diff --git a/.gitignore b/.gitignore index 9ab7094..c1feb61 100644 --- a/.gitignore +++ b/.gitignore @@ -1,160 +1,161 @@ -.DS_Store -.bw2data/ -.build/ -.claude/ -claude.md -docs_local/ -visualizations/ -media/ -conda-out/ - -# Byte-compiled / optimized / DLL files -__pycache__/ -*.py[cod] -*$py.class - -# C extensions -*.so - -# IDE -.vscode -# Distribution / packaging -.Python -build/ -develop-eggs/ -dist/ -downloads/ -eggs/ -.eggs/ -lib/ -lib64/ -parts/ -sdist/ -var/ -wheels/ -pip-wheel-metadata/ -share/python-wheels/ -*.egg-info/ -.installed.cfg -*.egg -MANIFEST - -# PyInstaller -# Usually these files are written by a python script from a template -# before PyInstaller builds the exe, so as to inject date/other infos into it. -*.manifest -*.spec - -# Installer logs -pip-log.txt -pip-delete-this-directory.txt - -# Unit test / coverage reports -htmlcov/ -.tox/ -.nox/ -.coverage -.coverage.* -.cache -nosetests.xml -coverage.xml -*.cover -*.py,cover -.hypothesis/ -.pytest_cache/ - -# Translations -*.mo -*.pot - -# Django stuff: -*.log -local_settings.py -db.sqlite3 -db.sqlite3-journal - -# Flask stuff: -instance/ -.webassets-cache - -# Scrapy stuff: -.scrapy - -# Sphinx documentation -_build/ - -# PyBuilder -target/ - -# Jupyter Notebook -.ipynb_checkpoints - -# IPython -profile_default/ -ipython_config.py - -# pyenv -.python-version - -# pipenv -# According to pypa/pipenv#598, it is recommended to include Pipfile.lock in version control. -# However, in case of collaboration, if having platform-specific dependencies or dependencies -# having no cross-platform support, pipenv may install dependencies that don't work, or not -# install all needed dependencies. -#Pipfile.lock - -# PEP 582; 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used by e.g. github.com/David-OConnor/pyflow +__pypackages__/ + +# Celery stuff +celerybeat-schedule +celerybeat.pid + +# SageMath parsed files +*.sage.py + +# Environments +.env +.venv +env/ +venv/ +ENV/ +env.bak/ +venv.bak/ + +# Spyder project settings +.spyderproject +.spyproject + +# Rope project settings +.ropeproject + +# mkdocs documentation +/site + +# mypy +.mypy_cache/ +.dmypy.json +dmypy.json + +# Pyre type checker +.pyre/ + +# sensitive files +notebooks/import_ecoinvent.ipynb +notebooks/premise_usage.ipynb +notebooks/results + +# Generated plot files +notebooks/plots/figs/*.png +notebooks/data/premise_database_setup.ipynb + +# Local ethylene case-study research exports (contains unfinished price research) +notebooks/data/ethylene_case_study_local/ + +# Local Codex analysis artifacts and generated dependencies +/.tmp-xlsx-analysis/ +.tmp-*.xlsx +node_modules/ +work/ +tmp +notebooks/paper/plots/figs/*.png diff --git a/CHANGES.md b/CHANGES.md index 91194f7..36dd765 100644 --- a/CHANGES.md +++ b/CHANGES.md @@ -1,33 +1,80 @@ -# `optimex` Changelog - -All notable changes to this project will be documented in this file. - -The format is based on [Keep a Changelog](https://keepachangelog.com/en/1.0.0/), -and this project adheres to [Semantic Versioning](https://semver.org/spec/v2.0.0.html). - +# `optimex` Changelog + +All notable changes to this project will be documented in this file. + +The format is based on [Keep a Changelog](https://keepachangelog.com/en/1.0.0/), +and this project adheres to [Semantic Versioning](https://semver.org/spec/v2.0.0.html). + ## [Unreleased] + +## [0.7.0] - 2026-08-20 +* Fixed under-counting of installation impacts. One installed unit now delivers its + production temporal distribution over its whole lifetime instead of in every + operating year, so a process with an n-year operation window no longer amortizes + its construction and end-of-life impacts over n times the output it actually + delivers. Optimization results change for any process whose operation window spans + more than one time step ([#61](https://github.com/RWTH-LTT/optimex/pull/61)) +* `var_installation` and `var_operation` both count process units now, so + `OperationCapacity` compares them directly. `existing_capacity` and the deployment + and operation limits are in the same units: values calibrated as an annual capacity + need multiplying by the number of operating years + ([#61](https://github.com/RWTH-LTT/optimex/pull/61)) +* Postprocessing capacity outputs (`get_production_capacity`, `plot_capacity_balance`, + `plot_utilization_heatmap`) now report annual capacity, directly comparable with + production. `get_installation` reports installed units, a lifetime quantity + ([#61](https://github.com/RWTH-LTT/optimex/pull/61)) + +## [0.6.0] - 2026-08-20 +* Sped up the whole pipeline a lot: the `notebooks/methanol_and_iron.ipynb` case + study goes from 613 s to 44 s end to end + ([#64](https://github.com/RWTH-LTT/optimex/pull/64)) +* **Changed results**: `background_inventory.cutoff` now defaults to `None`. The old + default truncated background inventories before aggregating them, biasing flow + amounts low by up to 30% ([#64](https://github.com/RWTH-LTT/optimex/pull/64)) +* Background databases are now calculated in parallel by default, and elementary + flows without a characterization factor are dropped from the optimization model. + See `background_inventory.retain_flows` and `restrict_to_characterized_flows` + ([#64](https://github.com/RWTH-LTT/optimex/pull/64)) +* Building and solving the model is much faster too: on the same case study, model + build 103.6 s to 1.7 s, solve wall clock 55.7 s to 0.1 s and + `PostProcessor.get_dynamic_inventory()` 19.8 s to 0.2 s, with identical results + ([#64](https://github.com/RWTH-LTT/optimex/pull/64)) +* `get_dynamic_inventory()` no longer returns rows whose amount is exactly zero + ([#64](https://github.com/RWTH-LTT/optimex/pull/64)) +* Flow limits that cannot take effect are now reported: naming a flow that is not in + the model raises in `ModelInputManager.override()` (pointing at `retain_flows`), and + `create_model()` warns about limits it has to ignore or that can never bind + ([#64](https://github.com/RWTH-LTT/optimex/pull/64)) +* Background inventories are cached on disk per (project, database, activity), so a + new session reuses them instead of rebuilding every technosphere matrix. Switch it + off with `background_inventory.use_disk_cache` and clear it with + `lca_processor.clear_lca_caches(include_disk=True)` + ([#64](https://github.com/RWTH-LTT/optimex/pull/64)) + +## [0.5.0] - 2026-08-18 * Added foreground_db_name argument to LCAConfig -* Fixed under-counting of installation impacts: one installed unit now delivers its production over its whole lifetime, not in every operating year (changes results for processes with multi-year operation windows) -* Postprocessing capacity outputs (`get_production_capacity`, `plot_capacity_balance`, `plot_utilization_heatmap`) now report annual capacity, comparable with production +* Fixed `LCAConfig.foreground_db_name` being ignored by `LCADataProcessor`, which + silently fell back to the database named "foreground". A config naming a + non-existent database now raises instead of falling back. ## [0.4.2] - 2026-04-27 -* Fix conda publish workflow - -## [0.4.1] - 2026-04-27 -* Convert to src package layout and use absolute imports - -## [0.4.0] - 2026-04-21 -* Added Vintage-dependent foreground parameters: Model how process characteristics change based on installation year (vintage). Supports two approaches: - - Explicit values per vintage via `foreground_*_vintages` fields - - Scaling factors via `vintage_improvements` field - -## [0.3.0] - 2025-07-04 -* Fixed an issue with process installation scaling - -## [0.2.0] - 2025-05-28 -* Introduced automatic testing -* Differentiation between capacity installment and actual operation -* Improved user-facing API - -## [0.1.0] - 2025-02-27 -* Initial release. +* Fix conda publish workflow + +## [0.4.1] - 2026-04-27 +* Convert to src package layout and use absolute imports + +## [0.4.0] - 2026-04-21 +* Added Vintage-dependent foreground parameters: Model how process characteristics change based on installation year (vintage). Supports two approaches: + - Explicit values per vintage via `foreground_*_vintages` fields + - Scaling factors via `vintage_improvements` field + +## [0.3.0] - 2025-07-04 +* Fixed an issue with process installation scaling + +## [0.2.0] - 2025-05-28 +* Introduced automatic testing +* Differentiation between capacity installment and actual operation +* Improved user-facing API + +## [0.1.0] - 2025-02-27 +* Initial release. diff --git a/docs/content/constraints.md b/docs/content/constraints.md index 7c64f5d..0b236a7 100644 --- a/docs/content/constraints.md +++ b/docs/content/constraints.md @@ -234,6 +234,19 @@ model_inputs.cumulative_flow_limits_max = { } ``` +!!! warning "Constraining an elementary flow" + Elementary flows without a characterization factor in any of your impact + categories are dropped during LCA processing, since they cannot affect any + impact. To constrain such a flow, list it in + `LCAConfig.background_inventory.retain_flows`. See + [Background Inventory](optimization_setup.md#background-inventory). + + Setting the limit through `ModelInputManager.override()` raises if the flow is + not in the model. Assigning it to an existing `OptimizationModelInputs` + skips that check, so `create_model()` logs a warning instead — for flows it + has to ignore, for years outside the horizon, and for flows no process + exchanges, whose limit could never bind. + --- ## Process Coupling diff --git a/docs/content/examples/methanol_and_iron.md b/docs/content/examples/methanol_and_iron.md index 4b31b2d..2a098dc 100644 --- a/docs/content/examples/methanol_and_iron.md +++ b/docs/content/examples/methanol_and_iron.md @@ -25,9 +25,19 @@ Intermediate products (hydrogen, captured CO2) create cross-linkages between the ```python import bw2data as bd -bd.projects.set_current("optimex_remind") +bd.projects.set_current("ei312_REMIND_EU") ``` + /Users/timodiepers/Documents/Coding/optimex/.venv/lib/python3.13/site-packages/bw2calc/__init__.py:53: UserWarning: + It seems like you have an ARM architecture, but haven't installed scikit-umfpack: + + https://pypi.org/project/scikit-umfpack/ + + Installing it could give you much faster calculations. + + warnings.warn(UMFPACK_WARNING) + + ## Background Inputs from ecoinvent/premise Retrieve background processes (electricity, heat, water, infrastructure, raw materials) and biosphere flows from the premise-modified ecoinvent databases. @@ -968,6 +978,21 @@ method_water_use = ( ) ``` +### Configuring the LCA processing + +Two settings of `background_inventory` are worth knowing about: + +- **Uncharacterized flows are dropped.** An elementary flow without a + characterization factor in *any* of the configured categories contributes exactly + zero impact, so it is removed to keep the optimization model small. Flows that are + constrained directly must be listed in `retain_flows` — here iridium, which is + capped further down but has no characterization factor. Set + `restrict_to_characterized_flows=False` to keep every flow instead. +- **Background databases are processed in parallel** (one process each) by default. + In a notebook this needs no extra setup; a plain script has to guard its entry + point with `if __name__ == "__main__":`, or use `calculation_method="sequential"`. + + ```python from optimex import lca_processor @@ -998,6 +1023,15 @@ lca_config = lca_processor.LCAConfig( "brightway_method": method_water_use, }, ], + background_inventory={ + # Elementary flows without a characterization factor in any of the four + # categories above are dropped: they cannot affect any impact, and keeping + # them only inflates the optimization model. Iridium is constrained further + # down (`cumulative_flow_limits_max`), so it has to be retained explicitly. + "retain_flows": [ + bd.get_node(database="ecoinvent-3.12-biosphere", name="Iridium")["code"] + ], + }, ) ``` @@ -1010,10 +1044,31 @@ manager = converter.ModelInputManager() optimization_model_inputs = manager.parse_from_lca_processor(lca_data_processor) ``` + 2026-08-20 19:24:04.798 | INFO | optimex.lca_processor:_parse_demand:857 - Identified demand in system time range of %s for products %s + 2026-08-20 19:24:04.811 | INFO | optimex.lca_processor:_construct_foreground_tensors:1116 - Constructed foreground tensors. + 2026-08-20 19:24:04.811 | INFO | optimex.lca_processor:log_tensor_dimensions:1111 - Technosphere (external) shape: (7 processes, 20 flows, 26 years) with 577 total entries. + 2026-08-20 19:24:04.812 | INFO | optimex.lca_processor:log_tensor_dimensions:1111 - Internal demand shape: (2 processes, 2 flows, 26 years) with 58 total entries. + 2026-08-20 19:24:04.812 | INFO | optimex.lca_processor:log_tensor_dimensions:1111 - Biosphere shape: (6 processes, 4 flows, 26 years) with 292 total entries. + 2026-08-20 19:24:04.812 | INFO | optimex.lca_processor:log_tensor_dimensions:1111 - Production shape: (7 processes, 4 flows, 26 years) with 171 total entries. + 2026-08-20 19:24:04.821 | INFO | optimex.lca_processor:_load_disk_cache:138 - Loaded 21 cached inventories from /Users/timodiepers/Library/Application Support/Brightway3/ei312_REMIND_EU.8c045fb1/optimex-inventory-cache/ei312_REMIND-EU_SSP2_NDC_2020.4b25afb91576b1b2.pickle + 2026-08-20 19:24:04.830 | INFO | optimex.lca_processor:_load_disk_cache:138 - Loaded 21 cached inventories from /Users/timodiepers/Library/Application Support/Brightway3/ei312_REMIND_EU.8c045fb1/optimex-inventory-cache/ei312_REMIND-EU_SSP2_NDC_2030.d557329a8bda366f.pickle + 2026-08-20 19:24:04.840 | INFO | optimex.lca_processor:_load_disk_cache:138 - Loaded 21 cached inventories from /Users/timodiepers/Library/Application Support/Brightway3/ei312_REMIND_EU.8c045fb1/optimex-inventory-cache/ei312_REMIND-EU_SSP2_NDC_2040.740ac599ed976716.pickle + 2026-08-20 19:24:04.849 | INFO | optimex.lca_processor:_load_disk_cache:138 - Loaded 21 cached inventories from /Users/timodiepers/Library/Application Support/Brightway3/ei312_REMIND_EU.8c045fb1/optimex-inventory-cache/ei312_REMIND-EU_SSP2_NDC_2050.020a2aa9f4b0db85.pickle + 2026-08-20 19:24:04.857 | INFO | optimex.lca_processor:_load_disk_cache:138 - Loaded 21 cached inventories from /Users/timodiepers/Library/Application Support/Brightway3/ei312_REMIND_EU.8c045fb1/optimex-inventory-cache/ei312_REMIND-EU_SSP2_NDC_2075.a1b1a99a87ca5c02.pickle + 2026-08-20 19:24:04.868 | INFO | optimex.lca_processor:_load_disk_cache:138 - Loaded 21 cached inventories from /Users/timodiepers/Library/Application Support/Brightway3/ei312_REMIND_EU.8c045fb1/optimex-inventory-cache/ei312_REMIND-EU_SSP2_NDC_2100.1f5607d4bf5daeeb.pickle + 2026-08-20 19:24:04.931 | INFO | optimex.lca_processor:_prepare_background_inventory:1414 - Computed background inventory using method: parallel + 2026-08-20 19:24:05.217 | INFO | optimex.lca_processor:_construct_characterization_tensor:1677 - Dynamic CRF characterization for climate_change completed. + 2026-08-20 19:24:05.219 | INFO | optimex.lca_processor:_construct_characterization_tensor:1593 - Static characterization for method particulate_matter completed. + 2026-08-20 19:24:05.220 | INFO | optimex.lca_processor:_construct_characterization_tensor:1593 - Static characterization for method land_use completed. + 2026-08-20 19:24:05.221 | INFO | optimex.lca_processor:_construct_characterization_tensor:1593 - Static characterization for method water_use completed. + 2026-08-20 19:24:05.237 | INFO | optimex.lca_processor:_prune_uncharacterized_flows:1460 - Dropped 2563 elementary flows without characterization factors; 231 flows remain. Use `retain_flows` to keep specific flows (e.g. for flow limits). + 2026-08-20 19:24:05.238 | INFO | optimex.lca_processor:_construct_mapping_matrix:1512 - Constructed mapping matrix for background databases based on linear interpolation. + + ```python manager.save( - "data/model_inputs_2050.json" + "data/2026-05-28_model_inputs_2050.json" ) # if you want to save the model inputs to a file ``` @@ -1023,6 +1078,14 @@ We run multiple scenarios to demonstrate different `optimex` features. All scena The model inputs can be saved and reloaded to avoid re-running the LCA processing step. +!!! note "Unit convention" + + `var_installation`, `var_operation` and `existing_capacity` all count **process units**. One unit delivers its full production temporal distribution over its whole lifetime, so its *annual* output is the per-step entry, not the sum over the operation window. Anything calibrated as an annual capacity, like the brownfield fleet below, has to be multiplied by the number of operating years. Use `PostProcessor.get_production_capacity()` to convert installed units back into an annual capacity comparable with production. + +!!! warning "Solver choice" + + These scenarios are solved with Gurobi. The installation decisions carry objective coefficients around `1e-9`–`1e-5`, which is at or below GLPK's default optimality tolerance: GLPK reports `optimal` but returns a solution that is a few tenths of a percent off and schedules deployment more or less arbitrarily. Use Gurobi, CPLEX or HiGHS here; `glpsol --exact` also works but is slow. + ```python @@ -1031,7 +1094,7 @@ from optimex import converter manager = converter.ModelInputManager() _ = manager.load_inputs( - "data/paper/model_inputs_2050_paper.json" + "data/2026-05-28_model_inputs_2050.json" ) # if you want to load the model inputs from a file ``` @@ -1042,11 +1105,25 @@ Baseline scenario: background databases are frozen at 2020 (no technological pro ```python +# Lifetimes in TIME STEPS, i.e. the number of operating years each unit delivers +# (`operation_time_limits` is inclusive, so (0, 25) is 26 steps). +LIFETIME_BLAST_FURNACE = 26 +LIFETIME_NG_REFORMING = 26 + +# Brownfield capacity, expressed the way plant data usually comes: annual output. +ANNUAL_EXISTING_CAPACITY = 0.5e6 # kg/year per vintage + +# `existing_capacity` counts PROCESS UNITS, and one unit delivers its whole +# production temporal distribution over its entire lifetime (optimex >= 0.7.0). +# An annual capacity therefore has to be multiplied by the number of operating +# years to become a unit count. Skipping this conversion silently shrinks the +# brownfield fleet by a factor of the lifetime, and the optimizer replaces the +# missing capacity with new build. existing_capacities = { - ("Blast furnace", 2005): 0.5e6, - ("Blast furnace", 2015): 0.5e6, - ("Natural gas reforming", 2005): 0.5e6, - ("Natural gas reforming", 2015): 0.5e6, + ("Blast furnace", 2005): ANNUAL_EXISTING_CAPACITY * LIFETIME_BLAST_FURNACE, + ("Blast furnace", 2015): ANNUAL_EXISTING_CAPACITY * LIFETIME_BLAST_FURNACE, + ("Natural gas reforming", 2005): ANNUAL_EXISTING_CAPACITY * LIFETIME_NG_REFORMING, + ("Natural gas reforming", 2015): ANNUAL_EXISTING_CAPACITY * LIFETIME_NG_REFORMING, } no_background_evolution_mapping = { @@ -1071,11 +1148,6 @@ model_baseline = optimizer.create_model( ) ``` - 2026-02-11 11:19:16.373 | INFO | optimex.optimizer:create_model:116 - Creating sets - 2026-02-11 11:19:16.374 | INFO | optimex.optimizer:create_model:158 - Creating parameters - 2026-02-11 11:19:16.519 | INFO | optimex.optimizer:create_model:448 - Creating variables - - ```python m_baseline, obj_baseline, results_baseline = optimizer.solve_model( @@ -1083,11 +1155,6 @@ m_baseline, obj_baseline, results_baseline = optimizer.solve_model( ) ``` - 2026-02-11 11:21:21.815 | INFO | optimex.optimizer:solve_model:1113 - Solver [gurobi] termination: optimal - 2026-02-11 11:22:08.049 | INFO | optimex.optimizer:solve_model:1127 - Objective (scaled): 2778 - 2026-02-11 11:22:08.052 | INFO | optimex.optimizer:solve_model:1128 - Objective (real): 4.62873e-06 - - ```python from optimex import postprocessing @@ -1101,40 +1168,54 @@ pp_baseline.plot_capacity_balance(detailed=True) ``` - -![png](methanol_and_iron_files/output_48_0.png) - - - - ```python pp_baseline.plot_impacts() ``` - -![png](methanol_and_iron_files/output_49_0.png) - - - - ```python pp_baseline.get_characterized_dynamic_inventory( base_lcia_method=method_climate_change ) -pp_baseline.df_dynamic_inventory.to_excel( - "data/paper/dynamic_inventory_no_evolution.xlsx" -) -pp_baseline.df_characterized_inventory.to_excel( - "data/paper/characterized_inventory_no_evolution.xlsx" -) -pp_baseline.df_production.to_excel("data/paper/production_no_evolution.xlsx") -pp_baseline.df_demand.to_excel("data/paper/demand_no_evolution.xlsx") -pp_baseline.get_production_capacity().to_excel( - "data/paper/capacity_no_evolution.xlsx" -) -pp_baseline.df_impacts.to_excel("data/paper/impacts_no_evolution.xlsx") +# Optional: export the results to disk, e.g. for external plotting or archiving. +# Not needed to run this notebook - uncomment if you want the files. + +# pp_baseline.df_dynamic_inventory.to_excel( +# "dynamic_inventory_no_evolution.xlsx" +# ) +# pp_baseline.df_characterized_inventory.to_excel( +# "characterized_inventory_no_evolution.xlsx" +# ) +# pp_baseline.df_production.to_excel("production_no_evolution.xlsx") +# pp_baseline.df_demand.to_excel("demand_no_evolution.xlsx") +# pp_baseline.get_production_capacity().to_excel( +# "capacity_no_evolution.xlsx" +# ) +# pp_baseline.df_impacts.to_excel("impacts_no_evolution.xlsx") +``` + + +```python +# Persist the baseline DESIGN (real-unit decision variables) + objective so the +# Scenario can run WITHOUT keeping m_baseline in RAM. +import json as _json +import pyomo.environ as _pyo + +baseline_design = { + "obj_baseline": float(obj_baseline), + "installation": { + f"{p}\t{t}": float(_pyo.value(m_baseline.var_installation[p, t])) + for p in m_baseline.PROCESS + for t in m_baseline.SYSTEM_TIME + }, + "operation": { + f"{p}\t{v}\t{t}": float(_pyo.value(m_baseline.var_operation[p, v, t])) + for (p, v, t) in m_baseline.ACTIVE_VINTAGE_TIME + }, +} +with open("data/baseline_design.json", "w") as _f: + _json.dump(baseline_design, _f) ``` ### Scenario 2: Evolution @@ -1144,7 +1225,7 @@ Background databases evolve according to the REMIND-EU SSP2-NDC scenario (interp ```python -manager.load_inputs("data/paper/model_inputs_2050_paper.json") +manager.load_inputs("data/2026-05-28_model_inputs_2050.json") vintage_improvements = { ("PEM Electrolysis", electricity_lv["code"], 2020): 1, @@ -1186,11 +1267,6 @@ model_evolution = optimizer.create_model( ) ``` - 2026-02-11 11:25:24.863 | INFO | optimex.optimizer:create_model:116 - Creating sets - 2026-02-11 11:25:24.865 | INFO | optimex.optimizer:create_model:158 - Creating parameters - 2026-02-11 11:25:25.014 | INFO | optimex.optimizer:create_model:448 - Creating variables - - ```python m_evolution, obj_evolution, results_evolution = optimizer.solve_model( @@ -1198,11 +1274,6 @@ m_evolution, obj_evolution, results_evolution = optimizer.solve_model( ) ``` - 2026-02-11 11:27:35.494 | INFO | optimex.optimizer:solve_model:1113 - Solver [gurobi] termination: optimal - 2026-02-11 11:28:20.604 | INFO | optimex.optimizer:solve_model:1127 - Objective (scaled): 1090.77 - 2026-02-11 11:28:20.607 | INFO | optimex.optimizer:solve_model:1128 - Objective (real): 1.81746e-06 - - ```python from optimex import postprocessing @@ -1216,44 +1287,31 @@ pp_evolution.plot_capacity_balance(detailed=True) ``` - -![png](methanol_and_iron_files/output_56_0.png) - - - - ```python pp_evolution.plot_impacts() ``` - -![png](methanol_and_iron_files/output_57_0.png) - - - - ```python -pp_evolution.get_characterized_dynamic_inventory(base_lcia_method=method_climate_change) +# Persist evolution objective scalars for the Scenario 4 summary +# so it can run without keeping m_evolution / pp_evolution in RAM. +import json as _json + +_s_evol = pp_evolution.get_impacts()["climate_change"].sum(axis=1) +evolution_results = { + "obj_evolution": float(obj_evolution), + "climate_per_year": {int(y): float(v) for y, v in _s_evol.items()}, +} +with open("data/evolution_results.json", "w") as _f: + _json.dump(evolution_results, _f) -pp_evolution.df_dynamic_inventory.to_excel( - "data/paper/dynamic_inventory_evolution.xlsx" -) -pp_evolution.df_characterized_inventory.to_excel( - "data/paper/characterized_inventory_evolution.xlsx" -) -pp_evolution.df_production.to_excel("data/paper/production_evolution.xlsx") -pp_evolution.df_demand.to_excel("data/paper/demand_evolution.xlsx") -pp_evolution.get_production_capacity().to_excel("data/paper/capacity_evolution.xlsx") -pp_evolution.df_impacts.to_excel("data/paper/impacts_evolution.xlsx") ``` - 2026-02-10 15:44:25.663 | INFO | dynamic_characterization.dynamic_characterization:characterize:108 - No custom dynamic characterization functions provided. Using default dynamic characterization functions. The flows that are characterized are based on the selection of the initially chosen impact category. - - ### Scenario 3: Water Use and Iridium Resource constraint -Adds a maximum annual water use impact limit (300,000 units/year) and a cumulative iridium resource limit (0.125 kg) constrained on top of the climate change objective. This demonstrates how constraints affect deployment decisions. +Adds a maximum annual water use impact limit (300,000 units/year) and a cumulative iridium resource limit (1.125 kg) on top of the climate change objective. This demonstrates how constraints affect deployment decisions. + +The iridium budget is a demonstrative one: it is set to roughly 55% of the iridium the unconstrained Scenario 2 pathway would consume, so the constraint binds without shutting the green route down entirely. @@ -1263,7 +1321,7 @@ iridium = bd.get_node(database="ecoinvent-3.12-biosphere", name="Iridium") ```python -manager.load_inputs("data/paper/model_inputs_2050_paper.json") +manager.load_inputs("data/2026-05-28_model_inputs_2050.json") start_year = 2025 end_year = 2051 # range is exclusive, so this covers up to 2060 @@ -1271,6 +1329,18 @@ reduction_rate = 0 base_water_limit = 300_000 +# Cumulative iridium budget, in kg. All iridium in this system sits in PEM stack +# construction, so this is effectively a cap on how much electrolysis can be built. +# The unconstrained evolution optimum (Scenario 2) consumes ~2.06 kg, so 1.125 kg +# caps the resource at ~55% of the unconstrained requirement: tight enough to bind, +# loose enough to still allow partial green methanol deployment. +# +# This was 0.125 kg before optimex 0.7.0. Installation impacts, and with them the +# stack material demand per kg of hydrogen, were under-counted by the length of the +# PEM operation window (9 steps), so the old budget bought ~9x more electrolysis +# than it actually pays for. +iridium_budget = 1.125 + optimization_model_inputs_constrained = manager.override( existing_capacity=existing_capacities, vintage_improvements=vintage_improvements, @@ -1280,7 +1350,7 @@ optimization_model_inputs_constrained = manager.override( for year in range(start_year, end_year) }, cumulative_flow_limits_max={ - iridium["code"]: 0.125, + iridium["code"]: iridium_budget, }, ) ``` @@ -1296,23 +1366,13 @@ model_constrained = optimizer.create_model( ) ``` - 2026-02-11 11:31:25.100 | INFO | optimex.optimizer:create_model:116 - Creating sets - 2026-02-11 11:31:25.102 | INFO | optimex.optimizer:create_model:158 - Creating parameters - 2026-02-11 11:31:25.250 | INFO | optimex.optimizer:create_model:448 - Creating variables - - ```python m_constrained, obj_constrained, results_constrained = optimizer.solve_model( model_constrained, solver_name="gurobi", tee=False -) # choose solver here, e.g. "gurobi", "cplex", "glpk", etc. +) # any accurate LP solver works here: "gurobi", "cplex", "highs" (not "glpk", see above) ``` - 2026-02-11 11:33:24.088 | INFO | optimex.optimizer:solve_model:1113 - Solver [gurobi] termination: optimal - 2026-02-11 11:34:08.907 | INFO | optimex.optimizer:solve_model:1127 - Objective (scaled): 1765.32 - 2026-02-11 11:34:08.908 | INFO | optimex.optimizer:solve_model:1128 - Objective (real): 2.9414e-06 - - ```python from optimex import postprocessing @@ -1326,41 +1386,158 @@ pp_constrained.plot_capacity_balance(detailed=True) ``` - -![png](methanol_and_iron_files/output_65_0.png) - - +```python +pp_constrained.plot_impacts() +``` ```python -pp_constrained.plot_impacts() +pp_constrained.get_characterized_dynamic_inventory( + base_lcia_method=method_climate_change +) + +# Optional: export the results to disk, e.g. for external plotting or archiving. +# Not needed to run this notebook - uncomment if you want the files. + +# pp_constrained.df_dynamic_inventory.to_excel( +# "dynamic_inventory_constrained.xlsx" +# ) +# pp_constrained.df_characterized_inventory.to_excel( +# "characterized_inventory_constrained.xlsx" +# ) +# pp_constrained.df_production.to_excel("production_constrained.xlsx") +# pp_constrained.df_demand.to_excel("demand_constrained.xlsx") +# pp_constrained.get_production_capacity().to_excel( +# "capacity_constrained.xlsx" +# ) +# pp_constrained.df_impacts.to_excel("impacts_constrained.xlsx") ``` +## Scenario 4: Baseline Design Under Evolution - -![png](methanol_and_iron_files/output_66_0.png) - +How much worse is a portfolio optimized for a **static** background once the world actually **evolves**? We take the optimal design from Scenario 1 (baseline / no evolution — installation and operation decided under a frozen 2020 background) and evaluate its climate impact under the Scenario 2 evolution conditions (evolving REMIND-EU SSP2-NDC background + vintage improvements). + +The design is fully fixed: every `var_installation` and `var_operation` is locked to the baseline optimum, so there are no degrees of freedom left and no re-optimization is needed — we rebuild the evolution-structured model and simply evaluate its objective expression. `var_installation` and `var_operation` are already in real units (see `PostProcessor`), so the variables need no rescaling; only the objective is denormalized (`scaled_obj * fg_scale * cat_scale`), exactly as `solve_model` does. +Comparing this fixed baseline design against the freely-optimized evolution design (Scenario 2) — both under the same evolution conditions — quantifies the penalty of having designed for the wrong background. ```python -pp_constrained.get_characterized_dynamic_inventory( - base_lcia_method=method_climate_change -) +import json +import pyomo.environ as pyo +from optimex import optimizer + +# Load the baseline design from disk (no need for m_baseline in RAM). +with open("data/baseline_design.json") as f: + baseline_design = json.load(f) +obj_baseline = baseline_design["obj_baseline"] -pp_constrained.df_dynamic_inventory.to_excel( - "data/paper/dynamic_inventory_constrained.xlsx" +# Rebuild the evolution-structured model (same as Scenario 2). This is the ONLY +# optimization model that needs to be in RAM for Scenario 4. +manager.load_inputs("data/2026-05-28_model_inputs_2050.json") +optimization_model_inputs_fixed = manager.override( + existing_capacity=existing_capacities, + vintage_improvements=vintage_improvements, ) -pp_constrained.df_characterized_inventory.to_excel( - "data/paper/characterized_inventory_constrained.xlsx" +model_fixed = optimizer.create_model( + optimization_model_inputs_fixed, + name="baseline_design_under_evolution", + objective_category="climate_change", ) -pp_constrained.df_production.to_excel("data/paper/production_constrained.xlsx") -pp_constrained.df_demand.to_excel("data/paper/demand_constrained.xlsx") -pp_constrained.get_production_capacity().to_excel( - "data/paper/capacity_constrained.xlsx" + +# Fix the design to the baseline values (already in real units, see PostProcessor). +for p in model_fixed.PROCESS: + for t in model_fixed.SYSTEM_TIME: + model_fixed.var_installation[p, t].fix(baseline_design["installation"][f"{p}\t{t}"]) +for (p, v, t) in model_fixed.ACTIVE_VINTAGE_TIME: + model_fixed.var_operation[p, v, t].fix(baseline_design["operation"][f"{p}\t{v}\t{t}"]) + +# Denormalize the objective exactly as solve_model does: scaled_obj * fg_scale * cat_scale +scaled_obj = pyo.value(model_fixed.OBJ) +fg_scale = model_fixed.scales["foreground"] +cat_scale = model_fixed.scales["characterization"]["climate_change"] +obj_fixed = scaled_obj * fg_scale * cat_scale +``` + + +```python +from optimex import postprocessing + +pp_fixed = postprocessing.PostProcessor(model_fixed, plot_config={"figsize": (8, 4)}) + +# Load evolution results from disk (no need for m_evolution / pp_evolution in RAM). +with open("data/evolution_results.json") as f: + evolution_results = json.load(f) +obj_evolution = evolution_results["obj_evolution"] + +print(f"Baseline design @ baseline background (Scenario 1): {obj_baseline:.6g}") +print(f"Baseline design @ evolution background (fixed): {obj_fixed:.6g}") +print(f"Evolution-optimized design (Scenario 2): {obj_evolution:.6g}") +``` + + +```python +import pandas as pd + +abs_gap = obj_fixed - obj_evolution +rel_gap = abs_gap / obj_evolution + +summary = pd.DataFrame( + { + "objective (climate_change)": [obj_baseline, obj_fixed, obj_evolution], + "background": ["frozen 2020", "evolution", "evolution"], + "design": ["baseline-optimized", "baseline-optimized", "evolution-optimized"], + }, + index=["baseline", "baseline_design_under_evolution", "evolution_optimum"], +) +print(summary.to_string()) +print( + f"\nUnder evolution conditions, the baseline design causes +{rel_gap * 100:.1f}% " + f"climate impact vs the evolution-optimized design (absolute: {abs_gap:.4e})." ) -pp_constrained.df_impacts.to_excel("data/paper/impacts_constrained.xlsx") +# Optional: summary.to_excel("comparison_baseline_design_under_evolution.xlsx") ``` - 2026-02-10 15:58:56.630 | INFO | dynamic_characterization.dynamic_characterization:characterize:108 - No custom dynamic characterization functions provided. Using default dynamic characterization functions. The flows that are characterized are based on the selection of the initially chosen impact category. +```python +import matplotlib.pyplot as plt + +fig, ax = plt.subplots(figsize=(6, 4)) +labels = ["baseline design\nunder evolution", "evolution-optimized\ndesign"] +values = [obj_fixed, obj_evolution] +bars = ax.bar(labels, values, color=["#d96459", "#588c7e"]) +ax.set_ylabel("Climate change objective (CRF)") +ax.set_title(f"Designing for a static background costs +{rel_gap * 100:.0f}%") +for b, val in zip(bars, values): + ax.text(b.get_x() + b.get_width() / 2, val, f"{val:.3e}", ha="center", va="bottom") +ax.margins(y=0.15) +plt.tight_layout() +plt.show() +``` + + +```python +imp_fixed = pp_fixed.get_impacts() +# Optional: pp_fixed.df_impacts.to_excel("impacts_baseline_under_evolution.xlsx") + +# Quick preview: annual RF (CRF per emission-year). +s_ref = pp_baseline.get_impacts()["climate_change"].sum(axis=1) # baseline design, baseline background +s_fixed = imp_fixed["climate_change"].sum(axis=1) # baseline design, evolution background +s_evol = pd.Series( + {int(y): v for y, v in evolution_results["climate_per_year"].items()} +).sort_index() # evolution-optimized + +fig, ax = plt.subplots(figsize=(8, 4)) +ax.fill_between(s_fixed.index, s_evol.reindex(s_fixed.index).values, s_fixed.values, + where=(s_fixed.values >= s_evol.reindex(s_fixed.index).values), + color="#CC071E", alpha=0.15, label="excess impact") +ax.plot(s_ref.index, s_ref.values, color="#646567", linestyle="--", + label="baseline design, baseline background") +ax.plot(s_fixed.index, s_fixed.values, color="#CC071E", + label="baseline design, evolution background") +ax.plot(s_evol.index, s_evol.values, color="#57AB27", label="evolution-optimized") +ax.set_xlabel("Year"); ax.set_ylabel("Annual RF (CRF per emission-year)") +ax.legend(); ax.grid(alpha=0.3) +plt.tight_layout(); plt.show() + +``` diff --git a/docs/content/optimization_setup.md b/docs/content/optimization_setup.md index 5f1d24a..21b498c 100644 --- a/docs/content/optimization_setup.md +++ b/docs/content/optimization_setup.md @@ -155,6 +155,60 @@ characterization_methods=[ ] ``` +### Background Inventory + +`background_inventory` controls how the inventories of the background databases are +calculated: + +```python +config = lca_processor.LCAConfig( + ..., + background_inventory={ + "calculation_method": "parallel", # default; one process per background database + "retain_flows": [iridium["code"]], # keep flows that carry no impact + }, +) +``` + +| Parameter | Default | Description | +|-----------|---------|-------------| +| `calculation_method` | `"parallel"` | `"parallel"` calculates each background database in its own process, `"sequential"` one after another | +| `n_jobs` | `None` | Worker processes for `"parallel"`; defaults to one per background database, capped by the CPU count | +| `restrict_to_characterized_flows` | `True` | Drop elementary flows that have no characterization factor in any configured category | +| `retain_flows` | `[]` | Elementary flow codes to keep even when they carry no characterization factor | +| `cutoff` | `None` | Optional number of largest elementary flows to keep per intermediate flow. `None` keeps all | +| `use_disk_cache` | `True` | Keep calculated inventories in a cache inside the Brightway project, so a new session does not rebuild them | +| `disk_cache_dir` | `None` | Where that cache lives; defaults to `optimex-inventory-cache` in the current project | +| `path_to_save` / `path_to_load` | `None` | Save or load the whole inventory tensor as a pickle | + +!!! warning "Uncharacterized flows are dropped" + By default, an elementary flow that has **no characterization factor in any of your + configured categories** is removed from the model. Such a flow cannot affect any + impact, and keeping it would only inflate the model (the inventory is expressed per + process, elementary flow and year). + + This matters when you constrain a flow directly, e.g. a resource limit through + [`cumulative_flow_limits_max`](constraints.md). Iridium has no climate change or + water use factor, so it is dropped unless you ask for it: + + ```python + background_inventory={"retain_flows": [iridium["code"]]} + ``` + + Set `restrict_to_characterized_flows=False` to keep every flow instead. The + calculation log reports how many flows were dropped. + +!!! note "Parallel calculation from a script" + Worker processes are spawned, so a **script** using the default + `calculation_method="parallel"` must guard its entry point: + + ```python + if __name__ == "__main__": + main() + ``` + + Notebooks need no guard. Use `"sequential"` if a guard is not an option. + --- ## Processing LCA Data @@ -173,7 +227,21 @@ This step: - Builds interpolation weights between background databases !!! note "Computation Time" - This step can take time for large databases. The results can be saved and reused. + Most of this step is building and factorizing the technosphere matrix of each + background database. Results are cached per (project, database, activity), in + memory for the running session and on disk for the next one, so only the first + run pays for it. On the methanol & iron case study that is ~37 s for the first + run and ~0.3 s afterwards. + + Cache entries carry the database's `modified` token, so editing a background + database invalidates them automatically. To clear them by hand: + + ```python + from optimex import lca_processor + + lca_processor.clear_lca_caches() # this session + lca_processor.clear_lca_caches(include_disk=True) # and the files + ``` --- diff --git a/environment.yml b/environment.yml index 7d5d17a..d9844d4 100644 --- a/environment.yml +++ b/environment.yml @@ -5,7 +5,7 @@ channels: - cmutel - diepers dependencies: - - optimex>=0.4.2 + - optimex>=0.5.0 - glpk # can be replaced with other solvers # - brightway25_nosolver # uncomment for macOS ARM machines # - scikit-umfpack # uncomment for macOS ARM machines diff --git a/notebooks/data/2026-05-28_model_inputs_2050.json b/notebooks/data/2026-05-28_model_inputs_2050.json index f7a11f9..0370e04 100644 --- a/notebooks/data/2026-05-28_model_inputs_2050.json +++ b/notebooks/data/2026-05-28_model_inputs_2050.json @@ -1,786 +1,273 @@ { "PROCESS": [ - "Carbon dioxide hydrogenation to methanol", - "Natural gas reforming", - "Blast furnace with carbon capture", + "direct air carbon capture", "PEM Electrolysis", + "Blast furnace with carbon capture", + "Natural gas reforming", + "Carbon dioxide hydrogenation to methanol", "Blast furnace", - "Direct reduction of iron", - "direct air carbon capture" + "Direct reduction of iron" ], "PRODUCT": [ "methanol", "pig iron", - "hydrogen", - "captured CO2" + "captured CO2", + "hydrogen" ], "INTERMEDIATE_FLOW": [ - "39dc63fb53b84294886127100bca8c3d", + "68316f3f624c4d9db909fde0e91afe84", + "508ad93936a84cb786fb9974c29f9cd2", "09370bb4d7f34b18bed6356e828de523", - "d5245d02adb3426daccdbe909ff124da", - "19a88bd5ac5a4a7cbb73dc5e92af338f", + "0acb7564336943da9c2ed1c593f7405a", + "346998e8ff5a42c6b881ed95655bec45", + "39dc63fb53b84294886127100bca8c3d", "c08de56cae4f4e97a62085043c1e8de4", - "68316f3f624c4d9db909fde0e91afe84", - "8ecb5e81423c426784b449b9b967977d", + "8998d7b25182458687ef870f5e50ed51", + "10bdb18d2ccd4aab9828f7744cf69efa", + "33f3503d78064fa3b2b3fa7468473e91", + "640fe7dcf13e442f9da7a8270c829bb6", + "19a88bd5ac5a4a7cbb73dc5e92af338f", "549b3549b77845d094b24fa744a5e58c", "fabc322317eb43d18d9c629b0aa415a2", "c70ce0e0cec540a592a4ea4e1588bdd2", "d8f5f90eaba143c18d124aefe72bb8ba", "dd6f8998dcc74deab015e00da68153c7", "08b0be0cb401461caa19ced45ccd33ca", - "8998d7b25182458687ef870f5e50ed51", - "10bdb18d2ccd4aab9828f7744cf69efa", - "33f3503d78064fa3b2b3fa7468473e91", - "640fe7dcf13e442f9da7a8270c829bb6", - "508ad93936a84cb786fb9974c29f9cd2", - "0acb7564336943da9c2ed1c593f7405a", - "346998e8ff5a42c6b881ed95655bec45" + "8ecb5e81423c426784b449b9b967977d", + "d5245d02adb3426daccdbe909ff124da" ], "ELEMENTARY_FLOW": [ "349b29d1-3e58-4c66-98b9-9d1a076efd2e", "21e46cb8-6233-4c99-bac3-c41d2ab99498", "b967e1bf-f09b-4c89-8740-ace21db47bba", "66020d27-7ae4-4e59-83a3-89214b72c40a", - "00143719-33a7-5738-aa1b-131f97b4fef3", - "001790f3-fd86-4a0d-a2a1-06c7099d90c8", - "0097bf60-3729-40b6-94d0-06bd6146cfc2", - "00d2fef1-e4d4-4a16-8e81-b8cc514e4c25", - "01056d4b-f9b0-4dfc-b8d9-8407c8376efb", - 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"ei312_REMIND-EU_SSP2_NDC_2020", @@ -852,10 +339,10 @@ 2050 ], "CATEGORY": [ - "water_use", "land_use", + "particulate_matter", "climate_change", - "particulate_matter" + "water_use" ], "demand": { "[\"methanol\", 2025]": 1000000.0, @@ -912,17 +399,14 @@ "[\"pig iron\", 2050]": 1000000.0 }, "operation_flow": { - "[\"Carbon dioxide hydrogenation to methanol\", \"methanol\"]": true, - "[\"Carbon dioxide hydrogenation to methanol\", \"hydrogen\"]": true, - "[\"Carbon dioxide hydrogenation to methanol\", \"captured CO2\"]": true, - "[\"Carbon dioxide hydrogenation to methanol\", \"39dc63fb53b84294886127100bca8c3d\"]": true, - "[\"Carbon dioxide hydrogenation to methanol\", \"09370bb4d7f34b18bed6356e828de523\"]": true, - "[\"Carbon dioxide hydrogenation to methanol\", \"349b29d1-3e58-4c66-98b9-9d1a076efd2e\"]": true, - "[\"Natural gas reforming\", \"methanol\"]": true, - "[\"Natural gas reforming\", \"349b29d1-3e58-4c66-98b9-9d1a076efd2e\"]": true, - "[\"Natural gas reforming\", 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"[\"water_use\", \"f14b59ff-d438-442d-8bad-b53694b8263a\", 2044]": 42.95, + "[\"water_use\", \"f14b59ff-d438-442d-8bad-b53694b8263a\", 2045]": 42.95, + "[\"water_use\", \"f14b59ff-d438-442d-8bad-b53694b8263a\", 2046]": 42.95, + "[\"water_use\", \"f14b59ff-d438-442d-8bad-b53694b8263a\", 2047]": 42.95, + "[\"water_use\", \"f14b59ff-d438-442d-8bad-b53694b8263a\", 2048]": 42.95, + "[\"water_use\", \"f14b59ff-d438-442d-8bad-b53694b8263a\", 2049]": 42.95, + "[\"water_use\", \"f14b59ff-d438-442d-8bad-b53694b8263a\", 2050]": 42.95, "[\"water_use\", \"5d368100-b1bc-4456-8420-e469edccf349\", 2020]": 42.95, "[\"water_use\", \"5d368100-b1bc-4456-8420-e469edccf349\", 2021]": 42.95, "[\"water_use\", \"5d368100-b1bc-4456-8420-e469edccf349\", 2022]": 42.95, @@ -76226,21 +36445,25 @@ "[\"water_use\", \"5d368100-b1bc-4456-8420-e469edccf349\", 2050]": 42.95 }, "operation_time_limits": { - "Carbon dioxide hydrogenation to methanol": [ + "direct air carbon capture": [ 0, 15 ], - "Natural gas reforming": [ + "PEM Electrolysis": [ 0, - 25 + 8 ], "Blast furnace with carbon capture": [ 0, 25 ], - "PEM Electrolysis": [ + "Natural gas reforming": [ 0, - 8 + 25 + ], + "Carbon dioxide hydrogenation to methanol": [ + 0, + 15 ], "Blast furnace": [ 0, @@ -76249,10 +36472,6 @@ "Direct reduction of iron": [ 0, 25 - ], - "direct air carbon capture": [ - 0, - 15 ] }, "category_impact_limits": null, @@ -76270,13 +36489,13 @@ "cumulative_flow_limits_max": null, "cumulative_flow_limits_min": null, "process_names": { - "Carbon dioxide hydrogenation to methanol": "Carbon dioxide hydrogenation to methanol", - "Natural gas reforming": "Natural gas reforming", - "Blast furnace with carbon capture": "Blast furnace with carbon capture", + "direct air carbon capture": "direct air carbon capture", "PEM Electrolysis": "PEM Electrolysis", + "Blast furnace with carbon capture": "Blast furnace with carbon capture", + "Natural gas reforming": "Natural gas reforming", + "Carbon dioxide hydrogenation to methanol": "Carbon dioxide hydrogenation to methanol", "Blast furnace": "Blast furnace", - "Direct reduction of iron": "Direct reduction of iron", - "direct air carbon capture": "direct air carbon capture" + "Direct reduction of iron": "Direct reduction of iron" }, "process_deployment_limits_max_default": Infinity, "process_deployment_limits_min_default": 0.0, diff --git a/notebooks/methanol_and_iron.ipynb b/notebooks/methanol_and_iron.ipynb index 83aa49e..5db486b 100644 --- a/notebooks/methanol_and_iron.ipynb +++ b/notebooks/methanol_and_iron.ipynb @@ -29,24 +29,29 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "id": "9fc6899f", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/timodiepers/Documents/Coding/optimex/.venv/lib/python3.13/site-packages/bw2calc/__init__.py:53: UserWarning: \n", + "It seems like you have an ARM architecture, but haven't installed scikit-umfpack:\n", + "\n", + " https://pypi.org/project/scikit-umfpack/\n", + "\n", + "Installing it could give you much faster calculations.