{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Calliope National Scale Example Model " ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import calliope\n", "\n", "# We increase logging verbosity\n", "calliope.set_log_verbosity('INFO', include_solver_output=False)" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[2021-07-29 16:03:53] INFO Model: initialising\n", "[2021-07-29 16:03:53] INFO Model: preprocessing stage 1 (model_run)\n", "[2021-07-29 16:03:54] INFO NumExpr defaulting to 8 threads.\n", "[2021-07-29 16:03:54] INFO Model: preprocessing stage 2 (model_data)\n", "[2021-07-29 16:03:54] INFO Model: preprocessing complete\n" ] } ], "source": [ "model = calliope.examples.national_scale()" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.Dataset>\n",
       "Dimensions:                         (carriers: 1, coordinates: 2, costs: 1, loc_carriers: 5, loc_techs: 15, loc_techs_area: 3, loc_techs_finite_resource: 5, loc_techs_investment_cost: 7, loc_techs_non_conversion: 15, loc_techs_om_cost: 12, loc_techs_store: 4, loc_techs_supply_plus: 3, loc_techs_transmission: 8, locs: 5, techs: 6, timesteps: 120)\n",
       "Coordinates: (12/16)\n",
       "  * carriers                        (carriers) <U5 'power'\n",
       "  * coordinates                     (coordinates) object 'lon' 'lat'\n",
       "  * costs                           (costs) object 'monetary'\n",
       "  * loc_carriers                    (loc_carriers) object 'region1-3::power' ...\n",
       "  * loc_techs                       (loc_techs) object 'region1-1::csp' ... '...\n",
       "  * loc_techs_area                  (loc_techs_area) object 'region1-1::csp' ...\n",
       "    ...                              ...\n",
       "  * loc_techs_store                 (loc_techs_store) object 'region1-1::csp'...\n",
       "  * loc_techs_supply_plus           (loc_techs_supply_plus) object 'region1-1...\n",
       "  * loc_techs_transmission          (loc_techs_transmission) object 'region1:...\n",
       "  * locs                            (locs) object 'region2' ... 'region1-2'\n",
       "  * techs                           (techs) object 'csp' ... 'free_transmission'\n",
       "  * timesteps                       (timesteps) datetime64[ns] 2005-01-01 ......\n",
       "Data variables: (12/34)\n",
       "    energy_ramping                  (loc_techs) float64 nan nan nan ... nan nan\n",
       "    resource_eff                    (loc_techs_finite_resource) float64 1.0 ....\n",
       "    storage_cap_max                 (loc_techs_store) float64 6.14e+05 ... inf\n",
       "    energy_prod                     (loc_techs) float64 1.0 1.0 1.0 ... 1.0 nan\n",
       "    energy_con                      (loc_techs) float64 nan nan 1.0 ... 1.0 1.0\n",
       "    energy_cap_per_storage_cap_max  (loc_techs_store) int64 1 1 1 4\n",
       "    ...                              ...\n",
       "    lookup_loc_carriers             (loc_carriers) object 'region1-3::csp::po...\n",
       "    lookup_loc_techs                (loc_techs_non_conversion) object 'region...\n",
       "    lookup_loc_techs_area           (locs) object '' '' ... 'region1-2::csp'\n",
       "    timestep_resolution             (timesteps) float64 1.0 1.0 1.0 ... 1.0 1.0\n",
       "    timestep_weights                (timesteps) float64 1.0 1.0 1.0 ... 1.0 1.0\n",
       "    max_demand_timesteps            (carriers) datetime64[ns] 2005-01-05T16:0...\n",
       "Attributes:\n",
       "    calliope_version:    0.6.7-dev\n",
       "    applied_overrides:   \n",
       "    scenario:            None\n",
       "    defaults:            available_area: null\\ncarrier_ratios: false\\ncharge_...\n",
       "    allow_operate_mode:  1
" ], "text/plain": [ "\n", "Dimensions: (carriers: 1, coordinates: 2, costs: 1, loc_carriers: 5, loc_techs: 15, loc_techs_area: 3, loc_techs_finite_resource: 5, loc_techs_investment_cost: 7, loc_techs_non_conversion: 15, loc_techs_om_cost: 12, loc_techs_store: 4, loc_techs_supply_plus: 3, loc_techs_transmission: 8, locs: 5, techs: 6, timesteps: 120)\n", "Coordinates: (12/16)\n", " * carriers (carriers) `region1::ccgt::power` \n", "model.inputs" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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timesteps2005-01-01 00:00:002005-01-01 01:00:002005-01-01 02:00:002005-01-01 03:00:002005-01-01 04:00:002005-01-01 05:00:002005-01-01 06:00:002005-01-01 07:00:002005-01-01 08:00:002005-01-01 09:00:00...2005-01-05 14:00:002005-01-05 15:00:002005-01-05 16:00:002005-01-05 17:00:002005-01-05 18:00:002005-01-05 19:00:002005-01-05 20:00:002005-01-05 21:00:002005-01-05 22:00:002005-01-05 23:00:00
loc_techs_finite_resource
region1-1::csp0.0000.0000.0000.0000.0000.0000.0000.0210600.2638050.434037...0.3220620.079270.0000.0000.0000.0000.0000.0000.0000.000
region1-3::csp0.0000.0000.0000.0000.0000.0000.0000.0000000.0000000.026837...0.1186910.000000.0000.0000.0000.0000.0000.0000.0000.000
region2::demand_power-2254.098-2131.148-2090.164-2131.148-2172.132-2172.132-2213.114-2295.082000-2459.016000-2459.016000...-2295.082000-2459.01600-2909.836-2868.852-2786.886-2745.902-2622.950-2459.016-2254.098-2295.082
region1-2::csp0.0000.0000.0000.0000.0000.0000.0000.0090560.0967550.245351...0.0000000.000000.0000.0000.0000.0000.0000.0000.0000.000
region1::demand_power-25284.480-24387.440-23730.656-23123.040-23119.600-23683.280-24364.720-25249.968000-26090.208000-26870.464000...-37078.160000-38203.12000-39033.520-38631.008-36990.800-35330.832-33623.456-31341.168-29390.624-28132.928
\n", "

5 rows × 120 columns

\n", "
" ], "text/plain": [ "timesteps 2005-01-01 00:00:00 2005-01-01 01:00:00 \\\n", "loc_techs_finite_resource \n", "region1-1::csp 0.000 0.000 \n", "region1-3::csp 0.000 0.000 \n", "region2::demand_power -2254.098 -2131.148 \n", "region1-2::csp 0.000 0.000 \n", "region1::demand_power -25284.480 -24387.440 \n", "\n", "timesteps 2005-01-01 02:00:00 2005-01-01 03:00:00 \\\n", "loc_techs_finite_resource \n", "region1-1::csp 0.000 0.000 \n", "region1-3::csp 0.000 0.000 \n", "region2::demand_power -2090.164 -2131.148 \n", "region1-2::csp 0.000 0.000 \n", "region1::demand_power -23730.656 -23123.040 \n", "\n", "timesteps 2005-01-01 04:00:00 2005-01-01 05:00:00 \\\n", "loc_techs_finite_resource \n", "region1-1::csp 0.000 0.000 \n", "region1-3::csp 0.000 0.000 \n", "region2::demand_power -2172.132 -2172.132 \n", "region1-2::csp 0.000 0.000 \n", "region1::demand_power -23119.600 -23683.280 \n", "\n", "timesteps 2005-01-01 06:00:00 2005-01-01 07:00:00 \\\n", "loc_techs_finite_resource \n", "region1-1::csp 0.000 0.021060 \n", "region1-3::csp 0.000 0.000000 \n", "region2::demand_power -2213.114 -2295.082000 \n", "region1-2::csp 0.000 0.009056 \n", "region1::demand_power -24364.720 -25249.968000 \n", "\n", "timesteps 2005-01-01 08:00:00 2005-01-01 09:00:00 ... \\\n", "loc_techs_finite_resource ... \n", "region1-1::csp 0.263805 0.434037 ... \n", "region1-3::csp 0.000000 0.026837 ... \n", "region2::demand_power -2459.016000 -2459.016000 ... \n", "region1-2::csp 0.096755 0.245351 ... \n", "region1::demand_power -26090.208000 -26870.464000 ... \n", "\n", "timesteps 2005-01-05 14:00:00 2005-01-05 15:00:00 \\\n", "loc_techs_finite_resource \n", "region1-1::csp 0.322062 0.07927 \n", "region1-3::csp 0.118691 0.00000 \n", "region2::demand_power -2295.082000 -2459.01600 \n", "region1-2::csp 0.000000 0.00000 \n", "region1::demand_power -37078.160000 -38203.12000 \n", "\n", "timesteps 2005-01-05 16:00:00 2005-01-05 17:00:00 \\\n", "loc_techs_finite_resource \n", "region1-1::csp 0.000 0.000 \n", "region1-3::csp 0.000 0.000 \n", "region2::demand_power -2909.836 -2868.852 \n", "region1-2::csp 0.000 0.000 \n", "region1::demand_power -39033.520 -38631.008 \n", "\n", "timesteps 2005-01-05 18:00:00 2005-01-05 19:00:00 \\\n", "loc_techs_finite_resource \n", "region1-1::csp 0.000 0.000 \n", "region1-3::csp 0.000 0.000 \n", "region2::demand_power -2786.886 -2745.902 \n", "region1-2::csp 0.000 0.000 \n", "region1::demand_power -36990.800 -35330.832 \n", "\n", "timesteps 2005-01-05 20:00:00 2005-01-05 21:00:00 \\\n", "loc_techs_finite_resource \n", "region1-1::csp 0.000 0.000 \n", "region1-3::csp 0.000 0.000 \n", "region2::demand_power -2622.950 -2459.016 \n", "region1-2::csp 0.000 0.000 \n", "region1::demand_power -33623.456 -31341.168 \n", "\n", "timesteps 2005-01-05 22:00:00 2005-01-05 23:00:00 \n", "loc_techs_finite_resource \n", "region1-1::csp 0.000 0.000 \n", "region1-3::csp 0.000 0.000 \n", "region2::demand_power -2254.098 -2295.082 \n", "region1-2::csp 0.000 0.000 \n", "region1::demand_power -29390.624 -28132.928 \n", "\n", "[5 rows x 120 columns]" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Individual data variables can be accessed easily, `to_pandas()` reformats the data to look nicer\n", "model.inputs.resource.to_pandas()" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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timesteps2005-01-01 00:00:002005-01-01 01:00:002005-01-01 02:00:002005-01-01 03:00:002005-01-01 04:00:002005-01-01 05:00:002005-01-01 06:00:002005-01-01 07:00:002005-01-01 08:00:002005-01-01 09:00:00...2005-01-05 14:00:002005-01-05 15:00:002005-01-05 16:00:002005-01-05 17:00:002005-01-05 18:00:002005-01-05 19:00:002005-01-05 20:00:002005-01-05 21:00:002005-01-05 22:00:002005-01-05 23:00:00
techs
csp0.0000.0000.000.0000.0000.0000.0000.0301160.360560.706225...0.4407530.079270.0000.000.0000.0000.0000.0000.0000.00
demand_power-27538.578-26518.588-25820.82-25254.188-25291.732-25855.412-26577.834-27545.050000-28549.22400-29329.480000...-39373.242000-40662.13600-41943.356-41499.86-39777.686-38076.734-36246.406-33800.184-31644.722-30428.01
\n", "

2 rows × 120 columns

\n", "
" ], "text/plain": [ "timesteps 2005-01-01 00:00:00 2005-01-01 01:00:00 2005-01-01 02:00:00 \\\n", "techs \n", "csp 0.000 0.000 0.00 \n", "demand_power -27538.578 -26518.588 -25820.82 \n", "\n", "timesteps 2005-01-01 03:00:00 2005-01-01 04:00:00 2005-01-01 05:00:00 \\\n", "techs \n", "csp 0.000 0.000 0.000 \n", "demand_power -25254.188 -25291.732 -25855.412 \n", "\n", "timesteps 2005-01-01 06:00:00 2005-01-01 07:00:00 2005-01-01 08:00:00 \\\n", "techs \n", "csp 0.000 0.030116 0.36056 \n", "demand_power -26577.834 -27545.050000 -28549.22400 \n", "\n", "timesteps 2005-01-01 09:00:00 ... 2005-01-05 14:00:00 \\\n", "techs ... \n", "csp 0.706225 ... 0.440753 \n", "demand_power -29329.480000 ... -39373.242000 \n", "\n", "timesteps 2005-01-05 15:00:00 2005-01-05 16:00:00 2005-01-05 17:00:00 \\\n", "techs \n", "csp 0.07927 0.000 0.00 \n", "demand_power -40662.13600 -41943.356 -41499.86 \n", "\n", "timesteps 2005-01-05 18:00:00 2005-01-05 19:00:00 2005-01-05 20:00:00 \\\n", "techs \n", "csp 0.000 0.000 0.000 \n", "demand_power -39777.686 -38076.734 -36246.406 \n", "\n", "timesteps 2005-01-05 21:00:00 2005-01-05 22:00:00 2005-01-05 23:00:00 \n", "techs \n", "csp 0.000 0.000 0.00 \n", "demand_power -33800.184 -31644.722 -30428.01 \n", "\n", "[2 rows x 120 columns]" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# To reformat the array, deconcatenating loc_techs / loc_tech_carriers, you can use model.get_formatted_array()\n", "# You can then apply loc/tech/carrier only operations, like summing information over locations: \n", "model.get_formatted_array('resource').sum('locs').to_pandas()" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[2021-07-29 16:03:54] INFO Backend: starting model run\n", "[2021-07-29 16:03:54] INFO Loading sets\n", "[2021-07-29 16:03:54] INFO Loading parameters\n", "[2021-07-29 16:03:54] INFO constraints are loaded in the following order: ['capacity', 'dispatch', 'policy', 'energy_balance', 'costs', 'network', 'conversion', 'group', 'conversion_plus', 'export', 'milp']\n", "[2021-07-29 16:03:54] INFO creating capacity constraints\n", "[2021-07-29 16:03:54] INFO creating dispatch constraints\n", "[2021-07-29 16:03:54] INFO creating policy constraints\n", "[2021-07-29 16:03:54] INFO creating energy_balance constraints\n", "[2021-07-29 16:03:54] INFO creating costs constraints\n", "[2021-07-29 16:03:55] INFO creating network constraints\n", "[2021-07-29 16:03:55] INFO creating conversion constraints\n", "[2021-07-29 16:03:55] INFO creating group constraints\n", "[2021-07-29 16:03:55] INFO creating conversion_plus constraints\n", "[2021-07-29 16:03:55] INFO creating export constraints\n", "[2021-07-29 16:03:55] INFO creating milp constraints\n", "[2021-07-29 16:03:55] INFO Backend: model generated. Time since start of model run: 0:00:00.580078\n", "[2021-07-29 16:03:55] INFO Backend: sending model to solver\n", "[2021-07-29 16:03:55] INFO Backend: solver finished running. Time since start of model run: 0:00:01.238192\n", "[2021-07-29 16:03:55] INFO Backend: loaded results\n", "[2021-07-29 16:03:55] INFO Backend: generated solution array. Time since start of model run: 0:00:01.336960\n", "[2021-07-29 16:03:55] INFO Postprocessing: started\n", "[2021-07-29 16:03:56] INFO Postprocessing: All values < 1e-10 set to 0 in energy_cap, carrier_prod, carrier_con, cost, storage, cost_var, system_balance, cost_var_rhs\n", "[2021-07-29 16:03:56] INFO Postprocessing: ended. Time since start of model run: 0:00:01.455625\n" ] } ], "source": [ "# Solve the model. Results are loaded into `model.results`. \n", "# By including logging (see package importing), we can see the timing of parts of the run, as well as the solver's log\n", "model.run()" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.Dataset>\n",
       "Dimensions:                                 (carriers: 1, costs: 1, loc_carriers: 5, loc_carriers_system_balance_constraint: 5, loc_tech_carriers_con: 11, loc_tech_carriers_prod: 13, loc_techs: 15, loc_techs_area: 3, loc_techs_balance_demand_constraint: 2, loc_techs_cost: 13, loc_techs_cost_investment_constraint: 7, loc_techs_investment_cost: 7, loc_techs_om_cost: 12, loc_techs_store: 4, loc_techs_supply_plus: 3, techs: 12, timesteps: 120)\n",
       "Coordinates: (12/17)\n",
       "  * loc_carriers                            (loc_carriers) object 'region1-1:...\n",
       "  * loc_carriers_system_balance_constraint  (loc_carriers_system_balance_constraint) object ...\n",
       "  * loc_tech_carriers_con                   (loc_tech_carriers_con) object 'r...\n",
       "  * loc_tech_carriers_prod                  (loc_tech_carriers_prod) object '...\n",
       "  * loc_techs_balance_demand_constraint     (loc_techs_balance_demand_constraint) object ...\n",
       "  * loc_techs_cost                          (loc_techs_cost) object 'region1-...\n",
       "    ...                                      ...\n",
       "  * techs                                   (techs) object 'ac_transmission' ...\n",
       "  * costs                                   (costs) object 'monetary'\n",
       "  * loc_techs                               (loc_techs) object 'region1-1::cs...\n",
       "  * loc_techs_area                          (loc_techs_area) object 'region1-...\n",
       "  * timesteps                               (timesteps) datetime64[ns] 2005-0...\n",
       "  * carriers                                (carriers) <U5 'power'\n",
       "Data variables: (12/20)\n",
       "    energy_cap                              (loc_techs) float64 1e+04 ... 3.9...\n",
       "    carrier_prod                            (loc_tech_carriers_prod, timesteps) float64 ...\n",
       "    carrier_con                             (loc_tech_carriers_con, timesteps) float64 ...\n",
       "    cost                                    (costs, loc_techs_cost) float64 9...\n",
       "    resource_area                           (loc_techs_area) float64 1.304e+0...\n",
       "    storage_cap                             (loc_techs_store) float64 2.443e+...\n",
       "    ...                                      ...\n",
       "    cost_investment_rhs                     (costs, loc_techs_cost_investment_constraint) float64 ...\n",
       "    cost_var_rhs                            (costs, loc_techs_om_cost, timesteps) float64 ...\n",
       "    capacity_factor                         (timesteps, loc_tech_carriers_prod) float64 ...\n",
       "    systemwide_capacity_factor              (carriers, techs) float64 nan ......\n",
       "    systemwide_levelised_cost               (carriers, costs, techs) float64 ...\n",
       "    total_levelised_cost                    (carriers, costs) float64 0.06701\n",
       "Attributes:\n",
       "    termination_condition:     optimal\n",
       "    objective_function_value:  277048.48266\n",
       "    solution_time:             1.33696\n",
       "    time_finished:             2021-07-29 16:03:55\n",
       "    calliope_version:          0.6.7-dev\n",
       "    applied_overrides:         \n",
       "    scenario:                  None\n",
       "    defaults:                  available_area: null\\ncarrier_ratios: false\\nc...\n",
       "    allow_operate_mode:        1\n",
       "    model_config:              calliope_version: 0.6.7\\nname: National-scale ...\n",
       "    run_config:                backend: pyomo\\nbigM: 1000000.0\\ncyclic_storag...
