{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Calliope Urban 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": [ "[2022-02-07 16:53:31] INFO Model: initialising\n", "[2022-02-07 16:53:31] INFO Model: preprocessing stage 1 (model_run)\n", "[2022-02-07 16:53:32] INFO Model: preprocessing stage 2 (model_data)\n", "[2022-02-07 16:53:32] INFO Model: preprocessing complete\n" ] } ], "source": [ "model = calliope.examples.urban_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:                               (loc_techs_supply_plus: 3, loc_techs: 26, loc_techs_finite_resource: 9, timesteps: 48, loc_techs_area: 3, loc_techs_export: 4, costs: 1, loc_techs_investment_cost: 20, loc_techs_om_cost: 9, loc_techs_transmission: 10, locs: 4, coordinates: 2, techs: 9, carrier_tiers: 3, loc_tech_carriers_conversion_plus: 3, loc_carriers: 10, loc_techs_non_conversion: 23, loc_techs_conversion: 2, loc_techs_conversion_plus: 1, carriers: 3)\n",
       "Coordinates: (12/20)\n",
       "  * carrier_tiers                         (carrier_tiers) <U5 'in' 'out_2' 'out'\n",
       "  * carriers                              (carriers) <U11 'electricity' ... '...\n",
       "  * coordinates                           (coordinates) object 'x' 'y'\n",
       "  * costs                                 (costs) object 'monetary'\n",
       "  * loc_carriers                          (loc_carriers) object 'X3::gas' ......\n",
       "  * loc_tech_carriers_conversion_plus     (loc_tech_carriers_conversion_plus) object ...\n",
       "    ...                                    ...\n",
       "  * loc_techs_om_cost                     (loc_techs_om_cost) object 'X1::sup...\n",
       "  * loc_techs_supply_plus                 (loc_techs_supply_plus) object 'X1:...\n",
       "  * loc_techs_transmission                (loc_techs_transmission) object 'X1...\n",
       "  * locs                                  (locs) object 'X1' 'N1' 'X3' 'X2'\n",
       "  * techs                                 (techs) object 'demand_heat' ... 'h...\n",
       "  * timesteps                             (timesteps) datetime64[ns] 2005-07-...\n",
       "Data variables: (12/38)\n",
       "    parasitic_eff                         (loc_techs_supply_plus) float64 0.8...\n",
       "    energy_cap_max                        (loc_techs) float64 250.0 ... 2e+03\n",
       "    resource_eff                          (loc_techs_finite_resource) float64 ...\n",
       "    energy_con                            (loc_techs) float64 nan 1.0 ... nan\n",
       "    force_resource                        (loc_techs_finite_resource) bool Tr...\n",
       "    resource                              (loc_techs_finite_resource, timesteps) float64 ...\n",
       "    ...                                    ...\n",
       "    lookup_loc_techs_conversion_plus      (carrier_tiers, loc_techs_conversion_plus) object ...\n",
       "    lookup_loc_techs_export               (loc_techs_export) object 'X1::pv::...\n",
       "    lookup_loc_techs_area                 (locs) object 'X1::pv' '' ... 'X2::pv'\n",
       "    timestep_resolution                   (timesteps) float64 1.0 1.0 ... 1.0\n",
       "    timestep_weights                      (timesteps) float64 1.0 1.0 ... 1.0\n",
       "    max_demand_timesteps                  (carriers) datetime64[ns] 2005-07-0...\n",
       "Attributes:\n",
       "    calliope_version:    0.6.8-dev\n",
       "    applied_overrides:   \n",
       "    scenario:            None\n",
       "    defaults:            available_area: null\\ncarrier_ratios: null\\ncharge_r...\n",
       "    allow_operate_mode:  1
" ], "text/plain": [ "\n", "Dimensions: (loc_techs_supply_plus: 3, loc_techs: 26, loc_techs_finite_resource: 9, timesteps: 48, loc_techs_area: 3, loc_techs_export: 4, costs: 1, loc_techs_investment_cost: 20, loc_techs_om_cost: 9, loc_techs_transmission: 10, locs: 4, coordinates: 2, techs: 9, carrier_tiers: 3, loc_tech_carriers_conversion_plus: 3, loc_carriers: 10, loc_techs_non_conversion: 23, loc_techs_conversion: 2, loc_techs_conversion_plus: 1, carriers: 3)\n", "Coordinates: (12/20)\n", " * carrier_tiers (carrier_tiers) `X1::chp::heat` \n", "model.inputs" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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timesteps2005-07-01 00:00:002005-07-01 01:00:002005-07-01 02:00:002005-07-01 03:00:002005-07-01 04:00:002005-07-01 05:00:002005-07-01 06:00:002005-07-01 07:00:002005-07-01 08:00:002005-07-01 09:00:00...2005-07-02 14:00:002005-07-02 15:00:002005-07-02 16:00:002005-07-02 17:00:002005-07-02 18:00:002005-07-02 19:00:002005-07-02 20:00:002005-07-02 21:00:002005-07-02 22:00:002005-07-02 23:00:00
loc_techs_finite_resource
X2::demand_electricity-94.545801-76.960619-77.475750-77.475750-82.731496-148.533479-189.570817-238.734711-244.284493-231.440181...-199.895515-221.324570-188.344877-249.962248-248.894106-269.344347-245.412357-196.280957-135.289242-103.741556
X3::demand_heat-0.015600-0.860322-0.015600-0.015600-0.860407-7.263327-9.398229-5.792842-3.322585-1.927264...-0.015600-0.015600-0.860335-0.015600-0.015600-0.860291-0.015600-0.860300-0.015600-0.860290
X1::pv0.0000000.0000000.0000000.0000000.0000000.0078570.0291430.0555710.0784290.096000...0.0578570.0411430.0270000.0147140.0061430.0008570.0000000.0000000.0000000.000000
X1::demand_electricity-0.455564-0.405798-0.393291-0.393992-0.440085-0.567821-0.732535-0.713803-0.689992-0.707650...-0.683060-0.780370-0.940634-0.978388-1.022063-1.169519-1.307938-1.099334-0.826212-0.559499
X3::demand_electricity-18.762912-18.762912-18.762912-18.762912-18.762912-30.212425-35.233307-61.395269-63.642962-62.679665...-18.762912-18.954418-19.145924-18.762912-18.762912-18.762912-18.762912-18.762912-18.762912-18.762912
X2::pv0.0000000.0000000.0000000.0000000.0000000.0078570.0291430.0555710.0784290.096000...0.0578570.0411430.0270000.0147140.0061430.0008570.0000000.0000000.0000000.000000
X3::pv0.0000000.0000000.0000000.0000000.0000000.0078570.0291430.0555710.0784290.096000...0.0578570.0411430.0270000.0147140.0061430.0008570.0000000.0000000.0000000.000000
X1::demand_heat-0.215376-0.200838-0.207306-0.318949-0.650734-1.039384-1.181567-1.285403-1.209117-1.219912...-0.491097-0.540068-0.641510-0.741098-0.761822-0.707075-0.634092-0.523707-0.400787-0.272040
X2::demand_heat-64.731991-70.453439-77.192976-104.556436-123.228444-167.668819-264.887092-365.137675-258.172589-190.585578...-105.261025-84.614417-104.549875-122.646451-166.442507-161.099889-166.931078-240.034833-143.576460-86.082014
\n", "

9 rows × 48 columns

\n", "
" ], "text/plain": [ "timesteps 2005-07-01 00:00:00 2005-07-01 01:00:00 \\\n", "loc_techs_finite_resource \n", "X2::demand_electricity -94.545801 -76.960619 \n", "X3::demand_heat -0.015600 -0.860322 \n", "X1::pv 0.000000 0.000000 \n", "X1::demand_electricity -0.455564 -0.405798 \n", "X3::demand_electricity -18.762912 -18.762912 \n", "X2::pv 0.000000 0.000000 \n", "X3::pv 0.000000 0.000000 \n", "X1::demand_heat -0.215376 -0.200838 \n", "X2::demand_heat -64.731991 -70.453439 \n", "\n", "timesteps 2005-07-01 02:00:00 2005-07-01 03:00:00 \\\n", "loc_techs_finite_resource \n", "X2::demand_electricity -77.475750 -77.475750 \n", "X3::demand_heat -0.015600 -0.015600 \n", "X1::pv 0.000000 0.000000 \n", "X1::demand_electricity -0.393291 -0.393992 \n", "X3::demand_electricity -18.762912 -18.762912 \n", "X2::pv 0.000000 0.000000 \n", "X3::pv 0.000000 0.000000 \n", "X1::demand_heat -0.207306 -0.318949 \n", "X2::demand_heat -77.192976 -104.556436 \n", "\n", "timesteps 2005-07-01 04:00:00 2005-07-01 05:00:00 \\\n", "loc_techs_finite_resource \n", "X2::demand_electricity -82.731496 -148.533479 \n", "X3::demand_heat -0.860407 -7.263327 \n", "X1::pv 0.000000 0.007857 \n", "X1::demand_electricity -0.440085 -0.567821 \n", "X3::demand_electricity -18.762912 -30.212425 \n", "X2::pv 0.000000 0.007857 \n", "X3::pv 0.000000 0.007857 \n", "X1::demand_heat -0.650734 -1.039384 \n", "X2::demand_heat -123.228444 -167.668819 \n", "\n", "timesteps 2005-07-01 06:00:00 2005-07-01 07:00:00 \\\n", "loc_techs_finite_resource \n", "X2::demand_electricity -189.570817 -238.734711 \n", "X3::demand_heat -9.398229 -5.792842 \n", "X1::pv 0.029143 0.055571 \n", "X1::demand_electricity -0.732535 -0.713803 \n", "X3::demand_electricity -35.233307 -61.395269 \n", "X2::pv 0.029143 0.055571 \n", "X3::pv 0.029143 0.055571 \n", "X1::demand_heat -1.181567 -1.285403 \n", "X2::demand_heat -264.887092 -365.137675 \n", "\n", "timesteps 2005-07-01 08:00:00 2005-07-01 09:00:00 ... \\\n", "loc_techs_finite_resource ... \n", "X2::demand_electricity -244.284493 -231.440181 ... \n", "X3::demand_heat -3.322585 -1.927264 ... \n", "X1::pv 0.078429 0.096000 ... \n", "X1::demand_electricity -0.689992 -0.707650 ... \n", "X3::demand_electricity -63.642962 -62.679665 ... \n", "X2::pv 0.078429 0.096000 ... \n", "X3::pv 0.078429 0.096000 ... \n", "X1::demand_heat -1.209117 -1.219912 ... \n", "X2::demand_heat -258.172589 -190.585578 ... \n", "\n", "timesteps 2005-07-02 14:00:00 2005-07-02 15:00:00 \\\n", "loc_techs_finite_resource \n", "X2::demand_electricity -199.895515 -221.324570 \n", "X3::demand_heat -0.015600 -0.015600 \n", "X1::pv 0.057857 0.041143 \n", "X1::demand_electricity -0.683060 -0.780370 \n", "X3::demand_electricity -18.762912 -18.954418 \n", "X2::pv 0.057857 0.041143 \n", "X3::pv 0.057857 0.041143 \n", "X1::demand_heat -0.491097 -0.540068 \n", "X2::demand_heat -105.261025 -84.614417 \n", "\n", "timesteps 2005-07-02 16:00:00 2005-07-02 17:00:00 \\\n", "loc_techs_finite_resource \n", "X2::demand_electricity -188.344877 -249.962248 \n", "X3::demand_heat -0.860335 -0.015600 \n", "X1::pv 0.027000 0.014714 \n", "X1::demand_electricity -0.940634 -0.978388 \n", "X3::demand_electricity -19.145924 -18.762912 \n", "X2::pv 0.027000 0.014714 \n", "X3::pv 0.027000 0.014714 \n", "X1::demand_heat -0.641510 -0.741098 \n", "X2::demand_heat -104.549875 -122.646451 \n", "\n", "timesteps 2005-07-02 18:00:00 2005-07-02 19:00:00 \\\n", "loc_techs_finite_resource \n", "X2::demand_electricity -248.894106 -269.344347 \n", "X3::demand_heat -0.015600 -0.860291 \n", "X1::pv 0.006143 0.000857 \n", "X1::demand_electricity -1.022063 -1.169519 \n", "X3::demand_electricity -18.762912 -18.762912 \n", "X2::pv 0.006143 0.000857 \n", "X3::pv 0.006143 0.000857 \n", "X1::demand_heat -0.761822 -0.707075 \n", "X2::demand_heat -166.442507 -161.099889 \n", "\n", "timesteps 2005-07-02 20:00:00 2005-07-02 21:00:00 \\\n", "loc_techs_finite_resource \n", "X2::demand_electricity -245.412357 -196.280957 \n", "X3::demand_heat -0.015600 -0.860300 \n", "X1::pv 0.000000 0.000000 \n", "X1::demand_electricity -1.307938 -1.099334 \n", "X3::demand_electricity -18.762912 -18.762912 \n", "X2::pv 0.000000 0.000000 \n", "X3::pv 0.000000 0.000000 \n", "X1::demand_heat -0.634092 -0.523707 \n", "X2::demand_heat -166.931078 -240.034833 \n", "\n", "timesteps 2005-07-02 22:00:00 2005-07-02 23:00:00 \n", "loc_techs_finite_resource \n", "X2::demand_electricity -135.289242 -103.741556 \n", "X3::demand_heat -0.015600 -0.860290 \n", "X1::pv 0.000000 0.000000 \n", "X1::demand_electricity -0.826212 -0.559499 \n", "X3::demand_electricity -18.762912 -18.762912 \n", "X2::pv 0.000000 0.000000 \n", "X3::pv 0.000000 0.000000 \n", "X1::demand_heat -0.400787 -0.272040 \n", "X2::demand_heat -143.576460 -86.082014 \n", "\n", "[9 rows x 48 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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timesteps2005-07-01 00:00:002005-07-01 01:00:002005-07-01 02:00:002005-07-01 03:00:002005-07-01 04:00:002005-07-01 05:00:002005-07-01 06:00:002005-07-01 07:00:002005-07-01 08:00:002005-07-01 09:00:00...2005-07-02 14:00:002005-07-02 15:00:002005-07-02 16:00:002005-07-02 17:00:002005-07-02 18:00:002005-07-02 19:00:002005-07-02 20:00:002005-07-02 21:00:002005-07-02 22:00:002005-07-02 23:00:00
techs
demand_electricity-113.764277-96.129329-96.631954-96.632654-101.934493-179.313724-225.536658-300.843784-308.617446-294.827496...-219.341487-241.059359-208.431436-269.703548-268.679081-289.276777-265.483207-216.143204-154.878366-123.063967
demand_heat-64.962967-71.514599-77.415882-104.890985-124.739585-175.971530-275.466888-372.215920-262.704292-193.732754...-105.767723-85.170084-106.051720-123.403148-167.219928-162.667255-167.580770-241.418840-143.992847-87.214344
pv0.0000000.0000000.0000000.0000000.0000000.0235710.0874290.1667140.2352860.288000...0.1735710.1234290.0810000.0441430.0184290.0025710.0000000.0000000.0000000.000000
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3 rows × 48 columns

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" ], "text/plain": [ "timesteps 2005-07-01 00:00:00 2005-07-01 01:00:00 \\\n", "techs \n", "demand_electricity -113.764277 -96.129329 \n", "demand_heat -64.962967 -71.514599 \n", "pv 0.000000 0.000000 \n", "\n", "timesteps 2005-07-01 02:00:00 2005-07-01 03:00:00 \\\n", "techs \n", "demand_electricity -96.631954 -96.632654 \n", "demand_heat -77.415882 -104.890985 \n", "pv 0.000000 0.000000 \n", "\n", "timesteps 2005-07-01 04:00:00 2005-07-01 05:00:00 \\\n", "techs \n", "demand_electricity -101.934493 -179.313724 \n", "demand_heat -124.739585 -175.971530 \n", "pv 0.000000 0.023571 \n", "\n", "timesteps 2005-07-01 06:00:00 2005-07-01 07:00:00 \\\n", "techs \n", "demand_electricity -225.536658 -300.843784 \n", "demand_heat -275.466888 -372.215920 \n", "pv 0.087429 0.166714 \n", "\n", "timesteps 2005-07-01 08:00:00 2005-07-01 09:00:00 ... \\\n", "techs ... \n", "demand_electricity -308.617446 -294.827496 ... \n", "demand_heat -262.704292 -193.732754 ... \n", "pv 0.235286 0.288000 ... \n", "\n", "timesteps 2005-07-02 14:00:00 2005-07-02 15:00:00 \\\n", "techs \n", "demand_electricity -219.341487 -241.059359 \n", "demand_heat -105.767723 -85.170084 \n", "pv 0.173571 0.123429 \n", "\n", "timesteps 2005-07-02 16:00:00 2005-07-02 17:00:00 \\\n", "techs \n", "demand_electricity -208.431436 -269.703548 \n", "demand_heat -106.051720 -123.403148 \n", "pv 0.081000 0.044143 \n", "\n", "timesteps 2005-07-02 18:00:00 2005-07-02 19:00:00 \\\n", "techs \n", "demand_electricity -268.679081 -289.276777 \n", "demand_heat -167.219928 -162.667255 \n", "pv 0.018429 0.002571 \n", "\n", "timesteps 2005-07-02 20:00:00 2005-07-02 21:00:00 \\\n", "techs \n", "demand_electricity -265.483207 -216.143204 \n", "demand_heat -167.580770 -241.418840 \n", "pv 0.000000 0.000000 \n", "\n", "timesteps 2005-07-02 22:00:00 2005-07-02 23:00:00 \n", "techs \n", "demand_electricity -154.878366 -123.063967 \n", "demand_heat -143.992847 -87.214344 \n", "pv 0.000000 0.000000 \n", "\n", "[3 rows x 48 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": [ "[2022-02-07 16:53:32] INFO Backend: starting model run\n", "[2022-02-07 16:53:33] INFO Loading sets\n", "[2022-02-07 16:53:33] INFO Loading parameters\n", "[2022-02-07 16:53:33] INFO constraints are loaded in the following order: ['capacity', 'dispatch', 'policy', 'energy_balance', 'costs', 'network', 'conversion', 'group', 'conversion_plus', 'export', 'milp']\n", "[2022-02-07 16:53:33] INFO creating capacity constraints\n", "[2022-02-07 16:53:33] INFO creating dispatch constraints\n", "[2022-02-07 16:53:33] INFO creating policy constraints\n", "[2022-02-07 16:53:33] INFO creating energy_balance constraints\n", "[2022-02-07 16:53:33] INFO creating costs constraints\n", "[2022-02-07 16:53:33] INFO creating network constraints\n", "[2022-02-07 16:53:33] INFO creating conversion constraints\n", "[2022-02-07 16:53:33] INFO creating group constraints\n", "[2022-02-07 16:53:33] INFO creating conversion_plus constraints\n", "[2022-02-07 16:53:33] INFO creating export constraints\n", "[2022-02-07 16:53:33] INFO creating milp constraints\n", "[2022-02-07 16:53:33] INFO Backend: model generated. Time since start of model run: 0:00:00.506894\n", "[2022-02-07 16:53:33] INFO Backend: sending model to solver\n", "[2022-02-07 16:53:33] INFO Backend: solver finished running. Time since start of model run: 0:00:00.897613\n", "[2022-02-07 16:53:33] INFO Backend: loaded results\n", "[2022-02-07 16:53:33] INFO Backend: generated solution array. Time since start of model run: 0:00:00.997607\n", "[2022-02-07 16:53:33] INFO Postprocessing: started\n", "[2022-02-07 16:53:34] INFO Postprocessing: All values < 1e-10 set to 0 in system_balance\n", "[2022-02-07 16:53:34] INFO Postprocessing: ended. Time since start of model run: 0:00:01.158167\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": [ "
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<xarray.Dataset>\n",
       "Dimensions:                                 (loc_techs: 26, loc_tech_carriers_prod: 21, timesteps: 48, loc_tech_carriers_con: 19, costs: 1, loc_techs_cost: 20, loc_techs_area: 3, loc_techs_supply_plus: 3, loc_tech_carriers_export: 4, loc_techs_om_cost: 9, loc_techs_investment_cost: 20, loc_carriers: 10, loc_carriers_system_balance_constraint: 10, loc_techs_balance_demand_constraint: 6, loc_techs_cost_investment_constraint: 20, carriers: 3, techs: 16)\n",
       "Coordinates: (12/17)\n",
       "  * loc_carriers                            (loc_carriers) object 'N1::heat' ...\n",
       "  * loc_carriers_system_balance_constraint  (loc_carriers_system_balance_constraint) object ...\n",
       "  * loc_tech_carriers_con                   (loc_tech_carriers_con) object 'N...\n",
       "  * loc_tech_carriers_export                (loc_tech_carriers_export) object ...\n",
       "  * loc_tech_carriers_prod                  (loc_tech_carriers_prod) object '...\n",
       "  * loc_techs_balance_demand_constraint     (loc_techs_balance_demand_constraint) object ...\n",
       "    ...                                      ...\n",
       "  * techs                                   (techs) object 'boiler' ... 'supp...\n",
       "  * carriers                                (carriers) <U11 'electricity' ......\n",
       "  * costs                                   (costs) object 'monetary'\n",
       "  * loc_techs                               (loc_techs) object 'X1::pv' ... '...\n",
       "  * loc_techs_area                          (loc_techs_area) object 'X1::pv' ...\n",
       "  * timesteps                               (timesteps) datetime64[ns] 2005-0...\n",
       "Data variables: (12/19)\n",
       "    energy_cap                              (loc_techs) float64 0.0 ... 0.01835\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 0...\n",
       "    resource_area                           (loc_techs_area) float64 0.0 ... ...\n",
       "    resource_con                            (loc_techs_supply_plus, timesteps) float64 ...\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 0.0 ......\n",
       "    systemwide_levelised_cost               (carriers, costs, techs) float64 ...\n",
       "    total_levelised_cost                    (carriers, costs) float64 0.08069...\n",
       "Attributes:\n",
       "    termination_condition:     optimal\n",
       "    objective_function_value:  842.3529094335402\n",
       "    solution_time:             0.997607\n",
       "    time_finished:             2022-02-07 16:53:33\n",
       "    calliope_version:          0.6.8-dev\n",
       "    applied_overrides:         \n",
       "    scenario:                  None\n",
       "    defaults:                  available_area: null\\ncarrier_ratios: null\\nch...\n",
       "    allow_operate_mode:        1\n",
       "    model_config:              calliope_version: 0.6.8\\nname: Urban-scale exa...\n",
       "    run_config:                backend: pyomo\\nbigM: 1000000.0\\ncyclic_storag...