\n", + "\n", + " warnings.warn(UMFPACK_WARNING)\n" + ] + } + ], "source": [ "import bw2data as bd\n", "\n", - "bd.projects.set_current(\"optimex_remind\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "b2a6349c", - "metadata": {}, - "outputs": [], - "source": [ - "bd.databases" + "bd.projects.set_current(\"ei312_REMIND_EU\")" ] }, { @@ -1164,6 +1169,26 @@ ")" ] }, + { + "cell_type": "markdown", + "id": "0c587179", + "metadata": {}, + "source": [ + "### Configuring the LCA processing\n", + "\n", + "Two settings of `background_inventory` are worth knowing about:\n", + "\n", + "- **Uncharacterized flows are dropped.** An elementary flow without a\n", + " characterization factor in *any* of the configured categories contributes exactly\n", + " zero impact, so it is removed to keep the optimization model small. Flows that are\n", + " constrained directly must be listed in `retain_flows` — here iridium, which is\n", + " capped further down but has no characterization factor. Set\n", + " `restrict_to_characterized_flows=False` to keep every flow instead.\n", + "- **Background databases are processed in parallel** (one process each) by default.\n", + " In a notebook this needs no extra setup; a plain script has to guard its entry\n", + " point with `if __name__ == \"__main__\":`, or use `calculation_method=\"sequential\"`.\n" + ] + }, { "cell_type": "code", "execution_count": 24, @@ -1199,6 +1224,15 @@ " \"brightway_method\": method_water_use,\n", " },\n", " ],\n", + " background_inventory={\n", + " # Elementary flows without a characterization factor in any of the four\n", + " # categories above are dropped: they cannot affect any impact, and keeping\n", + " # them only inflates the optimization model. Iridium is constrained further\n", + " # down (`cumulative_flow_limits_max`), so it has to be retained explicitly.\n", + " \"retain_flows\": [\n", + " bd.get_node(database=\"ecoinvent-3.12-biosphere\", name=\"Iridium\")[\"code\"]\n", + " ],\n", + " },\n", ")" ] }, @@ -1212,2131 +1246,25 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2026-05-28 09:49:02.478\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36m_parse_demand\u001b[0m:\u001b[36m428\u001b[0m - \u001b[1mIdentified demand in system time range of %s for products %s\u001b[0m\n", - "\u001b[32m2026-05-28 09:49:02.491\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36m_construct_foreground_tensors\u001b[0m:\u001b[36m661\u001b[0m - \u001b[1mConstructed foreground tensors.\u001b[0m\n", - "\u001b[32m2026-05-28 09:49:02.492\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36mlog_tensor_dimensions\u001b[0m:\u001b[36m656\u001b[0m - \u001b[1mTechnosphere (external) shape: (7 processes, 20 flows, 26 years) with 577 total entries.\u001b[0m\n", - "\u001b[32m2026-05-28 09:49:02.492\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36mlog_tensor_dimensions\u001b[0m:\u001b[36m656\u001b[0m - \u001b[1mInternal demand shape: (2 processes, 2 flows, 26 years) with 58 total entries.\u001b[0m\n", - "\u001b[32m2026-05-28 09:49:02.492\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36mlog_tensor_dimensions\u001b[0m:\u001b[36m656\u001b[0m - \u001b[1mBiosphere shape: (6 processes, 4 flows, 26 years) with 292 total entries.\u001b[0m\n", - "\u001b[32m2026-05-28 09:49:02.493\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36mlog_tensor_dimensions\u001b[0m:\u001b[36m656\u001b[0m - \u001b[1mProduction shape: (7 processes, 4 flows, 26 years) with 171 total entries.\u001b[0m\n", - "\u001b[32m2026-05-28 09:49:02.493\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36m_calculate_inventory_of_db\u001b[0m:\u001b[36m702\u001b[0m - \u001b[1mCalculating inventory for database: ei312_REMIND-EU_SSP2_NDC_2020\u001b[0m\n", - "\u001b[32m2026-05-28 09:49:23.255\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36m_calculate_inventory_of_db\u001b[0m:\u001b[36m735\u001b[0m - \u001b[1mFactorized LCI for database: ei312_REMIND-EU_SSP2_NDC_2020\u001b[0m\n", - "100%|██████████| 20/20 [00:40<00:00, 2.01s/it]\n", - "\u001b[32m2026-05-28 09:50:03.414\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36m_calculate_inventory_of_db\u001b[0m:\u001b[36m775\u001b[0m - \u001b[1mFinished calculating inventory for database: ei312_REMIND-EU_SSP2_NDC_2020\u001b[0m\n", - "\u001b[32m2026-05-28 09:50:03.420\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36m_calculate_inventory_of_db\u001b[0m:\u001b[36m702\u001b[0m - \u001b[1mCalculating inventory for database: ei312_REMIND-EU_SSP2_NDC_2030\u001b[0m\n", - "/Users/timodiepers/Documents/Coding/optimex/.venv/lib/python3.13/site-packages/scikits/umfpack/umfpack.py:737: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 2.80e+12)\n", - " warnings.warn(msg, UmfpackWarning)\n", - "\u001b[32m2026-05-28 09:50:24.820\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36m_calculate_inventory_of_db\u001b[0m:\u001b[36m735\u001b[0m - \u001b[1mFactorized LCI for database: ei312_REMIND-EU_SSP2_NDC_2030\u001b[0m\n", - " 0%| | 0/20 [00:00= 0.7.0).\n", + "# An annual capacity therefore has to be multiplied by the number of operating\n", + "# years to become a unit count. Skipping this conversion silently shrinks the\n", + "# brownfield fleet by a factor of the lifetime, and the optimizer replaces the\n", + "# missing capacity with new build.\n", "existing_capacities = {\n", - " (\"Blast furnace\", 2005): 0.5e6,\n", - " (\"Blast furnace\", 2015): 0.5e6,\n", - " (\"Natural gas reforming\", 2005): 0.5e6,\n", - " (\"Natural gas reforming\", 2015): 0.5e6,\n", + " (\"Blast furnace\", 2005): ANNUAL_EXISTING_CAPACITY * LIFETIME_BLAST_FURNACE,\n", + " (\"Blast furnace\", 2015): ANNUAL_EXISTING_CAPACITY * LIFETIME_BLAST_FURNACE,\n", + " (\"Natural gas reforming\", 2005): ANNUAL_EXISTING_CAPACITY * LIFETIME_NG_REFORMING,\n", + " (\"Natural gas reforming\", 2015): ANNUAL_EXISTING_CAPACITY * LIFETIME_NG_REFORMING,\n", "}\n", "\n", "no_background_evolution_mapping = {\n", @@ -3425,7 +1375,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 29, "id": "c17653c6", "metadata": {}, "outputs": [ @@ -3433,9 +1383,9 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2026-05-28 08:17:16.390\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m116\u001b[0m - \u001b[1mCreating sets\u001b[0m\n", - "\u001b[32m2026-05-28 08:17:16.392\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m158\u001b[0m - \u001b[1mCreating parameters\u001b[0m\n", - "\u001b[32m2026-05-28 08:17:16.585\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m448\u001b[0m - \u001b[1mCreating variables\u001b[0m\n" + "\u001b[32m2026-08-20 19:56:25.083\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m138\u001b[0m - \u001b[1mCreating sets\u001b[0m\n", + "\u001b[32m2026-08-20 19:56:25.084\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m178\u001b[0m - \u001b[1mCreating parameters\u001b[0m\n", + "\u001b[32m2026-08-20 19:56:25.257\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m563\u001b[0m - \u001b[1mCreating variables\u001b[0m\n" ] } ], @@ -3451,7 +1401,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 30, "id": "7b57537d", "metadata": {}, "outputs": [ @@ -3459,9 +1409,9 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2026-05-28 08:19:17.517\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1113\u001b[0m - \u001b[1mSolver [gurobi] termination: optimal\u001b[0m\n", - "\u001b[32m2026-05-28 08:20:04.327\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1127\u001b[0m - \u001b[1mObjective (scaled): 2778\u001b[0m\n", - "\u001b[32m2026-05-28 08:20:04.333\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1128\u001b[0m - \u001b[1mObjective (real): 4.62873e-06\u001b[0m\n" + "\u001b[32m2026-08-20 19:56:30.826\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1227\u001b[0m - \u001b[1mSolver [gurobi] termination: optimal\u001b[0m\n", + "\u001b[32m2026-08-20 19:56:30.840\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1239\u001b[0m - \u001b[1mObjective (scaled): 175.399\u001b[0m\n", + "\u001b[32m2026-08-20 19:56:30.841\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1240\u001b[0m - \u001b[1mObjective (real): 4.66334e-06\u001b[0m\n" ] } ], @@ -3473,7 +1423,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 31, "id": "49e846be", "metadata": {}, "outputs": [], @@ -3485,13 +1435,13 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 32, "id": "2bf1304a", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -3506,13 +1456,13 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 33, "id": "fa6697c6", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -3527,32 +1477,187 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 34, "id": "5eadf88b", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2026-08-20 19:56:31.997\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mdynamic_characterization.dynamic_characterization\u001b[0m:\u001b[36mcharacterize\u001b[0m:\u001b[36m82\u001b[0m - \u001b[1mNo custom dynamic characterization functions provided. Using default dynamic characterization functions. The flows that are characterized are based on the selection of the initially chosen impact category.\u001b[0m\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateamountflowactivity
02026-01-01 05:49:12-2.584175e-12267655084705837177Blast furnace
12026-01-01 05:49:12-5.030276e-16267655084332544077Natural gas reforming
22026-01-01 05:49:12-1.637677e-16267655084332544077Blast furnace
32026-01-01 05:49:12-7.637907e-18267655083766312992Blast furnace
42026-01-01 05:49:12-6.490623e-19267655083766312992Natural gas reforming
...............
3271312126-01-01 16:08:242.261536e-11267655083921502208Blast furnace
3271322126-01-01 16:08:247.644926e-11267655083896336466Natural gas reforming
3271332126-01-01 16:08:242.562047e-10267655084475150457Natural gas reforming
3271342126-01-01 16:08:242.808755e-10267655083896336466Blast furnace
3271352126-01-01 16:08:248.583475e-10267655084475150457Blast furnace
\n", + "

327136 rows × 4 columns

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" + ], + "text/plain": [ + " date amount flow \\\n", + "0 2026-01-01 05:49:12 -2.584175e-12 267655084705837177 \n", + "1 2026-01-01 05:49:12 -5.030276e-16 267655084332544077 \n", + "2 2026-01-01 05:49:12 -1.637677e-16 267655084332544077 \n", + "3 2026-01-01 05:49:12 -7.637907e-18 267655083766312992 \n", + "4 2026-01-01 05:49:12 -6.490623e-19 267655083766312992 \n", + "... ... ... ... \n", + "327131 2126-01-01 16:08:24 2.261536e-11 267655083921502208 \n", + "327132 2126-01-01 16:08:24 7.644926e-11 267655083896336466 \n", + "327133 2126-01-01 16:08:24 2.562047e-10 267655084475150457 \n", + "327134 2126-01-01 16:08:24 2.808755e-10 267655083896336466 \n", + "327135 2126-01-01 16:08:24 8.583475e-10 267655084475150457 \n", + "\n", + " activity \n", + "0 Blast furnace \n", + "1 Natural gas reforming \n", + "2 Blast furnace \n", + "3 Blast furnace \n", + "4 Natural gas reforming \n", + "... ... \n", + "327131 Blast furnace \n", + "327132 Natural gas reforming \n", + "327133 Natural gas reforming \n", + "327134 Blast furnace \n", + "327135 Blast furnace \n", + "\n", + "[327136 rows x 4 columns]" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "pp_baseline.get_characterized_dynamic_inventory(\n", " base_lcia_method=method_climate_change\n", ")\n", "\n", - "pp_baseline.df_dynamic_inventory.to_excel(\n", - " \"data/paper/dynamic_inventory_no_evolution.xlsx\"\n", - ")\n", - "pp_baseline.df_characterized_inventory.to_excel(\n", - " \"data/paper/characterized_inventory_no_evolution.xlsx\"\n", - ")\n", - "pp_baseline.df_production.to_excel(\"data/paper/production_no_evolution.xlsx\")\n", - "pp_baseline.df_demand.to_excel(\"data/paper/demand_no_evolution.xlsx\")\n", - "pp_baseline.get_production_capacity().to_excel(\n", - " \"data/paper/capacity_no_evolution.xlsx\"\n", - ")\n", - "pp_baseline.df_impacts.to_excel(\"data/paper/impacts_no_evolution.xlsx\")" + "# Optional: export the results to disk, e.g. for external plotting or archiving.\n", + "# Not needed to run this notebook - uncomment if you want the files.\n", + "\n", + "# pp_baseline.df_dynamic_inventory.to_excel(\n", + "# \"dynamic_inventory_no_evolution.xlsx\"\n", + "# )\n", + "# pp_baseline.df_characterized_inventory.to_excel(\n", + "# \"characterized_inventory_no_evolution.xlsx\"\n", + "# )\n", + "# pp_baseline.df_production.to_excel(\"production_no_evolution.xlsx\")\n", + "# pp_baseline.df_demand.to_excel(\"demand_no_evolution.xlsx\")\n", + "# pp_baseline.get_production_capacity().to_excel(\n", + "# \"capacity_no_evolution.xlsx\"\n", + "# )\n", + "# pp_baseline.df_impacts.to_excel(\"impacts_no_evolution.xlsx\")" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 35, "id": "0da5e14f", "metadata": {}, "outputs": [], @@ -3574,7 +1679,7 @@ " for (p, v, t) in m_baseline.ACTIVE_VINTAGE_TIME\n", " },\n", "}\n", - "with open(\"data/paper/baseline_design.json\", \"w\") as _f:\n", + "with open(\"data/baseline_design.json\", \"w\") as _f:\n", " _json.dump(baseline_design, _f)" ] }, @@ -3590,12 +1695,12 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 36, "id": "b542334a", "metadata": {}, "outputs": [], "source": [ - "manager.load_inputs(\"data/paper/model_inputs_2050_paper.json\")\n", + "manager.load_inputs(\"data/2026-05-28_model_inputs_2050.json\")\n", "\n", "vintage_improvements = {\n", " (\"PEM Electrolysis\", electricity_lv[\"code\"], 2020): 1,\n", @@ -3628,7 +1733,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 37, "id": "0720dd37", "metadata": {}, "outputs": [ @@ -3636,9 +1741,9 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2026-05-28 08:24:50.660\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m116\u001b[0m - \u001b[1mCreating sets\u001b[0m\n", - "\u001b[32m2026-05-28 08:24:50.662\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m158\u001b[0m - \u001b[1mCreating parameters\u001b[0m\n", - "\u001b[32m2026-05-28 08:24:50.807\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m448\u001b[0m - \u001b[1mCreating variables\u001b[0m\n" + "\u001b[32m2026-08-20 19:56:32.737\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m138\u001b[0m - \u001b[1mCreating sets\u001b[0m\n", + "\u001b[32m2026-08-20 19:56:32.738\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m178\u001b[0m - \u001b[1mCreating parameters\u001b[0m\n", + "\u001b[32m2026-08-20 19:56:32.920\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m563\u001b[0m - \u001b[1mCreating variables\u001b[0m\n" ] } ], @@ -3654,7 +1759,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 38, "id": "e6299b28", "metadata": {}, "outputs": [ @@ -3662,9 +1767,9 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2026-05-28 08:27:07.716\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1113\u001b[0m - \u001b[1mSolver [gurobi] termination: optimal\u001b[0m\n", - "\u001b[32m2026-05-28 08:27:54.922\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1127\u001b[0m - \u001b[1mObjective (scaled): 1090.77\u001b[0m\n", - "\u001b[32m2026-05-28 08:27:54.924\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1128\u001b[0m - \u001b[1mObjective (real): 1.81746e-06\u001b[0m\n" + "\u001b[32m2026-08-20 19:56:33.841\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1227\u001b[0m - \u001b[1mSolver [gurobi] termination: optimal\u001b[0m\n", + "\u001b[32m2026-08-20 19:56:33.853\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1239\u001b[0m - \u001b[1mObjective (scaled): 65.806\u001b[0m\n", + "\u001b[32m2026-08-20 19:56:33.854\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1240\u001b[0m - \u001b[1mObjective (real): 1.74958e-06\u001b[0m\n" ] } ], @@ -3676,7 +1781,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 39, "id": "eafc6bb6", "metadata": {}, "outputs": [], @@ -3688,13 +1793,13 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 40, "id": "36d1dd4a", "metadata": {}, "outputs": [ { "data": { - "image/png": 