" ], "text/plain": [ "\n", "Dimensions: (carriers: 1, costs: 1, loc_carriers: 5, loc_carriers_system_balance_constraint: 5, loc_tech_carriers_con: 11, loc_tech_carriers_prod: 13, loc_techs: 15, loc_techs_area: 3, loc_techs_balance_demand_constraint: 2, loc_techs_cost: 13, loc_techs_cost_investment_constraint: 7, loc_techs_investment_cost: 7, loc_techs_om_cost: 12, loc_techs_store: 4, loc_techs_supply_plus: 3, techs: 12, timesteps: 120)\n", "Coordinates: (12/17)\n", " * loc_carriers (loc_carriers) object 'region1-1:...\n", " * loc_carriers_system_balance_constraint (loc_carriers_system_balance_constraint) object ...\n", " * loc_tech_carriers_con (loc_tech_carriers_con) object 'r...\n", " * loc_tech_carriers_prod (loc_tech_carriers_prod) object '...\n", " * loc_techs_balance_demand_constraint (loc_techs_balance_demand_constraint) object ...\n", " * loc_techs_cost (loc_techs_cost) object 'region1-...\n", " ... ...\n", " * techs (techs) object 'ac_transmission' ...\n", " * costs (costs) object 'monetary'\n", " * loc_techs (loc_techs) object 'region1-1::cs...\n", " * loc_techs_area (loc_techs_area) object 'region1-...\n", " * timesteps (timesteps) datetime64[ns] 2005-0...\n", " * carriers (carriers) \n", "DatetimeIndex: 120 entries, 2005-01-01 00:00:00 to 2005-01-05 23:00:00\n", "Data columns (total 9 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 ac_transmission:region1 120 non-null float64\n", " 1 ac_transmission:region2 120 non-null float64\n", " 2 battery 120 non-null float64\n", " 3 ccgt 120 non-null float64\n", " 4 csp 120 non-null float64\n", " 5 free_transmission:region1 120 non-null float64\n", " 6 free_transmission:region1-1 120 non-null float64\n", " 7 free_transmission:region1-2 120 non-null float64\n", " 8 free_transmission:region1-3 120 non-null float64\n", "dtypes: float64(9)\n", "memory usage: 13.4 KB\n" ] } ], "source": [ "# We can sum power output over all locations and turn the result into a pandas DataFrame\n", "df_power = model.get_formatted_array('carrier_prod').loc[{'carriers':'power'}].sum('locs').to_pandas().T\n", "\n", "#The information about the dataframe tells us about the amount of data it holds in the index and in each column\n", "df_power.info()" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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techsac_transmission:region1ac_transmission:region2batteryccgtcspfree_transmission:region1free_transmission:region1-1free_transmission:region1-2free_transmission:region1-3
timesteps
2005-01-01 00:00:002254.0980.00.027936.3600.00.00.00.00.0
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" ], "text/plain": [ "techs ac_transmission:region1 ac_transmission:region2 \\\n", "timesteps \n", "2005-01-01 00:00:00 2254.098 0.0 \n", "2005-01-01 01:00:00 2131.148 0.0 \n", "2005-01-01 02:00:00 2090.164 0.0 \n", "2005-01-01 03:00:00 2131.148 0.0 \n", "2005-01-01 04:00:00 2172.132 0.0 \n", "\n", "techs battery ccgt csp free_transmission:region1 \\\n", "timesteps \n", "2005-01-01 00:00:00 0.0 27936.360 0.0 0.0 \n", "2005-01-01 01:00:00 0.0 26894.673 0.0 0.0 \n", "2005-01-01 02:00:00 0.0 26189.672 0.0 0.0 \n", "2005-01-01 03:00:00 0.0 25630.273 0.0 0.0 \n", "2005-01-01 04:00:00 0.0 25675.049 0.0 0.0 \n", "\n", "techs free_transmission:region1-1 free_transmission:region1-2 \\\n", "timesteps \n", "2005-01-01 00:00:00 0.0 0.0 \n", "2005-01-01 01:00:00 0.0 0.0 \n", "2005-01-01 02:00:00 0.0 0.0 \n", "2005-01-01 03:00:00 0.0 0.0 \n", "2005-01-01 04:00:00 0.0 0.0 \n", "\n", "techs free_transmission:region1-3 \n", "timesteps \n", "2005-01-01 00:00:00 0.0 \n", "2005-01-01 01:00:00 0.0 \n", "2005-01-01 02:00:00 0.0 \n", "2005-01-01 03:00:00 0.0 \n", "2005-01-01 04:00:00 0.0 " ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Using .head() to see the first few rows of power generation and demand\n", "\n", "# Note: power output in ac_transmission:region1 is power received by the high voltage line at any location connected to `r1`\n", "\n", "df_power.head()" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[2021-07-29 16:03:56] WARNING /Users/brynmorp/Repos/calliope-project/calliope/calliope/postprocess/plotting/plotting.py:105: FutureWarning:\n", "\n", "Plotting will no longer be available as a method of the Calliope model object infuture versions of Calliope. In the meantime, as of v0.6.6, plotting is untested; this functionality should now be used with caution. We expect to reintroduce it as a seperate module in v0.7.0.\n", "\n", "\n" ] }, { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "displaylogo": false, "linkText": "Export to plot.ly", "modeBarButtonsToRemove": [ "sendDataToCloud" ], "plotlyServerURL": "https://plot.ly", "showLink": false }, "data": [ { "legendgroup": "demand_power", "line": { "color": "#072486" }, "name": "Power demand", "type": "scatter", "uid": "6ad0ee3b-7913-4438-8930-5e9e2ea43cd0", "visible": true, "x": [ "2005-01-01", "2005-01-01 01:00:00", "2005-01-01 02:00:00", "2005-01-01 03:00:00", "2005-01-01 04:00:00", "2005-01-01 05:00:00", "2005-01-01 06:00:00", "2005-01-01 07:00:00", "2005-01-01 08:00:00", "2005-01-01 09:00:00", "2005-01-01 10:00:00", "2005-01-01 11:00:00", "2005-01-01 12:00:00", "2005-01-01 13:00:00", "2005-01-01 14:00:00", "2005-01-01 15:00:00", "2005-01-01 16:00:00", "2005-01-01 17:00:00", "2005-01-01 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zBnO5E65lyj5SZDJxEcNzR4wYEeGMyHad+hQBERABEYh/BCQ449+YqkciIAIiECYBZjPl3DquI0nPlaNnjaKJGUcpLDj379NPPzXhtBR6fNF716RJE7PkhR1OyhvZXlDHY3YD7GP2p33c8TPkOS7xwaVRKHTo6bSNAskWm/Y19qddJiKfdntDlnWsi9sDBw403keKTr5oDDOlgHMMs+Vxev8oOG3vII/RuE/B6egdDDwT+G7f0/50PBfeNkOf//zzT1OEAphZcR2Xi+EJziVlFlwuAfPLL7+Ysux7o0aN0L59e7Nvv3HM2QYy5vfANgpmCmpm3HX06vI8H1YMGzYMI0eOxPLly0HvL43fHXpGGXZMs3lHto/mYr2JgAiIgAjEeQJu1n9awVMPxvkuqQMiIAIiIAIRIcDwSs7ppFeT2VZDSyTk7e2NU6dOmeo4z8+ewxeR+qNbhv89MdkO55NmyZIl2PIk0a07MtdTbNEryLmOtoiKzPUxWdZeB3T06NFG/Hp5eRk2oSU3su9LjkxoxFBoerlD87TaZaP6ye8Jv0v8fpCRnbwoqvXpOhEQAREQgfhDQB7O+DOW6okIiIAIRIoAPWP2chphXWjP1QvrvDOP0yPGpDWRWTvUGe1hKKrjfEdn3CMqdbJdfD3OyNFOxvS4slE9z+9JaEuwRLU+XScCIiACIhB/CChpUPwZS/VEBERABERABERABERABERABFyKgDycLjUcaowIiIAIiIAIhE2gRo0axlv5pEN7w26hzoiACIiACIhAcAKawxmch/ZEQAREQAREQAREQAREQAREQARiiIBCamMIpKoRAREQAREQAREQAREQAREQAREITkCCMzgP7YmACIiACIiACIiACIiACIiACMQQAQnOGAKpakRABERABERABERABERABERABIITkOAMzkN7IiACIiACIiACIiACIiACIiACMURAgjOGQKoaERABERABERABERABERABERCB4AQkOIPz0J4IiIAIiIAIiIAIiIAIiIAIiEAMEZDgjCGQqkYEREAEREAEREAEREAEREAERCA4AQnO4Dy0JwIiIAIiIAIiIAIiIAIiIAIiEEMEJDhjCKSqEQEREAEREAEREAEREAEREAERCE5AgjM4D+2JgAiIgAiIgAiIgAiIgAiIgAjEEIHEMVRPgq5mxaZDCbr/CaHztSoWSgjdVB9FQAREQAREQAREQAREIEYJyMMZTZwSm9EEGEcu1zjHkYFSM0VABERABERABERABFyKgDycMTgc8oLFIEwXqkpi04UGQ00RAREQAREQAREQARGIUwTk4Yyh4ZLYjCGQqkYEREAEREAEREAEREAERCDeEJDgjDdDqY6IgAiIgAiIgAiIgAiIgAiIgGsRkOB0rfFQa0RABERABERABERABERABEQg3hCQ4Iw3Q6mOiIAIiIAIiIAIiIAIiIAIiIBrEZDgdK3xUGtEQAREQAREQAREQAREQAREIN4QkOCMN0OpjoiACIiACIiACIiACIiACIiAaxGQ4HSt8VBrREAEREAEREAEREAEREAERCDeEJDgjDdDqY6IgAiIgAiIgAiIgAiIgAiIgGsRSOxazVFrRMA5BC5fvoxZs2aFWbmbmxtat26NZMmShVlGJ0RABERABERABERABERABCJHQIIzcrxUOo4SyJgxIzZu3IjTp0+H2oNy5cpJbIZKRgdFQAREQAREQAREQAREIOoEFFIbdXa6Mg4RoAezZcuWYba4VatWYZ7TCREQAREQAREQAREQAREQgagRkOCMGrdoX9WpUyeMGTMG7733Hho2bIh+/frh7t27pt579+5hyJAhaNKkCZo2bYoRI0bA29vbnGO5BQsWBJVjPQcOHDD7e/fuRdeuXREQEAAfHx9Tf4sWLUyo6K+//opbt26Zcjt27ECPHj2Mx+/TTz9Fr169zPH4/larVi1ky5btkW6WKFECpUqVeuS4DoiACIiACIiACIiACIiACESPgARn9PhF+eqjR49i27ZtoCB84403sHXrVixfvtzURyHKcx07dkTbtm2xbt06TJw40ZxLnTq1EYrc2bJlCw4fPowVK1aYczt37oSnpyfozRs/fjw2bdpkBOhHH32EDRs2YN68eabcnTt3sGvXLowePRr58+cHw0kTgiVKlMjwDtlXeTdDEtG+CIiACIiACIiACIiACMQMAQnOmOEYpVooKOvUqYNmzZqhevXq2L59u/FOLl261Hg9ea5evXqoX78+lixZYu5RpkwZ0JNJoxCtUKEC1q5da/b3798PnqfNnz8fVatWRYYMGZA0aVJz3C7H8ylSpMDYsWPRpk0b40XlsYRgdevWRaZMmYK6WqhQIcMw6IA2REAEREAEREAEREAEREAEYoyABGeMoYxeRblz58ahQ4dw48YNEz5btGjRoAqLFClijj948MAIR4bGHjt2DJs3bzYeTIbiHjx4ELbgZB0My12/fj1GjhxpXnv27EGSJEmC6qS3z3E/6EQ830icOLER+HY35d20SehTBERABERABERABERABGKegLLUxjzTKNV45MgR441MlSoVKAZPnjwZNK+Q28mTJzfhsgyZzZs3L6ZMmYKcOXMie/bsqFy5Mv7880/cv38fFKoMqaWwevfdd825KDUoHl/UoEEDTJ06FWnTphWfeDzO6poIiIAIiIAIiIAIiMCTJyAP5xMcA3opb9++bcJlOd+yWrVqRmyWL18eCxcuxIkTJ0AhyhDbihUrBrWUYbOrV682IbM8yHBc7hcvXtwITQrWSpUqYdy4caYOX19fk1iI8zplMJ5dJmRi1lqKc5kIiIAIiIAIiIAIiIAIiIBzCMjD6RyuEaqVXjYm7nF3dzdzNRs1amSu69atG/r06WMy2PIAhWSHDh2C6ixbtixmzZplBCoPUqDSA2rP3+Sx7t27Y+jQoWjXrh13zT04J9S2hC60GjduDA8PDxuHPkVABERABERABERABERABJxAwM1aQiPACfUmmCpXbDpk+lqrYqFI9ZnJgAYNGoR8+fKZpD6hzae8evWq8cClT58+UnU7Fua8z2vXroF1SGA5kon4dlTHOOJ3UEkREAEREAEREAEREAERiJ8E5OF8wuOaJk2aMFvADLPRNc75zJIlS3Sr0fUiIAIiIAIiIAIiIAIiIAIiEGkCmsMZaWQxc0HXrl2RK1eumKlMtYiACIiACIiACIiACIiACIiACxKQh/MJDcpLL730hO6s24qACIiACIiACIiACIiACIhA7BCQhzN2OOsuIiACIiACIiACIiACIiACIpDgCEhwJrghV4dFQAREQAREQAREQAREQAREIHYISHDGDmfdRQREQAREQAREQAREQAREQAQSHAEJzgQ35OqwCIiACIiACIiACIiACIiACMQOAQnO2OGsu4iACIiACIiACIiACIiACIhAgiMgwZnghlwdFgEREAEREAEREAEREAEREIHYISDBGTucdRcREAEREAEREAEREAEREAERSHAEJDgT3JCrwyIgAiIgAiIgAiIgAiIgAiIQOwQSx85t4v9dVmw6FP87qR6KgAiIgAiIgAiIgAiIgAiIQCQIyMMZCVihFa1VsVBoh3UsnhHQOMezAVV3REAEREAEREAEREAEYoWAW4BlsXIn3UQEREAEREAEREAEREAEREAERCBBEZCHM0ENtzorAiIgAiIgAiIgAiIgAiIgArFHQIIz9ljrTiIgAiIgAiIgAiIgAiIgAiKQoAhIcCao4VZnRUAEREAEREAEREAEREAERCD2CEhwxh5r3UkEREAEREAEREAEREAEREAEEhQBCc4ENdzqrAiIgAiIgAiIgAiIgAiIgAjEHgEJzthjrTuJgAiIgAiIgAiIgAiIgAiIQIIiIMGZoIZbnRUBERABERABERABERABERCB2COQOPZupTuJgAiIgAiIgAiIgAiIQNwhsGXLFty5cyfCDX7mmWeQPHnyCJdXQRFICAQkOBPCKKuPIiACIiACIiACIiACkSawefNmXLlyJcLXlShRQoIzwrRUMKEQUEhtQhlp9VMEREAEREAEREAEREAEEjCBkydPYtOmTS5NIC60MbIAJTgjS0zlRUAEREAEREAEREAERCAGCfj6+uL555/H1q1bg9U6ZcoUdOzYMdix2NiZOXMmZs+eHRu3itV7MET6119/jdV7RvZmcaGNke2TQmojS0zlRUAEREAEREAEREAERCAWCAQEBICv2LYjR44gcWLJhNjmHl/vp29SfB1Z9UsEREAEREAEnEHA7ybgf+9hzYlSAe5KkvIQSHzY8oXfhZHBOpIoa2drXz8bg0GJ5Z0dO3Zg4sSJKFmyJJYsWWLmijZr1gz169c3Lfnll19w48YNeHl5YdeuXciTJw+6deuGWbNmYePGjcibNy/eeecdlCpVypQ/d+4cRowYgX379iF//vx48cUXUadOHVN2w4YNpszBgweRPn16fP3114/0tlOnTihdujT+/fdfXLhwAUyY1KNHj6A5rAsWLMC0adNw9epVFClSBN27d0euXLnA4/Tkfv7556ZOtiFdunRo3bq12X///fdNO1n3mjVrjEfy0qVLePbZZ/HKK6+gYMGCphzv36JFCxMie/z4cXz00Ud46qmngrXT29sbY8aMwYoVK8xx3idZsmRBZcKqn6wnTJgAzskla4rvd9991/D9+++/QY8029K0aVNT15kzZ9C3b1+wnf7+/ihcuLBhz/4+btwe18agxsbhDYXUxuHBU9NFQAREQAREILYJ+J7piytbamLTnJfhvacK/K7+GdtN0P2cTSDAzxKcw/Hl0PUYMnYlbp0cBVjHZE+WALPl7t27FxSKFGXVqlXDyJEj4ePjYxpGsbNy5UoUK1YMX375pTneuXNnJE2aFL169TLCkYKVRsHEYylSpMCgQYOMaP3+++9N3RR0fBUtWhTt2rVDq1atzDUh344ePYpt27YZ0ffGG28YEbl8+XJTjMeHDRuG2rVro0+fPnBzc8Nnn31m7pstWzasW7cO9+/fB8XWwoULjQilJ5fCjX2kWN6/fz8GDBhg2jZ48GB4enqCn7bx/t988w08PDwMi9CyA7O/q1evxuuvv47+/fsjd+7c9uXh1k/WFOKXL182IrpixYrmXhSubdu2BYX+zz//jGvXrpn6KEgZEj1w4EDDk/0dPny4Ofe4cQuvjUGNjeMbelQVxwdQzRcBERABERCB2CbQZ2oF/PxPMWRLdxf1q93ACzX/Qs3iR5A8aWBL3FNVh1uqKrHdLN0vBgks2Z4Lg2eVscI5gR9ml8L77bagfetnkCqFZwzeRVVFlkDq1KmDPINPP/00/vjjDyOM6A2kUfTYAvHw4cNwd3c3nkWeo/D8+OOPjeijIDx//rzxwvEchRhf9Pg1b94cGTNmNF698uXL83SYxvmlZcqUMecpFrdv346XXnoJixcvNqL1rbfeMufoWWzfvr0Rk8WLFzftOnDggFlyhl7Js2fPgt7U06dPG09s2rRpjaCj8GV5CuQqVapg/vz5xpuaNWtWUy9FLI+HZYsWLTKeSApEGkWs7e2cN2+eaWNo9bMsWffu3ZubxjPL8hTp2bNnN8cmT56M3bt3o3r16mB76GkmV3p7kyRJAvK3LbxxC6+N9vVx/VOCM66PoNovAiIgAq5CwO86/O9sC2qNm3sKuKWsGLSvjfhBYMv+xBi3uKjpzPlryTFhzl3rdRjJPH1RvcR5DHxrI4qUS4FEEpxxdsCvXruHzqOrGbHJTly5mRSffb8GQ8YsQ5eGB9D+hUNIlcwHnsWsMMXEGeJsP12p4RSG9Ir5+QX3JHM/rLmUiRIlMsKGnsLQjKGjDO+0jYKTwo11UhTxenrXbKMH0faW2sci80nBaicaoreVYbS25cuXz3go6TGkOKYXds+ePUb01qxZEwyJpdi9d++eOc/r2EbWQy+ubayTIbq24AzNq2mXvX37NviyQ4jt4/ZnePXbZexPsqM5zqflMZv9zp07jVc5U6ZMJpyW4+nI3q6Hn47j9rg2Ol4Xl7clOOPy6KntIiACIuBCBALuH4HvsffwiyVGyj11BeWKp4Vn0UUu1EI1JboEfP380W1YCvgHuKHHKzvxapWjWHz4LSxYcxMUov9sy4WklvCcWi66d9L1T5JAp8+W4IL1MKFa8fOY++UCrNqdHYMWtMX6rWfRd2opjF1YAFt/mI4MsNyfshghQIHCuZIUQY7GfYqYsIwiNSpGjyNDUYcOHRqqoA1N/D7uPkw0lCFD4AMI1s/lPWy7ePEiHjx4gDRp0phD9IpSpB07dgxvvvmm8SCOGjXKzK9keC6NPNj3Tz75xOxH9i1lypTGU8t7h2bh1c+Q38eZI3vOk6WwtcOHGcZLb2pYZl/7uDaGdX1cO645nHFtxNReERABEXBhAvM258GHPz+Lmr0aoXT7Z/DFdwuxY8138Dv/feDr0hgXbr2a9jgCIyZswe6jiZE3yy30bLIdJfN6oefbKbFytD82DJ6JJB5+mLMpH3YfeehVeVydOu9aBH6dsQuzlxxB6uQP8FPnVXB3C0CtUmex/PfmlvhcasaeYnTU/BKu1fB40Bom3Zk+fTo4N5GeSCb6odeP8wdj2iiO6DnlPEPby7Zq1SosW7bM3KpAgQImJPTu3bu4cuVKmLenYOT1TKzD9S05r5TGNnMOJNt//fp1TJ06FalSpTKeTZ4vW7asSaaTJUsW8MXQXZZj322PJJMEcU4qX+RB4cglTcISkKw3pJUrVw4MhWV4K0N42UfbYqJ+uy4Kx5s3b5qETSdOnMA///xjPNb2+fA+w2tjeNfFpXMSnHFptNRWERABEXBhAjfv+OJ/4x/OpTl+Phm+HbsDldr4ouzrlzHh9+Xwu/yrC/dATQuPwKmzN9B/+BpTZGjbdSaE1rF88dxeaFtvvwnDHDjhgeMpbccRAsdPX0ePfktMawe/ux65Mt0O1vIaJS9gVKfV5tiP80ri+i2NczBA0dxhFlRmNe3QoQMaNGiAL774AvXq1TMvu2rbM2bv89M+Zn/a57hPz2loRk8jEwtxDiKzrfL1ww8/BJWnGGPoZ6NGjUyCotDq4DEKSV7LhEMUmyxP41xSzmns16+fyeS6fv36oCRFPM8srgz55fxHGsVv5cqVTbZcClNazZo1jfeTiYJeeOEFk8WWnkO2i8b+heyzOeHw1rhxY+M1Zkbbnj17Bisfkfodqnpk0/H+r776qkkgxKy5Xbp0CQq1tS8KrZ32sfDaaF8f1z/drFhkxUPE9VFU+0VABETABQh88PlkjP7jNJ4udAn/9J2HTcfLY9aOVzFr0R5cvpEMSS3v184xK5CnWuATdBdospoQCQKvtpuOBSuOoEktb4zv9FvQlYlyfA48OGM9TJiAi9eToVSX5rj/IDE2zm6D0kWzBJXThmsT8PMLwHOtJmPD1jNo+kJhjHvnf8Ea7Fl6Hx7ssmKlA+6jUb8GWLErB3p1LIsvP6wfrFx829myZYtJbBPRftFLGd68wojUw6ymXNokc+bMZo5mRK6JThl65jh3kyGmtgiy62MWVmay5fzOkEYxzAy3nJ/J+YxMlBPSOCeTdTAzbci6Q5YNa59ShV5WClR6EiNrnLNKryh5hjYfNrr12+1hPcwgzLBie86nfe5xn49r4+Oud/XzmsPpMEL8MvMfleP6PPwHz4xbXJdIJgIiIAIiEDqBzTvOYsyfZ+CRyB/D269FYuuzaonrqPlSOXzzyqdo8nU9LN+ZA0Nn5sewwIir0CvSUZckMOufg0Zspk2dFIM6Bi4DEFpDs6S9h7Z192PE3JLGGzp9dJPQiumYKxGwkn35HHkL3/+ZwxKbuZA9gw9+6GP95jkRdiM/bb7VCM4ff92Drm1qIH3ah+sahn1V3DzDTLCxbfwtyldsGTOohmWci/k4s+dlhlaOv6kdf1eHVuZxxyhUw5vH+rjr6RG1M8uGVja69dt1sp4cOXLYu5H6fFwbI1WZCxYO3c/ugg2NqSbR9U83P9Mu23bq1CkwbXPLli1NKADX9GGsOI1ZsxzX/LGv0acIiIAIiEAgAR9ff3T6bKGVkS8A3V7eDYZWOhrF58A3N5q5YBMX58H5S8HD9BzLatu1CATc+RfXz85Bjz5zTcP6vV8GWdKHPz+ze6NdSJHUDfOWHcb2vcEToLhW79QaQyDAFzuscRo4JYflgQJGd16N9GkCM3KGRegZK4qhbrnTuHXHB0N+3hhWMR2P5wS6du1qQoDjeTfVvRggkKAEJ+O+f/vtYRiQzY8x63Yq57Fjx5pJz5z8LBMBERABEXg8gaG/bMKeg5eRP1dyk0gmtCuK5b6GRpVOWKGW7vh+zIbQiuiYCxLwu/Qzvhz0J85d9gFFxjsv3HhsKzOnsbycryQ2czkHjFj72PIq8GQJ3Lvvi/dG1ISPnzs6NNhjJQg6H6EGfdpsa6BA/W0rLl25E6FrVCh+EeB6m3ZW2vjVM/UmpgkkGMHJzFRDhgwxE4YdId64ccNMmH7ttdeMyz9v3ryoWrWqyarlWM7e3rBhA7jIbXipju2y+hQBERCB+E7g6Mlr+HrkWvPDc8RnRR9JJOPY/4+bbDNeznHTdsjL6QjGhbe3HkyCX/4pZkKlh7VbayUUiVhjP3jdEymSeWD+8sPYtkdezohRezKlPh+6BQfOpEWRnNfxVat/I9yIsvmv4KXaeXDnng++HysvZ4TBqaAIJEACCWIOJxeNZSYuZqgqWbJksGHm4rGc5OsYc81tCtSQtnXrVvTv399knypaNHDRa14rEwEREIGERiDgzhb4nv4KnT8viXv306JV3Qeo+Uw6+B4JTsLxb6Txcla5gFnrsuG7n9Zj8OfPBy+sPZciwCQy3X/IAD9/N3RttBsl8ngFW/TcbizH2IrEDGYZ0wLtm2XDkEmn0O+7SfjrGyvhSPIycE9dM1g57TxZAis2nMDI3/aYBwo/d1353wMjeqcf/W0T2rHPupTH/BWn8PPUrXj/jdzIltmay+mR2Uof6uH0jkU1AY3TG6YbiIAIPEIg3gtOrh/02WefmXmbdevWfWQtoVu3bhkojpm1uM0MYY62d+9es5grvZtMVW0bPaQyERCBxxNIeq4VHtw5CR9fd3gktuaA5RqFxHdmw937YNDFPhk+gl+SMkH72nBdAonuXcKsJX5YuTMtMqa+jz5vHrD+btZAEocmM+vePWt9NsfZYD2bHsDsDdlBL+d7rxdHtkyxlxjDoWnajACBMVN3YscRT+TOdAu9mm4zVzDjpLu1eLvjj4f79+/D3dc72DFvb2+0b3gOY6b5YNEGD2xZNw2lynnhQUDZCNxZRWKDwI1b3mjbc54Jff6k2TaUfipwrUUKS2YtDZkGiMeShni4kDdbYrxc6Sz+Xp8d33zbF99bS6ncz/EX/D3yOb0LadNaTzVkIiACcYKA4/8ZcaLBkW3knj17wKRA9Ehyrib/s6Rx4VgKR/sP1gPrP1Db+B+lY9plporu3bu3yXDFdYAczb7e8Zi2RUAEHiXgc8EPbw6uhkVbc5uTbm7rrKfqGeDpYaWQ9/TF8q/n4KmcAZYHRD8iHqXnekeu3k6C3pMqmYYNeHOTlUgmDRJb6ep9HJrKrHtcT83xWPG8d/Bq/SL4a8F+/PzHPgyRl9OBmOtsnjl/E9+NCQyvHNJ2PZIlCUykx+Ue/H094e/wTNZkoHyQBH4OzeeSADmtJw3t62/FkL9LY+D0cphVOQmSSyQ4UHqym+/3nYNzF2+jYpks+LDxzqDG0HPIrKMPfxUFnjLHmFXIwfnJY71fP4y5G7Nh0rLCeN9KGJWvSCq4JY0/f8f9r/yGAN/gidCCYIWykSjjG9aikulDOaNDIpBwCURwNkbcBZQzZ068/vrrZm0hikM79TN/BPE/RE525h/Xs2fPBnXyzJkzyJgxY9A+z7/zzju4fPkyhg0bFnRcGyIgAhEnsGBThiCx6UkPp2UPfN1w+54HLllrNPaZWiHilankEyfw6Q+ncOVmUtQocQ4tqh+OVHt6dyptzeUExv+xBSc3t4HvsbaRul6FnU/gg76LcfvuA7xS/Y7JRhrVO3a1shanTOaDxdty4d/9IQNvo1qrrosyAZ/z8D3eCdMmfoQ/5u615tkGYPygmkjk7qAiI1l5kVy38NqzR+HtkwjfzigTyatdv7jf5d/gd2F4hF+REaeu33u1UARihkC8F5xcd4dLntivZs2aGXKvvPIKihUrZp7ilShRAn/99RcYfnvs2DGsW7cO1ao9XCiOi8Q2btzYzN9cvnw5xo8fHzP0VYsIJBACd62kEj3HFjC9ZcjVld/H486253F1zk5sGjLDzB/6a11+bNvn4DZJIGziYjfX/3sGk2ZfQhIPPwx5b51JGBSZfhTLnwqNKx+zMta6YcjkB/C/pay1keHn7LJzlhzC3KWHkSZVEnzbMeKendDalSHVfcvLuc+cGjBRgjM0RvaxgLs74Xd5YtCL86Rj2gL87lhri29F92EpTdUD39mN/LlTR/s2nzTdbtbenbKiEI6f0d/xaAO1KuCUrWvXroU6nzYm6nfVOjgVg7/HXcmWLVsGL6/o/S10pf48ibbEe8EZEqo9ydz+5Pnu3bvjxIkTRlR26NABXOSXa3Xa5v5fWj6G5XI+6J9//ok5c+bYp/UpAiLwGALfWgliTl5KitL5ruJda1F4GiOzPBMHoGiua+jScLeZR9R72MnH1KTTT5rAAx8/dPlioRkvhuEVzB61eewfN9luMtZOWloE57ySP+lu6f4WAXq+vP6tgQ+/mGx4fNXZSgKTwTFQNmqYujbcFejl3OSGzTseRhNFrbZ4clWAFbDqb61Ha7+sff+bq3F02zBM+O1PnN/3Pfyv/xPjnV2/7Qpe7PMCrt9JYi1TdBxvP38qRu5RINsNK9LhiFla5eufAh8wxEjFCawSf39/4wBp0qQJ+KKThKsojBo1yiVJzJw5E7Nnz45W2/r27YsjRx5mm6O4a9SokUsJ7e+//97ohGh1NIFfHO/ncIYcX4bQhlxjM0+ePGZ9zosXL5q5mylSPExiUb58ecybNy+omkqVKmHRokVB+9oQAREIn8Dh417gOo0MoRzcdl2ooVs9XtmJX635P6u3AgtWHMELtQK9oeHXrLNPgsCwcZux7/AVFMyTFB9a4xZV44OGxpWPY+b6pzB0VnH8UCuqNSWA6ywxEnBn28OOuiWCW4qnH+7H0Jafz1X0+Ck/zlxJhvIFLuO916w5uteiX3n6VN7o2GAvvptZBv2Gr8Xc8c2jX2kcr8Hv3LeWJ3OC6cX+0+kwb+/rmL3aF7sOB7JJZs1rf+tFd3zYaR9ypn34IM7NMwfckpeKUu8Xrz6GFp1X4+59T7xW5RjGdltpPfjLHKW6QruID5GmrS6A3+edRM/OXiiYT/MYQ+MU3jGuFT9jxgx07tzZRNoxIdeWLVswadIks9JCeNc+iXMUiowCjI5t3rwZjvlRKlasiOHDh5vpbtGpV9e6FoHofUtcqy/Rbk2WLFmiXYcqEAERAHwONECAz0WDonvf6vB+kAVvPn/BLBwfGp/UyR+AP1Z6TqiMT79dgbrVn7LCsxJcAEZoaFziWMC9fZa3ZQGOnwvA1z/6Gu/0sE/ymZDa6DSQY/73hnyYtLQAPr54C9mzpIpOdfH3Wr+b8DnS6mH/3JLCs/Qe6x/ahYfHuOWR1XqznuxEwei5bjMoL2asTmuWxvihPdfcbIjA2dZRqDDEJYxi+OmfMliy5hg2bjuDSuVyhiiRsHa56sjUlQXxvSXCj5xPY3U+MEVPKmu+K7MCU4T+NMsN4+fNQfNqB/GBFU1AL6J7ulfgnqa2tSTRZ0HA3FPXQKL0r8HnRLeHx1KUQ6KsXeBztI059veGnGg7tJKZN//2cwcw1AqFj868zaAbOWzkyXwLrWsdwgQramHAiLWYOORlh7PafBwBhtBOmzYN7777LurVq2eKM0kXt2vWrGn2mfhy9OjRWL9+vRFk1atXR7t27cDVFXbs2IGJEyea5f/oWOG19JDWr1/fXMsEmBSuq1evxm0re3ihQoWMsM2VK5dZe57JNLmM4LPPPgtOOytYsGC4dW7cuBFcm5528OBBkyvl66+/NsK4RYsW2LRpE44fP46PPvoIkydPBpN4sv2ZMmVCq1atUKdOHYwcORJM2smknmwvowsLFy6MCRMmYMiQIaZuLmnIyEPej7lUatWqhffee8/kYWGBxYsXm/p5jn2iSB84cKDJ0WIqcHjbvXs3xo4da5KJMjlo5cqVzVKHLLJgwQLDn8slFilSxEQ/kk1IoxPqjz/+wPXr100bOAWPDwgovH/55Rd4enqCCfP4oKBq1arGU+1YB8eJ/WM/V61aZTy5zZs3N55slgtvjPv16wc6wijQWa5Hjx7o1q2baS9X0/jpp5+MWPf19TXT/1asWGHaxVU6OKbMX8P788FG06ZNMXfuXNCrznFztukXnbMJq34RSIAEAqwfyPC7gb/XpcfyHVmQPq0n+r59LFwSbaxQ2/y5kmL/kSuYNH1XuGV1MnYJBNw/BL+Lo/H+NydwzxtoUec2aj3DH8nRM3o5X7G8nPetZCPfjQn84RK9GuPB1da/Hf+rfz58XZtjJe/xwZSVhfDCly+icf8GGD2/CI6euIQHe6sGe4FhmlGwO9Yc61fbTTdikw9/Zn66CKXyXo1CTWFfki6lNzq/FpiYhl7OhGWU7QxNDnztPXQJ9bq7o8PIGkZsclmht17ywMxvk+HYuMnYMHimeTV/PsD6MRiA35YXQoXuTVC798v44pfkWLLeyxIM1hw362+sefnftX60Wrmg7X3rM8DPWvItwBe+D25h7PwceGdwoNh8/+3C+KHd2hgXm/Z4/s96iJTE0x1/zt9nIiHs4/p8PAFO7aIotMWl4xX20n1jxozBtm3bwCX62rZta3KOUGTSuJwfRce5c+fw/vvvGw8pBR3rpFEM/fPPPyZc9auvvkLmzJlx+vRp7N+/HwMGDDDCdPDgwUYw8ZMWXp0UpHxxuhlFL0Uk7ejRo/jmm2/g4eFh2kAhSXH1v//9zyTepGD89ttvjWCjGKY4o4BiHRSAFMMUqraxvjVr1hhBxn4x5PbffwMzaO/atQsMd6VXlG2mAGcuFrvPdh385HI/DN/Nmzcvhg4daoQxl/qhkSmTgtauXdssgchpd5xCR+EW0tKnT28SibIOimmKRjvykYKdYo7Clm1i4tKQRqb79u0z/eSUvgoVKoDjai+zGN4YM/EphTeNgvbw4cOgqKTt3LnTjB3bzlwzFPxdu3Y1beSDATtak/cnNz64yJ8/P8qVK2eud/abPJzOJqz6RSCBErhz3wO9JgYum9G3e0lkSL0EAffDhsHMtX265ELrjw+j79B5aFLqZ5NBMVGmt+GW8pmwL9SZWCEw1FraYumOnKBwGNguBuIs/2t1T+sH6izLyznhz534X/vKCd7LGeBzyfJe9bJ+HAEbDmTF5FWlLS/wIUt0Vg8a5+U7c+DjCeMtj1dT1Ct/GnXLnsazxc7D0yrhf3O59cvq4bxLer/gxjPBjVk3GYXgddMNTXonxeZ9iZA5ra8lNufHuNi079y1qT9Gz0yCZeuOY+2Cj1GpuA/cU1aAe4aWdpF4+el7sif8r80yGbm/tpaH+WlhSWs9YjdkTnMP/a0lhZpWPQrP7N1N3/2s5aNofBgz/lN/fNYuG4aMWY2pqwri38OZrRcw5I/TVgTIGyib/wrKWWtnliyaCqXK3kZh98Rm+RqvW0mwdHM6LN6zG4tXtzLzNVnn561PoHePplYECvecYzkz3EGb157C6N+PoN93v2Jy/9TmRonSNbQ88IoiC486xQrFAgVNaEbBtHTpUrzxxhvGO8gy58+fN0Kiffv25hIKks8//9xs0ytITxzFTalSpTB//nw4etJ4jPbdd98Z4Vi8eHEjsKpUqWLKXrgQGEERVp2lS5c2KzrQs0evm6NRrLEe2zgflV5QejkpBulV4+oQvCcFJ4WrXQeXMgxp9OKVKROYAXnlypVW4qvtxntIT26+fPmMh5HX0HtKL19oxnvy3hTCnF731FNPGW8uy9JLyjYwwSgtXbp0IFMKePbT0divkydPGq70htJr6Nhmem4/+eQTx0se2SbTnj17muMU2fRYUzDSWxreGJMBw41pTHBKsbp27VrzAIIPDmxGHGsmO2U/aTzOcly1g8apg/T02g8yzEEnv0lwOhmwqheBhErgm+llcfZqCjMX7J1X88H/0f9DHkHzSp0MqFhsDzbtS4Jhky+hl7UYuXvaulEMEnyk+nh5wO/8UGtNxK1BfUucpSPcUj0btB8TG6P/9MKXU542SX4Yipcp7VMxUa2pw3g5q5zCjHV5jJdz6Bd1Y6zuuFoRheb7Y581YZXsg5ubD6oUvYBm1Y4gqZUZeOnOPFi+u4jlHQOOzEuDkfNKmKQ8darOwfMFJuP5sseQLZ3lAbPMs8Qm+F2Zanm/Ap/k81iiLB3gd20Bdh30wnvDa1r3SYG8OZJhdp9tyJcmZj2bvJ9taVMBnZolxdfjb2PAuDuY/flC65R7vBec7P+6fVnRdngt8zeRswU6vBKATxtNR5oU4Xuln8qRCAxvHvjWJmw6mBlrj9bEmj3pTUbvLYcygy8s4h32WF7Lt8y4n7+WHH7+DK2mYEiCQjmuo8tLe/DOSw8fRPAKZ9n/2hbBxBmH8PdKb2xfP9Y8wHBPUQZuEpzhIqfHkaLyypUrRjiFLEwPGNeJp0fRNoZ+TpkyxYSl2sfsTwo5CgqGmDL8k9eWLFnSPh30SWFJsUtvqG2sl2IqpDnWGfKc4z69mrbRo0YBRs8rhQ/7SaMAjIpRLLFPNLabK05ExNh2ikgKUoaS5rU8nW+++aYReayHfbaNIpahsQzTDWn0HjL0uWzZssiRI4c19cDdjJtdzrHv9rHwPvmQgaG7hw4dMg8Gwhtj8rt165bx4nLuK8eM4bwU8xScDKHm94ThthSxFOa2OYpLexztc7HxKcEZG5R1DxFIYAQOnE6FUfNLmLAtChR3904Rmgtm/d3FgPe88NwH2TB8bkm88/wB5MyTwOCF112KBitMLsgSpbS8xgdw+dx27DuVDhUKXkbqDE0A76PW/L6H/1G6Jcn73/y+oCsjvDHujx34aPBFM2+TP3xftZKNADEnONmQj5vusryceTF+mnWvdpWRI6ulTBKgcd3LLwZtx0+/vwj/ADfksLxFr9c6j7fb9kbuWw+FeMtap5Go+A9Y+1cds77lP9Yal3tPpcfsJUesVyVrrCqZ+X75rTl/BYpvQN4km5Av01kjQrYdzYRt5+fi351V4HXLw1AuntsLc8c1RiafDVZyIueC79oiBUZN88KKXTmwfn9WVH3oBHHujZ9g7XuPJ0LzQXVx866n9W/0En7oXQxl8l20kgaFLzYdm5wiqQ9qlz6L52rehXvqcrhx8BNstsTm7hPpsedccew5lRkHj93GGeshH5crqlH6Lho8VwF18/RDviz2w4aCjlU6bTtb5mRo+8I5jPg7JwZOK4c/Pl7itHvFp4opgOgtZMgo50A6GpcJoSeNQoHeNds7yW0KHIqj0IxihkaPGutmqKrtBbPL06NKz2BoXjl60UKaXSePc5vLmIRnFEa87++//276wLJMjORoURWfFIn0QkbUGjRoYOaJMhSVonPQoEFmfig9mmRpG5OIcm5pmjRp7EPmk2Jw+vTpxjtJTyatf//+5jOqbwzbZTg1Q40fN8YcZ35P+JCB4bpc+pEeUq6eQRHOhxEcE4415wLznKuYBKerjITaIQLxhABDAXuMKWHS47e15mWWsUK+ImOVinvj5YonMGdTXgz8sxxGxb91xCODI1hZn2PvWYIgcO7KpRvJsODoZ5i5KCvW7moJXz93a5kZf1QsdRI1Sm1FjQLLjHc5cSJ/JMrxORiaHBEL8D6BgHv7TdEp873Qte9ps/1dm/V4q87BiFQR6TJFct7Aa/ULYfqCgxj0bR8M7nTO1OGRf6L1iyb0H1KRvokLXhBwdxd8jrUzLVuxMxO6/VQBJy94WuvSBqDnq5b4fnU7PJNlhmeeNHhg5QhytESJ3FC5yAXz+rLlFiM0Vlweh/lzJmLlrqw4fC6NeWErLyzx38uugZ4vD2S1vKBVi5/HkLbrrR+czeEbiN0u5JTPNCnd0enFPfja+rfN1/x4LjjPWcmwXuud2hKb7uZhzbjuK+CZywrRi7jWDHUcKEBrlTprXu5pslhe4udw91A7HLHGPXem20iVsTQSZ38VPodtsRlqNU47+EGTUxi3MCsWbs2DbUcyoWLsaF2n9Sc2Kqa44RIoTLBDEVmjRg3jldy6dSs4T5NeNYadLly40HgqKVQYfsm5go8zClVey1BLhpJSqHFdeXromCSIcy65CgOT3NCzybmeduKi8OouUKCAaQ8FMV8ZM2Z8pDg9khSlDKFlck6Gr9KTaxtDWTmnkKGr9MxFxhg2TLE1YsQIM0+U7Q7LODeUHJksh/2nwOT8S4pIMuQcTs4VpRd46tSpRvyF9J7Sm8mxYSgzPY0MV+aLDCNjDO2lyCQbCliOJcWhPU7hjTEfGMyaNcvM4eU9OW+VYdSci0mhSeNYjhs3DtmyZTPClNmE6fFs06aNOf8k3iQ4nwR13VME4jGBP+butUK+MiCTNT/pi5aB4iiy3f2q1RYs/De3lSyjMLoe80bx4NNDIltdvCq/aGtujLC8v/QO+fkft/pmZSy1hCYzWB6/mBprtt21XsnRHw3BjJec21er6h3UeXYBimQ5aDyVBOKeqrI1N7bSI2z8b66E39l+mGEtV9LBWqvE3wrNG9gtM9pV2/dI2Zg80LtLJcxYeACTFqXFBy8uNt49y50bk7dwvbqsJD8+3tZSJL9UwaRlRcy8zbLF0uHHd8ahZF6vSLWXc+ferV0KbxRdaWWF9jFik9+HU/gUR3b/iWPnEpuHEuXyX0bFGu1RNv1Q5EgZQsVG6o5RL9zZEpyj5xfHqj3ZsW7XTdTIE/W6XPnKm7e90bjtnzhz2d2ERP/UZZXTkvWQazNsngAAQABJREFUA/8OFMt9zSWQZErjgw7WUjhDrLnfA6wHC3MauESzXL4Rb7/9NpIlS2aSvlBE0ej1sr1pnMvYp08fk6WV5zgHkuvH2+bofQx5jAlq6NFjohsaPZusi0mKGO7KpDvM7koxyOUC7aVKwquTQosCkutmUkxSLLO84zUUhRS7bDvr5j7NLvPyyy+bBDYU1BSDIcN+Q9ZnX8c62P/WrVsb8cyQUopWilfH8FGWo1Escp4k1w2lMKMYY5so9Jkd98CBA2AWWLaRx3r16mUEIa+128D5n5xDyyyzzPjLPjvey7FtvC4sozfygw8+MImDmC2X8znZHtrjxpihvBScnO9JI1uKYEfPNceaSY2YiInGvtvfIe5HtJ0sG1MmwRlTJFWPCCRQAr5nvrAmYwQ+rr911w29vgn8o9m39RakTeEdJSoUTwynHbuoGD4dcQl/T4xSNfHqolt3HuCjH3JhkrW0BI1hc/WqZkTjiofRoPgCMxfsxh1PrL/cG8vXHcGKLfdx6GxaUKAu2mp5OX7YiSxp76F6iXOoWfKslY0vEfLku2ElM5kfxOmeR3UsWH0PM+Y/h3mb85iwzs/fuYv3W2eA78Noo6DyMblRtEAG4wH6a11+MEHR9++uj8nqXbIu63eN5dWsajLQcm5mr5an8OEHTRBw+LtotZffjRJ5vMzLs0QpPDj4ebAlVDyK9IPvCe9wk3hFqwGPuZiZcDtbcwoHTCuP/pOSoUbDx1wQl05biZgCrKyxPr7+eL3Tauw6cAmFc/vh955LzPzbuNSV6La128u78PM/xbBkey5s3HkdleOoNztRpjesmQwRfwDkljh9lNFRCDHbK19eXl7GM0ivoS0QKHBGjRplvJA85phgiOIvpKeN4so2hs0yoys9kfQk8lq73pYtW5qEMpw/SsFLEUTjvcOrk/Mxme302rVrQeLMzthq35f3YNgpPacUPgxfdTSGktKbyzrsNlFQ2Rayvg8//NA+ZdrPRDh2hlwmFKL4CnkPXsDjP//8s8m8S8FnJ9ThObaRQo/LrbAdFH82G57nkim2MRkPs+tyfEKWo0iNiPEhAj2znG/JtjreK7wxZt30hDJZkm0UwY7jzONp06Y1DxMYFmxzZTlaaN8Tc8LJbxKcTgas6kUgvhPwv2rNxfgv/WzfCZVw4XJqVCrqhZY1DkWr65803YbfrcyMi9bdxqqNVphopXjqBgmDEte9NMscWOc37PJG235WqvjTGcwaiZ8232oEebrio63lM7bD/0ag4GcCkobFUuHFsndMVsxzXimwand2rDpaHyu33MO5K8kwfW1+88LoO8ifcwdqFL2BIjmvGY/p4h2HrUXh2aC8JkEQ18n8uFXuMFoY84eZsXam5VmdtKywWXcwX8zfwqVq7P/TUSM2GR4578sFqFAirZV91A0+LtVK5zSm4wt7zTzvNTuTYPWmU6heMfa+Z87pUWCtfADnd30pOo6qgWUbCiJLhsSYOfAa0iWJ2sM3Z7bV2XWnT+VtwqcH/VUWfUcdxcIqzzn7lk6p3z3jG06p93GVOorJkGUdxVLIc4/bp/DiK6RR9FCURsVCE3gh6wmvzRSi4Z0PWZe9T8FGrzDDcm0PJpeLCc8YxspXaEaxzdfjLGnSpGb+5OPKhXee4bPOGmP7vpzzSQHrCibB6QqjoDaIQDwgwOQVfJqd2ErBOLj9HuuJXfQ6xbXpuNh5398roNeg5Vg3851o1xm9FsXu1Vy2wvv2UWueW3kMm13KJHwpU+AexnaebwnE6xFqTPb0VtKZGofRuqWVgOLBbezfMQsrKUCt15r9+XD0jL/1epiZz/o/H5VLeaJx+dVoVOk4eD0Qe0KA/WJSItvLObx2hLoZJwtNnL4TA8ccs/69+GPiB8vNfFvruXSc7EtUGm17Ofv/UR79hq/BkimtolKNS14zfG4pTF1ZEHyQMHNoPuTJetF6AOSSTXV6o7q8tBtjFhbDik1eWLP5FKo9E3t/T5zeOd3giROgJ7ZHjx5gpl2GtjJRDsWnKxvXvrSXsXHldsZ026yfFzIREAERiB4Bhgb2GPesmSPWoVUxa/5ZzCSq4FyvHJk9sG3PBXBuaEKyB9Y6fa8OaIDBs0qbbvdsmw/LhhyKsNgMjRWXR2hXfx+m/G8pTs2zvJ9jk4EJZ5ik6Zu3N+LANGvJjZ8yoOMLe/4Tm6HV4txj9HK6uwUYL+fZC7ece7NYrd3KLux/27wWr9qLLp8vMncfbCXsqVcuMDFTrDbHBW7G71n61AFGiKzc4OSY7Vjq711vNwz7O3B9w1+6rUTZIklj6c6ueRtGXXRpGDhX+Kuhq12zkWpVnCVALyETHXGdz4YNG7q82CTorFmzom7dunGWeVQbLsEZVXK6TgREIIjAlJWFsPFAFpP18ouuMZfhJ1kSX3zRITDE56tvZ+DWvjfgc6S1FUL6T9C94+OGmdv3Y2Gs3pPNMF3Udx76dClgJQWxlH0MGdcCrFA0EXq8shOTP1pqQt9yRC2aKoZaFFiN7eX09kmEb8dsjtG6n2Rl/jfX4MGu0vh3dm207DrDejjjDz5EeOe5A0+yWU/03kxq1bVJYFZKejnjg01dkhJXbyU1y5+8+HT8ENHRHZdO1oOFDGk9sO7f01i27nh0q9P1IiACcZCABGccHDQ1WQQiRODBaWudtwlBL3tOoP/NFbBfAXe2RKiqwEL+1pIcW4K9LHeNlfI+Az6ZWMkUGfDmJqRO6RmJOh9ftNULaVAyvy9OXvTAmL9uIeC2tVbgA2vF+3hs34xehynLspiQvL96/YOKhS/G494+2rWPmwZ6OSdO34Mz52PGW/7oXWL/CJeyafJ1Pdy+54EWta/hq84FYr8RLnbHjo3vI32axEaMLJ76orX8yzPwPfU/F2tlxJrj7x+AkTNTm8JdrKRIskACKa0HCx++ndfs9BkWPx4saGxFQAQiR0CCM3K8VFoE4gwB//tHrOUt+j98XZ5k5fY5DN9jbR++TlvZK62MigG31j58hSVCA3ysNd1aBHtt230GjfvVMQuaN3n2KPiKaeO8wv7v3TXVfj+zDK7dThLTt3Cp+qbN24e+w1ab5RPGW2v2lcp31aXaFxuNKWyF/r767DFreQ8/fDdmQ2zcMlbu8dOC4rhwLblZImPk+6cS1JzksACnTB5gZUEOzOo58Hdr7pWv9X33i5sPGRatOorDZzyQy1oHk2HqsocE2jfPhczpfLF5x1nMHf88Huwsav2fs+phAW2JgAjEawJKGhSvh1edE4HHEwh4cA4+R996WNAjKzyLLrIWgX+4NIObmwcSZe/5sIy1tet4Brw8YAauW0txNLYSzIztusppP6DrVPBB7dJnsXxnDnw7oyy+7R2sKXF+x//aHEv437ey0d5H+4/PmfUYB7Y9igYVTsX5vkW1A8yQO2tDATC5zv/aV0bObIGeo6jW96Svu3PPH+MWFzXN6Nt6sxUereQp9ph0aJoOP/x6yoTlr9iVA3Wq2Wfi1ufwCYEh4MzAy2RQsocEUiRLhA+bXsQnY3NYy+GUQt2yx6y/c/5we1jEZbdub1wH/zvW/OsIWsrKVeGePPQsqBGsQsVEIN4RkOCMd0OqDiVIAgFWyn0/hwQrbg/DWm9Z4XvJrbmQkfrH7u8N/ytTHqJ0SxpMcO46YYnNfi/A69Z960n+KYx7f4XTf2D1a70JK3e9gp+ttTk7vu2HAi4w3/AhoOht+Z4bhONn7qJ575dx/0FSdHy9ADq9vMpebSZ6lcfRq+nlbNKgMKbNO4BB3/bHkC4XTE888lqLoSdKE+d69ducS8Y7z/DoZwpdstovwWkPYsrk7uj28m58OeVpjJhb0hKcVoKluGA+1sMh628lbdeBa2Dio1TJ/fFWnYQ7Lze8YWvzwlX8MD0ddhzLCD5YqJs/vNKuc+72xrXwvcx/sxGz5KXKSHBGDJVKJSACCqlNQIOtrsZfAv7XF1pznyoGvTgHys+aT8TlNPK/2xpZW7+N8u2L4NWu29FzQmUwtO+fbblw+GxyK2wxck/i+WOhUd8GlthMgobP5ceED9fCIxae5pfM62WW+Hjg646vfnIQ1/FgWJkk6M0htXHlZlKTsfS7T8rEg15Fvwu9OlcyocW//pMap0/ssELw1llrvsa9VSr9/ALw49RAwUxhJXuUwNtW8iTPxP5m2Z6LXokeLeCCR3xOfACf/c+Z17ARP5oWvlX/NpgMSfYogWSe/ni33n5zgonmZOET4BqT165dszzB1n8QTrDdu3fjwIHQH474+fnh7t3AqSwxfevNmzfjxIkTMV1tqPUtW7YMXl5eoZ6LLwef1DhGlp8EZ2SJqbwIxAECB056oNbbe/HF5Gdw38r2yYyfh04nxcI1V4zYpOhsaiUvKdfhaWR4eiaKd2qBhn1ewEfjqmDC4tzYvPMS7noH+kR9/dyxfn9mfDV0Hap/3Ni8mIWR4Z5TfngpVsSmjfyzFluRzNMXM5bdw5Zd5+zDcf5z2fZM2GkJ+Wzp7mLC+8stkRUXAs2cj71I/vR4pcpJ8/0dYs3fjas2Z+khHDtzH09lvQllLg19FNOl9MbzZU+bpZVmrIpb4YjnrXm5M9blt6I83NDxlbg5/zT0UYn5oy2qHzFTL+ZtyYNbd/1i/gZxvEZ/f3/89ddfZpkPLvXRrFkzvPbaaxg1alSM92zu3LlYvHhxqPVSqDVq1MgpYnfy5MnYtGlTqPeN6YPff/99rInbqLS9b9++OHLkSFQuDbrmSY1jUAMiuBGpKLsI1qliIiACT4gAxeFwKyTt6z+zWz/SbyNnxtv4scMaVC5yESduVcLJ+81xePtYHL+QGscupsbxS+lx+lJynL6c0rxW7cke2PJRs621EN9C7sy3jSfz5l2G6PI/iIxG8DWqdAIjrHo9PRLhQSz2NUeGO+hsZX9k8qBe3yzH0qmtY/HuzrvV8L8DY8s6WX1jRkfZQwKfNN2FWevz4LcVhdC7+Vb89w19WCAObA0bF/jjit9drjEqC51Ac0uMzLeEyLTlKdDtw9DLuOLRsQuLg5EXrz6XHnmyHLeWbXLFVrpGm3JnuoVni57H2n3Z8PcyL7zVyjXa5Sqt+O233zBjxgx07twZ1apVw/3797FlyxZMmjQJnTp1irVmVqxYEcOHD7ceDujhpzOh09v7wgsvOO0WrjSOEpxOG2ZVLAKxS4BP2V//9nlrmZJM5glym1czo1/jSUHhXcXS30ep7Jnhk/NhSJ9b0oIIyDkcx9Y2NyJ03+l02HM6B/aeL40DRy7jxMVUphOFc95Avedro1b2AahS7IIRnbHbu4d3+6DxTkxcXg5rt5zG3KWHrbBeK7NlHLZtey5Yc1MzmnFKyGsyhjWEhXLcNJ6vRVtz46+1+dGtSlglXfP4xm1nsGn7WbP0R+uah1yzkS7SqvrlTyF18gfYejAJDh/3QsF86V2kZWE3g5Eg45cUMQW6tc4WdkGdCSLQosYRIzh/n39ZgjOICsAQ2mnTpuHdd99FvXr1zJnkyZOb7Zo1a5r9e/fuYfTo0Vi/fr0Rg9WrV0e7du2QJEkS7NixAxMmTECJEiWwZMkSJE6c2NTFev/++2/4+vrilVdeQdOmTYPuevr0aXzyySfYu3cvsmfPjo8++ggFCxbEqVOnTF1DhgwxZSl2n376aWzcuBGXL19GrVq18N577yFp0qTm/Jo1a/Drr7/i0qVLePbZZ819WA+N9xg2bJgJ382YMSNu3gw/CmDdOmtZsClTcO7cOWTOnBnNmzfHwoULUbduXfNinewL29qyZUs888wzCO2aOnXqsGiQ+fj4YPz48Vixwso5YbFhfeSRKlXg75yggv9t0PtLbyz7W6hQISP+Bw4ciAwZMmDevHn4448/cP36dcOADwf4kID1MsR17NixhmHKlClRuXJldOnSJWT1GDlyJB48eIAffvgBHOfnn38euXLlwpw5czBgwICg8h07dsSHH35oxuWXX36Bp6cnEiVKZB5EVK1a1ZSLjXEMalAUNxRSG0VwuszJBALuW39RrEn69svvupNvGLerv3LNDy9bIbEUm0zJP/vri/jx06eCxGZ4vfNI7G5C/eqUOYOuDXdjTPcd2DzrVZyfPBEbBs/E3lF/YMuwufi2Vw2wDENan6RxflSvNilNEz77boUVghe5OahPsu2h3dv2fr3z/AHzYzu0Mgn9WMuahw2CKavi3sOFYeM2m7a3a5oFyazkXbKwCST18AOjJ2h/zNlrPl39jXMRuVQTE0E9UzLw75Krt/lJt49Zzfn/yOqtN+PVOrvR5cp5jRRFtrh0rI+CkjZmzBhs27YNFCFt27Y1QmvixInm3J07d7Bv3z4jkHr06AF6t7755hsjsFiW4bk///yzmRdqLrDeDh8+jNKlSxtBw2Pjxo0zp27fvo3jx4+bbb4dPXoUFJUM733//ffBkNt///3XnN+/f78RSPXr18fgwYONIOInjcLws88+g7e3N3r16mXanSxZMnMutDcK3z59+qBw4cLo16+fEdvs01NPPWVCje1rVq9ebUJlS5UqZcRyaNfYZe1Pik2G8nbt2tWI1Q0bNhjhaJ93/Ny1axcYjkuG7AuF/bFjx8z4sFz69OnxzjvvYOjQoaauVatWYdGiRSYEmWGyefPmNeco1MMS2ORF4UgPJx8aUJjeunULJ0+edGyKYc8HDTQKenrBKWrZtpw5c5rjzh5Hc5NovsnDGU2Autw5BPyvW8tynOwRVLl7mueQON+YoH1tPCRw/eZ9NOx2CgfPpkWJPF6Y/9V8ZMgR/XUFmAioeG57sn3gU8yHd32yW+82ToGfpt/CwWNXMXZIM7StdwSJsnZCosztnmzDInn3E2euY+bCwGQpHV/QQvFh4Wtgeb44x4/zXPcevobiRTOGVdSljh89eQ2cv5k0SWJ0aJ4V0HOzx45Ps2pH8NvyQvhj7l581q2aidZ47EVPsMBkK9Sb1vklRo68bLb1Fj4BerE5l/kva97r1Nl70bND5fAvSCBnKSYYwkoxE5oxedDSpUvxxhtvwPbenT9/3oim9u3bm0tSp06N3r17m216y+iJo9Cj95JGjx3FCgUUrXbt2nj99dfNNq/98ssvg0SVOejw1q1bN5QpEziXfuXKldi+fTvoYeM96M0sXry4EZhVqlTB/PnzceHCBeOlpKeSQpcijDZ16lTzGdobr8udOze6d+9uTpcsWdJ80oM3a9YsIy55H96THkp6WMO6JmT9LNe4cWPjoeQ59mXt2rVB/XcsTw9xvnz5jNeSxzNlyoSffvopqAj7SGFIMXz16lXjJaVXmHNw+dDAw8PD3IdCmR7f0Cx//vxGcJJd+fLlTRGK98cZx55eaduWL1/u9HHMmtX6/yuaJsEZTYC6PPoEArxPIODewx/bbp6BT2xuW8t5LPg3D6qVOIcccW8VhOiDiUANt+8+QKO2f2LnwfsomN0Km/l8oflhHoFL43QRD+svV5/3/NDyC3d8M60YWlTdgzT/LU8Qlzo2fMIW46FtWdv6jlvzU2WhE0hieb5eq3IMv1jrWE7++xC+Lurank7/myvhd34oho3OZ/0AyYLmz/kgc3oP+Epwhj7ADkerFT+P7Bn9QLG+ZedZPFMmh8NZ19o8f9XDLPHBZacS8pq5URkVJg8ygvPv3RKc/wFk+ChF5ZUrV4zACcmVobH0FBYtWjToVJEiRUz4KUMzQ5od7uqY5ZbHOC80NKPQY/30tD7OUqRIEVQPhSXFMkNEbWO7KMQoiBmyaotN+3xYn6zLFpmOZSieKRApNHnvPXv2BHllw7rG8Xqyo5eQocgUyrbZnmN73/5kf4oVK2bvPvJJbynDn8uWLYscOXLA3d3djB09lhT/FKdM5sN+v/nmm2Y+7iOVRPEAw2/DM2eMowRneMR1Ls4QMD/OzvYz7WVG1aWHmuCvNTmwcG0r3LPmx3A9vkVDb0GzYwKH1P/mcvhfnWat1+iG1z7Lgk07kiJPNg/M/mIBMqcJDLuIM4MfjYY2qh6ASlYypI0HsuDnf4rhow7RqOwJXOp14x4mTd9pPDhdGx19Ai2IW7d8vcZhIzh/n3sE/XsGWE+G3Vy3A9YUgKuXDmPy0gqB49v4nOu21cVaxqRKTWvdttZrTIPfrbBaVxacizantn5kArVKnQXDgWURJ1C79FnzEObA0avYuvs8ypfU//AUJ5wDyHDVFi1aBIPJJUoo3Cho6FljKCmN2xQgnNcXEQsvCRDDZmlp06Y1ojci9bEMPbL0ADp63RyvZXgu2/84oWTX5RjK61hPw4YNMWjQIHDJlnLlygWFk/L+YV1jX8+5lPacVoauPs4omBneG5pRlE+fPh09e/YM8jT3798/qGiDBg3MfEyGuVJ0ss2c/2o/AAgq+N8GvaK2cXzpIQ1p4Y1byLLOGseQ94nsvuZwRpaYyjuFwKUbydBxZHUUaNsKLb9KhZnLblqCKtABz1DRlz/JAv5Al1nLEHqfgrfXcrT+0g2rLLGZLYM/5o/MjZwJ0EP2v1d3mK/Er1YIHn/4xSUbM2Ub7tzzQd3q+VE8z6241PQn0tanrTly9OJfuHwXy9Y9nFv0RBoTgZvOWJ/fPDB7rsxpFMnz6A+ICFSRYIs0rx3o7Z8+fz98fB/+GHM1IAs2BYbeyLsZ+ZFJbE3ZaFY/MDR+6t8PI5wiX1P8uSJNmjRmjiTDXpk4hl45etqYMIfzBSlGGHrJfXohuZwGQ2w5ly+qRm8qPX8UrjNnzjShsRSPkTGGjDLEli/O2bx48aJJIMRPCjfO2eQ8U+5TTDP0NCxjXxhWyvBXemIZssqsvTSGsVI4MukPl2yxLbxr7DJkV6lSJTNHlezYTq5BSk9laEaBSME5YsQIs3QM58LaRm8mxTO9t5xzyXmhbCeN4vrHH3803l32nQ8G6GGmSA3NGE7L+aI8zwRETPjEtVfphWWyInLj9Y5e6tDqcfY4hnbPyB5TSG1kiam8UwgMnlka9kLQZQv5olmDHGhcdJhZCPyFL1/E7mOW6GwzDQsmvY7UKZM4pQ1xqdLPfn0GzNqZIdV9zP3WWt8vp6c15zUu9SBm2lq79BkTinr0fBqs2+WHGnHgITk9+vcf+GL0pECx/OG7gXM3YoZI/K6FXs6+v1fA5Fm7LaH+lEt3lst70Jo8e8x6D9w2B/T2WAKl8j9AsfypsO/oLSye+T/Ue+Y+3JIUQKJsHzz22tgqcNd6WLRqR0qzzE29cmH/gI6t9sTF+7R6KSN+nHoe0+btwze96oAJ7BK6vf3220agUQhR7NDo2bTnbHIeJRPkMEMsjfMZO3R4GN7zOE8Yz9tl+MnQVHu9zWzZsoEJb0Izx+t43q6D20xyxHmaTK7DLK4UR3ny5DHJcCj0OOeUWVs5B5PhnhSgjtezDtuee+45462kaGNmW86F5PU0eig5Z5QCj+LRtvCucWw354UyyQ8T9NAoHG2udl32J7m2bt0anB9JAczEShSGDMG128SMwFyuJkuWLOa4XefOnTsxe/Zs014y5ZjxYUJo9vLLL5uswwzPZfZgto3JhDgPl6LYzkJr87I/HeviMWePo+P9orotwRlVcrouxghcuOqPiUuLmNCzmb0X4flaT8M9dUlLQAU+5Z7z5QLU/6oZ/t11Hi+/3suap7gMnDPjlrI8PPL/GmPtiCsVzV9zHz8tLGHE+PReiy3vSegT0uNKf6LTzkTuAWhpiZDvrHU5f53vgxr1olNb7Fzre7wzfl2cF5e8qqJs/iuo8XQaPDgYO/eO63dpYY11/2lPW8vhHMKNW95Ik8o1Hz7dvOOPtXuzgV6cQDEiwRnZ717zBmnx5Y+38MfCG3i+0Aq4paiARJGtxInlV2w4gXsP3FGh4CVkSavom6igLl04BYoXyoS9hy5j8eqjeLG2a87NTlmpKvzv3I5wF91TRD1bMUVVq1atzMvLy8uEj3IpEVtoUNyMGjXKeNB4zDHBED2NjglqeI7JbxyNS5fYxmRCNGZRpWeO4si+D8NOKRBtYwZWR+MyHY7G5UmYfIieNgpKeiJta9KkiRGf9Aay/eEZ70/R1aZNG7D/7AOZ0ChkmRmXobV2O3k8vGsWLFjAIsYYKkyxzvmu9CKyborH0Ix1sj8cCxq9t/RqpkuXzuwz+RCFIdvoyI0nmSCJGYPpoeUSKuEZl5epUaNGUHtYlmyZVZhtCLlkiz1mjnXax5w9jo73jMq2BGdUqOmaGCUwbMpt6z/uxFY6/ONm2Q3g6WD1Z0t3F/MHXUD9nvmt+XqZ0Pzr6vjTElrJk3sHK5cQds6cv4n2A25Yf3iBr1ptMT92EkK/w+tj69qH8P2sMvh7hR+G3vaOEx7wUfNLmC51e3lXeF3TuRAEGDZe45nsWLHxLGYs2Pt/9u4DPIpq7QP4f9N7gdBCC0V6kyYgHUE6CChYAXsv93oVseG1fKjY8CqKXbCCIE1BqiCg9A7SewsJ6W3bd95Zd3YTEthkN8km+Z/nSTJ7dsqZ38xu9t3TcOfo1v+s4U2hCPDbujTkmHzQtdkZVAqveO9TeS5bkR6OVs0tJ31wAlJTnJ7lj7DQIu2m2DZatOKgtu/+7U4U2zEqwo7HdD+E5/dHYOaXb6Fv5TXwqzMZPtFDvOrUwzqVzpe6zsFkXpArBTJ517/cYxmdVn7cTRIgFdQcV4I1V/pw2ssgQaYMouScZBoTCWilj2R+Kb9t8ltP+rteKfCV5sxS2yxNXqUmVGotJQh0TtIn0z76r3O+LMvARvLjSpL9572eRbkeJXEdXTmfgtbxKegJ5lOgJATOxafjs58z1Dc5wFMjtxZ4yDrVTFg0rSkk+Px9Vyxum9JHfaDz4kFDCjyToj8h803e/sQ8XEyxQCZIf2jQzqLvrBxtWa9aCmRky/QsK2arPl/ennYfj8J+1S9ZBniS+eiYCidw+w22WpAZM79CzrZG2o81y/bhv3B7Kr61F65O1XYuUz8wFU2gTo1AdG5yFhlq4LiFG7yrhli+8Pt1pe2eG9CO17hoV9i21ejeyZCWKr9uqoXkNOmvy8GX3PEsz9tKAPfss896JDi+kpPU0Mpcph07dtRqjadOnar1r73Sdny+YAEGnAXb8JkSEHj70z+RoQKFwR2OomWcfc7H/A/coHYQpHltFfVBfenW2hg3OU6bUiL/tctf7svvrcH6zarPYlVffPTQ71qQXv7OsmhndHuvv7UNv5zt/TWGizbU1soqA43IBy2mwgkM61sPoUEm/Pl3dRw55/638oU7+pXXlkFulqyzdQdgwHllr8utIXNySvr2d+9qarll1xmcOZ+G2lVyrvh/63Lnx+egTYHTXU19JiPU//hHQ5JQoEAB6UcpAweVRJK+p9J/UpoDSxNeqelkck+AAad7ftzaDYH4hAx88t1WLXB6+saCazedDyFTpPz8nG2uyQXrInHnkwtUH4fy+6HdkjgHxoO3YMmP9+LNj9apPmHAFy9FsZme802hlod2OorIMAM2bDuFPQcu5HnWux4u/CfgHNzxqHcVrIyUJjTYD8O7nNGalX/nZYGIEK7ZcFz1LzWjWZ2LiKtmq+ksI7ReV0yZe1X666/aWRMHTnpPf91f/mlOO+CaFK8zK4sFGnfdPq3Yny5pqr2uy+I5sMwUoMDlBRhwXt6Hz3pawHgW1oyt2s9b0+ZDRvob1DUIreISXD6S1ITOfXYxIkLN+FGNbnf/E68i58SLMJ18EeZzH7i8n7KwojXnFM6e3IF73qgOi4qrJ46z4NrWAWWh6CVaxuAAE268ztYl/avZ20v02IU52InTKdh+pBLCgtUARy1PF2ZTruskcHOvk9qj735v6HUfUBcuP6CVbVB7NrV0umRFWowMzcFoVcspTVg/XWSbQqNIO/LwRr/805y2PwNOj8gO7nhM6y6z90Q0/tia4ZF9cicUoIB3CTDg9K7rUe5LY06YBeP+UTiz6TZM//6AVrv5zJ2O0cxcBWjbMB4/vXQYYSG+mPGrL/41+QjM8TNhubjA1V2UmfVe/aEdZJ7SnipA+c9t5bc2190LMnaQbbS5b+ftQo7RO/sByeiq8uG5b5uTnCjejQvetUUi6lRJxbHz4Vi+vZYbe/LspnJt9YCT/Tc9gnv39bb57b5ZVkmbt9YjOy3CTkwnX4Dp8F04tuE+bNtzVv3v8UP3VqzBLgLlJZv4q9Gc7bWc02dfvOR5ZlCAAmVfwFYlUPbPg2dQxgSmzm+lDQYxsIsVbRr7w3yq8CfQqVk6Zr3bBiMe/guf/tYU8m34pDuTCr8jL97i+Fkrvl3VSOvr9849a9WcbyO8uLSlW7S2TXzQsklV7Nx3HlIDMbxf49ItUD5Hn68CTkns25cPTiGyfAxW3H39XrwwsyOm/dIcA8YUYuNiXHX73nM4fioZsVX81JQ38cV4pIqza2nR0qnJOTVCeTV8P2837hrTplRO3pq2AdasA/hllTT7jEOfzpUQ6K8mZM8pleKUu4OO67sPU9T0VvNXpeJsfBqqVyn8F9HFhfLT8jQkpcqARq6lkX3CEBXO+hzXtLhWRRFgwFlRrrQXnWdCahA+UX01ZGTaZ8a6V2PXs2MlzHxyOca83hdv/9wa7Zvtxg1NvOhk3SzKW9/kaNMrjO5+EA1qJLu5t/K/+R2DAvEf1R3oy6+/x+DGyWo+1x5qiP1hXnHiicmZ+GPDCci3+Zwo3v1LMrbP3/i/WW2xbFtt7D+aisZe8Lq3124O7BbOQb3cv8T6Hu5VtZwScH78zeZSCzjthVm8uY62OLB7FXsW/3pAQEagly/ifv6zHj77YRuefbirB/bqmV3MWZGGY2dMLu+sT8cQBpwua3HFiiLAr2AqypX2ovN8f35LbV41+dDdtrF7AaecVt+rT+C/t6lvn9WuHnivMY6eLB+1nDLn5oxFRq128z8jtnnRFfTeoozplahqHcxYutEfJw8tU32Fd3pNYRevPKSNqty1xTmtNt5rClZGCxIdlo2b1Rcx8rqf9q1tNNPSPpWF/9RgD+nhPbUzpW3iieMPVdMHVY0yYYdqvbBuk63/rif2W9h9yBQtq3fVUC1NrBjQzXv6lBb2PLx1fXvz6c++31ahRqD31uvBclHAkwIMOD2pyX1dUSAx2YrpS5pp600Y5drItFfcqVrhwUG7IAMPJKX54bbHfvbaPnyunIt9nSnT/0S2EbhBjdTYSI3Oy3RlgUqRBgxU042YLQbMXNnoyhuU4Brzl9qa0w7uyIniPcV+34DdWk3izHlHkZSS5andFmo/1rR1MJ14Fkc2PwdpUhse4oPu7Vyb8LtQB6rAKwf4qT5+A2wDy02b/jFMRx7UfsynXi5RlZU7aiIzxw/tr4pHlUocvM3T+DKfctN6gTh9LhULltkG3/L0Mbx9fzfffDP69u2r/QwaNAh33nkn1qxZ41Kx58yZg3nz5uVa97///S8OHiz9L+QOHDiAV155JVfZ+KBiCTDgrFjXu9TPduoPRqRl+qNf2xOQgX88laR57rQHf0fdalnYtOMMJkxe4aldl8p+ZI63L2dth496hT410nOBeamcTAkf9M5+e7UjyhD7OSpg94aUmWXC0jWHteBoUIfSq6HxBgtPlqFp7YtqMK1TSMsw4atSmoPVkrkfloTvsWjpdq229boOWQgMUG9ITB4VGN//gpoWyoB5a4Jw9vhqWJKXwJK61qPHuNLO7M1pB3AE4itRFel5+T9+z8hobVtpPl0Rk1U12Rg/fjxmzJiB999/H40aNcIbb7yhpn+78kB4ElgeOnQoF9uGDRuQlFT6X1gnJiZi48aNucrGBxVLgH04K9b1LtWzlT5sH82xRQCerN20n5QMGvT103vQb0IHfPj1JnSuPRfDu6bA4FcJfnFT7auVib9TPl6PrGwTRvb2Q5Napf/Pokyg/VPIHmoScZlmZ8fRypi13II77ir90i9fe0QbYbNDq1jEVlLD/rvfkrz0T8pLSvDAwN2QmqdpX63GAwO3qSbotoL5Rg8F/KuXWCkXbayrHWtwF44iUxzotaoYMbBHFcxfcR5fLmtS4l/EZRt9sGBDnHZq0oqCqXgEbhkUiRc+TMTvfx7DvkMJaNKgcvEcyIv3GhkZierVbe9dHTp0wJ9//qmXduHChfj++++1IDIoKAjdunXDQw89hE2bNmH9+vXaen///TcqVaqEWrVqIScnB++99x5CQkK0WtNRo0bh9OnTWjC7Z88eNGjQAFKT2qdPH23bBx98EGPGjMFff/2FI0eOoFmzZkhLS8OECRP0Mnz22WfIzs6GrJs37dy5E9OnT8fx48cRFhaGzp0747777tOOl5mZqS3LNs888wyqVauGadOmYd26derLWAO6d++Oe++9F4GBgdi2bZsWdN94441YsGABLBaLdp5SY3v+/HntcePGjfHoo4+idu3aWjGOHj2KqVOnQs4/JiYG0dHRGDhwIPr16wej0YjPP/8cK1euhJ+fn5Z3ww03IDw8PO8p8HExCbCGs5hgudtLBd7/YiNS0624Tk0J0f6q85eu4IGctlel4v+ebKXt6aF3quHQwd2wpJetb0rPxafj8x+3qdpNA54ey2ZbRbktHhq8S9vs/VneUdNkbx42pK93NfMtiq23bSOtJRrUCcPR00YsnP89zKdf136sOSVXk5ycHoA/dtdQNXBqQKiODDiL6x65f7Ttg+WXS5uoPn4l+/FlwfoYJKYGok39C5CadabiEYgI9cGY/mFaa4GPVfNp86lXYE2vWDVjEjz++OOPkMDuo48+wt133w1fX18NXAJJqQF955138OSTT+L333/H4sWLcdVVV2k/TZs21YK2W2+9Ff3799e2k6BLAjkJ/kwmkxbshYaG4vXXX9fWmTJlihaEygGkhnTy5Mnw9/fXgtlWrVph+fLlOHHihHb89PR0zJ07F61bt9YeO/+S2lkJCOPi4rTySUCakpKiBXgDBgzQ9inlkJ8qVarg448/xpYtW/DAAw9o57h27Vp8+eWX+nF27NihBaQSFLdt21bbjzQ3fu2117SyS5AqAaYkCYCfe+45bfmFF17QglMJTC9etL1WJdiUIPqRRx7R3CQ4l+CdqeQESvYdu+TOi0fyMoGLyVn44KtNWqkm3LilWEv3wM0NcUPnI0jJCMA97/fU/nEV6wE9tHPpC2Y+Px1vTZ0OaYI5tHdVNK/Pl2hReEdee0ibSHznIQNWrjtalF14bBuz2YpFK2z9kYZcd5XH9ssd2QRkAJcHbmmoPZj2S4tSYVmypQ6MKgC6tulZNTolq6+L6yLIqOTSn/1kQih+2WQbLba4jpV3v18vtdU43aFGR2YqXoG7+x/WDvDNYiNSTqj5tTN2F+8BvWzvUgMptY9Swyg1kz/99BMOH7aZdOnSBQ0bNtT6ZUoTWqmhk9rEypUra7V6UrPXrl07tGjRQqu9lEBVglHJq1mzphbgnTlzBhIASqpTp47249xPVAK3xx9/HNKfVGod69evrwdnS5cuRUREhBa85mWTWkipSZRgVcpz7bXXYuLEiVrtpZRZahalHPIj57Vs2TIMGTJEq129/vrrteBX9m9PEhRLban0Y5WaTqn1lSA6Pj4eEoxKTag9EJbH586dw7/+9S9cc8016Nixo+Zh39eiRYvQtWtXrVxSM9ymTRv88ccf9qf5twQE+Gm2BJB5COB/X25ESlo2+nT0RcdGxVO76ez8vwdWo7oaZn3j/qr4dWM156e8dtmSvAJn907FJ3PTtL5+T9/CScWLerFkkJF7+tsmjH/viw1F3Y2b26nAw3QB6zfuwoXEDFwVF4mmDSte8zA3EV3a/PZhcWqwHjPWqFrGXccqubSNJ1eascJWcy0DfDEVn4Cq0MDd//TRfkdNg2Uyl0wLBhn5/Pft0QgONOGmrrn7yBXf2VbcPbeob0YX9eWNfGn87jxbi6WKpDF06FBMmjRJG2Tniy++0JqG/vzzzxqB1NRJDaHUbErtnY8a6EFqFl1NZ8+e1Wo9pSbxgw8+0H4CAgK0QNG+DwkGndPgwYPx22+/abWIUisoQaIcN2+S4Faaz0qNqDTdveeeewoc8Cg5OVnbn9TI2lOTJk0g+dIMWJLsT4JKe9q+fTtuv/12zJw5Uws0pQwS5EqSIFQCYWlGnDfJPqU5rzTdtZ/zrl27cu077zZ87HkBP8/vknukQG4BGT3yf1/ZmsQ8M65kmoiGBxvxr+Hb8dQXnfF/3zfCsHHQgrjcJfO+R9MXN0OmGnpf5iNrdVVz7ytgGSrRnX33Ysrc9ljy+6HS6QukZoTP2XUN5v7QSam1wKDWa1TfzbvKkGDZKWpEmD9uv+4sPpyv+nKqWs4P1BdOJZUOnjBh9e5YhAYZcaMWjDg+QJVUGSrScW7ttR/vzW+FzQer4PXvMzDp5eI/+6/VgFQW9Zl+uJqeJSKETaaLXxx4dvRmDP3vQEyZ0wa9euag5/UlcVTvO4YEVRJEnTx5UgvQZs2ahaeeekrvc+k88qs0Mc1vcCF7UCZnJ/0apQZSmuRKjaMrSfp3fvrpp/jf//6HU6dO6bWj+W0rNafS7FVGpZW+l9JsV/qhStmcyyE1sxJQHjumPuuoZruSZFmCXQmA80vSlFfWfemll7T9rV69Gnv32gYJlGBVmu9KcCl9YJ2T9CWVc73rrrvyrZl1XpfLxSdw6VcUxXcs7rmCCUjfi5xtDfDe67cjOTUbvdr7onNL3xJTGNd3nxqgJR3bD0fCPiVFiR28CAeSLym/+72htqW9D2IRdsNN/hGoFJ6NW6+3ak2q3/+ydGo55Zou3FBXK9Hgjkd5bYpR4L7Bp7T5EWetaYCTF0puHswvF2Rq99hIVbspX3QxFa+AGE9/ZJU2P/GbP9bB2r/2whz/hf5jSfjBowWQJvFf/bRD2+cdvdmc1qO4l9mZTJHypJp/Wqa4uvOlJCRczLzM2uXrKam5lGa10oxWmoKuWLFCC9ok+JSATJrEpqaman0SpemtPUmzVQn0MjIycOHCBS1bmtNKc1Pp4yij1UrAJsGX9H2UwYDkR2pLpVayoCTH7N27t9ZXtEePHoiKisp3VdmXBKUJCWqwJxUAyrGk9lWOLWWTv/v27dOOKX1JpWntr7/+ChnsR5oHSxNbaQ5bUJLAUYJKGfFWtlmyZIkWeMr60uxX+re+/PLLkGa5Uo79+/dru5LAtlOnTlqfWNlOji3lkNpippITYMBZctYV8kjSJObDRbZ+VRPH5/+tVXHBBPmb8e8R27Xdv/L+GvXtmvr078Xpjx0GHI8PR50qqaov2BkvLmnZKdpDoyza4Evf/mxr1lrSJV+/rzqOnQ9Hzcrp2tx9JX38inS8+jUyMazTUWQZfTHund4wmor/9Z5jNGPmIjXqsErjrmMwUlL3mwQj0oJFgpFx//kNCfvf1AaXkS85TWc9OyK5TGd06mwqGtbM1Jp5ltQ58jiAjPcgTWtPx5tx91MLtS92KoLLV199hbFjx2oD3/zwww/aqLEycqzUTEqTUqnlHDFihDbyq3OTU+kzKcHVsGHDtD6YYiXNc6U5rDSLlYGIpPbvxRdfhIwmK6O0yo+MYmtvIis1kfKTN/Xq1UvLkn0XlGQf0uz1tttu00aHlePJKLJyTAkGpZ/mE088oR1T+qfKc5Kk6a0MHCR9Nu+//35993nLIecswbhYPPzww8jKytLXlQUZ+Vb6kH7zzTdas1wZBdfu89hjj2l9WKU5sgyiJH1UJTBmKjkB1+rTS648PFI5E3jlh3aQERxlqoourWz9nEryFOUb6XfmXY2d+85j7pK/MXJAk5I8fKGO9d1vtjf50d0OqTf8Qm1aJlbOPtML5kzHyHY+sRHIOdMFprQ4vfwhVSrDk6d+lRrUckDP+mrQnkOY/s2fmPhgB9W2Wr3t+QTrxyzOBZm+QdKtPfdrtW/FeayS3rc5tTIyT4/SD+sXFgtDZESuPN/gSvCpEZwrz+AfhoDG+mYeXXjnnj+w8UAVbFB9tye+sx+vP7gF1qwj+jF8q46HIchzB5fRh+MvWtAyLrHYRt7WC19KC9ln2sOU5KjRCI6opromt4LxgqO1SmBwHVgzQtXr2XE/BPjV10qc43SPBFgbI6BWukfO5JmbtuD3PfWxYR/wyEddMePfBdfQFPaAxr8Hw2q0jTXw+WdS4xKLO647Uy7fl8XGavTP/RpV75EBLQy58mS9gJYGZJ0ergI/kzzUkn9jf5XXX+0jzZ4F33qeeX/19bHi08dWouvTt+LXVQcxVfXHf+zOjvpxSmphRO8wJKXa+gq6csyo8KLX5ciUJ5dLw4cP1wbOkVq+GjVq5AoOq1atqo3qKkGZBG+SJFCUWknJk6BPkowwK31DpbZQAjTJtwd3MuJtfknm85TaUuc+l3nXk5rQTz75BDKSrQSDMnCQc/r3v/+tBZbStFZqKyV9+OGHWuAnx7eXT/IleJYf5yS1mNL3VGp/Zd8y+I9zatmypRY8S57Utkrga+/TKbWy0hRX+ofaLSSAZyo5gQoTcMoNLt9myItLXpT5tV2XJgjyIg0OdrxZyot669atenv5krs0Zf9Is1cY8NEvzSEDuPz3NmnSWPIBZ6Cq5Xxy1EE8Pq0lXlW1nDdc31ir8fI2XRmVdu4qW6g1podtRFNvK6O75UlTNbim844PKsHN/ZG+zxc5xxx5gQ384efhivBHRiSpgBP46KtVeKTT/QiuOhR+dae4ezpX3D4pJRvz/ozTAs07+tia9lxxozK0gjnNH6lrHdcuoK4v/OvmzvOrakBQC79c6/lGWBHRq3hOVJpRf/2vFej/wmD875vjuKbuUQy7epl+MJ+o6z0acH7+wzZt32P7qKinnKbMw77I2uu4zv6xAcg67o+MrY483yh/mC4GIG2dIy8i2PZCdr5HwroEeCzglCloPn9yL659vKt6ndXT5uYcd51nroPVpKZSMCXgfHKwGnSuOvz9fHBLn3Pl9AqrgFONsOx8nQz+BoT3zZ0nJx/RT+X9ZVbBpeM6h3f3QfoWK8wpjrzQDp77aFlLtQ75aGIkRk+4iOffXIbOsV+ibaNs+EQPUz9DS+SajOxjC45K5GAuHEQCrdjY2ALXlH6azklqHvMGf/K8DLLjSpLgUZr2Si2kK0k+R9sD3rzrS1CaN+VXtrzr2B9LYCqj7eaXpIZTBgeS4FKa00qAKs12nZP0D5WaT6aSF/Dcu0LJl93lI0pzAhmZStq1S5Kb8T//+Y82bLI8liGln3/+ea1dvDyWtuoyv5EEpVLt/9ZbbzHgFJhCpD0HLuChN23f8v3fuD9xdYMLhdjas6ve1ucE3pnfFVKm2b/sxU2Dm3n2AB7Ym0ybkaK++G/XMB5XxSZ7YI/chV2gW9sAtFZz520/HINvVl2Fu2+yP1O8f7+bvxeZOX7o3fqU1ky6eI9WtvZuyfFH2k6nC+Hrh0q2cSPcPhGZ4/e1sX/iyc+64MF3a6P55Eg0rOGZ15Ql+TdYkmw1AEfO+GLl+koICTJgdLeDbpebOyi8QN1qWZj6fFuMffovPP1lJ3RWzS8bx6n9WDJhSZzt2KHBFz6Vb3E8dnHpe9WnXqa7GdK7BqpF56jachc39OLVLJkhSD9wo15CQ0A4IurqD71yYVC3IDw40ooPZhsw9pVI/PHmXESFtPHKspbHQkl/UZmapGfPnl59ejIo0N9//63VYg4aNEj7jG+vufXqgleQwhW93r8MAUm1ubTflhGu5s2bh+bNm2vNDuynIO3XZS4ieU7m/JHJYZ3nArKvx7+uCcgAQaMf+glpqo//zaq27p7r97i2YTGtJTWszzxo64j+6ntLYUpeA5nz0puS9DGUJF5Mnhd4bMhObafPfn0N9hx1NAX0/JEce/ziR9sxy3Ptl+NsC7lk8UHGvhz9J3O/sZA7uPzq96opcUZdXx2pGb64460+2sjPl9/CtWetmX/DcnGe9vPlnBOqXzgwok8QIkNzXNsB1/K4wE0D62hN1mV079GT++HQadWU0JIO08lJTj+vFnhcrd/nyRfVurYfWGxNQ2XAr69X2JpfjxtRr8DtPfmEOa0WTJkD9R9japwnd6/ty2ryRfo2o/6Tuc/s8WMUxw5fvs+CNuqLw4EdjkNaLjGVnECVKlW0qVAKGj225Epy+SM1btxY67MqU7LIIEH2fqmX34rPlpRAhajhtHd2tqNKB2Z7UwIZQlk6T7/xxhtaU9q4uDhtcliZBNc+Ma59O/m7fv16fP3111pn58u1ZXfepkIsW7OlI4jWqf+epxbhwJFEtGpoxbv3rvWK0791aG28PjUFfx9VI8F+9QpG9ziJgNa7vaJs8QkZkIEp/NWrcQTn8SuWazJKTVfx29ba+H51Q4x+IRzr5mchOjJ3/w9PHnjTjjPYsS8eVSIztSluPLlv7ss1gQ9faIode45q83I+8em1+Oih37UNLRcXwJp9WN+JrZmtra+tnnmFBan1mrmykbbW+KGXNhG7wuZe+3TK+u7IPlFHL1+l0dL0zNEHVn/Cyxam3LUeu45X0lox9H6qK757X40ZkLcVpExTtLt7rpIHNF8N84Xv1P8up6rL6o9o6/z5d3XsPxWFGmo+535dqwMncm3q9gOrRXXd8VX7/SdZLUHIOqFG4Vxma4os2WFdwuFfWTXvZVJBJvDbKwsggwEyUYACZU+gQgSc9ssiQ0vLvD0y/LJ0XpYk/Tpl2GbnNuGyLEMm502bN2/WJuKV0bHswaa0F2dSY7CcmQhDyny8Nbc15i/rgKhwA2a8mIPgAEe/Duk/K8m5Wl2Gp7YajLnyZB4pk+rY7bxefnnSL1eG2XZeT/Kkv4FzHZZcX4spB0+N2oYHPuiO12dfjZFdT6kBbLzj2n0zd7saUdOCgV0siIlwfPApTS8xdHaV6yb3urNrQXmyrUGZG2SFf5LkybVxTnLt8uZJh36DrznXtlqeuiec9yc2BnXv5M2T/TuX2/n+eu++P7DvZBS2qaa1tz06Bz98OFxNreC8B+fSubf8ybebtB3c3OOg1ofZvrf8DAvy8lFezqUTL0OevPxs8ssripe9zPm99iRPjuOc7K/HvHlyfs5JXo958+T5/Gzyy3PVK8DPjK+fOYzeTzTCt6opdZiaJ/P/ns+GX8o8GNJW6kUyGmqo/wGXtik0pK+CIWOzvp415FqoQQC0++vXTXVwLikYzeKsaNdEXaXz+mraPHiefv/KSlfNOdHBcRCrGuTFzddjfveXMcMMS4bjdZqTabxkXj+57nL9nZPcX2b1enRO9vcv5zx5PUq+82u0oPsrr6H9/nLeVvLkfpA5UJf8dyHuntpLm4ZoyD2/4q27mqiRgx3/xzMzM+BrincujjJUeblyoO3Pqgjem9dSe0bm/TQZ1f+ZPK89d1+PaVvikLWhk3704B411bLtf6Q9U7xyUiJhMXazZ6nRUGrDN6jo/x+NhXg9Og5qW5J7Lm8Sf3lNOyfJ8/ewl7zfOwebch/lvXbOZeAyBSjgXQIVKuCUiXNlVC55E5eaTUnSNl2Sfehk+7KMsuWcdu/erY1wJZ2m86v5dF63rC77nH9dDZRwVi++JeZR9eFffU1sUbWX/ySrrxpFNHOL+rB/2p4FS3BHSH+mb+a3x9s/t9YGSZn+XATiaqgPml705az0s5oypzUOnonEj2vqYXRT/RRKfCFt/k/I3rFVO+43y2QESD8Ma1gT52cN18sS3MNW65L5uyMvqGNL+EZFI/03R15gq6sR3lPfzCsWEhZeD0tqil6WqPvD9WVPLaRua6k+sDkcXPF6v5kPbjjni+XrjuGZ0ZPxdGvb69y/URNE3HRbkYtmTU9D4juTte0zTAbMXmAb9W+wsZa6pjX0/Vaa4Iv4uUNUYwDHB8tKTwQiKR+vi0t6w3LB9qFXdhA5tjLSV3aDyakGKmJMdWRuuQbG/ZH6McKG1YbxSI66vxwfzW5clbYAAEAASURBVEP7NYA5qVKhvWSncn/516uNtHkOa/EKbqsf0iMLVrNvrvtfduquV/VDHfBW+zN4/M9wTF/cDIfjT2Jqn44IOJrbyxz/G3L279XPI/jaHjCdyVBeFx15PeTDdhPI63H6attgG2PaVEPmgXqXvB7z96qOFKfXt1/tugjtXRnJTnk+MVUQMSocCc554RGIutsfibMkILElg+omEv1vz3vZ91+cfzMPNCg2r7fV9wa1ssz4aAfw6MddsXVlO0xQr3G/ANe9Mm4x4t6HBuLPMz7aFz4Ds+rCnBoOT78eXf3nmHUyUnlV1i9JYKvKBbweXb2/9F1xgQIUoECJCVSogPOOO+6A/EhfzilTpmhNZ8PDbR+Enb+tl28u7UM2y5WQb9ImTpyojQom8/c4J+cRbZ3zvX3ZdPIFFVwm6cX0qzkRxsw/cezEWZy7GIwalTJQK+YuGM68BGu6rbZGVvar/6kKJGbBkrwMR85F4Of19TB3cwK27ZN/iLZ/ijJc/aBug4Cci3D+Htw+BLVznjZasPrw5Jwn80j5qJHEnL8vzy9P2uf7BQbm+k5Y8gLUCG6Oj/NqFgw1qlmgystRoxpOGLUV97zfU9VytsRtDwfCz9fxoVzHKIGFTHWOkg6l+GJnoh8iQ/zQv2UUjBsdB7d7OX+nLF5+eYbyFhvpW+FxL0dRtCW513PXaUFrhp43T0bQy9tRX/LS1LVx1J3YvuTJVHnOSc5Dzsd5PcmzZOXOE5u8I0274lUjxILpt1bB6M/O4dO/g9E82oTBdbK1Y7rzWraYHfqLTgQi3WjAte1qoX74BefT07wcIYztKXe9cpSX8/2uef1zf9kPLjYGde84J1e8ZH37/eW8bX558tpz/uJO1pc8OT/nJPdG3jx5Pj9/yXPXq2/NHMzokYL714Zj2eZ43HjKDx938EH1YNtdJl5ZqqbLfMFR++WnvpRUN5hzsbU58CRjT6ov/jgXgCBfK27qGK3n21fOzya/PG/1sp+H/BWbsnR/SYOFpztacPXIfnj4peX4Yn8wdqj31/tb5OCWwNz3oZxf3vtr/vFAvHT7XCSn+qBqkAX/1yENdcLM2v3q6vtXWfISg+J6PVrTfVStvCPJe4NJvR8459nfq1x5v4fVL9fnBPv7l+MIXKIABbxZIPd/VG8uqQfLJgMESVAp8/TIcMzyhnvq1CnExMRoR5GaUPuyZMjz48ePx4wZM/Duu+/iX//6lwdLUzq7siQvR3JSImRi+i2HqmDrmV+xeWcXXEhWHSX+ST4+y1UftOaIrVQLUaHZSMkIQKpxO5JSaiM5bTyy1QTrtpSFiFArBrY7hBs6H8b17U6obBVwemGSvnxvzmmj9c2ZOWcnxt3YulRLOfeY7UPQ0I4xqo+KIVfgUKoFK8WDZx3rCGN8tF6C0NAa6gsI/aHbC53qBeHVcU3w1Gd78czGMMSFm9Fe7TXrwN9I+O5rff+BdeMQM/Ye/bG+IM3HVHOxgtL3h23X9M6b1LCrm7cVtBrzS1CgbYwRs/sk474dtbH7ZBpGqlYFn3RNQTP1hUNh0srdKXh0lWriqG6B62vlqJEy7e+BhdkL1y1ugduHNkXEqjl4cF04Nl/wxz2r/PH6wM9wa+UgjIjLRqifI+yRa3kq3RdTdoZgoQo4gWxcH2fBK62TEB1Y8Ou8uM+hrO/flNIFlhzboEtyLr5ZqrUUEwUoUGEFKkTA+dVXX2l9Llu0aKE1of3uu+9Qu3ZtbXoUufKSP3v2bG1S27Nnz2Lt2rW499579ZtCalJksl0ZAUumU5FpVWSI6LKcTiUEYcDEG3D0nL2p41l1Ov7aICc11bxX51X/pHNJYaq201/92AJx2/lKfZvtQ1ZESA76tzuOG4f1RO/mO+Cftsq2ihf/lomkpZbzzvd6YfKH63DrDS21OdZKo8jyQWf+MfmAA4zuUlX9LtyHX23Dcvgr66SaXHyvo84u8Co1CbkHA04hu7t/bWxcsRWzjgTh1pWReK9SNkZ1sKjBZBz9DS3qSylzcpKab9BRw++j5hcLjKuPs+++ocv7RkSi2kNPaI//TvbD9gQ/RARYcUO/xkjcrK/GhVIWkJqq397sjlueWYb1R3MwWl33sQ2z8HjfbFxpNroUVWP9/FdH8f26C6q/mg9aVzbh8RYZpXxGPPzlBDpUMWL5wIuYpb4AmnEwGAePXcRLx8Lw9s5Q7YuGlBwDEld8iAsJkTD/E39KIPrms30w4NQSNa8kg83L+V7pueT1QWreZcdHzKq1A3P1Sb/S9ny+bAhI5c3vv/+O7t2759tyxRvOoiyU0RucirsMjneD4j5SKe5f+mm+8MIL+kAHcXFxePbZZ/USyZQpzz33nBZUSmbPnj3Rt29f/Xlp+iRJBgqS9SZNmqTVgA4dOlRfpywtnI1Pw5DnO6tgMxR1q6aqWskj6Nj9PrSOehe1I3bqp+LT4Huc2v0eTp88qNVuhgcbEd34eUQYFyLcskzvwO9XdwgsKWpgHn1L714Yce1hVct5NfaqitivZ+/AXWPalEqBN8b743SGD2qFmnFNowjVxy6xVMpRUQ/6Urt0ZJsNkGZ09/6YhIO++3CXwnAeqMecdBHJS3/VifyqVtMCTj0jz8KPh21fIAyLMyI4qEK8veYR8O6H0eEB+Pa2KPx75gnMORqIj/YF44sH12BUm1CMi/FFPVXb7ZzkS6HlpwMwaYv68i3zgnrP88FjzdScdI3UAFrON4rzRlz2GoEIfyvuapyJ8c1N2NLpDrz18mzI++5f5+0tedK113uU+oJImte/3C4NnYY3w7kPlnjNObAgFUvg5ptvxoULF7SWdTKjQseOHfHQQw8hJMQ7R8OWcVHefPNNtGrVCtWrV/fKi1UWyuiVcB4uVIX4RCSjyt53332Ij4/XvoGpVKlSLsa6detqzWXPnTun9d0MVbUY9tSuXTssXLjQ/lCb22fx4sX647KwYOuDafsK93yCqpW8dxcOqrnKWqs5rRa88KvWXNa/ycswHVWjzTkqeLQRPGMrG1EjyKlvU1wwLAlqJMPk3B/MyoKDvYw+BiuevlE1p327GyZPW4vbR7ZEgH/JN42T2jVJw+uq0Uf54dV+eUrsb4Cq7X67U6pW2/HmjlBM/nYfNteMwJRrUnM1uXO1QH+c9Ye9Oe3ohnl7trq6F65X3AL+KlJ8o2Mqbm2YiU9UwPnbqSB8szEV3xmi0VHVivmp7xeT/tyqWnlkIyE1Rq/96tgwDO/eEYequ1YVdxG5fw8LyJcDw/o2Qvs/krE3yQ8XsnxQWTWXbfHcMzB+NBm+ZkeLCg8fmrujQKEEZMTfcePGoUePHjhx4gRknnjpyiXjiDBRoCwLVIiAUy6QdDCPjY297LWqVq3aZZ8vq08aD47V5hlLSA3C4EkDsU/NV9YiLgXznrMFm2X1vNwp9/DOx9GicRXs+jseX87ajntvaevO7gq97blUM2RwGfkgdGN9pyi/0HviBu4K3K1qQFq2rIWHfk7D0lPAqOVReFsFna3rurbnDNUS+vH/+x2frI7UBsToWSMHTaPL7hcyrp112V+rdSUT/tclFRe79sF7M7dj1uYU/OlU8yVnKIPQxKjBY+5rkolHHmivPU7ZVfbPvSKfQdMoR9eFGlXDcFp9wWDly7XC3hLTZm7GhcSSbx7/wG3tEFMp/1pL6bZVq1Yt7efo0aOYN2+edn0OHz6MqVOnalP7ValSBbfddhv69OkDqSyRVnz//e9/IZ9jZb74WbNm4a233tJqSmXueJmdQbqCnT59Gu+//z727NmDBg0aYNCgQdo+5ACffvqpNlCYDHK2ceNGbWDNUaNGXXJvLF++XJuPXipxpHuac7rc/h988EG0b99eK9/58+e1oLpfv3745JNPIOfZtWtX3HPPPVq3NRlLRc5H1pPpj6RL26OPPqofT/bVoUMH/Pnnn1plUq9evbRt7QPSXa6MzuXlcskJVJiAs+RIvfNIF9MCMey/A7BbBZvNGkZj/gu/oVKwY7oT7yx18ZVKajmfe/RajHnoZ7z+wXLc1vsQggIM8Kl0gzpo8dd2fvVnKoyqDfKA2tmoqUZOLcsp69RwWC2OD3H+je3N1crOWfVoEIAV7/TE6CcX40CyL4b+FoXO+zLwYOhJdFCNA+SLgfzSFjUgyX82+eFYyk5Ijeljql+fBLDSH5qpbAg0qBGCN26ojIeqH8O6c/6Q5pX1+3ZHtDUDQTvXaTWeciYSfDJRgALlS+AjFXD+fSihxE/qxoFNCww4nQsjA1pK01rphyhdwerXr68FYlu2bMHrr7+uzSEvwZg0w921a5cWcEqwtXPnTuzduxfNmjXTxiWRwFKCzmeeeUYbr0S2PX78uDZjg3QXkwoZCe5WrlwJadl3zTXXaAGvc1lkWeaol2379++vdT07cOAApk2bpq12pf0fOnRIO49bbrlFm7tVAuI//vhDC5wlT2pzV69eDemuJmOnSNe25s2ba0HzF