" ], "text/plain": [ "\n", "Dimensions: (loc_techs: 26, loc_tech_carriers_prod: 21, timesteps: 48, loc_tech_carriers_con: 19, costs: 1, loc_techs_cost: 20, loc_techs_area: 3, loc_techs_supply_plus: 3, loc_tech_carriers_export: 4, loc_techs_om_cost: 9, loc_techs_investment_cost: 20, loc_carriers: 10, loc_carriers_system_balance_constraint: 10, loc_techs_balance_demand_constraint: 6, loc_techs_cost_investment_constraint: 20, carriers: 3, techs: 16)\n", "Coordinates: (12/17)\n", " * loc_carriers (loc_carriers) object 'N1::heat' ...\n", " * loc_carriers_system_balance_constraint (loc_carriers_system_balance_constraint) object ...\n", " * loc_tech_carriers_con (loc_tech_carriers_con) object 'N...\n", " * loc_tech_carriers_export (loc_tech_carriers_export) object ...\n", " * loc_tech_carriers_prod (loc_tech_carriers_prod) object '...\n", " * loc_techs_balance_demand_constraint (loc_techs_balance_demand_constraint) object ...\n", " ... ...\n", " * techs (techs) object 'boiler' ... 'supp...\n", " * carriers (carriers) \n", "DatetimeIndex: 48 entries, 2005-07-01 00:00:00 to 2005-07-02 23:00:00\n", "Data columns (total 12 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 boiler 48 non-null float64\n", " 1 chp 48 non-null float64\n", " 2 heat_pipes:N1 48 non-null float64\n", " 3 heat_pipes:X1 48 non-null float64\n", " 4 heat_pipes:X2 48 non-null float64\n", " 5 heat_pipes:X3 48 non-null float64\n", " 6 power_lines:X1 48 non-null float64\n", " 7 power_lines:X2 48 non-null float64\n", " 8 power_lines:X3 48 non-null float64\n", " 9 pv 48 non-null float64\n", " 10 supply_gas 48 non-null float64\n", " 11 supply_grid_power 48 non-null float64\n", "dtypes: float64(12)\n", "memory usage: 5.9 KB\n" ] } ], "source": [ "# We can sum heat output over all locations and turn the result into a pandas DataFrame\n", "df_heat = model.get_formatted_array('carrier_prod').loc[{'carriers':'heat'}].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_heat.info()" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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techsboilerchpheat_pipes:N1heat_pipes:X1heat_pipes:X2heat_pipes:X3power_lines:X1power_lines:X2power_lines:X3pvsupply_gassupply_grid_power
timesteps
2005-07-01 00:00:000.00000092.861360170.055601183.4755200.00.00.00.00.00.00.00.0
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2005-07-01 04:00:0053.19106483.20464670.89778876.5158680.00.00.00.00.00.00.00.0
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" ], "text/plain": [ "techs boiler chp heat_pipes:N1 heat_pipes:X1 \\\n", "timesteps \n", "2005-07-01 00:00:00 0.000000 92.861360 170.055601 183.475520 \n", "2005-07-01 01:00:00 4.100046 78.466297 67.213715 72.541074 \n", "2005-07-01 02:00:00 9.626102 78.876806 67.582474 72.915564 \n", "2005-07-01 03:00:00 37.084989 78.877367 67.487047 72.812606 \n", "2005-07-01 04:00:00 53.191064 83.204646 70.897788 76.515868 \n", "\n", "techs heat_pipes:X2 heat_pipes:X3 power_lines:X1 \\\n", "timesteps \n", "2005-07-01 00:00:00 0.0 0.0 0.0 \n", "2005-07-01 01:00:00 0.0 0.0 0.0 \n", "2005-07-01 02:00:00 0.0 0.0 0.0 \n", "2005-07-01 03:00:00 0.0 0.0 0.0 \n", "2005-07-01 04:00:00 0.0 0.0 0.0 \n", "\n", "techs power_lines:X2 power_lines:X3 pv supply_gas \\\n", "timesteps \n", "2005-07-01 00:00:00 0.0 0.0 0.0 0.0 \n", "2005-07-01 01:00:00 0.0 0.0 0.0 0.0 \n", "2005-07-01 02:00:00 0.0 0.0 0.0 0.0 \n", "2005-07-01 03:00:00 0.0 0.0 0.0 0.0 \n", "2005-07-01 04:00:00 0.0 0.0 0.0 0.0 \n", "\n", "techs supply_grid_power \n", "timesteps \n", "2005-07-01 00:00:00 0.0 \n", "2005-07-01 01:00:00 0.0 \n", "2005-07-01 02:00:00 0.0 \n", "2005-07-01 03:00:00 0.0 \n", "2005-07-01 04:00:00 0.0 " ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Using .head() to see the first few rows of heat generation and demand\n", "\n", "# Note: carrier production in heat_pipes:N1 is heat received by the heat network at any location connected to `N1`\n", "\n", "df_heat.head()" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[2022-02-07 16:53:35] 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_electricity", "line": { "color": "#072486" }, "name": "Electrical demand", "type": "scatter", "uid": "410dc00d-05ea-4d32-937f-e3dd22a82099", "visible": true, "x": [ "2005-07-01", "2005-07-01 01:00:00", "2005-07-01 02:00:00", "2005-07-01 03:00:00", "2005-07-01 04:00:00", "2005-07-01 05:00:00", "2005-07-01 06:00:00", "2005-07-01 07:00:00", "2005-07-01 08:00:00", "2005-07-01 09:00:00", "2005-07-01 10:00:00", "2005-07-01 11:00:00", "2005-07-01 12:00:00", "2005-07-01 13:00:00", "2005-07-01 14:00:00", "2005-07-01 15:00:00", "2005-07-01 16:00:00", "2005-07-01 17:00:00", 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GyMWD3ZZwzyDpry70mGuP50iABEiABEiABCwTSP3XoOVyvEICJEACJEACJHCPwLPPPqseaHfv3i1DhgyRxo0bq2So2AkJOxkhJAneLvDkwJbT2KHn/fffVzk5kFAWXhzwjHGVYUtnbC+NraUxPmyLjQd0hO1gtxokqH0QHjEQTZCHBPNF4lj0CaFkwYIFKnzIODksWEB8we5IMNTVDULM0qVL1Uc9PEm/hneIXCtWrFBCBrbStmXp4WNvXYwZnjUQQ15//XWV7BgizObNm1XumhYtWqhhwpMK+W0+/fRTtYsQEjpjy2hHDTsiIcTt7bffFiTEhefN6dOnVYJn7BRVrVo1s03a6h+eLthaGsZEu2YR8iQJkAAJkAAJ2EWA4otdmFiIBEiABEiABP4jgPwXM2bMkDlz5qiH299//91wEZ4M2FXoscceU54NeBjG7kXIWYIXrmMXIoRyGJsefmN8Tj+2dk0vg3fjcu+9957abhpeODNnzjQUw0M5xCLT8oYCdhzo/VgKndKv4x1zR8JhiA54wbCD0YgRIwzhP3qXurCCMcLDSDd4myC8C94y5vK96P3p5e15t4eP3o7pPO2pizF9+OGH8v3338u6detUOBXaw/ojl4puEFpmz54t2B0JuVWQ0Bbn7JmTcRmIbegP21cjVEg3iICmwotxPUv96/Vr166tDrFm1rYV18vznQRIgARIgARIwDwBD22nhdRbL5gvx7MkQAIkQAIkQAIWCCApLDwWcuTIoXKUICmssSHxrJ6gF6EcDyrhLcaAX/PYKQj5UrBVsfGWz8ZjdPVxRESEICcJcocg10tmsfTwsbcuPF4QTgXRA2tgen+ABXbFwgts0pukF+0g3Ai5crDVuD1mqX94Ik2cOFEGDx4svXr1sqcpliEBEiABEiABEjBDgOKLGSg8RQIkQAIkQAIkQALZnQDEpQEDBqicNPPnz7dbyMnu3Dh/EiABEiABEjBHgAl3zVHhORIgARIgARIgARLI5gR27twp2K0J+Wns9aDJ5sg4fRIgARIgARKwSICeLxbR8AIJkAAJkAAJkAAJZF8C2CUJSXu5y1H2vQc4cxIgARIgAecRoPjiPJZsiQRIgARIgARIgARIgARIgARIgARIgATuI8Cwo/uQ8AQJkAAJkAAJkAAJkAAJkAAJkAAJkAAJOI8AxRfnsWRLJEACJEACJEACJEACJEACJEACJEACJHAfAYov9yHhCRIgARIgARIgARIgARIgARIgARIgARJwHgGKL85jyZZIgARIgARIgARIgARIgARIgARIgARI4D4CFF/uQ8ITJEACJEACJEACJEACJEACJEACJEACJOA8AhRfnMeSLZEACZAACZAACZAACZAACZAACZAACZDAfQQovtyHhCdIgARIgARIgARIgARIgARIgARIgARIwHkEKL44jyVbIgESIAESIAESIAESIAESIAESIAESIIH7CFB8uQ8JT5AACZAACZAACZAACZAACZAACZAACZCA8whQfHEeS7ZEAiRAAiRAAiRAAiRAAiRAAiRAAiRAAvcRoPhyH5K0n9i463jaK7NmpiPA9cx0S8IBkQAJkAAJkAAJkAAJkAAJkECWJOCRrFmWHHkmGjQf0jPRYrhgKC3rV3BBq2ySBEiABEiABEiABEiABEiABEgguxDwzi4TdfU8+YDuasIZ0z6ENby4vhnDn72SAAmQAAmQAAmQAAmQAAmQgDsQYNhROleRXi/pBJjJq1N0yeQLxOGRAAmQAAmQAAmQAAmQAAmQQBYgQPElnYvEh/N0AmR1EiABEiABEiABEiABEiABEiABEnBzAhRf3HyBOT0SIAESIAESIAESIAESIAESIAESIIGMJUDxJWP5s3cSIAESIAESIAESIAESIAESIAESIAE3J0Dxxc0XmNMjARIgARIgARIgARIgARIgARIgARLIWAIUXzKWP3snARIgARIgARIgARIgARIgARIgARJwcwIUX9x8gTk9EiABEiABEiABEiABEiABEiABEiCBjCVA8SVj+bN3EiABEiABEiABEiABEiABEiABEiABNyfg7ebzy5LTW7dundSqVUtCQkJcOv7ExESJjY2VwMBAq/1ERUWJn5+feHl5WS2XWS/euHFDFi9ebHV4Tz31lAQEBFgtw4skQAIkQAIkQAIkQAIkQAIkQAIkkBYCFF/SQs3FdcaPHy8ff/xxmsWX48ePy8KFC2X06NFWRwqRZ9y4cbJmzRrx8PAwWzY6Olq6du0qb7/9trRo0UIWLVqkRJhu3bqZLZ8ZT0LE2rlzp1y4cMHs8CB0UXgxi4YnSYAESIAESIAESIAESIAESIAEnECAYUdOgJjZmggLC5Pdu3fbHFb9+vXl66+/tii8oAF4vKBM7dq1VXsnT56UU6dO2Ww7MxXw9PSUPn36WBxSv379LF7jBRIgARIgARIgARIgARIgARIgARJILwF6vqSXYBrrX758Wb755hs5dOiQlCtXTjp16iRt2rS5r7W4uDiZNWuWbNy4UXmctG/fXuB1kjNnTsG1uXPnyqZNmyQyMlLKly8vzz77rGo3JiZGhg4dqtobOXKkrF+/Xnx9fVUbEGaaNm0qFSpUUG1/9dVXqtyVK1dkypQpakwQXerUqSOvvfaaTJ48WV588UU5fPiw8iBBYXjX5M2bV6pWrSrnz5+XUaNGqTbwz4wZM1Q40/PPP284l9EHrVq1kh9++EGuXr2aaigYf40aNVKd4wcSIAESIAESIAESIAESIAESIAEScCYBii/OpGlnW/Hx8UqsgFgyduxYJV4g1Khy5cpStGjRVK1AeNmxY4e89NJLkiNHDpk6dar4+PgoTw6IHBs2bJBevXop4QVhRBBQOnToID/99JMMGTJEtVWgQAG5du2aEmngwVKvXj3VT0REhJw5c0aVgZAzYsQIyZ07txJckpKSZMGCBera6dOnBeFHEIkwZuR+6d69u/j7+6vrs2fPFniPlChRQolAyK8CwSczGcbcu3dvmTBhQqph9e3bN9VnfiABEiABEiABEiABEiABEiABEiABZxOg+OJsona0t3fvXoHny8svv6xCfkqWLCl4bdu2TXr27JmqhWXLlilPFz35LvKTbN26VQkJy5cvV+V79Oih6ugeHBBnvL29leeKcWPw/jD2UNm+fbvhMsYE4WbMmDFqLLgA7xhjy5cvn8pDY9p26dKlBWMZNmyYrF27VnnlNGzY0Lhqpjhu166dzJs3T0JDQ9V44PlTt27dTDE2DoIESIAESIAESIAESIAESIAESMB9CVB8yYC1hcgBAWPmzJmG3uGZgVAhY7t9+7Y6B5Fkz549hksIH8I17FRUrVo1w3lbB/CcsWQYU3BwsEF4sVTO3PlHH31UzWXgwIECsahz587KO8Zc2Yw8B1EKXkIIo4Ix10tGrgb7JgESIAESIAESIAESIAESIIHsQ4DiSwasNXKlQHxBIlu8WzKIIRBlBg0aJI0aNUpVDNtE49rZs2fVttSpLmofkpOTTU9Z/YwxhYeHK68QeLhYMuyKhJAkY2vdurVMmzZNJk2aJJcuXZKOHTsaX85Uxxjbjz/+KHny5JHM6J2TqWBxMCRAAiRAAiRAAiRAAiRAAiRAAk4hwN2OnILRsUaqV6+uRBck3EWiXLy2bNmi8rcYtwRxpUGDBsqr5Ny5cwLBBYlukQcG1x5++GEV7rN//36VfHf16tWyb98+KVu2rPKYOXbsmGrb1KPGuA/9GB402G4Z3jjXr1+XW7duqeS7+nX9HTlfTpw4oXLAoAwsMDBQIMCsWrVKmjdvroQNvXxme0ci4SeeeEKQ68XS9tqZbcwcDwmQAAmQAAmQAAmQAAmQAAmQQNYmQPElA9YvV65c8t577ymhBDsX4YUdh3QxQH/H0F555RUpUqSISp4Lrw0k3tVzluAa2nr99dflkUceUcIJxAV4rmBXpOHDh6u24R2D7ZbNmd4XPEHeeustFd6EcByE5xw5ckRV0cvgQ+PGjVVbXbp0UWPR22zRooU6xPnMbuDdrFmzzD5Mjo8ESIAESIAESIAESIAESIAESMBNCHho4SmOxae4ycSdOY2Nu45Ly/oV0tTk3bt3ldcKEuoaixymjWE3IniaIDwIOV+MDZ4z2I3ItA2cR4gQwpccsZs3b6qdjKzliAkLC1O7L+ljmT59uhJuvv32W0e6yhJl07O+WWKCHCQJkAAJkAAJkAAJkAAJkAAJkIBLCVhOOOLSbtm4TiBnzpz6odV3iByFChUyWwYiiTmhxNw5sw2YnNR3VjI5neojPGV0g/CD3Y6ee+45/RTfSYAESIAESIAESIAESIAESIAESIAE7hEwH4tCPCTgAIGIiAjBTkctW7Z0oBaLkgAJkAAJkAAJkAAJkAAJkAAJkED2IEDPl+yxzi6dZf78+QXbTdNIgARIgARIgARIgARIgARIgARIgATuJ0DPl/uZ8AwJkAAJkAAJkAAJkAAJkAAJkAAJkAAJOI0AxRenoWRDJEACJEACJEACJEACJEACJEACJEACJHA/AYov9zPhGRIgARIgARIgARIgARIgARIgARIgARJwGgGKL05DyYZIgARIgARIgARIgARIgARIgARIgARI4H4CFF/uZ8IzJEACJEACJEACJEACJEACJEACJEACJOA0AhRfnIaSDZEACZAACZAACZAACZAACZAACZAACZDA/QQovtzPhGdIgARIgARIgARIgARIgARIgARIgARIwGkEKL6kE+XGXcfT2QKrZ2YCXN/MvDocGwmQAAmQAAmQAAmQAAmQAAlkDQIUX9K5Ti3rV1At8CE9nSAzYXV9TfU1zoRD5JBIgARIgARIgARIgARIgARIgASyAAGPZM2ywDgz/RD1B/VMP1AO0CECFF4cwsXCJEACJEACJEACJEACJEACJEACZghQfDEDhadIgARIgARIgARIgARIgARIgARIgARIwFkEGHbkLJJshwRIgARIgARIgARIgARIgARIgARIgATMEKD4YgYKT5EACZAACZAACZAACZAACZAACZAACZCAswhQfHEWSbZDAiRAAiRAAiRAAiRAAiRAAiRAAiRAAmYIUHwxA4WnSIAESIAESIAESIAESIAESIAESIAESMBZBCi+OIsk2yEBEiABEiABEiABEiABEiABEiABEiABMwQovpiBwlMkQAIkQAIkQAIkQAIkQAIkQAIkQAIk4CwCFF+cRZLtkAAJkAAJkAAJkAAJkAAJkAAJkAAJkIAZAt5mzvEUCZAACZAACZAACZAACZAACZBAFiFw/vx5OX36tN2jLVmypJQuXdru8ixIAiSQfgIUX9LPkC2QAAmQAAmQAAmQAAmQAAmQQIYROHfunPz5559299+kSROKL3bTYkEScA4Bhh05hyNbIQESIAESIAESIAESIAESIAESyEIEbty4IRs3bnwgI46NjZW4uDirfSUmJkpUVJTVMum5uHv3bjl79mx6mnB53awwxrRCoPiSVnKsRwIkQAIkQAIkQAIkQAIkQALZjMC7774rX331VapZX7hwQdq2bSuXLl1Kdd7VH44fPy4fffRRmrs5ceKEfP3112muj4qLFi2SJUuW2Gzjgw8+kM8++8xquXXr1knXrl0lOTlZlUOdkydPWq3jyMV58+bJrl27HKnywMtmhTGmFQrDjtJKjvVIgARIgARIgARIgARIgARIIBsS0MUBfeqmn/Xzrn4PCwsTeEpkpEEc8fa2/Vg9bNgw8fDwsDrU+vXrKzFIL4e5derUyWodXsw6BGzfJVlnLhwpCWRpApGnD0tSQrxDcwgqV1U8PL0cqsPCJEACJEACJEACJEACJOBKAhAa6tWrJzt27JDQ0FBp1aqVDBo0SAICAuTff/+VmTNnStWqVWXt2rXi4+MjAwcOlDt37igPEoTedOvWTXr27KmGiFCdWbNmqfAgLy8vad++vbru7+8v33zzjcTExMjQoUNV2ZEjR96Xy8ZS/Zw5c96H4PLly6rNQ4cOSbly5ZTw0aZNG1XuypUrMmXKFME1Pz8/qVOnjjRq1Eh27typrsMLJ2/evPLpp58K5t+7d28lDJ05c0beeOMN2bRpk6rXr18/FX40d+5cdS4yMlLKly8vL7zwgty+fVvNFZ5FkyZNUuUmTpwogYGBgnGgrw4dOigvI3QaHx+v2u7bt69AuDE1eCRNmDBBjhw5Ivny5ZPw8HBDEWtcHF2jZcuWyfz589X4sS5NmzZV84EohbawftWrV1frjXugV69eah4YjLUxGgbrJgcUX9xkITmNrE8g/MgeSYyOcGgiOcpUofjiEDEWJgESIAESIAESIAEScDUB7LwEUQQCBB62v/zyS6lZs6Yg0W9ERIQSAwoUKKCEAwgKY8eOlYoVK8rgwYPl1q1b8u233yqBIU+ePOrBHSLOSy+9JDly5JCpU6cqwUZ/gP/pp59kyJAhakpo09Tw4G+ufp8+fVIVhZAxatQoJYRgPNhBavz48VK5cmXJnz+/jBgxQnLnzi2vvfaaJCUlyYIFC6R///6qPESh7t27C4QHGOaPNhCK1bhxY8Xg2rVrhuszZsyQDRs2KBECwgvCjS5evKjqQqyBQWRZvny5dOzYUSpUqCCFChUS5Kj55ZdfDOLLli1bBMmWIWyYWkJCgowePVqCgoLUvCByGYdYWePi6BphnZ555hnBLloY4xdffCFly5aVzp07q/U+fPiwhISEyCuvvCJHjx6VyZMnK0HO09PT6hhN55TVP1N8yeoryPGTAAmQAAmQAAmQAAmQAAmQQCYjgAdtCC4wJLXds2ePEl/wOTg4WD1047hYsWICzwkIH0WLFsUp+fHHH+XAgQPSrFkzdQ2eMHh4h9WqVUu2bt0qEE8gXMC7Al4olgxtW6pvXGfv3r0Cz5eXX35ZhQdBSMBr27Zt6h2eL2PGjFHHqAfvDhjGZW4MED7gGWNqCNGCqALPnh49eqjLNWrUUO/bt283FIfnDcQJzFGfH8SMxYsXC8SMKlWqyB9//CHt2rVT4o6h4r2D/fv3q/lMmzZNSpUqpc5CqNLNFhdH1ggCE0QgeNjcvHlTrS/EK93QFnIFweARBS8ZlIWXE5hbGqNe313eKb64y0pyHiRAAiRAAiRAAiRAAiRAAiTgYgLw8sBDs7Hpny3lPoHHCjxhzBk8Y2DGeWPgQYLyCMPBO0QJiDe6+fr66odW3x2pD3EF40dIlG6YK/rHNQgIEGPsNYQKmTOMCTsfVatWzdxlq+dKlCghEGoguqD9gwcPyuuvv262jj5mXXgxLuQIF9Sztka4Di8aCCoYG8Q0iEbwDjJnYIr1A1eEpIGruTGaq5vVz1F8yeoryPGTAAmQAAmQAAmQAAmQAAmQwAMigBAchNUYG0JqkCRW904xvpaWYz3hLB7M8bCOfDHmvEjQtrFoY9qXPfX1OsjXAvEFoTmmItLmzZtVvhSIBcidYmwYqyWhwbicfoxcM5gTtnyGF481Q9um83v00UdVSBP6fPjhh5XYYa4NCBoIH0JOGYhfxuYIF+N6xsf6GkFEWbhwoQohQ5gVzNYOVHpda2M07stdjrnVtLusJOdBAiRAAiRAAiRAAiRAAiRAAi4mgLARhLQgWS6StsLD4ocfflBCgKlokd6hQKRo0KCB8kZBWAs8bJDYFp4WMOQVwcP/sWPHlMiAY2OzVd+4LPKmYPxI4gvBAi/kVEFuFnipwPsDXjHXr19XeWmQfBeGsCBsWR0dHa3OG7dp7hhjgmiC0CNwBMPVq1fLvn377iuOthF+hXw08FaBIcQHeVwwri5dutxXRz9RqVIlNWasDcaM0C89FMgRLnp7lt7h5QI26APM/vrrLxUWZam88XlrYzQu5y7HFF/cZSU5DxIgARIgARIgARIgARIgARJwMQHkH3nqqadUEt1HHnlEJZ3FwzxypRib7t2Aczg2/owHdluml0fumCJFiqikukg+i8S78ECBwQsFux8NHz5c5XWBN4mpWauPsno/uXLlkvfee0+JIMgRgxd2HcJ1JJR96623VOgTditCsl/kLIFBDMF8IIRgbLrp7eqfjeeMMaE/hAyBIUQd7KAEM66HNletWqV2XYJ3CQwCEfLNFCxYUAlT6qSZf7AmGCtyxOB93rx5KuGv3r4tLsbjNdO8OoW2EEKExMNIQAxm8BwyDQuz1JatMVrqN6ue99DcmJKz6uA5bhJwJwJXl89zeLejwt0Giae3jzth4FxIgARIgARIgARIgAQcJACPBtNQIGtNIHdJ6dKlrRWxeQ276Vy9elXl7ICQ4GqDhwh2QkJ4kOnDPTwuEIaDcBpLZq2+aZ27d+8qjxSEUelihV4GCWWRk8Y0lCcsLEydMx2bXs/cO8YNjxlz/ejl4e2DtvUymOeAAQPULkjYTcqWoQ+EH0GsMWeOcDFXXz+HeWCc2JXJktiilzV9tzVG0/JZ9TPFl6y6chx3piKQnJQoEcf3OzQmDx9fCSr7kKEOxRcDCh6QAAmQAAmQAAmQAAmQAAmYIYDkw8ipggS3yB9DyzoEmHA366wVR5qJCSRrCvTdg7scGqFXQFAq8cWhyixMAiRAAiRAAiRAAiRAAiSQ7QjA4wbbWFN4yXpLT/El660ZR5zFCCCyz9RdMYtNgcMlARIgARIgARIgARIgARLIBASwnTMtaxKg+JI1142jzuQEbkUmybrD8bLqYJzsvZAoAxv7yZBm/uLv45HJR87hkQAJkAAJkAAJkAAJkAAJkAAJOJsAxRdnE2V72ZbAtbtJsvZQnCa4xMuuMwmSZJTKesK6GFn4V5yM6BggnWv4ZltGnDgJkAAJkAAJkAAJkAAJkAAJZEcC2UZ8iY2NlRs3bkhgYKDKkG262Mgijev58+cXbHllanomamxnRnM/AomxMRJ7/aJDE/PyD5QrsYGydM0x+W3lUdn17x1DfR/tFmpS1ls6VPWVQjk9ZdzqaDl8JVFemR8pc3fEyuhHA6RmOUNxHpAACZAACZAACZAACZAACZAACbgxgWwhvnzyySeyadMm0XfVrly5snzwwQdqv3as7cqVK2XSpEkSHx+vti3Dnudt27ZVy46ttz7//HP5888/Vd6OokWLypgxY6RYsWJufFtkv6klRtyRsF3r7Jr46RuJKpxo9VGRg+djDHX8tJ+mZhV8NMHFR1pX9pVg//9CjJqW95Zf/omT8Wui5e9zCfLY5HB5ol6SfF4vQgrlDzK0wQMSIAESIAESIAESIAEScJRAbOgV7YvES3ZX88tXWPwKFLW7PAuSAAmkn0C2EF8KFy4sEyZMkPLly8uVK1fktddekyVLlqj90bFPO669/PLL0r59e1m2bJmMHz9e6tWrJ9ivHsLM3r17ZcaMGQKvFwgvEGo+++yz9NNnC1mGwJErCSqcaLWWw+XE9STDuINy+ErHFmWla9tyUuPOFgn0/U9wMRTSDjw9PaRXXT/pVM1XJm+IltnbY2XhrkhZ0fY7GTmskbz0TF3j4jwmARIgARIgARIgARIgAbsJxN24IuGH/7a7fHKlWhRf7KbFgiTgHAKezmkmc7cyYMAAqVKlivj4+EihQoW0B2FPw9Zc2Cc9ODhYHnnkEfH29pYuXbqIv7+/7NixQ01qy5Yt0rx5cylRooQKWXr88cdlz549gjAkmvsT+PWfWGn5xR3pPDFcJm2IUcJLrgAP6V7bV2a/XFIu7XpF5k7oJo+3r2hReDGmBG+YkZ0CZfWrOaVtVX+JiIyT0eM2Sc2O02TV/ijjojwmARIgARIgARIgARIggUxNAKkdrl+/riIIXDFQtL1x40aLTUdFRQnSRzjbzp07J7t27bLY7Nq1ayUsLMzi9axwAWu3Zs0aiY6OzgrDdYsxZgvPF6wUwofmzZsnf//9t/KAgZcLLDQ0VIoUKaKO8Q+EGXjKIP8LDNcbNmyojvEPwo4QvgSPGeyxHhERYbjGg6xLICHavPAxUUuUe+l2koQEeUj7h3y0l680KOMt3l4e4p0vh/aLJkZ7iSQnaP84YCVDvOS7QSGyN6CuvP3FZjl66pY8N1NU2+90DpBKhe370YzU7j8Pbx8HemZREiABEiABEiABEiABVxIICnL/kPL9+/fL5MmT5cyZM+rZCM9QdevWlWHDhqnnJWfxPX78uHzzzTfSsmXL+5qEaNC1a1d5++23pUWLFvddT8+Jv/76S4k+9evXN9vMuHHjZOzYsYY0FmYLpeEkUmP069dPypUrl4bajlW5e/eufPHFF1KtWjUJCAhwrDJLp4mAfU94aWo6c1WCInr27FmBOgoPl/DwcMF/jHj39U29+ww+654tEFeMr+vHuuiif85cs+VoHCVgTsA4eClBCS8Fgj1k68hc4qWFDhmbh4en4d5INrlmXM7SsYeHh7RtWlZaNSots37ZLx+O3yg7TyfIo9+EayFKvvJauwDJm8O6cxruP3Njt9Qnz5MACZAACZAACZAACZBAegicPHlS3nzzTZWy4aOPPlLPVCdOnJBZs2ap5y18Wf0gzM/PT77++mu3ysW5e/du6dSp04PAxz4ygEC2EV+g5n344YdKmUXOF/zn8NZbb6mQIyTaNTa4YOmKNd7hNaObfqxfp/iik8ni71pImqmtOZRyX7TVvF1MhReURR4Xff2T0iK+yH/1n+9fT1oHHJWvloXK3J2x8vPuOFm2P15ebu0vTzX0Ex/N08ac+Wjiiyc9X8yh4TkSIAESIAESIAESIAEXEEAuzIoVK6o8mnrz1atXly+//NLw3LR8+XJZsGCB3Lp1S5UdPny4FC9eXBWHd0ydOnVUmgdEGyDFQ7t27eT7778XhPs0adJEBg8ebPAqSUhIUF42m7QNVGB9+vQRpIKAtw28b1588UWVUmL69Oly584duX37tuzbt0+qVq0qAwcONHiRXL58WXnRHDp0SJ2DyNGmTRvVJp7/vvvuO+XtgiiHPHnyqJQT6qKFf5C+4ttvv1WREq1atZJBgwYpDxI8L+JZE+FS2EUXERfdunVTY7x48aJ6JkU4FZwDwBG5R5HiAnlFUXfixImqb2wA06NHj1S9W6uPgmCL3KVIoYEIDuNx4fr69etlzpw56pqtDWTAE9Ee4Hnw4EEVHfLGG29IhQoV0JRYWmOcR5qOd955R5WD51LevHmVRw9OYHMbrEuNGjXE2ppgLr179xYIUvCwQt9lypRRbWbVf6x/rZ5VZ2Vl3PA2wA8+bkYYkuhi0XVLSkqSq1evqvP69UuX/sscjmO0ERISolfhu5sSWH0oRXRDuNGDsFyBnvLOo4Gy8pWc0ryC5p0VkywfL4+WDhPuyvQtMXLsqvPjWR/EvNgHCZAACZAACZAACZCA+xBAKJC5MB88I8EbBQ/e8EhBqNB7772nnp1Gjx4tEFFgp0+fFggXeLCGcIK8I++++64SYfDlODY72bx5swEYwosQdQABB6LN1KlTBSEzelt6zpJr164pwQObrODBH4IKBCAYvmwfNWqUShuBcCEIIthkRX/OgyCB3W0xJnjzlCxZUtWz9g9Ck7p3767GtW7dOvnnn39UcQgvED9eeukl5SGEuUKQgEGMgeDz8ccfq7AlMIPoAuvQoYOK0OjYsaMMGTJEGjRooM4b/2OtPsqBLdiZG9eRI0fUpjEQyrB5jJ6Gw7h942PwxDxQ/tVXX1XrOG3aNFXE2hojhcfWrVtVLhmsATawwaY2ELUgHh0+fFiJTbbWBHPBWiFqpXHjxm4RGuX2ni/4QZ09e7ZKqAt1DzcdbkjEB8KQzwU3PH4gcMP/8ccfEhMTY7jZobzOnTtXHnvsMSXILFq0SGrVqqV+cFUD/MctCZzRtpM+qe1qlFNLrlu/9IP9MSlbwEtmDgiWTcfiNfElSk7fSJJPV0TLpxItCIFqWt5HmmpbWjcu5y2F3ZI+J0UCJEACJEACJJCRBOLCQuXm9pUODcEvfxHJW6+1Q3VYOOsRgGcGhA9rX0QjGS0EEGx6AkPZoUOHCjxO4O0AgzBRs2ZNdYznK3i/QDCAQXRAThn9eQ2bo4wYMUJda9SokRIE4NnStGlTdc74H3jQ9O/fX51CGgld2ICggy/c4WUCwQPiCl7btm2Tnj17KoEAz3u9evVSdY8ePaqEHOO2TY/hwaHPAV4uECTw7AihAZ4uOiM8O0KMgMcOhAk8c2I8EDew0QtCtmDI8wJvHrCDyGTOrNXXy1sa16pVq5ToAQ8SGNqCkGXN4DmDccOwDhDTcA9YW2N4HEEkAkMIY6VLl1bsjx07JhcuXFDc4VkEjxZra4I+Idphzd3FHuxTZQZQww8XfjiXLl1q6B1Kbd++fdVneL7ghx8ua1BooaxBVc2dO7e6DuUR9eEahbZwk0INpbk3gdX3Qo5aV/JRyXUzYrYtKkJgySmrD8bL5uPxsuVEvFwPT5ZFe+LUS7sdpdbiudK2WVktd0wZqVspl3jKf9tg2zNm78Ag8fBy+/8G7EHBMiRAAiRAAiRAAjqBpERJinZsZ8+k2Gi9Nt/dmABC7nPmzGnYnMTcVCEqVKpUyXAJD9+oh1Abc4b0EPCK0A2fLZXF8xhCdPAgb0580dvAOzZHwZfqsCtXrqjnvJkztR0u7hkEAlxHDlB8YQ/RIK2m94UQHbQJbxeIMbrpqQrwXAkBA8IMQo5gjuzW5Gh9fVzoBwyQXDetBrEK3ipntTyq1tYYAlvlypWV2AZxBR5QCBvCLsIQY3TBytqa6GMMDAzUD93i3e2funDDwT0Kyidi1iC2mC5i586dlQKJm6hgwYLqB1NfXbjO4QcEP5BI1lugQAH9Et/dmMAqPeSo6oMJObKEErleOtfwVS+UQegRRBiIMX+dTZA9h66p19gp2yWHv6c0LO0lzTSvmKZa2FKJvF6WmjWcz9/yMfENKag+x98Nk4SIFBdOQwEbB765Q8RLE3BoJEACJEACJEAC2YNAaHiS5AvOdpkLssfi2jlLeGjA0wOeKhBDdIOAAuEBXg3I3aIbUjrAW0L/cls/n5Z3CBVou1mzZg5VR84RfMmuf9luWhliiL7brek1Rz7DOwSiDvK/mPPYWLJkiQrjwa5GYIeIDHiI6IZzxkKUfl5/t1VfL2fuHSIYPE/Saki0DANLW2sMbx94L6HO008/rdJ+wNkBz+FPPvmkoR1ra6IKudk/bi++6OsFEQYvS4aFt5aZGwl29SS7ltrgefcgcOVOkhy4mCgBmu6CEJ/MZBULeQleg5v6S0x8spws3FrWbT8va7eclqMnb8q6I0naKyVRcMkQT2mijb9ZeW8plc9Lgvw8JAde2uZeSBZsalFnjkjEif2mp61+zl2nheQo9d83G1YL8yIJkAAJkIBdBKLOn5DkhJT/y+2qoBUK1P4v9tDc1Wkk4CoCCYnJ8u7SKFl7OF7mDQ5Wf4+4qi+2m7kJIJwI4TvIx4EHa3jC4CEbuU6eeOIJlfAVIgdCbeBpMX/+fBWyAm+ItBhyxcATBs9yCFGCwIOkso4Y8pbgeQ/JX5999llVFZ4p8ORAaE3t2rVVGoqyZcsqTxTjnDOO9APhBWFT8LDBsyXSXpw6dUqFN4EbxAd4g8BDBuFbq1evTiVgIeTowIEDKs0FnAdMBStb9a2NFXNE/hUkLq5SpYpiaa08roE7xgoBDflzsIZwZgB/a2sM7xbk0cF84NwAwQbJkOHtgrWA2VoTVcjN/sk24oubrRun40ICa+55vcCDxN/nfpHChV071DTG1rZJaWnfooKqt3/pYlmvCTHwjNl2MkHO3UzSXrHyo7Z7kqkFagIMhJhc3/4qwTkDJWeQr/gnRopfQqQm0sh/Qo1WBqJN9WLe/CPLFCI/kwAJkICLCNw9sEsSoyMcaj2gRHmKLw4RY2FHCGATgBd+jFB/X6Bev2nhMndwkFQuzEcJRzi6S1mEFCFh7JQpUwz5VSA6wNsB3hWFChVS3hzw7oDBG2TkyJGpvsg29pgx5WJ6DQIJdj+C6AIBBSkjEHoEMy6LfCnGZnwtV65cKpphwoQJKh8LymFcaAuGfC9I9osddpCHBfOwZcbt41j/jJwrX331lUqaizZwXt9VCbs0YQde5JlBKJJxeBbKdunSRe2gBMEKQpYuFOEazFZ9lNHHoR/rnyGIYKcirB0M6wXTr6sPJv8gOS7y4GBTGghTyMECw05M8NixtMaYFzjqHko+Pj5KlILXEsQ6mK01QRlrY8P1rGYemlvTfwF2WW30HC8JOIlA3M1rcmPjYtUa/qDYeTpBvuqVQ7rU1FQKC+ZXsJjka9pZXU3SvqG8smSGhZLmT3sFBEmhR1Lc7lDi6vJ5Dv+xXbjbIMNW06FblknstYuqs6SkZNmvee9AiNlxKkFuRCRJhPaHU2RsskRpX6Y6+lPvp/1t9aXGo0PV1Dzo+WJ+bdN6Fvdh/J2bDlX31RIc+gSn5KhyqKKZwokxURJ94ZSZK5ZPIewsoKjtP1Ast8ArJEACpgTS/ftg6wrD7wPTti19zt+yq/jmTQlDtVSG57MPAeO/iy6FJcqg2RFyQtuIICTIQyoW9JLt2t8WuQM9ZO6gIKlSJEWAMf67KPuQyjwzjQ29IrHXL9k9IL98hcWvQFG7y1sqiLQM8GiAZwPSNRgb8nuEhYUpMcZUGDEuZ88xwpb0FBF6/hR76pkrA48TtIdQI+OHe4Q0wcPDNA2FuTbsOYc+sNU22BiPGY/f2GUJ/SO/jalhHOBmOj69nK36ejlL7/BmQb8Qn6wZRBqUwc5LmAvEElNz1hpbWhPT/rL6Z8rVWX0FOX6nEgiLTJLdZxLER0uX0lJLtptVDWFFNUt4q9dLJhsP4D/sKG0X7QhNiPGt2UZifYIlPDJOrh7YJzfPntEEmpRruA6x5tzNRG3npQR58adIGdkxSYU8ZVUumX3c0RdPpSn0y2niS2S43Nm3zSFM+GOb4otDyFjYzQng/9gkTch0yDw8xcv//j/AHWrDuHCylnwdL0eMX8U5QivblN13IUGG/BAhNyOSpXwBT5nxTJDk1/K94G+C9VqY85PTI+QHTYCpWpSPFBl9UygxRRNUHrQhDAYvc4YHfHPigrmyts5BvChevLitYnZd1z0vTAvDe8daGgrT8rY+Y8zwAjI1CD4IR7JkGAdCeyyZrfqW6unnHc1ham0drV3T+7Pn3dKa2FM3K5Xh/5RZabU4VpcTQL4UzWlEmpT1lmD/zBtylB4Q+A87h/bFBMKO8pfMZUi4eyfgkkTkuWy26e/+jJHPV2nbXWtbXp+/lSTvPRogXmbyxpitzJPpJhCvxdkj+TKNBEgg8xNITkzQPBnnOjRQU09IhyqzMAm4iMCqg3Hy2oJIiU0QbfdFb5ncL8jwt9HkfjnkJU2AQf6Xp2akCDB16DjlopVgsySQMQSw6y/CvGjOI5A6MM557bIlEsiSBPQtpts9lDq8JktOxomDHtrcX77pm0N8tf9/kUPmWe1bMHjF0FxPAN+id5hwV978JVKOXNH+An7ABuHnj31xMnZllGzVwthiE7juD3gJ2B0JkAAJPHACE+Yd0HK8pAgvver6ykzN48X4Syl8IYC/C9o/5CN3o5PlKc0D5t8zDnp8PfBZsUMSIAFHCCBBr54c15F6LGuZAKUsy2x4JZsRgJiw7WS8FvupJZGqnHVDjly1bJ2qaa6TOT2V8IIwpN7fhcvCitFSrpSremS7IIC4+rOhSdorTn7bEyeNNK+sgU38pUVF71Rxys6mdVPLE/Tz7pSEzdfDUwSX7zfHCvL/NCjjnbKTlpaU+iF+0+ls9GwvgwnEh2s7UOzf7tAofHLnl5wP1XWoDguTQGYkkJCQJK+8v1pmLPhXDe9/HQIEX8CYMwgwE/vkkFfmR8qqg/HSZ9wZWVHjstStUcRccZ4jARIggWxPgOJLtr8FCEAnsOlYvMRpjgV1SnlLPi2emXY/gdolvWXR88EyUEu8d/hKorR7aZMsnVVUqlUqcH9hnnEKgV//0RL0aFa9mJecup6oxJjtpyK07cM9ZWBjfxlQNUFyOKWnlEYOXkqQOdtjZZnm7RKXmHIOcf6Ny/mofEhY9z+PJ6jXx8ujpXCeo9Khjae0bVpGmtcrKvG7/3BoNF4BgZK/RTeH6rAwCbiSQHJcrMRcOe9QF8naLhA0EsjqBO6Gx0rflxfLuq1nxN/PS8b38L8v0b7pHL01Aebr3jnkVS08acWBeOn0zM+ybGZvqV8r/YlcTfviZxIgARLI6gQovmT1FeT4nUZA32IaLrQ0ywRKhnjJomHBMnRupPx9NkZa9ZkrP018TD18W67FK2khgK09V2sx9zC4d+cK8JQFf8UqcQTeMO8ujZIvN6ySZ/uFynNPPixFClrPWm9pDPimc8maY/LNjO2ya3+4KgYPsNaaB9jTjfyU8KLXDdU8YhB+tFkTYLZqnmJXwuJl1i/71AuJnmsU85Sm5X3Uq0ZxL9u5gfjQqqPlOwmQAAlkGIHzl+9It8EL5fCJUCkQEijzP28tJa9vtWs8EGAmaAKMl78WpvrXHek8cL78MbOXNKhlOaGoXQ2zEAmQAAm4GQGKL262oJxO2gjEal/xbzyq7cGsWTuKLzYh5g70VLsbjN4QJL9tvCjdhiyUiR90kEG9atqsywL2E1i2P04lOmyohfkUy6NtwaXZ4Kaat0tjP0F+oplbY2Tv+Xj5fOoO+XL6LunRoYIM615OalYMsauTm7djZM7yszJ90WG5dDVFdEFM/xN1fKV/Qz8pnjelT+PG8gV5SrdafuqFfDQnY/PJ35HFZO2W07J9z0VtPInqNXF9jOQM8FBhUs208CQIMkVy06PMmCWPSYAESCAzEPh7/2XpPvRXuRYaKZXKhciSaT2lSECs3Lhu/+iQhH/SUG33u4JFZeGyw9J5wAL5fUYvafQwBRj7KaavZHJ8qEiCA4vmnU88fOi5nD7qrE0CjhGg+OIYL5Z2UwIb/7os2m7LUqWwl+Eh102n6rRp+Xl7yPej6ki5isXVw/8Lo1fKmQthMub1Fi7NReK0CWSBhhb9o+37rVkPTQwxNvyRixw8eJ0IrC7TVl2TxauPyfxlR9WrXmnkhfGT1tp26fBGMbXDl1NCi35HaNG9uBTWpAAAQABJREFUHL4Vy4bIc90rSpschyXQ9/46pm3gM3bOqloyQFo0bShvDG0o4XcjZcnXM2TziQTZcjxezt5MUnkAkAsABu8djJlGAiRAAiRgnUD8nVuSEHHHeiGTqz558ol3oGMekEs1r8dnXv9domMSpFWjUvLzpMckV7C/xN28ZtK67Y/43TRr3KPipXnC/Lz0kDyqecAsnd5LmtR1zvbAtkeQvUskJ9yQ5KhDdkPwDKgsQvHFbl4sSALOIEDxxRkU2UaWJ/DHpnNqDu2rMuTIkcXEw/eHmthSpkQeeeGdlTLuu51y9sIdmfF5Z/FDZlZamgkgvwu8SIK0bcHbW9l9q26VvNKiUyM5d+mOfD1pjcz945TKzbL7TIKUDPGUZ7SwoR51/FSi3DWat8xsLZ/L32dTFBeVXPrhvPLKi+2kTZPS6o/tGxuPpHnMOQJ9pVXllBcauXArUbZoQgy2K912MkEmbYiRjtrPGO4bGgmQAAmQgGUCUWePSsSJ/ZYLmLmSu04L8S5VSV2JvX5JIk4eNFPqv1NTVlyTjxdeEs2JUfo0D5EJo2oq4eW/Eo4feXl5an8DPCqe2v/zPy45KF0GLdAEmJ7StF4JxxtjjSxB4Pr16xIUFCSBgYF2j3fdunVSq1YtCQmxz1PX7obNFFy7dq3UqVNH8uTJY+Zq5jh14MABTbT0kipVqjg8oNjYWPV3la8vv9xyGF4GVKAPeAZAZ5eZi0BiYpKs2JKSXJFbTKdtbZ55ooZyLw4O8pVfVxyRDv1/kpth3HIybTRTav16z+vlkeq+EmCHJ0rJorlkzNBqsnVULhndOUALGfKUc5rnyQd/REujT+9Is7F35MWfkKcnQYL9PFTo0vrXc8q8UdWU8JKesVqqi7ClvvX9ZPrTQdpOWR5y7GqirDuS4gVjqQ7PkwAJkAAJpJ9AQlS4xFw+Y/YVceG0vDH5oHy0IEV4eVPb0eijDlrS6Iiw9HestQCPy2ljO8tTj1eTqOh46arlkvlzV8qXXE7pgI1kOIHIyEiZMGGC9OnTR/r16yddu3ZV7xBV7LHx48fLuXMP5p4YN25cmvv64IMP5OTJk/ZMKV1lli1bJqtXr1ZtHD9+XD766CO728MYP/vsM7vLs6DjBBYtWiRLlixxvKKZGvxq2gwUnspeBLb9fVGQ+wK7x1QoeH+Oi+xFI+2zbVGnsKyd1ll6DF8tO/ZckqaPz5JfJ7SXciVyWWzUyy9AvAKDLF7PrhcSk5Jl8d6URLs9HtZcXxywICWs+MvTWs6WNYe1ZLhbNU+XcwkSHiNSJr+nyuXyeG0/yaGVe1Dmq4WoPattVfqhJgRN1rxf2lbhtzMPij37IQEScB8CyLP1nJbsPiYhWQJ9PJQwrzkc3nv3kLwnj0vuohES6O8j3pFaCMqFOMM1iPgoC4+Ut36LVF6JcFAd3zOHdHRBOKiHJMnnffJKwu1C8vOGq9JNC0Ga+1Y1aVrNsveBp6+fBFeq7T4L5sYzmTp1qvz111/y1ltvSfny5eXq1auyadMmuXTpklvNevfu3dKpU6cHOqewsDBBv/basGHD6FFsL6w0loMA5+3tHNnEOa2kcSKsRgKZgQB2eYFxl6P0rUbMlbOS/+wm+WWgtwye4yWHLt6VVv1/le+eClLbd5trPah8dclVo5G5S9n6HHYSuhGeLKU1QRDbe6fF8M1jh6q+6rX/QoLciU6WJuW9M+wXdK+6fjJ5Y4wcuKRtVa1t6968IkP80rKurEMCJJB9Cew8nWDDexD5PuzL+RGSQ8vb1j9IapZI2+8YW6uA7dejTu6XMW2SJfGuryz8O076fbRPpmmekI3Lmf//3ysgiOKLLbCZ5PrBgwelUaNGUr16dTWi0qVLC17Gtnz5clmwYIHcunVLKlasKMOHD5fixe/P/wPPDbQXExMj+fPnl759+0qbNm1UU9OnTxeE0yAkB4JE06ZNpUePHsbdyL///iszZ86USpUqKQEIImXv3r2le/fuhnLbt2+Xb7/9VkJDQ6VVq1YyaNAgCQgIUNctjXPSpEkSFxcnEydOVCFVbdu2VX1bKv/jjz/KxYsXZcSIEYZ+Z82aJVFRUfLCCy/I6dOnVVsnTpxQ83zqqaekdevWhrI4QH/ffPONYjF06FB1beTIkXLo0CGZP3++3L59W/z9/RUHtAlBAGFVfn5+yvMIFbZt2ybz5s2TK1euSIECBaRnz54GnqrBe/+A7c2bN1Wb4F+4cGF54403pEKFCqqEpXni/J49e+Sdd95R5TDevHnzGvp/5ZVXZODAgVKjRg3ZsmWLzJkzR27cuCGNGzeWxx9/XMqVK6fqQTTCOmFdz5w5o/ouU6bMvdGlvIEHGG7cuFHdA+3bt5du3boJPK8+/PBDdYxzMPDZu3evjBkzRg4fPmz1nrC2Fqb3XIkSJWTnzp2qD3glYa6ffvqp+pyWfxh2lBZqrONWBH43iC/aV0K0dBMokNNT5g8NlpZastfbUcny1PRwWaYldqXZT+CXv/VEu455vVjqoXpxb2mq7TiUkblW/LVvaYdoOzXBJm+MtjRUnicBEiABErBAYMFfKb8betX1lcn9csi4JwLlw66B8lanABnexl9e7lVehj35sPTvXl26Ni8qLTWRu76WgL16MS8pX8BTimo7zuXVRJdKhbzktxeCXSa8GA8fv3c+eTxQetfzVbv3DZkTIVtPMPzUmFFWPG7YsKF66J8xY4YSPyIiIlJNAw/nX3/9tbRs2VLee+899ffH6NGjJSHhXpZ/o9IQZv73v//JV199JS1atJAvvvhCCQIocu3aNZk7d67s379f6tWrJ0WLFjWqmXKIvo8cOSLh4eFK4EF+F3jm3LnzX8JqeOlAjIEAhNCof/75R1W2Ns4OHToocaNjx44yZMgQadCggRIdLM2ratWqqm14AcGQi2Xp0qVSuXJldQwvIQg+EA0gRCBUCOM2Nogper/oEy8IKMhX88wzzyhGr732mhKZVq1apaqCEfLuwCDSvP/++0qIgqgFYQJChDlDvR07digB7dVXX1VrNG3aNFXUGheINFu3bpXo6Gg1r5UrVwrCpiB6QXxCfxAs8I7wKcwHYWY+Pj6CEDDdIICMHTtWMQYPXQzTr+MdwgvG+NJLL8mbb74pENEg/mAMEOIgjCF8bd++fUrkgXAHsc7aPYF1sbYWpvcc1hXeXRD3sB4Is0uPuUbuTs+IWJcEHiCBfw5ckYvaFrtF8geqP04eYNdu3RV2y/nuqRwyZlm0zN0RK68uiJQSWg4SiAA06wTCIpNkg7btOTYpeqyWewmCyP8y9c8Y+edcouw8HS8Nypj/9tM6IV4lARIggexH4HZUkqzWdo5DvvIXWwVIEU1IMbXcdapKjnsJdyO1hL23/95kWiRDPkOA+ahboPq99tOuOBnyQ4T8POTBiD8ZMuFs0CkeQOGBsXjxYuVxgCk3b95cnn32WSUWwBsDD6wDBgxQNJBYF54cEAfgEWFsTzzxhBw7dkxdgziTpHlNIXwpd+7cqhg8VUaNGmVc5b7j4OBgg8cJRBI8sMMjBmOCwRujZs2a6hheFBAXmjRpogQka+P09PRU84CgA4N3i7XyEIfWrFkj/fv3Vx4oqI9+IPbAywQCE4SDhx9+WF0HJ4gzuun9QYTR+8Q1iBMQGSDWoB3M9/z583o1wztEEAgfmC/MlLWh4L0DsEXeHhjahFAGbxNr6wcxAp5IR48eVQIMPJ4uX76s1vDChQtSsmRJJRZBmAMrlMe6gsOKFStUiFqhQoVUnxDk4EFlyTAfeLroiZmRpBnCD8aMFxIVQ8yCJwzuNeP5WronIM7YWgvTew73kumaWBqzrfN8ErJFiNfdmsASbXteWOfmJbU/aFKUaree8AOcHLacfL9LoHhrfx/O2hYrIxZFytIXcwryf9AsE1j6b5zEJ4q0qOgtBTUvIncy5JkZ0NhPvlobI5PWx1B8cafF5VxIgARcSmCJlgcsTvvd0KyCt1nhxaWdO6FxCDDw0sHvt1+0EKTxa7QvZwY7ti22E4bBJpxEIEeOHEpgQOgMHrzxcIrwEoT/IEwG3gPwFNAND+h46NU9NPTzeGhGeYgteHCGlwcMAoxu6MsRg4CB8CaEiOjii3F9tIcQJ5i949Tr2yoPL5nff/9dwAUJdNu1a2eYd65cuZTworcFPqY89Gum7/AAQVgNGBUrVkxLau2ZipFeHl43eiiYfs7ed4gm8fHxcvbsWatcMAYIRhDSsPbwbkLYEEKM4A2ji1wIewIvhCXphpAmhH7p4ou1HbIQYoV1grcLxDLdcB/B8H/K66+/rjxRwAThVZbM+J7APWZrLRy95yz1a+48xRdzVHgu2xBYujZFfOnSspTIXYovrlj4N9sHyEbNk+P4tST5Vsv5MbxtSoytK/pKb5uxodo9kKT9ZeiA+eYvrP0CcJ5IsuiftCXadWDIGVr06Ub+Mn1zrOzQchfs0RIB1/3vb7MMHRc7JwESIIHMTAA5U2DIn5VVDQ9LCJFaeSBOtp9KkL3nE6SWi3LOZFVGWWXcEE3wgIo1hbcHXnho37Vrl5oCwmSMdzOCKACPCt2bRZ+nnu/jp59+kpw5c6rTv/32m345Te/wssBYWrRoYbO+rXFifgin0c1WeYgtEEogvCD/CPKywDBvhEFBUNAZwEvENE+O3o9xnxAgFi5cqHKiIO8MzNJuSPAQgRCSFtN3dUJOE1vzhAcKQsFQ5+mnn1Zi1+TJk1VunCeffFJ1jzaQwwfiWloMnivwsEF+HkveMcgplC9fPhXutH79+vty6Oj9Gt8Tjq4F2sB9YCwI6u2m5d15Twxp6Z11SCADCRw9GSrHT9+SvLkDpHHNghk4Evfu2k/L9fFZ90A1ySmbYtR2w5l1xmG71kno5j8ceiUnOibWWJv7obMRcvhKouQK8JDWld0zJCfY30P6N0p5eJi0gblfrN0PvEYCJEACILBPS5p+7GqiIEluVv/dkDNA23VPE+Fh/B2gMGTJf/BAjAdfCAgQYpBTZcOGDYawD+RnQc4PhIhAdIDXBh6mjUNsMHF4PuDBGOIMhAmIDGkxeGxA7IFXBfKWoE3kpbFltsaJsBmEtqB9jM9WeQgO6Be5SB566CEVAoQxwBsFYVoIW7p7965s2rRJkHi3fv369w2xbNmyyuMDoVhgi76RDwVeMjprS3lcMD6EJiEPC3KbIDTImpiFNjEvlMN6Yn0gZtiaJ7xbIC7Bg6VgwYJSu3Zttc6nTp0yeN4gVAohXps3b5ZE7W9l9IVEwPCGsccgvCCEDN5UWFu0AW8miFswMEQYE4QohBxh63Njwc/SPeHIWujjxH2A9YJnDxJIp8fo+ZIeeqybpQksXXtcjb9z6/Kaskod0pWLWbe0jzzZwE/m7dTCj36NlEXPa2q2FpaUVWzejhjppm3PjG2cXWk/adtxwrrW9HXr8CyEHs3aFiN/ars6HdS2Qk2J/HUlWbZNAuknEBufrH37JW79s5l+SmzBFQTm745VzT5e21d8vFz7e8gV4zdtU/0O2Bojm45pvwMuJUjVonwcMWWU2T9DYICggp1hYAjrQJ6M5557Tn2GhwYe6JH0FQbhBR4QQUFB6jM8CWB169ZVuU10DxE9z4l+He3aY/AOQTJdJFqFRw6SsxYpUsRQVW8PJ3Csf7Y1zi5duqhdkjBX5KYZPHiw1XmhfWxNDdHJeItqiDJIKozEs0uWLFH9IwEwksbCjOcJ8QOJcjEfiEgI20EOGYgQs2fPVmKHHnpjWhfzgdcPxJ8vv/xSJblFCJQlg4jTq1cv5dUB0Qc5WGC2uCBkCmJSs2bNVHkk04VQAvFD92BCOBLCkpBAGQIJvHmQjwYJeHXT10H/bPqO3DXIk4NEtzCUx05YSOwLltgxCd5DpUqVUqFJyP8yZcoUVdbaPWHvWqiGtH8gJMGbCfcDwpYgoqXVPDQQ//lSpbUV1iOBLEigYbdZsvfQVVk0tYe0rZlTbmxc7NAs/AoWk3xNO6s6SQnxcmXJDIfqY0vFQo+kuOah4tXl8yQxOnW2eFsNFu42SDy9UzwkQrcsk9hrF21VSXU9f8vHxDckxevnzr7tEnFif6rrtj7krtPC7uR+kbHJ0mHCXbl8O0n+1yFAhjb3l8y21bTpGuC/x09XRMuMrbEqV8nozikePMZcjNfA+Lyjx3FaMH+pBl/KrfAE+f2lYHmoiH1/jDqyBubGZLwGcTevPbCfg89WRMm0LbHSvlqALP1tuLmh8RwJZAgBSz8HSByOnduK5fGUsvm9pHR+TymjvZfV3itVLiaVOz+mxusOvw8yBDw7TUVA/50cFZcs9T++LVFa1NHa13Kqey5VQaMPWen3wafa74Dp2u+AdlV8ZMpTKQ/kpn8XGU2Nh3YQSI4PFUm4bkfJe0W884mHT0qOFfsr/VcSfyPBqwXeAAgvQUJSU8O1sLAw5SFhLDCYloPHCjwdIFI4ahA6IDT88ssvyosDbVjry1z71sYJjwvMASE9ulhgrby59vVzaAtePgjtMbe7j14O7/ByQagLhCuYI31CtIGHBlhAGDFnH3/8sWobwgZCwpAHxdQc6dO0rv4Zc8D6wstJF9/0a/a+Y3yYD7gZC0+W6ttzTziyFno/uA8g7tkzBr2O6fv9PyWmJfiZBNyQwPnLd5TwkiPQR1o3KS0ScdMNZ5m5poRkq588FijPzIqQCeui1R9c1cpnrjEajyYhMVlGLoqSxVqSQ9gP2q5NT9Txk4raFp2usOUbTijhBVuA2iu8uGIcD6rNwdq202C6+kC0HDp+Qx6qkP9Bdc1+SMBhAtid63ctGTbs/K0k9dqYkjLsXltHJec7X0qFMnmlQuk8Ulh74IAwUzqfl5TK5yl+TDR+jxPfHCUAwQ/CS51S3laFF0fbzejy+u+ANYfjVUiVq363ZvQ8H2T/Hj75RPB6QAYhAvkz9Bwm5rqFwGBLZEA9eHuk1yDe6LviONqWtXGiXdPxWStvrW+0ZW67bHN1TJO+OtInhDA9ebG5to3PWWvX2jXjNqwdQwizdyyW2oHYoSfptVTG3Hlr94Qja6G3nRZxUK+rv1N80UnwPVsR+H3NcTXfDs3Lir+ft8Q55nCSrVg5c7JNK/hIj4d95VctqSyEjWUNM6fjXYwWXvDij5Gy8Vi8BGpJ1WuX9JatJxLkg9+j5KdnXbM7w5xFKV5HPeqkZHF3JvfM2Fa+YE/pXc9P5myPlc++3SZzJ3TLjMPkmEhA250lWd5bGqVIvNzaXzpV85XToYly5kaSnL6RKKe01xlNv78TESt/77+iXsbYtOcT5S1TRhNhIMiUL6i9CnhJuQKegvwXNBKwRmD+XykhR73rutfvhvza7wAkD56rifDfboyWr/ukeL9YY8FrJGCOAMJlsI01zTEC2JnJnLeSY61kztKZ+Z6g+JI57xmOysUE9F2Ourar6OKe2LwpgbcfCdByfcTL39pONzNXXZbXapqWyNjPd6OTZPCcCPnnXKLkCfSQmc8EqW+uW4+/K7vOaCFB2rffXbScLM60qzciZM3m0+KtxfIj30t2sSHN/OWnXbHy64oj8u4rTaV86ZDsMnXOMwsRmLUtVk5eT5JSIZ7yXAt/5cUCAcXYEIaaXKWVHNdUmKMnrsvetX9qwowmzmgizQXNU0Z/Ic+RsRUI9pByWlsVi8TLw+F7pXK5fOplXIbH2ZfA8WuJWrLdRAnWPEc7aqKfuxnCj5HPZsWBeG0nxEQpV9zdZsj5PAgChQsXTrWF84Po0x36QJJcd7XMfE9QfHHXu47zskjgxs0o2fb3RS0G0lM6tihrsRwvuIYAvukd0y1QnpsbKR/9eFoef/K2lCqW2zWdOdjqtTuJ8tR34Wpb7CK5PGXOoCCDmzfy1MBbB3Hq2G0CYVTOsh8XH9TierWcOPXzSd4cic5qNtO3U1hj3KNeDvl5R6SMnbJDpn+ekkMp0w+cA8w2BK7cSZJv1qfsyvV+l0Cr4UP5QwIFr4Y1C0kHn78MjOA5c/5mihBzShNxTlxPlBPaQzU8Zq6HJ2uvBNl+MkJmbV5lqAOvgHJaLhkIM/CSKV9QO9be8+agp4wBUjY4WHAv0W6XWr7ir+0c6G6G3wFIIrzgrziZsjFGxve/P+eEu82Z8yEBEsjeBCi+ZO/1z5az/2P9cfWg27ZpGQkOStnyNluCyMBJt63iK49Uj5Pl++PlhdErZfnsPhk4mpSuT569Jd2/viYXtW+pEQ4we2Cw4A9D3RAuhW/o/tW+hZyoPYyN6nR/8l29rKPvP/yWEnLUpyX2/bnkaPUsXf75Njll4e4o+fn3g/L2S02kdPHMIcRlaagcvNMIfLQsSuXb6FjNRxA2mRbD7jRlNeEEr7ZV/msBySovhiUpr5qTt7zkoncJOXIyVI6eCpUb4fHaK0l2nE7tKZNX22oYIkxK6FKKIANxBmF8NPciEBufJEvu5Rnq5WYhR8YrBW8yhCJjrsMfSeDud8ZweEwCJOB2BCi+uN2SckK2CCy9l++lG0OObKFy6fX3Hg2UHWciZf22szL7l33yzBM1XNqftcb3HLwiXQYtkNBbiVKrhJdMfzpIcgemfphBYrn3uwbKY5PDZbYWhoDku3gISq/t/veSHDt1UwrmyyGtauWVmNPZS3wpHuItfbpUlXmLD8i473bI5I86phcp65OAUwhs0cIjVx2MlwBNc3n7EeeJrfrg8H9K8bxe6tVG7X6X4vkFUeafeXPk2PlwTZhJ8ZKBt8wp7XUrMll2a+GPeBlbbi1EssqvP0uV8vlV2FLRmAgp6ZMkBXKm/n/MuI614zv7dzq++93DzbXd7xjKa42rI9dW7AqV21HJ2jbM7p2EvYT2M9Clhq9Kbj9l/V2p298RSixLAiRAAlmLAMWXrLVeHG06CdwNj5UN289oW9B5SOfW5dPZGqunh0BIkKd8PLC8DPv6iIz4dL20a1ZGihR0TTJba+PcsP2s9Hx+kURExkmLyv4yqbe/BPiad++uVlQTCur5anlK4lTy3bmD0z/eOb+meL307VZV5XyxNlZ3vTZiWEP5cckBgQfQqBcaS7HCOd11qpxXFiEQm5As7/9xL8lum4BUXnCungJEmWJ5vaWwpvq0qJja2wZhUCe1kCU9dEmJM1ooEx7St/9zSb2Mxxfs76GFLXkqTxnlMaMJxkHaOZim8RgMh7n3XxOfXPHqfOTJMIm6kLK7k6GQdgBhqGgeLymS25yoY9SgcSUep4nAvHVXVL2emtDv7vZ8S3/l+fLrrkgZczVcihZK/+9Wd2dmbn5J0UclOeqAuUtmz3kEVBbPwKpmr/EkCZCAawhQfHENV7aaSQms+vOUxGuuvE3rFVex+Zl0mNlmWI83LSB/aIn2Vmw4KS+9u1oWfdfjgc79t5VH5enXl6p7ok/Xh2RMszviERdpdQyvtwtQyQG3n0rQwqbiZHA6NumJjomXX5YfUf093b26SGTKLlxWB+CGF5Fot0enyorFl9N3yZfvtHXDWXJKWYnAtM0xcjY0JQRxQOPM8/CLUEi8TEOgrt9Nkpvl2smxM2EqdGnfP8fl+MVouROdLHvOJ6qXbf7LbRfRSuTXkgT/9nxOCwKMXU2wkA0Cp8+HydaDt7U8L+L0BO82us6Qy9gFrJMW2odQ5PHTdvJ3QBpXITnqiCTe/NXu2p55u1F8sZsWC5KAcwhQfHEOR7aSRQgsWXNMjbRrW7pGZ5Ylm/RhB6m5e5os33BCFi47LD07GyVFcOEgv/txjwz/YLX6lvfFZ+rKF2+1lmsrfhRb6W4RjvRm+wB5e3GUfLI8Svq8ESfBOVN/O23vsJesPiZ3te1p69YoIpW0XU7u7Mue4gt4jXy+sRJfZi74V0YMa6TCsOzlyHIk4EwC5y6Ha1vfxqgmP9BCDZGzJbMbwotqNCopbZqVU0MN3ZIosdcuSqiWN+Y/L5kkleQ3Jj7FQ0VzsDEYDn1yhYiHt4/gfEJkuCTFpAjRHvJfwetae+e1vFgDZoXLL88Fu/VW2dEXT0tyYryBkT0HAcXLi4enOa8ge2r/VwahuDBsaw7vpexgL7QMUOILfwdkvdW+fv26BAUFSWCg/eGZ69atk1q1aklIiOt3OVy7dq3UqVNH8uTJk2nhHjhwQLy8vKRKFcf/Bo6NjdX+3/YQX1/32xEt0y5YOgZG8SUd8Fg1axGIiU2Q1ZrnC6xLuwpZa/BuPFqEGo0d1VqGvb1CXv1wjbRqVEry5bX/F3ha0Hz8zVYZM3GLqvrh683lf881cqiZnnW05Lt/xcqBi4ny6ZSd8smI1g7V1wvP/S3FPbg/vF6yuT1UIb90aVtBfl97XCbM2CWfjmiVzYlw+hlF4H9f7hTt14XyOGhQJm3CakaN3bRfJOLFq2FZ2/PI37Kz+IYUVE3c2bfdbM6X8Jhk6Tn1rtoRDjvWzR4YJL7e7ikOgEFidIQpUquf/YuWSbf4kpiYJPrvhl51M4/XldWJO+FixUJe0q5agKw5EM3fAU7g6eomIiMjZdq0abJr1y4JDQ1V3RUoUEAGDBggbdq0sdn9+PHj5eOPP34g4su4ceNk7NixaRJfPvjgA+nXr5+UK5cibNucWBoLLFu2TPz9/ZX4cvz4cVm4cKGMHj3artYwRtR999137SrPQhlLIP3yfMaOn72TgN0E1m89I5FR8VK7aiEpUYTbGdoN7gEUHNCzhhJdboZFKwHGVV1iO+fh769Wwgvy/kz5uJPDwgvGhrofatvOwr6Z87ccP31THTvyz/nLd7T8Q2fF389b8/ap7EhVty078vkUEez7n/bIzbCUfBtuO1lOLFMSWKF54K3cekGwEd5bnQIy5RgzclDwwpjxTLAU0EKPdmlJf0f8GqXywGTkmB5k39FxyfLqgki5fDvJZd2u3HRSrlyPkHJFAqROqez1HelL7VLyfeF3wK3bKVu8uww0G04XgalTp8rOnTtl1KhR8vvvv8v333+vRJdLly6lq93MVnn37t0SFhb2QIeF/tCvvTZs2DAZOHCgvcVZLoMJZK//1TMYNrt3HYGEiLsSd/Oq1Q5+/e1vdb1TvRCJOndcvHPmEd88+a3W4cUHR+DbjztK7U7TVehJr0eraAmRHfdOSoqPtTjguLhEGTRqpSxaeVz8fL1kzrhHpEub8hbL27pQvbi3YPvPBX/FyWtj1sqyWb1tVUl1fd49r5eumhdWrmD/VNey64faVQtL++ZllYfaN7P/kvdfbZ5dUXDeGUAA3pH4WYa92jZAy23C76fMLQOS7c4cECS9pobL7/vipEielFBMc2Xd6VxYZJIMnhMh/15IlEthifLTkGCXJEmfuTAl5Khfm8Iavgf70JfR61WtuK9Kvr9m82nB74D3hjfL6CGxfwsEDh48KI0aNZLq1VM8d0uXLi14Gdvy5ctlwYIFcuvWLalYsaIMHz5cihcvblxEHcNzA+3FxMRI/vz5pW/fvgbvmenTp6twGoTkQJBo2rSp9OiROj/gv//+KzNnzpRKlSrJpk2blCDc+//snQWcVFX7x38z2710d7cgndL5IiIhKgbYhYGKr4H5/k1sTBAFg1BBQLqkQUC6pXPp7f6f5wx3mV1mdmc2J37n85mdO/fUc75ndmbuc5+47TbceuutGXOtWbMG48eP11Y6Xbp0wciRIxEUZFGw25Pzs88+Q1JSEj755BPtUtW9e3c9t732P/74I44fP47nn38+Y97vvvsOcXFxePTRR/Hvv//qsfbv36/XOXz4cHTtmtlyWub79NNPNYsHH3xQjzNmzBjs3LkTv/zyCy5dUrGglJWLcJAxfX19IW5VAQEB2kJHOqxevRpTpkzBqVOnINZIQ4YMyeCZIZg6ELbnz5/XYwr/cuXKYfTo0ahd2/L729465fzmzZvx8ssv6+FE3uLFi2fMP2rUKK0MatKkCVauXInvv/8eUVFRaNeuHQYOHJhhRSRKI9kn2ddDhw7puatXr24tokce85eFR26r9y0q8dxJXNy41O7j3Pol6m7mUQ2mY8Qx3S7+6H7vA+XCK65aMRJvjL5JSyjBdy9dscRccFTktJRknJr1nc3HgWkT0XfQ51rxIne0v7s7CC1iV+LswmmODm+z3WgV+6VYRCAWK6sqid/iaJGMIYZZOV2OMlN74VGL9cv4HzbhcrRz74HMI/EVCThH4J0v1uDw8ctoWLM4hrfxHncP5yhZWtcr54vP7giFj/oV+eXyBPy8wb7iOzfju1ofsXQZ8lW0VryIbJuOpOKjxfn/+XTyTDTmLz+oLqjMGNLJ4gLmaiwKWh7JeCflc2VVKhkqWVyTQJs2bfRF/4QJEyDKj5iYzC56cnH+8ccfo3Pnzhg7dqyOSSJuNCkpyqczSxHFzHPPPYcPP/wQN910E9577z2tEJBmZ86cweTJk7Ft2za0bNkSFSpUyNIbeu7du3cjOjpaK3gkvotY5ly+fDmj7caNG7UyRhRAEm9m06ZNui47OXv16qWVG71798b999+P1q1ba6WDvXU1bNhQj336tOVmsMRimTVrFurVqwc5/u9//6sVPq+//rpWRLz99tsQua2LKFOMeWVOeYgCReLV3HPPPZrR008/rZVM8+fP112FkcTdkSJKmldffVUrokSp1bNnT+zatUvXZf0j/dauXasVaE899ZTeI3Elk5IdF1HSrFq1CvHx8Xpd8+bNg7hNyW9bUT7JfJUrV9bPb775pl6PuJn5+flBXMCMIsoocQeTNYtixlCGGfWe+kzLF0/dWa4rEwExj5ZUnNVLmVFDpdpkcU0CD995I2bM3YW1m0/o9NNf/V/fPAu651QKxvwWp+OzlAg1YZK6Y1u/fP589BUPMePVJ9tj1GuL8exbi/Udu2CVHjan8teGozh07BIqqZTKndtUzam5V9W3bloRN7WuguXrjuCLyZt0IF6vAsDFFgmBA0cu6CwrMvm459rA5/yaIpHDnSbtWNsPb90SjDG/xuGVmXGoeeNpDKha152W4JCse0+n6gDDZ66ko66KSyJpkZ/8JRZfrkhQsXTURUPNnD/zHZpINfrh120Q99gBPeugZIQ/YizXU45294h2bZpd+w4YP/lvfge46K5KHBSxwPj999+1RYaI2alTJzzwwANaWSDWGLVq1dIxYKROAuuKJYcoB8QiwroMHjwYe/fu1XWinElLS4O4L0VGRupmYqki7k3ZlbCwsAyLE1GSiFJBlEIikxSxxrjhhhv08bJly7RyoX379lqBlJ2cZhVAW+pFoSNFrFuyay/KoYULF+Kuu+7SFijSX+YRZY9YmYiCSZQXN954o64XTqKcMYoxnygkjDmlTpQTR44c0coaGUfWe/So5aay0VeeRQkiig9Zr5SsrPVJqz/CdtiwYfqMjCmKMrG+yW7/RMkklkh79uzRChixeDp58qTew2PHjqFKlSpaWSSKOWEl7WVfhcOff/4JUU6VLVtWzykKObGg8qai7lmwkIDnE1i4M1kvsmcDf89frBuvUGKpiMJFuwXN2KYtSpxdjmTyWLYnGS/PjEX7ty+h7yfRWvFSqbhZZ+fIL8WLIddIFa/mhvplcOzUFcidc0fK5F8tgXbvHNhIx49xpI83tXnhMcudz0++26jiNCV509K51iIi8PRri9QPzlSIJVrrxt5pcZAb9IObB+DxLoFQ+gKMfHMDtuzM3v03N3MUZZ+/D6fgtq+jIYqXltV88cuDYejb2B9PdA3UmfKeVvFfzsXkT/wXuWv8vfrek3Lv4MwXp0XJoCjmHnPV+kVcj/gdUBQ7kPOcISEhWsHw22+/YdKkSdriRKxTxP1HilhViBuQUeQCXbLxGBYaxnkJ3CvWKHIRLsoSsRCRIgoYo8hczhRRYIh7kwSutVVkPHFxkuKonMY4ObUXK5kFCySTZrp+7tGjR8a6IyIitOLFGEv4ZOVh1GV9FvclUWwtXbpUK3FkjdaMjPai2DBcwYxzjj6L0iQ5ORmHDx/OlovsoyiMRJEmFjBi3SQKFHExEkseQ8klbk/CS9yS5CHvE3FpMgI0i1zOZMhydB2u3o7KF1ffIcqXZwLyAbhwp+UCrkeD/LtDlWfBOIBNArWrl8DLT3TQdY++NA8xsTlffEvw2q9//gf3TYpBs9cvab/8n9Yn4dTldBW3wQTJTiRpUauUyH+rJ1EYffxqTy3vhypLj9xBz65Eq9TSv83fo5sMV8oXlusJdGpVBW2aVdABFyXwIgsJFCSB39X/48KV/yIyPBD/e65zQU7lkWM/qeLj3NLUH7EJqRhw3zQcOXHN1N+dFyxZd4ZPiMaV+HT0VL8dJLOTkfb5UWX90rq6r1K8pGP0tFh9oZXXtS5be0RbRFYuH46u7TLHzsjr2O7WX6wf5TtAgvDzO8A1d0+UJlIkxbFYe/Tt21dbmRguLuImI5YaRhGlgFhUGNYsxnkj3odcmIvVhcQByWsRKwtRIEgckpxKTnLK+uQ6wig5tRdli1imiAJmy5Yt6NOnj+4q6xY3KInZYhSxEsnKw6iznlMURZL9SOKxvPvuu3jiiScy4qYY7Y1nsTCS+Cm5KQcOHNDdhFtO65Q04aJsk6DLEn+mY8eOWvki+28oX2QMsfD5/PPPMz3EEsabC5Uv3rz7XrL2bSodsNy1Kh9hRuOK+eNu4iXoCnWZ6WmpSImL1o/Hb6+PG+qV0j/iX3x7YcZ5oz4x+jJWrt6Hl95ZjBv7fovancbjydcXY9neZJ0itlFFH4zqFoiZj4Vh7QsR+L9bQwo0eGarphVw96DG+s75068vypbbr/P2IC4+GR1aVkL1ysWybevNlcadzw+/XQ8JhMpCAo4SSL50HtG7Nzv0OL1lA555bZ4eWtLOF3Sae0fX4G7t/u/WYHRsWgpnzsXi5vumOh2zy9XWO3HaP3ho4jkkqY+e21v547PbQxBglVJblO7jhoageIgJK/en4Ou/8h6b5Ds1p5S7BzWhRaTiYHwHfDRhA78D9DvDtf5IwFoJpisKBFHESEwVscow3FwkPotciItlhCgdJFisuLVYu9jIisTyQZQlopwRxYQoGXJTxGJDlD1iVSFxS2RMiUuTU8lJTnGb2b59u7YIEflyai8KB5lXgvQ2aNBAuwCJDGKNIm5a4rZ05coVHbNFAu+2atXqOhFr1KihLXPEFUvYytokHopYyRisDSVX1s4in1ifSBwWsSIS1yCxTrJXZExZl7ST/ZT9KVmyZI7rFAWLKJfEfahMmTJo1qyZ3ueDBw9mWN6Iq5S4eP31119ITU3V8ksgYLGG8ebCK1Fv3n0vWfsCWr24xU4nXzyHqGW/Z8j6VvcU3LwX+OqX7egScRi1ypjx174ULFUuRX/tS9YxfIzGoSH+6Na2ClqHn0DnOn4oWQRZSt4c3VkH3ZUsDbMX78N/ulmixRsyGs/i0y+FgXYNIrafe3asodPCb95xGhOm/oNH77L4W9tuzbMkcI1A0qUoXNm54dqJbI7emReHk+cS0aRGKO67rWk2LVmVHQE/HxO+H9sK/Z5bj537ojDk4V91Bjh/lVnO3crb41fj1Q//0mKLe9GobpaMKFnXUSbcjHcHhWhLyw8WxqOVcksql7WRg6/PX4zDrEX7lBWB+m5QinwWgN8Brv0uEAWDKFQkY44UcYOR+CEPPfSQfi2ZgeSCXoK+ShHFi2TtCQ0N1a/FokRKixYtdGwTydwjxYhzYtTLuI4UsQ4R9yUJ/CtuRc8++yzKly+f0dUYT07IsfE6Jzn79++vsyTJWiU2zX333ZftumR8sXYRpZNh9SLnRCkjQYUl8OzMmTP1/JKNSaxGpFivU5QfEihX1iNKJHHZkRgy4tIlFkKi7BDXH6NY95X1iNWPKH/GjRung9xKViV7RZQ4Q4cO1S5MovQR9y8pOXERlylRJonFixQJpiuxdkQBFh4ers+JO5LEgpEAyhJ4V6x5JB6NBBQ2irEPxmtveKbyxRt22cvXuOBqvBe6HLnXG6Guyqbx8E2B+HRpAkZOioYyFkHqNRdgVC1hRrdmxTDwzh7o0KISfExpODVzQpEtslSJYLz6dCc89dpCjH5zMbq1r4agwMxubgcOX8CaTccREuyHgb2u+UIXmdAuPrFkvRisLuLGfbMO96sLY3e8kHNxxF4t3oGzqZi4KlFf8L57f21aG+Tx3RAe4odZ3w5Bx8HfQ4KK3z9mDiZ90D/jIiePwxd4dwl0+/TrC/Hlj5v1e+LNQcVwW7Psp+1c1w8j2wdggnofPfFzLP6+N1FdZGX+3M9+BEvtTzN3aMvJnp1q6EDsjvTxhjb8DnBul03B9eCDzGmYsxvBFHQt0Gt27WzVSUBXcX8RqxbJeiMpoiVIrFFEISBtJE7JxYsXtYWEtZJAAq8aRS7MxWJFgriKksK65BRo12gryp3p06drKw4Zw3oucQGyLs8880zGy5zkFAWCKBhkDeLSI8qC7NYlA4tCSQLWZi2iaJHYKGLlI6491tl9rNNTSz9xMRIXLInrImsTZYcoZGyxtO4r8gnzESNG6BTfwkIUI/bKTTfdpDMqiUuYxKQxSk5cZK9nz55tNNfPtvZKAjNLQF/ZX7FyMpRv0iHrvmQazINfXPsv8eBFcmneS2