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roW/SllYVKn1z2bJl5vOrtNtXX31V4vN33XVXXpkzZsxwqkz93YcPHy7xmKuuusqleupxdhEREcUed9ZZZzldZseOHfO1We3atYs9tmXLlk6VqbcWLVrkK7d9+/ZO/2xJt6pVq+Yrd+DAgV4pV29ZWVl55V5++eVeK3ffvn155d5xxx1eK3fVqlV55U6YMMHpn3PsR1aQY/H3I1fOgxmxAAAgxOm887POOqvY53Xeup1eMXdWuXLlSiy3ffv24q7Bgweb5NyidO3a1ely2rZtm+/7AQMGFDsyUblyZXO1vTSnn366tGnTJt9jvXr1MiMpBSUnJ8uiRYucKjMuLk4qVaqU73EdSYqIiPCoTLuwsLC8+x06dMjXDu6WWbDPtGrVyvQJT8qzq1ixYt79Jk2amGOdKRM+VCahToBjxCJ0WP2qQaChPWlLqwqVvunOSABl0p5l0ZcCpW+WhRyLvx+5ch5M8jYAAAAAjxFYAAAAAPAYgQUAAEFKNwPT/ImS6PN6HGXSnmXZlwKlb8I1JG8DABCkdBMwTTbWdftTU1PNsp0JCQlSu3btvGNc3YnYsUxv7W5csMyihEqZodKeZdWWb731lrz55pvSr18/efHFF9l528fCNNHC178k0OnKBboSxPHjx4tdmcCf9A/n0KFDUrNmzbw3IdCWVkDfpC2tir5JW1oVfdO7bTljxgwZPny4xMfHy8GDB/OtfGUVuRY/j3PlPNh6tQcAAAC8QJc01uVuExMTZdu2bbSpjxFYAAAQ5F544QW56667ZOXKlf6uClCmoqOj83ZWX7hwIa3vYwQWAAAEuY8++kheeukl+fvvv/1dFaDM6cZ5isDC9wgsAAAIYidPnpTVq1eb+z179vR3dQC/BRYLFiyg9X2MwAIAgCC2ZMkSkxyqq0HVr1/f39UBypw9oNYAWwNt+A7LzQIAEMTsV2kZrUCo0oB6ypQp0qlTp1L3uYBnCCwAAAhi9nnlBBYIZaNHj/Z3FUICU6EAAAhSulXVokWLzH0CCwC+RmABAECQ0g3BdA1/XXKzc+fO/q4O4Dfp6eny8ccfy7hx40zADd9gKhQAAEGqdu3asnfvXrOrrwYYQKjSHa1vuOEGycjIkFtvvVWaN2/u7yoFpYAasXjttdekQ4cOZjtxvemw7k8//VTiz0ybNk1atWplknV090Xd2h0AgFARFhYmtWrV8nc1AL/SwLpr167mPvtZ+E54oGX1P/XUU7Js2TJZunSpnHnmmXL++efLunXril0J44orrpDrr79eVqxYISNGjDC3tWvXlnndAQAoa0z5AP5lzzMisPCdgAoshg8fLmeffbYZvmrRooU88cQTUrFixbzEtIImTZokQ4cOlXvvvVdat24tEyZMMNu665JjAAAEsxMnTkjdunXNBTidXw6EOgIL3wvYHIucnBwzzSklJaXYlS40ItUkHUdDhgyR6dOnl1i2zr/Tm11ycrL5qhsM6c1qtE56VcqKdQs0tCXtaVX0TdrTVXrR7cCBA7Jq1SozDcRXnxH0TdrTqgr2zR49epiva9askePHj0ulSpXECnItfh7nSr0CLrDQzqCBhF590dGKb775Rtq0aVPksfqGWnBeqX6vj5dk4sSJ8uijjxZ6PDEx0ZJXffQF1z8Q7ZSanATa0irom7SlVYVC3/z111/NV10NSpO3fSUU2rIs0Z6+a8ty5cpJvXr1zIIGs2bNkj59+ogV5Fr8b0hHP4M2sGjZsqWsXLnSvABffvmljBo1SubPn19scOGO+++/P99Ih45YJCQkSHx8vEkatxrtkJqcp/WzYocMJLQl7WlV9E3a050LcWrAgAFSs2ZN8RX6Ju1pVUX1zd69e8sXX3whu3fv9unfRTD9DbmyW3nABRY6nNusWTNzX7P7lyxZYnIp3njjjSKX2dM1vB3p9/p4SXS9b70VpC+2FV9wpR3SyvULJLQl7WlV9E3a05UTFXv+Ya9evXz+2UDfpD2tqmDffPLJJ815Y2nngmUtzMLnca7UyXq1d+PN0zEfwpFOmZo9e3a+x3Toi91HAQDBbPPmzXL06FFzpbFjx47+rg5gGU2bNrVcUBFMAmrEQqcoDRs2TBo0aGDme02dOlXmzZsnM2fONM+PHDnSzJ3THAk1ZswY6d+/vzz//PNyzjnnyGeffWaWqX3zzTf9/D8BAMB37MtpnnbaaWyMB6DMBNSIhSafafCgeRYDBw4006A0qBg8eLB5fteuXbJ///6843X4V4MPDST0io3mZOiKUO3atfPj/wIAAN/SfEBNTD3jjDNoaqCADz74wGxHoLkWCOERi3feeafE53X0oqBLLrnE3AAACBUXXXSRuQEoTDdW1gvTDRs2lEsvvZQmCtURCwAAAMATbJTnOwQWAAAEkcOHD5sl2QGUHFisXbs2bxNkeAeBBQAAQWTKlClStWpVGT9+vL+rAliSrgrVqFEjsyHdX3/95e/qBBUCCwAAgmxFKD1h0hUUARSN6VC+QWABAEAQbozHnk1A8QgsfIPAAgCAILFx40aTXxEbGysdOnTwd3UAy9ItCSpWrCjly5f3d1WCSkAtNwsAAErfGK979+4SGRlJUwHF6Ny5sxw7dkwiIiJoIy8isAAAIMgCC6ZBASULD2fSji/QqgAABAkCC8B16enpNJuXEFgAABAEdCWoMWPGyMiRIxmxAJywfPlyadGihXTr1o328hKmQgEAEATCwsLkpptuMjcApatXr578/fff5m9HFz2oXLkyzeYhRiwAAAAQcmrVqiVNmjQxo32LFy/2d3WCAoEFAABB4IcffpBVq1ZJTk6Ov6sCBAz2s/AuAgsAAIJgY7yrr75aOnXqJKtXr/Z3dYCACywWLFjg76oEBQILAAAC3IYNG8wc8QoVKkj79u39XR0g4AILnQqlATo8Q2ABAECQLDOrq9uUK8e6LICzdId63X1bA3MN0OEZ3n0AAAhw7F8BuEcD8SuuuMKsDMVu9Z4jsAAAIMARWADue/vtt2k+L2EqFAAAAezo0aN5UzhOP/10f1cHQAgjsAAAIIDZ199v3ry5xMfH+7s6QEDKysqSJUuWyMmTJ/1dlYDGVCgAAAJYnz59ZObMmZKSkuLvqgABq0uXLrJ27Vr56aefZOjQof6uTsBixAIAgABWsWJFOeuss+SCCy7wd1WAgNW5c+d8+UpwD4EFAAAAQho7cHsHgQUAAAFqy5YtMn78eJkxY4a/qwIENDbK8w4CCwAAAtScOXPk2Wefleeff97fVQECWrt27czO9cnJybJ+/Xp/VydgEVgAABCg2L8C8N5Ged27d8/3dwXXEVgAABCgCCwA70+HWrBgAc3qJpabBQAgAB0+fFg2bdpk7rMxHuC5ESNGmFXWBg4cSHO6icACAIAAtGjRIvO1RYsWUr16dX9XBwh43bp1Mze4j6lQAAAEIKZBAbAaRiwAAAhA69atyzcvHIDnDh48KPPmzZNKlSrJ2WefTZO6iMACAIAA9PXXX8vWrVulatWq/q4KEDSmT58ut9xyi8mzILBwHYEFAAABKCwsTJo1a+bvagBBu1FeTk6ORERE+LtKAYUcCwAAAEBE2rZta6ZBnTx5Mm+6IQgsAAAIWvfee69cfPHFrLcPeJmOULBRnvsYsQAAIMB8++238tVXX8nx48f9XRUgaKdDsQO36wgsAAAIIElJSfL333+b+2yMB3gfgYX7CCwAAAjAjfFatWrFilCAD9gD9s2bN5sd7uE8AgsAAAIIG+MBvlWtWjX5/vvvZdeuXexq7yKWmwUAIIAQWAC+d+6559LMbmDEAgCAAJGdnW3W11fsuA3AaggsAAAIEImJidKuXTupUaOGtGnTxt/VAYJWWlqaTJw40SzrrAE9nMNUKAAAAkSdOnXMiIWe6ISHc20Q8JWoqCgTWJw4cULWrl0rnTp1orGdwLsSAAABplw5rgsCvt4oz746FPtZBGlgoZFjt27dzFbrNWvWlBEjRsimTZtK/blp06aZZfliYmKkffv2MmPGjDKpLwAA3p6eAaBssJ9FkAcW8+fPl9GjR5s1vGfNmiVZWVly1llnSUpKSrE/s2DBArniiivk+uuvlxUrVphgRG86rAUAQKA4dOiQubB22mmnSWZmpr+rAwQ9AgvXBdRY6s8//5zv+/fff9+MXCxbtkz69etX5M9MmjRJhg4dKvfee6/5fsKECSYomTJlirz++utlUm8AADylF9VycnLMqIXO/wbgWz169DBft2zZYhZOiI+Pp8mDKbAo6Pjx43kbmRRH58WNGzcu32NDhgyR6dOnF/szGRkZ5maXnJxsvubm5pqb1WidbDabJesWaGhL2tOq6Ju0p47AK533baX3e/om7WlVnvbNypUrS+vWrWXDhg3m72/48OESin9DuS7UK2ADC/1Pjh07Vnr37m2W3ivOgQMHpFatWvke0+/18ZJyOR599NFCj2u0mp6eLlZsCw2ytFOySghtaSX0TdrSqgKxb/7222/ma9u2bc20KKsIxLa0MtrTWm2pq0Ft375dNm7cmDeCEWqv+YkTJ4I/sNBcC82T+OOPP7xe9v33359vlENHLBISEswQWFxcnFiNdsiwsDBTPyt2yEBCW9KeVkXfDO321JzCVatWmfuaW6jTgK0i0NrS6mhPa7Xl5MmT5d133/Xp9MNci/8N6eJHQR1Y3H777fLDDz+Yqzf169cv8djatWvLwYMH8z2m3+vjxYmOjja3gvTFtuILrrRDWrl+gYS2pD2tir4Zuu2pF9JSU1OlSpUqZmM8q9U5kNoyENCe1mlL3Ywy1F/zcBfqZL3al0CHiDSo+Oabb2TOnDnSuHFjpzL6Z8+ene8xTd62Z/oDAGB19nX0Nb/CiiceQCjQ81CULDzQpj99/PHHMnXqVLPknuZJ6M1xXe+RI0eaqUx2Y8aMMatJPf/882Z+3COPPCJLly41AQoAAIGgRYsWcvnll8u5557r76oAIUenQ2k+L6uJBllg8dprr5nklgEDBkidOnXybp9//nneMbt27ZL9+/fnfd+rVy8TiLz55pvSsWNH+fLLL82KUCUlfAMAYCWaV/Hpp5+aC2wAytaRI0dk3bp18ueff9L0wZRj4cwQ1Lx58wo9dskll5gbAAAA4Ao2ygvSEQsAAELNzp07zTr6Vl3jHgh29mVmt23bZqmlnq2IwAIAAAt79dVXzUpQd955p7+rAoQkXY1N949xXEgBRSOwAADAwuwnMl27dvV3VYCQxXQo5xBYAABg4Y3xdCVDxTLpgP/Y//4WLFjAy1ACAgsAACxKd9vWJdWrVq1qlpwF4B+6ymjz5s3zpkQhCFaFAgB4RpfkTkpKkpycXFmx47AkJWdIjbho6dyoukREhJtdZhs0aBD0ZS7bdlh27k+ShnVqSNcm1q3n86+9ax6r16iZLFu23O0ylZb3+8aDsv9omtSpGit9W9Uy5XlCy5y//oBs2nlAWjbMlf5tanulTF/UM1DKDMX2tHpb6t+k7nz/ySdTzd/5k+98Z8n3IysgsACAEKEfZC1btpT09PRij4mJiZFNmzY5/YFGmWXTnmtXLJHu3bu5Vab6evFOGfPeYtlzODXvsfrVy8uka3vIhT0aOl1OyWWu9kGZEsJlhkZ7Wr0tA+U9ziqYCgUAIUKvjpX0Qab0eT2OMoOnPfUk6+Ln5uY7cVN7D6eax/V5V1Em7emNvhQI/ShQ/s6tgsACAIKQbiialp2W75aalebUz+rQvLOcPZYyy6Y9C77uJzNT5M53F0lR28vaHxv73mKXXx+9GkyZtKcnfSmQ+pE3j/NVmVbBVCgACELpOenS66t++R5LWlbeqZ+9ctJvUrdJomz4aqJknjxa5DHRlWtKqxH3yL5tG1wqU23+8WVJS9pd5HER0RWkWvdLnSqz/3lXSrcbJ+V9v332e5K8p+j6ZKTlv3pZnH7nXCbRseWl3ZWPSURkjHls159fyNEtSz0uU7W68L8SXamaub9v6Y+SuG6+W2U6tqejXFuurEhamfd9TmaUpCfHF1uOnmztPpwqXcZ/L1UqRDn1u4+lZBa6GkyZtKerfSlQ+pGz73Fn3/qEtDn7JnM/K/W4rJ/2RLHHlqvu3HQszefodmoGZMAgsACAEJGdEevUcVsOJMuWjIMiOzaIpBYzFF+prhzacFDkaLJrZartG0WObi/6wKiKcqSBc2WmHdouv2kd7LZtFjmwVjyRnrhNdILCnxsPipQ7FVjI1i0iu9Z6XKZavGmfSIWsf8rd5na5+dqzkHoul7d6V9EBpCcok/YMin7k5Htc0sF9/74fpR0t+W87K9KpMvcdSZGT/0yZKhcRITGRzv2cPxFYAECQWzu3neTmhEvugZLn9NrViU+Xag1PSMRFV0v/Zk0kMiKi0DGx5StIp9P7y6z5C+TN2c6XWbNSJenR62HJTE0p8rhykZFyLLeCU2VW6TVc6jU9VeZ1fXvL9oEV5Njhwlfx1er1m+TXqZOdKPN8qRhfTZp2jpQbBvQ2H+Rb1leVxANXeFxm5dhYGXvNWVIlrrJ5fOeWWrJv17lulant2aqdmP+348lGZm6m/N+ih8z9XWsTJDerokhG6VdHG9VNlQqxOXltWdIJzLrdR+WRaasok/Ysti81rlk+aPqRs+9xNdq2kVr/vB9d3X2QrOv5SrHHbt9/RL55ZUWpZX761wL57fh2aVyjhky68jIRAgsAgL+ZoCInQiTMuRyLzLB9ciQjR1q1qy9P3nmjVIz558p9ERqWS5I3XSizZrXa8n+3ji6xzCVLljpVZkRCRTmSscuUOaJ7glTs17zEMp05YY9oGCc5tapLeMyxU2VqPXs28kqZNevUlsv7t/z3/15Euc6Wqe0pkfH/1vEfmlfx7J6t5v6ujRVE5LhIVi2R3GgRCSuiJJuER2RJeth2yciQf9uyhNfngu4N5O05f5tk2KLmslMm7SmRwdOPnH2Ps1XLyXs/urRvc6k4uH2xx+rf+TevPFhqmYfTDsmJ/UX93VoXydsAgHzCXPgcc3ZdeMr0T3uWi86Seh3++Oe7gqdap76Pq3LA5ddHl+009Sj0LGXSnsHXj5zh7zKtgsACAEKFXpUrYlpTPhEREh7jXC6G0k2cdL11yrRee0ZEZkuzblukcv1tUq7yWpGwzHzPR0flSpXquyU29oS4SvcC+PKeM6Re9fwLAoRymXolnDJPBN1rHijvcVZBjgUAhIqKFSVm1LlSJ2GHbP/jfHNNr0WHbTL6tMvkw0W/ys7Dh80HWURcnNNF6uZNuolTwd2nK8VGyAdeLFOTGHW+sU4N0Kt4npapO93uP3pSPluy0Gtl+qKenpTZtOtWCS+XK1uXNJPs3BMSFveXNOmYJNXDm8jDvcbKs798KZsOuH7i5ngCd/5pCWZ34y17EiWhdhV5xktl2ndhrlIhwvJlbj+ULJNn/ywHTu7x6AqzY3vuSEyWl+fM9FqZvqint8r05evjjb5ZFu9xy7Ydlj2Hjkqt6pXcLtMqCCwAIESUr5wiTbvul8O7WolUbSyRsSekw1kb5doBA2X6no0SGeHeR4J+SNp3h7UvjagrmXzjxTK1PE1i9GS+sWOZXbvmSkpGhvyevMNrZfqinp6UGV4uR7YuaS4ZqaeujOqJX6Wa+6RB5Vjp27qWPDdLPKZTOga0rS0d6kRJTMWK8qzXyqxj7uv/3eplnta0qny0JFsOpnirzNqSklFVPl7qzTJ9UU/vlem718c7fdPX73Fdu+bKkSNHTD09KdMKArfmAAAXg4otknYyVvb9nCty9EeJ6VyVFgxi25Y1zQsqAKAsEFgAQJCLjUuVJp23maBCTzZly0KR/RskLEGTHIte8QiBLzNNV4ICgLJD8jYABLkmnbfmBRW5WeEih3eZxyu3KyWRGwAAFxBYAECQywsqdC+L4+kimSk6AV8qt8+/ShAAAJ4gsACAILd9RZNTQYU6eOzU12oJUi7Kr9VCGQsLz6XNAfgUgQUABDlbrsNbfeKhU1/j6/qtPih74RE50rjzNpoegE8RWABAKEnce+przRr+rgnKMKho0nWrxFZMo80B+BSBBQCEiqxckZNJ5m5UI5YhDbWgYtuKpv6uDoAgx3KzABAqwqqKnD9F5MRWaXbGPH/XBmWQU9G483YTVGxd1kzSTxJMArDgiMXPP/8sNpvN+7UBAPhOTiWzGlRc6wjJzWap2WCnORX2oCL1eAV/VwdACHArsDj77LOlYcOG8tBDD8n27du9XysAgNeFS3nzNSYuUbbqRnkIagQVAAIisFi3bp1cdtll8tZbb0nz5s3lzDPPlKlTp0pGRob3awgA8FhkTJrkznpdZNn7krTDJjlZzIQNdppTwUgFAMsHFq1bt5Znn31W9uzZI19//bXExcXJNddcI7Vr15bRo0fLsmXLvF9TAIBbomIzpHb1HSKJW0V2LpDcMPYzCAVpyadGqAAgIFaFioiIkPPOO0+mT59upkR17NhRXnvtNenevbu5/95773mvpgAAt+iqQMfX/PNNtQSRciwICADwPo8/XTZs2CD33HOPdO3aVRYtWiSXXHKJfPLJJyawuOWWW8wNAOA/mqidvC791DdsjAcAsFJgcfLkSZNf0bNnT2nXrp38+OOPcu+995qpUZ9//rlcfvnl8uGHH8rbb79tggwAgP+YRG37xnjx8bwUISqMKXAAfMyt7L1atWqZrxdddJE888wz0rdv3yKP69y5s9Sowe6uAOBPWSfDRI4fOPVN7cq8GCEaVCS02+XvagAIcm4FFk8//bRcffXVUqVKlRKP09EMlqMFAD87cFJEbCIVqotUiPR3beCHoKJhxx0SF59M2wOw3lSoI0eOSGpqapHP7d+/Xx577DFP6wUA8JaMciIVa4rUaJD3UERkNu0bYkHFzlWN/F0dAEHOrcDi0UcfNfkURdm3b595HgBgEXW7iwx9WqTXMPNtuagsadp1q79rhTIMKnasaCwnDsfR5gCsF1jYbDYJCwsrdsSitClSAICyYbOJSE6lU99Eppqgolm3LRJeLoeXIMhpToU9qEhOIrcGgIVyLD799FNzUxpU3H333YUCiPT0dFm6dKn07t3b+zUFALgs7UhlkdwIkbAciYg5nhdUbFvWVFr13kSLBrFTQUUTggoA1gssMjMz5cSJE3kjFikpKWaDPEdRUVEycuRIGT9+vPdrCgBwWeKcVJFvR4s0PV2a35ttgoqtS5pJVgZJ3MFOcyoYqQBgycBi1KhR5qbOOOMMefXVV6V169a+rBsAwEOpm1NEstMlpvJJCS8XaYKKjNQYCY9gKlSwI6cCQEAsNzt37lzv1wQA4HWZuw+arxVbxsjWJY1NUAEAgF8DixdeeEGuuuoqszme3i+J5mDcdddd3qgfAMBNGUfDxXbsVGBxPDxBsggqAABWCCzuuece6dOnjwks9H5JCCwAwP+OrvznLb5CDckKr+jv6sDvdIkwALDAcrO5ubnSvXv3vPsl3XJyfDd397fffpPhw4dL3bp1TQAzffr0Un9m3rx50qVLF4mOjpZmzZrJ+++/77P6AYBVnNiQeepOjfr+rgr8ziZ1W+7zdyUABLlwd0/uT548WeRzulqUPu8rWn7Hjh3llVdecer47du3yznnnGMSzleuXCljx46VG264QWbOnOmzOgKAFaRvP3rqTq1a/q4K/Mom9Vvvker1D/M6ALBe8raepC9cuDBvBMPRxo0bzfO+GrUYNmyYuTnr9ddfl8aNG8vzzz9vvteVrP744w958cUXZciQIT6pIwD4W26uTXKrdxTJjBGpXa3Q82HhuX6pF/wUVCQkyZ719SWh7R5eAgDW23m7pBGF2NhYsQoNgAYNGpTvMQ0o9HEACFYb9yaLrdlwCR8wRsLi878n61KzjTtv81vdUPZBxe51DeTo/sIBJgD4ZcRi0aJFsmDBgrzvp06daq78F9x5+9tvv7XU/hYHDhwwCeeO9Pvk5GRJS0srMgjKyMgwNzs9VtlzSKxG66TBnhXrFmhoS9ozWPrmos2J5mv5agclNevftF0NKpp03SqxFdNc+t3e5u8yTXt6uUxXfrevynO8rzkVOv1Jg4oje6u7tHeJy21ZwgVHd8p05XcHW5nB2jf9UWag9M1cP9bTGa78XqcDC81JePTRR819TZqePHlyoWMiIyNNUKGb5wWyiRMn5v1fHSUmJprgyWr0BT9+/LjplOHhbg1Cgbb0Cfqm/9ry259/E0nPPhVYHCwcVGxb0VSad99iHrcHLAU/POwfdkeOHJHs7Gyn61quXDmJrlDBa2WWVJ67ZWobxlSs6NUyfVFPV9syPeffzyjHoKIgb77m+jP62RhdTHtapR/5okz6prVfn0Dpm7k+qqe3nDhxwvuBxcMPP2xu9jdkHcEoKsfCamrXri0HD/7zqfoP/T4uLq7YKVv333+/jBs3Lt+IRUJCgsTHx5ufsxrtcBrsaf0ILGhLK6Fv+q8t53/wlMjRPRJWr4+ItMgXVGxd1kzST/67UZ6Wq2UWLFe/1+eqVXN9Ck1qZqZXyyyuPHfL1PZMzcryapm+qGdJZRZVXlr2vyNRmlNRVFDh7ddc2/Lo0aMSHgD9yBdl0jet+/oESt/M9WE9vSEmJsa3yduBNOWmZ8+eMmPGjHyPzZo1yzxeHF2WVm8FFfdhYQXFfUiAtvQ3+mbZt+W2XQck8+ipJN2q7bIkaU2uNO68PS+oSD1ewaVpMb54X7FCmWE+KFP8UKZjeY73PcmpcLktw8KCoi2tUmYw9k1/lRkofTPMT/V0hiu/163AQumqT4sXL5Y9e/YUOT1o5MiR4gu6zO2WLaeG7+3LyeoyshrFNWjQwIw27N27Vz788EPz/C233CJTpkyR8ePHy3XXXSdz5syRL774Qn788Uef1A8A/O2T72adulOphsTEn0rUjq2YnhdUAADgC24FFsuXL5cLL7xQdu/eXWSyiUZdvgosli5dapaztbNPWRo1apTZ+G7//v2ya9euvOd1qVkNIu666y6ZNGmS1K9fX95++22WmgUQtGbN/d18jap/auGKUyMVzQkqAADWCyxuvfVWqVy5snzwwQfSpk0biYqKkrIyYMCAEjPni9pVW39mxYoVPq4ZAFjDupVLzdfyzSvq+LJJ1GakAgBgycBi3bp1Mm3aNOnfv7/3awQAcFtmZpYc2b3B3K/cXufF5khacnlaFFKzUf6FTADA29zKAmnRokXe3g4AAOv4fu5fIlnpIuWipXLrLH9XBxZRq8kBqd2MwAKABQOLF1980ez1sHHjRu/XCADgtl0ny4l0u0GanvkfCS9hTDosLHBW94PnQUWd5vvlwJb8m8UCgCWmQt1+++1mR+t27dpJ3bp1pUqVKoWSt1etWuWtOgIAnLT6QJZIw95y0Yg28ouMLjaoSGj37yIXCP6gYv/fdSRxZzyjFgCsF1h07drVqfV2AQBla+HmQ+Zrj+bV5ZftRQcVDTvukLh4prOGQk6FTn/SoOLgttou7V0CAGUWWBS18hIAwL90Y7xN86aJVG8m3ZuPENlefFCxc1Ujadx5h7+qijLgGFQAQFlgm2YACBIffjNTZPVnErniXaleKbrYoGLHisZy4nCc3+qJsqE5FQQVAMqS2ztvHzt2TL788kvZvHlzkTtvT5482dO6AQBc8Ou8UxvjNWjRoVBQ0aDj7rygIjmpMtNiQsChHSRrAwiAwOLvv/+WXr16SUZGhqSkpEh8fLwcOXJEsrOzpWrVqmbzPAILAChb61ctM197nH56vsc1UTsu/kReUAEAgGWmQo0bN0569OghBw8eNLtgz5gxQ9LS0uTjjz+WSpUqmc3zAABluzHe0d2nlgC/YNiZ+Z5zHKkAAMBSIxZ//fWXvPPOOxIdfWoOb2ZmpkRERMiVV14pSUlJcuedd8qff/7p7boCAIox/deFItnpIpExct6Zp0uOZOc9p4naBBUAAEuOWOgUqLi4OAkPD5dq1arJvn378p7TvS1WrlzpzToCAEox/ec55mu1hNYSFRWZ7zkStaGq1jlCQwCwXmDRokUL2blzp7nfuXNnefXVV+XEiRNmOtQbb7xhNs0DAJSdvxYvNl/bdjqNZkch1eodlvpt9tAyAKw3Feryyy83oxL/+c9/ZMKECTJkyBCTtK2b5mnOxQcffOD9mgIAitd1pEj5znLNqLOdbCUbrRlCQUVC211yeE91qZFw2N/VARDEyrmbvG13+umny9q1a+Wnn34yy86eeeaZZjoUAKBsJCWny9bEDJEaLeSCM7s58RM2qdvy3ymsCIGgYncN2be5DoEFAGvuY+EoISFBbrrpJm8UBQBw0aK/E83XVvUqS9WK+TfGK8wm9Vvvker1uXIdCjkVOv1Jg4o9G+pLeESuv6sEIMi5FVj89ttvpR7Tr18/d4oGALjolVdeE1mxWJo2vMS5oCIhSfasry8JbZlzH8wcgwqRMH9XB0AIcCuwGDBgQF4+hZ1+7ygnJ8fz2gEASrVo7gyRHaukWu4ZTgUVu9c1kGMHqhBYBDnNqSCoAGD5wGLFihWFHjt69KjMnDlTvvrqK7MyFADA99IzMuXY7g3m/gXDznAqqDiyt7qER3DxJ9jt26QrNDJSAcDigUXHjh2LHckoX768CSzOOKOkK2cAAG/4ZtafIjmZIpGxMvyM04s8RhO1NafCHlQgVBBUAAiAfSxK0qtXL5kxY4a3iwUAFOHbn+ear9UatJZy5SKKbCOCCgBAQAYW06dPN7txAwB876/Fi8zXdp26FnuMJmozUgEAsORUqPPOO6/QY5mZmbJp0ybZtWuXPPPMM96oGwCgFLs3rzFfBw/oW+wxR/dzsQcilaon0wwArBdYJCcnF1oFKiYmRgYNGiQXX3yx2YkbAOBb2/clSXZ2lplLf/WIs2huFCuuxnFp2HEHLQTAeoHFvHnzzFKzR44cMQEGU58AoOyt2ZsqcvZz0qKqSKP6tXgJUGxQ0ajzdklOjJMqtRi1AGChHItZs2bJsGHDJC4uTmrWrCnx8fFmJaihQ4fKN99845taAgAKWbj51I7bfTs3d7l1ajY6SIuGWFCxe20Df1cHQJBzacRi/Pjx8txzz0nVqlXNdKcGDU69SWlehY5iaNBxzTXXyDvvvGM2yLvtttvY0wIAfGTBplPBQc8W8S79XK0mB6R2MwKLUMipaNhxpwkqdq5qJGHh/25qCwB+DSw+++wzef755+Whhx6Se++9VypUqJDv+dTUVBN0PPbYY9K8eXP57bffZP78+QQWAOCjjfF+f36kSFxdaf1Qf5eCijrN98uBLbUILoKc5lQkJ1Y2QYXNFi5hwqaIACwSWEyZMkVuuOEGeeSRR4p8XqdDadCxd+9e+b//+z9JSEiQ33//3Zt1BQD846uZf4gt9bCEZadJ99YNXAoq9v9dRxJ3xhNYBDn7SIUGFQBQFpx+t1m9erVZ8ak09mOWLl0qXbp08ax2AIAifTuz9I3xigsqDm6rTauGAM2pIKgAYNkcC10Jyhk6TapGjRru1gkAUIolixebr+07d3MqUVtzKggqQgtBBQDLjli0b99evvrqq1KPmzZtmnTo0MHTegEASrDn71Xm61lnFL8xnh1BBQDAUiMWusLTyJEjpX79+nL33XebnApHaWlpJrn73XfflQ8//NAXdQUAiMjazTskO/mQ2RjvqvMHl9ommqjN9CcAgGUCi6uuukoWLVokDz/8sEyaNEnOOOOMQsvN6oZ5o0ePliuvvNKXdQaAkPbJt7+Yr9HV60uDuqUvNXtoB5vnQSQ2LpVmAGCdHIuXX35ZBg8eLC+99JL88MMPkpGRYR6Pjo6W3r17y5gxY2T48OG+qisAQES2JKaLxLeSZu3a0x5wSvnKKdKk81ZaC4B1Agt13nnnmZtugJeUlGQe00TtiIjSVyUBAHjuYExzkf73ybhbe9OccCqoaNp1i6SdjJWKVRm1AOA7bi9urYFErVq1zI2gAgDKRlZ2rizdeuqiTq+Wru247ahqnSNerBUCIajYvqKJv6sDIMixaw4ABJA/1myXtJPHpWqFKGlRp7JbZVSrd1jqt9nj9brBejkV9qBi27KmYsvlIx+Ab/EuAwAB5NU33xX57g6puO5jCQ8PcyuoSGi7Sw7vqe6T+sE6NKfCHlTk5jBdGYDvEVgAQABZuuQv87V508buBxW7a8i+TXV9UDtYCUEFgLJGYAEAAWTvljXm65AzS98Yr7igYs+G+mYPDAQ3zalgpAKApVeFAgD4x7otuyXnRKIJCq48b5BLidqaU0FQEVrIqQBQ1hixAIAA8fXM383XmBoNpH7tGk7/HEEFAKAsEFgAQID4c9Gp/IpGrTu59HOaqM30JwCArzEVKkDt2rXLbFCYk5Mry7Ydlp37k6RhnRrStUl1iYgIN5sWNmjQwO0yV+w4LEnJGVIjLlo6N7JOmb6uYyi1ZVmUGUrtWRZtuX7FIvN488YJsnz5cqfLPJWoTU5FqIuKzfB3FQAEuYAMLF555RV59tln5cCBA9KxY0d5+eWXpXv37sUeP23aNHnwwQdlx44d0rx5c3n66afl7LPPlkClJxstW7aU9PT0Yo+JiYmRTZs2OX0iEwhlBkIdKTM027Os6/j9h1PMzfkyCSpCXXT5dGnSdau/qwEgyAXcVKjPP/9cxo0bJw8//LC5YqeBxZAhQ+TQoUNFHr9gwQK54oor5Prrr5cVK1bIiBEjzG3t2rUSqPQKZkknMEqf1+OCqcxAqCNlhmZ7BkIdEdpBRdNuWyQ3m70sAPhWwI1YvPDCC3LjjTfKtddea75//fXX5ccff5R3331X/vvf/xY6ftKkSTJ06FC59957zfcTJkyQWbNmyZQpU8zPBoqU5MN590+eOOrUz/y5fL0kptikcpUqUq36qUTPzMxM2bt7l7mfnpqcd+zfmze5VKaqWKmSxNesZe7n5ubKzu3bPC5TlS9fXmrV+XeN/Q1rV4jYbG6XZxcdEy116yVI6slj5vs9u3fJxvXrnCpz8eq/iyxTlYssJ9WrVcn7/re/VjhV5vaDJ+TEknXFnjymp52Qho1O7VWwYfs+p8usuO+4HDywX1JTUgqX+c/rk9CwkdNlbtl/zJSpkhIPyYnk5CLLVMeOnTrOmdcoqmp9iYqONt8fOXJYjh/9t1970o9q160rsbHlzWPHjx2TI4dPnXh72jfja9WSihUrmfsnT56QxIMH88r0pG9Wr1FD4iqf6j+HE/fLoQP7XSpTp0mVJCrTJuUlS3IlJ9/jcVWPm+c8fT8qSoW46l4t053ySisztmJVr5fpi3q6W6b9dS8XkyqNO26T3NQI2bG6gbTstdnrddT3f3dGxcq6H/miTPqm+L09vdk3bTab5KalSXp2WonHxUSWFwkL8/vfkBUFVGChJ8XLli2T+++/P++x8PBwGTRokCxcuLDIn9HHdYTDkY5wTJ8+vdjfk5GRYW52yf+cSOkLf+rFL3ubOnfNu/9LuHN/eHfe+J9Td1oME+lw6an7Jw+J/Hyf2/XIK1M16iNy2vWn7meni0y/1fMyVe2OIn3G/vv91zeJ5Ga5X55d1SYiAx/89/sf7xZJO+JUmbeNvl0ktZgrwxXiRYY98+/3Mx1+Rwkufn6uyKpPRZKK+aCPiBa54J/g9+gO58usul1k4Ssie5cWf+AFb4gkOxdYXPb0zyK1TgWjsvxDkW1ziz+4t8PrVtprdNYTInH/BJDrvhHZ8J1TP1timar/f0XiW566v+VXkZWfeF6mOv02kfrdTt3fvVhksesXJorsm53/I9L0zFP3D60X+e1Zl8rU3IuuXQu/L9nfq157RPvtb0X/8FciE19pZu42rlF4lSn7YwXf9xzfj4rS6e9tXi2zpPLcLbPDpi1i83KZvqinq21Z5Os+0/7sPpFffPOaJyxaYvl+5Isy6ZuutaUn7VkWfTMnNVXWdGwnpYlp0VIafPOt3/+GyoorvzegAotTSYw5UqvWqavkdvr9xo0bi/wZzcMo6nh9vDgTJ06URx99tNDjGozo1XR/OPUxcMpRjZSdUS5GwsLDJSomRqJiIiQ3J0dyI8MlLe/nHa5W2mynggMnyzR3o2IkKvLfklJNue6XaX7SJhIRFSUx/5SrUiNjxZZbzq062stU4VExEhspEp526kpESmSM5GbFOFVmWGS0SFT5QmWaciNjpILD1Y2TEZGOTxcrJjJCsqNjJSeqfKEyze+MiJKK/5SbkZstmU6WGVM+UlKiYyRL61uoIv+MNmWnSaaTZUZHhkts+VMvSEp0tGQV6n///pLI3GxxKgQsFyOVYiMlonyk5OTmSnpkZIFy3e9HFWKjJOyf/p4VGSmZXujv+pPRkRFS7p9+mR0ZIRmO/d2DvhkVWU4i/yk3Nzdb0iJjXSrz4NGTeRdCNN9i8+ZTgWqmzZlXV+R4ZrJkZWTIc5dcVOTzmRmZMnfWLEn75++m4PtRUXQUuXe//l4rs7Ty3Cnzp59+kj79vVumL+rpals687r74jVfvHix9Orbz9L9yBdl0jdda0tP29PXfTMsM1OaSulyjh+zxN9QWUlNTXX62DCbjvsEiH379km9evVM3kTPnj3zHh8/frzMnz/fvCgFRUVFyQcffGDyLOxeffVVEzgcPHjQ6RGLhIQEOXr0qMTFxYk/OA6hvfftbzLmmotL/ZnXPvtZbrpkcNCUGQh1pMzQbE8r1lHf2tNz0iW3lA+E8PLlJSYiRsJcGNYPlukmhw8flurVq5uR72CZCuXM6+7t11yvZqZm5Ep8fLzX2jLUp0IFY9/0VZne7JuOIxaDevaX8jk5MmnNcqmQnS13tu8iSdHR8uvC+eb59qvXSURsrF/qWdb0PLhq1apy/PjxUs+DA2rEQpdWjIiIKBQQ6Pe1a9cu8mf0cVeOV9HR0eZWkL7Y/nrBK1WJz7vfs01Dp35Gl/csqb6BVmYg1JEyQ7M9rVrHChEVRKIqiLc51jNQy9QPcj0Jd/V9PRD+77543Utry7RDh4KyLf1RZjD3TV+U6c2+aXM4RoOKl9aukAo5OXJzp26yq3wFicnJzns+PCzMa69Prpt/Q2XFlTpZr/Yl0NGHrl27yuzZs/O9GPq94wiGI33c8XilydvFHR8IdE18bx4XKGUGQh0pMzTbMxDqCABwno5UVMzOlps7nmaCCjgn4D6RNBH7rbfeMtObNmzYILfeequkpKTkrRI1cuTIfMndY8aMkZ9//lmef/55k4fxyCOPyNKlS+X222+XQKUjN7p+fUn0eT0umMoMhDpSZmi2ZyDUEQDgPJ3+RFDhuoCaCqUuu+wySUxMlIceesgkYHfq1MkEDvYEbd1UynHIplevXjJ16lT53//+Jw888IDZIE+TsNu1Kz3r36p0MyxN0vTm7sYFy/TGzsHeLrMs6hgqbVlWZYZKewZKWwIAnKM5FYxUuC6gkrf9mbRSuXJlp5JW/EGng+kGgTVr1rTk3LxAQlvSnlZF36Q9rYq+SXsGS9/U5O1V7duY+737nCnpEfmvv2uOxZ9/zDH3O65ZLxFeWik01+Lnca6cB1uv9gAAAAACDoEFAAAAUIry2Tm0USkILAAAAIASlM/OlufXraSNSkFgAQAAAJQQVLy8Zrk0STlJG5WCwAIAAAAoIaholnJSxrbrTBsF23KzAAAAQFkGFbd16CpbK7BRXmkYsQAAAAAKJGo7BhXr4irTPk5gxAIAAABwoInaTVJTCCpcxIgFAAAA4EATtRmpcB2BBQAAAOBAE7WZ/uQ6AgsAAADAwYa4ONrDDQQWAAAAADxGYAEAAACUolyujTYqBYEFAAAAUIJyubny2Ma1tFEpCCwAAACAEoKKp9avlp5HEmmjUhBYAAAAACUEFb2PJMr/telAG5WCDfIAAACAEoKKe9t2kqVVqtJGpWDEAgAAACiQqO0YVPxRPZ72cQIjFgAAAIADTdTueTSJoMJFjFgAAAAADjRRm5EK1xFYAAAAAA40UZvpT64jsAAAAAAcLKhWg/ZwA4EFAAAAAI8RWAAAAAClCLPRRKUhsAAAAABKEGazyd1bNtJGpSCwAAAAAEoIKv779wY5/+A+2qgUBBYAAABACUHFhfv3yFPNWtNGpSCwAAAAAEoIKia0aCs/1q5DG5WCwAIAAAAokKjtGFR8V6ce7eOEcs4cBAAAAIQKTdTWnAqCCtcwYgEAAAA4IKhwD4EFAAAA4EATtZn+5DoCCwAAAMABidruIbAAAAAA4DECCwAAAAAeI7AAAAAASjFq1w7aqBQEFgAAAEAJrt+5TW7atY02KgWBBQAAAFBCUHHbji3yZoMmtFEpCCwAAACAEoKKVxs1kw8aNKKNSkFgAQAAAJQQVLzTkNEKZ5Rz6igAAAAghBK1NaeCoMI1jFgAAAAADggq3ENgAQAAADjQRG2mP7mOwAIAAABwQKJ2CAQWTzzxhPTq1UvKly8vVapUcepnbDabPPTQQ1KnTh2JjY2VQYMGyd9//+3zugIAAAChJKACi8zMTLnkkkvk1ltvdfpnnnnmGZk8ebK8/vrrsnjxYqlQoYIMGTJE0tPTfVpXAAAAIJQE1KpQjz76qPn6/vvvOz1a8dJLL8n//vc/Of/8881jH374odSqVUumT58ul19+uU/rCwAAgOBwzoH9/q6C5QVUYOGq7du3y4EDB8z0J7vKlStLjx49ZOHChcUGFhkZGeZml5ycbL7m5uaam9VonTSIsmLdAg1tSXtaFX2T9rQq+ibtGSx9s6Tjztu/V/67ZUO+Y8O8dN6Va/HzOFfqFdSBhQYVSkcoHOn39ueKMnHixLzREUeJiYmWnEKlL/jx48dNpwwPD6jZbZZDW9KeVkXfpD2tir5JewZL38xNSys2qHhw8zr5tlZdueDgvrxzwvDYWL/Us6ydOHEicAKL//73v/L000+XeMyGDRukVatWZVan+++/X8aNG5dvxCIhIUHi4+MlLi5OrMZEzWFhpn5W7JCBhLakPa2Kvkl7WhV9k/YMlr6Zk5oqB4oJKr6uU19eatIiL7DQMiPKl/dLPctaTExM4AQWd999t1xzzTUlHtOkiXvbqNeuXdt8PXjwoFkVyk6/79SpU7E/Fx0dbW4F6YttxRdcaYe0cv0CCW1Je1oVfZP2tCr6Ju0ZDH3TVuAYx6DiqeatJTo3J+85b59zhVn4PM6VOvk9sNDoTG++0LhxYxNczJ49Oy+Q0NEHXR3KlZWlAAAAEFqJ2ppTYQ8qbGFh/q5SQLBeWFSCXbt2ycqVK83XnJwcc19vJ0+ezDtGp0x98803edHf2LFj5fHHH5fvvvtO1qxZIyNHjpS6devKiBEj/Pg/AQAAgFURVLjH7yMWrtCN7j744IO87zt37my+zp07VwYMGGDub9q0ySTA2I0fP15SUlLkpptukmPHjkmfPn3k559/dmm+GAAAAEKHJmozUhHkgYXuX1HaHhaaUe9IRy0ee+wxcwMAAABK83yzVkx/CvapUAAAAICv2UipcAuBBQAAAACPEVgAAAAApeh1JIk2KgWBBQAAAFCCPocT5Yn1q2mjUhBYAAAAACUEFc+uWykLq/lm37VgQmABAAAAlBBU/FktXh5q1Y42KgWBBQAAAFBCUPHfNh0kO5ylokpDYAEAAAAUSNTOH1RwyuwMWgkAAABwoInaBBWuI7AAAAAAHGiiNiMVBBYAAACARzRRm+lPrmPEAgAAAHBAorZ7CCwAAAAAeIzAAgAAAChF6+Rk2qgUBBYAAABACdomH5eX1q6gjUpBYAEAAACUEFS8unqZbKtQkTYqBYEFAAAAUEJQsaVCRbm7bSfaqBTlSjsAAAAACOWg4o72XSQ3zN81sj5GLAAAAIACidqOQUVqOa7FO4PAAgAAAHCgidoEFa4jsAAAAAAcaKI2IxWuI7AAAAAAHGiiNtOfXEdgAQAAADhILRdBe7iBwAIAAACAxwgsAAAAgFIkpKbSRqUgsAAAAABK0CA1RSavWU4blYLAAgAAACghqHhj1VJJYS+LUhFYAAAAACUEFSfLlZMx7bvQRqVgG0EAAACghKDilo6nSUoEK0WVhhELAAAAoECitmNQcTgqmvZxAoEFAAAA4ODlNcvNCMXYdp3N15icbInNyaGNSsFUKAAAAMBBfFamuX331x+0iwsYsQAAAADgMUYsAAAAEPLCY2Ol45r1Th+LwggsAAAAEPLCwsIkonz5kG8HTzAVCgAAAIDHCCwAAAAAeIzAAgAAAIDHCCwAAAAAeIzAAgAAAIDHCCwAAAAAeIzAAgAAAIDHCCwAAAAAeIzAAgAAAIDHCCwAAAAAeKyc50UEP5vNZr4mJyeLFeXm5sqJEyckJiZGwsOJFWlL66Bv0pZWRd+kLa2Kvhl6bZlr8Xraz3/t58MlIbBwgr7YKiEhwdPXBgAAAAjI8+HKlSuXeEyYzZnwI8RpJLlv3z6pVKmShIWFiRUjSQ16du/eLXFxcf6uTkCjLWlPq6Jv0p5WRd+kPa0qUPpmssXrqaGCBhV169YtdUSFEQsnaCPWr19frE47oxU7ZCCiLWlPq6Jv0p5WRd+kPa0qUPpmnIXrWdpIhZ31JnIBAAAACDgEFgAAAAA8RmARBKKjo+Xhhx82X0FbWgl9k7a0KvombWlV9M3Qa8voAKmnM0jeBgAAAOAxRiwAAAAAeIzAAgAAAIDHCCwAAAAAeIzAAgAAAIDHCCwQUjuoAwhuukMsYFV8DiHYEVgEyIcjH5buS0pKyttBPScnx8NXBikpKZKZmSlHjx41jcEHJaxi+/btMm3aNDl+/Li/qxLw+AzyLj6HQu8zyBai53EEFha0adMms57xNddcI2+//bZs3LhRwsLCLPvHY2WbN2+WJk2ayE033WS+j4iIILjwwPr16+XSSy+VAQMGyJAhQ2TRokUmYIN7J8Gvv/66jBs3TmbNmpV34gH3rF69Wrp37y4rVqyQxMRE8xjvme7hM8i7+BwKvc+gTSF8Hme9VyPE6R9Njx49zNe///7bdMjBgwfL7NmzzR9PqES83qLtGBsbK2vWrJGbb745L7gIhT9uX7Rlnz59pEWLFnLhhRdKo0aNzBtneno6/dJF2h+1Lb/77jv54Ycf5I477pB3333X9Ev+xl23e/duGT58uIwaNUomTpwozZo1M49nZ2ebr/y9O4/PIO/jcyi0PoPWh/p5nA2WkZ2dbbv66qttV111Vd5jK1assF1//fW2iIgI2w8//GAey8nJ8WMtA8uMGTNsLVq0sD311FO29u3b226++ea8506cOOHXugWStLQ02wUXXGC79dZb8x575513TF/NzMy0JSYm+rV+gWTHjh225s2b2x544AHTduq///2vrVmzZqad4brPPvvMNmDAgLz3x//7v/+zXX755bYLL7zQNnv2bJrUSXwG+QafQ6HzGZTNeZyNEQsL0atqeuUtISEh77FOnTqZK3A6lefiiy+27LCfVbVv3166du0qN9xwg1x77bWycOFCufvuu+W6666TTz75RLKysvxdxYCg81m3bt0qbdu2zXtMv//999+lW7du5vb++++bx4P+aowHNMfn22+/lc6dO5tRCvvf8tixY00b69UtuE7fNytXrmzu6xXNpUuXmpFKnXowaNAgMxqk6Jsl4zPIN/gcCp3PoFzO46Sc31ofhURGRkq7du1k/vz5JimpatWq5vH4+Hi5//775dChQzJhwgT59NNPJS4ujhZ0QrVq1WTdunXmxEOnQlWsWNG05ZEjR+Suu+4yba4nezo9CsWrVKmSeUN/4403pHbt2ibAffXVV81N++eqVavk+uuvl6ZNm0rfvn1pymJoP9O/3d69e5t2tNMT4OTkZDl8+DBt54a6deuaPvnOO++Y982PPvrI/O2rJ5980vzt69QEx5MSFMZnkG/wORQ6n0GRnMeRY2E1/fr1M/MF33vvPTlx4kTe4zqKoXOIV65cyYonTtLRiOjoaPMmdPLkSSlfvryZ46iP6xxsnfeoCCpKpye+OurTunVr+fjjj2X69Ony4osvmjntZ599thkF0ue0fVEyTea78847811Z02BD+6n2UTvNv9CAGKXTQE0Dh9dee01SU1PNiZw9r0L7bePGjc0FBhR9JVjZV8w744wz+AzyQnva+59+5XPI87bUzyCduWHFzyBdLMK+YIQK9b8h5tT40b59+0zi5tdff22G7pWudnD66afLW2+9Zf549Mq6nQ716YmHY0dF4bZcvnx53pUDDRp0KtSWLVtk5MiR8ttvv8n3338vY8aMMcfqmxGc65tnnnmmTJ061UwrKVeunNSrVy/v5FiTZPXkuE6dOjRnATt27DAfgPbRRjv7h6XSKVF6s3//wAMPmKvsTN0puT0///xz81jDhg2lf//+JhDTD21dccs+zUxHKatUqWJO7pDf2rVrzfvjsmXL8i6wXHTRRdKrVy8+gzxsT+1/+jeuX/kc8rwtla4E9dlnn1nqM0jPN3Sqm64CZXfRRRdJz549Q/dvyN+JLqFq9erVtiZNmti6d+9uq1Gjhu20006zffrpp3nPX3PNNSbZeOzYsbYtW7aYxKTx48ebROSkpCS/1j0Q2nLatGl5zz/yyCO2sLAwW+PGjW3Lli0zjx09etT26quv2rZu3erHmgdOe37++ef5jrnooots48aNs+3fv98k1T300EO2Bg0a2LZt2+a3elvRqlWrbHXr1rUNHDjQdvrpp9tq165tEo0L0v4YHx9v+/PPP20TJkywxcTE2JYsWeKXOgdae06dOjXveV2koU6dOrYOHTrYFi1aZFuzZo3pm40aNbLt2rXLr3W3ohtvvNG8N9asWdP2119/5Xtu1KhRtrZt2/IZ5GF72hdoePjhh/kc8rAtNTHaThO5/f0ZtHLlSlvFihVtY8aMKfL5//znPyF5Hkdg4QfawerXr2862LFjx2xLly41b+LXXXedLT09Pe+4Rx991Na3b1/zx9W1a1fzIbp8+XJ/VDkg2zIrK8sco19vu+22vDen3Nxc85XVtVxrT31Tt7fdE088YevWrZt50z/zzDPNyR59M79NmzbZ6tWrZ1Z80rbTE9vBgwfb3n777ULtriuUde7c2axspEGFtjvca8+PPvrINnToUPO+qSfGutoWfbNoL7zwglllZ/To0bZKlSqZYMyRBmp9+vThM8gL7ZmRkWFOMBcvXmy+53PI/bZUzz33nLno5a/PIL0AV7lyZdu9996bdz6hFzIWLlxoAg47DXhC7TwuTP/x96hJqM0Z1OThPXv2mATDqKgo87gO7Y0fP94Mp1WvXj3veE3mXLJkiUlc0uH++vXr+7H2gd2W8G57/vzzz2ZTMl2N56yzzjLz2HGK5vHccsstZnheE4p12N4+1VFXK9IEY/171gUElC7WoCtF6fD4nDlzpGPHjjSli+2p74333HOPeVw/1nSjPJ0aobeaNWvSnkXQaaGTJ082f+/avnPnzjVTO3S6iU7Z0L9rPoO8055dunSRYcOG0Q89bMsvvvjCTJHSvumvzyB9H9LpTzr1Uv8+dNr1BRdcIHv37jUb4ennpE691umaSvMvdEpXqJzHsSpUGdM5l9qpNMlIT9z0A1DnVeucVp0LbF/+1D43Uzvo0KFDy7qaQdWWBX+G5Xo9a097G2q/pG8WTT9oNH9H59baT4J12egvv/xSrrzySklLS8sL1nT3bT0x1g/PESNGSKtWrbz2NxJK7alBse5w/Oabb5p+qydyKJkuGKCrkWngpXPBR48ebfqfzgHfsGGDOYbPIM/bU4NflpL2ft/012eQvgd99dVXJq/rkksuMReGtF6a+xUeHm6CiHHjxplAQt/nddWqkPqs9POISUhynANoHw7VeYI6ZO84DzjYh8u8gbb0T3vac1VQPHv7KR0a79mzp+3HH3/Me+yLL74w83Mdh83heXuuXbs237EozHEaqLbjoUOH8nKnKlSoYG66OWvBY+F5e9I3vdeW9pwLf7XpunXrbOXLl7d16tTJduDAgbzH09PTzbS33r17244cORJyrzmrQpWB/fv3y19//WWG7fRqr324Tpf3s68Co0uPadRr99BDD8nAgQPNMBuz1WhLq/VN3XSMvll0W86cOTNf+ymd2qRX13VZRDt7eztuiAnP21NXhXE8FoXb0j5qm5GRYUYidaRHrwgvWLDALOOp0zp0xEennjDC6932pG96ry3tK5mVRZsWrKfe2rRpY5ax1uXD7fvmKF2BTkcwdHqxjlqE2mvOVCgf0/l/5513nuloBw8eNB96emI2ZMgQ0xHt0030pn9QOuXk8ccfl+eee87sKEmOAG1J3wz8v3NVcBlEHS7X+bY6zQe0Z1n3Tb04oFM0dKfy888/35wIzZgxQzp16mQ2atXpkBUqVKBr0p4h3zeL+xvSi7+NGjUy+RQF98NKSkqSDh065O1nElL8PWQSzHQIr1WrVrYHHnjALGu6d+9e22WXXWZr3bq1WXrOPsSnDh48aFaF0eejoqJYFYa2pG8G4d+5fWrZ//3f/9mqVKliVhYB7emvvnny5Enb119/bVatsU8vsXNc2hO0Z6j2TXff36tXr26mSoUiAgsf0k6l66cXXDryvvvuM2sbP/PMM7aUlBTz2Pr1681yZLGxsYX+iEBb0jeD4+9clyK84YYbzPH8ndOe/uybuhSvLtmpjh8/7vO6BAPaM/Ta0pX3d92HaOTIkWbp21B+fyfHwod0fqAuS5aammq+15VL1FNPPWW2fH/ttdfMjtBKV4W57bbbzLxBHYoGbUnfDL6/81q1ask555xjlpTl75z29Gff1GkcupynTvPQJXlDcsqGi2jP0GtLV97fdQWrYcOGmWnsofz+zj4WPta9e3eTN6EnEvaEJJ2np3Sd8GbNmsmnn35qvk9PT5eYmBhfVylg0Za0Z6D2zaZNm5q17JU9rwq0p9U+g0B7lqVA6Zu8v7uGEQsvSklJMRtc6drLdm+88YZZNUDXWlf6R6PRr+rXr5/5GTuCCtrSV+ib/m1L+9UuRVBBe1r17xy0Z6j3Td7fPUdg4SXr16+XCy+80GyYohuMffLJJ+ZxvT9p0iSZNWuW2UhFh9Xsy6kdOnTIrLqhf0gsKUtb+gp9k7a0KvombWlV9M3Qa8tAqafVsdyslzqjRte65Nhpp51mlpG89tprzRrHnTt3NsuUacfTHApdfkx3j9Sl/H788UdZtGhR3k6yoC29jb5JW1oVfZO2tCr6Zui1ZaDUMxCQY+GhI0eOyBVXXGE6mUa0dprU0759e5OAZKfDgLpHhf6MTnu69dZbTacFbekL9E3a0qrom7SlVdE3Q68tA6WegYIQy0M6JHbs2DG5+OKLzfe6eoEOkekOsNrx1D/L+podGJ9++ul8x4G29BX6Jm1pVfRN2tKq6Juh15aBUs9AQYt4SJeP/Pjjj6Vv377me93mXdWrVy+vw9l31XZMWiKBk7b0NfombWlV9E3a0qrom6HXloFSz0BBYOEFzZs3z4teIyMjzX2NbDWpx27ixIny9ttv5614QIekLcsCfZO2tCr6Jm1pVfTN0GvLQKlnIGAqlBdpNOu4Rr090n3ooYfMnLwVK1aQ4ENb+gV9k7a0KvombWlV9M3Qa8tAqaeVMWLhZfblxrTjJSQkyHPPPSfPPPOMLF26VDp27OjtXxfUaEva06rom7SnVdE3aU+rCpS+GSj1tCrCLi+zR7c6lPbWW2+Z7ej/+OMP6dKli7d/VdCjLWlPq6Jv0p5WRd+kPa0qUPpmoNTTqhix8JEhQ4aYrwsWLDBrIoO2tAr6Jm1pVfRN2tKq6Juh15aBUk+rYR8LH28NrxuqgLa0GvombWlV9E3a0qrom6HXloFSTyshsAAAAADgMaZCAQAAAPAYgQUAAAAAjxFYAAAAAPAYgQUAAAAAjxFYAAAAAPAYgQUAAAAAjxFYAAAAAPAYgQUAAAAAjxFYAAAAAPAYgQUAAAAAjxFYAAAAAPAYgQUAAAAAjxFYAAAAAPAYgQUAAAAAjxFYAAAAAPAYgQUAIM8jjzwiYWFhkpSU5LNW2bFjh/kd77//Pi0PAEGEwAIAAACAxwgsAAAAAHiMwAIAYEkpKSn+rgIAwAUEFgCAQo4dOybXXHONVKlSRSpXrizXXnutpKammuf69+8vHTt2LLLVWrZsKUOGDClUjpahZY0aNco8VpAeU7FiRdm6daucffbZUqlSJbnqqqvyAoy7775bEhISJDo62vyO5557Tmw2W74y0tLS5M4775QaNWqYnz/vvPNk7969Jp9Dc0cc6ePXXXed1KpVy5TZtm1beffdd/MdM2/ePPOzX3zxhTzxxBNSv359iYmJkYEDB8qWLVvoNQBQQLmCDwAAcOmll0rjxo1l4sSJsnz5cnn77belZs2a8vTTT8t//vMfufHGG2Xt2rXSrl27vMZasmSJbN68Wf73v/+Z7/XE//zzz5c//vhDbrnlFmndurV88803JrgoSnZ2tglK+vTpYwKH8uXLmzI0QJg7d65cf/310qlTJ5k5c6bce++9Jjh48cUX8wUnGgRo/U4//XSZP3++nHPOOYV+z8GDB83zGjTcfvvtEh8fLz/99JMpPzk5WcaOHZvv+KeeekrCw8PlnnvukePHj8szzzxjgp7FixfTUQDAkQ0AgH88/PDDOgxgu+666/K1yQUXXGCrXr26uX/s2DFbTEyM7b777st3zJ133mmrUKGC7eTJk+b76dOnm7KeeeaZvGOys7Ntffv2NY+/9957eY+PGjXKPPbf//43X5n2Mh5//PF8j1988cW2sLAw25YtW8z3y5YtM8eNHTs233HXXHONeVz/X3bXX3+9rU6dOrakpKR8x15++eW2ypUr21JTU833c+fONT/bunVrW0ZGRt5xkyZNMo+vWbOGfgMADpgKBQAoREcYHPXt21cOHz5srujrtCYdifj000/zpiPl5OTI559/LiNGjJAKFSqYx2bMmCHlypWTW2+9Na+ciIgIueOOO4ptccdj7WXoz+gUJ0c6NUp/t440qJ9//tl8ve222/IdV/B36c989dVXMnz4cHNfl9W133S0REckdITGkU4Di4qKytcWatu2bfQcAHBAYAEAKKRBgwb5vq9atar5evToUfN15MiRsmvXLvn999/N97/++quZYqTTkOx27twpderUMbkTjjRHoigahGgegyMto27duiZnwpFOq7I/b/+q05V0+pajZs2a5fs+MTHR5Hi8+eabZgqU400DCHXo0CGX2gIAcAo5FgCAQnSUoCj2EQq9uq+Jzx9//LH069fPfK1du7YMGjTI7dbUJGoNDnwpNzfXfL366quLzfXo0KGDS20BADiFwCIANGrUSOLi4swHrl4p0yRGAPAnPdm+8sorze7ZmtA9ffp0k9DteBLesGFDmT17tpw8eTLfqMWmTZuc/j1aho6GnDhxIt+oxcaNG/Oet3/VoGH79u3SvHnzvOMKrt6kIxNajk7d8iQIAgAUxlSoALFgwQJZuXIlQQUAy9BpTzod6OabbzbBg44CONJlY3Wlp9deey3vMT2hf/nll53+HVqG/syUKVPyPa6rQemqTsOGDTPf25e4ffXVV/MdV/B3aeBz0UUXmTwLXdWqIJ0qBQBwDyMWAAC3dO7c2Sw3O23aNJPz0KVLl3zPa4J079695b///a/s2LFD2rRpI19//bVJkHaWlnHGGWfI//3f/5kydP+MX375Rb799luzLGzTpk3NcV27djUBw0svvWSSzO3Lzeryt0qDEMflY3Xkt0ePHmaURet15MgRk7StoyN6HwDgOkYsfOi3334zH4qaeKgfajpVoCivvPKKme6kGy/pB91ff/2V73n9Wd2Qqlu3bvLJJ5/4ssoA4BJN4laOSdt2On3zu+++M3s+aA6GBgf16tWTDz74wOny7WVoEPHDDz+Yr+vXr5dnn31WXnjhhXzHfvjhhzJ69Gj58ccf5b777pPMzEyzUpXS91c7zQ3R91lN1tZAR/eymDRpkgkodFoXAMA9YbrmrJs/G7L+/PNP6d69u0RGRuZ7XD/sqlevbj60lC6DqMfqlbQLL7zQbAylSzE60g89/WB+/fXXTVChV9v06p/OQdbNqJRuAqUfxvv37zdzgnWJx4LJhQDgD3pCftddd5nRhIKrJ1mBTiHVkRUNbOw7eQMAfIMRCxdpcqBeEdOkRZ33a6eBwJlnnpnvSpzO/X388cflggsuKLY8veKmQ/F65UyH4zXA0N1m33333bxjNKhQumyjzjcuuMY6APiDXpd65513zIiqFYKKtLS0Qo/pxRod9dCVqwAAvkWOhYv0A0o3bNIPKR1p+Oijj8wqJBpU6GjE+PHjnS5Lh+mXLVsm999/f77ydVRi4cKF5vuUlBQTzOgqJpocOWfOHLn00ktdrTYAeI2+L+n0JM1TWLNmjcl3sIJnnnnGvKdqTobuiaGjxnq76aabJCEhwd/VA4CgR2DhBs2Z0BN83X1VRy40CNBgwHHlE2foTq866mGfOmWn39uXUtQNp+wjHnqsjm5orgUA+IuunKTvfVWqVJEHHnhAzjvvPEu8GL169ZJZs2bJhAkTzIUYHUV55JFHTG4HAMD3CCzcpB9YOlqhUwCaNGlipgM4rjriLVr2qlWrvF4uALhLF5uwYnre4MGDzQ0A4B/kWLhJRxJ0eF1XfUpNTTXJi66qUaOGWVNdyypYtu5gCwAAAAQKAgs36BSmgQMHmnXbdalC3VlWV3e65557XConKirKrBilP2+n+RT6fc+ePd2pGgAAAOAXTIVykZ7462pPDRs2NMGEJgjqak46r1cTuHUFJ/vohc7x3bJlS97PapK3Ln1YrVq1vBVUxo0bJ6NGjZLTTjvNLGGrK5hoYqSuEgUAAAAECvaxcIMGEZq47bjhklqxYoXEx8dL/fr1zffz5s0zq5MUpIHE+++/n/f9lClTzGZPBw4ckE6dOsnkyZPNnhYAAABAoCCwAAAAAOAxciwAAAAAeIzAAgAAAIDHCCwAAAAAeIxVoZxcCWrfvn1SqVIln2yCBwAAAFiRboh64sQJqVu3roSHlzwmQWDhBA0qEhISvPX6AAAAAAFl9+7deSufFofAwgk6UmFv0Li4OLHiiEpiYqJZ6ra0SBK0ZVmib9KWVkXfpC2tir4Zem2Za/F6Jicnmwvs9vPhkhBYOME+/UmDCqsGFunp6aZuVuyQgYS2pD2tir5Je1oVfZP2tKpA6Zu5AVJPZ9IBrFt7AAAAAAGDwAIAAACAxwgsAAAAAHiMwAIAAACAxwgsAAAAAHiMwAIAAACAx1huFgAAuGTXrl2SlJSUt1TmkSNHpFq1anlLZdaoUUMaNGhAqwIhhsACAAC4FFS0bNnSrLtfnJiYGNm0aRPBBRBiAm4q1N69e+Xqq6+W6tWrS2xsrLRv316WLl1a4s/MmzdPunTpItHR0dKsWTN5//33y6y+AAAEEx2pKCmoUPq8fUQDQOgIqMDi6NGj0rt3b4mMjJSffvpJ1q9fL88//7xUrVq12J/Zvn27nHPOOXLGGWfIypUrZezYsXLDDTfIzJkzy7TuAAAAQDALqKlQTz/9tCQkJMh7772X91jjxo1L/JnXX3/dHKMBiGrdurX88ccf8uKLL8qQIUN8XmcAAAAgFATUiMV3330np512mlxyySVSs2ZN6dy5s7z11lsl/szChQtl0KBB+R7TgEIfBwAAABCCIxbbtm2T1157TcaNGycPPPCALFmyRO68806JioqSUaNGFfkzBw4ckFq1auV7TL9PTk6WtLQ0k6dRUEZGhrnZ6bH2lS/0ZjVaJ5vNZsm6BRrakva0Kvom7WkVzn7WWPUz0+r4Ww+9tsy1eD1dqVdABRb6H9MRiyeffNJ8ryMWa9euNdOdigss3DFx4kR59NFHCz2emJhYasKav9rl+PHjplPal/oDbWkF9E3a0qrom+7TpWWdPe7QoUMe/KbQRN8MvbbMtXg9T5w4EZyBRZ06daRNmzb5HtOcia+++qrYn6ldu7YcPHgw32P6fVxcXJGjFer+++83oyKOIxaa2xEfH29+zoodMiwszNTPih0ykNCWtKdV0TdpT6vQ/SqcoRfidNoyXMPfeui1Za7F66nLRwdlYKErQum62I42b94sDRs2LPZnevbsKTNmzMj32KxZs8zjxdFlafVWkL7YVnzBlXZIK9cvkNCWtKdV0TdpTyvQYEFPNEoawS9Xrpx07NiRzyQ38bceem0ZZuF6ulIn69W+BHfddZcsWrTITIXasmWLTJ06Vd58800ZPXp0vtGGkSNH5n1/yy23mNyM8ePHy8aNG+XVV1+VL774wpQFAABcoztq60W+++67L29asi7hrnmPy5Ytk8WLF8vWrVtLvOgHIDgFVGDRrVs3+eabb+TTTz+Vdu3ayYQJE+Sll16Sq666Ku+Y/fv3m11B7XSp2R9//NGMUujVE1129u2332apWQAAPAguVq1aZe5fdtll0qFDB7MRrd66d++et+P2yZMn5YorrjCzCwAEv4CaCqXOPfdccytOUbtqDxgwQFasWOHjmgEAEBo0YJgzZ465X9Jn8t133y2fffaZ2T/q999/l0aNGpVhLQGUtYAasQAAAP7366+/SmZmpjRp0kRatWpV7HGPP/64WWRlz549cuaZZ8revXvLtJ4AyhaBBQAAcMkPP/yQN1qhSafF0VVuNAhp2rSpbN++XQYOHFhopUYAwYPAAgAAuLQ0puYuljYNyq5u3boye/Zss2y7Jn0PHjzY6b0wAAQWAgsAAOA0ndakKlasKP369XPqZ3SFKA0udG+pNWvWmIRuAMGHwAIAADhNV3zSXAldFaqoPZ+K07x5czMtSnMunn76aVocCEIBtyoUAADw/4ZZmrjtqrZt25oRi4iICJ/UC4B/MWIBAACcoitBaY6FJxyDCl2G9uqrr5asrCxeASAIEFgAAACnfPjhh1KnTh158sknvbIXxogRI+STTz4xwUVOTg6vAhDgCCwAAIDTy8weOnTI41ELe/L3Rx99JJGRkfLFF1/I9ddf75VyAfgPORYAAKBU6enpMmvWLKeXmXXGsGHDzM7cl156qXzwwQeSkpIi//3vf4vcG6NGjRomcRzO2bVrlyQlJRX7PO0JXyCwAAAApZo7d66kpqZK/fr1pWPHjl5rsQsvvFCef/55GTt2rHz55ZfmVpSYmBizDwbBhXNBRcuWLU0wWBzaE77AVCgAAOC13bbd0bdv31KP0ZPkkq7A41/aTiUFFbQnfIXAAgAAlMhms+ULLACgKAQWAACgRGvXrjXTa2JjY+XMM8+ktQAUiRwLAABQori4OLnvvvskLS3NBBcAUBQCCwAAUKKGDRvKU089RSsBKBFToQAAAAB4jMACAAAUa9GiRTJjxoxSVxkCAAILAABQrBdeeEHOOeccefLJJ33WSrpZm+6rUBJ9Xo+Dc+2pO5rTnihr5FgAAIAiZWZmysyZM819DS58RTe9083vCu5T8eGHH8qkSZOkWbNm8uuvv7I5npNq164tVatWlUOHDsmUKVOkZ8+e5rXMzc3NC+DYeRu+QGABAACK9Mcff0hycrLUrFlTunXr5tNW0uCi4K7ajRs3lrfeeku2bNki27dvN0nkKJ3uXq5BRZ06deTGG2+UqKgomg1lgqlQAACgSPZN8XS0Ijy87E8Z9Kr7yJEjzf1vv/22zH9/oJo8ebL5euuttxYKKnTU4ueffzYjRIC3EVgAAIAiWWG37XvvvVfmzZtncj1QusWLF5ubBhQ333xzoefHjRsnw4YNk2eeeYbmhNcRWAAAgEI2b94sf//9t0kCHjx4sN9aqEmTJtK/f38JCwvzWx0CcbTiiiuuMFPYCrr00kvN108++UQSExPLvH4IbgEVWDzyyCPmjcXx1qpVqxJ/Ztq0aeYYTVZq3769WTIPAACUbO7cuebrgAEDpFKlSpZorhMnTpjdv1G0ffv2yRdffGHu33nnnUUeo4ncXbt2lYyMDJO/AoRsYKHatm0r+/fvz7tpYllxFixYYCL266+/XlasWCEjRowwt7Vr15ZpnQEACDQ33XSTbNiwQSZOnChW8Nxzz0n9+vXl/fff93dVLEvzJqpXry59+vSRLl26FHmMXpQdM2aMuf/qq69KVlZWGdcSwSzgAoty5cqZZdTst5LWtNYl6oYOHWrmZ7Zu3VomTJhg/tB06TUAAFA8+6wAvbptBTolS1eo0qk+NpvN39WxpDPOOEN27txppjmVRKdD1apVS/bu3Stff/11mdUPwS/glpvV+Z5169Y1U5t0OE+vpBRcns5u4cKFJknJ0ZAhQ2T69Okl/g4dHtSbnb6R2VdS0JvVaJ30TdaKdQs0tCXtaVX0Tdoz1PvmqFGj5H//+59s3LhRfvnlF7/mfVi5PTUA05Gdkn5ej9HE7scee8xchL3kkkskGAXK+2auxevpSr0CKrDo0aOHGQJt2bKlmQb16KOPSt++fc3UpqLmfx44cMBE5I70e328JBqsaNkFaZJTenq6WPEFP378uOmU/lgOMJjQlrSnVdE3ac+y9MADD8jhw4fltttuk44dO1qmb1522WXyzjvvmGlRpdUrULnTnnqsTg3v1auXREREOPUzF110kTnfOXr0qLloW7lyZQk2gfK+mWvxempuU1AGFro8ml2HDh1MoKGb5WiikuZReMv999+fb6RDRywSEhIkPj5e4uLixIodUoestX5W7JCBhLakPa2Kvkl7lpWcnByzZ8SRI0fkrrvuKnJlIX/1zXvuuccEFroLt56INW/eXIKNO+2pQYVOb9I8VM0pdSa40NdVj9XpbsG64lagvG/mWrye9t3agy6wKKhKlSrSokULsyNnUTQH4+DBg/ke0+/18ZJER0ebW0H6YlvxBVfaIa1cv0BCW9KeVkXfpD3Lgk4j1qBCN6fTJGBnPlfKqm/qSfDZZ59tVnh87bXX5KWXXpJg5Gp72nNHdYq4TnNylgYiwS5Q3jfDLFxPV+pkvdq74OTJk7J161azZX1R9A9s9uzZ+R6bNWuWeRwAABS/KZ7OEtAFU6zGvozqBx98kC8fMlTt3r07LwG7uCVmnTmfWrp0qZdrhlAUUIGFDoHOnz9fduzYYZaSveCCC8xwny4pq0aOHGmmMdnpcmq6bf3zzz9vkr10Hwz9w7n99tv9+L8AAMC6rLDbdknOOussefLJJ800nqJmF4QaXTJWp6/pilC6X5erVq5caZK99fXOzMz0SR0ROgIqsNizZ48JIjR5W+cS6lrNixYtMnPS1K5du0xSt50mMU2dOlXefPNNk+T15ZdfmhWh2rVr58f/BQAA1qQX7nRBFL1op6soWnXKiF5EbNSokYQ63SxQz3E8Ga3Q6VAVKlQwU8Xtm+sB7rLeGGcJPvvssxKfnzdvXqHHdAm1YF1GDQAAX4xW9O7dW6pVqxYQjZudnW3JKVtlQS+eaj6MBlnDhw93qwzNydDVv3QpX1169qqrrgraZG74XkCNWAAAAN/RmQDdunVz+yS1LOkU5/PPP1/OO+88CVX2C6o6xdvZZWaL22Vdp5XpdPHFixd7sYYINQQWAADA0OnGf/31l9x9992Wb5GoqCj5/vvv5aeffjJBRij68MMPzVKzni65r1PKr7zySnNfRy0AdxFYAACAfAJhKkyTJk3yRitefvllCdXXSaet6fL7nrLnaGg+6t69e71QO4QiAgsAACDLli0zG8IGEselZ48dOyahQndF1w0CvalTp07Sr18/s8LUnDlzvFo2QgeBBQAAIU53/tXlRjXHIpD2M9AlVnWlx5SUFHn33XclVEycONEsEfv66697tVydBqWbDv/nP//xarkIHQQWAACEuOXLl8uBAwckJiZGOnToIIE0Fcg+aqHTofRqe7DTzezefvtt87VBgwZeH7XQKWaAuwgsAAAIcfZlZnXvCk2KDiS6PKoujat7cGgyd7D76KOPzDSoZs2aydChQ326o7fNZvNZ+QhOBBYAAIQ4+wm5VXfbLkn58uXlkUcekVdeeUUGDRokwUxP9CdPnmzu33HHHRIeHu6T33H11VebvTF0xSnAFaG5owwAADB0BSCdCqXTioYNGxaQraIn2aFg1qxZZmndSpUqyTXXXOOT36H9QHfi1rwbzbno27evT34PghMjFgAAhLAZM2aYr927d5datWr5uzoogX204tprr5W4uDifB2rffPON7Nq1i9cETiOwAAAghNnzKwJxGpQjTdzWpOYePXqY5ViDzcGDB+WXX34xIwq607Yv6UpbAwcONKMWOsUMcBaBBQAAIX4VXE8eL730Uglkmm/w6quvmp3DNcAINjqatHXrVnnnnXekefPmPv999tW23nrrLUlNTfX570NwILAAACCENWzYUG677TZp0aKFBDK9kj9mzBhzXwOl7OxsCTYJCQlmGlRZOOecc6Rx48Zy9OhR+fjjj8vkdyLwEVgAAICgcNlll0l8fLxZKnX69OkSLPwxYhAREZGXa/H++++X+e9HYCKwAAAgBOmyoqNGjTK7N+vO1cFAN/i7+eab8yU6BzrNc+jcubPJgSnrRGodHdGNB2fOnFmmvxeBi8ACAIAQtGbNGvnwww9l3LhxPtkPwV9uvfVWKVeunPz++++yYsUKCXQ//fSTbN682ewpoRsBlqUqVaqYRHFd3hZwRvC8kwAAAJdXg9LVf2JjY4Om5erWrSuXXHJJ0Ixa2P8PN9xwg1SsWNGvI1zp6el++/0IDAQWAACEcGAxfPhwCTaaxK2b/V111VUSyDZs2JC3xOzo0aP9Vg+tg07HeuCBB/xWBwQGdt4GACDEJCYmyqJFi/JW/wk2upeFfeO/QKb5Deq8884zKzT5c4+QVatWyfbt2+Wxxx7z68gJrI0RCwAAQozO29epLXoVul69ev6uDoqgy7x+8MEH5r59GV1/GTJkiFmOODk52eTlAMUhsAAAIMQEy27bpdmzZ4+ZvvPtt99KoNGgQpeZ1V2wBwwY4Ne6aHK/felZzfnQlaqAohBYAAAQYrKysszKScEeWLz33nsyceJEeeqppyTQ3HTTTfLGG2/IhAkTTI6Fv+nSxHFxcbJp0yaZNWuWv6sDiyLHAgAAN+m+AklJScU+X6NGDWnQoIFfyyyqvAcffFDGjh1rrkTr867WMVCcffbZJidA80l0Co9e/bfa61OwTB0NOHLkiFla9rTTTst73t+vkS45e/HFF8u7775rgh3diNAXfdOT8kpqS/uSyu6UCecRWAAA4AY9gWnZsmWJS3Dqhm16hdfZExlvl+mLOgYK/b/36dNHsrOz8664W+318VWZvqD1/OSTT8z9P//8U7p27Wq5vhkobRnMAnoqlA5t6vCgXnUpybRp06RVq1amM7Vv3z4oVooAAPiXXhUtbV1/fb6kK7K+LtMXdQwUgfD6+KpMX9Dfn5GRYem+GShtGcwCNrBYsmSJmXvYoUOHEo9bsGCBXHHFFXL99debHThHjBhhbmvXri2zugIAAADBLiCnQp08edJsevPWW2/J448/XuKxkyZNkqFDh8q9995rvtd5gZp0NGXKFHn99dfLqMYAgFA1ePBgiYyMLJTjYN/wTC966WZu9qRqd8tUt912mzz00EPm/u7du81xcK8tzzrrrHxLq+rUmZSUFKea88ILLyz2yrlOIfrxxx/zvr/yyiuDsj2vueaavKR5HSEomN/ibl/XDR31/E/pksl16tRxuUz4TkAGFvpmrBv6DBo0qNTAYuHChTJu3LhC6zFPnz692J/RoT7H4T5dt9meBGTFJda0TvrHZcW6BRrakva0Kvqm9drT2Z/V5NGC9ATV/vOZmZly8OBBl353UWXaP6/s5epJVnHHFeTJ55tV+6Ynr499HwnHMvQ10tfK2TJPnDhR7HOO5ervcYa/z0FcbU/Hvqh5Lq728YLl2R07diyvXO137pTr77YMlL8hO1fqFXCBxWeffSbLly83U6GcceDAAalVq1a+x/R7fbw4ujTdo48+WuROpaXN3fPXC378+HHTKe2rHoC2tAL6Jm0ZzH3T2ZN2HR3XzcUc6Yo6hw4dyrs/Z84cc3/z5s1yyy23uFWm0tVv7OXqcrJ6nDPl6f/F/nPB8nfuyeujdHdpxzaZOXOmSfp1pj2ff/55adasWZHPxcbG5iv3iSeekBtvvNGnr5E/2rNKlSp59dXAwt7H7dzt67o6lb1c7XOO5Tpbpr/bMlD+huyKC5IDPrDQYV3dfVKnMmkitq/cf//9+UY5NOpOSEgwb/66hrPVaIfUJHatnxU7ZCChLWlPq6JvWq899STeGTr1pUuXLiUe06hRo7yTJm+VaT/O2f9LzZo1JZj6pjdfH6Xto8GGM3RHc2fKVJ06dfL5a2SF9qxbt26+773V1x0vHjtbpr/bMlD+huxcOecOqMBi2bJlJsJ07GA5OTny22+/mZwJnb4UERGR72dq165daJhMv9fHixMdHW1uBemLbcUXXGmHtHL9AgltSXtaFX3TWu2peyM4w5Xf4cpxzhzr7fICqW/64v8eKGX6QiD0zUBpy0D5G7JzpU7Wq30JBg4cKGvWrJGVK1fm3XTzGE3k1vsFgwrVs2dPmT17dr7HdMRDHwcAwB3bt2+X//3vf05d6dMNuZylx5Z2ddCVMr1dXiDxxf89UMr0hUDom4HSlsEsoEYsdIir4KoCFSpUkOrVq+c9PnLkSKlXr57Jk1A6dap///5mvqMmfGuOxtKlS+XNN9/0y/8BABDYdB705ZdfbuZEd+zY0cwBj4qKKvJYV3f51WN1Hr+3diP2dnmBxBf/97Io06q7RQdC3yyqLXXVtZtuusmsLDV37lwztd3fbRnMAiqwcHbXRcchm169esnUqVPNlaUHHnhAmjdvblaEKhigAADg7JQFvVilKxR+//335kTFm/Skx5snPt4uL5D44v/u6zL1ZFinfWsOgNWmxQRC3yzYlnqxWXOYduzYIYcPH5bevXt79fchyAKLefPmlfi9uuSSS8wNAABv6NOnj7kSarUTPwCFLwTojJVXXnlFfvjhBznvvPNoIh/iHREAACfoMufr1q379wOUoAIICBpYKA0sdCojfIfAAgCAUuhqgiNGjJAePXrIH3/8QXsBAURzbTUnV/+ONQcDvkNgAQBACXQH60svvVT27dtn5m5rwjaAwKErQelohQYWrVq18nd1glrA51gAAOBL9913n9kvSVcm/Prrr53ehAuAdQwYMMDfVQgJjFgAAFAMXaL8xRdfNPfff/99rnYCQAkILAAAKMLatWvl+uuvzxu1uPDCC2knIIDp9gP9+vUzFwngGwQWAAAU4aWXXpLU1FQZOHCgPP7447QREOC2bt0qv//+u3z77bf+rkrQIrAAAKAIuqP2Y489Jp9++qmUK0dKIhDozj33XPN11qxZkp6e7u/qBCUCCwAAiqDBxIMPPijx8fG0DxAEOnXqJHXr1pWUlBSZP3++v6sTlAgsAAD4x8yZM+X222+XzMxM2gQIwl247aMWuvwsvI/AAgAAEdmxY4dceeWV8sorr+StBAUguDgGFuzC7X0EFgCAkJeWlmZWfTpy5IicdtppMmbMmJBvEyAY6WIMumGeXkhYv369v6sTdMhGAwCENL1qedttt8mKFSukRo0a8tVXX5kTDwDBp3z58jJ8+HAz3TErK8vf1Qk6BBYAgJD2xhtvmHXtw8PDzYZ4DRo08HeVAPjQ559/bvIt4H0EFgCAkLBr1y5JSkoy93Nzc820p71798odd9xhHhs/fryZJgEguBFU+A6BBQAgJIKKli1blrh2vW6Id+uttzJiAYSIbdu2mSlRrVq18ndVggbJ2wCAoKcjFaVtiKXP20c0AAS3F154QZo2bSqPPPKIv6sSVAgsAAAAEFJ69eplvv78888kcXsRgQUAAABCSrdu3SQ+Pl6OHz8uf/75p7+rEzQILAAAABBSIiIi5Oyzzzb32YXbewgsAAAAELK7cH///ff+rkrQILAAAAS9+fPn+7sKACzmrLPOksjISNm8ebO5wXMEFgCAoPbLL7+YPSoAwFFcXJz079/f3Gc6lHewjwUAIKi99tprkp2dbXbW1o3xihMTEyM1atQo07oB8K/77rtPbrvtNhk8eDAvRagFFvrhoLcdO3aY79u2bSsPPfSQDBs2rNifmTZtmjz44IPmZ5o3by5PP/10XrIOACD4ffrpp2bN+ksvvVSSk5Pz7bxdrVo1E3AoDSoaNGjg59oCKEuDBg2iwUM1sKhfv7489dRTJkCw2WzywQcfyPnnny8rVqwwQUZBCxYskCuuuEImTpxoEnSmTp0qI0aMkOXLl0u7du388n8AAPje/v37pXbt2hIWFmZGIh544IF8z2tgcejQIalZs2ZeYAEA8ExAvZsOHz7cjDZoYNGiRQt54oknpGLFirJo0aIij580aZIMHTpU7r33XmndurVMmDBBunTpIlOmTCnzugMAysaGDRukY8eOcs8995iLUABQEp3V8vDDD8tjjz1GQ4XSiIWjnJwcM80pJSVFevbsWeQxCxculHHjxuV7bMiQITJ9+vQSy87IyDA3O8eh85Lm5/qL1kk/PK1Yt0BDW9KeVkXfdM7WrVvN1IbExESZO3eunDhxwlyAoj3pm4GCv/Wyb8vt27eboEKnQ95///1mj4uylGvx8zhX6hVwgcWaNWtMIJGenm4+LL755htp06ZNkcceOHBAatWqle8x/V4fL4lOnXr00UcLPa4fVPp7rfiC686R2ikZ0qctrYS+SVuWpb1795rprvv27ZOWLVvKRx99JKmpqeZG3/Qd/s5pz0Dvm82aNZPKlStLUlKSzJw5U0477TRL1tNf9AJN0AYW+mGxcuVK8wJ8+eWXMmrUKLM+eXHBhTs0WnUc6dARi4SEBLP1uy5NZjXaIXUesdbPih0ykNCWtKdV0TdLpheMNKduz5495iRh9uzZUqdOHdqTvhlw+Fv3T1vq1PnPP//c5OeW9SI/uRY/j9M8taANLKKiosyHhuratassWbLE5FK88cYbhY7VxL2DBw/me0y/18dLEh0dbW4F6YttxRdcaYe0cv0CCW1Je1oVfbNohw8fNtNc//77b7OqkwYV9erVoz3pmwGLv/Wyb0vN49XA4scff5Qnn3xSylqYhc/jXKmT9WrvRpTnmA/hSKdM6QeMo1mzZhWbkwEACDy//fabrFu3zoxQzJkzhyVjAbhMRyz0BHr16tWya9cuWtBNbgUWP//8s19W2tApSvoBotn7mmuh38+bN0+uuuoq8/zIkSPNY3ZjxowxdX3++edl48aN8sgjj8jSpUvl9ttvL/O6AwB844ILLpDPPvtMfv31V2natCnNDMBl1atXl169epn77MJdxoGFzj1r2LCh2ZxOM+nLiq45rsGD5lkMHDjQTIPSJBv7bokaYera5XbaQXTvijfffNMsPag5GboiFHtYAEBgS0tLMwtq2Onmd97MtQMQenTPs6pVq5oVR+GeMJsbQw+6Rvi7774rH3/8sXlj79evn9xwww1y0UUXFZmbEOg0eVtXC9CEcasmb7PRE21pRfRN2tIXMjMzzSjFtm3bzCiFM/kUBdE3vYe29C7a039tqSvIaS5vuXJlm4Kca/HzOFfOg92qvW429+yzz5rVN77++mvzS6655hqTFD169GhZtmyZu3UHAKBY2dnZcuWVV8qMGTNk586dZTpqDiC4lS9fvsyDimDjUevpBiLnnXeeuen64Zrr8Nprr8nrr79uphuNHTtWrr32Wu/VFgDgEZ0yqmu1F0c3iNKVlaxYpl7V091xNaiIjIw0+xj16dPHpXIBoDQ6mceZVURRmMdhmU6Leuedd8y0qGPHjskll1xihqj1jf+WW26RxYsXm0ADAOBferKuOWolbfSp65Vv2rTJ6UDAX2XaR88BwJt0sR9dIUqnXOrMHCtOTbIyt1rr5MmT8tZbb5llW3VkQtf8vffee80LoGsAX3755fLhhx/K22+/LZ988on3aw0AcJmOAJR2sq7PlzT6YJUys7KyXCoTAJzRuHFj896iiwGtWLGCRiuLEYtatWqZr5qs/cwzz0jfvn2LPK5z585mCBwAEDheeeUVue+++6RFixbme12mW1fUK4rjSnyllan7TFx88cXSqVOnvCuDOtrtbpkA4G26CNFZZ51lplrqsrO6GTN8HFg8/fTTcvXVV0uVKlVKPE5HM0isA4DAoqv+6bRWe2CxatUqeeKJJzwuU+kUJ3tgoTtle1ouAPhi2Vl7YKF5XfBxYHHkyBGzJFdRgYVeadJpUrrHBQAg8Fx22WX58iF0f4g77rijyGN1iUSdAutMmbqUogYWjlMOiirX2TIBwBd0vzb7aK2e1+poK3wYWDz66KMmsaVu3bqFntu3b595nsACAALT+PHj8202p/l0eivK8uXLnQoCtMwuXboUGtWePHmy22UCgC/oalDdu3eXv/76yyxGdP3119PQvkze1mW4wsLCinxOI7vSpkgBAAAAVp4OpXQ6FHwwYvHpp5+am9Kg4u677y4UQOgqHjps1Lt3bxeqAAAAAFiHbp2QmJhovsIHgYWu53vixIm8EYuUlBSzQZ4j3QZ95MiRZsgbAGAtukqfrniSkZFR4p4Trqzmp8fqz5S2j4W/ywQAVxQ3VRNeCixGjRplbuqMM86QV199lc2JACCAaEL2TTfdJC+//LJZDlz3GvJ0l2w9Vje/8+bO274oEwBg0eTtuXPner8mAACf0hGAzz77zNx/4IEHCiVTu0tP8L19ku+LMgHAFdnZ2fLHH3/I/PnzzaJExeUXw43A4oUXXpCrrrrKbI6n90uiDX/XXXc5WzQAoAxoUKFzhhMSEmTEiBG0OQCUkgYwbNgwc1FGN4XW6VHwUmBxzz33SJ8+fUxgofdLQmABANaiuXH2+cKjR4+WcuXcGrAGgJBRvnx5OfPMM82Ss7o6FIGFF5ebzc3NNWv62u+XdMvJyXG2WABAGdDh/BUrVkhsbKzccMMNtDkAOIFlZ8tgH4vffvtNTp48WeRzulqUPg8AsA57bsXVV18t1atX93d1ACAgnHPOOebrwoULS1xQAh4EFroq1Pr164t8buPGjeZ5AIB16DSo77//vtSprACAf+kiEh07djQzcn7++Weaxlc7bxdHRyx0qB0AYB2675AO6bdo0cLfVQGAgJwOpRdnUDKns/cWLVokCxYsyPt+6tSpZs6uI82a//bbb9nfAgAswr4Znm6MBwBwL7B44oknZPXq1ebiOsvOeiGwmDlzpjz66KPmvjZoUbsRRkZGmqBCN88DAPjfhx9+KP/73//MGuy6GhQAwDXdunWTpUuXmo1FCSq8NBXq4Ycfzlv1SaM1HcEouBqUXhlbuXKl9OrVy9liAQA+ou/VkyZNkkOHDuWNXAAAXJ9K2rVrVwkPdyuDIKS4tZC5BhEAAGubO3eurFu3TipUqCDXXXddvudycnLl940HZf/RNKlTNVb6tqolERGefWgGUpnz1x+QTTsPSMuGudK/TW3L1tObZdKWgVEmfdN6bblr1y6zIpSWuWxbkhw5mSk14qKlc6PqpswaNWqYJG/3yzwsO/cnScM6NaRrE/fLtAK3d0jSvSoWL14se/bsMbkVBY0cOdLTugEAPKCjFWrUqFFSpUqVvMe/XrxTxry3WPYcTs17rH718jLp2h5yYY+Gbv2uwC1zdYDU07MyactALJO+aYW21ACgZcuWRZ7r2sXExMimTZucDgR8UaZVhNlKWuKpGMuXL5cLL7xQdu/eXeQKUTr/zBeb5E2cOFG+/vprs6StrjylU66efvpp8+KUZNq0afLggw/Kjh07pHnz5uZnzj77bKd/b3JyslSuXFmOHz8ucXFxYjU6gqRTHWrWrMkwHW1pKfRN/7Xltm3bpFmzZuY9esOGDdKqVau8D9yLn5srBd+5w/75+uU9Z7j8wUuZ1m5PXh9rvz6hXGYg1FHPeXUaVGmWLVsmXbp08VuZvuTKebBbY0K33nqr+QVz5syRgwcPytGjR/Pdjhw5Ir4wf/58k3yo+R2zZs2SrKwsOeuss8wSt8XRlayuuOIKuf76682usyNGjDC3tWvX+qSOAGAFU6ZMMUHFkCFD8oIKHXLXq3hFXU2yPzb2vcXmOGdRprXb09PytA+lZaflu53MTJE7311k6f93KJUZqK+RFduyuDK9eZyvygzoEYuKFSuaUYBhw4aJPyUmJpqrdxpw9OvXr8hjLrvsMhN4/PDDD3mPnX766dKpUyd5/fXXnfo9jFiEDq6w057B0Dd1eL127drm6tKPP/6YN0I7b91+OeORmaX+rtOb15DqlWKcqtfhE+my6O/Sd6OlTP+0p6fl5dhyZMH+hfkey86IkdSjtb1WR2/UM5TLDNTXyIptWZRdf6+VNe/dVepx7a99Ueo1aiHLpz5W7DFVG7aVZgOucLrMN774WW66ZIj4myvnwW7lWOgGS/pL/E3/g6patWrFHqNbsI8bNy7fY3oFb/r06cX+jK6e4riCiv3/al/9ymrsK3VZsW6BhrakPYOhb0ZFRclvv/0mn376qRnVtf/M3iP/zgcviTMfzK6iTGu3Z8nlNfJBme6hzNB7jfxex6PHnDpsza5jsubobpFNi4s95tDJHNkU19fpMg8mnZSsk6fet8PKRUh4VKT4gyvnl24FFi+++KKMGTPGbHFuH2L3x39y7Nix0rt3b2nXrl2xxx04cEBq1aqV7zH9Xh8vKZfDvmdHwRGSkhJt/EXbQoMsPelgKTTa0krom/5rSx3Z0PdpXXXELlace/+6KGuvJNjSJaZGVWl80VmSlp0pucUMyW85eFJenb2DMv3Qns2rx/r89cnKzZIpf79mjhkwTSQiS2R/bBWZ2aD0ed/0o7L5GyrqNdqYUEUWle8S1H2zrMpcuCRTps0utUg5MztR2mVnyd99LpX4ru0kMzdbbLn5JwVVq1lHmrdv53SZSZ9+J7N/nCUVG9WT7hPHybGTJyQ7O1vK2okTJ3wbWNx+++3mxFxP6OvWrZtvtRF78vaqVavElzTXQvMkCu7+7Q33339/vlEOHbFISEiQ+Ph4yyZva5tr/QgsaEsroW+WfVuWtCvs8Bo1pP7H68zIRZFzYG02qZ6VJpdsWiDhYpM4WyM5s98tElG++CkDObm58t2KQ5Tph/as0qKhz18fna//6TcbzP3+e0QiM8MkV8Lkr5ot5Gh0Bf3AL/P/N2WW/BrtbiGy+vIwif2xuaRlV/TLa1QWfbOsyuxdL1emTZRSDd6xSprGxMnZLRrJmY/f7ZUy6+zaKidi4iQsPNy8r5c0Q8eXdIUqZ7mVvK2Z7Lq9+X/+8x8ZOHCg+d7x5usMdg1sNGdC12ivX79+icfqPGNNMHek3+vjxYmOjjYBhONN6Ye5VW/a4fxdh2C50Za0ZyD3zYsvvtgsL7t9+/ZCz0WWKyeTrutR7AeuuubACgkPs/27hEpYye999jL/OZQyy7I9y+j1KUhPyK7e9M9FvYJpmvQjv/wN2W1vI/LDzSKN19vkupX2C69+eI3K6P9dFmWWK+fcNfgwP5cZ7uObTwOL999/X957770Sb76gV+I0qPjmm2/MilSNGzcu9Wd69uwps2fnH2/SFaX0cQAIJps3bzb5Y5988kmRS4ErXWaxQ4P8o8wqXjLl7t0LpEfyXpd/r5apSzjWq17e52Xq1UbK3Ov31+e0xG1y6bGfJTL2ZED2o2Dtmz9dL9Joncg5b4l0P7hdbl1f+DWyQj0D6TXXjepKu2IfGRYucRFRfi0z4DfI8wed/jR16lT59ttvpVKlSnl5Epqprvta2Dfmq1evnsmTUDrHuH///vL888/LOeecI5999pksXbpU3nzzTb/+XwDAF0vMKn2v0z0sirJ+9zFZveuYuQg2dUw/cy0zPiZcMh97RlLc+BB3/DA//7SEvJ2IvV3m7gPHZf/k96Th5rXmirmnZeqOvHu1zCnve61MX9TTW2V6+/XZ1s4mW6/ZJues3y5r6tSR6uFN5IkeYyzfj4K9bzbccCqoiMg5dZm76+FtsuDs7VI57TS5IeFO2f9y8PfNgm25ZU+iNImv7HaZukGdblRn3yV7xY7DkpScIVWjwyXrzQ8kbfc+EwDUiDx1HupOmbrz9p5DR6Ve1YpulxnwgcWxY8fkyy+/NFfIikponjx5snjba6/9k5w0YEC+x3WE5JprrsnbzdBxyEY30dNg5H//+5888MADZoM8vaJXUsI3AAQazQWzjxbfeeedxR43+af15uuI7g3k8j5NzP2slFSZ44U6RESEy4C2dXxSZlajyjJn0glJ9uCEKH+ZtSW7UWWZ+7I3y/RFPb1XprdeHw0qdLqNXhk/6wOb7HhxnzSoHCv9W9W0fD8K9r459L1/gwrH6TQ16xyRy09vIHMmB3ffLFxmbelQJ0oqx5T3qEwNBOw7YHfrJv/W84sZkpyY4nGZXbvmmj3gTD09KDNgA4u///7bnLDrkqy6R4QmE2qDaKZ61apVzQiCLwILZ7bcmDdvXqHHLrnkEnMDgGClQcXJkyeldevWMmjQoCKPOXoyQz6cv9XcH3N2mzKuIYKBY1ChV8ZzI/xdIziKyKE94F9u5Vjoikk9evQwSdB6sj9jxgxJS0uTjz/+2ExR0s3zAABlt2LUyy+/nDdaUdyqUG/P/lvSMnOkQ8Oq0q9N/mW4gdLYE4PtQUXBK+MA4NaIxV9//SXvvPOOWT1JZWZmSkREhFx55ZVmvph+sP3555+0LgCUgZ9++km2bt1qlv7W1fqKkp2TK1N+3pA3WlFc8AEU28+uF2lMUAHA24GFToHSJVg1l0HX1N23b1/ec5q7oPtAAADKxumnny5PPfWUeU+uUKFCkcd8v3S37EpKkeqVouWK3qWvqAeUlhgM6zvY0N81QKhxK7Bo0aKF7Ny509zv3LmzvPrqqzJ48GCzLu8bb7xhNs0DAJSN6tWry3333VfiMZNmnEravnlQS4mNDqgFAWERRSUGw7oONLLJ9Nv8XQuEGrdyLC6//HJZuXKluT9hwgRZsmSJSdrWUYyvvvpKHnnkEW/XEwDgplU7jsj89QclIjxMbh3SknaEW0gMDqyg4qsxItX2+7smCDXl3E3edhyCX7t2rZnjq8vOnnnmmSzlCgBl4OjRo2bFu5tuusnsuF3c7qiTZ5zKrbj49IZSv3rRU6UABFdQUX2fyPDXRd581t81Qijxynh4QkKC+WADAJQdXURj9uzZkpiYWOyS2knJ6fLJH6eWmL2TJWbhZczht97r8e1tp4KKCyeLhHm+ZQXg+8Dit99+K/WYfv36uVM0AMAJOTk5eTttl7TE7Ju/bpaMrFzp2qS69GwRT9vCa5jDbz2aU1Hjn6AiKiNMsqKILBAAgYXufK0fYo4b1hX8UNMPPQCAb3z33XdmEQ1N3NalvouSlZ0rr87caO6zxCx8NYf/4KkN3GEB+nrYgwogYAKLFStWFDnXd+bMmSZ5W1eGAgD4zuTJk81XnYYaGxtb5DFfL94pe4+kSq3KMXJpr0a8HPAK5vBb1/mvEVQgAAOLjh07FjuSUb58eRNYnHHGGZ7WDQBQhNWrV8u8efPMxqS33nprsW00+adTSdu3nNVSoiMjaEt4NahgDr/1RGX4uwYIdW4tN1uSXr16yYwZM7xdLACgwGjFRRddZBbPKMrSrUmyYNMhiYwIl1sGs8QsvJMY7BhUMN0GQEFe3yVp+vTpZjduAIBvnHvuubJp0yaTtF2cyf9siHdxzwSpXClM0rLTijwuTMIkgvzOUmlOYXpOeonHBHtbFkwMBgCvBBbnnXdeoccyMzPNB92uXbvkmWeecadYAIATRowYYW7FOXA0VT77c4e5vyzqOen11aFij21WualM7fMu7V4KDSp6fVXyaofB3pYkBgeeoywEh0AILJKTkwutAhUTEyODBg0ymzQNGTLEW/UDgJClF2qSkpLM/dzcXDly5IgZEbZvhFejRg1p0KBBoZ9749fNkpWTK+Wr7Zfy1YoPKgBXkBgcWI7WtMk3d/i7Fgg1bgUWmjSow8L6IacBBlOfAMD7QUXLli0lPb346Td6QUdHih2Di8ysHHntnyVm45uvNl/7fyHS/o/8P5sVLfIGO/K65eZ7RSIzRHIiRH6+VmRna5HcSAl6JAYHVlAxbZxIdLpIqr8rg5DicvL2rFmzZNiwYRIXFyc1a9aU+Ph4sxLU0KFD5ZtvvvFNLQEgxOhIRUlBhdLn7SMadl8s3CEHj6dLnaqxUqXeNvOYBhWRmWH5b6we4zZtu/AckV9GiexqLTLsHffLAnwWVKSJjHiZ9oWFRyzGjx8vzz33nFStWtVMd7