198oQXb0nxXkuxL5nsdM2aM1nLx7bffxtVXX60FrZcro7Yxf5WKAAPOUmEv2YOmZPhj+Ct9sONoZVwVm4xfv7gV0Qkz8s4xXbKF8oKjDbuuPlrFJWgun30xA/cN2I2A6CGqE1/xBpyZWSZ8/VeqJjD+qrJfu5m6wazmlXQEnOE9bX2eveASF6oI9WuEqpFMk9SgIiGYrZo7rztuxrpJfyA2pBLGNMhCowgTMi6qvsqz9uDUnhAcUdNjLFD9P2XAkZaNYvB/cQfRxKn2pFAH58qlLlBF1WQOU83bJUXVDYPpYo6ayqfUi8UCUIACxShwv6ppLI0azoJqN+VUpXYxMTEREsz99ddfWpC4detWLaiU5rVSi9m2bVusW7cOv/32G5o0aYI2bdpoAacM3iPbS9C4Zs0a1KtXT6s9lOclSD1z5oxWUyjHkRkb5EfWGz16tGRptZ0TJkzQlvP7JV3KpFbTPluD9Nu0B5yu7P+RRx7Ryir7/umnn7TBhkaMGKEdqnPnzti+fbsWcMp+JaiVfcpgnjKtjng4J6nxlPOStGrVKoiR1JJerozO23O5ZAUYcJasd4kfLTU9BzeoYHProRjUr56CBS/+gmoxTyKn5L/QK/Fzv9IBpd+kzBl68xt91bycV+O6NifRtARmSflu3i4kppshTfpkugYm7xGQUSqfvzodT6iaynkpsZi5PwAHTqRqQaitlKo2eumfatHWFEpqPh9sbcFrn9yIC1Ne9p4TYUkoQAEKUOCKAtK01duSBIUyHV/NmjW1Wj8JKKVZrdR0Onf9atSokdacVMovgdf8+fO1AE3GJZEgTprOSk2lNNGVwHLbtm3avMpffvmlfsoyF6rMNW9PVxqcSMomAwTllyQwlOa4l9u/83b25q/2PJkXV5oHS5LA88UXX4Q0HZYaXBm8U5rWFpRk7BWp8ZR0uTIWtD3zi1+AAWfxG5faEdIzjRh29w/YuD9GG4124aRFak7N9FIrjzceeGD7Y+jV6hRW7qiJwS8NxLLmyahXR6Yo8VyyZmXCKhPJqyRTOL7/xQZtebwa6ZLJOwXC1OiW49sG4PEJgzD35Y/xg6rxlBFtI8MDUbVlU/jt2YRwtY5MvdA2LrRUBp3yTjmWigIUoAAF3BGQJqXSBNY5RUdHQ0ZbTU5O1gJPeU6axEo/TEkScEqAuWTJEnTr1k2rAZUZGhYsWIDWrW3fpMs+ZDyTd955R2uyqm1YyF9xcXGQ/pX5pcLuX4LqgtLcuXO1wPall17Sgm9paitNhF1JlyujK9tzneIRYMDppqsp/jyM52UOS1vyqxwD/+qXH5zIvq7n/6rRYxN+1HabkWXFyH+fw7rNWagVk45Fk35BLTW/JlNuAXm/++6ppRj5Wn+s3VMd/W7/Ecu+vR11a0bmXtGNRwmzv1PzSu7W9rDmbAD2HopAbKQf+tequH1oC8uZdfhqZB939IsM8YlTu0gu7G4Kvb7cH12rG7Uf2VimRYm5pZOah3N1offFDShAAQpQgAJFEZBaRakRnDFjBm6//XatJvPgwYOQvo+SpJmrzMAgzWNlHnnpAylNVJctW4YnnrDNEy37kHwZeMg+1/zmzZu1vp0y+JArSZrqSpNV6esp/UOlWaw9eWL/9n2FhYVpga00LZbAWQLpywWo9u3k7+XK6Lwel0tWgAGnm94Zu7YjZdlifS9hXbojatAw/XGJLlhNMJ14DllGX4ye3A+/q1q72GphWPj8PNSpYuszWKLlKSMHCwk0YfYzSzDi1euxfh/Qd/RX+PWN7qhV1dZsMrCe+gZRNRPxRPp8v20qlDu7hKvBSBxfVHhi33n3YcmIhCnd8S2pwVwLPlWCYTV01Ve1mgpRm2tV0ZdPB31bbUHySiDlJPggc3+OfqTAqzxzPfQdcoECFKAABYpZQH1paAjQj2HINeuxns2FfASkWexTTz2ljTwrzWsl+Bo5cqTWZ9G+utRyHjt2TJ8PU2o6JeC093OUJrnSTFX6gd5wgwyQCISHh0P6VUpyJaCT2lJpyvvaa69p20hfUvu2ruz/SsewPy9NgqV2UwYFkv6b0qzWOcl69nXtx7c/f7ky2tfh35IXYMDpIfMT6b6Qefju6eKhHRZxN9kq2LxtynVaE9FqUZlY/PV4xKV+pNpyFnGHFWSz0CAjfpq4BDe8MwF/bT2D/g8uxLe9klFDjSAb+8wk+ISFuy1xMEXukQCEBPri1g5qfyq4Lc5kSg5G4i+OWsGAuiGIiglB/I8x+mH9qlZBtXr+6va4Vs+DNcKx7LRktfjg/A81nXKAms04qkouED6gAAUoQIF8BS6u7IScY9X052LuqAY/R/yp51fkhe+//77A05cBcbp06aINoiO1mXn7QOYd7EfWXbp0aa79STAmI75K81zpuyn7sQduMoLtlZIEfzJSrEyJIn0upSbSOV1u/3nnsJeRZZ3T3XffrT+U0XilL6hMs1K5cuVLzjXvvuyDGMkOrlRG/SBcKFEBBpwe4E43GTB6RSTiM30Q1SQZ9zgqlTywd9d3YTRZMPbt3vhtS21UicxUAwQtQqN6zyJnh+v7qMhrhgUbMf/TEejXbyq2J/jilpWR+LhrCgpqIG1Ouqjmb3NM4OYbGYXUVctUE2tbp3exjOjpaKbyxX5Vu6jybu4Zi8hgH5T8zF/5X11zRhDiZ1XRn/SNiET1Bv7IOj1Sz4OvP/ybOx5yiQIUoAAFKECBkhWQwXOuNKe8KyWKiMj/i2VXtpV1ZDCfyyV39y/7lkBYBk4qarpSGYu6X25XNAEGnEVzy7WVjGz5QNMMvLQlDP/6/jQa9juKXl3icq1T3A9MZgvueGIRftlUF5XCszHv+V/RpFZScR+23O1fBoX5snc6xi0PwfZEP4xcHoWPlhzA6JG2ZiPOJxz/1ScwOQWXVe99GFmHD6pvcI/oq4W266gtX8z2wbxjgdpcfvcPqgukn9TX8cSC1ay+JvZzTMBstUa7tVur2Qcpax3BtMHfB+GO2NmtfXNjClCAAhSgAAUoQIGKI8CA00PX+vaGWTitmtV+8ncwxjw8B8u/ux0tGl/+GyAPHRpmNRHgnU8uwFwVGEWFqmDzuV/Rom6ip3Zf4fYToSZ+/0Y1p31hcxjmHA3E2AlL8Pu3S/BUsyR9EvjqD//bZRdV8YzXd4QgS41y2js2BzLRfNZBlzd3acXsk9WQOMsxvHtQ00YIy9Pd0qUdcSUKUIACFKAABShAAQp4UIABpwcx/9MqHedDqmHe1hQMvWMGFr/YRk1DEgj/KlUR2OAqDx4JsGSoY03/HyyqjeZ/llvx099WbcqGb25MR/3U3kjdbjtc5ZbsY1cU+CBfK97omIrWlY14dUckPt9hxs4zoZjaORUyQbyrnWKPn8vAXV8mYuOJIMicjXc35lQoRbke3IYCFKAABShAAQpQoGwKMBrx4HXzUQHF+7fWROfGkTidmI2bXlyLE3PmIn3rJg8e5Z9dqQlws8+fx1O/ZmjBZqiaE/Dnj0eicVqmNpqnjOgpP9YSGkXU8yfoHXu8tUEWlnx6A6qHWrEx3h8DFkdjys5QHDuTdsUCLjoRiG6PrlTBphHVgy34ukcyOqp5G5koQAEKUIACFKAABShQUQQYcHr4Sgf4GTDjsaZoEGHGviQ/jFGDCR254PkgIyEpC2N/j8RsNSF9sOpD+mnPDHS6uuidqz3MUK52d02r6lgw3ITOVY1IyjHgo73BaHXjLNy10IJVZwK0WmapaU5JN+JUigW7L/rh6Q1heGx9OJJVXv8mgVh4/UVco7ZnogAFKEABClCAAhSgQEUSYJPaYrjaUaF++Lx7Mu5cHYm/k/0w4IMz+KzhAQy5zjPNanfsO48b75uFY+f9UVU17/zw2hRcXbVk5kMsBq58d2k1B6pBcNTgOv8kdwfBse+nqH9jgoEZPZOxNcEP3xwMxuIzIVh+1Kx+IhDgY4VJ1SRbZtknQI7SDhOsmuW+dv/VuDHmDLL2nirqobkdBShAAQpQgAIUoAAFyqwAA85iunQ11fyNc65LwoSNYfhVNa286cHZeGxQLTwzsi58Vdtbv0pqXqEmzVw6ujk5CRd/nq2tu2BPNv69MBUZOVbVv9CEaV1SUFU11wT8XdpXWVkp+2RVNQjO1XpxZRCcSkP1h6W2cLUyv7pyKt4bNx7TXvke32w3QuZglXA/PMQf4b4mhPmYUC3YjGfbpKPTgDikbTxTauXlgSlAAQpQgAIUoAAFKFCaAgw4i1FfpkuRQWZmtqqBVxdfxLsLT2LjxiN4u1MqarZp6nLAac3JRuq+vXh3Vyim77PN5XjHsKaY4P+HVrtWjKdQIru2ZMXAYunlOFZWfceyly5VjgrC/W0NuLPmRaSpeVjlWte472EkLVmUa1oULy0+i0UBClCAAhSgAAUoQIESEWAfzmJmlpqv+7pG4OcX2mujm64954/rf43GrO2ZakAf1w6+fvs5DPktGh+rYFMGJprU2YyPJvUpF8GmCGSfiMSFnxw/aTvdm0PSNVXPrCXXI0IN2CQj0DJRgAIUoAAFKEABClCAArkFWMOZ26PYHnVpFo15fZPwtGpiu+ZsAJ74OQXzz8zE2/c2Q/3YMO24huBg+IaGIW3Deu1xUoYZry66gBm/n1XBqS/qh5vxWoc0XFM/pNjKyR1TgAIUoAAFKEABClCAAhTwlAADTk9JurAf6Wv5RfcUzDsWiNd2RmLlXyfQedNxPNA0E71jc2CpGgvfNp1w+uc1Wr9AGQ01PssHgf6+uK9RKu5X68kANRU1GaSnpCHA6fTLV79VpxPjIgUoQAEKUIACFKAABcqFAAPOUriMw+pmo1+PynhtczC+X34c7+wK0X6ADGDmClWiCL1UHWMNmDZlGCJ/nq7nVdSF7DPVcOHHgfrpB9Sthyq36g+5QAEKUIACFKBAmRLwzf1FMucOL1NXj4WlgKsCDDhdlfLwetHBPpj2RFv0N+3EmztCkWMxICQkABHVKsP33Eltbs1u1Y0Yc00kqsRF4ayHj8/dUYACFKAABShAgdIUSFrbXk0bpuYd+ydVurEWAsrOMA72YvMvBShwBQEGnFcAKu6nr61mxLWqb6ckqbGLur43zk//n35YAyL1ZS5QgAIUoAAFKEABClCAAhQoSwIcpbYsXS2WlQIUoAAFKEABClCAAhSgQBkSYMBZhi4Wi0oBClCAAhSgAAUoQAEKUKAsCbBJbVm6WuWgrBZjJcC3vX4mVmNVfbkoC+b0CGSdG6lvagisjLA4/SEXKEABClCAAhSgAAUoQIFSFGDAWYr4FfHQmQerImVZLf3Uw7pUg58bAwRYMv2Rstqs78+vqgFhnfSHXKAABShAAQpQgAIUoAAFSlGATWpLEZ+HpgAFKEABClCAAhSgAAUoUJ4FGHCW56vLc6MABShAAQpQgAIUoAAFKFCKAgw4SxGfh6YABShAAQpQgAIUoAAFKFCeBRhwluery3OjAAUoQAEKUIACFKAABShQigIMOEsRn4emAAUoQAEKUIACFKAABShQngU4Sm15vroV9NwsmWFI3X6TfvY+weEIaKw/5AIFKEABClCAAhSgAAUoUEICDDhLCJqHKTkBq8mAzP05+gF9I0z6MhcoQAEKUIACFPBeAeOFFjAlGvQCBoTUhF/oSf0xFyhAgbInwICz7F0zlpgCFKAABShAAQqUS4HMI4HI2GrRzy1qUJBargOrsZ+eZ8iIha/+iAsUoIC3CzDg9PYrxPJRgAIUoAAFKECBCiyQeSASaetCdIGI6yLgX19/yAUKUMDLBRhwevkFKtvF8wd8wp1OQT1mogAFKEABClCAAhSgAAUqjAADzgpzqUv+RFO3NVHfSPbRDxxxXQN9mQsUoAAFKEABClCAAhSgQPkX4LQo5f8a8wwpQAEKUIACFKAABShAAQqUigADzlJh50EpQAEKUIACFKAABShAAQqUfwE2qS3/15hnWJCAxYCchBtyPRug8pgoQAEKUIACFKAABShAAc8IMOD0jCP3UgYFrFYfJK2w5ip5aA9W+ucC4QMKUIACFKAABShAAQq4IcCA0w08blp2BKxmX1hxrVOBees7YXCRAhSgAAUoQAEKUIACxSLAT93FwloRdxoG+FZ3nLhVJmr2nmQ1+iF+VhW9QAZ/f8Q21x9ygQIUoAAFKEABClCAAhQoBgEGnMWAWhF3mbKxMTK2puqnHjWoplpO1B9zgQIUoAAFKEABClCAAhSoeAIVJuA0m824cOECwsPDERISku+VludDQ0MRHBysP5+YmIitW7eiTx/HfJL6k+VsIfNwH1gyrtbPKqxalGqGqmot/RrqebAEwpTeDNYcXz3PJ6OSWj6lP+YCBShAAQpQgAIUoAAFKEABEagQAefcuXPx2WefITs7G35+fmjTpg0ee+wxVK9uawJ6/PhxPP/88zhz5ox2V/Tu3RtPPvmktu6RI0fw1ltvlbuAM+vIQBU0OmokfeNCkXHACtP5HP2VEdLBF0krr0LOMcdtEnNHNNK2hSNrryMor3RjqL4NFyhAAQpQgAIUoAAFKEABCtgFKsSQnFJjOWHCBMybNw/Tpk3DuXPnMGfOHLsB3nvvPdSpU0d7fvr06fjrr7+wdOlS/fnyuJC+24zUzUb9x2qsELdCebyUPCcKUIACFKAABShAAQp4rUCFiDL69++Prl27ak1p4+Li0L59e2zatEm7KMnJydi5cydGjhypNaWV52XdNWvW5HvR1q9fjwceeAB79+7N93lmUoACFKAABShAAQpQgAIUoIBNoEIEnM4X22q1an0y69evr2UnJCRA8mrWlEFubEmW4+Pj7Q/1v5s3b8Yrr7yCoUOHomnTpno+FyhAAQpQgAIUoAAFKEABClDgUgFH57xLnyuXOdKkVvpqPvfcc9r5paba+jEGBgbq5yvL6enp+mNZ2L17N1566SWtdnPAgAH6c1lZWfqyLEg/UWNmZq68nJwcNRhPRq48o9F4yTFMJhPS0tJyrSeDHdnLaH/CYrFAamadkwTNefPkeckLsLRRS0Z99czEVMg+nJMcQ47lnKQsUibnJC5SdueUoc7NpM7ROWUqA4uycE55reQ5b/QSS+ckhvQq+P6iV+Fej/Sil7y/FNf7Pe8v3l8V5f6KcP5HzWUKUMCrBSpUDecPP/yABQsW4IUXXkDdunW1CyOj1kqSoNCeJAgKC1PzSv6TJMCaOHEiYmNjMXDgQHu29tc5UJUMeRwUlHsOyoCAgFwj38p6/moeyLyj5cqARjJKrnPy9fXNVRZ5zsfHBxERud9qDQbDJXmyrqx3cV5tJM52/IQFV9b2Ic/bk5yvHMs5SVmkTM5Jyixld07SR1bO0TmJQX42+eV5m5dYOicxFHPnRC+bhtjQq3CvR3rRS149xfV+z/uL91dFub9s/4X4mwIUKAsCuT9Fl4USF7GMX3zxBWbOnKk1ie3YsaO+l8qVK2sfmE+dckzrcfLkScTExOjryD/w8ePHa81s3333XT1fFvL+c2eejacgl4LybVs5fnM9271Fh8K9xuhFL/u7SHHcC8WxT3t57X/L0zHK07nYr4/9b3GcW3Hs015e+9/yfAz7OfIvBSjgfQIVIuD84IMPILWbjz/+OKpWrYoTJ05oP1KTGRkZiRYtWmD27NmQpqGHDx/G2rVr0a1bN/1qyTfRw4cP14LVFStW4PPPP9ef4wIFKEABClCAAhSgAAUoQAEK5C+Qu71k/uuU+dx9+/Zp/RMnT56c61ymTJmC1q1ba3NySp9OCSol9ezZE3379tXXtTenlIGCZL1JkyZpNaAyeBATBShAAQpQgAIUoAAFKEABCuQvUCECzvfffz//s/8nV/pzzpgxQ5ufU/rmOfejbNeuHRYuXKhv36lTJyxevFh/zAUKUIACFKAABShAAQpQgAIUyF+gQgSc+Z/6pbnVqlW7NJM5FKAABShAAQpQgAIUoAAFKFAkgQrRh7NIMtyIAhSgAAUoQAEKUIACFKAABdwSYMDpFh83pgAFKEABClCAAhSgAAUoQIGCBBhwFiTDfApQgAIUoAAFKEABClCAAhRwS4ABp1t83JgCFKAABShAAQpQgAIUoAAFChJgwFmQDPMpQAEKUIACFKAABShAAQpQwC0BBpxu8XFjClCAAhSgAAUoQAEKUIACFChIgAFnQTLMpwAFKEABClCAAhSgAAUoQAG3BBhwusXHjSlAAQpQgAIUoAAFKEABClCgIAEGnAXJMJ8CFKAABShAAQpQgAIUoAAF3BJgwOkWHzemAAUoQAEKUIACFKAABShAgYIEGHAWJMN8ClCAAhSgAAUoQAEKUIACFHBLgAGnW3zcmAIUoAAFKEABClCAAhSgAAUKEmDAWZAM8ylAAQpQgAIUoAAFKEABClDALQEGnG7xcWMKUIACFKAABShAAQpQgAIUKEiAAWdBMsynAAUoQAEKUIACFKAABShAAbcEGHC6xceNKUABClCAAhSgAAUoQAEKUKAgAQacBckwnwIUoAAFKEABClCAAhSgAAXcEmDA6RYfN6YABShAAQpQgAIUoAAFKECBggQYcBYkw3wKUIACFKAABShAAQpQgAIUcEuAAadbfNyYAhSgAAUoQAEKUIACFKAABQoSYMBZkAzzKUABClCAAhSgAAUoQAEKUMAtAQacbvFxYwpQgAIUoAAFKEABClCAAhQoSIABZ0EyzKcABShAAQpQgAIUoAAFKEABtwQYcLrFx40pQAEKUIACFKAABShAAQpQoCABBpwFyTCfAhSgAAUoQAEKUIACFKAABdwSYMDpFh83pgAFKEABClCAAhSgAAUoQIGCBBhwFiTDfApQgAIUoAAFKEABClCAAhRwS4ABp1t83JgCFKAABShAAQpQgAIUoAAFChJgwFmQDPMpQAEKUIACFKAABShAAQpQwC0BBpxu8XFjClCAAhSgAAUoQAEKUIACFChIgAFnQTLMpwAFKEABClCAAhSgAAUoQAG3BBhwusXHjSlAAQpQgAIUoAAFKEABClCgIAEGnAXJMJ8CFKAABShAAQpQgAIUoAAF3BJgwOkWHzemAAUoQAEKUIACFKAABShAgYIEGHAWJMN8ClCAAhSgAAUoQAEKUIACFHBLgAGnW3zcmAIUoAAFKEABClCAAhSgAAUKEmDAWZAM8ylAAQpQgAIUoAAFKEABClDALQEGnG7xcWMKUIACFKAABShAAQpQgAIUKEiAAWdBMsynAAUoQAEKUIACFKAABShAAbcEGHC6xceNKUABClCAAhSgAAUoQAEKUKAgAQacBckwnwIUoAAFKEABClCAAhSgAAXcEmDA6RYfN6YABShAAQpQgAIUoAAFKECBggQYcBYkw3wKUIACFKAABShAAQpQgAIUcEuAAadbfNyYAhSgAAUoQAEKUIACFKAABQoSYMBZkAzzKUABClCAAhSgAAUoQAEKUMAtgQoXcJpMpgLBLly4gMzMzFzPJyYmYvny5bny+IACFKAABShAAQpQgAIUoAAFrixQoQLOdevWYciQIZeoHD9+HGPHjsUtt9yCYcOGYfLkybAHpkeOHMFbb711yTbMoAAFKEABClCAAhSgAAUoQIHLC/hd/uny8WxSUhIeeeQRnD17Fn5+l57ye++9hzp16uCjjz7CuXPn8MQTT2Dp0qUYMGBA+QDgWVCAAhSgAAUoQAEKUIACFCgFgQpRwxkZGYkpU6bgySefvIQ4OTkZO3fuxMiRIxEcHIy4uDh07doVa9asuWRdyVi/fj0eeOAB7N27N9/nmUkBClCAAhSgAAUoQAEKUIACNoEKEXAaDAZUq1YN0dHRl1z3hIQEWK1W1KxZU39OluPj4/XH9oXNmzfjlVdewdChQ9G0aVMt22w225/W/losFriaZ2+2a9+BlMPVPKPRaN9M/1uYPDmWc5Ljupon5+ic5HxdzXPVJr/1XLXJb73C2DifmyzLtq7a5Leeqzb5rZefg6t5+Tm4mkcvaNecXtBe2/ndc67a5Lce7y/eX/b3WXnf4/0FzSA/B1fz8nuduZpXVl+P9nuIfylAAe8XuLR9qfeX2aMlTE1N1fYXGBio71eW09PT9ceysHv3brz00kta7aZzU9u8/wzksTXPwETyDzXvG7qreRLA5OTk5CqLPMgvLzs7+5L18svLb1vJyxssSZnzBkGu5sk/OkueYDyvlRSWXrZLRi+bA+8vmwNfjzYHvn857gfbkuN3fjb55fH9vuB7iV7l6/5yvDq4RAEKeJtAhajhvBx6eHi49rTzP2X5JxQWFqZvJh+CJ06ciNjYWAwcOFDPl4WAgIBcj/39/eEcvMqT0m80KCgo13qSJ014nZOvr+8leT4+PggJCXFeDVJjGxoamitPHjiX2f5kfnmyrezDOckx5FjOSconZXJOkpe3H6ycW948MRAL5yRW9IJ2L9AL2r3O+wvaa5mvR75/yXsl3+9t/zH4/9HmwM8TNoeCPk/YnuVvClCgLAjkjjDKQok9XMbKlStrwdepU6f0PZ88eRIxMTH6Y/kwOH78eK2Z7bvvvqvnc4ECFKAABShAAQpQgAIUoAAFChaoEAGnNBWVWkt7LaYsS62lJBlQqEWLFpg9ezYyMjJw+PBhrF27Ft26ddPV5NvW4cOHa/03V6xYgc8//1x/jgsUoAAFKEABClCAAhSgAAUokL9AhejDmZiYiDFjxugCgwcPRqtWrfT5NR977DE899xzWlApK/Xs2RN9+/bV17c3NZWBgmS9SZMmaTWgMngQEwUoQAEKUIACFKAABShAAQrkL1AhAk5pNivzahaU6tatixkzZmhzcEqfR+f+ke3atcPChQv1TTt16oTFixfrj7lAAQpQgAIUoAAFKEABClCAAvkLVIiAM/9TvzRXpk5hogAFKEABClCAAhSgAAUoQAHPCFSIPpyeoeJeKEABClCAAhSgAAUoQAEKUKAwAgw4C6PFdSlAAQpQgAIUoAAFKEABClDAZQEGnC5TcUUKUIACFKAABShAAQpQgAIUKIwAA87CaHFdClCAAhSgAAUoQAEKUIACFHBZgAGny1RckQIUoAAFKEABClCAAhSgAAUKI8CAszBaXJcCFKAABShAAQpQgAIUoAAFXBZgwOkyFVekAAUoQAEKUIACFKAABShAgcIIMOAsjBbXpQAFKEABClCAAhSgAAUoQAGXBRhwukzFFSlAAQpQgAIUoAAFKEABClCgMAIMOAujxXUpQAEKUIACFKAABShAAQpQwGUBBpwuU3FFClCAAhSgAAUoQAEKUIACFCiMAAPOwmhxXQpQgAIUoAAFKEABClCAAhRwWYABp8tUXJECFKAABShAAQpQgAIUoAAFCiPAgLMwWlyXAhSgAAUoQAEKUIACFKAABVwWYMDpMhVXpAAFKEABClCAAhSgAAUoQIHCCDDgLIwW16UABShAAQpQgAIUoAAFKEABlwUYcLpMxRUpQAEKUIACFKAABShAAQpQoDACDDgLo8V1KUABClCAAhSgAAUoQAEKUMBlAQacLlNxRQpQgAIUoAAFKEABClCAAhQojAADzsJocV0KUIACFKAABShAAQpQgAIUcFmAAafLVFyRAhSgAAUoQAEKUIACFKAABQojwICzMFpclwIUoAAFKEABClCAAhSgAAVcFmDA6TIVV6QABShAAQpQgAIUoAAFKECBwggw4CyMFtelAAUoQAEKUIACFKAABShAAZcFGHC6TMUVKUABClCAAhSgAAUoQAEKUKAwAgw4C6PFdSlAAQpQgAIUoAAFKEABClDAZQEGnC5TcUUKUIACFKAABShAAQpQgAIUKIwAA87CaHFdClCAAhSgAAUoQAEKUIACFHBZgAGny1RckQIUoAAFKEABClCAAhSgAAUKI8CAszBaXJcCFKAABShAAQpQgAIUoAAFXBZgwOkyFVekAAUoQAEKUIACFKAABShAgcIIMOAsjBbXpQAFKEABClCAAhSgAAUoQAGXBRhwukzFFSlAAQpQgAIUoAAFKEABClCgMAIMOAujxXUpQAEKUIACFKAABShAAQpQwGUBBpwuU3FFClCAAhSgAAUoQAEKUIACFCiMAAPOwmhxXQpQgAIUoAAFKEABClCAAhRwWYABp8tUXJECFKAABShAAQpQgAIUoAAFCiPAgLMwWlyXAhSgAAUoQAEKUIACFKAABVwWYMDpMhVXpAAFKEABClCAAhSgAAUoQIHCCDDgLIwW16UABShAAQpQgAIUoAAFKEABlwUYcLpMxRUpQAEKUIACFKAABShAAQpQoDACDDgLo8V1KUABClCAAhSgAAUoQAEKUMBlAQacLlNxRQpQgAIUoAAFKEABClCAAhQojAADzsJocV0KUIACFKAABShAAQpQgAIUcFnAz+U1K/iKGRkZyMzMROXKlSu4BE+fAkUTmGYchXOmHH3jx03VMS9nCI6YMvW8+0w1UVt/xAVvFthrqoWPTffoRayXE4xhpqp41ymvmjEA95mi8IpTXqTRD/+nb8UFbxf4Lqcfdpu66MW8Lac69mbXwGbT1XreCGM1xOdkY42psZ7XPztGW15scryiu+VEYRgO6OtwwTsEUszBuV6jAQYDplh9c+VJSaeqvNdN45FjsuoFn6y2fdd4C5JNJj3vBfWaZ22GzsEFClBACTDgvMJtkJOTgzfeeAOrV6/W1qxVqxZefvll1KxZ8wpb8mkKUMBZ4HBSCI7EB+hZORZfHEsNxq54Xz0vy+yvL3PBuwXkWu2KD9ML6RMVALmmznnp/n7IUR9SnfOqmP653upDrZ4M/HiqW3jZwqn0IHX9HIVKNwfgXKZF5Vn0zD5GfyRkGXJd5045tte687VvlhWkb8MF7xGwqNef83UKDLC9Np3z7KXdfSEM2TmOgFO23X8xFPEXzfZVtNc8r7TOwQUKUEAJMOC8wm2wePFibNu2DZ999plWuynB5vvvv4/JkydfYUs+TQEKUIAC+QkkWUIx5vTj+lPyAXeZ/ogLFKBAcQmcNlXCfYmP6LuPMfvhPf0RFyhAAQoUjwADziu4rlmzBt27d0ft2rZmQSNHjsTEiRORnp6O0NDQK2zNpylAAQpQgAJlQ8AYEg1rdJpe2GyDo0WCnsmFYhPYjibYHeVoNdAQ1dEJJz16PIvVgNRsx0e/IKOjhYlHD8SdUYACFHAScLzrOGVy0SEQHx+Pa665Rs+IjY2F1WpFYmIiA05dxb2FHF/V+Caykr4TY0Ao2BxH5+ACBShAgRIRePVEX+w44Ohn/WY/6YfpCEBLpBAV5CBJgdWQFdtcP1uLX2UcuhiJmXsdTc1vqhWGTtGeDTj1A3KBAhSgQAkKGFTw5GiMX4IHLiuHGjVqFMaNG4fBgwdrRU5ISMCYMWMwdepUNG3aFDOfnYBmcHSWPwhfpKtvEFsbHHnHVN55GNDBab3TKu+I6lZ/LYw6xQX1eJfK7+mUl6y22wB/9IXjQ0CG2v8Kgz8GO+WZ1XoLEIDhyNb3Jws/IxBD1Hq+cFzmhWq93lYjQgyOvKUqr6M6bqTTeqvUcVvAjBg4+uqsVXn11ONYlW9PG1XL7Kpqu7pOedutfgi0BuAqg6Pcu9VjSc2d8g6ovJXZ9XAyvbV9d6gUqMRU/67EdMcAFAH+6WgSuhENTI5QNEkd1xC6p0S8elgMystxzsuUQ3vlEOV0zqus/upeAKoaHNf0D+Vfz2pBTae8jcq6irpecU7Xaps1EJE+WWjotL89/7R4d+X+OqO27+B0P5xSZTmi+tZ0dTrGeZW3R5Wvp1NZktSdsUndd9c53XMZqs/dKh8fDFT3iD2ZrT5YpPKGWh33tTw33+CHQRaLul6Oe+QXdW/2VHl5vTYk9UaWOdK+SzSKXIXTGS2QZrQNLiJPNIhYi9rGaHXPOY591NeEtkEHL7m/QtX9681ev/gYvOr16I5Xfu9fi3Nq4VDKtfr1DPO/gNiQXdif3FPPC/JNRv2IDdhzsa+e5++TgSZRK7Az0faeKk/4qNdWu8o/5+s10GJ16f7y9OsxVL2nufL+la5ey20Mjvfdo+o1n6gee/L9foE5GtWz6uuG8mpLCtuV7+txqHrNF/X9fn1yr0tejwnq/TkpO1Y/dlz4RqTkVEVidl09r1bodtV/NxTnMxvqebEh8m4D9RqXd0Vbqhp8ED1Dtlzy/7EsvH+5en9dZchy6f/jqoy2LnlVVv8ToswhdkKkqMf1w7cV+f1+sSXCpddjq0oLsC1huH5cWWijXqM7EofAov5H2FPLSguxT723Gy2OMjaLXorBvhc8+nkiv/ev215l1yb7deBfCni7AAPOK1yh8ePHY8iQIRgxYoS25unTpzF27Fh8/vnnWjPbv/766wp7qLhPX0zzQ0q6YzCQqDAzNuwLweJNETpK95ZpGNYlWX/srQtbDgbDaHR889yyfhY+mBeDsxcdg9w8POwCFv0VjiNnA/XTuHtAAtbvDcHuo8F63i29L2L/yUBs2u/4Bz382mR0a1H0moTNB0Lw7Ypo/RjN4zLRuWkGPv3VMapyverZGHRNKv6nym1P1aONuKPvRbzxY1V7FiJDzXhiZDwmfV1dz/P3s+KVcWfw9KeOD57y5Ot3n8ZzX9aA0eSwmXTHWbzzUxUkpzs+lDx103lUU8fylrT3eBB+2eC4DxvGZqNRrWyPek2+67S3nG6ZLseKbWGwqC987Kmbes94/Ydql9xfXy+N9ujrMTHFF6t3Opo39m+fohUh7/tXpQgzfl7r+CKlfaMM3Nzror24xfZXvipOSM3dSKlyuAnOYzEV28E9vOMz6n109xHHl4lVokwIUO853vT+5er91bROlod1Lt2dq14PDk3I9d4M9SVKoL/ji+ZL91y2cpxbn5WtkrO0FKh4Arn/W1W887/iGcfExODUqVP6eidPnlT/0A369Ch8w9NpXFqoU9+I5k0dtQENalVFq6u8v5+QU6tq/Tw//+0scNFR49esWTOs3pMEnHXU6jZu3Bj7zqpA8qjjQ0iDBg2QmKUe78/Q91W3bl3VdNvx4VZ/wsWFGnVNqFHTcYwa6r6tF+uPyBjHlCMxUb6oW8Mf+8/bPjjLrqtG+6JLpzrod8IR9EeE+qB9u9qotuicfvRAf1VD36ED8KnjtSBPSp7P1xJYOT7EtG3bFo8EZCEz21Hr2atjLMLVfr0lyfUcd2Pu0qzfofx+vaBnhoeHo1kz1Xd73nk9Lzg4GK1aqbwf1bX/JwUEBEDOGZqDLdNH1QbzvcEu5N7f/F57GaqWNO/9NesPdZ08+HoMiFev7Z2OL4FkhHItbXK8fqpXr462TYMQn+ZYr13TKHXtG7l30hVw69x1acC5BPMl71+RYepLrCK+Hgvz/hWwQL33pTtatLRq1QrBf6j3Bhfur2taOQLn4ryMeb2SUi1o3Njxv0fex5ur/zVMFKAABbxBgAHnFa5Ct27d8NVXX2HYsGGQ4HPOnDnah8uQEEft1BV2waedBJrE+UN+KnqqX9MfHf6/vTuBraLa4zj+L5SWQitLoQWRRQURREVQY+FBMApCMG4Ql+cSCUtcWYISgvEhgoo8DIghGhW3kLgBokJECAYBcXmAuKJPlF1kX63svP7Oc+69vb1dubedzv2eBO50Zu7cOZ9/Z3r/c86caR9uCc1tGG4NrIhNiyap1qJJ0YT1xiuLzvvX4IZFPiLWvNn/blpoPbWozJlceF6t1BR7dFBDOxHOLS0zI8V6d6l+x0eTRqnW/+qwV7McTo+FfgF89EOs369eeXVt9/5wkqALLANvqGf6Iu6VNi3SrOvFGdYkOxzblk1T7T8/eGuU//UfHWub/lHiK5CbXdOiz1+/7zxR6BjNrlfTGhdcNBt3T7gnh0Y8rl3wL/JYTq0ZbiGP5152bJtuDbLC5+6GBftTVaV+Vg3Lq6Rkt6rqyOcigED1FaBLbSmx03M49QiU5cuXuzU1aJAejeKNWlvK21kcYIHv1x0taGUJt+ydf3aaLV2db3/sCn/p7ZVXxw4XrBP5pffsgmSzUX3/tPYFOESnXbWD+afsp/XhVoOM9BQ7KzfVZi8Ot2hl1qlhN/fMLPS7oA+uUzsxX3JPu1JsoIjA+q3Hbde+8HGrCzgbth0zHeNe6dwu3XIaptrWHeFeDUqKtC7F/wIFtwLbqh/DvWu0x50LLvrNnH+woNtp+Dz+zz5Z9t+NR+1oxB0AHVqnWc2CU7a24ZW0gl4fBbdpUxBAAAEEyiBAwlkGJK1yqKDLVH5+vuXkhO91K+NbWQ0BBBBAAAEEEEAAAQQQSEoBEs6kDDuVRgABBBBAAAEEEEAAAQQSL0C/vsQb8wkIIIAAAggggAACCCCAQFIKkHAmZdipNAIIIIAAAggggAACCCCQeAESzsQb8wkIIIAAAggggAACCCCAQFIKkHAmZdipNAIIIIAAAggggAACCCCQeAESzsQb8wkIIIAAAggggAACCCCAQFIKkHAmZdipNAIIIIAAAggggAACCCCQeAESzsQb8wkIIIAAAggggAACCCCAQFIKkHAmZdipNAIIIIAAAggggAACCCCQeAESzsQb8wkIIIAAAggggAACCCCAQFIKkHAmZdipNAIIIIAAAggggAACCCCQeAESzsQb8wkIIIAAAggggAACCCCAQFIKkHAmZdipNAIIIIAAAggggAACCCCQeAESzsQb8wkIIIAAAggggAACCCCAQFIKkHAmZdipNAIIIIAAAggggAACCCCQeAESzsQbx/yEEydO2KlTp2IuY2b1F1B8t2/fbvn5+dW/MtSgWIEjR47Y1q1bbc+ePcWuwwIEEEAAAQQQQCCZBVKTufLRdV+0aJFNmjTJzb7gggts6tSp0avE5eeDBw/aoEGDbMSIEXbFFVfEZZtspOwCjz76qH3xxRfuDffdd5/deOONZX9zGdZ87733bMaMGaZkJDU11Tp27GjDhg2zJk2alOHdrBIPAdlfe+21oU299dZblp2dHfo5HhNPPvmkLVmyJHThqF27dvb4449b/fr147F5tlEGgUQfy5G7sG7dOnfOvvXWW+3222+PXMR0AgUq41j++uuvbdSoUUVqMXPmTMvNzS0ynxkIIIAAAuUTIOGM8LryyistLy/P9Edm7dq1EUviN6kvqZ999pkdPXo09EU1fltnS2UReOSRR+z48eN27733JiQGGRkZNnr0aOvUqZPt2LHDJSFz5swxJbeUyhFIT083Jf6//fabjRw5MiFxbtq0qbsodd5559m2bdtcMjJ37ly7++67K6eSfIol+lj2iHfv3m1KbnXeoGeKp1I5r5VxLHsxfemllywlJSVUsUaNGoWmmUAAAQQQqLgACWeEnVqjMjMzLS0tLTR3y5YtLmFQ4nDy5Elr27atDR061Jo3b+7WURJx2WWXuRaznTt3mpLWwYMHW+3atUPbiJy45557bODAge5f5HymK0/Ai028kFGBAAAPHElEQVSNGuEe5fPmzTO1gu3bt8/Frlu3bnb//fe7Fso1a9bYa6+9ZhdeeKGpFbxOnTp28803W+/evWPudOT8Vq1a2aWXXmorV66MuS4zEyegY1mxiixqgfz+++/tr7/+ssaNG7uWqquuusqt8vLLL9uBAwds79699u2331qHDh1swIAB1rp168hNhKa1zCtqva5Zs6adccYZ3ixeK0Eg1rFc0jm7vMeyqqAWNiWbPXr0sB9//LESasVHRAvEOpZLOmeX91j2Pq9ly5aFEk5vPq8IIIAAAqcnEP7GfXrbCey7lYT27NnT1DL59NNPuz9G06ZNC9X3119/tWXLllm/fv1s+PDhtnjx4hKTi4YNG9JFJ6TnnwnFRQnElClT7KGHHrJPP/3UFixY4Hbwzz//tB9++MF+//13F2Mlo9OnT7djx46VWgFdOVd3rXPOOafUdVkh8QK6YPTwww+7lkldHFIXel1kUNFFpU8++cTatGnjEozDhw/bO++8U+JOqafCK6+84rpM6329evUqcX0WJl6gpHN2eY9lHb9PPfWU6449ZMiQxO88n1BmgZLO2RU5lvXBTzzxhE2cONE++OADd6GhzDvDiggggAACJQqQcJbIY+6+O7VYqfVSrR7q3rN58+ZC71KLp75odu/e3XWjVIJBqV4CXbp0cS1Zuk9L/7KysmzTpk2hSqjlSq0cuuf2rrvucl2iy9La8fzzz7vulnfeeWdoW0xUnUD//v2tbt26rpVTFwzUa0GD/nhFx7Hiq1bp6667zlavXu0tivmqwaH0e6LkVK2juj+bUrUCam0u6ZxdnmNZLWXqLj1mzBhavqo2rEU+vbRzdnmOZSWvOt5btGjh/sbrHvwJEyYU+UxmIIAAAghUTIAutaW4ffPNNzZ27FjX/U6tI+qGqS+pxRV9mdWXT0r1ElAr1dtvv22XXHKJNWvWzMXZu68nuibqOqkLD6XFWdv78MMPbdy4caauWpSqFVDrlu6tVUu1BnLKyclxO1Tc8azuuKXFWPfrPvbYY+6+Pt0r+uqrr7rkpGprmtyfXp5zdmnH8vvvv28XX3yxvfjiiw5VvzsrVqywWrVq2S233JLc0FVc+/Kcs0s7lnXrw4MPPhiqUefOnW38+PHuIhLd5EMsTCCAAAIVFiDhjEGnlg9v4AANPHLRRRe5pEHzli5dmrABhWLsCrMSKKABQPSFU/dovfvuu26UQu9+vtKubnu/H8XtnhIPDRSk7ejLC6VqBBRjr3z11Ve2fv16e/PNN10LtubPnj3bW3xar/p9OOusswq1lp7WBnlzuQS8Y1lvKu85u6RjWaPRqtu0V5RoKnkhCfFEKu818liuyDm7PHvqjWitz6EggAACCJy+AAnn34a650P3/ijZ1AAvGq1WRYMVaBAKPWdP3eU+/vjjUDL691vL9eJ149Ob9EVGf9DUWkapHIENGzaYRh78+eefXTfpyy+/3LVm6kukus4pxuoqq39du3at0E7p/k61bOpeQbWieV2wNU2sK0RarjfpmPrjjz9M3eR0T6YSQX2BVO8DdYFVF1o96mDhwoUVHnH00KFDrjWzb9++bvv6fdHFqBtuuKFc+8rKFReIdSxra/E8Z992222FdlBdrNU63qdPn0Lz+SExAsUdy0o+43nOVku2zs8aGE69Gt544w03MKAGFqMggAACCJy+AAnn34Ya7EdddHQFW/dveV8cb7rpJte6qWevKVlQt9rIoqvjkVfII6cj1/OmlYRoABoVrxVt1qxZVq9ePW8VXhMooIGfdI+mkhG1XujRFiq6x1Ktkq+//rpLRqITw1hxjTVP2/rpp59cYqPBJyLL5MmTXfe8yHlMx19Aj7DQc25VNJCPHn+jWGk0abU2655rdZfWzypeHL1XN7Pgv8hRjL153qvW1T3dGlzEKxqEKDpB8ZbxGn+B4o7lspyzo/cmOvbRy/m5agSKO5b1d7qkc3Z0PEs6llUz3X/9wgsvuMfe6Gfdy6lH7lAQQAABBOIjkFLwxetUfDZVvbciBv3RUaLhDbXv1UjLdO+OWkmil3nr8Fo9BHRlfP/+/S7hjP5SoivbaslWEhq9rHrUjr30BPLz811vhVgXcvQlVl9AGzRo4K1e4VfdF6rfGZ0b1OJCqTyBko5lztmVF4dEf1JJx3I8z9nqcbRr1y73N14XJCkIIIAAAvETIOGMnyVbQgABBBBAAAEEEEAAAQQQiBDgsSgRGEwigAACCCCAAAIIIIAAAgjET4CEM36WbAkBBBBAAAEEEEAAAQQQQCBCgIQzAoNJBBBAAAEEEEAAAQQQQACB+AmQcMbPki0hgAACCCCAAAIIIIAAAghECJBwRmB4kxr5TqPSFjeAr57lt337djt58qT3lkKvGlVPI2FSEEAAAQQQQAABBBBAAIFkFuA5nFHRHzNmjK1cudIlm3qkQo8ePeyBBx4IrfXRRx/Z9OnTTUOop6Wl2fDhw+3qq692yzVv0qRJ7gHwmqEHzo8fP96aNWvmlj/77LM2b948N+39d/7559tzzz3n/cgrAggggAACCCCAAAIIIBAYARLOqFC2atXKBgwY4B78/OWXX7qEUUlnhw4d3PP2pk6d6h4cf80117jk8ZlnnnEPkFdyumDBAluzZo3NmDHDPZdPyaaSyYkTJ7pPUYupHjyvB9F7hed6ehK8IoAAAggggAACCCCAQNAE6FIbFdEhQ4ZYmzZtLD093bp37+4SR7V4qqxYscKysrKsb9++lpqaatdff717SPTnn3/uli9btsy9p3nz5u4h8P369bPVq1ebHg7vlbp161rLli1D/3Jzc71FvCKAAAIIIIAAAggggAACgRIg4SwhnBs3bnT3Yp577rlurZ07d9qZZ54ZekdKSoo1bdrUdu3aFXO51lWr5p49e0LvWbt2rU2YMMGmTZtmq1atCs1nAgEEEEAAAQQQQAABBBAImgAJZzERPXTokOtO2759e+vatatbS/PU8hlZdB+n14Kp5ZFdZL11NV+lbdu27p5QtYBq0KHRo0fbokWLIjfHNAIIIIAAAggggAACCCAQGAHu4YwRSo1SO3bsWDcK7bhx46xGjf/n5ZmZmXbs2LFC7zhy5Iipm6yKuttq4CCvaJmK3qfSp08f9+r9p3s8Fy5caD179vRm8YoAAggggAACCCCAAAIIBEaAFs6oUB44cMBGjRrlWi2nTJli9evXD63RuHFj27JlS+hndZfdtm2bNWrUyM3T69atW0PLta663WZnZ4fmRU5ofSW3FAQQQAABBBBAAAEEEEAgiAIknBFR1fMzhw4dako6R4wY4V43b97snsmp1bp06WIHDx50o9MeP37c5s6da2rFzMvLc1vp1q2bLVmyxDZt2mTa1pw5c6xTp05uACGtoMep/PLLL64V9LvvvnPdaTVqLQUBBBBAAAEEEEAAAQQQCKJASkEr3akgVqwiddJ9lXfccUeRt+qRJ7NmzXLz58+f7xJHJZy1atWyYcOGWa9evdwydafVI1CWL1/uftagQeo2q3s2VfQ4lHXr1rlptXzqcSsjR44scl+oW4H/EEAAAQQQQAABBBBAAIFqLkDCWYEAKtncsWOH5eTkuMejRG9CgwSphVPLo4uW7d2713XDzcjIiF7MzwgggAACCCCAAAIIIIBAYARIOAMTSiqCAAIIIIAAAggggAACCPhLgHs4/RUP9gYBBBBAAAEEEEAAAQQQCIwACWdgQklFEEAAAQQQQAABBBBAAAF/CZBw+ise7A0CCCCAAAIIIIAAAgggEBgBEs7AhJKKIIAAAggggAACCCCAAAL+EiDh9Fc82BsEEEAAAQQQQAABBBBAIDACJJyBCSUVQQABBBBAAAEEEEAAAQT8JUDC6a94sDcIIIAAAggggAACCCCAQGAESDgDE0oqggACCCCAAAIIIIAAAgj4S4CE01/xYG8QQAABBBBAAAEEEEAAgcAIkHAGJpRUBAEEEEAAAQQQQAABBBDwlwAJp7/iwd4ggAACCCCAAAIIIIAAAoERIOEMTCipCAIIIIAAAggggAACCCDgLwESTn/Fg71BAAEEEEAAAQQQQAABBAIjQMIZmFBSEQQQQAABBBBAAAEEEEDAXwIknP6KB3uDAAIIIIAAAggggAACCARGgIQzMKGkIggggAACCCCAAAIIIICAvwRIOP0VD/YGAQQQQAABBBBAAAEEEAiMAAlnYEJJRRBAAAEEEEAAAQQQQAABfwmQcPorHuwNAggggAACCCC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techsac_transmission:region1ac_transmission:region2batteryccgtcspfree_transmission:region1free_transmission:region1-1free_transmission:region1-2free_transmission:region1-3
locs
region1NaN487.52736NaN170306.87NaNNaN0.00.00.0
region1-1NaNNaNNaNNaN94592.42800.0NaNNaNNaN
region1-2NaNNaNNaNNaN0.00000.0NaNNaNNaN
region1-3NaNNaNNaNNaN9013.12140.0NaNNaNNaN
region21067.1725NaN1581.3634NaNNaNNaNNaNNaNNaN
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" ], "text/plain": [ "techs ac_transmission:region1 ac_transmission:region2 battery \\\n", "locs \n", "region1 NaN 487.52736 NaN \n", "region1-1 NaN NaN NaN \n", "region1-2 NaN NaN NaN \n", "region1-3 NaN NaN NaN \n", "region2 1067.1725 NaN 1581.3634 \n", "\n", "techs ccgt csp free_transmission:region1 \\\n", "locs \n", "region1 170306.87 NaN NaN \n", "region1-1 NaN 94592.4280 0.0 \n", "region1-2 NaN 0.0000 0.0 \n", "region1-3 NaN 9013.1214 0.0 \n", "region2 NaN NaN NaN \n", "\n", "techs free_transmission:region1-1 free_transmission:region1-2 \\\n", "locs \n", "region1 0.0 0.0 \n", "region1-1 NaN NaN \n", "region1-2 NaN NaN \n", "region1-3 NaN NaN \n", "region2 NaN NaN \n", "\n", "techs free_transmission:region1-3 \n", "locs \n", "region1 0.0 \n", "region1-1 NaN \n", "region1-2 NaN \n", "region1-3 NaN \n", "region2 NaN " ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# We can also examine total technology costs\n", "# notice all the NaN values which appear when seperating loc::techs to locs and techs. \n", "# Any NaN value means we never considered that combination of `loc` and `tech` for the variable\n", "\n", "costs = model.get_formatted_array('cost').loc[{'costs': 'monetary'}].to_pandas()\n", "costs" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "techs\n", "ac_transmission NaN\n", "ac_transmission:region1 0.003682\n", "ac_transmission:region2 inf\n", "battery 0.100035\n", "ccgt 0.049961\n", "csp 0.142719\n", "demand_power NaN\n", "free_transmission NaN\n", "free_transmission:region1 NaN\n", "free_transmission:region1-1 0.000000\n", "free_transmission:region1-2 0.000000\n", "free_transmission:region1-3 0.000000\n", "dtype: float64" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# We can examine levelized costs for each location and technology\n", "\n", "lcoes = model.results.systemwide_levelised_cost.loc[{'carriers': 'power', 'costs':'monetary'}].to_pandas()\n", "lcoes" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[2021-07-29 16:03:57] WARNING /Users/brynmorp/Repos/calliope-project/calliope/calliope/postprocess/plotting/plotting.py:105: FutureWarning:\n", "\n", "Plotting will no longer be available as a method of the Calliope model object infuture versions of Calliope. In the meantime, as of v0.6.6, plotting is untested; this functionality should now be used with caution. We expect to reintroduce it as a seperate module in v0.7.0.