DfmVQcPpemTYObV+Xb3d3eCZJVYv6OJOw/mwaVeRNtlI99l3p+2rqlWikfBJQpj5Jtq+plpaVYaWaKaKEPDGsKMR3ftvss3vtqLV4ZZbkjYIhjWL0M6lNPKWCu3bUw6vmsgt+p9N+p8ZaUlc3UXRJRwu05FY1Px36BYa2DbSIq23c4zL72f1zY7MSTXk9g7Kw4yMeGuJXcUDPM63nkB4CKKoPbzG+GoMttkzF19i6UDUrEy/c4pmj2iyyFgFK5tR3Jm/QSbPme0X/gN+UWKgHff/jwZrRK3pjxWZTd6M/2CsIGFZh3u3JxfuSlBfj581uza26zbuK0rfr8CBXAneUagX5dVaaUOqWwY28UJv++HSOHWrLVXGvBI2sC5iD1vyaPQipyoS8xS+zFLRExRMFgrWSwJ5pYe+S1iPJGFCS5KdnJKeNmlS+79tnNL2PZSpdtq0/WQMPOzCnKEUlR7UjJbtzs6hwZW9qIIsdRWRwd053bOWbL5c4rpOxeTWCBunCX0lVdsPsoH20W9yLgr3zsP7otRPvb//1yJKbcH4YR7QMhihdXLD4+Znw01hJ894Ov1+HfoxczxJS7qlPUj0cpdDnKwHLdQXpyEowHUpLxyE0Bus0XS5Tfc0JiRp3RRp5ZSMBZAn/8k4R1/6agWLAJo3vaditxdky2txBoXK8Mvnu5hfrOBT6edhBffL0Ml7euyfGRcDJ3QSLzyv1KdCL6j5yqFS/hoQHaXermHnUcHlZcrj4ZFgLVFb8v3Od0gNj1W05g94FzKK2sJ/t2qeXwvN7QUC7uxzzSTi/1vS/XKBeMor/J4g3c3W2N4i4jaaxZnCMgmZnE8oWlcAlQ+VK4vDlbIROYt135qqjCFNOFDD4fpxPLh96N/DOyTOTj0AUyVNsbK+KOAQ2RqO6kPqPcj4yyaNW/OHkmBjWqFEO75pWM03zOgUDvhn6oXsqM4xfT8MdWKlpywMVqBwhEJ6Tjf3/G6ZbP9w5CRBB/CjmAzakmXZqXwVu3WCzVxMJomYrV5YpFAgR3v/NHLF93BGVLhWDJz3eqYOiVnRa1cnEftV5LOtxn31qsLDXOOjyGBPeVMlylOfcVE0+WTATERbd29eI4fFwFbZ29M1MdX5CAEChXrpx2ySEN5whIkNzcpqV2bia2tibAT3lrGjz2KAJLdidhr3I7KhFqQruadDnyqM118cX87/kukDuo85YdwJ9L92tpf5jBQLu52TbJKvJgp0DddeoGKl9yw5B9MhP4eHE8oqLT0ayyio5wI93/MtPJv1eDmwfg8S6BUEZ/ePynGOw4oVIHuVA5cOQCbhryA7buOoOaVYtj+bS70KiuY2b6tpbRr4k/7hnUSCve7xg1U2e1s9XO+lx0TCKmz92tT907mC5H1myMY/kOeP7htvrlO1+sUTEwrqX9NdrwmQRIgATchQCVL+6yU5TTKQISUXvcwgTd5xEVtFXcV1hIoLAIlCkZouK9WCLYi/XLqbMxmL1kvw7iKFYxLM4R6N3QX/0PA38fUekoL9Ps3Dl6bG1NYM+pFPywNhHihfr6gGC3CQZrvQZ3On6yexAGNvPXAdNHTorBiYuphSJ+enoaEk4dsftYt3wLbho0CYeOXULTusWx4JObUM4/Ns+yffBiF9SrWRJ7D57H028szHG8aUrxEqeiyXdoWUkrgHLs4KUNbvtPA1SrFIn9hy7g13kWZZWXouCySYAE3JwAzQHcfAMpvm0Cc7clY8/pVJSLMGFYK0vMCNsteZYE8o/A5W3rkHTRYm4+qEo6vq0QgD3qx33PwV/rTBadGoQgYN9yRO27Nmdk0w7wC88c3f9aLY+EQEiACV1UVpH5O5Lx5/YkHfeHZEjAWQKilH9FucBI1rS72wagnnJpZCl4Av8bGIzTV9Kw5kAK7v0uBjMeDkN4Abt6paem4vzqeTYXt/pAMh6eHINYZUjXoZYvxg9Tb4idy3AxKBRl+95ps4+jJyXD3Y+fDEDbWyZh0vRt6NymKoYqxYG9IgHapdw7mIFk7TGS8xJP7dmH2uCRF+fh7fFrIEHrJR4MCwmQAAm4GwH+8nC3HaO8ORJIVSapHymzcimPdw1CAK1ecmTGBvlDIPnyOSRFncwYbGxfPwz7OhH7TibqcwMbIVO9nGTA2Axc2R70a+yvlS9ztlH5ki0oVtol8OvmJGw6koqSyhX1KWWRwVI4BCQg7fg7QjH0y2jtCjx8Qgzu6xCIbioQfpB/4V1AbzuWouNGTVmXiGRlgHPzDf54Z1AwRL78LPVrlcL7L3XDYy/Px6Pq0bxxeR3rK+sc2/ecxd/bTiEiLAADexdehpqscrjy68vb1iIt0WLF3LdSGsoX98fOfVH4+Yvf0LtFcZuiRzbrCJPKKOON5cq5RFw+a/m94cj6w0r6I7K0xa3XkfZsQwIkkHcCVL7knSFHcDECv6kf2IdUeukqJcy4VZk7s5BAURFoWc0P/dUPfMmsEh5kQvcGTIec273orCxfJDv31mOpKvhuKioW884f17nl5+39EpPT8e58i1L+v32C3CaAt6fsW1igCRPuDcWt46+o2C+pePKXWASpj0PJRPgfFSulY+2C+Ww8cDZVf/6K0vbI+WsuiyPaB0DeBwVlPXHfbU2xbM1h5SKzB8OfnInlU++Cv0phbV0Mq5fbb26IwAD+HLdmYxzHHzuYKd33/e188NpsYJzKotWpdJTRLNNzRNP2MCEz60wNPPjFlahEHNt1xeEVVqgbRuWLw7TYkATyhwBjvuQPR47iIgSSUtLxyRLLXZInuwXBN5/vaLnIMimGGxF4sW+QTkM65b5QWmHlYd8C/Uz6Qk2GELdCFhJwhsCMTUk4H5OORhV8cHNTuqI6wy6/2paLMGP24+EY+58gHexYhTrBHPW//ODkWLR86zKeHL8XS1YfQqr4heWhHDlxGeO+3YC+H19Bzw+v4PNlCVrxUirMhHvbBeD3R8LwYt+Cj/cz/q3eqFoxApt3nMaL7y/LtKKExBT8NMuSuefeIQy0mwlONi+GtgjQlmuiwFuxl98D2aByy6rExETloq38AQuwREVFYdmyzP+PeZkuVbk4xsVZsufZGmfDhg04fPiwrSr1WZd9X5udeNLtCVD54vZbyAVYE5i6MREnL6Whdhkz+jUumDtp1vPxmARyIlAy1Iy+ymWmQXne2cyJVU714nokZQ5TTueEivVWBMQV9duVFqW8kTnLqpqHhUighPo8vKttIKY/HI6/ngvHc72CVOwdH0j675+Xnkbfe35BtXaf4qnXFmLt5uOQOD2OlLPnY/HFlE3oPPQH1LlpPF764C8d900sDoc098dkpfxeMyYCL/ULRuNKhfNZHBEWiMkfDdDpoz/9bqPOfmesZeaCvbh0JQHNGpZF43pljNN8zoFAgFLC39/R4iYzcbXlfzqHLqwuIALjx49H9+7d8c4772SaoUePHti5M+eU4Pv27cObb76Zqe9rr72Gt99+O9O5/H6xf/9+fPzxx/k27OLFi3HzzTfb/ayaMmUK1q9fb3O+nPra7FRAJ23tRwFN5fXDFs43kNdjJoDCIJCgzMrlDpcUybAg6QlZSIAEPIdAB+WaoDJ4Y9epVBw+l4qqJb3TtNxzdrRwVjJvezKOXrC4ovak61/hQHdglgrKdfDBTvIIxEHlHrTweDHM3BiNA4cvaEWKKFMqlgrEgI7lMLBTeTSqHp5p1Oi4ZMxdcwa//XUKf/1zXgVStihqggJ90bdLTXQvcUy7MxVltsMWTcrjjWc64YV3luG+5+dgwx8jUaFsGAyXoxFDGWg306Y68GKwUqZ9sDAeq1UAZ8meJe8jlqIhULx4cSxZsgS33XYbqlSpkiGEI0rTixcvQqxCrMvDDz9cYK6A1vPk53GrVq20Mic3Lox56Zufa5CxbO1Hfs/B8SwEqHzhO8FjCExW6UOjoi1m5T0bMNaLx2wsF0ICVwlI8Owe6n9b4jpJDIfHujBoKt8cORP4aoVFKS93zKmUz5lXUbSoUdoHz7arijf/1xZbdp7GL9M3YvqcXTgelYDPfj2kH9VKmnV8mGpK6Tp/RxKWKbeTpBSLtL7KjrtrkzAMv6sz/tOtlg7ke2rmhKJYSsacaSnKLSYtDU8MvwFLlTvVolWHcfdTM/HZq92wYv1RBAf5YnDPmkhLuhYg1eTnpy4+aZSeAdHGQYTKlNW7oT9mqVhq0/5OYvBsG4wK61SjRo0QHR2NSZMmYezYsXpaa8XLnDlz8Msvv+DSpUsIDAxEhw4d8Oijj6p/izR8+umnSEhIwIMPPqj7jRkzRrsDBQQE4I477tDn5s6di6lTp+LChQuoU6cOnnzySVSqVEnXiaKmZcuWWLt2Lc6dO4cuXbpg5MiRCAoKgr15fX1zvuwVF6FPPvkEe/bsQalSpRAZGYm+fftCLHr++ecfTJ48GYMHD8Yff/yhrV2GDRuG7777Dh9++KGW69ixY/joo4+we/dulCxZUvPRFTb+HD16NFNfWVPz5s31msQ9qlOnTnrer7/+GkeOHEH79u1x3333oVixYlqWiRMnom7duli+fLmWRZRgt956q54pPj4eYp20Zs0a9b1nRseOHfHAAw9A+H777bcqBpW/yiLmoxVgbdu2xezZs6/bj2rVqtmQmqfySiDnd2FeZ2B/EigEAnIH7MurP7Cf7sELskJAzilIoEgIiAuXKF/mUvlSJPzdbdJV+5O1pZRkOBrIAOxusX1NG5RFg7It8XiD4zo71WzlZjhPpZiXQPpGTDdZiGQablXNVwc179XQD2WqVUbJDpa0zlrxUcSrvbB2ARLPHNdSvNUpDf9sNWHV38fR984f9Lk+9c2IWfIjYqzkLNX5FviXoBuSFRKbh0NbWJQvM/5OxKiuVKrahFRIJ++99148/vjjELeV2rVrZ5pVlAT33HOPtooRZcJ7772HGjVqoE+fPujVqxd++ukn3H///bpP6dKlcebMGa2kkRObN2/WFiWi3GjYsKFWwrz00kuYMGGCcuXzxb///quVBaJwEIXLuHHjcMMNN2gFhb15+/Xrl0m+rC8k5ozMIUqXV155RVvhiCJFrEKkxMTEYNu2bTAUI2FhYfrcoUOHdH1KSoruHxoaihdeeAF+SpmanYuTjGf0lQFkTRLzRtYsSqwPPvgAq1at0sqoihUr6rH++usv7eYkfUXBU6FCBa2UWrlyJb788kt069YNERER+lgYPvTQQzq2jCjIROEiyi7hLAqbZs2aaQWWjG1rP/Si+CffCVD5ku9IOWBREPji1wO4FJeO5lV9CyxrQlGsi3OSAAlkJtCupi8iVByHfWfSIJ1IgMQAAEAASURBVJlMaqo75iwkYI+AYfVyb/tABry2B8lFz4sZv3yny+MVFaR37cEUiCLm36hU9G7kr2NplQl3DysRiXUzbmgI7lJptk+ouHRShqjgsSy5I9Cquh+qqoyWh1UGqxX7UiDZ8FiKhoBYXrRp00ZbcPzf//1fJiHatWunLTZESXD+/HmIskKsPcQSo1atWlqJIpYetsqiRYt0G1HuSClRooRWHEg8mSZNLEGqR40apRUuUi9BdEXZINYh9uaVdtkVUayIYkLWYVjYiCLGuoSEhOCbb77RFiRyXixLjCL9T548qeurVq2qT4uCyZkiiixRIkn59ddftfWLYc3SunVrrfyRGDNShOfzzz+vj6VOrIDEOkesXCSezF133aXj8kiDU6dOaYsgw9JILIVEQWQUUWjJw95+GO34nHcC7vGtlfd1cgQPJnDhkjKtm3FAr3B0D0sgNg9eLpdGAl5NwE9lMDPidjDwrle/FXJc/LbjKVijLtglTtAdrXihmyMwF27go2K4ta/lh3cGhehgvSOUMs1dFC8G1rY1/PDITZbfKJJ168YqvP9psMnN8+CryqtpKtECS9ESEAXJpk2bsGPHjkyCiDuOuLosXbpUK19E6SIuR44UUYKIYsco4gIjlhtnz541TmV6FqWIuDFJye28MrYoNAzFS6YJrr6QNYjrjq0iCg7pbyhebLVx5pxY9Fi7cclrsc6xVUQukVsskMTNSyxorPnJ8ZUrVzKySQkvlqIh4DXKF/F9E22kvX96Sfd1+vRpbZplaytiY2O1T6GtOp4rWgIffLMO0XEp6FDLFy2q8e5H0e4GZyeBgifQr4m/nmSuckVgIQF7BAyrl9uV4iUsUPmosJBAERMY1S0Q216NxMzHMgcPLmKx3HL6QcqN0EddxSzZk4xz0Y5d0LvlQt1AaFGMdO7cWbsEGeKKImTatGkYPXo03n33XTzxxBOoWbOmUa2frRULmSrUC3EdkjgnRpFrNFEoSAyW7Ioj89rrLwoKiWFz+fJle02yPS9KF3EHkmvGwi7i8iTxaiQIcnh4uLYuEisjo8ixKG9EgWWvZLcf9vrwvPMEvEL5ImZV/fv3x913340hQ4bgs88+y0Rq3rx5ul7Ms8SUS0zdjCL/6JIKbcCAAbj99tsh2t3jxy0+vEYbPhcdgTPnYjH+h7+1AIz1UnT7wJlJoDAJtK7ui+IhJuV+kIbdp65G3CxMATiXyxOQbFgLdibDT3ml3duOFpEuv2FeIqBY8IQEUBGYH9tdMsyMrsrdKFXpXWaoOGAsRUtArqF27dqVIYRYYsjFvliTiDJi48aNmeol9osoSvbu3avrDasVYwAJpivjScwTUYZI4F6xKqlXr57RxOZzTvPa7HT1ZPXq1bXyQq77xG3n888/15Yk2fWxrhPljaz5hx9+0OsWVyhrBYh12/w4Tk5O1goqCTgsrlCigBEXMAmkK+5D8+fP1/UHDx7UWamEqb2S037Y68fzzhPwCuWLaGQl4rNEchbN66xZszJM48QHUYIpPfLII/jzzz91FGkJcGRoPUUxs2XLFq3NnTlzJsqWLXud8sZ57OyRXwTe+WIN4hNS0KdtOTSuSBPe/OLKcUjAlQnIBYzEfJAyZ6vKKMJCAlkIfLMyQZlrA7c09UdpN4kLkmUJfEkCJJADASNuznS6HuVAKv+rs6ZWlsCvErRVitSJhYUoZCRbkdzAlsCz1lYXkgmoZ8+eOlis1IvVhihOjNK9e3dd/9prr2HQoEGQgLKSEUmC2RrFWgY5dmRe6WvdzxjLOC9ziGvPlClT9LMEArZ2M7KW0ehrjCdKD8nU9Pvvv+tnGUOyPBn1Rnvr56x1WV9n11YUVpIBSgL0LliwAM8++yzKly+vu0jsGPH2kOxIEnRXlELyLMXWGmzth27MP/lOwCuuVsXf0CgShEiCNokGVqJnS6Ak0aRKGjEpYiEjEaElaJF8iMg/u6T6qly5sq4fOHAgXnzxRa2lpb+cRlJkf46duoJvf9miPtSA/95THzi/uchk4cQkQAKFS6BfYz/8uC4RfyrXo3GFOzVnc3ECZy4k4LdNSfq74QGVXpqFBEjAMwl0qu2LsuEmHXh3/b/JkEC83lzCSwWgUn3HXdrCStp3QcmJo6RFzlqeeuopyMMoolQRBYtkC5Kb11kv+sUlScYRJYFci1nHKJG2ElBXruFs9Rdlg3V55plnMl5mN6+kVRbliL3SuHFjnWpa6sUFafjw4TqjkLyWYL7ysC5ZxxMPC7mmFPejMmWyz1yWtW/WNRnpq435RJFiXYTZ9OnTdYwXcdOy5iu8v/jiCx0yQ86LO5JRrAPtGufkOet+WNfxOP8IeIXyxRqX+A+KtYvhdyimWoaWUNrJG7RcuXI6jZi8lnox4TKKaHbFJ07GEOWLmHyxFA2BNz/+S/l/pmJw37qoXSkE0eedkyNVfdgb+yemes6W9LT0jP65SWuZjmv9ZW557WwR+c1Xu4k8zhZZt+nqe1h4OFtSU1IzGMixs4V7AG0myj249jnq6P9BcxWsslSYCUcvpGHdlmNocUMlZ99+bO+hBL78dT/UV4MOzFytlGPZsPhZxM8ifidDufC41+8is7KCHNw8AJ8uTcAvG5O08sX6d1FRfsRJmuHCLuElAyAPVypicSEPeyWnG9k59bc3bm77iWIiLi5Ox5wRlyjxnrjxxhvtTWPzvKwpp3XZ7JiLk2JtI0YF9opYtDhTCktuZ2TytLZepXwRn8M33nhD+wuKtlGKaDWtzeDknLw2giWJ5tK63jiW81Ky+ijqk/xT4AT+PXoJU2buUH6NJoy+v7lSADipeVESSpBlY/9SVGwfZ4v8SDH6p6dcu3h0dBxR4hn9pU9uAl0lKpNDk69F6SHyOFsS1bpT1RhShIezRX7kmK72NxRZzozBPQC4B7n7P5Af3X2V69GkNYmYPnc3GtXNnA7Smfch23oOgeiYJHw357Be0IOdHLd64WcRP4v4neyev4sGN/fHZ8sSMH9HEl7rH4Qwq99FRfnJVhTKl6Jcr6fMPXLkSOzZs0ffWOzTpw8kToq1RYmrrFNitBhpo11FJsrhGAGvUb5ItqNXXnlFX2CK/6BoCqWIyVbWi0bx9TN8CuVZgu4axTg26qU/S+ETGDdhqdrLdNw7uAmaNKiE2MOxsKgQHJfFX92VMPYvKSkOcY531S19fX0y+ovlS7ST/c0mc0Z/6RqrXjur/ghV7z+zr+XuSqKSx9n+IcHB8L/6Hk5TPK690x1bTGBQIEKu9o9Vx9wD7kFh/h/0bWxRvsxeegjjxvbJ1q/asXc0W7k7ga9/tmS/k6DMTSo5/hOH3wcAvw/4neyO/wcVivmgXU1frNqfgplbkvD8sGu/i9z984zyFz6BOnXqQB6uXsRLQx4s7kfgWmQj95PdYYklr/nzzz+v/e/GjRunTcmMzmKOJSmojSJ+h5LOzDDTkucTJ04Y1fpYgiFlZ+KV0ZgHBUJg574oTJuzS1kk+eC/j2f2vSyQCTkoCZCASxJoWtkH5SPMOH4qWrkeXfucdklhKVSBExA31E8nbdDzOGP1UuCCcQISIIECJTC0hcXVZqpyPWIhARIgAVcm4PHKF/Hbk4BNooCRYEzyWpQpp06d0vsi8Vykbu7cudoq5o8//tCuIK1bt9b1ElhpxYoVOHbsGMR65tdff0XTpk0LzZfPld88RSXbqx+u0Fks7rutKSqVczywWFHJy3lJgAQKhoAowvuowLtSxPWIxbsJTJm5HaejYtGwRgQ61ra8L7ybCFdPAt5BoFs9PxQPMWHP6VT8vd3y+947Vs5VkgAJuBsBx21y3W1lV+WVmC7Hjx/Xrx599NGMVURERGDGjBnawkXScUkud0mD5uvrq9N2RUZG6ra9e/fG1q1bMWLECG3SLiZekv+dpWgIbFJfqrMX70dQoC+ef7ht0QjBWUmABFyGQL8m/vh2ZSJ+n78H77/YTflmq/RnLF5HIE0FHB/3zXq97lFDa6vnA17HgAsmAW8l4O9r0mnlJ6xKxKQZ29GyqSVDqbfy4LpJgARcl4DHK18kzdeiRYuy3YF+/frptNJnzpzRacFEAWMUye0+duxY7bIkVjOS752l6Ai8Om6FnvyRu5qjTMmQohOEM5MACbgEgUYVfFG1YgQOH7+MlRuPolOrKi4hF4UoXAKzFu7FgcMX9Hvh5o4VEL2FypfC3QHORgJFS0Bcj0T5Mm3Obrz3YncVwyj3aZSLdiWcnQRIwJMJeLzbkaObJwoXSSNtrXix7isBdql4sSZS+MerNh7DolWHEB4agGfut7iFFb4UnJEESMDVCAzuU1eLNIOuR662NYUmzwffrNNzPTmylc6CV2gTcyISIAGXIFCjtA9urOKDmLhkzPiTbqgusSkUggRI4DoCVL5ch4QnXJXA2HHLtWijRrRE8cggVxWTcpEACRQygUFXlS8zF+xVsbucT7leyOJyunwmsHzdEfy97RRKFg/C3YMa5/PoHI4ESMBdCBiBdydO3eouInusnIsXL8b58+cLfH2SodbIRJvbybZv345du3Y51F3mW7hwoY4D6lCHImq0YcMGHD58uIhm57TZEaDyJTs6rHMZAgtX/ovVfx9HiWJBeOLeFi4jFwUhARIoegKN6pRCrWrFEXUhDsvWHil6gShBoRL44Ku1er7H7m6h4oEx0G6hwudkJOBCBPo08kdYiD/W/3MCu/efcyHJPE+U8ePHo3v37tc9Vq5cqRf7wQcf4MiR3H8f79u3z6EYm6+99hrefvvtPAGeM2cOFixY4NAYkqTlvffew6VLlxxqX1SNpkyZgvXrLXHQikoGzmubwLXgJrbreZYECoVAcvQlpMZG253rlXcscXtGDasHv5izSIgB/CKKwSco1G4fVpAACXgPgSH96uOtT1cpc/Nd6Na+mvcs3MtXunXXGe2OGhLshwfvaOblNLh8EvBuAkH+JgztVw/fKsuXidP/wXv/7ebdQAp49fXq1cPTTz+daRaJtZkf5eLFixDrjZzKww8/rBOi5NSO9STgKgSofHGVnfByOeL+3YWY/dtsUliwMwn/7I1FqTATbi37L86ruC9SIpvfhJCqllgPNjvyJAmQgNcQGNynnla+zFq4D5++1gt+fj5es3ZvXqgR62Xk0KYoFkF3VG9+L3DtJCAE7hncSCtffpq5A2+N7gx/f8/4Llj99zEsW3O40De5XYtK6Nymqs15AwMDUbWq7TrrDuIW9N1332HZsmUqJpcPevbsiQEDBiA8PFy7DE2ePBnLly9HbGwsatWqhQceeACffvopEhIS8OCDD+qhxowZgyVLlqj99NdjiGKmQ4cOEEsUSY5yxx136HarV6+GWH2cOnVKx+ocMmQIunXrBrGQ2bFjhx6zVKlSuP322/V5azntHcu833//Pc6dO4eKFStmapbd2r799lttISOKpG3btqFy5coYNWoUfv/9d6xbt06zu+eee9CkSRM9ZnYyyliXL1/W40kW3oYNG+pMvDVr1tR9jx07ho8++gi7d+/WmXwl2y+LaxKg8sU194VSXSUg6UM/WhSvXz3WORCBfiayIQESIIHrCNStWRINapfCzn1RWLL6EHrdZPlBcl1DnvAYAoeOXdKBNX19zXRH9Zhd5UJIIG8EmjUoiyb1y0Cs4mYt2ovBfevnbUAX6S1JJ95U1p2FXZ57qI1d5cvx48fx9ddfZxJJXJGqVctsfSqKl7Vr1+Lxxx9HSEgIvvzyS3WDxA/Dhg3DhAkTsHTpUgwdOlQrXiRWjChOevXqhZ9++gn333+/Hl+SnkhWWlHSNGvWDC1bttSJUvbv3w9RAknZuXMnXn31VUgW24ceeggHDhzQsVxE+VKnTh306dMHxYoVw5o1a7TrUPPmzREZGan72vsjygxxaxKFUY8ePSDzifxGyW5tIq+s+7bbbtPKpm+++QaPPvqoluOFF17AvHnz8MMPP0BctKRkJ6MxliiT+vfvj19++QVTp07Fiy++iJSUFLz00kuQ5DAyrrD9+OOPDRH57GIEqHxxsQ2hOJkJzN6ahH1n0lAh0owhKo0gCwmQAAnYIyCuR2NVOvrpKusRlS/2KHnO+Y8mrIco6O8Y0BAVy4V7zsK4EhIggTwRuHdwEzz52kJ8N22rxyhf2isLlJceb58nLrnpLJYv9kpycjKioqIyVdsKfisxVcTSpUSJErpt06ZNsWrVKq2UmDt3LkShMGjQIF1nWIGIAkEy0IqCxLp06dJFKxiMc6KMMYrMY1iXyDljLDkePHgw9u7dqxU0oqxIS0vDiRMnclS+zJ8/X485evRoGQblypXLpHyxtzZRLEkRhc2dd96pj0UZZDab8dRTT+nXYrHz/PPPa+WJrDUnGWWsu+66S/cVK6HPPvtMH4tVzcmTJyHKHcMSSRRXLK5JgMoX19wXSqUIpKof1R8vSdAsnugWCH9fWr3wjUECJGCfwK0q65EoX/5YvA+JiSnKFJlfcfZpuXdN1Pk4fD/D4qr6zP2t3XsxlJ4ESCBfCQy7uQHGvL0US9cchljIVauUvXVDvk5eQIO1a14J8nClIhYuYnmRXZHAtOI+JNYmmzdvzmgq7kNSJ9mDGjVqlHE+pwOxnLFXTp8+jcaNr894J4oKcVsSZYsoZMSKRoooYHIqYoVjT77s1mZr3KCgIKSnp2dUicVOamqqfggHZ2QUDsJVisgYFhaWoXjJmIAHLkmAv0xdclsolBDYdCQFR86noVJxM25p6k8oJEACJJAtgZpViqOpMjnfsvM0Fvz1L/p3r51te1a6L4HPf9iIBKVg69e1FsTljIUESIAEDAIRYYEY2Ksufpq1Qylpt+LVpzoZVXwuZAKiFJA4LyNHjkTbtm0zzS6KB6mTlMhiDZO1WCsqstbZei2WNYcOWeJCWtdLfBg5L9YgEmdGym+//WbdxO6xKJgknoqtkt3abLXP7lxeZBRrl5iYGB0zJzvlVHbzs67wCDDVdOGx5kxOEli4M1n36N3QDz5mWr04iY/NScArCQzuW0+ve/rcXV65fm9YdExsEr6cYrmDOvpBWr14w55zjSTgLIERQ2/QXX74dZuyLMjZwsHZ8dkeiIuL00oNUWwYDzlnXUS50rp1a0ycOFGnnhaFi6SRllgpUnfjjTdCXI/EdUZcliTlswSUrVGjhrbsEFchsVwxrDysx856LHFgJEaLxFIRS5I9e/ZoJUtwcLB27RHLGLFWmTZtWtaudl9LfBkJ1CvuTWfPnsWMGTMy2ma3toxGDh7kRca6detCrGokfozIKIGNjx496uDMbFbYBGj5UtjEOZ/DBJbstihfutWn1YvD0NiQBLycwK0q69F/312GuUsPID4hGUGBfl5OxPOWP2HqFly6kqBM8CuiddPMmSc8b7VcEQmQQG4ISIyUWtWKY/+hC1iw4iD6dKmVm2HYxw4Bk8mkY6hIZiLr8