JfJdMrazqKoUHHNddcI++8847ZIO+2225jTwsAKCM6kjzpn6TtmwY3k29zc2l7H9CRip+uE9nRVuTcN0QSNoduMzOH33qvx/Q7TgUVF78oElXytQnAf4HFZ599Js8//7w89NBDcu+990qFChXyPZ+ammqCjscee0yaN28uv/32m8yfP5/AAgDKyOK/E2Xp1sMSHRku1w1sIt/Ooul9Qac/6UiFBhVN1oZJVlQQLwVVAubwW4/mVMT8E1RUSA7dvokACCymTJkiN9xwgzzyyCNFPq/ToTTo2Lt3r/zf//2fWVv9999/92ZdAQAlmDTj1IZ4V/ZpIvFxMSW21ZKzaEp3aU7F8H+CilDFHH5r0pwKe1ABWDrHQnd61RWfSmM/ZunSpdKlSxfPagcAcMrewyny5aJTS8zeOax1iccuHmaTxefSsO7SnAqCCubwW5HmVBBUIGCSt3X+rjN0mpQugwgAKBuv/bJJsnNs0q91LenUuHqJQcWC80V6/MAr467Gp9JYJNQTg82V8RP+rhEc8XogYAKL9u3by1dffVXqcdOmTZMOHTp4Wi8AgJPSM7PljVmbzP07z25dalDR61uRbr/QvHA9MThfUMF0GwDuBha6wtPbb78tEyZMMInaBaWlpcnjjz8u7777rjnWVzQpfPjw4VK3bl2zh8b06dNL/RldsUqnZUVHR0uzZs3k/fff91n9AMBT69atM6O+uk9FSfR5Pe7TP7dL0okMaVCjgpzfrfCGeQWDih4/Mf8a7iUGE1QA8Ery9lVXXSWLFi2Shx9+WCZNmiRnnHFGoeVmdcO80aNHy5VXXim+kpKSIh07dpTrrrtOLrzwwlKP3759u5xzzjlyyy23yCeffCKzZ882Seh16tRhh3AAlvPMM8/I/fffby7S6OZ3pe28rQtlTH75e/P96KGtpFxEeJGJ2ppTQVDhG7YQidNIDA48KZX8XQOEGpf2sXj55Zdl8ODB8tJLL8kPP/wgGRmndljSkYDevXvLmDFjzGiCL+nmfHpz1uuvvy6NGzc2S+Wq1q1byx9//CEvvvgigQUAS9HV9+677z5zf9++febijf0CjgYWhw4dMhuT2gML9fuGg7JyxxGJjYqQG85sUWS5BBW+YwuzyfzS1zUJCiQGB5aUOJvZ0wKwbGChzjvvPHPTDfDsV9L0qllERIRY0cKFC2XQoEH5HtPN/caOHeu3OgFAQTpCcccdp84CdMluHbVwxqQfT2US/6dfU6lWKbrIYzRRm+lPvgkq5lwusra3hAQSgwMrqPjyLpGMkmdTAv4PLOw0kKhVq5ZY3YEDBwrVU79PTk42eSGxsbGFfkZHYuyjMUqPtV8x1JvVaJ10xS4r1i3Q0Ja0pz/oBqQ6RVPpyO+jjz5a6O+5qL65K+mkfPPXLnN/9JCW+Z5zvO90onZRC//Z8pflNJuXyyypPDfKzHesE2UWLNseVKzuK3LmZyJzCs4A9lI985Xlh9fHlbJt9sKs3I9CoG/mBRWxIhe8LPLJg8XU18N6BsLrY3/fLFR2KNXTC1z5vW4HFsFs4sSJ5oO9oMTERElPTxer0Rf8+PHjplM6TpEAbelv9M3SzZw50wQV+vd79dVXm6lQ+l7jTFs+9+0mybXZpG+L6lIzJstMlbJLz3H+vSrXliu2Ii6c6GP6+zS3Izs72+nyypUrJ3HRsV4rs6Ty3C1T27ByTHnJzc1xqkzH9tScCntQMfhjkZZL/w0simtLX/zfy+L1Ka0fOc7h15+zcj8Khb6pr8e3t58KKi55QaTisX9/Ltj6pjO0DD1v0/YMxXp6y4kTzq8rHfSBRe3ateXgwYP5HtPv4+LiihytUDoFYdy4cflGLDRBMj4+3vyc1WgH1BWytH4EFrSlldA3S7dmzRrzQaELZLz33nvF/g0XbMvUjGyZunCveW7c+R1M7oWjtOw0p1+n8LBwCQsPL/S79TH9nZow7qqc1HSvlllcee6WaUag0zIkPDzCqTId21NzKnT6kwYV7RaESVaUrdS2dLeevmhLV8osqR8VnMOvP2f1fhTsfVNfj8yYU0FF1UPB3TedbcujR49avm/m+rCe3lDaCoUhFVj07NlTZsyYke+xWbNmmceLo8noeitIX2irnrhrh7Ny/QIJbUl7lqVnn33WLId96aWXmqtgzvbNqX9sl6MpmdKkViUZ3jWh0N9+ae8F608v6hcU/Zg77ys5Yd4ts8Ty3Cwz75qgE2U6lu0YVBTLi/X0dlu6UmZxZRc1hz/MXpiF+1Gw9019PS79J6gI9r7pLH3fdPx5b5QZSPX0Bld+b8CdhZ48eVJWrlxpbvblZPW+LnlrH20YOXJk3vG6zOy2bdtk/PjxsnHjRnn11Vfliy++kLvuustv/wcAoW39+vV5eVz6YaJLdJcWVDjSIfHJP20w928f2koiilhitiRre53KD4B7NKeixKAiyBWcww/r0NejxKAC8LGACyyWLl0qnTt3NjelU5b0/kMPPWS+379/f16QoXSp2R9//NGMUuj+F7rsrG70pytDAUBZ0wshujz3iBEjzAIS7pizdr+s231MKkSXk+vOaO5yUDHrapF2f7r1qyEibRaFbjM4BhVmuk3hdCD4Ea8H/C3gpkINGDAgf+Z8AUXtqq0/s2LFCh/XDABKtmHDBrMX0LFjx0zuli7b7Y7JM06NVlwzoJlUrhDlclDR4XeRvl+LrO3LKwbnFUwMLjiHHwACbsQCAALR1q1bZeDAgWb/H82p0NyvihUrulzOtoMn5Ptlu839O4a1diuo0Kk8YZwPwkWaGOwYVABAwI9YAECg0emZGlToVM22bduaJWYrV67sVlmvzNwoOmg7tFM9aVnPuTI0UVtzKv4NKvSkkMgCrnEqMRiWkln0npmAzxBYAPD6SbRelc/JyZVl2w7Lzv1J0rBODenapLpJMq5Ro4Y0aNDA7TJX7DgsSckZUiMuWjo3sk6ZxZXXoJLITTfdKLt375bmzZvLr7/+asp2hZY5f/0BWb11n7w5a7N57M6znR+tKBxUwJuWnBUa7UlicGDJjLbJt7f6uxYINQQWALxGT65btmxZ4kaSuh72pk2bnD5pD4QynSlPffjhh2ZvHVd8vXinjHlvsew5nJr3WLnwMElJd36TJE3UJqjwjcXDbLL4XAkJJAYHVlDx9Z0iR+r4uyYINeRYAPAavWJf2sm1Pq/HBVOZzpSnoqKcT7S2BxUXPzc3X1ChsnNtcukL88zzzuj/JSMVvgoqFpwv0uMHnxQPeBRUHK4rMuJVGhFlixELAG7R1dnSc/KfTKdmObd86uQPvpa6c5ZLVHSMdD69X97j65YvlpMnjuc7dt/uHS6Vad+ltHvfQXnPbVqzXI4dSfKoTLuuvc+QcuUizf1tm9ZK4oF9Tpc3Z81+2Z3z73LYjm2ZmZuV77HcXJuMfmtJiZkQY99bLOefllDqPhahlqhdVN8s6phyXggqen0r0mW2hMyoRUHM4bfe6/H9LaeCiosmiVTf5+8aIdQQWABwi5649frq36BAJS0r79TPfjD5iVN3YquJnPP8v0/MmSByZJtb9ckrU4WXE7nwrX+///Mlkf2rPCvT7vxXRSJjT91f+o7Ijj+cLu/ej5Z4bT6Jxgq7D6fK7xsPyoC2zHcorW8W1KxyU/m499tu51RoIKFBRY+fQnfJVebwW4/mVBytcyqoqL0jdPsm/IfAAoDXZOtalE6Iqt5AomLKS2T5KtKyWQ0JCz+VULx1SzNJjc0/XSgzPVUyD+9yukwVFl5O2rWIz3tux+6mciI8w6My7do0rykRUTHm/p7ExnI0K8np8upXLy/1m1T/57uwvP93ri1X1hxem+/Y7IwYyUypWmqZuw8cl6xGp1aHCo+IkIgY55aB2d7GqcNQBMegIlQxh9+aNKfi4n+CCsAfCCwAeOym8SJR6SLzo9PkIyeOv6XtADm7cgWp1KiudPvfmRJZ4Z+T9yfOKXTsm9Nmys2XDnWtzInj/i2ziHJdKfOyjs0Ll5fnHJfKu/DAOjk7bUehOqZlp0mvrx4z92++VyQyQ2Rj5bryXMcLSi1z/+T3ZM6kE3llRpT6EyLb2tnkp+slJNjb0y4rWuSNZz0rU3MqCCr+ncM/7W6PXyZ4ib4eBBXwJwILAB7ToCIyM0x25uTPjyhOnV1bJTkmzqljdflXf5Z5onKFMq2jngRrW57sul8iI09IVppuolfE1UebTapnpUnDzWsl2YU9KTSo+OFmkYYbRLZ3kKBnb89/eT41pNsvErIcE4OZw289tZxbzwHwGVaFAuAVP8VEyW9H8k/nKU6YCyd3pSUmW6FMb5enicGLRtjkzMw/Tp0H6454jv75/poDKyTcjaCi0TqRoe85/WNAXmKwY1DBlXEABRFYAPDYvMgo+SxxqYgtp+ir6w4iw8IlLsL5ZVd1MzndU8LKZXqzPE0Mtq82dOXM7XLH6plSNfNkvmPiJVPu3r1AeiTvFXeCinPeEonQlyoEsT+gZ4nBBBUASsJUKAAeObIySj4+uFwkJ0MqVm0q9+dUkK3Ns+T3i8KkYkYbGVHzMjn8+fdmGpBesdeT6xr2VZWcoBvU6UZ1jrtaHzx8UpI+/c4yZRZVnu68XTU6XLLe/EDSdu9zuryCicGnJW6T9se3ydP/qyPVw5vIEz3GSOZjz0iKC0GFJmr/fL1jUBEmuRGht1qMLcwm8y/2dy0CF4nBgSfHmaQrwIsILAC4LXlHedn1wjKR7HSJrdJIJkp1SeqQKytvjpIKkSJNK0fIfb2Hyryf5zid/1Dcibt9B+xu3USyUlJlzozZliqzYHnKlPnFDElOTPEoMVinO1WquU8aVI6V/q1qyhwX66aJ2o0dgopQpEHFnMtF1vb2ftnrT5eQQGJwYMmJsMnP1/q7Fgg1TIUC4Ja/95+QnasvFWk8QKLj6svE8FqS1DY3LzEY1kkM1teDoEJkdV+RMz/zbtuu7XUqYAkFJAYHVlDx440iO1v7uyYINQQWAFy249AJOfvxuZKTWUFi+/aXJyokyNE2OSQGW5QmaofuSIXkBRWDPxZps8i7QcWsq0Xa/em9MgFvBRU72ooMe4f2RNkisADgkqVr/5YOZ1wkexOPS3SlI9K073dytGUWicEWFqqJ2kpzKuxBRbsFYV4PKjr8LtL/SwlZzOG33uthDyrOfUOk8Xp/1wihhhwLAE5bt2Wn9O53hmQe3SsVc7Ok4X25Ui46vdAc/lBMDPalUJnD7wuaU+HtoEJfDx0F0aBCp1ZlR0pIYg6/9WhOxa7Wp4KKJmvDJCuK92KULUYsADhl6879clqvASaoiKhYXaZ/8LxExqaa50J9Dr8v+WoO/8GGEhL0xN+bQYVyDCrCQnT9WubwW9NOh6AC8AcCCwCl2nMgSTr27C/piTskPLayzPjpF+nV5d+swFCew+9LvprDf6CRTabfJiHBmzkVdvp6EFQwh9+KNKeCoAL+RGABoERJR5OlbY8BkrL/bwmLrihfffejnNWnS75jQnkOv6/4ag6/BhVfjRGptt97ZYYafT1CfaSCOfzWRE4F/I3AAkCxMrJypF3fcyV51zqRyFj56PPpMmKQDzYCQLFBxakr494NKqrvEzn/NRrdXd56PQI9MZgr4wAKIrAAUKSs7Fy59IV5crDWAAkrX13e+GCaXHX+QFrLxzQxOH9QEeb1oOLCySJRGV4pFiGWGExQAaAkrAoFoJCcnFz5z8u/yXdLd0tMreYy/felMqRLI6dbKlQSg33BF4nB+np8e5tjUBG6q8UsOcvfNQjsxODhjFQElBCdsQc/CsjA4pVXXpFnn31WDhw4IB07dpSXX35ZunfvXuzx06ZNkwcffFB27NghzZs3l6efflrOPvtsCWS7du2SpKQkcwK4bNth2bk/SRrWqSFdm1SXiIhwqVGjhjRo0MDtMlfsOCxJyRlSIy5aOjeyTpm+rmMotWVxZVatECXPPPec7AhvLOVqtZGvH7hEhnSu73SZoZQY7Au+SAzW16OGQ1ARqhYPs8nic71f7vY2EhJIDA4stjCb2ccFKEsBF1h8/vnnMm7cOHn99delR48e8tJLL8mQIUNk06ZNUrNmzULHL1iwQK644gqZOHGinHvuuTJ16lQZMWKELF++XNq1ayeBSE8GW7ZsKenp6cUeExMTY9rE2RPNQCgzEOoYbGWGRUZJ21cuEncSgw82cfrH4OPEYH09CCpssuB8kR4/iFeDi23tbGYfl1BAYnBgBRU6+qn7uABlKeByLF544QW58cYb5dprr5U2bdqYAKN8+fLy7rvvFnn8pEmTZOjQoXLvvfdK69atZcKECdKlSxeZMmWKBCq9wlzSyaDS5/W4YCozEOoYbGVmZWU6XSaJwdZNDNZE7VAfqdCgote3It1+8W5Q8cPNp/ZxAawWVOiO8zr6CZSlgBqxyMzMlGXLlsn999+f91h4eLgMGjRIFi5cWOTP6OM6wuFIRzimT58ugSQl+XDe/ZMnjjr1MzeOf0LiqtWUhJYdpWmHU1v3pp1MlsU/fWru52Rn5R174miiS2Wq2o1aSKtuZ5j72dlZ8sc373pcpqpWp4F06DMs7/u5X7wmuTk5bpdnV6lavHQdeKFkpp/a1O2vnz+TpH07nSrzjkcmS1RMbJHPxVSoJF3OHPFvfae94VSZr/+yUQ69/f3/s3cfYE5VaQPH35mBacDQO0PvvSMg1QLqp2JvuxS7q7solhULyloQu65dFOwFF7GjiAoqTRAEaQrSex+YXvI978EbM8OU1Mm9yf/3GCfJJGcOb06S+97T5PC+XcX+3uUqkP5njTLXd2xc63WZDTfEyq/zv5J92zce93vr9el35kjZvXW9V2XqMKnSxOe4ZFdzkS/GiNTZIvJ/U0T0EDY+R4LS3ouqlFIzYsvUWOYn6BmfwtmF3udvPLXMOC0jPnhllvbv9vffHorXR//tS04V+flUkf4fifSYI5Lr57/b5XKZ8qzYbWnrkq9GibRYKTL4PZFpbUUq5rqirm3mJfoeT41lQWamZOVllvq4xIrJUuTPlWuZ4Xp9kipX97tt6uvxwzkia/uInPK2SMtfRH443/e26U08/YllKOJZWnkFBfr95f1JlXC1owIf62lnjkosjo0Fz5e6desWul9vr11b/IGXzsMo7vF6f0mys7PNxZKWluZ+4Y+9+OVvXbce7utfxXr3xvt5zoxjV1qfJrI28dj1o3tEZr3gdz3cZaqmJ4ps/PMDMC9LZOYLgZep6nWRGTvq/3V7xlSRglz/y7NUby6f7PcYn/PZWyKZB7wqc/6cz0QySjhzX6m2zDrqMcj6u9lelfny17+J/PKOyL7fin9AXILMlb7Hrh/c4n2ZS3NEFkwX2b6kxMd9L71F0nZ4VabOO+nR4/h2b70Xnr/3WFxOm/znLyoe+9HzXpFJz7Y016s0aVBs2eZ+119lFdfei+r6+x/mOeVVZknlBbPMQrGs+FcMPVnxdIkr6GW6n+/lv720f7ev//ZQvOZF26bM//OBlf1vm/np6X+VV1Gk5zaRsx/488FxIn3uFUlsXVNcQ4p/fSK5bfbysW3mZ2TIyi5lD0VObN1GWk3/MGxlhuvzqPO69f63zQoivfQryPoa0rbqR9v0Jp7+xLKsf3uwPztU6sKf/nq+TduRr/Usb778XUclFuVF52NMnDjxuPu1l0OHXYXDsa/AYw5qpuyFWu36S+1ataVhu55SvWlNOXT4sORkVJENu48tGRq/+6/k6mBegRzcs8brMlWVes2kavNjTSg/L15+63ZSQGXm5GRLdk6OVK7VSFJb/NU0N9ZvKwWuAr/qaJWpkqrWkqYtKkjVhcd6t36t3VR2Z9X1qsz6bXtJtUoJx5WpKiZWlh57j30gqHnVGsqeI2XvPtazeQ2Jq3aKpO1pf1yZKnHPXun6Z7lrsrNlVZklHiuzW7cWsjZ+iOzYUPu4Mq3Xp+u+n2Vdbp5XZe4+eNSdaOscjt9+O5YI5bjKPk15OCdNcvLypOt9/yzxMdm5OfLtZ3MkMzOz2PZe1GeffSZDThxQrmUWV14wy/QmllY8s3Nzg15mVm6OT//20v7d/sYzmK95KNpmbvZR+Wuv+eLlHz5k3nO0zdJjGZOTIy3KfIXKjmeoywzX59EXX3zhU5mhaJvexNOfWIbis7isz6NFixbJ4P4n2rod+VrP8paRcWykhzdiXNrv46ChUHpg/8EHH5gJ2JZRo0bJoUOH5KOPPjruOTqRVYdC3Xjjje777rnnHpMk/PLLL173WKSmpsrBgwclJSVFwsGzC23qR/Nk7Oiyl3p4/t1ZcvUFp0RMmU6oYzSVqR8dWflZUlDaB05ioqQfSjcrVumwxUgaGhLMMr2JpZ4xOpCRIY3qNpK4uLiglKlik5MlMS5RYmJiImYoVCjaZl56uvzatZO5fiSnomw9WlVcfw5diI1xSbvqx84Yd/zlV6ng4wmoaGubnmeF1xysJQUeixVUi8+UBpWOitUcO61YJXFJSQGVqSpVyJGmKYd9KjOcQ6H2798vNWvW9Llt7kivJAez/2p//rZNz3jqUeKB7ETZlaFdfjGFyvQ1luEYCpWRXSC1a9f2KpYltaMYcUmjyoelcsVcifWxbYainuVNj4OrV68uhw8fLvM42FE9FvHx8dKjRw+ZM2eOO7HQF0Nv33DDDcU+p2/fvub3nonF7Nmzzf0lSUhIMJei9MUO1wtepdqxM/Cqb3vvNgnQ5VJLq6/TynRCHaOtzEpxlUTiK5X4XH1/pku6z+8dz3oGi93L9CaWmTl7zIGbt7Esq8xIjWUo2qbnAbMmFQUea58UeJyei/PjeyLa2qbL4zF64GYlaFZSoQexNROPLSwRGxMTUJkqKS5XUisfSyp8KTNcr4/GUxM6f9qmJhWe/3Z/26ZnPPX12JlRxT0HwLNMX2MZiniWFcvMPXu8jmVx7ehYUpFmkoqtR1OkSZW0oLejAh/rWd58qZOjEgulvQ/aQ9GzZ0+zd4UuN5uenm5WiVIjR46Uhg0bmuFMauzYsTJo0CB57LHH5IwzzpB3331XlixZIi+99JI4le5ZEMzHOaVMJ9Qx2ssEooHngRuCQ5OKhpWOyIHsJNmVUcmdWARKk4qmVQ5JVn4FqRSbF5Qyo43VUxGNNKnQpLRyxRzZcrSqpOfGh7tKtue4xOKiiy6SvXv3yoQJE8wE7K5du8qsWbPcE7R1bX7PzKpfv35m74q77rpL7rjjDrNBng6DcuoeFkq77nXPgrL2NNDHRVKZTqhjtJcJAIEkFTszKgftENYzqdhyJEXa1Sh9CB9KEr1JxbGeimNJxdHcBHMfIiyxUDrsqaShT999991x911wwQXmEil03ohOog3mbtFFywzGzs7BLrM86hgtsQxVmQDgi7+GPx1LKo4dxLqCmlRsPvLXfBjAW9acCiupQAQnFjh2UGgd8OlSoHv27DE7jwcyNs+zzF69ghPlYJcZ6jpGUyxDVSYQbfQgFv45PqkIzuvRpMphd1Kh82Gi9UxzrcT0cFfBsUgq/MPgaQAAAjqIPUT8/HRsYnBwx/Dr6+GZVESr2onpUjfZ+2VCvVW54l+rZkYynahNT4XvovcdBwBAkIbbwD4Tg0kqrKQiXXZnJAc9qUitfGxVpEhHUuEfEgsAAAKaGFyV+Pkt+HMf9PWgp0KTikqyL6tSUJOKxpUPy9HcYrZfB/5EYgEAQAATg6P5INaOovn1qOXuqagke0OSVMTLtqPRnEhH51wdX9B/CwCAz2P4K0b9xOBQiZYx/KGgcypCkVTo8CdNKnRzyOjlknrJR8NdCduL3rQeAAA/0FMROqEawx8fJZvj6ZyKYCYVyjOpiN5le11SP/mo1EgIzsaNkYzEAgAAH0T7GP5QCdUYfk0qmqZEx8pdwZxTYdHXg6RCk4pM2ZGuiw2gNHwyAgDgA5KK4AvVGH5NKpqlHJJ8V7SeaQ+cvh70VGTK9vQqcignKdwvh+2RWAAAAFskFcE8M+6ZVGxOqxaUMqMRSQVJhS+YvA0AAMKi6MRgPYgNxi7ZnknFprRqku/iPCp8U+/PORX0VPiGdxoAAAGIlonBoRCKicFFk4o8V5xEq2rxmeGugmORVPiHxAIAAD9F08TgUAjFxGB9PUgqjiUVDSodDck+LtFAJ2ozp8J3JBYAAPjyxRmjh8EuSYjNlWYpB5kYHIAd6Snmp8bTumh8AxHNSYXVNqvHZ0jDSkfkYHZi0JMK3cclGpBU+Ic5FgAA+KBd9X2FbldkN16/ta2+P+htb3OUJhXFtc0aiVkh2XG+EsP/UAJ6LAAAQMSI1qQilDyTCt3HBSgJPRYAAJQhNilJuqxc7dXjEJxYEk97tM1jw58Ou3ecj97lZ0VqJaaHuwq2R2IBAEAZYmJiJC45mTg5NJYVYvIlUoU6njqnIiu/okkqdHPIYCwH7ES1E9OlbnJGuKthewyFAgAAEUuTiias3OU3q6cimnecP5ZUpMvuDE4ulCV6WwkAAIj4pEKXn40LcKWpaKZzKkgqNKmoJPuyKoX75bA9EgsAABDRSYUuPwv/kFQcSyr2klR4hTkWAAAgYpOKjWnVJLeAlaLg+0RtnVNBUuEbeiwAAEDEJhU5BZxDhe9IKvzDuw0AAEQMnagdFyMkFSESHyWb4+lEbYY/RXiPxQMPPCD9+vWT5ORkqVbNu/GSLpdLJkyYIPXr15ekpCQ5+eST5ffffw95XQEAQPmjpyK0SYX2BkUDJmpHQWKRk5MjF1xwgVx33XVeP+fhhx+Wp59+Wl544QVZtGiRVKpUSYYNGyZZWcHb5h4AANiDTtRm+FNokopmKYck3xW9G+QhwhKLiRMnyk033SSdOnXyurfiySeflLvuukvOPvts6dy5s7z++uuyY8cOmTlzZsjrCwAAyhdJRWiTis2ssIVonWOxceNG2bVrlxn+ZKlatar06dNHFixYIBdffHGxz8vOzjYXS1pamvlZUFBgLnajddIkyo51cxpiSTztirZJPO3KDm3Tl7+tj42x8fel3eJ5bPjTYZNUaG9Qvis2YmNZ1uOqxWeG5N9eYIPXvDS+1CuiEwtNKlTdunUL3a+3rd8VZ9KkSaZ3pKi9e/facgiVvuCHDx82jTI21lGdULZDLImnXdE2iadd2aFtFmT+dcBXnFgpKPRdHpuUJHZlt3jqnApNJjSpyHPFSYy4IjaWpbUjTSoaVDoakn97gQ1e89IcOXLEOYnF7bffLpMnTy71MWvWrJG2bduWW53Gjx8v48aNK9RjkZqaKrVr15aUlBSxG5M1x8SY+tmxQToJsSSedkXbJJ52ZYe2mZ+RIbtKSSoaVznsvq31jEtOFruyWzytngpNKoqKtFiW1I40qWhY6YgcyE6UmolZQf+3F9jgNS9NYmKicxKLm2++WUaPHl3qY5o3b+5X2fXq1TM/d+/ebVaFsujtrl27lvi8hIQEcylKX2w7vuBKG6Sd6+ckxJJ42hVtk3jaVbjbpquEv6tJRZMqhyUx7q8lUp3wXWmneG4uIamIxFgW147+SiqSZFdGJXdiEex/e4yNj+N8qVPYEwvNzvQSCs2aNTPJxZw5c9yJhPY+6OpQvqwsBQAAnMUzqdh8pJo0rxody6QGW0lJRTTwTCp2ZlQW1sMqm/3SolJs2bJFli9fbn7m5+eb63o5evSvMW86ZOrDDz90Z3833nij3H///fLxxx/LypUrZeTIkdKgQQMZMWJEGP8lAACgPJKKTUeqSWZ+RYKNgJIKIa1wRo+FL3Sju9dee819u1u3bubnt99+K4MHDzbX161bZybAWG677TZJT0+Xq6++Wg4dOiQnnniizJo1y6fxYgAAwBmOzalIK5RUeE44BryhE7VJKiI8sZg2bZq5lEZn1HvSXov//Oc/5gIAACKbTtROjMunpyJEKsTkSzTQidr0VET4UCgAAIDSMPwptElFk5TomKuyi+FPfiGxAAAAEUMnajOnIjRJhe5pERcTLcPKmKrtDxILAAAQMUgqQptU6J4WQETMsQAAAEB5D386bJKKjWnVJLcgepefrVwxO9xVsD16LAAAQERjVSj/6ZwKK6nIKYje89GaVKRWTgt3NWyPxAIAAESM2BiXSSSsiy4/m1r5r2Xo4Ztjw5+qmp4KE8+omWNROKloXPmwHM1lP5SyRG/qCQAAIk676vvCXYWIUjHWJa2qHZRo9VdSES/bjqZI+xq0r9KQWAAAAAClJBVbj1YlPl4gsQAAAI4Wm5QkXVau9vqxCE48IzmW1pwKK6nQgXXM1SkbiQUAAHC0mJgYiUtODnc1IgbxlOOSCniHydsAAACAB52oTVLhOxILAAAAwMM2eir8QmIBAAAAeGD4k39ILAAAAAAEjMQCAAAAKENSXC4xKgOJBQAAAFBGUtGkyiFiVAYSCwAAAKCUpKJplUOSlc8uDWUhsQAAAADKSCq2HGH37bKQegEAAAClJBWbj7BRnjfosQAAAABKSSoKOGT2CokFAAAA4EEnapNU+I7EAgAAAPBAUuEfEgsAAADAg07UZviT70gsAAAAAA8kFRGeWGzatEmuuOIKadasmSQlJUmLFi3knnvukZycnFKfl5WVJddff73UrFlTKleuLOedd57s3r273OoNAAAARAPHJBZr166VgoICefHFF2XVqlXyxBNPyAsvvCB33HFHqc+76aab5JNPPpHp06fL3LlzZceOHXLuueeWW70BAADgfPGxeeGugu05Zh+L4cOHm4ulefPmsm7dOnn++efl0UcfLfY5hw8flldeeUXefvttGTp0qLlv6tSp0q5dO1m4cKGccMIJ5VZ/AAAAODepaJpyKNzVsD3HJBYlJQ41atQo8fdLly6V3NxcOfnkk933tW3bVho3biwLFiwoMbHIzs42F0taWpr5qT0merEbrZPL5bJl3ZyGWBJPu6JtEk+7om0Sz0hpm56Pi41xSYGrcFKR74qRiuJyPzYmSMddBTY/jvOlXo5NLNavXy///e9/S+ytULt27ZL4+HipVq1aofvr1q1rfleSSZMmycSJE4+7f+/evWbOhh1fcE2ytFHGxjpmdJstEUviaVe0TeJpV7RN4hkpbbMgM9N9vV31fcf93koqrGPC2KSksNSzvB05csQ5icXtt98ukydPLvUxa9asMT0Nlu3bt5thURdccIFcddVVQa/T+PHjZdy4cYV6LFJTU6V27dqSkpIidmOy5pgYUz87NkgnIZbE065om8TTrmibxDNS2mZ+RoaUfNq5MC0zLjlZouE9lJiY6JzE4uabb5bRo0eX+hidT2HRyddDhgyRfv36yUsvvVTq8+rVq2dWjTp06FChXgtdFUp/V5KEhARzKUpfbDu+4EobpJ3r5yTEknjaFW2TeNoVbZN4RkLbjKlUSbqsXO1VudpboWVHw3so1oc6hT2x0OxML97QngpNKnr06GEmYZf1D9XHVaxYUebMmWOWmVU64XvLli3St2/foNQfAAAAzqcH98HqhYhW9kuLSkkqBg8ebCZe67wKHdum8yQ850roY3TI1OLFi83tqlWrmr0vdFjTt99+ayZzjxkzxiQVrAgFAAAABE/Yeyy8NXv2bDNhWy+NGjUq9Dud7KJ0BSjtkcjIyHD/Tve70J4N7bHQlZ6GDRsmzz33XLnXHwAAAIhkjkksdB5GWXMxmjZt6k4yPCecPPvss+YCAAAAIMqHQgEAAACwLxILAAAAAAEjsQAAAAAQMBILAAAAAAEjsQAAAAAQMBILAAAAAAEjsQAAAAAQPftYhJO1N0ZaWprYUUFBgRw5csTs2aGbAYJY2gVtk1jaFW2TWNoVbTP6Yllg83pax79F94orDomFF/TFVqmpqYG+NgAAAIAjj4erVq1a6mNiXN6kH1FOM8kdO3ZIlSpVJCYmRuyYSWrSs3XrVklJSQl3dRyNWBJPu6JtEk+7om0ST7tySttMs3k9NVXQpKJBgwZl9qjQY+EFDWKjRo3E7rQx2rFBOhGxJJ52RdsknnZF2ySeduWUtpli43qW1VNhsd9ALgAAAACOQ2IBAAAAIGAkFhEgISFB7rnnHvMTxNJOaJvE0q5om8TSrmib0RfLBIfU0xtM3gYAAAAQMHosAAAAAASMxAIAAABAwEgsAAAAAASMxAIAAABAwEgsEFU7qAOIbLpDLGBXfA8h0pFYOOTLkS9L/+3bt8+9g3p+fn6ArwzS09MlJydHDh48aILBFyXsYuPGjTJ9+nQ5fPhwuKvieHwHBRffQ9H3HeSK0uM4EgsbWrdunVnPePTo0TJlyhRZu3atxMTE2PbNY2e//fabNG/eXK6++mpzOy4ujuQiAKtXr5YLL7xQBg8eLMOGDZOFCxeahA3+HQS/8MILMm7cOJk9e7b7wAP+WbFihfTu3VuWLVsme/fuNffxmekfvoOCi++h6PsOWhfFx3H2ezWinL5p+vTpY37+/vvvpkGecsopMmfOHPPmiZaMN1g0jklJSbJy5Uq55ppr3MlFNLy5QxHLE088UVq3bi3nnnuuNG3a1HxwZmVl0S59pO1RY/nxxx/Lp59+Kv/85z/l1VdfNe2S97jvtm7dKmeeeaaMGjVKJk2aJC1btjT35+XlmZ+8373Hd1Dw8T0UXd9Bq6P9OM4F28jLy3P97W9/c1122WXu+5YtW+a64oorXHFxca5PP/3U3Jefnx/GWjrL559/7mrdurXroYcecnXq1Ml1zTXXuH935MiRsNbNSTIzM13nnHOO67rrrnPf98orr5i2mpOT49q7d29Y6+ckmzZtcrVq1cp1xx13mNip22+/3dWyZUsTZ/ju3XffdQ0ePNj9+XjnnXe6Lr74Yte5557rmjNnDiH1Et9BocH3UPR8B+VxHOeix8JG9KyannlLTU1139e1a1dzBk6H8px//vm27fazq06dOkmPHj3kyiuvlDFjxsiCBQvk5ptvlssvv1zeeustyc3NDXcVHUHHs27YsEE6dOjgvk9vf//999KrVy9zmTZtmrk/4s/GBEDn+Hz00UfSrVs300thvZdvvPFGE2M9uwXf6edm1apVzXU9o7lkyRLTU6lDD04++WTTG6Rom6XjOyg0+B6Knu+gAo7jpELYoo/jVKxYUTp27Chz5841k5KqV69u7q9du7aMHz9e9uzZI/fdd5+88847kpKSQgS9UKNGDVm1apU58NChUJUrVzaxPHDggNx0000m5nqwp8OjULIqVaqYD/QXX3xR6tWrZxLc5557zly0ff7yyy9yxRVXSIsWLWTAgAGEsgTazvS9279/fxNHix4Ap6Wlyf79+4mdHxo0aGDa5CuvvGI+N9944w3z3lcPPvigee/r0ATPgxIcj++g0OB7KHq+gypyHMccC7sZOHCgGS84depUOXLkiPt+7cXQMcTLly9nxRMvaW9EQkKC+RA6evSoJCcnmzGOer+OwdZxj4qkomx64Ku9Pu3atZM333xTZs6cKU888YQZ03766aebXiD9ncYXpdPJfP/6178KnVnTZEPbqbZRi86/0IQYZdNETROH559/XjIyMsyBnDWvQttts2bNzAkGFH8mWFkr5g0ZMoTvoCDE02p/+pPvocBjqd9BOnLDjt9BuliEtWCEivb3EGNqwmjHjh1m4uaMGTNM173S1Q5OOOEEefnll82bR8+sW7SrTw88PBsqjo/lzz//7D5zoEmDDoVav369jBw5UubNmyeffPKJjB071jxWP4zgXdscOnSovP3222ZYSYUKFaRhw4bug2OdJKsHx/Xr1yecRWzatMl8AVq9jRbry1LpkCi9WLfvuOMOc5adoTulx/O9994z9zVp0kQGDRpkEjH90tYVt6xhZtpLWa1aNXNwh8J+/fVX8/m4dOlS9wmW8847T/r168d3UIDx1Pan73H9yfdQ4LFUuhLUu+++a6vvID3e0KFuugqU5bzzzpO+fftG73so3BNdotWKFStczZs3d/Xu3dtVq1YtV8+ePV3vvPOO+/ejR482k41vvPFG1/r1683EpNtuu81MRN63b19Y6+6EWE6fPt39+3vvvdcVExPjatasmWvp0qXmvoMHD7qee+4514YNG8JYc+fE87333iv0mPPOO881btw4186dO82kugkTJrgaN27s+uOPP8JWbzv65ZdfXA0aNHCddNJJrhNOOMFVr149M9G4KG2PtWvXdv3444+u++67z5WYmOj66aefwlJnp8Xz7bffdv9eF2moX7++q3Pnzq6FCxe6Vq5cadpm06ZNXVu2bAlr3e3oqquuMp+NderUcS1evLjQ70aNGuXq0KED30EBxtNaoOGee+7heyjAWOrEaItO5A73d9Dy5ctdlStXdo0dO7bY3//973+PyuM4Eosw0AbWqFEj08AOHTrkWrJkifkQv/zyy11ZWVnux02cONE1YMAA8+bq0aOH+RL9+eefw1FlR8YyNzfXPEZ//uMf/3B/OBUUFJifrK7lWzz1Q92K3QMPPODq1auX+dAfOnSoOdijbRa2bt06V8OGDc2KTxo7PbA95ZRTXFOmTDku7rpCWbdu3czKRppUaNzhXzzfeOMN1/Dhw83nph4Y62pbtM3iPf7442aVneuvv95VpUoVk4x50kTtxBNP5DsoCPHMzs42B5iLFi0yt/ke8j+W6tFHHzUnvcL1HaQn4KpWreq69dZb3ccTeiJjwYIFJuGwaMITbcdxMfq/cPeaRNuYQZ08vG3bNjPBMD4+3tyvXXu33Xab6U6rWbOm+/E6mfOnn34yE5e0u79Ro0ZhrL2zY4ngxnPWrFlmUzJdjefUU08149hxjM7jufbaa033vE4o1m57a6ijrlakE4z1/awLCChdrEFXitLu8W+++Ua6dOlCKH2Mp3423nLLLeZ+/VrTjfJ0aIRe6tSpQzyLocNCn376afN+1/h+++23ZmiHDjfRIRv6vuY7KDjx7N69u5x22mm0wwBj+f7775shUto2w/UdpJ9DOvxJh17q+0OHXZ9zzjmyfft2sxGefk/q0Gsdrql0/oUO6YqW4zhWhSpnOuZSG5VOMtIDN/0C1HHVOqZVxwJby59aYzO1gQ4fPry8qxlRsSz6HJbrDSyeVgy1XdI2i6dfNDp/R8fWWgfBumz0Bx98IJdeeqlkZma6kzXdfVsPjPXLc8SIEdK2bdugvUeiKZ6aFOsOxy+99JJpt3ogh9LpggG6GpkmXjoW/PrrrzftT8eAr1mzxjyG76DA46nJL0tJB79thus7SD+D/ve//5l5XRdccIE5MaT10rlfsbGxJokYN26cSST0c15XrYqq78ow95hEJc8xgFZ3qI4T1C57z3HAkd5dFgzEMjzxtOaqoGRW/JR2jfft29f12Wefue97//33zfhcz25zBB7PX3/9tdBjcTzPYaAaxz179rjnTlWqVMlcdHPWoo9F4PGkbQYvltaci3DFdNWqVa7k5GRX165dXbt27XLfn5WVZYa99e/f33XgwIGoe81ZFaoc7Ny5UxYvXmy67fRsr9Vdp8v7WavA6NJjmvVaJkyYICeddJLpZmO0GrG0W9vUTcdom8XH8ssvvywUP6VDm/Tsui6LaLHi7bkhJgKPp64K4/lYHB9Lq9c2Ozvb9ERqT4+eEZ4/f75ZxlOHdWiPjw49oYc3uPGkbQYvltZKZuUR06L11Ev79u3NMta6fLi1b47SFei0B0OHF2uvRbS95gyFCjEd/3fWWWeZhrZ7927zpacHZsOGDTMN0Rpuohd9Q+mQk/vvv18effRRs6MkcwSIJW3T+e9zVXQZRO0u1/G2OswHxLO826aeHNAhGrpT+dlnn20OhD7//HPp2rWr2ahVh0NWqlSJpkk8o75tlvQe0pO/TZs2NfMpiu6HtW/fPuncubN7P5OoEu4uk0imXXht27Z13XHHHWZZ0+3bt7suuugiV7t27czSc1YXn9q9e7dZFUZ/Hx8fz6owxJK2GYHvc2to2Z133umqVq2aWVkExDNcbfPo0aOuGTNmmFVrrOElFs+lPUE8o7Vt+vv5XrNmTTNUKhqRWISQNipdP73o0pH//ve/zdrGDz/8sCs9Pd3ct3r1arMcWVJS0nFvIhBL2mZkvM91KcIrr7zSPJ73OfEMZ9vUpXh1yU51+PDhkNclEhDP6IulL5/vug/RyJEjzdK30fz5zhyLENLxgbosWUZGhrmtK5eohx56yGz5/vzzz5sdoZWuCvOPf/zDjBvUrmgQS9pm5L3P69atK2eccYZZUpb3OfEMZ9vUYRy6nKcO89AleaNyyIaPiGf0xdKXz3ddweq0004zw9ij+fOdfSxCrHfv3mbehB5IWBOSdJye0nXCW7ZsKe+88465nZWVJYmJiaGukmMRS+Lp1LbZokULs5a9suZVgXja7TsIxLM8OaVt8vnuG3osgig9Pd1scKVrL1tefPFFs2qArrWu9E2j2a8aOHCgeY6FpIJYhgptM7yxtM52KZIK4mnX9zmIZ7S3TT7fA0diESSrV6+Wc88912yYohuMvfXWW+Z+vf7UU0/J7NmzzUYq2q1mLae2Z88es+qGvpFYUpZYhgptk1jaFW2TWNoVbTP6YumUetody80GqTFqdq1LjvXs2dMsIzlmzBizxnG3bt3MMmXa8HQOhS4/prtH6lJ+n332mSxcuNC9kyyIZbDRNomlXdE2iaVd0TajL5ZOqacTMMciQAcOHJBLLrnENDLNaC06qadTp05mApJFuwF1jwp9jg57uu6660yjBbEMBdomsbQr2iaxtCvaZvTF0in1dApSrABpl9ihQ4fk/PPPN7d19QLtItMdYLXhqT+X9TU7ME6ePLnQ40AsQ4W2SSztirZJLO2Kthl9sXRKPZ2CiARIl4988803ZcCAAea2bvOuGjZs6G5w1q7anpOWmMBJLEONtkks7Yq2SSztirYZfbF0Sj2dgsQiCFq1auXOXitWrGiua2ark3oskyZNkilTprhXPKBBEsvyQNsklnZF2ySWdkXbjL5YOqWeTsBQqCDSbNZzjXor050wYYIZk7ds2TIm+BDLsKBtEku7om0SS7uibUZfLJ1STzujxyLIrOXGtOGlpqbKo48+Kg8//LAsWbJEunTpEuw/F9GIJfG0K9om8bQr2ibxtCuntE2n1NOuSLuCzMputSvt5ZdfNtvR//DDD9K9e/dg/6mIRyyJp13RNomnXdE2iaddOaVtOqWedkWPRYgMGzbM/Jw/f75ZExnE0i5om8TSrmibxNKuaJvRF0un1NNu2McixFvD64YqIJZ2Q9sklnZF2ySWdkXbjL5YOqWedkJiAQAAACBgDIUCAAAAEDASCwAAAAABI7EAAAAAEDASCwAAAAABI7EAAAAAEDASCwAAAAABI7EAAAAAEDASCwAAAAABI7EAAAAAEDASCwAAAAABI7EAAAAAEDASCwAAAAABI7EAAAAAEDASCwAAAAABI7EAAAAAEDASCwAAAAABI7EAANjGvffeKzExMbJv3z6xq02bNpk6Tps2LdxVAQBbIbEAAJS7Bx98UGbOnEnkASCCkFgAAModiQUARB4SCwAAAAABI7EAABw3x+G3336Tv/3tb1K1alWpXbu23H333eJyuWTr1q1y9tlnS0pKitSrV08ee+yxQtHLzs6We+65R1q2bCkJCQmSmpoqt912m7nfouWnp6fLa6+9Zq7rZfTo0YXKOXTokLmvWrVqpg5jxoyRjIyMQo+ZOnWqDB06VOrUqWP+Vvv27eX5558/7tVs2rSp/N///Z/88MMP0rt3b0lMTJTmzZvL66+/ftxj//jjD7ngggukRo0akpycLCeccIJ89tlntBAA8AKJBQDgOBdddJEUFBTIQw89JH369JH7779fnnzySTnllFOkYcOGMnnyZJM83HLLLTJv3jzzHH38WWedJY8++qiceeaZ8t///ldGjBghTzzxhCnP8sYbb5hEYMCAAea6Xq655ppCf//CCy+UI0eOyKRJk8x1nSg9ceLEQo/RJKJJkyZyxx13mARHk5h//OMf8uyzzx7371m/fr2cf/75pv762OrVq5vEZdWqVe7H7N69W/r16ydffvmlKeeBBx6QrKws82/68MMPaSUAUBYXAAB/uueee1z61XD11Ve7Y5KXl+dq1KiRKyYmxvXQQw+57z948KArKSnJNWrUKHP7jTfecMXGxrq+//77QvF84YUXTJk//vij+75KlSq5n1fc37/88ssL3X/OOee4atasWei+jIyM454/bNgwV/PmzQvd16RJE1PmvHnz3Pft2bPHlZCQ4Lr55pvd9914443mcZ71P3LkiKtZs2aupk2buvLz8819GzduNI+bOnUq7QYAPNBjAQA4zpVXXum+HhcXJz179jRDoa644gr3/TpMqU2bNmb4kJo+fbq0a9dO2rZta5aLtS46XEl9++23Xkf62muvLXRbezf2798vaWlp7vuSkpLc1w8fPmz+1qBBg0x99LYnHSalZVh0eJdn3dXnn39uhkqdeOKJ7vsqV64sV199tVlidvXq1bQUAChFhdJ+CQCITo0bNy50W+c56NyEWrVqHXe/HvCr33//XdasWWMO2ouzZ88ev/++Dl1SBw8eNPM71I8//mjmcyxYsOC4+ReaWGjdSirPKlPLs2zevNkM+ypKkyXr9x07dvT63wAA0YbEwgE2btwol19+uRn/q2cOFy5cKJUqVQp3tQBEMP2s8eY+pT0Z1hyLTp06yeOPP17s43QORCB/3/NvbdiwQU466STTO6J/T8uOj483vQ46p0Pr4kt5AIDAkVg4gE4w1ImT2o1/4MABM+kRAOymRYsW8ssvv5gDfl3pqTRl/b4sn3zyiVlp6uOPPy7UG+HLcKuidCL4unXrjrt/7dq17t8DAErGHAub0xVLKlas6B4brEsgVqhAPgjAfnT1pu3bt8vLL7983O8yMzPNErMW7XXVJWX9ZfVAePY46PAnXYLWX6effrosXrzYDK2yaJ1feukls2StztMAAJSMxCKEdAlGXXKxQYMG5uzczJkzi32cLo2oX1o6flnH9+oXm0XHLOvkQS2ne/fuZrdaALCjv//97+bgXCdeX3LJJfLMM8/IU089Jdddd500atTIzL+w9OjRQ77++mszjOndd9+VRYsW+fS3Tj31VDP0ST8b9TNUl7/VMnVPC3/dfvvtUrduXTnttNNkwoQJZnldncitw1G1nrGxfGUCQGn4lPSDThjMzc097n5dMUTnQXie6erSpUuxa6pb3nvvPRk3bpyZgPjzzz+bxw8bNsw9yTEvL0++//57ee6558xZtNmzZ5sLANiNHnjrCRTd+2LlypVmjwvde+Knn36SsWPHSuvWrd2P1QN1TQTuuusuk4QUt7FdaXRFpw8++MCctNG/88ILL5jVm/Tv+EuTivnz55u9LnQPjvHjx5vkRYddnXPOOX6XCwDRIkbXnA13JZxEJwRqz0GrVq3MWTarO17H5eoyh5ok6C6zRemXn26wpJtFedIeil69epkze1b5Ognxn//8pzl7psmE7oSrGzapRx55xPy89dZby+FfCwAAAHiHHgs/zsjpqiPLli2TkSNHmkRAVyfRddo1aSguqShJTk6OLF26VE4++eRC5etta4yvJh3ae6FLIurf0uFV1tKHAAAAgF0wC9gPOmfim2++MROqL730UpMEaDLga1e+buaUn59vut896W1rFRKdqK3zKgYOHGgmKeq44v/7v//zp9oAAABAyJBY+EmXN3zjjTfM8KfmzZvLK6+8EvDyiSXRiYR6AQAAAOyKoVB+0knaOlFQVyTRHV9vuukmn8vQHWx1jobnhG+r7Hr16vlbNQAAAKDckVj4QYcw6QZQOtdhxowZMmfOHLO6k65M4gtdbURXRdHnW3Qehd7u27evP1UDAAAAwoKhUD7SA38dlqQ7sGoyoXMgdNMkXQJWJ3A3bNjQ3Xtx9OhRWb9+vfu5uhb68uXLzSZ31k6xuorUqFGjpGfPntK7d2+zbrouUztmzJhgvs4AAABASLHcrB80idCJ27qhnSddKap27dpmIyj13XffyZAhQ457viYS06ZNc9/WpWZ1Gdldu3ZJ165d5emnnzbL0AIAAABOQWIBAAAAIGDMsQAAAAAQMBILAAAAAAEjsQAAAAAQMFaF8nIlqB07dkiVKlVCtgkeAAAAYDcul0uOHDkiDRo0kNjY0vskSCy8oElFampqsF4fAAAAwFG2bt3qXvm0JCQWXtCeCiugKSkpYscelb1795qlbsvKJEEsyxNtk1jaFW2TWNoVbTP6Yllg83qmpaWZE+zW8XBpSCy8YA1/0qTCrolFVlaWqZsdG6STEEviaVe0TeJpV7RN4mlXTmmbBQ6ppzfTAexbewAAAACOQWIBAAAAIGAkFgAAAAACRmIBAAAAIGAkFgAAAAACRmIBAAAAIGAkFgAAAAACxj4WAAAgIm3ZskX27dtX4u9r1aoljRs3tlWZuqfBgQMHpEaNGu49DexYz2CU6ZRYIkITi0mTJsmMGTNk7dq1kpSUJP369ZPJkydLmzZtSnzOtGnTZMyYMYXuS0hIMBuRAACAyKQHmHp8UNr3fWJioqxbt87rA03KDF48nRJLRPBQqLlz58r1118vCxculNmzZ0tubq6ceuqpkp6eXurzdCfDnTt3ui+bN28utzoDAIDyp2etyzqJqL8v7Yw5ZYYunk55fRDBPRazZs06rjeiTp06snTpUhk4cGCpW5DXq1evHGoIAACcREdB6HGCpUmTJmbojDp06JBs3Lix0GP9KVM1bNjQHLOoo0ePyu+//x5wmapu3brSoEED90HzmjVrAi5T1axZ031WPy8vz+sydfjRsmXLSvx91apVpXnz5uKPX375xZRfnEqVKvlVJqI4sSjq8OHD5qf1AVASfQPrB4U2xu7du8uDDz4oHTp0KPHx2dnZ5mJJS0szP/X5JTXocNI6uVwuW9bNaYgl8bQr2ibxtCu7tk1v63PZZZcVuv3GG2/IpZdeaq7PmTNHzj//fJ//dtEy1RNPPCH/+te/zPWff/5ZBg0aFHCZ6o477pD77rvPXN+0aZM5zgm0THXllVfKiy++6D7eKu2xnnQ0Sa9evUr8/dlnn22GtXv7+ngee+lJZOuYrKj+/fvLk08+6XOZdlBg0/eQxZd6OTax0H/kjTfeaBpSx44dS3ycjrV79dVXpXPnzuaN8eijj5q5GatWrZJGjRqVOJdj4sSJx92/d+9eW87N0Fjov00bpTU5CcTSDmibxNKuaJuRH0udtOsNncxbsWJF9+2cnBzZs2ePua7f+fXr1y900OzNMJqiZVpxssrVIdxWuYGUqTTmVrn6Omi5gZap4uPjC5Wrj/WmTI27Z8yK61nQcr19ffRxVj20x6eknokqVar4VaYdFNj0PWQ5cuSI14+Ncem/woGuu+46+eKLL+SHH34oMUEojr7Z2rVrJ5dccok7w/emxyI1NVUOHjxo5mvYjTZITXpq165tywbpJMSSeNoVbZN42pVd26b2CpR25tzy008/eX2WnzKDF0+nxDKa30Oex8HVq1c3yU9Zx8GO7LG44YYb5NNPP5V58+b5lFQozcy7desm69evL/ExumqUXorSF9uOL7jSMZJ2rp+TEEviaVe0TeJpV3Zsm97WxZd6U2bw4umUWEbze8jiS53sV/tSaOeKJhUffvihfPPNN9KsWTOfy8jPz5eVK1eW2k0HAAAAwDeOSix0qdk333xT3n77bTOWbteuXeaSmZnpfszIkSNl/Pjx7tv/+c9/5KuvvpI//vjDdJH97W9/M8vN6qQkAAAQmXROgO5ZUBr9vT6OMss/nk55feAbRw2Fev75583PwYMHF7p/6tSpMnr0aPfmKJ5dNjov4qqrrjIJiI4P69Gjh8yfP1/at29fzrUHAADlRZdK1Y3QdGUjXQ1Sv/9feumlQo/xdRdmq8xg7hZdtMxg7BZdHvUMtMzyiuXy5cvNRPS2bdtKhQoV2Hk7xByVWHgzz/y77747bnk3vQAAgOiiB5o6YkGdeeaZQZmwq2UGe9dmzzKt1aN0BaRAxtuHup52LK+4WOpc3EBjCe8RZQAAEJH0hOTcuXPNdV/3jQDgOxILAAAQkXbs2GGWyNSVHk844YRwVwdhsnDhQjO3VvcyQ2iRWAAAgIjUsGFDOXTokCxdurTMSb2IXDoc7pVXXpH33nsv3FWJeCQWAAAgYun+VR06dAh3NRBG1jA4XR1Ue7AQOiQWAAAAiOieq5YtW5rJ3D/88EO4qxPRSCwAAEDEWb9+vVlidOzYseGuCmzUa2FN5kdokFgAAICIo8vP654Gy5YtC3dVYAPWHmhFtyVAcJFYAACAiGMdQBbdVBfR3WOhE/nT0tLCXZ2IRWIBAAAiCvtXoKjU1FRp3ry5tGnTRrZu3UqAQsRRO28DAAB4s7zotm3bzIpQffv2JWAwVqxYIZUqVSIaIUSPBQAAiCjWBN3evXtLcnJyuKsDmyCpCD0SCwAAEFGYX4HS5OTkSG5uLkEKARILAAAQURo3biytWrVi4jaOM2bMGKlWrZrMmTOH6IQAiQUAAIgo999/v/z2229y0kknhbsqsKHMzEz2swgREgsAABCRYmJiwl0F2Az7WYQWiQUAAIgYmzZtkry8vHBXAzbfz2LJkiVy9OjRcFcn4pBYAACAiDojXb16dbMRGlBU06ZNpUmTJib5nD9/PgEKMhILAAAQMb0VmzdvNmPodSM0oLThUNayxAgeEgsAABARrAPFnj17SuXKlcNdHdh8OJS1LDGCh523AQBARGD/CnhjyJAhMmzYMDnllFMIWJCRWAAAgIjqsbCGugAlzbOYNWsWwQkBhkIBAADH27Jli2zcuFHi4uKkf//+4a4OEJVILAAAQMT0VvTo0UOqVKkS7urAAXbs2CFfffVVuKsRURgKBQAAHK9Xr15y3333Sb169cJdFThkBbFmzZpJxYoV5dChQ5KcnBzuKkUEEgsAAOB4bdu2lbvuuivc1YBD6F4WDRs2lO3bt8vChQtl6NCh4a5SRGAoFAAAAKJKTEyMe5I/y84GD4kFAABwtMWLF8v06dNl79694a4KHITEIvhILAAAgKO9/PLLcuGFF8rDDz8c7qrAgRvlLVq0yOzWjsCRWAAAAEdj/wr4o2XLltKgQQPJyckx8ywQOBILAADgWDr59vfff5fY2Fg58cQTw10dOGyehdVrwTyL4GBVKACIsk3E9u3bV+Lva9WqJY0bN474MgsKCuTAgQNSo0YNc0Bq13oGo0ynxDLQ3opu3bpJ1apVy+VvInJcd911cuaZZ8qQIUPCXZWI4KjEYtKkSTJjxgxZu3atJCUlSb9+/WTy5MnSpk2bUp+nE7ruvvtus2Zxq1atzHNOP/30cqs3ANiBHgzq52VWVlaJj0lMTJR169Z5fVBImfaOp1Nen2AkFtaZZ8AXAwYMIGDROhRKPzyuv/56Mw5u9uzZkpubK6eeeqqkp6eX+Jz58+fLJZdcIldccYUsW7ZMRowYYS6//vprudYdAMJNzzCXdjCo9Pelnd2mTGfF0wl1DJQ1hMVa4QdA+Diqx2LWrFmFbk+bNk3q1KkjS5culYEDBxb7nKeeekqGDx8ut956q7mtu3JqUvLMM8/ICy+8UC71BgAn0SU7V69eXeLvW7duLRUqHPv68GV5z927d8v+/ftL/H3z5s3NmW5faZladmkbYXnL80SV7sa7Y8eOEh975MgRr8r8448/zA6/1atXN7ePHj1qzvqX9Fhvy9RY6XegDjtSuqrNxo0bAyrPosOarB2s9SSezmHwtczyoK/7b7/9ZsbKc+YZ/tLetZkzZ5oeNj0ZjShJLIo6fPiw+wOwJAsWLJBx48YVum/YsGGmAZUkOzvbXCxpaWnucaR6sRutk8vlsmXdnIZYEs9IbpvePvfZZ5+VTz75pNTJstZB56uvvur133788cdLXQ50+fLl0qlTJ6/raX0mT5061X3yqDh6MqlatWpelfnTTz9J//79zXX9nhgzZkyJj73//vu9KvOCCy4wy6Fefvnl5va8efPkjDPO8Oq5pZWpHnzwQfn3v/9trmtPfO/evQMqz3LTTTfJo48+6n69O3To4HOZ5fGdWbt2bZNM6YiElJSUiPge5Huo/GM5Z84cuf322808i4suukjKW4HNj+N8qZdjEwv9R954443mC6Bjx44lPm7Xrl1St27dQvfpbb2/tLkcEydOPO5+PTNXVvdvuGKhSZY2SmviHIilHdA27RVLnWDrDS2/tBM22kPgax30b2vdSytXewj27NnjdT31cfr4vLy8UsvVHgJvvxj1M17LVHqCqbRydYlKb+gBrz7WKld7RUoqV/8t1smsssrUXiN9vFWuPq9oub6W58kq15qY7WuZ1usTatrT0rdv33L5W+WBz83yj6We0LBORm/dulUSEhKkPBXY/DjO295ZFePSf4VDZ/F/8cUX8sMPP0ijRo1KfFx8fLy89tprhbq2nnvuOZM4lNR1XlyPRWpqqhw8eNB8+NqNNkhNevTMjR0bpJMQS+IZyW3z559/ll69enl11r579+6UGQHxdEIdURjfQ+UfSz0UbtiwoTku1Dk75T2srsDmx3F6HKxDOTX5Kes42JE9FjfccIN8+umnpju5tKRCaXd90QRCb1vd+MXRTLW4bFVfbDu+4ErHl9q5fk5CLIlnpLZNb5/ny9+gTHvH0ymvjz905MFVV10lQ4cONSMY9P0RKfgeKv9Y6qpi77//vjm2DMcKYzE2Po7zpU72q30pNKPUpOLDDz+Ub775xkyGK4t2j+rYuaLjbfV+AADgTLpSpJ5kfP311yMqqUB4sFFecDgqsdClZt988015++23pUqVKuZshV50JQzLyJEjZfz48e7bY8eONatJPfbYY2b/i3vvvVeWLFliEhQAiCa6elBZqy7p761VhijT+fF0Qh39xf4VCCZruWKdZ+E5HB6+cdRQqOeff77Ytap1RZDRo0eb67qEn2eXjW6ip4nIXXfdJXfccYfZIE9X+ihtwjcARCJdSlGXVdTlQt99912zmo4uVuHJ1x2TrTKDubNzeZQZjN2infBvL89Y6qiCs88+2xyUvfjiiyHfHI/9KxBM7dq1M3McdLEHXcLYmtAN3zh28nZ5T1qpWrWqV5NWwkE/1HU1DF3P3I5j85yEWBJPu6JtEk8ntM3bbrvNjBA44YQTzAa1oRqipH/PWvFRE5yaNWtKpOC9Hr5YasKsw+x14Z/yVGDz4zhfjoPtV3sAAOBIup9IUlKSLFy40MxnDPUwqM6dO0dUUoHwatOmTbknFZGGxAIAokhGRoZ88MEHPu2YDXhLexGuvfZac/29994LeWJRdGg0gPAisQCAKKITE3WX5Z49e4a7KohQOhxK5zJOmTIlZH9DNzLUZeHDsSwoItudd94p7du3N0P54DsSCwCIItaEVw7IECq6T5RO4g7lErCatOhO7WeccUbI/gaik86zWLNmjfuzEr4hsQCAKEJigfKkK+zoKmShoEvaFreZLRAI66SLNdwOviGxAIAoml+xePFic52x6Qi1r7/+2qywM2rUKLMUbbCwxwBCyfps/PHHHyU3N5dg+4jEAgCihK7Uk5OTIw0bNpTmzZuHuzqIgn0BdJnKH374Qb799tugldu7d2+zGtTy5cuDViZg6dChg1lpLD09XZYuXUpgfERiAQBRwnMlnVCOfweUJrBXXXWVuT5x4sSgBEX3rFixYoWsXLlSGjRoQKARdLqPxMCBA8115ln4jsQCAKIE8ytQ3m6//XazL8C8efOCcpD2/fffm5+6ao9uJgaEcjgU8yx8R2IBAFHi9ddfl9dee01OO+20cFcFUaJRo0ZyxRVXBK3XwkpOmCOEUNL2pcNFW7duTaB9RGIBAFGiSZMmMnLkSHOwB5SX8ePHS8WKFU1SoD0XgbDOILNcMkJJ5/Bs2LBBnnrqKQLtIxILAAAQMqmpqabXQuf16ERufx04cMDMr1AkFoA9kVgAQJTsJvv444/L7t27w10VRKG7777bTLi+4447AppfocvW6mpTdevWDWr9gOLk5eXJ+vXrCY4PKvjyYACA82RlZcljjz1m1v/XnYo5KEN50xWcAl3FSXf01qF8ujcGEGq6sWPXrl3dvWUVKnDI7A2iBAARbtGiRSap0AMzJiPCDgds2h6158EXffr0MRegvOakxcXFyaFDh2TZsmXSq1cvAu8FhkIBQITznPDK/hUIJ12VTJPbsWPH8kLA1jSpGDBggLnOsrPeI7EAgAjHEp2wCyu5nT17tixYsMDr5+kKPb/88osUFBSEtH6AJ2tZYzbK8x6JBQBEMB1yYh3AsfY/wq1p06YyatQon/e1eO6558x49xtvvDGEtQMKsz4zdeGA/Px8wuMFEgsAiGCLFy82k7d1wnabNm3CXR3ArAylw0y+/PJLM//HG9YZ4759+xJBlJsuXbpI1apVJS0tTZYvX07kvUBiAQARPlE2Pj6e+RWwDd3RWFd38rbXwpo8q9i/AuWJeRa+I7EAgAimw070wOzJJ58Md1WAQvuq6EHbF198YXrVSqOb6un+Fa1atQp4yVrAn89QTYBPPvlkgucFlpsFgAiXlJRkLoBdtGjRQv72t7/JzJkzzcTs3r17l/hYFh9AOJ1//vm8AD6gxwIAIpSe5QXsavLkybJp0ya55JJLSn2clVgwDAqwPxILAIhQDz30kJl8OG3atHBXBTiOLihQrVq1UiNz+PBh5lcg7Pbv3y8zZsyQb7/9NtxVsT0SCwCIUN98842sWLFCjh49Gu6qAKX2rH311Vfy66+/Hvc7HcKne1488sgj0qhRI6KIsHj11VflvPPOY66aF0gsACAC5eTkyPz588119q+Anf3nP/+RYcOGmWVoi9IVzYYOHSq33HJLWOoGeA7D0/0s2KSxdCQWABCBlixZIhkZGVKzZk1p3759uKsDlOjiiy+W2NhY+eSTT+Tnn38mUrCd7t27S+XKleXgwYOmFxglI7EAgAg0d+5c95k2PWgD7Eo3btTkwuq9sBw5ckTGjRsnH3/8MQsRIKwqVKggJ554YqHPVhSPbxsAiEAs0QknufvuuyUmJkY++ugj92TtH3/8UZ544gm56aabzO+AcLKGlFqfrSgeiQUARJjc3FxzUKZYohNO0LZt2+N6LUiOYSfWZ+m8efOYZ1EKNsgDgAijS3Sec845snLlSunYsWO4qwN45YorrpB33nnHbJr37rvvyueff27ub9KkiZl7UatWLWncuDHRRLnbsmWLGVKamJgoBw4ckA8++EBatmzp/r0/bXPLli2yb98+c10nhGu5NWrUcA9ddWp7j3E5bAclzRR12bmlS5fKzp075cMPP5QRI0aU+Hg94zFkyJDj7tfn1qtXz6u/mZaWJlWrVjVf1ikpKWI32iD37NkjderUYSw1sbQV2iaxtCvapr1iqQdZOtciKyurxMfoQd26descebDlC9pm5LfNLQ5r774cBztuKFR6errZ8OnZZ5/16Xn64mgyYV20kQEAgPDTM7elHWQp/b11hhdwctvcF8Ht3XFDoU477TRz8ZUmEmXt8AkATpeXlyerVq2STp060YMJAOVk69at5qy+DmHSn0qX/NaT2cU9NlI5LrHwV9euXSU7O9uMN7733nulf//+JT5WH6cXzy4gq0vNjhujaJ10RJsd6+Y0xJJ4Or1t6v4Vffv2NeN/165dy2o6AcYTwWubZZXh7eMi/TWjbdorlt4+1xqW/+yzz8q1115rrusmpaecckpAf9sO7d2XOkR8YlG/fn154YUXpGfPniZZmDJlilkybNGiRWbDk+JMmjRJJk6ceNz9e/fuLbPrKlwvuI570zcP69UTSzuhbZZ/LD/77DPzs0WLFuYzC7RNJ7zPdeKqt4/TMfORjM9NZ7bNpKQkiYuLM8eJVhvVE9O6sV5R+fn5kpmZ6Zj2rnvKeCviEwudHKMXS79+/WTDhg1mbew33nij2OeMHz/ebMpj0YaRmpoqtWvXtu3kbV3jW+tHYkEs7YS2Wf6x1IUt1LBhw5hLRtt0zPtcV8Px9nGRPkeSz01ntk1dXKh7kRPW2ouhiU1RuspZr169HNPedSK5tyI+sShO79695Ycffijx9wkJCeZSlDZKux646xvHzvVzEmJJPJ3aNnV+hfXZpj2zfB4EFk8Er22WxdvnRcvrRduM7LYZ67D27ksdwl/bMFi+fLkZIgUAkfbZpl3WulBF586dw10dAECUcVyPxdGjR2X9+vXu2xs3bjRfptpdpGv96jCm7du3y+uvv25+/+STT0qzZs2kQ4cOZtybzrH45ptv5KuvvgrjvwIAgs/aqXjAgAFmrC/gFLqSjg63KGtdf30c4PS2WSuC27vjEgtd8cRzwztrLsSoUaNk2rRpZlkv3XjEkpOTIzfffLNJNpKTk81ZvK+//rrYTfMAIBISCx0GBTiJnhjU/aZKW7ffqTsRw9lC0TYbFymTnbejDDtvRw92PCWeTm6bOnlw9uzZcumll0q7du3KvY5OwnudWNoVbTP6Yllg83r6chzsuB4LAEDxBg4caC4AAISD/dIiAAAAAI5DYgEAEeCVV16RTz75xCxwAQBAOJBYAIDD6S6uukjFWWedJWvXrg13dQAAUYrEAgAcbsWKFWZSXZUqVaRr167hrg4AIEqRWABABO1fUaECa3IAAMKDxAIAHG7u3Lnm56BBg8JdFQBAFCOxAAAH0/XPdf8KxcZ4AIBwIrEAAAdbuXKlHDx4UCpXrizdu3cPd3UAAFGMxAIAHGzBggXm54knnsj8CgBAWDHLDwAc7JprrpGTTjpJMjIywl0VAECUI7EAAAeLiYmRVq1ahbsaAAAwFAoAAABA4JhjAQAONW3aNDn//PPlk08+CXdVAAAgsQAAp9KE4n//+5/8+uuv4a4KAAAkFgDg1P0r2BgPAGAnDIUCAAdavXq17N+/X5KTk6Vnz57hrg4AACQWAOBE3333nfnZv39/iY+PD3d1AADwL7GYNWuWuFwuwgcAYU4sBg0axGsAAHBuYnH66adLkyZNZMKECbJx48bg1woAUCI9sWPNrxg8eDCRAgA4N7FYtWqVXHTRRfLyyy+bjZmGDh0qb7/9tmRnZwe/hgCAQnRuRYsWLSQlJUV69epFdAAAzk0s2rVrJ4888ohs27ZNZsyYYb7cRo8eLfXq1ZPrr79eli5dGvyaAgCMWrVqycKFC2XPnj3MrwAARMaqUHFxcXLWWWfJzJkzzZCoLl26yPPPPy+9e/c216dOnRq8mgIACklISCAiAIDIWW52zZo1csstt0iPHj3MGbQLLrhA3nrrLZNYXHvtteYCAAje/IojR44QTgBAZCQWR48eNfMr+vbtKx07dpTPPvtMbr31VjM06r333pOLL75YXn/9dZkyZYpJMgAAwbFu3TqpVq2aWQ2K1fkAAHZSwZ8n1a1b1/w877zz5OGHH5YBAwYU+7hu3bqZscAAgOAtM6u7bleoUEFiYmIIKwDA2YnF5MmT5W9/+5s5a1Ya7c1gOVoACB5rmVn2rwAARMRQqAMHDkhGRkaxv9u5c6f85z//CbReAIAidOjTvHnzzHX2rwAA2I1ficXEiRPNfIri7Nixw/weABBcGzZskF27dpnVoHT1PQAAHJ9Y6Fmzksb2ao9FWUOkAAC+mz9/vvmpC2ckJiYSQgCAM+dYvPPOO+aiNKm4+eabj0sgsrKyZMmSJdK/f//g1xSFbNmyRfbt22eu60ROHZ5Wo0YNiY09livqpPnGjRv7XWZx7FBmqOsY7Fjm5xfIsk37ZV9attRKSZBuTWtKXFxs1JS59I/9snnnPmlSv5b0aG7fegajzPKI5bR3Z5r7W7ZsJT///LNfZVq0zO/X7padBzOlfvUkGdC2rqlnIJxU5tzVu2Td5l3SpkmBDGpfz7b1DGaZxNIZZdI2oy+Wc4NcT0ckFjk5Oe6107XHIj093WyQ5yk+Pl5Gjhwpt912m4SKji/WXb91d2/tHfnwww9lxIgRZa6iMm7cOFm1apWkpqbKXXfdZXYKdyo92GjTpo1J5EqiZzN1WUpvDzqcUKYT6kiZ0RnP8q7jlCkvm4uvZVpmLNosY6cukm37/5or16hmsjw1po+c26eJT2U5v8wVDqlnYGUSSyeWSduMvliuCLjMcPM6JRo1apR8++235qKrkbz55pvu29blyy+/lCeffFIaNGgQsgprQqOb7z377LNePV5XpTrjjDNkyJAhsnz5crnxxhvlyiuvNHV1Kj2DWdoBjNLfl3Zm34llOqGOlBmd8XRCHT2/yM5/9NtCX45q+/4Mc7/+3leUae948vrY+/WJ5jKdUEcnlenY5WY1iQiX0047zVy89cILL0izZs3kscceM7fbtWsnP/zwgzzxxBMybNgwiWS7d+82k+yrVKkiVatWNffl5eWZyZ/FPdaXMlVycrIZMmQNIdKJ+4GWqfQsrOf+J9bv/C3Ps0etTp067tva4+VtmXrwVtKCBdpzV79+ffftvXv3elXmzoMZsnztRsnNzS3+ATExUr9+A/djvS1z2/50OXhgf6kHpfXqN/C6zG37jkid/enm+qFDByWzhBXh1I693u0IvfK3TVK9QXOpWLGiuZ2WdljSjx4t9rGrf9vkdZn5FStLjZq1zORmpWVq2YGWqapVqy5JycnmusZAYxFIeZaUlKpSqfKx+/Q109fOlzKt17wo7VnOys+WrPy/2kF+gUv+MWW+uIopR+/TmXP/fGXhsWFrsd7tkaFl3jBlIWXaNJ7R8vrQ3u3/GoW6vEgr88api+TsnqmOGxYV4/Jy69bHH39cLrvsMrM5nl4vtdCYGLnpppuCVcdS/05ZQ6EGDhwo3bt3Nz0plqlTp5qei8OHjz/gUNnZ2eZiSUtLM0OoDh48KCkpKRJuOra6V69eXj9ed0V/6KGHzPU//vhDWrVqFZR66HCyV155xb0bu5W8BOr000+XTz75xH27UqVKZZ659YauorNgwQL37aZNm8rWrVu9eq4+dtOm4g/0NHFdv379X7dbtpEtG/+6XaKT7hH55R2Rfb8V//u4BJFzXjh2/eAmkTkTvSuzelORBc+KbF9S8uPOeVEkbYd3ZQ64VaRu+2PXf35d5I9STiz0v1Hkx7/ea6U69QGRlD97N1d9KLLmYwmKQbeL1G5z7Pr6r0WWvxWcck/4h0ijP993WxeJLPrztQlUt7+LtBh67Pqe1SLzHvHt+dZrDgCIKHMmnCqDO9QLdzXMcXD16tXNcXNZx8Fe91jccsstcuKJJ5rEQq/bIbHwhp6dt3YKt+htDVJmZqYkJSUd95xJkyYVu2SunokOxgFuoHRysTd0Z16dgKx13rNnj7lv//795sx9UdrjoL0Z3pap9Ey7Va4OUStarj9lqvz8fHe5Ss9qa1n+lmfRHNqzXO1p0Md6U6YqLm5K/5ZnuXkFXhUnsbEx4oqtYC7Fiqsg8RWOnf3IixUp8LLMChViJS8uTgpKKldjGhcj+V6WGRMbIxUrHItnWeXqYnFenamIiTNlxvxZbn5crOSXVK6e+3Dle1WmVqBCXKzEllWuj2WqCnFxEvvn61EQFyt5nuX6UZ5Fz0bFFVeul2Var3lh+lyRXFfhtu1y6QtU9tkvPet2/Jk3V4ln3vK9aEiUGep4RvnrQ3u38WvkoHZkszJ3Hso81n1hjo3y5OCBQ+ZYqLxZc6y94XVi4fkPCcc/qjyNHz/eTPYu2mNRu3ZtW/RYWMOPyqJn57W3xpMOBdKEyt9ekOLKtBQtNxhlqkOHDgW1PM89Abwtc/r06V6Vqe6e/Ixcd/HwMh83IuaA9Dn5YqmVWkcuvXuUxCcVn7iol6bPlutmi3dlxsZKrUvGyKV3fxeUMs9JyJI+sZuP1XPKJ2WX+UPZPRbnnnK99KmWK7VSM//8t/+t9DK9iKcps1atP+N54Z/11HKnBVTmGd3aF/P6/F1E/htgHUt6zR/0qUz3a16kzMy8TDnxw8HmerOYoxIrLtm7p7HMm3tpmWX+66Kt0rpxptRIqitntblC4mOPPwFj+W7VLjnpP19RZhjieUKbFF6fP2NJe7fX+5K2eUVQYrl07ztyZOlfr4/nMPHy5Mvy5hX8XZlJD7Iq/zku2JOeudYVm3QIkh3Uq1fvuHH0elsThOJ6K5SOz7bGaBc9M13cmfDy5m0dfKmvE8p0Qh2VjrP0RvyO7bLzcI5XdaHM8MVz358f5E57fTzLrhDjEj2RVqv2NolPOiI5mfrZXdxYYJdUSk6X9ApfyS+7XNKgSnORNleWWk9dGlFXMdEJh8Wfm6PMUMVz3b5mvD6ltPe6dbZKYlKaZGVWob2X8/uStnlluX9uhpIvf9evGuoKS6tXry72d2vXrjW/twvdSGrOnDmF7ps9e7a5HwgFbyda+fLmo0x7x9MJr0+eK0a2SaKkdv3+z3uKfp0du92/90KJjXX5VE9dGlEVM6WWMsMcz2h+ffJiRBp2/aFQGXasZ7SW6YQ6OqlMx++8XRLtsSipJyAYdJKwLhurF2s5Wb2ua75bw5h0Lw3LtddeayYs694amvQ899xz8v7779tmDog/tCusrG6poisrRUKZTqijt2XGxcRJYgXvuxYp097xtPvro0nF1oIkKZAY6Zy6Uvr3/1CSkgqPmU2pnC2nDp4jzZv4vsShrrf+wS1DpGHN5JCXqWfxKHOzbV8fu5SZY9p8stRsuF5O6DezXNo7bdP3eNq9HTmtTDvweijUwoULZf78+e7bb7/9tlm21ZNOEv7oo4/Mkq6hojt7e/aIWHMhdJ+NadOmmSVErSTDWrHns88+M4nEU089JY0aNZIpU6Y4eqlZ3QxLN8UK5m7RRcssTrjLLI86BjOWny9YI9e9vECqJcfLLWd1kGqJFWTtm5/Kge17zcFgSkIVv+rpubNz1YS4oJa5c3+6rPhwrhleo//6QMvU3aJ3HzgqK2bOC1qZoahnoGWWx+ujsdy256DUr17F5zK3uZLEJTGSGpsh8TEuadToN6lf/3dZtqe11IxtLv858V+y8MC9sivd/y8y/ZLUpRGtXWlrpsTKgv33BK3MzfsOy9xtz0vFKssCOotnlak73W7Zf0jmbn9R4oNUZijqGawyQ/n6aCzXb9srTRumyIL94W9HmlRsdyWbeUWpsZlSIXWdNGrwW8jaO22Ttmmn95BjEgvdUM5aKUlXfXr66aePe4yu3qNJhfYKhMrgwYNL7THR5KK45yxbtkwiiR50WAe7ejCsqxLpxOxAxt95lhkswS4z1HUMZix3LthvlgE9Y0BzufPKgZKVniVPf/GzVDgUeD2t+ebBLtOU9/2qQmP2AymzR48Cyc7Ikv/+sDpoZYainsEoM9Svj8ZSk97KSZV9LlN7Khr/mVRYYmJdUqXODmlcNUkGtq8ji/86b+Q37d4f3OHYni5ZeRmy6MfglZmVV1W2/HhIdhxxBanMepKVlyJbFhySnUErMxT1DF6ZoXt96knn+vFSuVpSUF9zf+u5zZUscVZS8WebD2V7p23SNu32Hgonr4+c7rnnHveSn3pgrz0Y1m3rons/6LCkfv36hbbWgAPoqg/WJC0gnBrFFE4qgEjm7qmgzQPlzq9VoSJ9uVkgUJnZebLw92M7cNthcxtEN5IKRJNGMSQVgKMSC2sTs0WLFsm2bduK3TTOcwI1EG0Wrd8rOXkFUr96krSs5/24egBAYOipAByWWOimYueee65s3bq12PkOOgeDxALRzBoGNbh9PfN+AOymgJFRAAA7JBbXXXedVK1aVV577TVp3769xMeXvBMvEI3mrj62KSPDoGDXpEInuALRQpdcBmDTxGLVqlUyffp0GTRoUPBrBDhcVk6eLPhtj7nOxG3YManQ9f1z/NvGCHAcszmkK3T7awH4i1/fLK1bt5a0tDR/ngpEvMXr90l2boHUq5YkrRukhLs6QLFJRcOYDCKDiOe5OSQAmyYWTzzxhEyaNMnsZA2gpGVm6zK/ArZMKhrFZkhSDKv7IXqSCl1yGYBNh0LdcMMNsmvXLunYsaM0aNBAqlWrVuj3Oln1l19+CVYdAWdO3GaZWdgoqdCdiD2TCiZvI1qSCt1xvoK4RP8DYMPEokePHpyJBYqRnZsvC35j/wrYi07UzqWnAlGUVGx3/ZVU6D4uJNKAjROLadOmBb8mQITMr8jKzZe6VROlTYOq4a4OYGhPhR5gMfwJ0UAnars8kgoA5YdlQYAgmrvaml/B/hWwD52oTVKBaOHZUwHAITtvHzp0SD744AP57bffit15++mnnw60boBzJ24zvwI2QlKBaKITtUkqAAclFr///rv069dPsrOzJT09XWrXri0HDhyQvLw8qV69utk8j8QC0SYnN1/mr9vj3nEbAFD+SCoAhw2FGjdunPTp00d2794tLpdLPv/8c8nMzJQ333xTqlSpYjbPA6LNTxv2SWZOvtROSZR2jZhfAXtzMUoEAGCHHovFixfLK6+8IgkJCeZ2Tk6OxMXFyaWXXmpCVrsAAMjPSURBVCr79u2Tf/3rX/Ljjz8Gu66ArbF/BZyUVOx0JYa7GkC5YVUowMY9FjoEKiUlRWJjY6VGjRqyY8cO9+90b4vly5cHs46AI8xdvdv8ZP8K2D2p2FGQKOn+T7EDHJdU6JLLAGyaWLRu3Vo2b95srnfr1k2ee+45OXLkiBkO9eKLL5pN84BokptXID/+Ob9CV4QC7J5U1I/JDHd1gHLdcR5A6Pl1yuriiy82vRJ///vf5b777pNhw4aZSdu647bOuXjttdeCX1PAxpZs2CcZ2XlSq0qCtG9UeCd6wG5JRYPYTEmWfHYiRtQkFbrk8jZXpXBXCYh4FfydvG054YQT5Ndff5UvvvjCLDs7dOhQMxwKiCbf/bl/xcD29SQ2Nibc1QGKnVNhJRWVY/IZc46oSSoaxWZIghSQSAPlICiDbFNTU+Xqq68ORlGAoyduM78CdqRJRYZHUgFEelKx3fVXUqH7uDB5G7BxYjFv3rwyHzNw4EB/igacOb9irTW/om64qwMcR3sqGpJUIEroRO1cj6QCgM0Ti8GDB7vnU1j0tqf8fM6KITos/WOfpGfnSY3KCdIxtXq4qwMcRydq01OBaKE9FakkFYBzEotly5Ydd9/Bgwflyy+/lP/9739mZSgg2paZ1d4K5lfAjkgqEE10ojY9FYCDEosuXbqU2JORnJxsEoshQ4YEWjfAYRvjscwsAIQbSQUQPkFf2Llfv37y+eefB7tYwJby8gvkh7VsjAfn8RjJCgCAPROLmTNnmt24gWjw8x/75WhWnlSvFC+dGjO/As5JKva4EsJdDaDckEgDNh4KddZZZx13X05Ojqxbt062bNkiDz/8cDDqBjho/wrmV8AZ9ABrtytB0qRiuKsClOs+LgBsmlikpaUdtwpUYmKinHzyyXL++eebnbiBaDB3FcOg4Lyk4rCrotSRLNkjSeGuElBuO84DCD2/3mnfffedWWr2wIEDJsFg6BOidX7F93/Or2DiNpyUVNSLyZIqMXmyhyX+ESVJhS65vNOVHO4qARHP5zkWs2fPltNOO01SUlKkTp06Urt2bbMS1PDhw+XDDz8MTS0BG1q+6YAcycyVapXipTPzK+CgpKJqbF64qwSUW1LBjvOATROL2267zQxzWrx4sfk5duxYczn99NNlyZIlZhjUFVdc4d4g75prrglJpZ999llp2rSpGX7Vp08fU5+STJs2zfSqeF70eUCwlpkd0LauxMUFfR0EIGh0ojZJBaIFSQXggKFQ7777rjz22GMyYcIEufXWW6VSpUqFfp+RkSGPPvqo/Oc//5FWrVrJvHnzZO7cuUHfLO+9996TcePGyQsvvGCSiieffNIkOTpxXHtQiqO9K/p7S9H5IYA/5v45cXtwB/avgL3pRG16KhAtdKJ2Bj0VgL0Ti2eeeUauvPJKuffee4v9vQ6H0qRj+/btcuedd0pqaqp8//33EmyPP/64XHXVVTJmzBhzWxOMzz77TF599VW5/fbbi32OJhL16nHwh+DJzy+QeR47biO66ByzrPysUh8TI/Y5gaETtRn+hGihw58axmay4zxg58RixYoVcs8995T5OB0ONWXKFDM0qlatWhJMuqTt0qVLZfz48e77YmNjzWpUCxYsKPF5R48elSZNmkhBQYF0795dHnzwQenQoUOJj8/OzjYXz1WwlD5fL3ajddIDHTvWzWm8jeXPG/dLWmaupCRVlM5NqgUl9qF4/cJdprePDXc9fS0vMy9TTvxwcKmPb1m1hbwxYKrXZXrbNr2tp2fZ3iQVWnLR0o/d9vezxRXkMosvz98yPR8brDJDUc/SyrTL6+Num8f+C0s9PcvWidqVY/LLKJW2GZzXiLZp//dQ4Hz5uz6tCuXNl5rSYVLBTirUvn37zNyNunULnyHW22vXri32OW3atDG9GZ07d5bDhw+b4Vq6O/iqVaukUaNGxT5n0qRJMnHixOPu37t3r2RllX6WMlwvuP7b9PXRRAuhj+Vnizean31aVJP9+/aVWW6FChWkUmJyscnpsQ+UArPKWl6e95Nqg11maeX5W6bGsHJSZSnID16Zoainr7Esq7fC/dw/k9RgvD76HP38qZxUyasyva2j0vbuKqbMY/e55MAh39tmckpi0MosrTx/y9S2WalqkrhKaJt2qWewYxmKMq22aeIZpnp6tvcyk4ogtnfaJm3Tzu+hYDly5EjwE4tOnTrJ//73Pzn11FNLfdz06dPNQbxd9O3b11wsmlS0a9fOzP247777in2O9ojoPA7PHgsd2qUrYOl8DbvRBqjDvbR+JBblE8ulW341P0/p2rjEuT1F5WTmmDKLlqu3Y2Ji/Vq2OdhlllSev2VqPHOzciQ2LnhlhqKepZVZXHnaY2HpeH9Tic2JlbzKebJh1A7JTyqQvJRjXwqxMTFBe300lgcPHjTP86ZMzzqWxSxsUUyZx+7zb0nxnILMoJZZUnn+lqnxzCnIkpgS2qZd6llamXZ5fay2qe09XPUMZ3unbdI27fweCgZfFj3yOrH4xz/+ISNHjjRn+W+++WYzp8JTZmammdytvQOvv/66hIL2gsTFxcnu3cfGtlv0trdzKCpWrCjdunWT9evXl/iYhIQEcymqpAMZO9APSjvXz0nKiqXOr/hh7R5zfUjH+kGLeSheO8oMTSwLXc+JlYKEAvlj1E4pSHRJi6kNZN3YbSF5fbxZeMIqs6yyDxTEFy77z0vR+/T/frWjgpjglllCeYGV6fl8O9czyLEMQZmmbR77Lyz1LKvsogMuaJtBeo1om/Z/DwWBL3/X68Tisssuk4ULF5p5Fk899ZQMGTJEGjdubH63ZcsWs2medsFff/31cumll0ooxMfHS48ePWTOnDkyYsQId5ant2+44QavytChVCtXrjRL5AL+WLHloBxKz5EqSRWla9PwnD2AfWhPhSYV+YkF0nJKQ6l42P47/O4viJf9cvzJEyASaVKhSy4DCD2fvgH/+9//yimnnGKWeP3000/dE5z17H7//v3NnhZnnnmmhJIOURo1apT07NlTevfubeqSnp7uXiVKe1UaNmxo5kkoXf72hBNOkJYtW8qhQ4fkkUcekc2bN5sVroBA96+owP4VUU+HP2lPhSYVifviJb9ige2Tin2uBKkp2SQXiJrNIXXJZQCh5/OptbPOOstc9My/Tqb2HKJUHi666CIziVqXtt21a5d07dpVZs2a5Z7Qrb0nnl02OmZNl6fVx1avXt30eMyfP1/at29fLvVF5O5fMagDy8xCTE9FqymNTFJhd1ZSUSsmW6rH5Mj+As7iIjp2nNcll/dIUrirBEQ8v/vsNZEoujpTedFhTyUNfdIhWZ6eeOIJcwGCQVdlsPavGNyevVEg0mJaA8clFTVjc6TAu0X+AMcnFbo5ZJWYPNlj785EICLYfzAwYCMrtxyUg+k5UjmxgnRvXjPc1YENJOy3f1Jx4M85FVZSAUT8nAr5K6nQfVxIpIHyQWIB+DG/4kTmV8BBSCoQTfb8OafCSioAlB/WJgX8mF8xuAPDoOAcOlGbngpEC5IKIHxILAAf5lfM/XN+xaD2TNxGCe0k3n4DuWsw/AlRRCdq01MBhAeJBeClX7celANHs6VSQgXp0bwWccNx8uML5I+/7yQyQBiRVADhQ2IBeMnqrTixbR2pWIG3Do5PKjaM2SGZdZkcDQCIThwdAT5O3B7E/AqUlFTUy5EWr9V3RHwOF7B2BwAguPhmAbzev+LPidvsXwHPthFfIBv/tsskFS1faSCJu+MdkVTskcRwVwMo1yWXAYQePRaAF1ZvOyT7jmRLckIF6dmC+RX4i86psJKKStsSHZFU7HIlSorkhrsqQLltDqlLLgMIPRILwIdlZvu3YX4FCtM5FU5LKqrG5EqdmOxwVwcotx3ndcllAKFHYgH4Mr+CZWZRhM6pcFpSUTcmW2Jiwl0joHySCt1xniWXgfJBYgGUweX6a/8KNsZDUcnbSSoAOycVbA4JlB8mbwNlWLPtsOxNy5Kk+DjpxfwKOJBO1KanAtE0UVvnVJBUAOWPHgugDN/9Ob+iX5s6El8xjnjBcXSiNsOfEC1IKoDwIbEAyjD3z/kVDIOCNwriXLYLlE7UZk4FooVO1Gb4ExAeJBZAGfMrrB6LQexfAS+Sii0XHJuPYyckFYgmTNQGwofEAijF2u2HZc/hLEmsGCe9W7J/BUpPKjZdskvSWmcQJgBAVCKxALzYv6Jv69qSwPwKlJVUtEmXpu/WdUScjrqYLwQACC5WhQK82L+C+RUoLanYetFuk1Q0e7O+VP4jyRFJxU6X/esJBHMfFwChR48FUAL2r4A3dE6FlVRUXVfJEUnFjoIkqSR54a4KUG5JhS65DCD0SCyAEvy2I012HcqUhIqxzK9AiXROhROTivoxWeGuDlBuO87rkssAQo/EAihzfkUdSYynGx3F0zkVTksqGsRmsVIUoiap0M0hdcllAKHH0RJQxvyKQe2dMRkX4ZHymzOSil2uwkmFy37bbQAhSSp0c0jT3GnzQMjRYwGUsX8FE7fhdDpRm54KRGtSwT4uQPkhsQCKsX7XEdl58Nj8ihNa1SZGcDSSCkQTnahNUgGEB4kFUAyrt6JPy9rMr4BPXDH2G2+hE7U5a4tooRO16akAwoPEAijGvNW7zU+GQcHXpGLHGftsFzSSCkQTnahNmwfCg8QCKGX/ikHt6xEfeJ1UbDtrr+zveYSIAWFEUgGED4kFUMTmfZmy/UCGxFeIlRNaM78C3icV+3qnSaOPnNFmMl18/AMAgotvFqCI+esPmJ+9W9aS5ARWZIb3SUXjGXWkxrIqjkgqtruSw10NoFyXXAYQehw1OVx+foHZyG3d5l3SpkmBGboTFxcbcJnfr91tVkWqXz1JBrSta7syQ1VHjeV7C7eZ2wPZvwJe0DkVOvxJk4qaS1Mkv2KB7ZOKbQXJEi8Fki0cbCE6kgpdchlA6DkysXj22WflkUcekV27dkmXLl3kv//9r/Tu3bvEx0+fPl3uvvtu2bRpk7Rq1UomT54sp59+ujjdjEWbZezURbJtf8af96yQRjWT5akxfeTcPk2CVKbYrszyquNLX/8mPZrX8rtMRAfPpMLuPJOKhjEZssFl/94VIFg7zqdLRYIJhJjjhkK99957Mm7cOLnnnnvk559/NonFsGHDZM+ePcU+fv78+XLJJZfIFVdcIcuWLZMRI0aYy6+//ipOpgfC5z/6baEDYbV9f4a5X38fiWWWZx33p2X7XSaih86pcFpSkRqbIbEx4a4RUH5JhS65DCD0HNdj8fjjj8tVV10lY8aMMbdfeOEF+eyzz+TVV1+V22+//bjHP/XUUzJ8+HC59dZbze377rtPZs+eLc8884x5rlPs2b7efT2/wCU3TPlJilstX+/T44V/vbpIhnSoK3GxJeeOe3f+UajM619eZusyw1XHG6cukrN7ppY61Mrz9SlOnYYtS/29Hcr0p7yyyqxVv3nQywxFPf0ts/LRAqm3sqLExv110BJXocDcL1WDW8eCggKpkFTDrzpqQz7oSpTqkicNYjLMqjkuiZHKBcGvp6JtRl57D0XbDEU70vaeGOuSDFesHHYlSB3JkboxWeKKCU1753MzstqmrgpZkJkpB7MOlvq46lpmxfC/h+zIUYlFTk6OLF26VMaPH+++LzY2Vk4++WRZsGBBsc/R+7WHw5P2cMycObPEv5OdnW0ulrS0NPcLr5dw2DbwZPf1JZWbys7Wo0t8rB4Q66pGNca8G7S/74QyQ1XHrfszzNyL0va08Hx9ilPr92PJTK3UOsf/7s/7irat8i6ztPL8LbPGOv0gjQlqmaGop6+xtK4/9eB+7dsq/ATNMR4UmfRsK5/KLKuOKnXhT16XWbiOVsWKynbXs3alRscl2Hqfvgv8a5uuoJVZWnn+lnmsbYrUMc8NTpmhqKc/sQxFmV61TVf42tHx7V1lhry90zYjq23mZ2TIyi4dpSx7WreR5h/PCPt7qLz48ncdlVjs27dP8vPzpW7duoXu19tr164t9jk6D6O4x+v9JZk0aZJMnDjxuPs1GUlODs9KKp45/L6KlcNSh2i261CmxPy5OPqOHTvkxx9/LPT7ss6xaK/aSUOGyqV3jyz29wWufPOYzMzMsJVZVnn+lPnFF18EvcxQ1NPXWOa4cqQsh3PSJN9VENTXfNGiRTJ08BCvyvSmjlY9c7Jz5LIOtxX7++ysXJn97Tc+t82BQwYErcyyyvOnTG2bwS4zFPX0J5ahKNObtjlg8Ilha0fhau+0zchqmzE5OdJCypZ/+JBkZ+WE/T1UXjIyCg8VL02MS/t9HEIP6Bo2bGjmTfTt29d9/2233SZz5841L0pR8fHx8tprr5l5FpbnnnvOJA67dx/bBM2bHovU1FQ5ePCgpKSEZyy1Zxfa/PWH5bznVpX5nFl3nFzqykZ7dmxwX1+w4bBc8uIaW5cZzjrOmXBqqT0WDIUqeSiUvm+qV69uehcjZWiIfmxm5WfJkd3bS3xMlboNJTEu0Z2QBlpHPWMUE19Vateu7VUsrTrm7S/So1JEhZo1g1pPJw2F2r9/v9SsWTOi2maoygxm2/SmTF/rGa72TtuMrLbp2WPxzN0Jkhtf+PcVc0RuuO/Y8WGnFaskLikprO+h8qLHwfo9fvjw4TKPgx3VY1GrVi2Ji4s7LiHQ2/XqFX/Qp/f78niVkJBgLkXpix2uF7xeamv39bMbFEij9zaaCcvFZYUxf66SdHLnBqXOC2jSrK37eqPGBXLrB5ttXWY466jL+Jb22nu+PsESCWXqh6X2Mvr63nHCv71SXCWpFOQyy4qlLlLhSyy1jlK/kgSbE14fb+KpB6OR2DZDUWaw22ZZZfojUto7bTN8bdPl8RhNKnLjiyagfx0pxMbEBK29F/j5