfCcTsP2guNcUf4u5H7eaL7IyEiqq6tdGx06Q3g0fPxbOH6QX//bmYzp15kHFm1mU37gTB+r/C8pKYmCgoIG+ysqKpp8WCqQ+tT9TQO9ajPGGL98ePYdraCz/TCx9mLokd1ovo4dO/7UkrNY4coXwFEDi2ZgEXj6F0NJjo1k+t/WcrS8ptXlUoHHc0x7/YEA5eXlfn8qtjlWqzUg5tDRQK/azJEjR0hKSmr1edbtPcZQ2eHaaGTEDXh5QCWpD1w0x/Ut4LsX6BQTwXPXDaOwtJpfL1yPw6kLlISagwcPkpqaSteuXTl06FCdtLaY58bhcDTZNRkfH3/S9wz8SQO9ajP+CvQLV+9jTHQexhoNXQY3mk9EGg7nzL4VzpwAP74PTgeZaYn8YfIg/rW9kKe/2NHqsqnA4nA4sFgsdOzYkWPHjtVJs9vtrX5wr77y8vIm/3gkJCQERKD3b62V8uCPrptdhWWs3HWEB89wIB2yXV0yLREWBle/DvYqCLOAw85/DD+D9XuP8cwXO+jbJZbJmd1aVUYVmE4s0O2PwQCNKSsra3Iep4iICGpq2r+bUAO9CmgLV+/DGiZ0vH4exJzk2zU8yvVjq4K3r0F6jeWhK3/DniMV3P3uBronRnF2z4aPsKvgUlFRQXR0dO12Wloa+/bto2fPnm12zfLycr/M49TWtOtGtQl/tKSq7Q7eXZvPxQOS6BIf5VNr3hiD0+n0nhhmhdgU+PJPRC7/Cy9cP4xuCVH85xtr2XtEV6QKdgcOHKB795/WO4qJiamzbqsv3y7DwsIaf/944XQ6sVgsLStoO9BAr9pEYWEhrV1A5tPNBRSX1/Cg/Sn44DafjunduzebN2/2nmixwpVzYdiNsPxxOq74I69OPRunMdw873tKKtt/dIQ6ed764C0WC3a7HfBtOo6YmBjKy9tnwRqHw9Fm/fka6FWbOHr0aKunPpj//V4uiD9El71LIKGHT8dERESQlpbGzp07vWcIs8Ckp2HEdFj1LL1/+Atzrz+bvcUV3P7WWmwO31tzKvClp6eTl5fnc/72fDp2+/btdbqe/EkDvWozrbkRu7uonG93HuEPsR+4pjM41+ss2F4lJiYSHR3NwYONrH0TFgYTHoGLH4ahNzCydxKP/CyDb3KPMPPdDRyraP+bZ6plqqqqiIyMbLDfcy1YX96PFU4r3+zw75rVO49UU1DS9BO3ZWVlREZG+n1RlBM00KuAtGD1XoZZdtKr+GsYdRdEJ7bo+G7dulFWVtb4V2ER10yXKYPAGP696n3uHxPPh+sPMOqRL/nT4i0cOBaaj8OHov3799fpn/cUGRlJZWVls4G+pNLGda98z8x/5nPnW2s4XtW6rjxjDK+s2M2Mf+xj3BNf8bdVe3A28uzG7t276dWrV6uu1xQN9Mrv7HZ7q25Q1didvLcmnwcS/gkdklzdLCehX79+5OXlNf9kYsk++Nfj3LptGl/d0JlLBndl3rd5jH3sK+5+dwO5h0NzoqtQYrPZiIiI8JrWs2dPtm7d6nW5vxPsDicz3v6BvcUVXDs8jY9/LODSvy4/6emtbQ4nsz/8kT8t3sL4gSkM7hrL7z/8kV+8tIpdhXVnyDx48CBdu3Zt0ykYNNArvzt8+HCrhpx9uuUQR8prKJ/wV7jmTYg8+acZhwwZwubNm5u+EZd4BtzyTzBOer0/kb/aHmL1xEPcOKI7izce4JKnvuZf2/37dV6dOhaLpdmnYucs3sLXO4p4+Iqz+MvPMnh3+rnYHXaumbuSpz/fgb0F925KKm3cMm81b3+3l9su6MML15/NO7eP4bdjUth6oIQJT3/Nc8tysTmcGGMoKipq9cCF5oi/Fobwp+zsbLNmzZr2LoY6SRs2bCAjI+OkWyjXvbSSvKIKlt97IZaw1rdyqquryc3NJTo6ml69ejVerpL98N1c2PKha/tXGzlSXsMf577JsrIefDRjDL06n9q5UlTzampq2LdvH3369Gk0T2FhIZ06dfL6TfONlXk88NFmpo3tze/OS4QD66DPhRx3WPj1myv5cmcpWWmJ3DQqnX8blEJspGtkj81mY9++ffTu3bv2XHuOlHPLvNXsLa7g4SvP4prstDrX+nLlDyzY4eTTLQX07RLLzwfHce15A4iNafzbhq9EZK0xxutkUBrolV/l5uaSkpLS5NOCTR5/uJQHn3qW/+n0ESm3LoCO/nvYpaKigt27dxMTE0PPnj0bD/jGQFkBxHUFhw3H4/34qGoYz8fewfszxhIf1TY3zNTJ2b17N6mpqURFRbX42OXbC7l53mrG9e/CCzecjaXmODw70jUZ3tk3QfYtzF1ZwKtrijhcZiPSGsaFA7owKaMbQ1PCyS8u52C1lU35JWzcX8Km/BIiw8OYe/3ZjIwrgm+ehqHXQ89RUHoIe+EOtpYlsD+sC08s3UZuYTn9usRy1/h+TDwrtVUNGw306pQ4fPgwNTU19Ojh21DIE/Yfq+TTzYdYuvkQq/OK+Xv4/QyJr8Lyq3WuhUT8rKysjLy8PJKTk5vvYjIGvvwTfP0/fOQYzeLe9zN36ki/fNNQ/rFt2zYGDBjQ8uMOHefq51cyKKGGv/X/hvCLH3S933Ytg+9fhJx/goTBwMvZO+CXbLGlsjK/io83HaKorLrOuSKtYQxMjSejRwK39S4i9ccXIGcJWKNhwl8g+2ZY/gR8+SccCWdwPH0ih1PGsj06k2e+2smOw2X0dQf8y04y4GugV22uqqqKXbt2MWjQIJ/yHy2v4f0f8vlo/QE27S+hI8e5IfFHLondyeCif8Llz8DZU9u0zPn5+dTU1NT56t2or5+EL/7IUkc2P577V347MaNNy6Z815JA73Aa/rX9MG9/t5cvtx3m8ugfeTLqJSzVx+GGDyB99E+Zj+bB6pdh/XyYvoK9x2zE7VpMwtFN5EX044tD0QzsEkWvOEOXMTcRbgmDRXfCD29AdEcYPs31E9PZdb7qMti2GNa/jdm9HMFA5/44p3/Lki2Hefqz7ZTXOPhq5gVEWls+mKHVgV5EJgBPAxbgZWPMI/XSxZ0+EagAbjLG/ODLsd5ooA8uxhg2bNhAZmZmk/3yxhjW7TvGwm+3U7B5GSPNRg53yiZ52GQmdT1K2oLxEJkAZ14MVzwPlrbvIjl69Cj79+9n8ODBzd5TMKvmIp/cyxO2qznzmjk6GVoAsNvt5OXl0bdv30bzGGPYV1zJh+v3s3D1PvYfq+S/OizjmvjN9Dn2jWtG1H9/CVIamRnVYat9L5Z8/AdiN72BpcpjNE54DPxuv2vI7vInICLG9fR1RBP3c0r2w/Z/ulZCu/D3rnLOu5yCc2bRdfDoxo9rQqsCvYhYgO3ARUA+sBq41hizxSPPROBOXIF+BPC0MWaEL8d6o4E+uGzdupX09PQ6T/UZYyg8XsH+wmL2loWxt6iUDmuf58yyNQwPyyFSbJiwcGT8/TD6V+B0uFpQHXu5Hmg6haqrq9m6dSsDBw70+tCNJ9u2T5j6VRRr91fyqzN20aVTJzp3S6fHGX3omdrZ1apTp8zevXvp3Lkz0dHRVNQ4OFpRw9FyG3v25lGwdzvFBfuoPrqfeHsRCZTzWfpM/mPEGUxYdxthR/Ng8JVw/r2uSe98dGD/fpwl+zGFOaT1Owviu7ta7a0ZHmkMfPp71+L2ESd3Y7apQO/LdIDDgVxjzC73yRYAUwDPYD0FeMO4/mqsEpFEEUkF0n041m9uf/J1ZpY+1mD/3PAb+c5yNgOd27mn5tkG6U+FT2ODZTBDHZu4y/Zyg/RHIu4kJ6wv5zrWMM32ZoP0P0TMZG9YD8bZv+FG+zsN0mdFzKYgrAuX2r/gGvuiBum/jvwTJRLPlfYlTLYvbZA+PfIxqiWSa20fcLFjWb1U4eaopwC4ybaA8x0r66RWEs3tUa4vUbfZXme444c66cckgd9EzgHgNzUvkOGs+6s5JCncF/k7AO6reYYznXWnFtglafwpaiZhYQXMqfwzPZ37AEMHZzmdKWWr8yx+ZZsFwLcdltIhIQYZ+Es4czxyxrk/DZ0Ms7gWCmkHkZGRZGZmsmXLFqKjo5ues7zDIO4dZ+eprw9w7f5H6HjgOLjXHD9mYvgHY3hCbsYiwvvmN1hxYDgRAISlljG8br2acGzMq7m79rQn8iy2/hvvWS8n1pTzv9W/a3D5962Xsdh6MUmmmCeq/9gg/S3rv/O5dSzdnQd4qObRBumvhP8HKywj6OvczeyapxqkPxt+M2ssWQxxbOO3tucbpD8ZPp1NloFkO9Zzh+21BukPR/yK3LDenOf4jlttbzdIvz/iXvLDujHe/jXX2xuu/3tP5AMUShKX2T/jKvviBul3Rj5MmcRylX0xl9k/Q4yTo9ipMFVEUcP51S/hwMKfrS9zq/XL2uOMVbAl9WfqTUPBGgED5ruWmjwJ3bp3p8BqJfeojbRuWSd1jgZE4JKH/XMuL3wJ9N2BfR7b+bha7c3l6e7jsQCIyDRgGsAZZ5zhQ7Ea6prUiWJHw6fLkhKS6R8VT9eaJIqPNkzvkphE/8h4kqs6U1zSMD21YxJExNOpMpni4w3Te3TqSHR4PAkVyRSXNkw/I6kjidZ44spTKC5rmN67cwIVljg6lHWluLxhet/kBOxhEUSWdqW4om66QeifEg9A+PFUiivrptdIFP27uNLlWDeKq4/WSS8Pi6d/sivdebQHxTV1nwatsCTRv7Mr3Vbcg2Jb3fHENms3Bqd0RIDKot4ctsW43rSR8eyL60JS14F8ljmWHh07EM0FTX+dbUciwuDBg6mqqmp28qtk4LmeqUjxPzl+NJ8jB/dSWrgX27H9xEaeyaTEVOxOJ0X5Qwhz2jCAGIMBojqcQUZ8IuJ0UFjg6m4QTlzPEN2hK/3j4ol0WikubPheiI1NoX9MPLEOJ8VFDdPj47rQv0M8He1VFB9pmN4xPpn+0fGk1HTy+llITuhM/6h4UqqTKD7W+GelcyOflW4dk7BExNOxsovXz0pap47ENPFZ6ZmUSCdrPLGNfFb6JCdQFRZDVO1nJQwJj0IiOmCJ6MCjZw0hLrYDg0wiDst/YklIhdiuSEwyEZ6zn55kkD8hJSWlzce++5MvXTdXA5cYY37p3r4BGG6MudMjz8fAX4wxK9zbXwD3AL2bO9Yb7bpRSqmWaW3XTT7gOeq/B3DAxzwRPhyrlFKqDfly52g10E9EeolIBPALoH5H8yLgRnEZCZQYYw76eKxSSqk21GyL3hhjF5EZwFJcQyRfNcZsFpHp7vS5wBJcI25ycQ2vvLmpY9ukJkoppbzSB6aUUioENNVHr4N+lVIqxGmgV0qpEKeBXimlQpwGeqWUCnEBeTNWRAqBPSd5eGegyI/FaU+hVBfQ+gSyUKoLhFZ9fK1LT2OM18d1AzLQt4aIrGnsznOwCaW6gNYnkIVSXSC06uOPumjXjVJKhTgN9EopFeJCMdC/2N4F8KNQqgtofQJZKNUFQqs+ra5LyPXRK6WUqisUW/RKKaU8aKBXSqkQF5SBXkQsIrJORBa7tzNFZKWIbBKRf4hIvEfe+0QkV0RyROSS9iu1dyKS5y73ehFZ497XSUQ+E5Ed7n87euQP2Po0UperRWSziDhFJLte/oCtCzRan8dFZJuIbBSRD0Qk0SN/wNankbr8yV2P9SLyqYh088gfsHUB7/XxSLtbRIyIdPbYF3T1EZEHRWS/e99699rcJ/K3rD7GmKD7Af4beBtY7N5eDZzvfn0L8Cf360HABiAS6AXsBCztXf56dckDOtfb9xgwy/16FvBoMNSnkboMBPoDy4Bsj/0BXZcm6nMxYHW/fjTIfzfxHq/vAuYGQ10aq497fxquadH3nEgP1voADwJ3e8nb4voEXYteRHoAlwGeq3j3B5a7X38G/Lv79RRggTGm2hizG9d8+cNPVVlbYQrwuvv168AVHvuDqj7GmK3GmBwvSUFXFwBjzKfGGLt7cxWuVdMgCOtjjDnusRkDtYvXBl1dPPwV1zKmnqNMgrk+3rS4PkEX6IGncP0iPVep/hGY7H59NT8tX9jYouWBxACfisha9wLpACnGtUIX7n+7uPcHen281aUxgV4XaL4+twD/dL8O9Pp4rYuIPCwi+4DrgAfcuwO9LuClPiIyGdhvjNlQL29Q1sdthrt77VWPLtwW1yeoAr2ITAIOG2PW1ku6BbhDRNYCcUDNiUO8nCbQxpOONsYMAy7FVYexTeQN9PqEUl2gifqIyGzADrx1YpeX4wOpPl7rYoyZbYxJw1WPGe68gV4X8F6f2fz0x8pTsNbneaAPkAUcBP7HnbfF9QmqQA+MBiaLSB6wALhQRP5mjNlmjLnYGHM2MB9XnxX4trB5uzLGHHD/exj4ANdXsAIRSQVw/3vYnT2g69NIXRoT0HWBxusjIlOBScB1xt1pSoDXx4ffzdv81OUZ0HUBr/U5H1d/9QZ3fOgB/CAiXQnO+gw3xhQYYxzGGCfwEj/9zlpen/a+CdGKmxcX8NPN2C7uf8OAN4Bb3NuDqXvTYhcBdBMGV79onMfrb4EJwOPUvRn7WKDXp7G6eKQvo+7N2ICtSzO/mwnAFiC5Xv6ArU8TdennkedO4L1Ar4sv7zX3/jx+uhkblPUBUj3y/AZXv/xJ1afZxcGDxLUicof79d+B1wCMaxHzd3B9MO3AHcYYRzuV0ZsU4AMRAddC7W8bYz4RkdXAOyJyK7AX132HQK9PY3W5EvhfIBn4WETWG2MuCfC6QOP1ycX1AfvMnbbKGDM9wOvTWF3eF5H+uO537QGmQ8C/z6CR+jSWOVjrIyJvikgWrm6ZPOC/4OTqo1MgKKVUiAu2PnqllFItpIFeKaVCnAZ6pZQKcRrolVIqxGmgV0qpEKeBXimlQpwGeqWUCnH/D+8KsOpD3Gi/AAAAAElFTkSuQmCC\n", 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", 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\n", + "image/png": 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", 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\n", + "image/png": 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", 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\n", 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", 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\n", 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", 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" ] @@ -395,7 +395,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "Python 3.9.13 64-bit", "language": "python", "name": "python3" }, @@ -409,7 +409,12 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.7" + "version": "3.9.13" + }, + "vscode": { + "interpreter": { + "hash": "aee8b7b246df8f9039afb4144a1f6fd8d2ca17a180786b69acc140d282b71a49" + } } }, "nbformat": 4, diff --git a/test_cfe_bmi.ipynb b/test_cfe_bmi.ipynb new file mode 100644 index 00000000..93fce8ae --- /dev/null +++ b/test_cfe_bmi.ipynb @@ -0,0 +1,584 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import time\n", + "import numpy as np\n", + "import pandas as pd\n", + "import json\n", + "import matplotlib.pyplot as plt\n", + "import bmi_cfe" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Run Normal CFE Simulations" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "cfe_instance = bmi_cfe.BMI_CFE('./cat_58_config_cfe.json')" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "cfe_instance.initialize()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "with open(cfe_instance.forcing_file, 'r') as f:\n", + " df_forcing = pd.read_csv(f)\n", + " \n", + "outputs=cfe_instance.get_output_var_names()\n", + "output_lists = {output:[] for output in outputs}\n", + "\n", + "for precip in df_forcing['APCP_surface']:\n", + " \n", + " cfe_instance.set_value('atmosphere_water__time_integral_of_precipitation_mass_flux', precip)\n", + " \n", + " cfe_instance.update()\n", + " \n", + " for output in outputs:\n", + " \n", + " output_lists[output].append(cfe_instance.get_value(output))" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "GLOBAL MASS BALANCE\n", + " initial volume: 0.7456\n", + " volume input: 259.2000\n", + " volume output: 247.8757\n", + " final volume: 1.4574\n", + " residual: -1.4388e-13\n", + "\n", + "SCHAAKE MASS BALANCE\n", + " surface runoff: 256.4536\n", + " infiltration: 2.7464\n", + "schaake residual: -5.6843e-14\n", + "\n", + "GIUH MASS BALANCE\n", + " vol. into giuh: 256.4536\n", + " vol. out giuh: 245.8412\n", + " vol. end giuh q: 10.6124\n", + " giuh residual: 7.2831e-14\n", + "\n", + "SOIL WATER CONCEPTUAL RESERVOIR MASS BALANCE\n", + " init soil vol: 0.5856\n", + " vol. into soil: 2.7464\n", + "vol.soil2latflow: 1.1568\n", + " vol. soil to gw: 1.4076\n", + " final vol. soil: 0.7676\n", + "vol. soil resid.: 6.6613e-16\n", + "\n", + "NASH CASCADE CONCEPTUAL RESERVOIR MASS BALANCE\n", + " vol. to nash: 1.1568\n", + " vol. from nash: 0.9338\n", + " final vol. nash: 0.2230\n", + "nash casc resid.: -3.0531e-16\n", + "\n", + "GROUNDWATER CONCEPTUAL RESERVOIR MASS BALANCE\n", + "init gw. storage: 0.1600\n", + " vol to gw: 1.4076\n", + " vol from gw: 0.8778\n", + "final gw.storage: 0.6898\n", + " gw. residual: -4.4409e-16\n" + ] + } + ], + "source": [ + "cfe_instance.finalize(print_mass_balance=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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3N9wsXLiQO+64g+3btzNt2jSOHj1KWVkZGzZs4K677gLgrrvu4qmnngLg4MGD7N69mxEjRnxsP6+++iobN27sLEtzczO5ubkAJCYm8sUvfrHX+vf1nPg688wzyc7OBmDatGkcOHCA6upqFi9ejLf79mWXXca6dev4/Oc/36cy9PTe+zvXKSkpzJ8/n5NOOgnwXANYv349F1100XH77+7zFiwL9CZmuH1a8u0d7j4F+lWrVlFZWcnGjRtJTk6msLCw86aU1NTUzu0SExNpbm7uc9m+8pWvsGDBAp599lnOPfdc/vSnPzFp0iTc7o8uHHe9CSYjI6Pbfe3fv5/bb7+doqIihg0bxhVXXNHjDTSqyt13382yZct6LefYsWOpra3lhRdeYNGiRdTU1PD444+TmZlJVlYWa9eu5ZVXXmHDhg0MGTKExYsXd3tsVeXrX/86v/rVr45bl5aW1u/8uu85SUpK6jx/XcvQ9T1zuVz9Ol5f+TvXa9euPa7/u7/+8KH4vHVlqRsTMzp8Otu0d/StL31dXR25ubkkJyfz+uuvc+CA36G9AcjJySEnJ4f169cDdH7t9mffvn2cdNJJ/OAHP2D58uVs3bqVvLw8jhw5QnV1Na2trTzzzDMBlbW+vp6MjAyys7OpqKjobE1OnjyZsrIyioqKAGhoaMDlcrFs2TLuvfde2tvbAdi1axdNTU1+93/66adzxx13sGjRIhYuXMjtt9/emcKoq6tj2LBhDBkyhJ07d/L22293vi45ObnzGGeeeSb//Oc/OXLkCAA1NTW9ntO+KiwsZOPGjQCdLeiezJ8/nzfeeIOqqio6Ojp47LHH+PSnP93n4/b03vd0rt99913279+P2+1m9erVnWkr3/M2UCzQm5jRtUXfF5dddhnFxcXMnDmTRx55hClTpvT6mj//+c+sWLGCOXPm9Hpd4PHHH2fGjBnMmTOH999/n6997WskJydz4403Mn/+fM4666yAjgkwe/ZsTjnlFKZMmcJXvvIVPvWpTwGQkpLC6tWr+f73v8/s2bM566yzaGlp4Vvf+hbTpk1j7ty5zJgxg6uvvrrHFu7ChQtxuVxMmDCBuXPnUlNT0xnozz77bFwuF1OnTuX666/n9NNP73zdVVddxaxZs7jsssuYNm0av/zlL1m6dCmzZs3irLPOoqysLKD6Beq///u/uffeeznllFOoqup93MT8/Hx+/etfs2TJEmbPns2pp57K8uXL+3Vsf+99T+f6tNNO45prrmHq1KmMHz+eCy+8EPj4eRsoETk5+Lx589RmmIp9O3bsYOrUqSHb35H6FsrrW0gQYXhGCmNyguupYEyorF27lttvvz3gb2296e5vR0Q2+hsK3lr0JmZ0qCIipCQl9OmmKWNinV2MNTHDrZAgkJyY0OfUTai8+OKL/PjHP/7YsvHjx3f2UokU7733HpdffvnHlqWmpvLOO+8MajkuvPDC47p6HjhwgHHjxn1s2W233RbQxeRQW7FiBW+99dbHll177bVceeWVfdrP4sWLWbx4cQhL1jeWujFhs2PHDqZMmRKyESwP1hyjqdVFZloS9c0upo0ZGpL9GhNJVJWdO3da6sZEh7S0NKqrq/t1g1N3OtxKQoKQnJiAy+3G7Y68RowxwfBOPJKWltan11nqxoRNQUEBpaWlhGqimaqGVhSoT0nk6LF2pDaVpERry5jY4p1KsC8s0JuwSU5O7tN0aL1Zfs96coakcPWik/j239/hb99ewCdPHhmy/RsTray5Y2JGY6uLzNQk8p1ulWW1Num4MWCB3sSQptYOMlITyc/25C8P1wZ/67gxscACvYkZnhZ9MmnJiQzPSOFwnbXojQEL9CZGqCpNbS4yUz2DZeVnp1FWZy16Y8ACvYkRx9o6UIWMVE//gjE56ZajN8Zhgd7EhMZWz8BRmWlOoM9O47C16I0BApscfKWIHBGR932W3SQih0Rks/Nzrp/Xni0iH4jIHhG5PpQFN8ZXZ6B3WvT5Oek0tLhoaBnY4V+NiQaBtOgfBs7uZvnvVXWO8/Nc15Uikgj8ATgHmAZcKiLTgimsMf40OYE+I8UJ9E7PmzK7IGtM74FeVdcBNf3Y93xgj6ruU9U24O9A/wZ/NqYXjS1dUjdOX3rrYmlMcDn6a0Rkq5PaGdbN+rHAQZ/npc6ybonIVSJSLCLFobol3sSPrqkbb6C3Fr0x/Q/09wInA3OAMuB3wRZEVe9X1XmqOs87ea8xgWpqc1I3TqDPy0olQaDMWvTG9C/Qq2qFqnaoqht4AE+apqtDwAk+zwucZcaEXGfqxgn0SYkJ5Gal2U1TxtDPQC8i+T5PLwTe72azImCiiIwXkRTgEmBNf45nTG8aWzuAjwI9QH6O3TRlDAQweqWIPAYsBkaKSCnwM2CxiMwBFCgBrna2HQM8qKrnqqpLRK4BXgQSgZWqum0gKmFMU6uLBIG05I/aLmOy09leVh/GUhkTGXoN9Kp6aTeLH/Kz7WHgXJ/nzwHHdb00JtS8I1f6zlaVn53GKzsqUGcuWWPild0Za2KCN9D7GpOTTqvLzdFjdtOUiW8W6E1MaGp1dfa48RqTY8MVGwMW6E2MaHQmBfeVn2196Y0BC/QmRnSXusnP8Q6DYC16E98s0JuY0NTq6hznxmtkRirJicIhS92YOGeB3sSExpbjUzcJCUJ+to1Lb4wFehMTukvdgM00ZQxYoDcxwDONoGdi8K7G5KRz2Fr0Js5ZoDdRr6XdTYdbyUxNPm5dfnYaFfUtdLg1DCUzJjJYoDdR76Mhio9v0efnpONyK1WNrYNdLGMihgV6E/U6Z5fqJkc/1uliaT1vTDyzQG+iXtdJR3x13jRleXoTxyzQm6jXU6Af03l3rLXoTfyyQG+iXk+pm6HpSQxJSbSeNyauWaA3Ua+zRZ92fKAXEaeLpbXoTfyyQG+iXk+pG4CxOel2MdbENQv0Jur1lLoBGDvMAr2JbxboTdRrbHEhAkOSj+9HD1AwLJ2aprbOfwjGxBsL9CbqNbZ2kJGSREJC99MFFgwbAlhfehO/LNCbqOeZXar71jx4cvQAh45aoDfxqddALyIrReSIiLzvs+y3IrJTRLaKyFMikuPntSUi8p6IbBaR4hCW25hO/kau9DphmCfQlx49NlhFMiaiBNKifxg4u8uyl4EZqjoL2AX8pIfXL1HVOao6r39FNKZnvQX6kZmppCQmUGqpGxOneg30qroOqOmy7CVV9V7ZehsoGICyGROQ7iYG95WQIIwdlk6ppW5MnApFjv4bwPN+1inwkohsFJGretqJiFwlIsUiUlxZWRmCYpl40VuLHpy+9BboTZwKKtCLyE8BF7DKzyZnqOpc4BxghYgs8rcvVb1fVeep6rxRo0YFUywTZwIJ9AXWojdxrN+BXkSuAM4HLlPVbmd1UNVDzu8jwFPA/P4ezxh/ekvdgCfQVzW20tLeMUilMiZy9CvQi8jZwI+AC1S1264MIpIhIlnex8BS4P3utjUmGI0BBPqxTs8b60tv4lEg3SsfAzYAk0WkVES+CdwDZAEvO10n73O2HSMizzkvzQPWi8gW4F3gWVV9YUBqYeJWq6uD9g4lq5sBzXx5b5qy9I2JRz3/dQCqemk3ix/ys+1h4Fzn8T5gdlClM6YXTa2eVExGiv8bpsBumjLxze6MNVGtsaXnAc288oamkZQgdtOUiUsW6E1U8w5R3FvqJjHBMy69pW5MPLJAb6JaU1tgLXqwcelN/LJAb6JaoKkb8Palt9SNiT8W6E1U60zdBNKiH5bOkYZWWl3Wl97EFwv0Jqr1NruUr4JhQ1CFMpso3MQZC/QmqjX2IdB7u1jaBVkTbyzQm6jW28Tgvgo67461PL2JLxboTVRranWRnpxIop9pBH3lZ6eRmCDWojdxxwK9iWqBjHPjlZSYwOihaXZ3rIk7FuhNVGts7ej1ZilfNgGJiUcW6E1U621i8K4K7KYpE4cs0Juo1tjiIiMl8BZ9wbB0yuqaae9wD2CpjIksFuhNVGtsdfU5deNWKK+zvvQmfligN1GtqS3wi7Fg49Kb+GSB3kS1xpa+BnrvTVPWl97EDwv0Jqo1troCGufGKz87HRGbUtDEFwv0Jmq1d7hpdbn71KJPSUogLyvNUjcmrligN1GrLwOa+RprwxWbOGOB3kStvgxR7KtgmPWlN/EloEAvIitF5IiIvO+zbLiIvCwiu53fw/y89uvONrtF5OuhKrgxnROD9yPQl9W20OHWgSiWMREn0Bb9w8DZXZZdD7yqqhOBV53nHyMiw4GfAQuA+cDP/P1DMKavGlvbAfp0ZyzA2JwhuNxKRb31pTfxIaBAr6rrgJoui5cDf3Ee/wX4fDcvXQa8rKo1qnoUeJnj/2EY0y+NTou+LzdMgW8XS0vfmPgQTI4+T1XLnMflQF4324wFDvo8L3WWHUdErhKRYhEprqysDKJYJl4EczEWbFx6Ez9CcjFWVRUIKuGpqver6jxVnTdq1KhQFMvEuM6Jwfsw1g34zDRVYy16Ex+CCfQVIpIP4Pw+0s02h4ATfJ4XOMuMCVpnr5s+pm7SkhMZmZlqqRsTN4IJ9GsAby+arwNPd7PNi8BSERnmXIRd6iwzJmj9Td2AdbE08SXQ7pWPARuAySJSKiLfBH4NnCUiu4HPOs8RkXki8iCAqtYAvwCKnJ+bnWXGBK2x1UVKUgLJiX1vr5wwfAgl1U0DUCpjIk9ATSFVvdTPqjO72bYY+JbP85XAyn6Vzpge9HWcG18TczN5ZuthjrW5GNLHHL8x0cbujDVRq6kP88V2NTE3E1XYV2mtehP7LNCbqNWXicG7mpiXCcDuIw2hLJIxEckCvYlawaRuxo3IIDlR2FXRGOJSGRN5LNCbqNXU2tHn4Q+8khMTGD8yg90W6E0csEBvolYwqRuAiblZ7LHUjYkDFuhN1OrrxOBdTcjN5MOaY7S0d4SwVMZEHgv0Jmo1tbr6PPyBr4l5mbit542JAxboTVTqcCvH2jqCTt2A9bwxsc8CvYlKTW39G+fGV+HIISQmiF2QNTHPAr2JSsGMc+OVmpRI4Ygh1qI3Mc8CvYlKtcc8s0sNTUsOaj8Tc7PYfcRa9Ca2WaA3UancmQZwdHZqUPuZmJfJgepjtLqs542JXRboTVSqqPME+ryhaUHtZ0JuJh1upaTKZpsyscsCvYlKZXUtiEBuVnCB3tvzZleF5elN7LJAb6JSRX0LIzJSSUkK7iN80qgMEgTL05uYZoHeRKXy+hbys4NrzYNnWsFxIzJsKAQT0yzQm6hUXtcSdH7ea0JupvWlNzHNAr2JSuX1LUH3uPGamJvJ/qom2jvcIdmfMZHGAr2JOi3tHdQeayc/Oz0k+5uYl4nLrZRU2Zg3JjZZoDdRpzxEXSu9PhrzxtI3Jjb1O9CLyGQR2ezzUy8i/9Vlm8UiUuezzY1Bl9jEPe/NUqG4GAtw8qhMRLA8vYlZ/R4oRFU/AOYAiEgicAh4qptN31TV8/t7HGO6CnWLPj0lkROG2Zg3JnaFKnVzJrBXVQ+EaH/G+PXR8AehCfTguSC7x1I3JkaFKtBfAjzmZ90nRGSLiDwvItP97UBErhKRYhEprqysDFGxTCwqr2shKzWJzCBGruxqQl4m+yqbcFnPGxODgg70IpICXAD8o5vVm4BxqjobuBv4l7/9qOr9qjpPVeeNGjUq2GKZGFZe10JeCFvzAJNys2jrcHOgxsa8MbEnFC36c4BNqlrRdYWq1qtqo/P4OSBZREaG4JgmjoXqrlhfE/MyAbsga2JTKAL9pfhJ24jIaBER5/F853jVITimiWOhvCvW6+RRnkBvQyGYWBRUklNEMoCzgKt9ln0HQFXvAy4CvisiLqAZuERVNZhjmvjW4VYqG1sZHeJAn5GaxNicdOtLb2JSUIFeVZuAEV2W3efz+B7gnmCOYYyvqsZWOtwa0h43XhPzbMwbE5vszlgTVcqcPvShbtEDTMrLYk9lo/W8MTHHAr2JKt6bpQaiRT85L4s2l5uSahvzxsQWC/QmqpTXNQMDE+in5g8FYHuZXZA1scUCvYkq5fWtJCcKw4ekhHzfE3IzSU4UdpTVh3zfxoSTBXoTVSrqPV0rExIk5PtOSUpgQm4W2w9boDexxQK9iSpldc0DciHWa2p+lrXoTcyxQG+iSkV9a8iHP/A1LX8oRxpaqW5sHbBjGDPYLNCbqKGqlNe1kD+gLXrPBdkddkHWxBAL9CZq1De7aG7vGJAeN14fBXpL35jYYYHeRI2BGIe+q+EZKeQNTWW7BXoTQyzQm6hR5u1DP4CpG/Dk6a1Fb2KJBXoTNSrqQzuFoD9T84ey50gjra6OAT2OMYPFAr2JGuV1np4wgxHoXW61qQVNzLBAb6JGeX0zIzNTSEka2I+t9bwxscYCvYka5XUtA3oh1mv8yAzSkhPsDlkTMyzQm6hRXh/6CUe6k5ggTM6zO2RN7LBAb6JGeV3zgOfnvaaNGcqO8npsQjQTCyzQm6jQ0t7B0WPtIZ8U3J+p+UOpPdbe2XffmGhmgd5EhcHqWulld8iaWBJ0oBeREhF5T0Q2i0hxN+tFRO4SkT0islVE5gZ7TBN/vDNL5WenD8rxpozOArALsiYmBDU5uI8lqlrlZ905wETnZwFwr/PbmIB9NPxB6qAcLystmROGp1sXSxMTBiN1sxx4RD3eBnJEJH8QjmtiiLdFP1ipG4Cpo20oBANut3YOvxGtQhHoFXhJRDaKyFXdrB8LHPR5Xuos+xgRuUpEikWkuLKyMgTFMrGkvL6FzNQkstKSB+2YU/OHsr+6iWNtrkE7pok8/7f1MAtve50Pq4+Fuyj9FopAf4aqzsWTolkhIov6sxNVvV9V56nqvFGjRoWgWCaWeKYQHJy0jde0MUNRhQ/KLX0TzzYfrMXlVl7YVhbuovRb0IFeVQ85v48ATwHzu2xyCDjB53mBs8yYgJXVtQzahVivaTYUggF2V3jGPHppW0XI9qmqg3qPRlCBXkQyRCTL+xhYCrzfZbM1wNec3jenA3WqGr3/Gk1YVNS1DGp+HqBgWDpZqUlsL6sb1OOayPJBRQOJCcLGD49S2RCaKSaveew/fPfRTSHZVyCCbdHnAetFZAvwLvCsqr4gIt8Rke842zwH7AP2AA8A3wvymCbOdLiViobWQetx4yUiTMnPshZ9HKs91kZlQyvLZ49BFV7ZEXyrvr3DzWs7jvDS9nKODNINeUEFelXdp6qznZ/pqnqLs/w+Vb3PeayqukJVT1bVmap6XF97Y3pS3dhKh1sZPcipG/BckN1ZVo/bbUMhxKNdTtrmc3PGcMLwdF7cVh70Prcdrqe5vQO3wjNbBye5YXfGmojX2Yd+kFM34MnTN7V1sK/KxqaPR7sqPN/mJuVlsWzaaP69p5qGlvag9lm0vwbwpAaf3nI46DIGwgK9iXj7KpsAGJMz+IF+4SRPD7CXtx8Z9GOb8Ntd0UBmahJjstNYOn00bR1u3tgVXPfvd0tqGDdiCF/7xDi2HKxlf1VTiErrnwV6E/FeeL+c3KxUpoweOujHHpuTzsyx2SH5ym6iz66KRibkZiIinDpuGCMyUngxiN43brdSXFLDaYXD+dzsMYjAms0D36q3QG8iWlOri9c/OMI5M0aTmCBhKcOy6XlsPljbeXeuiR+7jzQwOc8z7lFigvDZqXm8vvNIv+cT3lvZyNFj7cwvHE5+djrzC4fz9JZDA97V0gK9iWiv7jxCq8vNebPGhK0My6aPBuDl7daqjyfVja1UNbYxMS+zc9nS6Xk0trrYsLe6X/t8t8STnz9t/HAAls8Zy77KJrYN8OB5FuhNRHt262Fys1KZN25Y2MowITeTk0ZmBPWV3UQfb4+bSU6LHuBTE0YyJCWRl7b377NQtL+GUVmpFI4YAsC5M0eTnCg8vXlg7yG1QG8iVmOri7UfVHLuzHwSwpS2AU9/+qXTR/P2vmrqjgXX48JEj91HPupx45WWnMjiyaN4eXtFv7rcFpUcZX7hcEQ8n+ecISl8elIua7YcpmMAu/BaoDcR69UdFbS63Jw7M/yDnS6bnofLrby601r18WJXRQNZaUnHjbG0dNpoKhta+c/B2j7tr/ToMQ7VNnNa4ce/nS6fM4aK+lbe2d+/dFAgLNCbiPXce2VhT9t4zS7IIW9oqvW+iSO7KhqZlJfV2fr2WjIll6QE4aU+XrMp6pKf9/rs1DwyUhIHtPeNBXoTkRpbXbweAWkbr4QEYem00byxq5Lmtv71uDDRQ1XZXdHAJJ8LsV7Z6cl84uQRvLStok+9Zd7df5Ss1KTjugmnpySybPponnuvrN+9eXpjgd5EpFd3VNDmcnPerPCnbbyWTR9NS7ubdbttvoRYV9nYytFj7UzMzep2/dLpo9lf1cQHFYGPg1RUUsOphcO67SZ8wZwx1Le4eOODgflsWaA3EenZrWXkDU3l1BPDn7bxWnDScLLTky19Ewd2d9Pjxtc5M0aTmpTAyvX7A9pfTVMbe440clrh8G7Xf2rCSEZkpAzYkAgW6E3EaWx1sXZXJefMiIy0jVdyYgJnTsnl1R1HaO9wh7s4ZgB1jnEz+vjUDcDIzFQuOe0Entx0iEO1vU8z6M3Pzx/ffaBPTkzgvFn5bNhbTZsr9J8tC/Qm4njTNudHUNrGa+n00dQ1t/OuMzCViU27KhrJGZLMqEz/Q2N/e9FJADywbl+v+yvaX0NKUgKzCrL9bnPtmRNZ/+MlpCSFPixboDcR59mtZYwemsbcCErbeH160ijSkhMsfRPjdlc0MCn3+B43vgqGDeHzp4zl70UfUtXY84QkRSU1zCnIITUp0e82IzJTGZKS1O8y98QCvYkoDS3tnrTNzNERlbbxSk9JZNHEUby0rX83zJjIp6rsqmj42NAH/nzn0yfT6nLz57f85+qbWl28f7ie08aHr+Figd5ElNd2HvH0tomAm6T8WTZ9NOX1Lbx3yKYYjEVHGlqpb3H5vRDra0JuJufMGM0j/z5AvZ9x6v/zYS0dbvV7IXYwWKA3EWXD3mqy05MjMm3jtXDSSOCjC2wmtnxQ7rkQG0iLHuB7iyfQ0OrirxsOdLv+3ZIaEgRODeONfxboTUTZeOAoc0/Mici0jVduVhr52WlsLbUWfSzynVUqEDPGZrN48ihWrt9/3M107R1u3tpTxdT8oWSlJYe8rIGyQG8iRl1zO7uPNEZ0a95rVkG2pW5i1O6KRoZnpDCyhx43Xa1YMoHqpjb+XvQhAC3tHfz17QMsuX0tGw8cZem00QNV3ID0+xKviJwAPALkAQrcr6p3dtlmMfA04L1S8aSq3tzfY5rY9p8PjwLh/YobqFkFOby4rYK65nay08PXUjOht+tIAxNzA0vbeJ1WOJz5hcO5f90+2lxuHly/n8qGVk45MYefXzCdz0zJHaDSBiaYFr0LuE5VpwGnAytEZFo3272pqnOcHwvyxq9NH9aSIDD7hJxwF6VX3v7Q71n6JqaoKnsqGpk8OrC0ja/vLTmZsroWfvX8TibnZfG3by/gye9+kjOn5vXYTXMw9LtFr6plQJnzuEFEdgBjge0hKpuJM5sOHGXK6KFkpA5MX+JQmjU2B4AtpbWcMXFkeAtjQqasroWGVhcTA8zP+/r0pFHc9sWZTB49lDkR1lgJSY5eRAqBU4B3uln9CRHZIiLPi8j0HvZxlYgUi0hxZaUNGhVvOtzK5oO1UZG2AcgekkzhiCFsLa0Nd1FMCHVeiO1j6gY8E9RcfNqJERfkIQSBXkQygSeA/1LVrhMfbgLGqeps4G7gX/72o6r3q+o8VZ03atSoYItlosyuigYaW13MHZcT7qIEbGZBjqVuYkxfe9xEi6ACvYgk4wnyq1T1ya7rVbVeVRudx88BySJi33PNcTYecC7Enhi+m0r6anZBNofrWqhs6Pn2dxMd3G7lyU2HOHlUBsMyUsJdnJDqd6AXz9WFh4Adqvq/frYZ7WyHiMx3jjdw82WZqLXpw6OMzEzhhOHp4S5KwGYV5ABY+iZGPPNeGTvLG/jBmRPDXZSQC+aq16eAy4H3RGSzs+wG4EQAVb0PuAj4roi4gGbgEu3LlCwmbmw6cJS5Jw4Le++Evpg+ZigJAltK6zhzal64i2OC4Opwc8fLu5icl8XnZo0Jd3FCLpheN+uBHv8qVfUe4J7+HsPEh+rGVkqqj3HJ/BPDXZQ+yUhNYkJuJu9Ziz7qPfmfQ+yrauJPl58a0Xdl95fdGWvCbtOHtUB03CjV1ayCHLaW1vVp7lATWdpcbu58ZTezCrJZOi02v5lZoDdht+nDoyQlCDPH+p+UIVLNLsimuqktoFmGTGRaXXyQQ7XNXLd0clSlDvvCAr0Ju40HjjJ9bDZpyf4nZYhUH12QtW6W0ailvYN7XtvNaYXDWBTDN75ZoDdh1d7hZmtpLXNPzAl3UfplSn4WyYnCFsvTR6VH3z5ARX1rTLfmwQK9CbMdZfW0tLujMj8PkJqUyJTRQ+3GqSjU1Orij2v3snDiSE4/aUS4izOgLNCbsOq8USpKAz04QxaX1tnUglHm4X+XUNPUxnVLJ4e7KAPOAr0Jq00f1pKfnUZ+dvTcKNXV7IIcGlpd7K9uCndRTIDaXG7+/FYJiyePisixaULNAr0Jq00HjjI3ilvzADOdIYvtDtno8cK2cqoaW7nik4XhLsqgsEBvwqa8roVDtc1RMaNUTybmZpKWnMCWg5anjxZ/3VDCuBFDWDQxPgZQtEBvwmZTFM0o1ZOkxARmjLGpBaPFjrJ6ikqO8tUF42LyLtjuWKA3YfPu/hpSkxKYlj803EUJ2qyCHLYdrsPV4Q53UUwv/vr2AVKTEvjSvIJwF2XQWKA3YVHX3M4TG0v5zJRcUpKi/2M4qyCblnY3uyoaw10U04P6lnb+9Z9DLJ8zhpwhsTUUcU+i/y/MRKVH/l1CQ6uLFUsmhLsoIeGdQ/ad/TYKdyR7YmMpx9o6+NonCsNdlEFlgd4MusZWFw+9tZ8zp+QyIwrHt+nO+JEZzD0xh9+9tIv9VdbNMhKpKn99+wCnnJgTM5+7QFmgN4Pu0bcPUHusne/H0AQPIsLdX5lLUqLwvVWbaGnvCHeRTBdv7almX2UTl58+LtxFGXQW6M2gam7r4ME397Fw4siYu1FlbE46v//yHHaU1XPTmm3hLo7p4pENJQzPSOHcmfnhLsqgs0BvBtVj735IVWMb3/9M7LTmfS2Zksv3Fp/M34sO8sTG0nAXxzgO1zbzyo4KLj7thKgcJTVYFujNoGlp7+BP6/ayYPxw5o+PnknA++qHZ01iwfjh/M+/3mdXRUO4i2OAv73zIQCXLYiuWcxCxQK9GTT/2FhKRX1rTE6+7CspMYG7Lz2FjNQkvvvoRppaXeEuUlx7/r0yHnhzH5+dmkfBsCHhLk5YWKA3g6K9w819a/dyyok5fPLk2B4SFiB3aBp3XTqH/VVNnHfXm/zh9T0ctlmoBpWqct8be/nuqk1MHzOUX31hZriLFDZBBXoROVtEPhCRPSJyfTfrU0VktbP+HREpDOZ4JjqpKn8v8kzX9oPPTIzpCR58ffLkkdz31VPJHZrGb1/8gE/d9hpfffAdnvpPKQ0t7eEuXkxr73Dzkyff49fP7+T8Wfn87dunMyIzNdzFCpuk/r5QRBKBPwBnAaVAkYisUdXtPpt9EziqqhNE5BLgNuDiYApsokPdsXbe2lvFm7srWberikO1zcwuyGbx5PgYRMpr6fTRLJ0+mg+rj/HEplKe2FTK/1u9BYD87DQm5GZy8qhMTs7NpHDEEEZmpjIyM5VhQ5JJSrQv3P1R19zOilWbWL+nimuWTOCHZ02KmzFt/JH+zl4vIp8AblLVZc7znwCo6q98tnnR2WaDiCQB5cAo7eWg8+bN0+Li4j6X6by73hy0/svx0ioNRNcz0eFWSqqbcCtkpSbxyQkjWDhxFOfNzGdYRvzcdt4dt1t5t6SG4pIa9lY2sedII3srGznW9vHPrQgMG5JCTnoyofyoReTUKCEuVG1zOw0t7dx64Uy+NO+E0O48gonIRlWd1926frfogbHAQZ/npcACf9uoqktE6oARQFU3hbwKuArgxBP7d2V8cl4WrYMxqFRE/rWEh/o5GefPymfRpFHMPiGHZGuZdkpIEE4/acTHpq5zu5Wy+hYO1hyjpqmN6sZWqhrbqGpspa65PeQft0hsooSy4ZQocOn8E1kQ49MD9kUwgT6kVPV+4H7wtOj7s4//vXhOKItkzKBISBDG5qQzNid6Z9kykS2YptYhwPd7UYGzrNttnNRNNmCjPhljzCAKJtAXARNFZLyIpACXAGu6bLMG+Lrz+CLgtd7y88YYY0Kr36kbJ+d+DfAikAisVNVtInIzUKyqa4CHgL+KyB6gBs8/A2OMMYMoqBy9qj4HPNdl2Y0+j1uALwVzDGOMMcGx7hDGGBPjLNAbY0yMs0BvjDExzgK9McbEuH4PgTCQRKQSONDPl4+kmztvo1Qs1QWsPpEsluoCsVWfQOsyTlW7HUwqIgN9MESk2N94D9EmluoCVp9IFkt1gdiqTyjqYqkbY4yJcRbojTEmxsVioL8/3AUIoViqC1h9Ilks1QViqz5B1yXmcvTGGGM+LhZb9MYYY3xYoDfGmBgXlYFeRBJF5D8i8ozz/DMisklE3heRvzhj3yMedzmTk28VkbnhLfnxRKRERN4Tkc0iUuwsGy4iL4vIbuf3MGd5RNfHT12+JCLbRMQtIvO6bP8Tpy4fiMiy8JTaPz/1+a2I7HTO/1MikuOzfTTW5xdOXTaLyEsiMsZZHnWfNZ9114mIishI53lE1wX8vjc3icghZ9lmETnXZ/u+fdZUNep+gB8CfwOewfPP6iAwyVl3M/BN5/G5wPN4Zk87HXgn3GXvpi4lwMguy34DXO88vh64LRrq46cuU4HJwFpgns/yacAWIBUYD+wFEsNdhwDqsxRIch7f5vPeRGt9hvo8/gFwX7R+1pzlJ+AZOv2Ad32k16WH9+Ym4L+72bbPn7Woa9GLSAFwHvCgs2gE0Kaqu5znLwNfdB4vBx5Rj7eBHBHJH9QC989y4C/O478An/dZHlX1UdUdqvpBN6uWA39X1VZV3Q/sAeYPbun6TlVfUlWX8/RtPDOrQfTWp97naQYfzYgcdZ81x++BH/HxmZ2jtS7+9PmzFnWBHrgDzxvpnQW8CkjySQtcxEdTHHY3gfnYQShjXyjwkohsdCZIB8hT1TLncTmQ5zyO9Pp0Vxd/Ir0u0Ht9voGnpQhRXB8RuUVEDgKXAd75JCK9PsfVRUSWA4dUdUuXbSO9LuD/s3aNk25a6U3h0o/6RMzk4IEQkfOBI6q6UUQWA6iqisglwO9FJBV4CegIXyn77AxVPSQiucDLIrLTd6VTv2jpA3tcXVR1XbgLFQS/9RGRnwIuYFVYS9g33dZHVX8K/FREfgJcA/wsvMUMSHd/NzfgSa1Fo+7qcy/wCzz/BH4B/A5P46LPoq1F/yngAhEpAf4OfEZEHlXVDaq6UFXnA+sAbxonkAnMw0pVDzm/jwBP4fkKVuH9aun8PuJsHtH18VMXfyK6LuC/PiJyBXA+cJk6SVOiuD4+VvFR2jOi69NNXT6NJ1+9xYkPBcAmERlNhNcFun9vVLVCVTtU1Q08wEfvV5/rE1WBXlV/oqoFqlqIZ/7Z11T1q85/QZwW/Y+B+5yXrAG+5lx1Px2o80mJhJ2IZIhIlvcxntbI+3x8UvWvA087jyO2Pj3UxZ81wCUikioi44GJwLsDX9LA+KuPiJyNJ3V4gaoe83lJtNZnos9mywHvN8po+6wVqWquqhY68aEUmKuq5URwXaDH98b3OsKFfPT31OfPWlSlbnrw/zlpnQTgXlV9zVn+HJ4r7nuAY8CVYSqfP3nAUyICnvfib6r6gogUAY+LyDfx9B74srN9JNfHX10uBO4GRgHPishmVV2mnonkHwe240mBrFDVSEq5+avPHjy9HV521r2tqt+J4vo8ISKT8VzzOgB8x9k+6j5rPWwfyXUB/+/NX0VkDp7UTQlwNUB/Pms2BIIxxsS4qErdGGOM6TsL9MYYE+Ms0BtjTIyzQG+MMTHOAr0xxsQ4C/TGGBPjLNAbY0yM+/8B6PnP69nYchYAAAAASUVORK5CYII=", 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", 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", 