\n", "\n", "\n" ] }, { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "displaylogo": false, "linkText": "Export to plot.ly", "modeBarButtonsToRemove": [ "sendDataToCloud" ], "plotlyServerURL": "https://plot.ly", "showLink": false }, "data": [ { "hoverinfo": "x+name", "legendgroup": "battery", "marker": { "color": "#3B61E3" }, "name": "Battery storage", "orientation": "h", "text": "battery", "type": "bar", "uid": "02cd0511-f3b8-43d3-b845-d9b3860da889", "visible": true, "x": [ 0.10003473652831628 ], "y": [ "power" ] }, { "hoverinfo": "x+name", "legendgroup": "ccgt", "marker": { "color": "#E37A72" }, "name": "Combined cycle gas turbine", "orientation": "h", "text": "ccgt", "type": "bar", "uid": "77159b79-f662-4d63-a15e-e747bb10ff96", "visible": true, "x": [ 0.049961328528686434 ], "y": [ "power" ] }, { "hoverinfo": "x+name", "legendgroup": "csp", "marker": { "color": "#F9CF22" }, "name": "Concentrating solar power", "orientation": "h", "text": "csp", "type": "bar", "uid": "385c173b-6fe8-4596-8b22-b20fd872f72c", "visible": true, "x": [ 0.14271870188118982 ], "y": [ "power" ] } ], "layout": { "autosize": true, "barmode": "group", "hovermode": "closest", "legend": { "traceorder": "reversed" }, "title": { "text": "Systemwide levelised cost" }, "xaxis": { "autorange": true, "range": [ 0, 0.1502302125065156 ], "title": { "text": "Systemwide levelised cost" }, "type": "linear" }, "yaxis": { "autorange": true, "range": [ -0.5, 0.5 ], "title": { "text": "Carrier" }, "type": "category" } } }, "image/png": 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wqI4dO+Zq5mhNPISs1te9Sqeccoq711jbaAijhlgVKFDAOnXq5FWTqx6zMglvbDTra+h8ly5d3KaatGr58uU2Z84ca9KkSXh1ueJ1NCahDc1qfU1aIi9NtKQP6KZNm+bug9XkSy1btgytKtc+1/8R+/btS9c+/d+hME6JLJDVdRV5q6yXvvXWW+5DD/2/cvTRR2e9QQqvEc/r7ttvv3WTJmo+Bd1b683Sr7/XF154YaBGLKTwJcGhI5AjAvRwxsiuoYnqKfr999/Ttvztt9/S7k1KWxjAJ7HaRLP+4sWL3QzArVu3tj59+uR61WhMQhGyWl+z+uq+TfUs6UdBU0POdB9ibi1ZmYS3O6v1NQxSQT100hZNXBUeHsLrTeXXWZmEty2r9XXfu2498EaGaGZv/aKv4cpBKboXXf9XeEXXk3rYvPtaveU8/k8gq+vqf2tG/0yzqr722mv26KOP2plnnhn9him6ZjyvOw2L17wKGuqt/0+8/0f0wUBuHnmUoqeew0YgqQQInDGeDk1ec9JJJ7lZUzW8ZMWKFfbZZ59ZpAkKYqw65VePxkZfAzBq1CjX1qzW//rrr+1vf/ubtWjRwk20oV/Wfv31V9u8eXPKW2XUgKxMtF0shvrlQF894f3olw99FYA+jc6tJd6GjRo1csMeNbuqgqaG0n7//femCUdya4m3oe6TU++IhsaraNIR/dsZpH83NYRYQ0QnTZrkZoseP368+3oOr5dcJvr6Ezl5RR9qqBdURaNqvOfe+7n9MavrMJKZ/o7KSY/ec++7J/WVNOrd1L+hFSpUcP+f6P+U3Owaz+tOH755/5fo0Rtx1K5dO9NEYBQEEEAgIwGG1GYkk8lyfW+X7mPQjJUqmv1T9zRQzH2nWWY2Co2h39eVmaWG0uoXBQ3H049XLr30Ujd5i/c6tz1mZqK2xmKY22yibU88DRXS9f2lzz33XNqHJZqlWrMm5+YST8MrrrjCNDmOvl5Gv9xrGKmGKJ9xxhm5mTBd29QrpFEaCj26ljTaQNeVQpWKAqVm4PaGKWqZPnD77rvv9NT1yOlRXxHlbaPXub1kdh1GMvO+8sRzmTFjhvv/Qv9vKKAqhOo6DC1PPvmku/UgdFlueZ7I686bF8B7zC1mtAMBBOIvkOevYT2H4l9tMGpct26du3eTe3AOP9+x2sS6/uF7zH1LYjWJdf3cJ3Z4i2I1yWx9fYep3tcwvyANH8vM5HBxc0a6byzSv4veMNLQ2Voj1ZGbl+k60kRU6mHLn5/PfKM917Feh9HWG5T1uO6CcqZpJwLJKUDgTM7zwlEhgAACCCCAAAIIIIAAAikvwD2cKX8KaQACCCCAAAIIIIAAAgggkJwCBM7kPC8cFQIIIIAAAggggAACCCCQ8gIEzpQ/hTQAAQQQQAABBBBAAAEEEEhOAQJncp4XjgoBBBBAAAEEEEAAAQQQSHkBAmfKn0IagAACCCCAAAIIIIAAAggkpwCBMznPC0eFAAIIIIAAAggggAACCKS8AIEz5U8hDUAAAQQQQAABBBBAAAEEklOAwJmc54WjQgABBBBAAAEEEEAAAQRSXoDAmfKnkAYggAACCCCAAAIIIIAAAskpQOBMzvPCUSGAAAIIIIAAAggggAACKS9A4Ez5U0gDEEAAAQQQQAABBBBAAIHkFCBwJud54agQQAABBBBAAAEEEEAAgZQXIHCm/CmkAQgggAACCCCAAAIIIIBAcgoQOJPzvHBUCCCAAAIIIIAAAggggEDKCxA4U/4U0gAEEEAAAQQQQAABBBBAIDkFCJzJeV44KgQQQAABBBBAAAEEEEAg5QUInCl/CmkAAggggAACCCCAAAIIIJCcAgTO5DwvHBUCCCCAAAIIIIAAAgggkPICBM6UP4U0AAEEEEAAAQQQQAABBBBITgECZ3KeF44KAQQQQAABBBBAAAEEEEh5AQJnyp9CGoAAAggggAACCCCAAAIIJKcAgTM5zwtHhQACCCCAAAIIIIAAAgikvACBM+VPIQ1AAAEEEEAAAQQQQAABBJJTgMCZnOeFo0IAAQQQQAABBBBAAAEEUl6AwJnyp5AGIIAAAggggAACCCCAAALJKUDgTM7zwlEhgAACCCCAAAIIIIAAAikvQOBM+VNIAxDIfQK///67TZo0yUaPHm3jx4+3efPm2e7du3NfQ8NatGXLFtfuX3/9Neyd/718++237YEHHvjfgmw8++STT6xPnz7Z2DL7mwwcONBGjRqVVsGnn35q8+fPT3sd7yfxcIr3MVEfAggggAACQRTIH8RG02YEEEhegXfeeceGDx9uhw4dsgoVKtiGDRts//79VqhQIRszZoyVKlXqiA7+jz/+sKuvvtqFtrPOOuuI6or3xmvWrLFBgwbZ7bffbtWrV49Y/fr1623FihUR34t24caNG23p0qXRrh6X9X755Rd3Tr3KRowYYTVq1LBGjRp5i+L6GA+nIzkgBfpKlSrZPffccyTVsC0CCCCAAAIpL0DgTPlTSAMQyD0CClIvv/yyNW7c2IUuhUuFze+++871jh08ePCIG6s6FGb1k2zluOOOMwXuokWLJtuhxf14hgwZYvny5Yt7vclSoXedJcvxcBwIIIAAAgjklACBM6fk2S8CCBwm8OOPP7qAeemll6b1ZObPn99OOeUUe+aZZ9z648aNsxkzZtg///nPdMFs8ODBtnnzZrv33ntt06ZN9u9//9sWLlxoO3futIoVK9r5559vHTp0sIceesjVo15UDbtU/apbAeGtt96yKVOm2Nq1a61KlSp21VVXWcuWLd36H3/8selH9egYtE79+vXtzjvvtMmTJ7vttm/fbq1bt7ZOnTpZiRIlbNasWS5APvroo649Bw4csLvuusvOO+88u+iii1y92qcC9cMPP2xbt261Bx980Hr06GEnn3yye1/DTkeOHGmrVq2y8uXLHxbSsjpuV0kUf8hK+1HoL168uDVr1sy6detmhQsXtvvvv9959OzZM60mud59993WqlUr1xb1mipELlq0yA1/rl27tvXq1cuOPvrotG1Cn2hdnZfrrrvOLVbQlq96JkuXLm0nnXSSaX9yjKaNWTmF7tt7rnrfe+890/BenU/5NmnSxG688Ua3is6fetV/++03d6w6Z1dccYXlyZMn02NWnT///LNpaHjv3r3duqHn1Ns/jwgggAACCARBgHs4g3CWaSMCKSJwxhlnuF/mde/mggULbO/evYcduYLY999/b7oP0SsaJvv++++beghVnnzySZs7d64LmLfeeqvVqVPHpk+f7t7zhnBq2dlnn23esFoFoDfeeMMaNGhgf/vb36xatWqm+w4XL17sttPQ3m+++cbdV6pQ0r59e3eMGp77wQcfuLoUvhScpk6d6rapXLmyLVmyxL799lv3WnXpR+t7RaFGw4VV9uzZ49bftm2be639KewpiF577bV2ySWXuPDl3vzvH1kdd+i6GT3XfhSEFTT79u3rQrbCn0K7iob3ylf3mHpl5syZ7jzofOg83XbbbW6YrkJ9165dTedE4T/SOVQdCmSrV6921elcDhs2zH2woOHEclQAVohVyaqN0Ti5isL+ePHFF91+1ZOucK0PEMaOHevW0n3DjzzyiBUsWNBuuukm07kcOnSo+5BCK2R2zLq2SpYs6YaE6xrTT9myZcP2zksEEEAAAQSCIUAPZzDOM61EICUEypUr537xV/BTAMqbN6+7z08Br2PHji4QKVTWrVvXJk6caJdffrlrlyYYUk/lhRde6F7r/kT1kLVr1869Vq+kN+mQ1lGvlXrwmjdv7t5XsJkwYYJ16dLFrrnmGresRYsWLrBOmzbNBREt1D5076GCmYp6vhSMtez/t3f/LHEtYRzH9xYWIVVsbfxDbGyMiEWqWAhBBAsbsUqT12CKtBYiipi8ApGQwjr4AiSFJLaCKBapAvYp0uR+B55lcjzuLjde7tzZ74C67r8z8xm5N7995syhEki7urrqfPnyJR2bvhI8CJwc7/T0NFXR6B/na46OjqaKYlQ70xtk3+jno0ePOoeHh+nYPPT9+/e0iRK3B+03z+3V2MyHSuTW1lb3aYRLxk6Fjv4dHx+nKi5Bm0ZVl7DJeZiEUfpFQI2KJgGN8xcZ+9zcXPd9225cXl6m8RFUYznx+vp6euogY+zn1HbM29vb1O+lpaX0txbPieN++PAhzc+7d+/SQ1TdqWZ//Pgx/S326jMGzC0G4RXv708FFFBAAQWGTcDAOWwz7ngVKFyAYEnAofLH8k6WmxJACZVHR0cpkKyurqYltVTBCJafPn1Ky1QJdzQCKvexjPHZs2edhYWFVLm8b+g3NzepckhVj+NGI6QSpKJxzmGETe578uRJZ2RkpBs2uY+gcX19zc1UrZ2dnU2VUc4ZJXDSJwIqxyE4c44qfWxrhFceI+i2tUH73fba/L7YhOj169fdu1mezBJhls6OjY2l6iMhkwDF8t6Li4vuhjgxXpYOR2P5MC33i8eaPzlnl9BK2Oc2LnxIQOV3kDH2c2oej995X+YkKt7xHJbV0hgjfckbwZklw4TVXn3OX+NtBRRQQAEFhl2g/V8xw67i+BVQ4D8VePz4cbdaSUcIOnt7e2mZLOdUUn1kmSVVTipghKOodvJ8loVyDuHnz5/T8laWSS4uLnYDEs/JG0tZaSxZZSlt3jif8L7WtukNVdm8ERjfv3/fOT8/TwGOMEx1jCWpNM5jpBLW1gh7BNj72j/td/5+hC7eh+XMLGVtNpaU0lZWVjoESj4AIDizDDUqxLyesP/q1av03PxbLHPO72venp+f7xwcHKT5JMiyXJWqLhXTQcbYz6l5PH6Ppb75BwjxPEx+/vzZrbbG/VHF5kOCXn2ODz7idf5UQAEFFFBgmAUMnMM8+45dgcIECBssq40qU3Qvzn8jWNBi+Swb7lCpYmnn1NRUPD1VK1k6yxfhgA2FqHhyqYo4XzICBy+KS5BQrWTpa94IH3/SqIpR7eMcRUIKS0Y5p48Q3Ku6yTFx4BzQ+9pD9JsNcHgfltA+f/68uyEOx2TssUEOLoRvQj5LhtkcKSqvvJ6NnAiXBOi8DeLH5j18QMAXjfdnQyI+MJiZmUn39Zqbfk7pDRrfwu7s7Oy36jd94UMDNo3iQ4K8sXyaMXO5nl59fvnyZfo7i7Ccv4e3FVBAAQUUGDYBA+ewzbjjVaBgAYIGIZJqGiGSJasELs6vZLdSqoPReA7n03379u1OZY0NdjgXj01gCJYsj+RcSL6oSk5MTKQqGucfsqMtS275YpdWwgbLYNkkiI1j+D3fnTWOP+hPggsBhWWrLBemsakMIYmwHOcMtr0fwZQx7u7udl68eJGW5p6cnKTgx/MJTQ/R77W1tc7Ozk76YrkyIZNKJkuMqSTTCFqETOaHx/PzTglYbJb09u3bdA4uoRNzlkGzqRKevRrHpirIeAm1HJuG3SBj7OfUdmzmnn7hSRWXCjh95nxQdjCm2k1lmuuiMm52wSWALi8vp7+h7e3te/vM8ahss1vt169f0/tzTc7mBylt/fI+BRRQQAEFahMwcNY2o45Hgf+xANXACJj8Y51GuKHKRZih+hmNf7wT3DhHsFmVJKSw2QvVNSpjhFcuNxJLYLlsCeGSy3YQNtg1dnNzM+1CSsCK8w9ZzspGNrSo9MXx42fb/c37GBeX3ojAzOMsC2aMbWEsXk8YZfktoYgvAtjk5GQKyXH8fv2O5+U/4/3jPpbS/vjxIy1j5bIwNNzoY94IW1xKhvHQl2hUoNnRl2WxzFO06enp30JW87jx+9OnT9OxY4fY8fHxtDMsHxjQ+o1xEKfoU/7zzZs3nf39/RSiCfb0h6XFND7Q4G+LOSI40wj98ffQr89c+oawSaWWv0N2vDVwJka/KaCAAgoMmcBff/+P8M/Wiw0ZmMNVQIF/X4DAx7mZhCCqZbEMNj8yFcjYVXZjYyN/KN3mHDyu6UgYinPv8ifxn7645mP+/hyb+3kNFdYSGpcYYQlnc7lq3reH6jfuLPXFLQJ6fpx+t1n2zNzw4QAV5UEb88FmPFSUYwl187X9xjiIU/M9+Z2lrxybPud/C/EY1+jkMc4tztsgfaaCjqPndeZy3lZAAQUUGCYBA+cwzbZjVaAiAXZ6pfrEDrZsYGNTQAEFFFBAAQUUKE/g9+0Uy+ufPVJAAQXuCFBZYuktO9MaNu/weIcCCiiggAIKKFCMgBXOYqbCjiiggAIKKKCAAgoooIACdQlY4axrPh2NAgoooIACCiiggAIKKFCMgIGzmKmwIwoooIACCiiggAIKKKBAXQIGzrrm09EooIACCiiggAIKKKCAAsUIGDiLmQo7ooACCiiggAIKKKCAAgrUJWDgrGs+HY0CCiiggAIKKKCAAgooUIyAgbOYqbAjCiiggAIKKKCAAgoooEBdAgbOuubT0SiggAIKKKCAAgoooIACxQgYOIuZCjuigAIKKKCAAgoooIACCtQlYOCsaz4djQIKKKCAAgoooIACCihQjICBs5ipsCMKKKCAAgoooIACCiigQF0CBs665tPRKKCAAgoooIACCiiggALFCBg4i5kKO6KAAgoooIACCiiggAIK1CVg4KxrPh2NAgoooIACCiiggAIKKFCMgIGzmKmwIwoooIACCiiggAIKKKBAXQIGzrrm09EooIACCiiggAIKKKCAAsUIGDiLmQo7ooACCiiggAIKKKCAAgrUJWDgrGs+HY0CCiiggAIKKKCAAgooUIyAgbOYqbAjCiiggAIKKKCAAgoooEBdAgbOuubT0SiggAIKKKCAAgoooIACxQgYOIuZCjuigAIKKKCAAgoooIACCtQlYOCsaz4djQIKKKCAAgoooIACCihQjICBs5ipsCMKKKCAAgoooIACCiigQF0CBs665tPRKKCAAgoooIACCiiggALFCBg4i5kKO6KAAgoooIACCiiggAIK1CXwC1p9UfPeS0mlAAAAAElFTkSuQmCC", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# We can just plot this directly using calliope analysis functionality\n", "model.plot.capacity(array='systemwide_levelised_cost')" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[2021-07-29 16:03:57] WARNING /Users/brynmorp/Repos/calliope-project/calliope/calliope/postprocess/plotting/plotting.py:105: FutureWarning:\n", "\n", "Plotting will no longer be available as a method of the Calliope model object infuture versions of Calliope. In the meantime, as of v0.6.6, plotting is untested; this functionality should now be used with caution. We expect to reintroduce it as a seperate module in v0.7.0.\n", "\n", "\n" ] }, { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "displaylogo": false, "linkText": "Export to plot.ly", "modeBarButtonsToRemove": [ "sendDataToCloud" ], "plotlyServerURL": "https://plot.ly", "showLink": false }, "data": [ { "hoverinfo": "none", "lat": [ 40, 40, null ], "legendgroup": "ac_transmission", "line": { "color": "#8465A9" }, "lon": [ -8, -2, null ], "mode": "lines", "name": "AC power transmission", "opacity": 0.8, "showlegend": true, "type": "scattergeo", "uid": "b83b7b70-8328-4df7-a14f-11012a59b10c" }, { "hoverinfo": "text", "lat": [ 40 ], "legendgroup": "ac_transmission", "lon": [ -5 ], "marker": { "color": "#8465A9" }, "mode": "markers", "opacity": 0, "showlegend": false, "text": [ "ac_transmission capacity: 3230" ], "type": "scattergeo", "uid": "e155f76f-28a1-474a-9e3c-8fcc5dfccfdb" }, { "hoverinfo": "none", "lat": [ 41, 40, null ], "legendgroup": "free_transmission", "line": { "color": "#6783E3" }, "lon": [ -2, -2, null ], "mode": "lines", "name": "Local power transmission", "opacity": 0.8, "showlegend": true, "type": "scattergeo", "uid": "7a25ba4f-86e4-4ef5-99ff-daf5ef9065ef" }, { "hoverinfo": "none", "lat": [ 39, 40, null ], "legendgroup": "free_transmission", "line": { "color": "#6783E3" }, "lon": [ -2, -2, null ], "mode": "lines", "name": "Local power transmission", "opacity": 0.8, "showlegend": false, "type": "scattergeo", "uid": "33432880-a8f6-4f03-b324-dc819f571438" }, { "hoverinfo": "text", "lat": [ 40.5, 39.5 ], "legendgroup": "free_transmission", "lon": [ -2, -2 ], "marker": { "color": "#6783E3" }, "mode": "markers", "opacity": 0, "showlegend": false, "text": [ "free_transmission capacity: 9000", "free_transmission capacity: 2280" ], "type": "scattergeo", "uid": "eeb8e049-9e7a-48b5-89b0-9bf216f3e737" }, { "hoverinfo": "text", "lat": [ 40, 41, 39, 39, 40 ], "legendgroup": "locations", "lon": [ -2, -2, -1, -2, -8 ], "marker": { "color": "grey", "size": 8, "symbol": "square" }, "mode": "markers", "name": "Locations", "text": [ "region1", "region1-1", "region1-2", "region1-3", "region2" ], "type": "scattergeo", "uid": "9799b9ef-3535-474c-9b18-3f71c9973e5f" } ], "layout": { "autosize": true, "geo": { "countrycolor": "green", "countrywidth": 0.5, "landcolor": "rgba(240, 240, 240, 0.8)", "lataxis": { "range": [ 38.8, 41.2 ] }, "lonaxis": { "range": [ -8.7, -0.29999999999999993 ] }, "oceancolor": "#aec6cf", "projection": { "scale": 1, "type": "mercator" }, "resolution": 50, "scope": "world", "showcountries": true, "showlakes": true, "showland": true, "showocean": true, "showrivers": true, "showsubunits": true, "subunitcolor": "blue", "subunitwidth": 0.5 }, "hovermode": "closest", "showlegend": true, "title": { "text": "National-scale example model" } } }, "image/png": 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