sorr+gsRFJvFMnw8+GHH2YEz5U6CYIrRereeecdPPPMM/p18eLFdWaikiVL6iC3Tz75pFacSPYjiZeStVifk2C/YkXzySefYNy4cTrw7PDhw9GiRQsdO0aC3Uox4sgYMlqPkXX8G264AbVr18Zbb72lqwwLHaNvdmuzNa7RL+s8zspoPY4ogSTbk2REEoseiXsjLk3WbbLOx9dFR4DKl6Jjz5mzIbD3dCqOXkhDiRATmlbyjDSB2SyXVSRAAvlEoEqFCLS8oTw2/HMSfy47gFt7Wyxh8ml4DlPEBJKTU/HJdxu1FKMfaFPE0nB6EiABVyYggXdFGT9RBd6l8iV/d+rhhx+GPOyVP//8M6NKMgy9/vrr2rLlwoULEAWLxHyRIvFXJNuPWLfEx8froLyG0kCC3MocEptFXHwkk0/WIgFrjSL9RBk0YsQIyDwyrwTulfLmm2/qVNGiqJDz1sV6DOvzcixBcd9//31tUSLWJSKHdclubVnllaDD8jCKZDdatGiR8TJbGbOOJQokCfZrFAla3LdvX+1+VKZMGeM0n12QAJUvLrgpFAlYtCtJY+haz09puq9pz8mGBEiABHIiMFhZv4jyRbIeUfmSEy3Xq7+yYwNiDuywKdiMjfE4cToatcv4oPGlFTg58y/dLrJZewRXrm2zD0+SAAl4J4E7BzbCKyoI+7zlB3DqbAzKlQ71ThAusmpRuJQtW9amNBKrxFa8ElvnbA5gdVIyBxlBda1OQ6xpcltsjWc9VnZrs26X03FeZLTHMKc5WV+4BK633yrc+TkbCdgksHiXxeWoe326DNgExJMkQAJ2CQy8au0yf/lBSHwQFvcikJ6agvSUpOseacmJ+GpZjF7Mg50CVEq85GttHMha4V4UKC0JkEBeCZQuEaKDcqempmPyb5bsaHkdk/1JgARIIC8EqHzJCz32LRACpy+nYfuJVAQpvUu7mlS+FAhkDkoCHkygQtkwiL+/ZMOZs2S/B6/Uu5YmccAORqWhfIQZ/RozFph37T5XSwK5I3DvkCa646TpWzOl+c3daOxFAiRAAnkjQOVL3vixdwEQWHzV5ahjbT8E+NHlqAAQc0gS8HgCg5TrkZRpzHrkMXv95YoEvZaRHQLg68PvBo/ZWC6EBAqQQPf21VGpXDj+PXoJK9YfLcCZODQJkAAJ5EyAypecGbFFIRNYlJHliFYvhYye05GAxxC4pVddHS9q0cp/cTnactHuMYvzwoX8czQFW46mIjLYhKEtlMsRCwmQAAk4QEDiBt41qLFu+d20fxzowSYkQAIkUHAEqHwpOLYcORcEohPSsf7fFEiM3c51qHzJBUJ2IQESUATKlAxBp1aVkZychlkL95GJmxP4YW2iXsFtSvES5E+rFzffTopPAoVK4G6lfJHMxzMX7MWFS/GFOjcnIwESIAFrAlS+WNPgcZETWL43GSqTKFpU9UWxEL49i3xDKAAJuDGBQX3ra+lnqKxHLO5L4FxMGuZtT9IXT7e3YqwX991JSk4CRUOgcvkIiPtRYlIqfp5lO5Na0UjGWUmABLyNAK9uvW3HXXy9RryXbsxy5OI7RfFIwPUJDOhRGz4qNsiSNYdw/mKc6wtMCW0SmLohEeqaCV3r+qFCMR+bbXiSBEiABLIjYATenThta3bNWEcCJEACBUqAypcCxcvBnSGQrFIBrtiborswxbQz5NiWBEjAFoESxYLRtW01SJrRmXQ9soXI5c+lpqXjZ6V8kXJXW8Z6cfkNo4Ak4KIE+nWthVLFg7FzXxQ2bj3polJSLBIgAU8nQOWLp++wG61v3cEURCemo05ZH1QqzrubbrR1FJUEXJbAoL6WrEczmPXIZfcoO8EW7UrGqcvpqFbSjLY1fLNryjoSIAESsEvAz88Hdw5spOsnTmXgXbugWEECJFCgBPhLpkDxcnBnCMiPbCm0enGGGtuSAAlYE4g7dgCpsdEZp7pWTYafr0mlGD2Cg2vXoXSx660ngqso96SgkIw+PHAdApOvBtq9q02AivnCQLuuszOUhARcn0DckX1IibmUIejgpiZ8qF5Nm70DLw+MRGjQ9ZdBIdXqwyc4NKMPD0iABEggPwlc/6mTn6NzLBJwgsCS3Um6NZUvTkBjUxIggUwE4g7vQeKZ45nOdazliyUqhf30GeswvE1gpjp5EVCqPJUv11Ep+hP7z6Rincp+F6xi7N7S7HqlWdFLSAlIgARcmUDc0X2Zvg/KKGGbq4QOfx9OwdTpGzHERtr6wLJVqHxx5U2lbCTg5gToduTmG+gp4m85cAWnr6SjXIQJDStQJ+gp+8p1kIArEOjX2JIh5+f1SZAYIizuQcCwehHFS1ggrV7cY9coJQm4NoGhLSzfB+OXJyA6gd8Hrr1blI4EPI8AlS+et6duuaL5G85rubvVt3wpuuUiKDQJkIBLEujZwA8Vi5mxV1lS/LjOErzVJQWlUBkE5KLo9y2WvRremlYvGWB4QAIkkCcCooxvUN4Hxy6k4fkZsXkai51JgARIwFkCVL44S4ztC4TA/I3n9Lh0OSoQvByUBLyaQICfCS/1C9IMPlycgIuxaV7Nwx0W/9vmRMQpT9Q21X1RqwwDsLvDnlFGEnAHAv4qBthnd4QgLMCEBTuTMWl1gjuITRlJgAQ8hACVLx6yke68jH+PXsSeY3H6i7BlNbocufNeUnYScFUC3ZVVXXsV++VKfDreXxjvqmJSLkUgPT0dhsvRcKaX5nuCBEggnwlUVhk13x4UrEd9e148th1LyecZOBwJkAAJ2CZA5YttLjxbiARmL96nZ+tc1w9+PvTrL0T0nIoEvIrAK/2C4au+9aZuTMKOE/yx7aqbv2LbRRw6l6ZjgHWr5+eqYlIuEiABNybQq6E/7lHK3eRU4LGfYpVinhaRbrydFJ0E3IYAlS9us1WeK+jsxfv14rrV549sz91lrowEip5AjdI+uKddgLKsAF77I05bWBS9VJQgK4GJ807qU7e3CoCPmQr5rHz4mgRIIH8IPN87CI0r+uDEpTQ8Oz0ufwblKCRAAiSQDQEqX7KBw6qCJ3D+YhzWbDoOP+WD27E2lS8FT5wzkIB3E3i8axBKhpqw+WgqZm6xpLf3biKutfojJy5j4abz8FdhXobaSAPrWtJSGhIgAXcmIPFfPr09BOFBJizenYxvVzL+izvvJ2UnAXcgQOWLO+ySB8s4d+kBpKnUr+0bRjKVqAfvM5dGAq5CIFQFWRyj7nZKeWd+PGISmWrUVfZG5Pjqx03aMqmPykhSIpQ/UVxpbygLCXgigYrFfPDe1fgv76nvhA07znriMrkmEiABFyHAXzYushHeKoYR76VXi5LeioDrJgESKGQCA5r6o2llH0RFp+PTJQy+W8j47U6XkJiCSdO36fq72jC9tF1QrCABEshXAt1UQPaR7QOQosK+3PPiMly4xO+FfAXMwUiABDIIUPmSgYIHhU0gPiEZi1cd0tP2alGisKfnfCRAAl5KwGQyYWz/YKgnlWY0EfuPXvZSEq617GlzdumLniY1QtGkEjPfudbuUBoS8GwCz/UK0kr542diMeLZ2YwJ5tnbzdWRQJERoPKlyNBz4iWrDyE+IQXNG5dD2eK8y8l3BAmQQOERaFTBV8UU8dd3Op8ft67wJuZMdgl8MXmTrhvZq4LdNqwgARIggYIg4KuybX4yLBTFwwMwf/lBfPA1vxcKgjPHJAFvJ0Dli7e/A4pw/UaWo/90q12EUnBqEiABbyXwTI8gS6DFdSdguEB6K4uiXvf6LSewZedplCgWhAHtSxe1OJyfBEjACwmUjzTjq7Ed9crHfrgCq/8+5oUUuGQSIIGCJEDlS0HS5dh2CUiQ3blLLSmm+1P5YpcTK0iABAqOQPEQM57qFqgneO5/S5CoYo6wFA2BL6ZYrF7uHdIEAX78aVI0u8BZSYAEerarhNEPtkZqajqGPzkTUeeZgprvChIggfwjwF84+ceSIzlBYO3m4zh3IR41KhdDvVoMtusEOjYlARLIRwJ3tA5A/RrFcOjYJYz7dn0+jsyhHCVw9nwsfp23G2azCfcPa+ZoN7YjARIggQIh8NpTndCueUWcPBODEaP/YPyXAqHMQUnAOwlQ+eKd+17kq/5j0T4tQ79utYpcFgpAAiTgvQR81AX/+8+01gDe/XINjp264r0wimjlE6f+g+TkNPTtUhNVKkQUkRSclgRIgAQsBHx8zJj80QCULB6ERSoxxNvj1xANCZAACeQLASpf8gUjB3GWwJzFV12OujPei7Ps2J4ESCB/CbRvVg6D+tTTAcDH/N+S/B2co2VLIDU1Dd/8vEW3eejOG7Nty0oSIAESKCwC5cuE4bv3++useG98shIr1h8prKk5DwmQgAcToPLFgzfXVZe2e/85HDx6Ud9RaNOsoquKSblIgAS8iMDbY7ogKNBXub/s4Y/sQtx3sYI8cToatasXR9d21QpxZk5FAiRAAtkT6N6hOp5/uC0kTuHdT83CmXOx2XdgLQmQAAnkQIDKlxwAsTr/Cfyx2OJy1LdLLe3jn/8zcEQSIAEScI5AxXLhGPNIO93pqdcWqmCLac4NwNa5ImCkl6bVS67wsRMJkEABE3j5iQ7o1KoyTkfF4p6nZ2lFTAFPyeFJgAQ8mACVLx68ua66NCOl638Y78VVt4hykYBXEnhyREtUrxyJXco678sfN3slg8Jc9K79Ufhrw1GEhvhj+C2NCnNqzkUCJEACDhGQ+C/ff3gzSpcIxrK1R/DWZ6sc6sdGJEACJGCLAJUvtqjwXIEROHkmGn9vO6XN+2liXmCYOTAJkEAuCAQE+OK9/3bTPV//6C+mGM0FQ2e6fHk1vfSdAxoiLDTAma5sSwIkQAKFRqBsqVCtgDGZgP8p5cuS1YcKbW5ORAIk4FkEfD1rOVyNqxOYs8QSaLdb+2pKAePn6uJSPhIgAS8j0LdrLfRQfv4LV/6LVz5Yji/+18fLCBTOcq9EJ+LHmTv0ZHQ5KhzmnIUESMA5AnFH9yHh1FHdqYm6Xf3MLeXx/m8ncdcTM7D4rQYoU8z/ugFDqtdHQKny153nCRIgARIQAlS+8H1QqASMLEf/6cYsR4UKnpORAAk4TOCDl7uhWd9vMWnGVtw3rClubFTO4b4Jp47gyu5N17VPVKmU4xLTUSzU57q64Mq1EFrTu9xuJv+2DbFxybipdRXUrVnyOiY8QQIkQAJFTSD54jnEHzuQIcaDN6ZjzTZfrDmQgl8X7MO97QIz6oyDgDIVqXwxYPCZBEjgOgJUvlyHhCcKikB0TCKWrTusg+z26VyzoKbhuCRAAiSQJwK1qpXA4/e0wLhv1uOp1xdixbS7VLpRZW/uQElNjEfyhbO6ZVxSOlbsTcaCnUlYujsZPj4mvDkgGH0bZ75bmlqirAMje06T9PR0fDHFElPn4eFML+05O8uVkIBnEzCbTfhwaAjWHUxBvyaZP8c9e+VcHQmQQH4RoPIlv0hynBwJLPjrXySru7/tW1RSaaaDc2zPBiRAAiRQVAT++2h7/KTcYjb8cxJTft+O4QMbOyTKldhkzNySiAU7krFiXzISU6y7peOJn2OxRCliXrs5GGGBjil0rEfwhOPFqw7hwOELqFg2DP2UmxcLCZAACbgLgZKhZipe3GWzKCcJuCABBtx1wU3xVJGY5chTd5brIgHPIyAZeP73XBe9sJfeWw6JUWKvRJ2Pw8Rp/6D/iKmodetcPDMtDgt3WRQvTSv74IU+QVj+bDjeUFYvQSrU1ax/ktD7o8tYezDZ3pAeff7Lq1YvD9zRTFkD8WeIR282F0cCJEACJEACJJBBgJYvGSh4UJAEkpNTMX/5QT1Fv66M91KQrDk2CZBA/hC4XWXh+ebnzVi7+YROL/rOC10zBj5+6gpmLdqHWQv2YtXfx5CWlq7rzEqX0Ka6L3o29EOPBv4oE35NuXB7Kx+0reGLp6fFYuuxVNz5bQxGtg/A2EfTMsb19IPDxy/hz2X74e/vg3sH3+Dpy+X6SIAESIAESIAESCCDAJUvGShyf5AaH4uU6EtODeATHArf0Ain+rhz4782HMVldee4fq2SqFGlmDsvhbKTAAl4MIHEsyeQdDEqY4Vv3l0F3bacwOffb0TbKmnYdTgas1efxuZ9lzPa+Pma0V1lSLqlZx10rQOY963NqMt6ULWkD6Y/FIbPlyXgs6UJmLAqEauPbMLk8bXRqG7prM097vXXP22GCvmCQb3roVQJup963AZzQSRAAiRAAiRAAnYJUPliF43jFQlnjuHS38ttdthyNAW1y/ggJCCzb39orcaIaNLWZh9PPDlb3SGWwixHnri7XBMJeA4ByVYUs39bxoKqqqPbWvjj5w1JGDr274zzgcp9qFNtP/Rq6I8BwzqjXANLtqLYw3uQkyreRwVtfKJrEG5S/cUKZs+xOLQd+B1ee6oTnhzZSgclz5jIgw4SVACcSdMtbBlo14M2lkshARIgARIgARJwiACVLw5hyl2j4xdTce/EGJQIM+HTYSGoX957cc9Zsl9D7N+dLke5ezexFwmQQFEReKZHEP7cnqxci4DO9UTh4qcVL4F+FqV6eIjSxOSiNK7ki9mPh+P9NcGYtOAk/vvuMuWScwAT3vsPqlTwPMvIqbN34sKleJ26u0WT8rkgxi4kQAIkQAIkQAIk4L4EvFcbUAh7psKcoHwxM/aeTsWt46MxRgVdvLttYCHM7FpTbNl5GsdPR6N8mVA0a+hdKVVdaycoDQmQQG4IFAsx4/dHw1Auwgx/38xWjLkZz7pPkL8J79xfC7cMaY8Hx8zFqo3H0Lzft/jwlR648xaLNY11e3c4vrx9HZKupts25E1Qme4+/eKQfnlnCzOiVvxhVOnnyKYd4BdOl9RMUPiCBEiABEiABEjAowhQ+VKA21lN+fb//kgY3vozHj+uS8Trs+Ox5kAK3hkUjNACnNfVhv7DyuXIZMrfCxdXWyvlIQES8EwCVUr4FOjCenasgU1z78OjL8/HTBXE977n5kAsBj9/oxdKFHOf2CjpKqDLwf0nsW3HcX3jYY+6+SA3IA6fS4PEJC4WbELParFIiorLxDM9OSnTa74gARIgARIgARIgAU8jQOVLAe9ogDJLf/3mYJ3h4oXf4rB4dzL6fXIFX42+jB5NCnhyFxneSDHdr2stF5GIYpAACZCA6xEQJcsvnw3E5N+24ek3FmklzLrNx/HV230hyhlXK5euJGDH3ihs33sWO9Vj+54o7NwfhZjY6xUpklG6VikzhrcJREA+Ww+5GhfKQwIkQAIkQAIkQAK2CHiV8iVNOezLXTkfn+vvYKampiIqKgqlSpWyWR8bG4v4+HiULFnSFsccz0lQxsYVfTHq5xhsPpqKAWP/wUvnwjDmkXYeG1xRoBw6dkn/OA8L9UenVlVy5MQGJEACJODNBNKSEzG4bTG0nNgHD7+1Bmu2nsXNI6fhvltq441HmyEo4PqvbXNAIPyLlco3bOdW/Ym0BItlSkxCGs5eTkHUlVScvJiMvSeTsPt4Ivao51MXU2zOWTrCF3VU4qY6ZX1QVz3kuWZpn3x32bI5OU+SAAmQAAmQAAmQgIsSuP5XnIsKmlexROny7rvv6mHGjBmTabh58+bhs88+Q3JyMvz9/TFq1Ch0795dt0lKStL9VqxYAXGZqVChAt544w1UrFgx0xiOvCgfacbPD4Tho8UJ+HJFAl7/eCVWrDuC7z7or+KhhDkyhNu1mbPYkuWoV6caiu31Si+3WxAFJgESIIECJJBy5RLOr5qrXVO/H5KOb8oF4cNF8fj29334Y/F+iPtTeJAJ4YEmRMizehQvXQwVm96IYuGBCA8LQJgpDhGhAYgM90dI0PXBgNOU/8+5iwk4cz4Op8/Hq+cEnFO6ltNnY3AqKgbH9h7SCpez0WlISLa/WMn4JNn8RLnSskc7NK5fDg1rl0L6jqVIPHPcfkfWkAAJkAAJkAAJkIAXEvAK5cuiRYvw5Zdf4sqVK+jatWumbT5//jw++ugjPPHEE+jZsyfmzJmDDz74AC1btkRERAREMbNlyxZMmDBBW72I4kUUNW+//XamcRx94etjwuieQejcsTYeH38QK9YfRcv+E/DtO/3Q66aajg7jcu1SE+ORnnr9XdA/Fu7RsvbpUAkpcdGZ5PYJDIbJTIVMJih8QQIkQAJXCZhVSuoHOwWiY21fPD01FvvOKCuU6Os/Z4FTwM9zbHLzVe4+WlmjlDSByt3nfGwazsek6/grNjtkORnsD5QKM+tHmXATapSyKFvEoqVycXOG5Wa5ATfC7GtR9JzLMgZfkgAJkAAJkAAJkAAJAF6hfGnXrh0aNWqEr7766ro9X7NmDcLCwtC3b19d179/f0yaNAlr165Fr169sHLlSnTq1AmVK1fW9QMHDsSLL74IcUMKCQm5bjxHT3RqXAwb54zEyNGzsWjVIQy4fzpGjWiJN0ffBD8/91NIXNywJONOZ2xiOrYdT8GWoylYvSkB8uO/afwGnPlzYyY8pTrfAv8SZTKd4wsSIAESIIHMBOqV88XMx8JxKCoVl+PTcSUh3fIsx+oRYwpBYmg5XFQxWC5djse546cy2ojlyoXYdP2wHrV4iAmlQpVSRSlUykT6o2rTxihXKhRlS4fCb/9qlAhIRGmldAkJYJB0a248JgESIAESIAESIIHcEvAK5UtwcDCMh8R2sS7nzp1D+fLlM06ZzWaUK1dOx3+Rk1Lfpk2bjHpxOxIXJrGYyYvyRQYsXSIEf0wcinHfrMfYD1fg44kbsHLDUUz+aABqVHGPlJvCYv+hC1iy+iI2bI9VCpdUdXc2NdNd1bY1fRGmTORZSIAESIAEckdAgtTWVUoYWyWgTHmU7NBPV6WlJOPUzAkZzZJSLMoaUdIkJKdD0maXDDXBT1lhGsUnSCld+nY2XuL03E1IjbdlYZPRhAckQAIkQAIkQAIkQAJOErD9S87JQdy5eXR0tI7zYr0Gifsili1SYmJiMtVLnXFeni9duoTkOEtgQl3h4J+ExESkq75SRg6pixvqF8PDLy7C5h2n0ermCXjvhU64pWctB0crvGbRMUnYvPMMNm0/g7/VY/OOM7h0JTGTAGLp0qCCD5pW8kXTyr5oXd322yw6JloFNw7QfRMVD2dLnOKefJVhXvcgVcnibElJTtH7L/3S1QWPsyUtPS2jv/SV186Wy2r9pqum/iKPs4V7wD2w/izi/wHgaZ9F/kppI8qWkqH2Px34WQTw/wDg9wG/D/h/kH//B5GRkfY/dFlDAiTgtQRsXxV7EQ5xOZJAu9ZFfnyHhlp+qcqzBN01inFs1IeHhyPuQhCutTBaZv8c4B8A6SslXVnjdGhSBqt/HozH31iBmYsP4uGXFmPNxuN477n2CLYRMNHk4wuJmSJFLrov7voHKanpSE5JUw/1nJoGueOZqs7ZKnLBHlSpZkZV/LEDNhUICUmp2HbwCv7eexl/77mEfcdjleVPRjd9UE6Zqd9QyYwmpZO1sqWRUrxIiu2cSkhwCPyvMriieDirOggKDELw1f553YOk5Hgk5CRwlnofX9+MPZS7zc6q4Ewmc0Z/GTpevc6CNsuM178MU+s34iwkK3ky23Vd3z7rGe4B98D6s4j/BwA/i/hZxP8D/h/IdyW/k/m7KK/fB1l/c/E1CZAACXi98kVSR588eTLjnSDpqE+fPp2RUlrqT5w4kVEvx5L1qESJEvqcuCmZVFBEZ4saQgUqVCYiqiRdjELUst/18QcqHnDzsGC8MTsOk2ftwZ9L9uqsFsnqqlorV5RxhD5OMyEl3aQUQ85ebutprv5Zbv3CoWNJWFS/vLJqURYtXW7tjtbNq6BSuXCcWzknI+aLQwOpRrJ+g4HwcLYI94z+edwDYxxnZLDeQyWIM111W1my9by5QKD7G2PkhqH0zUt/7kHe38fcA/4fWH+WGP+PznygWPfnZxHy/J3MPVAMc/GFxO8Dfh/ws8jy+ZObzxBnPvPZlgRIwH0JeIXyReK8WD/EesVXWQnIh6PEc5HsRXPnztUBdmfPno2EhAS0bt1a72r79u0xefJk3HLLLVoh8+uvv6Jp06Z5jveS3VtmWMsANFPKjVE/x2D/WUtmiuvbX7ORkIwYvuZ0iGJEsilJvF4/OadfX99TzojVhU+oxfJGXqfGXFEWLde7vYgLUc3SFmWLKFwaKMWLmLFLKde7bobVhT7BPyRAAiRAAiRAAiRAAiRAAiRAAiRAAtcR8Arly8yZM3WqaWP1y5cvx2OPPYabb75ZK1Qef/xxfP755/j444+1UubJJ5+E4avZu3dvbN26FSNGjNAWLxKM98033zSGKrDnOiqNp2S3OHI+TStTRJEiARL9lDLET+1aSNkKKNuxr4pH46NTPFsHWHREKEuAxTszmp6eO0UFWIzJeM0DEiABEiABEiABEiABEiABEiABEiCB/CHgFcqXW2+9FfKwV/r166etXs6cOYMyZcpoBYzRNiAgAGPHjtWBdyXAa+nSpY2qAn8OVHFTRAljqwQEqrgqAZbtu2YDY6slz5EACZAACZAACZAACZAACZAACZAACRQlAa9QvjgCWNyQJI20vSIBdo0gu/ba8DwJkAAJkAAJkAAJkAAJkAAJkAAJkAAJZCXgfJTQrCPwNQmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQgF0CVL7YRcMKEiABEiABEiABEiABEiABEiABEiABEsg7ASpf8s6QI5AACZAACZAACZAACZAACZAACZAACZCAXQJUvthFwwoSIAESIAESIAESIAESIAESIAESIAESyDsBKl/yzpAjkAAJkAAJkAAJkAAJkAAJkAAJkAAJkIBdAlS+2EXDChIgARIgARIgARIgARIgARIgARIgARLIOwEqX/LOkCOQAAmQAAmQAAmQAAmQAAmQAAmQAAmQgF0CVL7YRcMKEiABEiABEiABEiABEiABEiABEiABEsg7ASpf8s6QI5AACZAACZAACZAACZAACZAACZAACZCAXQJUvthFwwoSIAESIAESIAESIAESIAESIAESIAESyDsB37wPwRFIgARIgARIgARIgAQ8hUBA8XiYapqcWo5fSLxT7dmYBEiABEiABLyNAJUv3rbjXK/HEvAJ8oNvWJhz6zOnOdeerUmABEiABDyegG/gSZiDlzq1Th//2k61Z2MSIAESIAES8DYCVL54245zvR5LILTsJqSHb3Vqfb6BLVT7crpPcNljCAj4x7n+kQ1U+7pO9WFjEiABEiCBgiUQXmU/0krtdWoSn6Buqn0Zp/qwMQmQAAmQAAmQgOMEqHxxnBVbkoBHEzCZk2A2X3RqjSZTilPt2ZgESIAESKDgCZjM8bn4PKclZMHvDGcgARIgARLwZgJUvnjz7nPtJEACJEACJEACJJDPBPzDLiOyXpRTo/oVu+BUezYmARIgARIgAXcjQOWLu+0Y5SUBEiABEiABEiABFyZg9o2Dn98OpyQ0+1V1qj0bkwAJkAAJkIC7EWCqaXfbMcpLAiRAAiRAAiRAAiRAAiRAAiRAAiTgVgRo+eJW20VhPZlAWLV4pKckOblE+ug7CYzNSYAESIAESIAESIAESIAESKDQCVD5UujIOSEJ2CbgF7gFSDlvu9LOWZP5ATs1PE0CJEACJEACJEACJEACJEACJOAqBOh25Co7QTlIgARIgARIgARIgARIgARIgARIgAQ8kgAtXzxyW7koEih8AgGRZ1Gi0UanJvaJjFTt2zrVh41JgARIwNMJFK+3JheWkPcoLH6ejobrIwESIAESIAG3JUDli9tuHQUnAdciYDKlwmyKcUookznZqfZsTAIkQAIkQAIkQAIkQAIkQALuSIBuR+64a5SZBEiABEiABEiABEiABEiABEiABEjAbQjQ8sVttoqCkgAJkAAJkAAJkIAXEDCnwzc01KmF+gTS5copYGxMAiRAAiRQ6ASofCl05JyQBEiABEiABEiABEjAHgHfwCsoVn22vWqb503BTdT5njbreJIESIAESIAEXIEAlS+usAuUwf0JqHgnEXXinVqHyc/kVHs2JgESIAESIAESIAESIAESIAEScE8CVL64575RahcjYFJ6FP+Adc5J5VvCufZsTQIkQAIkQAIkQAIkQAIkQAIk4JYEGHDXLbeNQpMACZAACZAACZAACZAACZAACZAACbgLAVq+uMtOUU4S8HACJt8UBJaLcGqVfhH8CHMKGBuTAAmQAAmQAAmQAAmQAAkUCQFeuRQJdk5KAiSQlYCPfyzCSs3Mejrb15YAi72ybcNKEiABEnB5AgwB5vJbRAFJgARIgARIIK8EqHzJK0H29wgCZv8khFb3d2otvqGpTrVnYxIgARIgAc8nYDKnolTjZc4tVMcAu9O5PmxNAiRAAiRAAiTgVgSofHGr7aKwBUXA7BuPoNAFTg1vsbq42ak+bFyQBNIRUNo5tyWfgICCFIhjkwAJkAAJkAAJkAAJkAAJkIAmQOUL3wgkQAIeQcBkTkN4WefclqDvNg/0iPVzESRAAiRAAiRAAiRAAiRAAq5LgNmOXHdvKBkJkAAJkAAJkAAJkAAJkAAJkAAJkIAHEKDliwdsIpdAAiRAAiRAAiRAAiRgEEhHYFnn3FDN/nRDNejxmQRIgARIoGAIUPlSMFw5KgmQAAmQAAmQAAmQQBEQEDfUsNJ0Qy0C9JySBEiABEggGwJ0O8oGDqtIgARIgARIgARIgARIgARIgARIgARIIK8EaPmSV4LsTwIk4DEEzAH+SE9zzvQ8PT3dY9bPhZAACZAACZCAEEg3pcMcEOgUDLMfLyucAsbGJEACXkeAn5Jet+VcMAmQgD0CkdWXAynn7VXbPG/2GWbzPE+SAAm4KQFzOnyCgpwS3uzPn1NOAWNjlyeQ5hOIxDJVnZIzPTTSqfZsTAIkQALeRoC/Frxtx7leEiABEiABEiABuwR8A6+geK0/7dbbqjAFN1Gne9mq4jkScEsCKSlBOHm0plOyR5YJQHmnerAxCZAACXgXAcZ88a795mpJgARIgARIgARIgARIgARIgARIgAQKmQCVL4UMnNORAAmQAAmQAAmQAAmQAAmQAAmQAAl4FwG6HXnXfnO1JEACJEACJEACJEACORCIqHkeaSmxObTKUm1Ky3KCL0mABEiABEjgGgEqX66x4BEJkAAJ5IlAUNlk+Ic6Z1Bo9k/MmDOgeDzMzrnYwy80LqN/Xg9STCFIKNHSuWGCw5xrz9YkQAIk4AYEfPz2wsfkXAB2k8oQxEICJEACJEAC9ghQ+WKPDM+TAAmQgJME/IN2Iz19q1O9zL43ZbT3DTwJc/CyjNeOHPj41XGkmUNtUtP9cOZ8aYfaGo0ifQNQwXjBZxIgARIgARIgARIgARIgAZsEnLtFa3MIniQBEiABEiABEiABEiABEiABEiABEiABErBHgMoXe2R4ngRIgARIgARIgARIgARIgARIgARIgATygQDdjvIBIocoegI+fmkIKBXhlCC+wU41Z2MSIAEHCJj8/B1oda2Jyde59td68ogEbBMwqdtK5oBA25V2zpp8eS/KDhqeJgESIAESIAESyCcCVL7kE0gOU7QE/ELPILzcTKeEMEf2U+3bOtWHjUmABOwTSIcPDif3sN/ARo2/rw/K2DjPUySQWwIBEadQos48p7qbi/mo9q2d6sPGJJAdAb8IPyDduZtCJp/U7IZkHQmQAAmQgJsToPLFzTeQ4pMACZAACZAACZAACbgWgeDim5Ae6FwAdp+AG11rEZSGBEiABEggXwlQ+ZKvODkYCZAACRQdAZ+gJIRUDnFKAL8I3ml1ChgbkwAJkAAJkAAJkAAJkEAuCFD5kgto7EICJEACrkjAL/A8zJFznBLNHCLudx2c6sPGJEACJEACBUvAv5hSplcLcGoS3+BEp9qzMQmQAAmQQOESoPKlcHlzNhIgARIgARIgARIgARLIloBf0DH4hM3Ptk3WSp+AqhmnAiLPo3jDXRmvHTnwLVbCkWZsQwIkQAIkkEsCVL7kEhy7kQAJkAAJkAAJkAAJkIArEjCZkuBjPuOUaCZzglPt2ZgESIAESMA5AlS+OMeLrUmABEjAhQmojC0m58zU08GvARfeUIpGAiRAArkikAZ/lXM90qm+6enOpWjPbnDJfhcd0TG7JtfV+fj7oux1Z3mCBEiABDyHAH91e85eciV5IJCaFoIUn6bOjZBeFSqRJAsJ5BuBSzEtEB/t3E/PiPBaCL+azfTcxRtxcGt1p+QpXysUVUs51YWNSYAESIAEXJzAhYs34OA/VZySUn8flHaqS7aNL1wOz7Y+a6V/kKR8ZyEBEiABzyVA5YuDexsbG4v4+HiULFnSwR5s5k4EEhJKYvuWO50SObJMAOpXcqoLG5NAtgRirpTFyUOh2bbJWulfohic+3mbdQS+JgESIAESIAESIAESIAESKGgCVL7kQDgpKQki2uGiAAAfMklEQVTvvvsuVqxYAZPJhAoVKuCNN95AxYoVc+jJamcIBJSIgxlpznTB/7d3LzBWVPcDx3933+wuC8jC8qZQrYqowVIF5fn/FywStIKJwTTVmIhaLZpqYymt1EooIdFIRNuA1hASaauIMZJtaPn3TyAQRFFABBRR/rxhkdeyy2v3/ud31pm9u3vvnZn7GO/ufE8Cd+7MOWfufH67c3Z/O3OmsKzOV30qI4AAAgjkvkBJz2+koKDG1wctqjjjqz6VEUAAAQQQQACBoAVIvriIV1dXy8cffyyvv/66uepFEy+LFi2S+fPnu7Rksx+BguLDktdprZ8mkl90ra/6VEYAAQQQyH2B/IKTEinc7uuD5uXf5qs+lRHIdYFj34yXU4eG+vqYVaX9pfu3t6H6akhlBBBAAIFABEi+uDCvW7dOxo4dKwMGDDA1p06dKrNnzxa9DamsrMylNZsRQAABBBBAAAEEEPAncPF8uZw64a9N90Gd/DWgNgIIIIBAoAKRqFUC3WM729kDDzwgU6ZMkWnTpplPfujQIbn//vvNlTCakPnzn/8sfa2Hi9zgb5oG+apeZNe3d810sVJgt/r8S8XxSyIffnuVtU5PNrG7P9h66w6f/z3Z3GZcN5FOec3vvSyttn4oaPi24nBr0okePmef3XBa5PTlpg5uGrxXrut/0MtunTobd10le442TU56ZdURGXnNF842Lws79veVLXubJiftVNBFvt9lpJdmTp2zl2pk35kPzfuCvAaZPnqDs83LQu35Elm56UdO1btv+UDKSy44770sLF93q1xubJqg7r+v/1T6XBETVA8dVG+5UWrONs0YctPgr6wYHPDQqrnKhl0/kC+PVpkV3686Krde83nzRg9LO/b3s2IwyNSs7HxGJt201UOr5iqHvukma7Y3/WUwMzHYbMXA36M2MxmDXqVXS2WnJo/mo0y+dKB2u5y60PS907W4r/Qrvz55g1Zba+q/kiN1u83adL8P8qynWwzpPqHVHpK/vdhYL5+fbL7q7bs+F11TKuL395dttSIHv/3WZTwQae/jQWXn09a5aFvyL9xWWw9909U6FzV976V2Liq2xoObnV7THw+2W+PBKac/LwvVW26wxoOmH0bSHQ/SHZMZD0QYD0Ta83jw6KOPevm2ow4CCIRMgOSLS8Dvuecek2zRBIyWmpoamT59uixcuFCGDBkiK1ascOmBzV4EepQfkW6lNV6qOnWOnu0rp+utrJFVunQ6KVWd/SVvTtZVyvFaf0+WcXaehYXBlZ9LQd5FXz1/cfxaiUZ5OoAvNCojgEBOC3zX40FJYZ0M6LbXl1HdxXI5cOp7pk0k0iBX9djpq/3lxiLZW/MDp02640G/rl9LaZGVFfRR/u/kYDl/yco+ZqB0hDE5Awx0EWIB+4+2ISbg0BFAII4Atx3FQYldVV5eLjrprl3sZV2vhZOrLZPea2PdpxI9/6WvToaWDZNIcdPtYNELX0tj7WZf7SMlP5C8sht9tclm5cZTqyTa4G8S4aFX3G1NBM23cTbjQt8IIBCsQOO5rdZ44O8quqHlP7LGg++ZD5rueBC9dEIaz/yPr4OOFPaSWypGN+0/elkav1npr31+qQzrOtlpk+540HhmnUQvHXH687IwtOK/rLl2fF5Gm6DjdGOQoFtWI4AAAggg0K4F+K3NJXz6aOmDB5uvqNBlfepR9+6Z+QHFZfeh2ZxXat06ov8oCCCAAAKhFtCkeLT0Bl8GOi5TEEAAAQQQQACBXBbwOctHLh9Kdj7bqFGjzGOm9+/fL/X19eY2o2HDhjHZbna46RUBBBBAAAHzRw5NqHj9BxkCCCCAAAIIIJDrAlz54hKhSZMmydatW+XBBx80PwT27t1b5s6d69KKzQgggAACCCCAQDgFIkX9JL9rpb+DzyvyV5/aCCCAAAIItDMBki8uASsuLpY5c+ZIbW2t1NXVSc+ePV1asBkBBBBAAAEEEAixgM5Flt80N16IFTh0BBBAAAEEWgiQfGnBkfiNTrBrT7KbuBZbEEAAAQQQQAABBBBAAAEEEEAAgZYCJF9aevCunQpECntIXucRvj59JL+zr/pURgABBBBoBwLWk4fyKsb7+qAR62lDFAQQQAABBBBAIJsCJF+yqUvfwQnklUmkqCy4/bEnBBBAAIGcFIjklYjoPwoCCCCAAAIIIJBDAjztKIeCwUdBAAEEEEAAAQQQQAABBBBAAIGOJ0DypePFlCNCAAEEEEAAAQQQQAABBBBAAIEcEiD5kkPB4KMggAACCCCAAAIIIIAAAggggEDHE2DOl44XU44IAQQQQAABBFIUiBRUWBP2jvHVOhIp9lWfyggggAACCCAQPgGSL+GLOUeMAAIIIIAAAokEIoUSKaxKtJX1CCCAAAIIIIBASgLcdpQSG40QQAABBBBAAAEEEEAAAQQQQAABbwIkX7w5UQsBBBBAAAEEEEAAAQQQQAABBBBISYDkS0psNEIAAQQQQAABBBBAAAEEEEAAAQS8CTDnizcnaiGQdYFI+W0SkUaf+8n3WZ/qCCCAAALZFci3Juwd72sXkQjncl9gVEYAAQQQQKAdCpB8aYdB4yN3TIFIQdeOeWAcFQIIIBAigUgkIlJYGaIj5lARQAABBBBAwIsAtx15UaIOAggggAACCCCAAAIIIIAAAgggkKIAyZcU4WiGAAIIIIAAAggggAACCCCAAAIIeBEg+eJFiToIIIAAAggggAACCCCAAAIIIIBAigLM+ZIiHM0QQAABBBBAAIGsCORVSCRS5KvriDVlOwUBBBBAAAEEcleA5EvuxoZPhgACCCCAAAIhFMirGB3Co+aQEUAAAQQQ6NgCJF86dnw5OgQQQAABBBAImUCkZJBEiqp8HXUkv8xXfSojgAACCCCAgD+BSNQq/ppQGwEEEEAAAQQQQAABBBBAAAEEEEDAqwAT7nqVoh4CCCCAAAIIIIAAAggggAACCCCQggDJlxTQaIIAAggggAACCCCAAAIIIIAAAgh4FSD54lWKeggggAACCCCAAAIIIIAAAggggEAKAiRfUkCjCQIIIIAAAggggAACCCCAAAIIIOBVgOSLVynqIYAAAggggAACCCCAAAIIIIAAAikIkHxJAY0mCCCAAAIIIIAAAggggAACCCCAgFcBki9epaiHAAIIIIAAAggggAACCCCAAAIIpCBA8iUFNJoggAACCCCAAAIIIIAAAggggAACXgVIvniVoh4CCCCAAAIIIIAAAggggAACCCCQggDJlxTQaIIAAggggAACCCCAAAIIIIAAAgh4FSD54lWKeggggAACCCCAAAIIIIAAAggggEAKAiRfUkCjCQIIIIAAAggggAACCCCAAAIIIOBVgOSLVynqIYAAAggggAACCCCAAAIIIIAAAikIkHxJAY0mCCCAAAIIIIAAAggggAACCCCAgFcBki9epaiHAAIIIIAAAggggAACCCCAAAIIpCBA8sUDWk1NjdTX18et2dDQIEeOHBF99Vrc2pw7d050n5RmgWQxsGsdP35cTp48ab9N+koMkvLE3djY2Jjw6/zUqVO+v2aJQVzmpCuTxSAajcrhw4dFX70WYuBVqrlesnORm2dzL81Lbm0YD5qt7KVkMbDrMB7YEtl5TXYuYjzIjnnrXpPFgPGgtRbvEUAAgdwQKMiNj5Gbn2Lfvn3y7LPPml9o9BOOHz9enn76aSksLDQfuLq6WhYtWiSXLl2SoqIieeKJJ2TChAlJDyZZm4sXL8qCBQtk7dq1EolEpG/fvvL8889Lv379kvbZkTe6xUDtlyxZIv/+97/l7Nmz0qtXL1m2bFlSEmKQlCfuRv1BTr82tfzmN79x6mh8nnnmGTlx4oRZN2jQILnvvvtk3LhxTp14C8QgnkrydYlioK2WLl0qaqpF691xxx1y//33m/eJ/iMGiWTir3c7FyXzjN+jmJglGkMYD9qqucWA8aCtWTbWJDoXMR5kQzt+n4lioLUZD+KbsRYBBBDICQHrBE5JIPCrX/0q+rvf/S5aV1cX3bt3b/SnP/1pdNWqVaa29Ze36MSJE6Pvv/9+1PqBL7py5cro7bffHrX+4pOgt2jUrc27774bnTp1atT6ASZq/bUzav2SG7V+sU3YXxg2JIuBHr+VnIpav+wb/9OnT0etv/wnZSEGSXnibly9erX5uvzxj38c/dOf/tSijn5fvPnmm1Hrr8xR66qj6IsvvhidPn169PLlyy3qxb4hBrEa3paTxeC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techsboilerchpheat_pipes:N1heat_pipes:X1heat_pipes:X2heat_pipes:X3power_lines:X1power_lines:X2power_lines:X3pvsupply_gassupply_grid_power
locs
N1NaNNaNNaN0.162460.0516790.003761NaNNaNNaNNaNNaNNaN
X1NaN154.99880.162460NaNNaNNaNNaN0.0082860.0006910.000000569.15988014.73589
X211.713117NaN0.051679NaNNaNNaN0.008286NaNNaN30.59809841.987552NaN
X30.002496NaN0.003761NaNNaNNaN0.000691NaNNaN18.6923010.011023NaN
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" ], "text/plain": [ "techs boiler chp heat_pipes:N1 heat_pipes:X1 heat_pipes:X2 \\\n", "locs \n", "N1 NaN NaN NaN 0.16246 0.051679 \n", "X1 NaN 154.9988 0.162460 NaN NaN \n", "X2 11.713117 NaN 0.051679 NaN NaN \n", "X3 0.002496 NaN 0.003761 NaN NaN \n", "\n", "techs heat_pipes:X3 power_lines:X1 power_lines:X2 power_lines:X3 \\\n", "locs \n", "N1 0.003761 NaN NaN NaN \n", "X1 NaN NaN 0.008286 0.000691 \n", "X2 NaN 0.008286 NaN NaN \n", "X3 NaN 0.000691 NaN NaN \n", "\n", "techs pv supply_gas supply_grid_power \n", "locs \n", "N1 NaN NaN NaN \n", "X1 0.000000 569.159880 14.73589 \n", "X2 30.598098 41.987552 NaN \n", "X3 18.692301 0.011023 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", "boiler inf\n", "chp 1.682193e-02\n", "demand_electricity NaN\n", "demand_heat NaN\n", "heat_pipes NaN\n", "heat_pipes:N1 inf\n", "heat_pipes:X1 inf\n", "heat_pipes:X2 inf\n", "heat_pipes:X3 inf\n", "power_lines NaN\n", "power_lines:X1 9.786662e-07\n", "power_lines:X2 inf\n", "power_lines:X3 1.292740e-05\n", "pv 4.489627e-02\n", "supply_gas inf\n", "supply_grid_power 1.159724e-01\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': 'electricity', 'costs':'monetary'}].to_pandas()\n", "lcoes" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[2022-02-07 16:53:36] 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. 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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": [ "[2022-02-07 16:53:37] 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", "legendgroup": "heat_pipes", "line": { "color": "#823739" }, "mode": "lines", "name": "District heat distribution", "opacity": 0.8, "showlegend": true, "type": "scatter", "uid": "dc62fcd6-2b8a-4dcf-b68b-c551a8bcfe0f", "x": [ 5, 2, null ], "y": [ 7, 7, null ] }, { "hoverinfo": "none", "legendgroup": "heat_pipes", "line": { "color": "#823739" }, "mode": "lines", "name": "District heat distribution", "opacity": 0.8, "showlegend": false, "type": "scatter", "uid": "974c8414-92ba-428c-8d12-3b93f7b840da", "x": [ 5, 8, null ], "y": [ 7, 7, null ] }, { "hoverinfo": "none", 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distribution", "opacity": 0.6, "text": "", "type": "scatter", "uid": "9191f32d-474d-4347-b37c-b5181bd8dd16", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "marker": { "color": "#823739", "opacity": 0, "symbol": "square" }, "mode": "markers", "name": "heat_pipes:X1", "showlegend": false, "text": "X1->N1: 72.81 by heat_pipes (heat)", "type": "scatter", "uid": "49b7055b-5f0c-4a1a-839e-cefeac494562", "visible": false, "x": [ 3.5 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "power_lines", "line": { "color": "#6783E3", "width": 13.024554904486383 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "0aecbe50-8d67-4539-bc2e-7d882b4e84ce", "visible": false, "x": [ 2, 8 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "power_lines", "line": { "color": "#6783E3", "width": 10 }, "mode": "lines", "name": "Electrical power
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power", "text": "X1: 104.01 of chp (electricity)", "type": "scatter", "uid": "0d8a70dc-c443-44be-90b1-efc3f7d787ff", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 40.85710792069747, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 256.80 of supply_gas (gas)", "type": "scatter", "uid": "bb387c49-3bc4-4e8b-b227-f5c25682d977", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Natural gas import", "text": "X1: 256.80 of supply_gas (gas)", "type": "scatter", "uid": "525e7118-65bb-4f90-9a5b-265d50633b35", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "chp", "marker": { "color": "#E4AB97", "opacity": 0.6, "size": 13.913703115301926, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 83.20 of chp (heat)", "type": "scatter", "uid": "40742928-0d79-42a5-9630-d510c343b547", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 10.709471251721, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 62.56 of supply_gas (gas)", "type": "scatter", "uid": "8873a7f9-5bad-4059-929f-674a0e160345", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 9.25305061828429, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 53.18 of boiler (heat)", "type": "scatter", "uid": "0e18d125-e56a-4d1b-9eff-ddc39217c917", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Natural gas boiler", "text": "X2: 53.18 of boiler (heat)", "type": "scatter", "uid": "d0808960-e1eb-416d-9c18-e59c1280b0ed", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 1.002848451892538, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 0.02 of supply_gas (gas)", "type": "scatter", "uid": "b21e878a-9e14-4aa8-92d7-c35822f128f5", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 1.002421184131938, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 0.02 of boiler (heat)", "type": "scatter", "uid": "aeeebd10-a922-4220-9b2c-ebd6c2f042d2", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 12.87557727199069 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "a1d7f43e-3069-4c34-a534-9628ce488db7", "visible": false, "x": [ 2, 5 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 10 }, "mode": "lines", "name": "District heat
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power", "text": "X1: 180.58 of chp (electricity)", "type": "scatter", "uid": "0c13c594-7ec6-439d-a2ec-f72fe61701a7", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 70.20049069952557, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 445.87 of supply_gas (gas)", "type": "scatter", "uid": "e1b5eacf-ade5-497f-908d-31dfc2bd7abc", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Natural gas import", "text": "X1: 445.87 of supply_gas (gas)", "type": "scatter", "uid": "892d8235-c93c-41d3-8706-ad9031119c00", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "chp", "marker": { "color": "#E4AB97", "opacity": 0.6, "size": 23.42095970679336, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 144.46 of chp (heat)", "type": "scatter", "uid": "e524d03b-3cd4-46a4-9244-722d272654b4", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 1.4593606493913835, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 2.96 of pv (electricity)", "type": "scatter", "uid": "8ca2d5ba-d558-495b-9b40-9954766f1664", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Solar photovoltaic...