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vXK/LF0AEJmWf3I8eoLYsn6PdfYO/EIxJNxbojet1+QcoyMkiIyP6coHTnC6W1qo36coCvXG90OpS0VvzEMrRAxw8ZoHepKdTBnoRuVdEDovI6xHb7hCRN0TkVRF5TERKY5zbICKvicgWEdmYwHIbMyjWzJVh08tCLfrGYz0TVSRjUspIWvT3A5cP2bYWOEtVFwI7ga8Mc/5FqrpYVevHVkRjhneqQF9emEtOZgaNlroxaeqUgV5VnwWODtm2RlXDT7ZeAGrHoWzGjEi0hcEjZWQI08ryabTUjUlTicjR/z3wxxj7FFgjIptEZOVwFxGRlSKyUUQ2tra2JqBYJl2cqkUPoQeylqM36SquQC8iq4AA8FCMQ85X1SXAFcDNInJhrGup6t2qWq+q9RUVFfEUy6SZkQT6WmvRmzQ25kAvIp8ErgY+qqpRV3VQ1YPO98PAY8DSsd7PmFhOlbqBUKA/0uXH1z8wQaUyJnWMKdCLyOXAPwPXqGrUrgwiUiAiReHXwHLg9WjHGhOPrhEE+mll1pfepK+RdK98GHgemCcijSJyI3AnUASsdbpO3uUcO1VEnnROrQLWi8grwAbgCVX907jUwqQtf2CA/gGlKMqEZpHCfektfWPS0fD/OwBVvT7K5p/FOPYQcKXzeg+wKK7SGXMK3f5QKqYgJ/aAKYgYHWuB3qQhGxlrXK3LN/yEZmFVxXlkZYgNmjJpyQK9cbXwFMWnSt1kZgg1pXmWujFpyQK9cbXuvpG16AFqS21eepOeLNAbVxtp6gbCfektdWPSjwV642qDqZsRBPppZfkc7vTjD1hfepNeLNAbVzvV6lKRassmoQpNtlC4STMW6I2rdY0i0Ie7WNoDWZNuLNAbVzvVwuCRagdHx1qe3qQXC/TG1br9AfKzM8mMsYxgpJqSPDIzxFr0Ju1YoDeuNpJ5bsKyMjOoLs6z0bEm7VigN67W5R845WCpSLYAiUlHFuiNq51qYfChakvzbdCUSTsW6I2rdfkCFOSMvEVfW5ZPU3sv/QPBcSyVManFAr1xtS5/YNSpm6BCc7v1pTfpwwK9cbXuvpE/jAWbl96kJwv0xtW6fKMN9OFBU9aX3qQPC/TG1br8gRHNcxNWU5KPiC0paNKLBXrjWv0DQfyB4Kha9DlZGVQV2bz0Jr1YoDeuNZoJzSJNs+mKTZqxQG9cazRTFEeqLbO+9Ca9jCjQi8i9InJYRF6P2DZZRNaKyC7ne1mMc29wjtklIjckquDGDC4MPoZA33Tcx0BQx6NYxqSckbbo7wcuH7Lty8DTqloHPO28P4GITAa+DrwDWAp8PdYvBGNGq8vfDzCqkbEA00onEQgqLR3Wl96khxEFelV9Fjg6ZPMK4AHn9QPA+6KcehmwVlWPquoxYC0n/8IwZky6nBb9aAZMQWQXS0vfmPQQT46+SlWbnNfNQFWUY6YBByLeNzrbTiIiK0Vko4hsbG1tjaNYJl3E8zAWbF56kz4S8jBWVRWIK+Gpqnerar2q1ldUVCSiWMbjBhcGH8VcNxCx0tRRa9Gb9BBPoG8RkRoA5/vhKMccBKZHvK91thkTt8FeN6NM3eRlZ1JemGupG5M24gn0q4FwL5obgN9FOeYpYLmIlDkPYZc724yJ21hTN2BdLE16GWn3yoeB54F5ItIoIjcC/w5cKiK7gPc47xGRehG5B0BVjwLfBF5yvr7hbDMmbl3+ADlZGWRnjr69Mn3yJBrausehVMaknhE1hVT1+hi7Loly7EbgHyLe3wvcO6bSGTOM0c5zE6muspA/vHqInr4Ak0aZ4zfGbWxkrHGt7lGsFztUXWUhqrCn1Vr1xvss0BvXGs3C4EPVVRUCsOtwZyKLZExKskBvXCue1M3MKQVkZwo7W7oSXCpjUo8FeuNa3f6BUU9/EJadmcHs8gJ2WaA3acACvXGteFI3AHWVRey21I1JAxbojWuNdmHwoeZUFrL/aA++/oEElsqY1GOB3rhWtz8w6ukPItVVFRK0njcmDVigN640EFR6+gbiTt2A9bwx3meB3rhSd9/Y5rmJNKt8EpkZYg9kjedZoDeuFM88N2G5WZnMmjLJWvTG8yzQG1c63hNaXao4Lzuu69RVFrHrsLXojbdZoDeu1OwsA1hdkhvXdeqqCtnX1oM/YD1vjHdZoDeu1NIeCvRVxXlxXWdOZSEDQaXhiK02ZbzLAr1xpaZ2HyJQWRRfoA/3vNnZYnl6410W6I0rtXT4mFKQS05WfB/h0yoKyBAsT288zQK9caXmDh81JfG15iG0rODMKQU2FYLxNAv0xpWa231x5+fD5lQWWl9642kW6I0rNXf44u5xE1ZXWcjeI930DwQTcj1jUo0FeuM6vv4Bjvf0U1OSn5Dr1VUVEggqDUdszhvjTRbojes0J6hrZdhbc95Y+sZ405gDvYjME5EtEV8dIvL5IccsE5H2iGO+FneJTdoLD5ZKxMNYgNMrChHB8vTGs8Y8UYiq7gAWA4hIJnAQeCzKoc+p6tVjvY8xQyW6RZ+fk8n0MpvzxnhXolI3lwBvquq+BF3PmJjemv4gMYEeQg9kd1vqxnhUogL9dcDDMfadJyKviMgfRWRBrAuIyEoR2SgiG1tbWxNULONFze0+inKzKIxj5sqh5lQVsqe1m4D1vDEeFHegF5Ec4BrgkSi7NwMzVXUR8EPg8VjXUdW7VbVeVesrKiriLZbxsOZ2H1UJbM0DzK0som8gyL6jNueN8Z5EtOivADarasvQHaraoapdzusngWwRKU/APU0aS9So2Eh1VYWAPZA13pSIQH89MdI2IlItIuK8Xurcry0B9zRpLJGjYsNOrwgFepsKwXhRXElOESkALgX+MWLbTQCqehdwLfBpEQkAvcB1qqrx3NOkt4Gg0trlpzrBgb4gN4tppfnWl954UlyBXlW7gSlDtt0V8fpO4M547mFMpCNdfgaCmtAeN2F1VTbnjfEmGxlrXKXJ6UOf6BY9wNyqIna3dlnPG+M5FuiNq4QHS41Hi35eVRF9gSANbTbnjfEWC/TGVZrbe4HxCfRn1hQDsK3JHsgab7FAb1ylucNPdqYweVJOwq89p7KQ7Exhe1NHwq9tTDJZoDeu0tIR6lqZkSEJv3ZOVgZzKovYdsgCvfEWC/TGVZrae8flQWzYmTVF1qI3nmOB3rhKS4c/4dMfRJpfU8zhTj9tXf5xu4cxE80CvXENVaW53UfNuLboQw9kt9sDWeMhFuiNa3T0BujtHxiXHjdhbwV6S98Y77BAb1xjPOahH2pyQQ5Vxblss0BvPMQCvXGNpnAf+nFM3UCoVW8teuMlFuiNa7R0JHYJwVjm1xSz+3AX/sDAuN7HmIligd64RnN7qCfMeAf6M2uKCQTVlhY0nmGB3rhGc0cv5YU55GSN78fWet4Yr7FAb1yjud03rg9iw2aXF5CXnWEjZI1nWKA3rtHckfgFR6LJzBDmVdkIWeMdFuiNazS39457fj7szJpitjd3YAuiGS+wQG9cwdc/wLGe/oQvCh7L/KnFHO/pH+y7b4ybWaA3rjBRXSvDbISs8ZK4A72INIjIayKyRUQ2RtkvIvLfIrJbRF4VkSXx3tOkn/DKUjUl+RNyvzOqiwDsgazxhLgWB49wkaoeibHvCqDO+XoH8GPnuzEj9tb0B7kTcr+ivGymT863LpbGEyYidbMCeFBDXgBKRaRmAu5rPCTcop+o1A3AmdU2FYKBYFA57PJnNYkI9AqsEZFNIrIyyv5pwIGI943OthOIyEoR2SgiG1tbWxNQLOMlzR0+CnOzKMrLnrB7nllTzN62bnr6AhN2T5N6/vBaE+/6zjMcONqT7KKMWSIC/fmquoRQiuZmEblwLBdR1btVtV5V6ysqKhJQLOMloSUEJyZtEzZ/ajGqsKPZ0jfp7OX9x+gfUP70enOyizJmcQd6VT3ofD8MPAYsHXLIQWB6xPtaZ5sxI9bU7puwB7Fh820qBAPsagnNebRmW5oGehEpEJGi8GtgOfD6kMNWA59wet+cC7SralM89zXpp6XdN6H5eYDasnyKcrPY1tQ+ofc1qWVnSycZAhv3HeNIgpaY/N+/epmbH9qckGuNRLwt+ipgvYi8AmwAnlDVP4nITSJyk3PMk8AeYDfwU+Azcd7TpJmBoNLS6Z+wHjdhIsIZNUXWok9j7T39HO70c82iqajC/2xrifuagYEga7e18MfXm2jtnJi1ieMK9Kq6R1UXOV8LVPV2Z/tdqnqX81pV9WZVPV1Vz1bVk/raGzOcti4/A0GleoJTNxB6IPtGUwfBoE2FkI52Hg79kl+xeBq1ZfmsSUCg33qog56+AYIKf3j1UNzXGwkbGWtS3mAf+glO3UAoT9/dN8CeIzY3fTra2RIK9HOri1g+v5r1u47Q5Y+vF9ZLDUcBmFaaz++2WKA3BoA9rd0ATC2d+EB/wdxQD7C12w5P+L1N8u1q6aIwN4upJXlctqCKvoEgf9kRX/fvDXuPMmPyJD5+3ky2HDjOvrbuBJU2Ngv0JuX96fVmKotyOaO6eMLvPa00n7OnlfDUVvf2uDBjt6O5kzmVhYgI9bMmM7kgJ67Pgqqycd8x3j5rMtcsmgrA6glo1VugNymt2x/gzzsOc8VZ1WRmSFLKcNmCKrYcOD44Otekj12HO5lbVQiE1il4z5mV/PmNw/QFgmO63putXRzt7mPp7DKmluazdPZkHt9ycNynw7ZAb1La028cxh8IctXCqUkrw2ULqgFY6+J+1Gb0jnb3caSrj7lVRYPbls+vptMf4IU9bWO65oa9xwB4+6zJAKxYPJU3W7vZNs5TbVigNyntiVcPUVmUS/3MsqSVYU5lIaeVF/DU1vh7XBj3CD+IrYsI9OfXlTMpJ3PM6ZuXGo5SXpjL7PICAK48q4asDBn3h7IW6E3K6vIHWLejlSvPriEjSWkbCPWnX76gmhf2tNHe05+0cpiJtSvc48ZJ3QDkZWfy7rkVrN3WMqYutxv2HmXp7DJEQp/nsoIc3j23gtVbDo1rF14L9CZlPb29BX8gyJVnJ3+y08sWVBEIKk+/Ya36dLGzpYui3KyTuvUuX1DF4U4/WxqPj+p6h473cvB472DaJmzF26bR3OFjg9PtcjxYoDcp68nXmpKetglbVFtKVXGu9b5JIztaOqmrKhxsfYddPK+KrAxhzShTeeH+80MD/XvOrGRSTua4pm8s0JuU1OUP8OcUSNuEZWQIy+dX85edrfT2DSS7OGacqSq7WjqZV1100r6SSdmce9oU1mxtHlVvmRf3HqUoN2twmcqwSTlZLJ9fxZOvNY25N8+pWKA3Kenp7S30BYJctTD5aZuwyxZU4+sP8uwuWy/B64509XGsp5+6ypMDPYTSN3uOdLOzZeQjpl/ae5QlM8uidhNesXga7b39PLtzfD5bFuhNSnri1SaqinM5Z0by0zZh7zhtMiX52Za+SQNvPYiNHuivOKuGnKwM7vvr3hFd71h3H7sOd7F09uSo+8+vK2dyQQ6PbxmfGdwt0JuU0+UPsG5nK1eclRppm7DszAwuOaOSp7cfpn9gfP7ENqlhZ5QeN5EqinL5cP10Ht3cSFN77ymvFys/H5admcFVZ9ewfveRcUnfWKA3KSectrk6hdI2YcsXVNPe28+GvePXQ8Ik387DXZTkZ1NRFHtq7JUXnkZQ4afPnrpV/1LDUXIyM1hYWxLzmM9dUsf6f7mYnKzEh2UL9CblPPFqE9XFeSxJobRN2LvnVpCXnWHpG4/b1RKa+mBoj5tI0ydPYsXiqTy8YT9tp1iQZEPDMRZNLyEvOzPmMRVFuRTmZo25zMOxQG9SSqevP5S2Obs6pdI2Yfk5mVxYV8GarWMbMGNSn6qyo7nzhBGxsXxm2en4AgPc/7eGmMf09AXYerA9ZtpmIligNynlGWfCqKtSYJBULJctqKa5w8drB22JQS863OmnwxdgbmX0/HykOZVFXDa/mvv/1kCnL/qo6Zf3HycQVN4e40HsRLBAb1LK82+2UZKfnZJpm7AL5pYDbz1gM96y8xQ9boa6+aI5dPoC/OKF/VH3b9h7FBE4J4kD/yzQm5Syad8xlswoTcm0TVhlUR41JXnWoveocN/4uVEGS0Vzdm0JF86t4Gfr9+DrP3Ew3UBQ+dubRzizupjivOyEl3WkLNCblNHe28+uw10p3ZoPO3taCa82WqD3ol0tnUwuyKG8cOSL0d+87HSOdPXx65cOAOAPDPDwhv1c8r11vNRwjEvnV41XcUdkzI94RWQ68CBQBShwt6r+15BjlgG/A8L9j36rqt8Y6z2Nt728PzRXdzL/xB2pRdNLWbOthfbefkryk9dSM4m3s6WTuhHk5yMtnT2Z+pll/OQvb9I/EOSe5/bS3OHj7Gkl3PWxc1ie5EAfT4s+AHxJVecD5wI3i8j8KMc9p6qLnS8L8iamzfuPkyGhIJrqwv2hX7NWvaeE5rjpGnF+PkxEuPmiORxq9/GtJ7Yzq3wSP79xKatveReXn5X8HmRjbtGrahPQ5LzuFJHtwDRgW4LKZtLM5n3HOKO6mIJx6kucSAunlQLwSuNxzq8rT25hTMI0tfvo9AdijogdzrJ5Fdz+/rM4o7qIc2Ymr4dNNAnJ0YvILOBtwItRdp8nIq+IyB9FZMEw11gpIhtFZGNrq00alW4GgsqWA8ddkbaB0AyGM6dMsha9x0RbVWqkRISPvmNmygV5SECgF5FC4FHg86o6dOHDzcBMVV0E/BB4PNZ1VPVuVa1X1fqKiop4i2VcZmdLJ13+AEtmlia7KCO2sLaUV0e5+IRJbbvCPW7GEOhTWVyBXkSyCQX5h1T1t0P3q2qHqnY5r58EskXE/s41J9m0z3kQOyP1WkOxLKot4VC7j9bO4Ye/G3cIBpVHNzdyWkUBkwtykl2chBpzoJfQJBA/A7ar6vdjHFPtHIeILHXuN7bl042nbd5/jPLCHKZPzk92UUZsYW0pgLXqPeLJ15t4o7mTz11cl+yiJFw8T73eBXwceE1EtjjbvgrMAFDVu4BrgU+LSADoBa7T0SzJYtLG5n3HWDKjbNhJpFLNgqnFZAi80tjOJWcmt/uciU9gIMj31+5kblUh7100NdnFSbh4et2sB4b9X6mqdwJ3jvUeJj20dflpaOvhuqUzkl2UUSnIzWJOZSGvWYve9R7fcog9rd3c9bElUVeAcjsbGWuSbvP+44A7BkoNFXog2z6qtUNNaukLBPmvp3dy1rRiLltQnezijAsL9CbpNu8/RlaGcPa02IsypKpFtSW0dfdx8PipVxkyqemRTQc4cLSXLy2f56rU4WhYoDdJt2nfMRZMG35RhlR19uADWetP70a+/gF++PRuzplZxrK53u3WbYHeJFX/QJBXG4+zZEZpsosyJmfWFJGdKRboXeqhF/fT3OHjS8vnerY1DxboTZJtb+rA1x90ZX4eIDcrkzOqi62LpQt1+wP8eN1u3jVnCu883dvDeyzQm6QaHCjl0kAPoQnOXmtst6UFXeaB5xs40tXHl5bPS3ZRxp0FepNUm/cfp6Ykj5oS9wyUGmphbQmd/gB727qTXRQzQn2BIPf9tYEL51a4Yv2DeFmgN0m1ed8xlri4NQ82QtaNntraTGunn0+9c1ayizIhLNCbpGlu93HweK/rW1R1lYXkZWfYA1kX+fkL+5gxeRLv9nBPm0gW6E3SbHbRilLDycrM4KyptrSgW7zR3MGGvUf52Lkzkr4gyESxQG+SZsPeo+RmZTC/pjjZRYnbwtpSth5qJzAQTHZRzCn8/Pl95GZl8MFzpie7KBPGAr1Jivbefh7d1MjFZ1SSk+X+j+HC2hJ8/UF2OvOZm9TU4evnsZcP8t5FUynz2FTEw3H//zDjSg/+rYFOf4CbL5qT7KIkRHgN2Rf32izcqey3mxrp6RvgE+fNTHZRJpQFejPhuvwBfvbXvVxyRiVnuXB+m2hmlxfwthmlfH/NThqOWDfLVKSq/PyFfSyaXjrYUypdWKA3E+4XL+zjeE8/n73EOws8iAg/vP5tZGQIn3loM77+gWQXyQzx/JttvNnazSfOTa/WPFigNxOst2+Ae57bwwV15SyeXprs4iRUbdkkfvDhRWxr6uDffr812cUxQzz4/D4mF+Rw1cKaZBdlwlmgNxPq4Q37OdLVx2c9uFwbwMVnVPHpZafz8IYD/HZzY7KLYxxN7b2s3d7Ch+qnu3KW1HhZoDcTxtc/wE+efZN3zJ7M0tnuWQR8tL506VyWzp7MqsdeZ2dLZ7KLY4CHX9xPUJWPvsNdq5gligV6M2Ee2dRIS4efz3koNx9NVmYGd17/NgpyM/nMQ5vp9geSXaS0tmZrMz99LvTwf/rkSckuTlJYoDcTon8gyF3r3uRtM0p55+lTkl2ccVdZnMd/X/c29rR2cfUP1/OjP++mqd1WoZpIqso9z+3hH3+xiXnVRXz7AwuTXaSkiSvQi8jlIrJDRHaLyJej7M8VkV87+18UkVnx3M+4k6ryq5cOcPB4L5+7uM7TCzxEeueccu762DlUFOZyx1M7eOe/P8PHf/Yij798kC5r5Y+rwECQf338db71xHauOKuaX608l4qi3GQXK2myxnqiiGQCPwIuBRqBl0RktapuizjsRuCYqs4RkeuA7wAfjqfAxh3ae/r565tHeG5XK8/uPMLB470sqi1h2bz0mEQqbPmCapYvqGZfWzePbj7Io5sa+fyvtwAwtSSP0ysLmeN8zZpSQHlhLuWFOZROyiEzTeZhSbROXz83//Jlnt3ZyqeXnc4/LZ+XNnPaxCJjXb1eRM4DblPVy5z3XwFQ1W9HHPOUc8zzIpIFNAMVeoqb1tfX68aNG0ddpvf+cL31X04BA0Gloa2boEJRbhbvnDOFC+oquOrsmrQadh5NMKi8uPcoGxuO8mZrF7tbu3jzcDe9Qz63GQKTC3Ioyc8mI03+AkqUYz19HO/p5/b3n8WH354+D19FZJOq1kfbN+YWPTANOBDxvhF4R6xjVDUgIu3AFOBIlEKuBFYCzJgxth/O6RUF9NmkUinh6oU1XDi3gkXTS8nOtEdBYRkZwnmnT+G8iOcUwaByqL2XA0d7aev209bVR1uXnyPdfbT39KPYylWjkSHCR98x84R/43QXT6BPKFW9G7gbQi36sVzjP697W0LLZMxEyMgQassmUVuWnj1CzPiLp6l1EIic57PW2Rb1GCd1UwLYrE/GGDOB4gn0LwF1IjJbRHKA64DVQ45ZDdzgvL4WeOZU+XljjDGJNebUjZNzvwV4CsgE7lXVrSLyDWCjqq4Gfgb8XER2A0cJ/TIwxhgzgeLK0avqk8CTQ7Z9LeK1D/hgPPcwxhgTH+sOYYwxHmeB3hhjPM4CvTHGeJwFemOM8bgxT4EwnkSkFdg3xtPLiTLy1qW8VBew+qQyL9UFvFWfkdZlpqpGnUwqJQN9PERkY6z5HtzGS3UBq08q81JdwFv1SURdLHVjjDEeZ4HeGGM8zouB/u5kFyCBvFQXsPqkMi/VBbxVn7jr4rkcvTHGmBN5sUVvjDEmggV6Y4zxOFcGehHJFJGXReQPzvuLRWSziLwuIg84c98jIf/tLE7+qogsSW7JTyYiDSLymohsEZGNzrbJIrJWRHY538uc7Sldnxh1+aCIbBWRoIjUDzn+K05ddojIZckpdWwx6nOHiLzh/Ps/JiKlEce7sT7fdOqyRUTWiMhUZ7vrPmsR+74kIioi5c77lK4LxPzZ3CYiB51tW0TkyojjR/dZU1XXfQFfBH4J/IHQL6sDwFxn3zeAG53XVwJ/BAQ4F3gx2WWPUpcGoHzItv8Avuy8/jLwHTfUJ0ZdzgTmAeuA+ojt84FXgFxgNvAmkJnsOoygPsuBLOf1dyJ+Nm6tT3HE688Bd7n1s+Zsn05o6vR94f2pXpdhfja3AbdGOXbUnzXXtehFpBa4CrjH2TQF6FPVnc77tcDfOa9XAA9qyAtAqYjUTGiBx2YF8IDz+gHgfRHbXVUfVd2uqjui7FoB/EpV/aq6F9gNLJ3Y0o2eqq5R1YDz9gVCK6uBe+vTEfG2AAYXqHXdZ83xA+Cf4YSFdt1al1hG/VlzXaAH/pPQDzK8CvgRICsiLXAtby1xGG0B82kTUMbRUGCNiGxyFkgHqFLVJud1M1DlvE71+kSrSyypXhc4dX3+nlBLEVxcHxG5XUQOAB8FwutJpHp9TqqLiKwADqrqK0OOTfW6QOzP2i1OuunecAqXMdQnZRYHHwkRuRo4rKqbRGQZgKqqiFwH/EBEcoE1wEDySjlq56vqQRGpBNaKyBuRO536uaUP7El1UdVnk12oOMSsj4isAgLAQ0kt4ehErY+qrgJWichXgFuArye3mCMS7f/NVwml1twoWn1+DHyT0C+BbwLfI9S4GDW3tejfBVwjIg3Ar4CLReQXqvq8ql6gqkuBZ4FwGmckC5gnlaoedL4fBh4j9CdYS/hPS+f7YefwlK5PjLrEktJ1gdj1EZFPAlcDH1UnaYqL6xPhId5Ke6Z0faLU5d2E8tWvOPGhFtgsItWkeF0g+s9GVVtUdUBVg8BPeevnNer6uCrQq+pXVLVWVWcRWn/2GVX9mPNbEKdF/y/AXc4pq4FPOE/dzwXaI1IiSSciBSJSFH5NqDXyOicuqn4D8DvndcrWZ5i6xLIauE5EckVkNlAHbBj/ko5MrPqIyOWEUofXqGpPxClurU9dxGErgPBflG77rL2kqpWqOsuJD43AElVtJoXrAsP+bCKfI7yft/4/jfqz5qrUzTD+yUnrZAA/VtVnnO1PEnrivhvoAT6VpPLFUgU8JiIQ+ln8UlX/JCIvAb8RkRsJ9R74kHN8KtcnVl3eD/wQqACeEJEtqnqZhhaS/w2wjVAK5GZVTaWUW6z67CbU22Gts+8FVb3JxfV5VETmEXrmtQ+4yTnedZ+1YY5P5bpA7J/Nz0VkMaHUTQPwjwBj+azZFAjGGONxrkrdGGOMGT0L9MYY43EW6I0xxuMs0BtjjMdZoDfGGI+zQG+MMR5ngd4YYzzu/wNYvM9vAPLZdAAAAABJRU5ErkJggg==", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "istart_plot=490\n", + "iend_plot=550\n", + "x = list(range(istart_plot, iend_plot))\n", + "for output in outputs:\n", + " plt.plot(x, output_lists[output][istart_plot:iend_plot], label=output)\n", + " plt.title(output)\n", + " plt.legend()\n", + " plt.show()\n", + " plt.close()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Run Unit Tests" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## test the Schaake routine" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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", 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", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "cfe_unit_test = bmi_cfe.BMI_CFE('./cat_58_config_cfe.json')\n", + "cfe_unit_test.initialize()\n", + "cfe_unit_test.run_unit_test(plot=True, print_fluxes=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'Schaake'" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cfe_unit_test.surface_partitioning_scheme" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "GLOBAL MASS BALANCE\n", + " initial volume: 0.7456\n", + " volume input: 0.4548\n", + " volume output: 0.5367\n", + " final volume: 0.6621\n", + " residual: 1.2707e-16\n", + "\n", + "SCHAAKE MASS BALANCE\n", + " surface runoff: 0.0973\n", + " infiltration: 0.3575\n", + "schaake residual: -5.5511e-17\n", + "\n", + "GIUH MASS BALANCE\n", + " vol. into giuh: 0.0973\n", + " vol. out giuh: 0.0957\n", + " vol. end giuh q: 0.0016\n", + " giuh residual: 1.6046e-17\n", + "\n", + "SOIL WATER CONCEPTUAL RESERVOIR MASS BALANCE\n", + " init soil vol: 0.5856\n", + " vol. into soil: 0.3575\n", + "vol.soil2latflow: 0.1733\n", + " vol. soil to gw: 0.2108\n", + " final vol. soil: 0.5590\n", + "vol. soil resid.: 6.3838e-16\n", + "\n", + "NASH CASCADE CONCEPTUAL RESERVOIR MASS BALANCE\n", + " vol. to nash: 0.1733\n", + " vol. from nash: 0.1444\n", + " final vol. nash: 0.0289\n", + "nash casc resid.: 3.4694e-17\n", + "\n", + "GROUNDWATER CONCEPTUAL RESERVOIR MASS BALANCE\n", + "init gw. storage: 0.1600\n", + " vol to gw: 0.2108\n", + " vol from gw: 0.2677\n", + "final gw.storage: 0.1031\n", + " gw. residual: -2.6368e-16\n" + ] + } + ], + "source": [ + "cfe_unit_test.finalize(print_mass_balance=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## test the Xinanjiang Routine" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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", 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", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "cfe_unit_test_x = bmi_cfe.BMI_CFE('./cat_58_config_cfe_x.json')\n", + "cfe_unit_test_x.initialize()\n", + "cfe_unit_test_x.run_unit_test(plot=True, print_fluxes=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'Xinanjiang'" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cfe_unit_test_x.surface_partitioning_scheme" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "GLOBAL MASS BALANCE\n", + " initial volume: 0.7456\n", + " volume input: 0.4548\n", + " volume output: 0.5066\n", + " final volume: 0.6909\n", + " residual: 2.5934e-16\n", + "\n", + "SCHAAKE MASS BALANCE\n", + " surface runoff: 0.0389\n", + " infiltration: 0.4160\n", + "schaake residual: -1.6653e-16\n", + "\n", + "GIUH MASS BALANCE\n", + " vol. into giuh: 0.0389\n", + " vol. out giuh: 0.0359\n", + " vol. end giuh q: 0.0029\n", + " giuh residual: 9.5410e-18\n", + "\n", + "SOIL WATER CONCEPTUAL RESERVOIR MASS BALANCE\n", + " init soil vol: 0.5856\n", + " vol. into soil: 0.4160\n", + "vol.soil2latflow: 0.1933\n", + " vol. soil to gw: 0.2352\n", + " final vol. soil: 0.5732\n", + "vol. soil resid.: 2.2204e-16\n", + "\n", + "NASH CASCADE CONCEPTUAL RESERVOIR MASS BALANCE\n", + " vol. to nash: 0.1933\n", + " vol. from nash: 0.1589\n", + " final vol. nash: 0.0344\n", + "nash casc resid.: 3.6082e-16\n", + "\n", + "GROUNDWATER CONCEPTUAL RESERVOIR MASS BALANCE\n", + "init gw. storage: 0.1600\n", + " vol to gw: 0.2352\n", + " vol from gw: 0.2774\n", + "final gw.storage: 0.1177\n", + " gw. residual: 5.5511e-17\n" + ] + } + ], + "source": [ + "cfe_unit_test_x.finalize(print_mass_balance=True)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3.9.13 64-bit", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.13" + }, + "orig_nbformat": 4, + "vscode": { + "interpreter": { + "hash": "aee8b7b246df8f9039afb4144a1f6fd8d2ca17a180786b69acc140d282b71a49" + } + } + }, + "nbformat": 4, + "nbformat_minor": 2 +}