power", "text": "X2: 2.96 of pv (electricity)", "type": "scatter", "uid": "11350d10-4508-4797-9cef-b619b6cab483", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 10.475360749839485, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 61.05 of supply_gas (gas)", "type": "scatter", "uid": "1b952ea5-af2c-41d6-90b2-b6fa2dbceeb3", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 9.054056753766645, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 51.89 of boiler (heat)", "type": "scatter", "uid": "402927d9-59f4-4e3e-a06d-bc60508e3860", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Natural gas boiler", "text": "X2: 51.89 of boiler (heat)", "type": "scatter", "uid": "77bbd716-3e1c-4792-a5f4-d7f153a55fb8", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 1.3627896095131304, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 2.34 of pv (electricity)", "type": "scatter", "uid": "53140f2d-61c1-40b3-aa79-0d40ce000eae", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 1.002848451892538, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 0.02 of supply_gas (gas)", "type": "scatter", "uid": "0ac823ee-3032-4624-8d70-d57877710142", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 1.002421184131938, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 0.02 of boiler (heat)", "type": "scatter", "uid": "52648187-47c1-46aa-b331-e15de927e45c", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 21.631558741426897 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "263b89d1-86f5-45ff-8a29-b5ce1759c1ba", "visible": false, "x": [ 2, 5 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 10 }, "mode": "lines", "name": "District heat
distribution", "opacity": 0.6, "text": "", "type": "scatter", "uid": "41254d54-a99b-4bb8-8e2e-22e49aac3cc6", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "marker": { "color": "#823739", "opacity": 0, "symbol": "square" }, "mode": "markers", "name": "heat_pipes:X1", "showlegend": false, "text": "X1->N1: 132.93 by heat_pipes (heat)", "type": "scatter", "uid": "115d7c6c-f491-4e7d-aaef-2e7a25127d5c", "visible": false, "x": [ 3.5 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "power_lines", "line": { "color": "#6783E3", "width": 24.05300672035353 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "46c035a4-c72b-4d1d-bb88-560bed942701", "visible": false, "x": [ 2, 8 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "power_lines", "line": { "color": "#6783E3", "width": 10 }, "mode": "lines", "name": "Electrical power
distribution", "opacity": 0.6, "text": "", "type": "scatter", "uid": "403ca4ce-49dc-42ff-9a4c-6a0dbdf7bf43", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "power_lines", "marker": { "color": "#6783E3", "opacity": 0, "symbol": "square" }, "mode": "markers", "name": "power_lines:X1", "showlegend": false, "text": "X1->X2: 148.53 by power_lines (electricity)", "type": "scatter", "uid": "5ce65dbe-df32-4fa4-b5a6-0944d1089cae", "visible": false, "x": [ 5 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 18.96883355558821 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "42386c51-bccc-446f-b4a3-bf14e0e0eb04", "visible": false, "x": [ 5, 8 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "marker": { "color": "#823739", "opacity": 0, "symbol": "square" }, "mode": "markers", "name": "heat_pipes:N1", "showlegend": false, "text": "N1->X2: 115.78 by heat_pipes (heat)", "type": "scatter", "uid": "241da942-6fb4-45a4-b17e-80473cded823", "visible": false, "x": [ 6.5 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "power_lines", "line": { "color": "#6783E3", "width": 5.3263029544204485 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "56bacb0c-bcb2-4a0b-96a1-c17a829c7302", "visible": false, "x": [ 2, 5 ], "y": [ 7, 3 ] }, { "hoverinfo": "text", "legendgroup": "power_lines", "marker": { "color": "#6783E3", "opacity": 0, "symbol": "square" }, "mode": "markers", "name": "power_lines:X1", "showlegend": false, "text": "X1->X3: 27.87 by power_lines (electricity)", "type": "scatter", "uid": "53aaa2ac-612e-4f2d-b5c4-0fbdc4eccf00", "visible": false, "x": [ 3.5 ], "y": [ 5 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 2.12487697940145 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "e4cf6f68-3695-41be-ad42-e619a7483c6f", "visible": false, "x": [ 5, 5 ], "y": [ 7, 3 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "marker": { "color": "#823739", "opacity": 0, "symbol": "square" }, "mode": "markers", "name": "heat_pipes:N1", "showlegend": false, "text": "N1->X3: 7.25 by heat_pipes (heat)", "type": "scatter", "uid": "eaaa2e91-b591-4c48-a0ae-8e5c54a8b709", "visible": false, "x": [ 5 ], "y": [ 5 ] }, { "hoverinfo": "text", "legendgroup": "chp", "marker": { "color": "#E4AB97", "opacity": 0.6, "size": 35.34318698884205, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 221.28 of chp (electricity)", "type": "scatter", "uid": "4881c143-739c-4f3c-aa30-8430e18ab3da", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "chp", "marker": { "color": "#E4AB97", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Combined heat and
power", "text": "X1: 221.28 of chp (electricity)", "type": "scatter", "uid": "739f3522-cbcf-4479-8c60-a1af9baaaa2b", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 85.79799168363604, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 546.36 of supply_gas (gas)", "type": "scatter", "uid": "026e7450-5a66-4597-aabd-7751ccd413b9", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Natural gas import", "text": "X1: 546.36 of supply_gas (gas)", "type": "scatter", "uid": "f3a3f6e2-8695-42b3-b3bb-1bbe1c4304b9", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "chp", "marker": { "color": "#E4AB97", "opacity": 0.6, "size": 28.474549901481865, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 177.02 of chp (heat)", "type": "scatter", "uid": "57c198b0-00e4-49d6-97b0-152d062da1a6", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 2.7038103990572404, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 10.98 of pv (electricity)", "type": "scatter", "uid": "55b02ccf-8ab7-4c5e-adf7-03314b1aca99", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Solar photovoltaic...
power", "text": "X2: 10.98 of pv (electricity)", "type": "scatter", "uid": "6920077e-6d6e-46d0-a1b0-e4ed75af7969", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 23.541356191836194, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 145.24 of supply_gas (gas)", "type": "scatter", "uid": "a4aac54d-b2ac-4180-81ba-3c8d81253e35", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 20.160152375050487, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 123.45 of boiler (heat)", "type": "scatter", "uid": "caae325f-615c-4fc1-8f79-e68e4261d63e", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Natural gas boiler", "text": "X2: 123.45 of boiler (heat)", "type": "scatter", "uid": "173ed548-10da-4a1f-9957-18f311cbdd3c", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 2.345619642557793, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 8.67 of pv (electricity)", "type": "scatter", "uid": "5c89ac58-bb3c-45ac-8795-a623ed2b2344", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 1.002848451892538, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 0.02 of supply_gas (gas)", "type": "scatter", "uid": "b631a4b0-3387-46e7-be16-bf2dbf5e9486", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 1.002421184131938, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 0.02 of boiler (heat)", "type": "scatter", "uid": "f975335e-55e5-4dce-b8ec-068455d1083b", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 26.29507289184355 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "7414c654-058b-45b7-9f01-94c11c11727b", "visible": false, "x": [ 2, 5 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 10 }, "mode": "lines", "name": "District heat
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power", "text": "X2: 20.93 of pv (electricity)", "type": "scatter", "uid": "28a51360-4c67-497d-a19b-9c48b66881ce", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 36.209508399824976, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 226.86 of supply_gas (gas)", "type": "scatter", "uid": "a98d3bef-8544-4d0c-9911-f28cf140dc7e", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 30.928081674238896, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 192.83 of boiler (heat)", "type": "scatter", "uid": "e27bf4e4-442d-4019-b083-769e388de2c6", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Natural gas boiler", "text": "X2: 192.83 of boiler (heat)", "type": "scatter", "uid": "2620335f-b1ca-4563-975e-a12cf0b4f292", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 3.5659119654655953, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 16.53 of pv (electricity)", "type": "scatter", "uid": "778ac7be-4616-40e6-9cf0-511f553d782a", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 1.002848451892538, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 0.02 of supply_gas (gas)", "type": "scatter", "uid": "6fe3eca5-4ecc-42ed-9526-ff434ab60031", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 1.002421184131938, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 0.02 of boiler (heat)", "type": "scatter", "uid": "78a98c40-0fbc-4c62-9317-0ae0c3a60212", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 30.845336154488805 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "1b169494-6755-4129-96f3-01b37c2401ad", "visible": false, "x": [ 2, 5 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 10 }, "mode": "lines", "name": "District heat
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power", "text": "X1: 260.95 of chp (electricity)", "type": "scatter", "uid": "916d58e3-dc02-4d8b-bdf2-5e5aca7e36ef", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 101, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 644.31 of supply_gas (gas)", "type": "scatter", "uid": "6bb9fcc3-abbb-46fe-80b8-99ace4528e42", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Natural gas import", "text": "X1: 644.31 of supply_gas (gas)", "type": "scatter", "uid": "5d0b25cb-5a33-4c3f-9633-1e1a94cfb791", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "chp", "marker": { "color": "#E4AB97", "opacity": 0.6, "size": 33.400000478028666, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 208.76 of chp (heat)", "type": "scatter", "uid": "fe9cd14b-cd0f-4038-8b83-b36c7d759188", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 6.612551747572682, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 36.16 of pv (electricity)", "type": "scatter", "uid": "f6932eef-6ab9-4a0b-b5d2-4948a8c019a5", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Solar photovoltaic...
power", "text": "X2: 36.16 of pv (electricity)", "type": "scatter", "uid": "0c655362-fc17-49b5-82b9-d7eb629b6105", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 3.603305602342266, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 16.77 of supply_gas (gas)", "type": "scatter", "uid": "b164591e-9c65-41af-aa22-d25bed3ac46e", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 3.212809730950104, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 14.26 of boiler (heat)", "type": "scatter", "uid": "7087cbce-e93d-4d9f-aa80-a6945879b7f2", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Natural gas boiler", "text": "X2: 14.26 of boiler (heat)", "type": "scatter", "uid": "6b041950-3069-4fb1-9283-fc8d9dc5f404", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 5.432629410778612, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 28.56 of pv (electricity)", "type": "scatter", "uid": "279fd60e-7ef2-44b1-b2bd-5aa0839efc10", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 1.002848451892538, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 0.02 of supply_gas (gas)", "type": "scatter", "uid": "c495aa53-2988-463f-a606-3f885ff10515", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 1.002421184131938, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 0.02 of boiler (heat)", "type": "scatter", "uid": "6ebd6849-aa67-4882-bca3-d7ef281d9e3d", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 30.854757044027824 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "37fd5963-80f9-4ef2-9ef7-ef454635557d", "visible": false, "x": [ 2, 5 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 10 }, "mode": "lines", "name": "District heat
distribution", "opacity": 0.6, "text": "", "type": "scatter", "uid": "853e72f8-b31d-4ac0-a7ab-d61d43071385", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "marker": { "color": "#823739", "opacity": 0, "symbol": "square" }, "mode": "markers", "name": "heat_pipes:X1", "showlegend": false, "text": "X1->N1: 192.36 by heat_pipes (heat)", "type": "scatter", "uid": "fb2f751d-d161-42a1-ac3a-707db037501b", "visible": false, "x": [ 3.5 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "power_lines", "line": { "color": "#6783E3", "width": 35.28685410470563 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "702fd88b-eb6c-4110-9010-1514f5df93f6", "visible": false, "x": [ 2, 8 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "power_lines", "line": { "color": "#6783E3", "width": 10 }, "mode": "lines", "name": "Electrical power
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power", "text": "X1: 219.65 of chp (electricity)", "type": "scatter", "uid": "fdaa2d32-dfb2-47d9-8386-6d735ad02ab7", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 85.17476957582856, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 542.35 of supply_gas (gas)", "type": "scatter", "uid": "3c07cf92-a929-465a-a8ea-054159d3caaf", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Natural gas import", "text": "X1: 542.35 of supply_gas (gas)", "type": "scatter", "uid": "c1f93bcd-b8ce-4fdb-8412-bd7843876fa9", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "chp", "marker": { "color": "#E4AB97", "opacity": 0.6, "size": 28.272624696919355, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 175.72 of chp (heat)", "type": "scatter", "uid": "1e67d42b-edd5-4563-8946-f9b27e6ca96a", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 7.3224727342461895, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 40.74 of pv (electricity)", "type": "scatter", "uid": "059f3e5d-e29f-4e34-ae09-c2158a63e218", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Solar photovoltaic...
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power", "text": "X1: 218.78 of chp (electricity)", "type": "scatter", "uid": "f8aa9541-098d-4dba-8d35-243ab2468516", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 84.84002534917705, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 540.19 of supply_gas (gas)", "type": "scatter", "uid": "a2f33757-466b-492b-9ed1-fb759083ad79", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Natural gas import", "text": "X1: 540.19 of supply_gas (gas)", "type": "scatter", "uid": "68921e74-748d-41ef-8593-cb7be2f1aec2", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "chp", "marker": { "color": "#E4AB97", "opacity": 0.6, "size": 28.164168064137417, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 175.02 of chp (heat)", "type": "scatter", "uid": "0915e429-3bfe-4f93-9c58-c6f97b260dc9", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 7.289064738940555, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 40.52 of pv (electricity)", "type": "scatter", "uid": "19915677-07a5-41bb-9c00-d49abf2e8db4", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Solar photovoltaic...
power", "text": "X2: 40.52 of pv (electricity)", "type": "scatter", "uid": "79e0f634-283a-4f96-9bc2-7ce6ec0745df", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 5.966919562970677, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 32.00 of pv (electricity)", "type": "scatter", "uid": "2dd00555-c19e-4d8b-8ee6-914f77686512", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 23.249452955949984 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "b1f1a1ae-c9a0-4d97-aec0-f8516ebbed9d", "visible": false, "x": [ 2, 5 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 10 }, "mode": "lines", "name": "District heat
distribution", "opacity": 0.6, "text": "", "type": "scatter", "uid": "55e30109-a029-45c3-a26b-5fae7ae97e53", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "marker": { "color": "#823739", "opacity": 0, "symbol": "square" }, "mode": "markers", "name": "heat_pipes:X1", "showlegend": false, "text": "X1->N1: 143.36 by heat_pipes (heat)", "type": "scatter", "uid": "de4206d1-16a5-4614-b46c-67f0596bae37", "visible": false, "x": [ 3.5 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "power_lines", "line": { "color": "#6783E3", "width": 29.25828875703127 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "0f8f2669-e454-45a5-88a8-fdc2f248390a", "visible": false, "x": [ 2, 8 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "power_lines", "line": { "color": "#6783E3", "width": 10 }, "mode": "lines", "name": "Electrical power
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power", "text": "X1: 209.69 of chp (electricity)", "type": "scatter", "uid": "2ba9066d-b0ed-421b-aa72-92e537163bf5", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 81.35884835631786, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 517.76 of supply_gas (gas)", "type": "scatter", "uid": "51cb2609-b4c7-4312-80ec-a9361d558bf8", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Natural gas import", "text": "X1: 517.76 of supply_gas (gas)", "type": "scatter", "uid": "7ec26bbe-3e94-43d1-b080-21899f7bbddf", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "chp", "marker": { "color": "#E4AB97", "opacity": 0.6, "size": 27.0362671964797, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 167.76 of chp (heat)", "type": "scatter", "uid": "dda00a53-0740-4280-af3b-daf810b8bcf6", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 6.261767331251188, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 33.90 of pv (electricity)", "type": "scatter", "uid": "41858fe2-520f-47cd-a4ae-a583cd12e399", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Solar photovoltaic...
power", "text": "X2: 33.90 of pv (electricity)", "type": "scatter", "uid": "c350e443-bddd-4359-8c50-9a1ffbccdbae", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 5.155590072604949, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 26.77 of pv (electricity)", "type": "scatter", "uid": "dd8dd180-730d-41f7-889f-4e643510ab93", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 22.374513060682034 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "c1e77bd5-3854-418c-92c1-c989acf2f58c", "visible": false, "x": [ 2, 5 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 10 }, "mode": "lines", "name": "District heat
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power", "text": "X1: 185.18 of chp (electricity)", "type": "scatter", "uid": "f64de22b-f6bf-4464-9096-47e4c8325a53", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 71.9657620817515, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 457.24 of supply_gas (gas)", "type": "scatter", "uid": "ca213719-eeb7-43a2-99f5-ff46c25e997c", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Natural gas import", "text": "X1: 457.24 of supply_gas (gas)", "type": "scatter", "uid": "22d5bb04-c529-4017-a9f6-7d5a108641e5", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "chp", "marker": { "color": "#E4AB97", "opacity": 0.6, "size": 23.992907032442613, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 148.15 of chp (heat)", "type": "scatter", "uid": "234a3477-7273-41c1-9aac-8517af583a08", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 5.159301778920033, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 26.80 of pv (electricity)", "type": "scatter", "uid": "01610ad5-3d11-4ae6-8d3e-8b64b21c5c70", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Solar photovoltaic...
power", "text": "X2: 26.80 of pv (electricity)", "type": "scatter", "uid": "e9fb63b4-fbd2-43e8-9d52-63d5be9ecc6c", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 4.284895009773436, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 21.16 of pv (electricity)", "type": "scatter", "uid": "4912f590-bdf8-4171-9c77-6fdb7a422b07", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 20.91943106270288 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "f8d26097-d4bb-41a8-be2f-2dce6a19a6d8", "visible": false, "x": [ 2, 5 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 10 }, "mode": "lines", "name": "District heat
distribution", "opacity": 0.6, "text": "", "type": "scatter", "uid": "82519340-6ef6-4f35-8a2d-b52caf5ed543", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "marker": { "color": "#823739", "opacity": 0, "symbol": "square" }, "mode": "markers", "name": "heat_pipes:X1", "showlegend": false, "text": "X1->N1: 128.34 by heat_pipes (heat)", "type": "scatter", "uid": "abcf2937-9ef5-41b3-9bbe-f171584a6820", "visible": false, "x": [ 3.5 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "power_lines", "line": { "color": "#6783E3", "width": 27.280713671338813 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "9d6dd77c-923b-4b50-8313-64587fa943fd", "visible": false, "x": [ 2, 8 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "power_lines", "line": { "color": "#6783E3", "width": 10 }, "mode": "lines", "name": "Electrical power
distribution", "opacity": 0.6, "text": "", "type": "scatter", "uid": "c0cd6689-6ca7-4325-98ec-30148a5f2f2b", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "power_lines", "marker": { "color": "#6783E3", "opacity": 0, "symbol": "square" }, "mode": "markers", "name": "power_lines:X1", "showlegend": false, "text": "X1->X2: 169.33 by power_lines (electricity)", "type": "scatter", "uid": "c34ac588-bde3-4f9b-a1e3-a8feedf17eb2", "visible": false, "x": [ 5 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 17.91717360338766 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "50b848b5-dda3-4fd1-820a-46116b64c022", "visible": false, "x": [ 5, 8 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "marker": { "color": "#823739", "opacity": 0, "symbol": "square" }, "mode": "markers", "name": "heat_pipes:N1", "showlegend": false, "text": "N1->X2: 109.00 by heat_pipes (heat)", "type": "scatter", "uid": "29e9c896-d870-42b8-b6b1-28f68637b5ee", "visible": false, "x": [ 6.5 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "power_lines", "line": { "color": "#6783E3", "width": 2.7847721579593565 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "ae1a5e4a-9cc5-4678-906d-cc3bad52feb3", "visible": false, "x": [ 2, 5 ], "y": [ 7, 3 ] }, { "hoverinfo": "text", "legendgroup": "power_lines", "marker": { "color": "#6783E3", "opacity": 0, "symbol": "square" }, "mode": "markers", "name": "power_lines:X1", "showlegend": false, "text": "X1->X3: 11.50 by power_lines (electricity)", "type": "scatter", "uid": "358ec33d-262f-4325-a400-28d088eee469", "visible": false, "x": [ 3.5 ], "y": [ 5 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 1.2181687116179263 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "14cb42d6-6857-4e00-9fbe-7cb32ff61609", "visible": false, "x": [ 5, 5 ], "y": [ 7, 3 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "marker": { "color": "#823739", "opacity": 0, "symbol": "square" }, "mode": "markers", "name": "heat_pipes:N1", "showlegend": false, "text": "N1->X3: 1.41 by heat_pipes (heat)", "type": "scatter", "uid": "5756f576-2562-4a6c-ac97-f4dfacf3268f", "visible": false, "x": [ 5 ], "y": [ 5 ] }, { "hoverinfo": "text", "legendgroup": "chp", "marker": { "color": "#E4AB97", "opacity": 0.6, "size": 31.581626009216674, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 197.04 of chp (electricity)", "type": "scatter", "uid": "7983619a-eaa5-4208-9c77-1ac95d74d0ef", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "chp", "marker": { "color": "#E4AB97", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Combined heat and
power", "text": "X1: 197.04 of chp (electricity)", "type": "scatter", "uid": "b84a3b3f-9b0a-4a84-8747-936daf678a3d", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 76.51018811778124, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 486.52 of supply_gas (gas)", "type": "scatter", "uid": "8fe9b40b-a267-4ea7-85ef-5bfcf0b58e6e", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Natural gas import", "text": "X1: 486.52 of supply_gas (gas)", "type": "scatter", "uid": "ecb6a529-a9a7-4b47-822f-8ff7860ae627", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "chp", "marker": { "color": "#E4AB97", "opacity": 0.6, "size": 25.465300496965117, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 157.63 of chp (heat)", "type": "scatter", "uid": "8868ef69-5285-4acd-bfd3-bad5f02a897d", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 4.766757213262384, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 24.27 of pv (electricity)", "type": "scatter", "uid": "cc56ddac-43c3-49c8-a1df-b200125ee0fa", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Solar photovoltaic...
power", "text": "X2: 24.27 of pv (electricity)", "type": "scatter", "uid": "5db8680a-7f7a-4295-a5f1-9159b40796e1", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 3.97487479800767, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 19.17 of pv (electricity)", "type": "scatter", "uid": "2a91b545-bcf5-4505-a0d8-366aacbaa60a", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 21.992970138434153 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "518ce3c9-58a6-4baf-8cf0-6b373ed3f951", "visible": false, "x": [ 2, 5 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 10 }, "mode": "lines", "name": "District heat
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power", "text": "X1: 196.20 of chp (electricity)", "type": "scatter", "uid": "bf444a19-6131-4d39-9b12-257737862d2c", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 76.18736822297952, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 484.44 of supply_gas (gas)", "type": "scatter", "uid": "1a2973a4-8074-4d4e-9d44-7c21fde02785", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Natural gas import", "text": "X1: 484.44 of supply_gas (gas)", "type": "scatter", "uid": "9406a109-0ebc-4a55-a8ab-71368648d69f", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "chp", "marker": { "color": "#E4AB97", "opacity": 0.6, "size": 25.36070689450651, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 156.96 of chp (heat)", "type": "scatter", "uid": "a6c3cd52-a179-4a94-9a9f-5cd4b0297b25", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 3.255043097620763, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 14.53 of pv (electricity)", "type": "scatter", "uid": "a3a61e81-81d1-4c0d-a848-ebee8b176222", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Solar photovoltaic...
power", "text": "X2: 14.53 of pv (electricity)", "type": "scatter", "uid": "ca7cc400-ba1b-4205-ac5e-f554cb234085", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "pv", "marker": { "color": "#F9D956", "opacity": 0.6, "size": 2.7809671739735498, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 11.47 of pv (electricity)", "type": "scatter", "uid": "cc2bde0a-99e3-467d-9951-d3e7d1a3c6c3", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 21.24298817703196 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "055e2d73-94b0-4163-9c87-48baf7241900", "visible": false, "x": [ 2, 5 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 10 }, "mode": "lines", "name": "District heat
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power", "text": "X1: 229.89 of chp (electricity)", "type": "scatter", "uid": "ee6f155b-acf4-49f0-926d-08741e6cb03a", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 89.09750071250329, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 567.62 of supply_gas (gas)", "type": "scatter", "uid": "1be9cd95-e1bd-4a4b-aec4-a672bda83cba", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Natural gas import", "text": "X1: 567.62 of supply_gas (gas)", "type": "scatter", "uid": "69d0da8e-eeb8-4f3b-a362-3d51cc0671aa", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "chp", "marker": { "color": "#E4AB97", "opacity": 0.6, "size": 29.543591162075728, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X1: 183.91 of chp (heat)", "type": "scatter", "uid": "5cbf95d5-7008-48d8-8791-92a847b11278", "visible": false, "x": [ 2 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 16.713381029522573, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 101.24 of supply_gas (gas)", "type": "scatter", "uid": "2a8ddb5c-a3f3-42da-85e0-a93d8535a26e", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 14.356374418308572, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X2: 86.06 of boiler (heat)", "type": "scatter", "uid": "f1970b88-2b16-495a-acdc-a772e180415a", "visible": false, "x": [ 8 ], "y": [ 7 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 10, "symbol": "circle-dot" }, "mode": "markers", "name": "Natural gas boiler", "text": "X2: 86.06 of boiler (heat)", "type": "scatter", "uid": "f31578d0-67b5-4235-b16d-6977b019a199", "visible": false, "x": [ null ], "y": [ null ] }, { "hoverinfo": "text", "legendgroup": "supply_gas", "marker": { "color": "#C98AAD", "opacity": 0.6, "size": 1.002848451892538, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 0.02 of supply_gas (gas)", "type": "scatter", "uid": "43243d93-f5b4-45bc-b7a8-644d76307723", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "boiler", "marker": { "color": "#8E2999", "opacity": 0.6, "size": 1.002421184131938, "symbol": "circle-dot" }, "mode": "markers", "showlegend": false, "text": "X3: 0.02 of boiler (heat)", "type": "scatter", "uid": "61265db2-74a5-4eff-9a70-49b0e0e64c6a", "visible": false, "x": [ 5 ], "y": [ 3 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 27.380626317809007 }, "mode": "lines", "opacity": 0.6, "showlegend": false, "text": "", "type": "scatter", "uid": "12d413f6-001e-42db-962d-0093d4d10fd9", "visible": false, "x": [ 2, 5 ], "y": [ 7, 7 ] }, { "hoverinfo": "text", "legendgroup": "heat_pipes", "line": { "color": "#823739", "width": 10 }, "mode": "lines", "name": "District heat
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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Transmission plots give us a static picture of installed capacity along links. \n", "# If we want timeseries data on energy flows at locations and along links\n", "# we can use energy flow plotting. We only show the first day here, to improve loading speed.\n", "\n", "model.plot.flows(timestep_index_subset=[0, 24])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "---" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "See the [Calliope documentation](https://calliope.readthedocs.io/) for more details on setting up and running a Calliope model." ] } ], "metadata": { "kernelspec": { "display_name": "Python [conda env:calliope-dev]", "language": "python", "name": "conda-env-calliope-dev-py" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.12" } }, "nbformat": 4, "nbformat_minor": 4 }