HiovvtTJfrUvhfY+9OjRQ+bMmVPoxdDbnj0YnvR+z8crnbxd0uOdQA+adWlVVbTJW7efHNPHp30dnFCmE+oIAAAiU2yeYwb5hI3jjpZ0IvbLL79shjetWbNGrrvuOklPT3evEjVy5MhCk7vHjh0rs2bNkscee8zMw7j33ntlyZIlcsMNN4iT6d4KH9wyRBrWLDznQ8+u6/3+7L3ghDKdUEcAABB5ScXp7+eGuxq256ihUOqiiy6SvXv3yoQJE8wE7K5du5rEwZqgvWXLlkJdNv369ZO3335b7rrrLrnjjjvMBnk6Cbtjx7Jn/dudHvDqMqh/7bxdL+Cdt60yg7mrdbDLDGUdgxlLAAAQGUnFWW/nSrN19FhE1OTtcE5aqVq1qleTVsLBGptXp04dW47NcxJiSTztirZJPO2Ktkk8I6Vt6uTtXzq1N9efuE8nb8e4k4rmawvkk4sryDlv5Znfd1m5WuKCtFJogc2P43w5DnZcjwUAAAAQap5Jxcy/V5StLfSg/1higeLZLy0CAAAAbJRU/NEujtfDC/RYAAAAAB50onaz31wkFT6ixwIAAADwoBO16anwHYkFAAAA4OGTSyow/MkPJBYAAACAh01tmVPhDxILAAAAAAEjsQAAAADKUsDWb2UhsQAAAABKU+CSoZ+yh0VZSCwAAACAkhS45JSP8qTzTwXEqAwkFgAAAEApSUXXRfkyewQTustCYgEAAACUklTMOq+CrOrBvtJlIbEAAAAASkkqVvYiqfAGUQIAAAA86ETtzksKSCp8RI8FAAAA4EEnatNT4TsSCwAAAMCDTtRm+JPvSCwAAAAAD0zU9g+JBQAAAICAkVgAAAAACBiJBQAAAFCG3t/mEaMykFgAAAAApeg7J0/6f5NPjMpAYgEAAACUklQM+CpPfhwaR4zKQGIBAAAAlJJUfH9qBVk8hH2ly0JiAQAAAJSSVCw4iaTCG0QJAAAAKDJRW+dUkFT4hh4LAAAAwANJhX9ILAAAAAAPOlGb4U++I7EAAAAAPDBR2z8kFgAAAAACRmIBAAAAIGAkFgAAAEAZOizNI0aRlFgcOHBALrvsMklJSZFq1arJFVdcIUePHi31OYMHD5aYmJhCl2uvvbbc6gwAAABn6/RTnpwyMz/c1bA9RyUWmlSsWrVKZs+eLZ9++qnMmzdPrr766jKfd9VVV8nOnTvdl4cffrhc6gsAAADnJxXD/5cnK3o56rA5LByzQd6aNWtk1qxZ8tNPP0nPnj3Nff/973/l9NNPl0cffVQaNGhQ4nOTk5OlXr165VhbAAAAREpSsbxPnHx3Wpx0+Skn3FWyNcckFgsWLDDDn6ykQp188skSGxsrixYtknPOOafE57711lvy5ptvmuTizDPPlLvvvtskGyXJzs42F0taWpr5WVBQYC52o3VyuVy2rJvTEEviaVe0TeJpV7RN4hkpbbPo4zyTitlnV5CKeYUfGxOk464Cmx/H+VIvxyQWu3btkjp16hS6r0KFClKjRg3zu5Jceuml0qRJE9OjsWLFCvn3v/8t69atkxkzZpT4nEmTJsnEiROPu3/v3r2SlZUldnzBDx8+bBqlJloglnZB2ySWdkXbJJZ2RdsMXywLMjMLTdQ+5aN8d1IhsTEi4ip0TBiblBSWepa3I0eOOCexuP3222Xy5MllDoPyl+ccjE6dOkn9+vXlpJNOkg0bNkiLFi2Kfc748eNl3LhxhXosUlNTpXbt2mbiuN2YrDkmxtTPjg3SSYgl8bQr2ibxtCvaJvGMlLaZn5Eh1qlqnai9/ATPpKIwLTOulNEvkfQeSkxMdE5icfPNN8vo0aNLfUzz5s3NMKY9e/YUuj8vL8+sFOXL/Ik+ffqYn+vXry8xsUhISDCXovTFtuMLrrRB2rl+TkIsiadd0TaJp13RNolnJLRNl8djdKJ2SUmFCvYxV4yNj+N8qVPYEwvNzvRSlr59+8qhQ4dk6dKl0qNHD3PfN998Y7I8K1nwxvLly81P7bkAAAAAivrm/0pOKlAy+6VFJWjXrp0MHz7cLB27ePFi+fHHH+WGG26Qiy++2L0i1Pbt26Vt27bm90qHO913330mGdm0aZN8/PHHMnLkSBk4cKB07tw5zP8iAAAA2BJJRWQnFtbqTpo46BwJXWb2xBNPlJdeesn9+9zcXDMxOyMjw9yOj4+Xr7/+Wk499VTzPB12dd5558knn3wSxn8FAAAAEHnCPhTKF7oC1Ntvv13i75s2bWpm1Ft0wvXcuXPLqXYAAACIVE3XsvN2RPVYAAAAAOWt+Zp8OfMdj40sUCwSCwAAAKCUpGLEG7mysQ2TuctCYgEAAACUklT80TZWPr+wIjGKpDkWAAAAQHknFR9fWlHiCoh7WeixAAAAAIpM1PZMKgoqMAzKGyQWAAAAgAedqE1S4TsSCwAAAMCDTtSmp8J3JBYAAACAB52ozfAn35FYAAAAAB5IKvxDYgEAAAAgYCQWAAAAQBnqbmO92bKQWAAAAAClqLe1QM6bmkuMykBiAQAAAJSSVFz0co7sq0uIykJiAQAAAJSSVOytFyMfjoonRmWoUNYDAAAAgGhOKj64Il5cbL5dJnosAAAAgCITtT2TipwEsgpvkFgAAAAAHnSiNkmF70gsAAAAAA86UZueCt+RWAAAAAAedKI2w598R2IBAAAAeMhlToVfSCwAAAAABIzEAgAAAChDtb0FxKgMJBYAAABAKarvLZDzp+YSozKQWAAAAAClJBUXv5Qj2YmEqCwkFgAAAECpSUWM/G9MPDEqQ4WyHgAAAABEG8+k4r2rdfnZcNfI/uixAAAAAIpM1PZMKtKrxBAfL5BYAAAAAB50ojZJhe9ILAAAAAAPOlGbngrfkVgAAAAAHnSiNsOffEdiAQAAAHjIYE5F5CcWDzzwgPTr10+Sk5OlWrVqXj3H5XLJhAkTpH79+pKUlCQnn3yy/P777yGvKwAAABBNHJVY5OTkyAUXXCDXXXed1895+OGH5emnn5YXXnhBFi1aJJUqVZJhw4ZJVlZWSOsKAACAyJF8xBXuKtieo/axmDhxovk5bdo0r3srnnzySbnrrrvk7LPPNve9/vrrUrduXZk5c6ZcfPHFIa0vAAAAnCfpqEsqxLsKJRUj3sgNa52cwFGJha82btwou3btMsOfLFWrVpU+ffrIggULSkwssrOzzcVy+PBh8/PQoUNSUFAgdqN1SktLk/j4eImNdVQnlO0QS+JpV7RN4mlXtE3iGSltMz8jQ47+eZz3t0nFj2w5+udPPSaMy8kJSz3Lm9bNOmEf1YmFJhVKeyg86W3rd8WZNGmSu3fEU5MmTUJQSwAAADhKw4YSbY4cOWJO0Ns6sbj99ttl8uTJpT5mzZo10rZt23Kr0/jx42XcuHGFMskDBw5IzZo1JSYmxpaZZGpqqmzdulVSUlLCXR1HI5bE065om8TTrmibxNOunNI202xeT+2p0KSiQYMGZT427InFzTffLKNHjy71Mc2bN/er7Hr16pmfu3fvNqtCWfR2165dS3xeQkKCuXjydhWqcNLGaMcG6UTEknjaFW2TeNoVbZN42pVT2maKjetZVk+FbRKL2rVrm0soNGvWzCQXc+bMcScSmhXq6lC+rCwFAAAAoHT2myFSii1btsjy5cvNz/z8fHNdL0ePWlNpxAyZ+vDDD811HbZ04403yv333y8ff/yxrFy5UkaOHGm6ckaMGBHGfwkAAAAQWcLeY+EL3ejutddec9/u1q2b+fntt9/K4MGDzfV169a5V3FSt912m6Snp8vVV19tZvCfeOKJMmvWLElMTJRIocO27rnnnuOGb4FYhhttk1jaFW2TWNoVbTP6YpngkHp6I8blzdpRAAAAABApQ6EAAAAA2BOJBQAAAICAkVgAAAAACBiJBQAAAICAkVgAAAAACBiJBaJGQUFBuKsAIMRY6BB2xvcQIh2JhUO+HPmy9N++ffvMz9jYWLOxIgKj+8Lk5OTIwYMHzW2+KGEXGzdulOnTpxfaywj+4TsouPgeir7vIFeUHseRWNiQbvKnG6WMHj1apkyZImvXrjW7iNv1zWNnv/32mzRv3txskKji4uJILgKwevVqufDCC82GlMOGDZOFCxeahA3+HQS/8MILMm7cOJk9e7b7wAP+WbFihfTu3VuWLVsme/fuNffxmekfvoOCi++h6PsOWhfFx3H2ezWinL5p+vTpY37+/vvvpkGecsopMmfOHPPmiZaMN1g0jklJSbJy5Uq55ppr3MlFNLy5QxFL3bm+devWcu6550rTpk3NB2dWVhbt0kfaHjWWH3/8sXz66afyz3/+U1599VXTLnmP+27r1q1y5plnyqhRo2TSpEnSsmVLc39eXp75yfvde3wHBR/fQ9H1HbQ62o/jdOdt2ENeXp7rb3/7m+uyyy5z37ds2TLXFVdc4YqLi3N9+umn5r78/Pww1tJZPv/8c1fr1q1dDz30kKtTp06ua665xv27I0eOhLVuTpKZmek655xzXNddd537vldeecW01ZycHNfevXvDWj8n2bRpk6tVq1auO+64w8RO3X777a6WLVuaOMN37777rmvw4MHuz8c777zTdfHFF7vOPfdc15w5cwipl/gOCg2+h6LnOyiP4zgXPRY2omfV9Mxbamqq+76uXbuaM3A6lOf888+3bbefXXXq1El69OghV155pYwZM0YWLFggN998s1x++eXy1ltvSW5ubrir6Ag6nnXDhg3SoUMH9316+/vvv5devXqZy7Rp08z9EX82JgA6x+ejjz6Sbt26mV4K67184403mhjr2S34Tj83q1ataq7rGc0lS5aYnkodenDyySeb3iBF2ywd30GhwfdQ9HwHFXAcJxXCFn0cp2LFitKxY0eZO3eumZRUvXp1c3/t2rVl/PjxsmfPHrnvvvvknXfekZSUFCLohRo1asiqVavMgYcOhapcubKJ5YEDB+Smm24yMdeDPR0ehZJVqVLFfKC/+OKLUq9ePZPgPvfcc+ai7fOXX36RK664Qlq0aCEDBgwglCXQdqbv3f79+5s4WvQAOC0tTfbv30/s/NCgQQPTJl955RXzufnGG2+Y97568MEHzXtfhyZ4HpTgeHwHhQbfQ9HzHVSR4zjmWNjNwIEDzXjBqVOnypEjR9z3ay+GjiFevnw5K554SXsjEhISzIfQ0aNHJTk52Yxx1Pt1DLaOe1QkFWXTA1/t9WnXrp28+eabMnPmTHniiSfMmPbTTz/d9ALp7zS+KJ1O5vvXv/5V6MyaJhvaTrWNWnT+hSbEKJsmapo4PP/885KRkWEO5Kx5FdpumzVrZk4woPgzwcpaMW/IkCF8BwUhnlb70598DwUeS/0O0pEbdvwO0sUirAUjVLS/hxhTE0Y7duwwEzdnzJhhuu6VrnZwwgknyMsvv2zePHpm3aJdfXrg4dlQcXwsf/75Z/eZA00adCjU+vXrZeTIkTJv3jz55JNPZOzYseax+mEE79rm0KFD5e233zbDSipUqCANGzZ0HxzrJFk9OK5fvz7hLGLTpk3mC9DqbbRYX5ZKh0Tpxbp9xx13mLPsDN0pPZ7vvfeeua9JkyYyaNAgk4jpl7auuGUNM9NeymrVqpmDOxT266+/ms/HpUuXuk+wnHfeedKvXz++gwKMp7Y/fY/rT76HAo+l0pWg3n33XVt9B+nxhg5101WgLOedd5707ds3et9D4Z7oEq1WrFjhat68uat3796uWrVquXr27Ol655133L8fPXq0mWx84403utavX28mJt12221mIvK+ffvCWncnxHL69Onu3997772umJgYV7NmzVxLly419x08eND13HPPuTZs2BDGmjsnnu+9916hx5x33nmucePGuXbu3Gkm1U2YMMHVuHFj1x9//BG2etvRL7/84mrQoIHrpJNOcp1wwgmuevXqmYnGRWl7rF27tuvHH3903Xfffa7ExETXTz/9FJY6Oy2eb7/9tvv3ukhD/fr1XZ07d3YtXLjQtXLlStM2mzZt6tqyZUtY625HV111lflsrFOnjmvx4sWFfjdq1ChXhw4d+A4KMJ7WAg333HMP30MBxlInRlt0Ine4v4OWL1/uqly5smvs2LHF/v7vf/97VB7HkViEgTawRo0amQZ26NAh15IlS8yH+OWXX+7KyspyP27ixImuAQMGmDdXjx49zJfozz//HI4qOzKWubm55jH68x//+If7w6mgoMD8ZHUt3+KpH+pW7B544AFXr169zIf+0KFDzcEebbOwdevWuRo2bGhWfNLY6YHtKaec4poyZcpxcdcVyrp162ZWNtKkQuMO/+L5xhtvuIYPH24+N/XAWFfbom0W7/HHHzer7Fx//fWuKlWqmGTMkyZqJ554It9BQYhndna2OcBctGiRuc33kP+xVI8++qg56RWu7yA9AVe1alXXrbfe6j6e0BMZCxYsMAmHRROeaDuOi9H/hbvXJNrGDOrk4W3btpkJhvHx8eZ+7dq77bbbTHdazZo13Y/XyZw//fSTmbik3f2NGjUKY+2dHUsEN56zZs0ym5LpajynnnqqGceOY3Qez7XXXmu653VCsXbbW0MddbUinWCs72ddQEDpYg26UpR2j3/zzTfSpUsXQuljPPWz8ZZbbjH369eabpSnQyP0UqdOHeJZDB0W+vTTT5v3u8b322+/NUM7dLiJDtnQ9zXfQcGJZ/fu3eW0006jHQYYy/fff98MkdK2Ga7vIP0c0uFPOvRS3x867Pqcc86R7du3m43w9HtSh17rcE2l8y90SFe0HMexKlQ50zGX2qh0kpEeuOkXoI6r1jGtOhbYWv7UGpupDXT48OHlXc2IimXR57Bcb2DxtGKo7ZK2WTz9otH5Ozq21joI1mWjP/jgA7n00kslMzPTnazp7tt6YKxfniNGjJC2bdsG7T0STfHUpFh3OH7ppZdMu9UDOZROFwzQ1cg08dKx4Ndff71pfzoGfM2aNeYxfAcFHk9NfllKOvhtM1zfQfoZ9L///c/M67rgggvMiSGtl879io2NNUnEuHHjTCKhn/O6alVUfVeGucckKnmOAbS6Q3WcoHbZe44DjvTusmAgluGJpzVXBSWz4qe0a7xv376uzz77zH3f+++/b8bnenabI/B4/vrrr4Uei+N5DgPVOO7Zs8c9d6pSpUrmopuzFn0sAo8nbTN4sbTmXIQrpqtWrXIlJye7unbt6tq1a5f7/qysLDPsrX///q4DBw5E3WvOqlDlYOfOnbJ48WLTbadne63uOl3ez1oFRpce06zXMmHCBDnppJNMNxuj1Yil3dqmbjpG2yw+ll9++WWh+Ckd2qRn13VZRIsVb88NMRF4PHVVGM/H4vhYWr222dnZpidSe3r0jPD8+fPNMp46rEN7fHToCT28wY0nbTN4sbRWMiuPmBatp17at29vlrHW5cOtfXOUrkCnPRg6vFh7LaLtNWcoVIjp+L+zzjrLNLTdu3ebLz09MBs2bJhpiNZwE73oG0qHnNx///3y6KOPmh0lmSNALGmbzn+fq6LLIGp3uY631WE+IJ7l3Tb15IAO0dCdys8++2xzIPT5559L165dzUatOhyyUqVKNE3iGfVts6T3kJ78bdq0qZlPUXQ/rH379knnzp3d+5lElXB3mUQy7cJr27at64477jDLmm7fvt110UUXudq1a2eWnrO6+NTu3bvNqjD6+/j4eFaFIZa0zQh8n1tDy+68805XtWrVzMoiIJ7haptHjx51zZgxw6xaYw0vsXgu7QniGa1t09/P95o1a5qhUtGIxCKEtFHp+ulFl47897//bdY2fvjhh13p6enmvtWrV5vlyJKSko57E4FY0jYj432uSxFeeeWV5vG8z4lnONumLsWrS3aqw4cPh7wukYB4Rl8sffl8132IRo4caZa+jebPd+ZYhJCOD9RlyTIyMsxtXblEPfTQQ2bL9+eff97sCK10VZh//OMfZtygdkWDWNI2I+99XrduXTnjjDPMkrK8z4lnONumDuPQ5Tx1mIcuyRuVQzZ8RDyjL5a+fL7rClannXaaGcYezZ/v7GMRYr179zbzJvRAwpqQpOP0lK4T3rJlS3nnnXfM7aysLElMTAx1lRyLWBJPp7bNFi1amLXslTWvCsTTbt9BIJ7lySltk89339BjEUTp6elmgytde9ny4osvmlUDdK11pW8azX7VwIEDzXMsJBXEMlRom+GNpXW2S5FUEE+7vs9BPKO9bfL5HjgSiyBZvXq1nHvuuWbDFN1g7K233jL36/WnnnpKZs+ebTZS0W41azm1PXv2mFU39I3EkrLEMlRom8TSrmibxNKuaJvRF0un1NPuWG42SI1Rs2tdcqxnz55mGckxY8aYNY67detmlinThqdzKHT5Md09Upfy++yzz2ThwoXunWRBLIONtkks7Yq2SSztirYZfbF0Sj2dgDkWATpw4IBccsklppFpRmvRST2dOnUyE5As2g2oe1Toc3TY03XXXWcaLYhlKNA2iaVd0TaJpV3RNqMvlk6pp1OQYgVIu8QOHTok559/vrmtqxdoF5nuAKsNT/25rK/ZgXHy5MmFHgdiGSq0TWJpV7RNYmlXtM3oi6VT6ukURCRAunzkm2++KQMGDDC3dZt31bBhQ3eDs3bV9py0xAROYhlqtE1iaVe0TWJpV7TN6IulU+rpFCQWQdCqVSt39lqxYkVzXTNbndRjmTRpkkyZMsW94gENkliWB9omsbQr2iaxtCvaZvTF0in1dAKGQgWRZrOea9Rbme6ECRPMmLxly5YxwYdYhgVtk1jaFW2TWNoVbTP6YumUetoZPRZBZi03pg0vNTVVHn30UXn44YdlyZIl0qVLl2D/uYhGLImnXdE2iadd0TaJp105pW06pZ52RdoVZFZ2q11pL7/8stmO/ocffpDu3bsH+09FPGJJPO2Ktkk87Yq2STztyilt0yn1tCt6LEJk2LBh5uf8+fPNmsgglnZB2ySWdkXbJJZ2RduMvlg6pZ52wz4WId4aXjdUAbG0G9omsbQr2iaxtCvaZvTF0in1tBMSCwAAAAABYygUAAAAgICRWAAAAAAIGIkFAAAAgICRWAAAAAAIGIkFAAAAgICRWAAAAAAIGIkFAAAAgICRWAAAAAAIGIkFAAAAgICRWAAAAAAIGIkFAAAAgICRWAAAAAAIGIkFAAAAgICRWAAAAAAIGIkFAAAAgICRWAAAQqJp06YyevTooJV37733SkxMTNDKAwAEF4kFAAAAgIDFuFwuV+DFAABQWHZ2tsTGxkrFihWDEpq8vDxzSUxMJNQAYEMkFgCAiFFQUCA5OTkkHwAQBgyFAgD4PM9h7dq1cuGFF0pKSorUrFlTxo4dK1lZWWXOsVixYoUMGjRIkpKSpFGjRnL//ffL1KlTTZmbNm3y6m970ts33HCDvPXWW9KhQwdJSEiQWbNmmd8tW7ZMTjvtNFPHypUry0knnSQLFy4s9Pxp06aZMn788UcZN26c1K5dWypVqiTnnHOO7N27l5YBAD6o4MuDAQBQmlRo4jBp0iRzsP7000/LwYMH5fXXXy8xQNu3b5chQ4aYA/nx48ebA/gpU6aYZCAQ33zzjbz//vsmwahVq5ap16pVq2TAgAEmqbjtttvMcKwXX3xRBg8eLHPnzpU+ffoUKuOf//ynVK9eXe655x6T4Dz55JOmvPfee48XHAC8RGIBAPBZs2bN5KOPPjLXr7/+enMA/9xzz8ktt9winTt3LvY5kydPNsnHzz//LF27djX3jRkzRlq1ahXQK7Bu3TpZuXKltG/f3n2f9jjk5ubKDz/8IM2bNzf3jRw5Utq0aWMSDU0uPGmvy1dffeXuEdEhVZosHT58WKpWrRpQ/QAgWjAUCgDgM00mip7xV59//nmJz9EhSn379nUnFapGjRpy2WWXBfQK6NAqz6QiPz/fJAkjRoxwJxWqfv36cumll5pkIy0trVAZV199daFhVtrboeVs3rw5oLoBQDQhsQAA+KxoL0OLFi3MClClzZPQg/SWLVsed39x9/nae+JJ50ZkZGSY3omi2rVrZ3ojtm7dWuj+xo0bF7qtw6KU9rAAALxDYuEAGzduNOOS9Yxcp06dJD09PdxVAoBCwrlxnU4ED1RcXFyx97MiOwB4j8TCAXRVlf/85z+yevVqMy440ImOABCo33//vdDt9evXm54AnThdkiZNmpjHFVXcfYHQlZ2Sk5PN3IuidDUr7VlJTU0N6t8EAJBY2J6ubKKrmeh4X2s8coUKzLkHEF7PPvtsodv//e9/zU9d3rUkw4YNkwULFsjy5cvd9x04cMAsFRtM2vtw6qmnmsnlnkOzdu/eLW+//baceOKJZrI5ACC46LEIoXnz5smZZ54pDRo0MMMEZs6cWeIXtJ7l091kdQnExYsXFzorqOuvazndu3eXBx98MJRVBgCvh2ieddZZZiWov//97+anTozu0qVLic/R1Zh0haVTTjnF9MI+9thj0r9/f/f8hmAOp9L9MfQkjCYR+rn58MMPS79+/cxu4HodABB8JBZ+0I2UdBnDonSokp4Rs+hcCP2SLXpmz5Ouka6bMuna6boEoz5ez+rt2bPH/D4vL0++//5786WtZ/pmz55tLgAQTvrZpcMyb7/9dvnss8/Mng+vvPJKqc/R4UfffvutmUCtB/u6V8SoUaPk8ssvN7/XkyvBopvl6Wdnx44dzV4bEydONEOx9O8X3cMCABAcMS5mpvlExxBrz4GuiPLuu++6J/zpWF5d8lCTBD0rd1ygY2Lkww8/NMsfetIvuF69eskzzzzjLl+/fHXpRv3C1mRCd5v98ssvze8feeQR8/PWW2/19zUHAL/p55EepOvKS7oZXTDceOONZvO6o0ePljiJGgBgf/RY+Bqw2FizTvuyZcvMZkuaCGzYsEGGDh1qkobikoqS5OTkyNKlS+Xkk08uVL7e1oRCadKhvRe65KH+LR1epWf7AMCJMjMzC93ev3+/vPHGG2bIEkkFADgbs4D9oHMmvvnmGzOhWscUaxKgycDzzz/vUzn79u0zGzDVrVu30P16W1cuMS9QhQpmyMDAgQPNsoc6IfH//u///Kk2AISdbpA3ePBgc4JEh47q8CndrO7uu+8Od9UAAAEisfCTTjbUs2w6/El3dtUvx1Ct466rrJS20goAOMXpp58uH3zwgbz00kvmM1OHlurnp548AQA4G0Oh/KRn2q6++mqzWpPu8HrTTTf5XIaOT9auf88J31bZ9erV87dqABDSORbae+rv/Artgf3tt9/M56YucKETrD2HgwIAnIvEwg86hOmkk04yXfkzZsyQOXPmmBVSbrnlFp/KiY+Plx49epjnW3Qehd7W4QIAAACAUzAUykd64K/DknTZQk0mdA5E+/btzRKwOoG7YcOG7t4LXeHEc0dZXfddN4bSTe6sddt1FSldbrFnz57Su3dvs/yinsUbM2ZMMF9nAAAAIKRYbtYPmkToxO2ia67rSlG1a9eWRo0amdvfffedDBky5LjnayIxbdo0921dalaXkd21a5d07dpVnn76adZZBwAAgKOQWAAAAAAIGHMsAAAAAASMxAIAAABAwEgsAAAAAASMVaG8XAlqx44dUqVKlZBtggcAAADYje5ddOTIEWnQoIHExpbeJ0Fi4QVNKlJTU4P1+gAAAACOsnXrVvfKpyUhsfCC9lRYAU1JSRE79qjs3bvXLHVbViYJYlmeaJvE0q5om8TSrmib0RfLApvXMy0tzZxgt46HS0Ni4QVr+JMmFXZNLLKyskzd7NggnYRYEk+7om0ST7uibRJPu3JK2yxwSD29mQ5g39oDAAAAcAwSCwAAAAABI7EAAAAAEDASCwAAAAABI7EAAAAAEDASCwAAAAABI7EAAAAAEDD2sQAQVFu2bJF9+/a51+Y+cOCA1KhRw702d61ataRx48Z+l1kcu5QJAEA0c1RiMWnSJJkxY4asXbtWkpKSpF+/fjJ58mRp06ZNqc+bPn263H333bJp0yZp1aqVec7pp59ebvUGooUerOv7UTf6KUliYqKsW7fO64N2p5QJAEC0c9RQqLlz58r1118vCxculNmzZ0tubq6ceuqpkp6eXuJz5s+fL5dccolcccUVsmzZMhkxYoS5/Prrr+VadyAaaA9AaQfrSn9fWk+BU8sEACDaOarHYtasWYVuT5s2TerUqSNLly6VgQMHFvucp556SoYPHy633nqruX3fffeZpOSZZ56RF154oVzqDQAAAEQ6RyUWRR0+fNj81PHbJVmwYIGMGzeu0H3Dhg2TmTNnlvic7Oxsc7GkpaW5x4vrxW60Ti6Xy5Z1cxpiGXj8vKEnAuLi4o4berRz50737Ysuuki++uoryc/P97tMy9atW6Vy5crm+g033CCvv/66V2Xa6T1P2ySedkXbJJ525ZS2WWDzevpSL8cmFvqPvPHGG6V///7SsWPHEh+3a9cuqVu3bqH79LbeX9pcjokTJx53/969e8scPhGuWGiSpY3SmiALYhkOOlHbG8UNX8zJyZE9e/a4bx86dMid1Ptbpud7NyMjw1w/ePBgqY8t+u/xrFM48T4nnnZF2ySeduWUtllg83oeOXIk8hMLnWuh8yR++OGHoJc9fvz4Qr0cenCTmpoqtWvXlpSUFLFjg4yJiTH1s2ODdBJiGZjSeg896SIMHTp0KHSftmEd2miZOnWqSQZWrVol5557rl9lWpo0aeJ+bzz++ONy4YUXelWm/ns86xROtE3iaVe0TeJpV05pmwU2r6eOKIjoxEKHMnz66acyb948adSoUamPrVevnuzevbvQfXpb7y9JQkKCuRSlL7YdX3ClDdLO9XMSYuk/b9ufHui3bt261MdY7+2jR48GrUxVv35981hv2O09RdsknnZF2ySeduWUthlj43r6Uif71b4U2kWkScWHH34o33zzjTRr1qzM5/Tt21fmzJlT6D6dvK33AwAAAAiOWKcNf3rzzTfl7bfflipVqph5EnrJzMx0P2bkyJFmKJNl7NixZjWpxx57zOx/ce+998qSJUtMggIguHRTubK6TPX3+rhIKxMAgGjnqKFQzz//vPk5ePDgQvfrWOzRo0e7N77y7LLRTfQ0EbnrrrvkjjvuMBvk6YpQpU34BuAf3UxON5XThF/fe7qik54M0M3o/N152yozmLtkF1emXtd9b7p162bmVLHzNgAAEZxY6FCosnz33XfH3XfBBReYC4DQ04N23bxSkwo96z9kyBAzpymQcaNaZrB3wC5a5tlnny0ff/yxPPDAA+Y6AACI4KFQAJxB95O4+uqr5eKLL7blRLTi6Eaa6osvvgh3VQAAcCRH9VgAcIamTZvKiy++aJbQs8s+EGU57bTT3Jtq6h4a1apVC3eVAABwFGecSgSAckiG2rZta4Zwff3118QbAAAfkVgACLrNmzd7vbu1nTAcCgAA/5FYAAi6YcOGSeXKlc0mlk5iDYfSJaq9WSwCAAD8hcQCQFDl5eXJH3/84R5e5CQDBw6UpKQk2bFjh/z+++/hrg4AAI5CYgEgqLZu3WqWm01ISJBGjRo5Krq6PO6nn34qu3fvltatW4e7OgAAOAqrQgEIqvXr15ufzZs3d8xSs56GDh0a7ioAAOBIzvvWB2Br1hAi3eUeAABEDxILACHpsWjZsqVjI/vqq6/K4MGD5ZNPPgl3VQAAcAwSCwBBFQmJxbJly2Tu3LlmvgUAAPAOiQWAoBoxYoRcccUV0qtXL8dG1lp29osvvmDZWQAAvMTkbQBBdfnll5uLKigocGR0dRiUrmqlK1ytWbNG2rdvH+4qAQBge/RYAEARycnJJrmwei0AAEDZSCwABM3evXtl1apVkpmZ6fioDh8+3L0LNwAAKBuJBYCg+d///icdO3aUCy64wPFRteZZzJs3T44ePRru6gAAYHvMsQAQ9BWhImEPC915W5Okpk2byv79+6Vy5crhrhIAALZGYgEgaCJpc7yYmBhZsWKF+QkAAMrGUCgAQRMJe1h4IqkAAMB7JBYAgkKXlt2wYUPE9Fh42rx5sxkOBQAASkZiASAotm3bJtnZ2VKxYkVJTU2NmKjqnhw6z+LNN98Md1UAALA1EgsAQZ1f0bx5c6lQIXKmb3Xo0MH8ZD8LAABKR2IBICj0rP4DDzwg1157bURF1Fp29rvvvpOMjIxwVwcAANuKnNOKAMKqRYsWcscdd0Tcq9CuXTsztGvr1q0yd+5cd6IBAAAKo8cCAMpYGcpKJhgOBQBAyUgsAATFt99+K2vWrJG8vLyIiyiJBQAAEZhYzJs3T84880xp0KCBOZM4c+bMMp/z1ltvSZcuXSQ5OVnq169vVnlh6UgguEvNnn766dK+fXvZtGlTxIV26NChZkK67tNh7dUBAAAcnlikp6ebJOHZZ5/16vE//vijjBw5Uq644gpZtWqVTJ8+XRYvXixXXXVVyOsKRIvt27dLVlaWOfjWSdyRJiUlxUxM188PPTkBAAAiYPK2DknwZfLkggULzIHOv/71L3O7WbNmcs0118jkyZNDWEsgulhn8fW9FklLzXq67bbbwl0FAABsLTKPADz07dvXrFTz+eefm4Rkz5498sEHH5hhGyXRTb70YklLS3MP99CL3WidXC6XLevmNMTSP7/99pv52bJly0LtkHgGD7EMLuJJLO2Kthl9sSyweT19qVfEJxb9+/c3cywuuugiM1RDJ5bqHI3ShlJNmjRJJk6ceNz9e/fuNWXY8QU/fPiwaZSxsY4b3WYrxNI/K1asMD8bNmxokvdIjeevv/4qX375pQwZMkS6d+9ern870mIZbsSTWNoVbTP6Yllg83oeOXLE68dGfGKxevVqGTt2rEyYMEGGDRsmO3fulFtvvdVs4vXKK68U+5zx48fLuHHjCvVY6Dr2tWvXNmOt7dggdSK71s+ODdJJiKV/duzYYX527txZ6tSpE7HxfOedd+TVV1+V3NxcGT58eLn+7UiLZbgRT2JpV7TN6Itlgc3rmZiY6PVjIz6x0N4H7bXQZMI68KlUqZIMGDBA7r///mInYiYkJJhLUfpi2/EFV9og7Vw/JyGWvtuwYYP52apVq+PaYCTFU4dTamKhvRbh+PdEUiztgHgSS7uibUZfLGNsXE9f6hTxiUVGRsZxk0nj4uLMT+1yAhC4e++916y6piu2RbKTTz7ZfH6sXbvWLKsbiStgAQDgL/ulRWU4evSoLF++3FzUxo0bzfUtW7a4hzHp8rIWnU8xY8YMef755+WPP/4wy8/qClG9e/c2e2EACNy5554rd999d8S/p6pVqyb9+vUz19mFGwAAhycWS5YskW7dupmL0rkQel3nUCidQ2ElGWr06NHy+OOPyzPPPCMdO3aUCy64QNq0aWOSDQDwlTW3gsQCAACHD4UaPHhwqUOYpk2bdtx9//znP80FQPDpEKjNmzdLp06dzCIHkU7nWdx5553yzTffmGWpi5uPBQBANHJcjwUAe3njjTfkjDPOkIcffliiQdeuXaVevXpm7pa1fwcAAHBgjwUAe+66rZvjRQNduWPevHlm4nbFihXDXR0AAGyDxAJAQKItsbCW1QUAAIUxFAqA33S+k5VYROPBtv778/Pzw10NAABsgcQCgN927dol6enpZvOcaNvT4YknnpAWLVrIK6+8Eu6qAABgCyQWAPxm9VY0adJE4uPjoyqSuqeO7qMza9ascFcFAABbILEA4Lfff/89aodB6bKz6uuvv5acnJxwVwcAgLBj8jYAv5100kny5ptvmh2po0337t2ldu3asnfvXpk/f77ZYwcAgGhGjwUAv+kQqMsuu8zsYxFtdF7JsGHDzHWGQwEAQGIBAAEPh/riiy+IIgAg6tFjAcDvpVafe+45c7Y+WucYnHrqqWbDvBUrVsj27dvDXR0AAMKKORYA/LJnzx65/vrrzZCgjIyMqIxirVq15IILLjBzLdjPAgAQ7UgsAAS0IlTjxo0lISEhaqP43nvvhbsKAADYAkOhAAS0h0XLli2JIAAAILEA4B8Si7/k5ubK999/L3/88QfNCQAQteixAOCXaN4cr6irr75aBg4cKK+88kq4qwIAQNiQWADwCz0Wfxk6dKj5ybKzAIBoRmIBwK+lZkksCi87q5YtWya7du2iRQEAohKJBQC/6P4Vr7/+ujRv3jzqI1i3bl3p0aOHicOXX34Z9fEAAEQnEgsAPtNN4fr27St///vfJTExkQiKyPDhw00cGA4FAIhWJBYAEASnnXaa+fnVV1+xWR4AICqRWADwaxjU888/L6tXryZ6f+rTp49Uq1ZNDh48KIsXLyYuAICoQ2IBwGevvfaa/OMf/5DPP/+c6P2pQoUK8vLLL8tPP/1kkgwAAKJNhXBXAIDzsCJU8c4///xyfiUAALAPeiwA+LzUrLU5XsuWLYkeAABwZo/FvHnz5JFHHpGlS5fKzp075cMPP5QRI0aU+PjvvvtOhgwZctz9+tx69eqFuLZA5Nm/f78cPnzYXG/RokW4q2MbW7ZskX379smiRYvMHJRBgwbJ4MGD3b+vVauWNG7c2K8yVUFBgRw4cEBq1KghsbGxQSmzONFSZjTF0ymxBOB8jkss0tPTpUuXLnL55ZfLueee6/Xz1q1bJykpKe7bderUCVENgegYBtWoUSNJSkoKd3VsQQ+y2rRpI1lZWe77Pv7440KP0WV59XPI24Ot4sosijKJZ6S0IwCRIdaJSzref//9cs455/j0PE0ktIfCulhnVQD4hvkVx9Mzt6UdZCn9fWlnjSmTeIaiLTmlbQKIDI7rsfBX165dJTs7Wzp27Cj33nuv9O/fP9xVAhzJml/RqlWrcFfFsd599105cuRIsb+rWrWqXHjhhX6V+9FHH8mePXuK/V1CQoL5/PO2nO7du7tv627iepa6OJs3b/aqzBkzZpghrKNGjZL4+Hj30FY9qx1omeqiiy5y90rrcr+//PJLwGWqs846y+ysrlauXCkLFy4MuEx16qmnSpMmTdzvKR22G2iZasCAAdK2bVtzfevWreZx3ti7d69Z1awkvXr1Mt+jSpdUBoCoTCzq168vL7zwgvTs2dMkFlOmTDHjnnUctOcXpyd9nF4saWlp7nGkerEbrZNOqLVj3ZyGWJbthhtukJNOOskcAJfV5qIlnt7++6zPkDvvvFP++OOPYh+jQ0x0dSlfy1STJk0yn23FqV69utm8zxtazj333OO+/cwzz8inn34qgXjggQfMzwsuuMAszaumTZsmU6dODbhMpZ/rlStXNtf/97//ycMPPxxwmapDhw5Su3Ztc13jd8sttwRcptL5gampqeb6/Pnz5eqrrw64TPXSSy9J69at3YlQSY8rShPH0urw4IMPSufOnd1zFL1h1+9Mu4uWz83y4JRYFti8nr7UK+ITC/2S1oulX79+smHDBnniiSfkjTfeKPFLdeLEicWe0Smr+zdcL7hOptVGyRAvYlkerAOXks6OR1vb1Imr3j5OY6Y9piX1+OjJEH2Mr2WqHj16mE36ilOpUiWvyzzhhBMKvbZ6cJ2bm1vsY/XEy4IFC8oss2/fvqZHQetgfY7qqmLDhg0LuEyVkZHhrnPDhg2PK9efMq02bJVbs2bNQuX6W6bVg2SVW6VKFXe5gZSp9D6rXE3g9HHelKeKey0smlxZ5ebn5/vcNuG9aPncLA9OiWWBzetZUg97cWJc+q9wqJiYmDJXhSrOrbfeKj/88EOJH7bF9VjomSXt/i3ug9wODVKTHv3gt2ODdBJiSTz98fPPP5uhImXRzfNK6imlTOIZirbklLaJv/A9FH2xLLB5PfU4WHu9Nfkp6zg44nssirN8+XJzVrAkeiZJL0Xpi23HF9xKsuxcPychliU7dOiQGVqhPRZXXnmliRXxPPbZ4A1f3qOUSTyD0Zac0o5QGN9D0RfLGBvX05c6OS6xOHr0qHtVGrVx40aTKOj62bqs3fjx42X79u3y+uuvm98/+eST0qxZM9OVr93vOsfim2++8XqsMYC//Pbbb/Loo49KgwYN5KqrriI0AADAuYnFkiVLCm14N27cOPNTVxrRiYA6qcxz9ZKcnBy5+eabTbKRnJxsJp99/fXXxW6aB6B0rAhVPN0MTNftL2tdf32ctyiTeAajLTmlHQGIDI5LLHTlj9KmhWhy4em2224zFwCBYw+L4mlvqS6bGszdjYuWGYzdjcujnk4pM1riWZ6x1IUD9OSDbp6pIwXYHA+IPo5LLACED4lFyfQgKtgHUp5lWqsT6WafgYzBDXU9nVJmNMWzvGL5t7/9TebMmSNvvvmmDBo0KKh/D4Az2G+GCADbJxZsjgegKF3uWH3xxRcEB4hSJBYAfJ5jofsPAICn4cOHu3dqt+tGXwBCi8QCgFd0H5f9+/eb6y1atCBqAArRDWh1sz+de7F06VKiA0QhEgsAXtGJmbq6mm4uWblyZaIGoJCKFSvKySefbK4zHAqITiQWALzevEf3r+jfvz8RA1Cs0047zfycNWsWEQKiEIkFAAAI6jyLRYsWmSVoAUQXlpsF4JX//ve/sm3bNrnkkkuka9euRA3AcVJTU+Xhhx+WXr16mfkWAKILiQUAr7zzzjuyYMEC6dmzJ4kFgBLdeuutRAeIUgyFAuAVNscDAAClIbEAUKbDhw/L3r17zXX2sABQlq+//lr+9a9/ya+//kqwgCjCUCgAXvdW1K1bl3HTAMr09NNPyyeffCL16tWTjh07EjEgStBjAcDrHbdbtWpFtAB4vews+1kA0YXEAkCZmF8BwJ9lZ3XBh0OHDhE8IEqQWAAo0x9//GF+Mr8CgDeaNWsmbdq0kfz8fDPfAkB0ILEAUKYpU6bIli1b5KqrriJaALzCLtxA9CGxAFD2B0VsrNn4qk6dOkQLgM+JhcvlImpAFCCxAAAAQTdw4EBJSkqSuLg42bVrFxEGogCJBYBSrV27Vi688EKZPHkykQLgtcTERPntt99k06ZNUr9+fSIHRAESCwClWrlypUyfPl0++ugjIgXAJ40aNZKYmBiiBkQJEgsApWIPCwCBysvLk9zcXAIJRDgSCwClYg8LAIG45ZZbpHbt2vLZZ58RSCDCkVgAKBU9FgACkZOTYzbJYxduIPKRWAAoFT0WAIKx7KwmFiw7C0Q2EgsAJTp69Kh7mUh23Qbgj0GDBklCQoJs3bpV1qxZQxCBCEZiAaBEeiAQHx8vtWrVkmrVqhEpAD5LTk6WwYMHm+sMhwIim+MSi3nz5smZZ54pDRo0MEvYzZw5s9THz5gxQ0455RQzcSwlJUX69u0rX375ZbnVF3Cydu3aSUZGhqxYsSLcVQEQIcOhAEQuxyUW6enp0qVLF3n22We9TkQ0sfj8889l6dKlMmTIEJOYLFu2LOR1BSKB7prL5lYAAjF8+HDz8/vvvzdDLAFEpgriwLMe1pkPbzz55JOFbj/44INmo69PPvlEunXrFoIaAgAAT61bt5ZzzjlHOnfuzH4WQAQLeWIxa9YsGTZsmG123iwoKJAjR45IjRo1SnxMdna2uVjS0tLcz9WL3WiddKUNO9bNaYhlYdddd50cPnxYbr/9dnNAQDzDh7ZJPJ3eNj/44INCz0Fg8UTw2ma4Fdi8nr7UK+SJxemnny6NGjWS0aNHy5gxY6RZs2YSTo8++qjphr3wwgtLfMykSZNk4sSJx92/d+9eycrKEju+4Hrwp40yNtZxo9tshVgWpr17u3fvNu/fevXqEc8wom0ST7uibRJPu3JK2yyweT31hLxtEotVq1bJq6++Ki+//LIZhjRw4EC58sor5bzzzjPLz5Wnt99+2yQMerBUp06dEh83fvx4GTduXKEei9TUVPcEcDs2SO0R0vrZsUE6CbEsPJ9JkwrVq1cvqV69OvEMI9om8YyEtqnfp3PmzDGfKXrSEYHFE8Frm+FUYPN6JiYm2iex0FVlHnnkEXnooYfks88+M0mGnv28/vrr5dJLL5XLL79cevToEepqyLvvvmsSmunTp8vJJ59c6mM14Sku6dEX244vuNIGaef6OQmxPGbjxo3mpw4brFmzJvG0Adom8XR627zooovkq6++kieeeEJuvPHGcquf0/Bej75Yxti4nr7UKbY8V5Y566yzzPKwesCiKzs9//zz0rt3b3N96tSpIfvb77zzjhmGpT/POOOMkP0dIJL8/vvv5merVq3CXRUAEeLUU091z78EEHnKNS3SHTdvueUW00OxcOFCueCCC+Stt94yicW1115rLmXR+RHLly83F6VJil7fsmWLexjTyJEjCw1/0tuPPfaY9OnTx+wirBcdywagZOvXrzc/2XEbQLBYqzp+9913Zo8cAJEl5ImFJgI6v0I3puvYsaMZDnXrrbfKtm3b5L333pOLL75YXn/9dZkyZYpJMsqyZMkSs0ystVSszoXQ6xMmTDC3d+7c6U4y1EsvvSR5eXlm6JWuxW9dxo4dG8J/NeB8JBYAQjE8unHjxmblRU0uAESWkM+xqFu3rvmpk7UffvhhGTBgQLGP0+SgVq1aZZY3ePBgM2u+JNOmTSt0mw8uwD+6AlqFChUYCgUgqOPIdbM8Pemnw6F05UgAkSPkPRaTJ0+W7du3m16JkpIKpb0Z1mRRAOH3xhtvSGZmphmyCADBHg71xRdfEFQgwoQ8sThw4ECJ4yh12NJ//vOfUFcBgJ+0xyI+Pp74AQiak046yXy26HBLTigCkSXkiYXuG6HzKYqzY8eOYjeiAwAAkalKlSry/vvvyx9//BH2TXMBOCyx0PkQOqaypB6LatWqhboKAHykQxR0FbV77rmH2AEIunPOOYekAohAIZm8rftF6EVpUnHzzTcfl0DoxFBd4al///6hqAKAAPz666+yePFiadGiBXEEAADh67HIycmRI0eOmIv2WKSnp7tvWxdNOHR/iRdffDEUVQAQAJaaBRBqegLy7LPPlm+//ZZgAxEiJD0Wo0aNMhc1ZMgQee6558za1QCcgV23AYTanDlz5OOPP5bmzZubYwUAzhfyORZ6JoKkAnAWeiwAhBrLzgKRJyQ9Fo8//rhcdtllZnM8vV4aHRJ10003haIaAPyge1ds3brVXG/ZsiUxBBCyZWfj4uJk3bp1ZtlZVogCnC8kicUtt9wiJ554okks9HppSCwAe9ElIFXVqlWlVq1a4a4OgAili7r069dPvv/+e7ML93XXXRfuKgGw41CogoIC6d27t/t6aZf8/PxQVAGAn9LS0sxqUG3bti1xqWgACAaGQwGRJeRzLObNmydHjx4t9ne6WpT+HoB99O3b18yxmD9/frirAiDCDR8+3Pz85ptvJDs7O9zVAWD3xEJXeli9enWxv1u7di0rQQA2FRsb8o8HAFGua9eukpqaKj169JDdu3eHuzoA7DjHwpPuY1ES7bFISkoKdRUAAIAN6XBL7SGNj48Pd1UA2DWxWLhwYaFhFG+//bb88MMPx+28/dFHH7EULWAzPXv2NF/yr732mrRq1Src1QEQ4UgqgMgRksTiyy+/lIkTJ7rPRjz99NPHPaZixYomqdDN8wDYgyb8P//8s+lp1FWhAKC87Nu3zyQZKSkpBB1wqJAMor7nnnvcqz7pAYr2YBRdDUonaS1fvtwsNQfAHnQteX3PVqlSRWrXrh3u6gCIEtdcc43UqVNH3n333XBXBUAAQj4703PpWQDO2XGbpWYBlJdGjRqZkxpffPEFQQccLOSTt5XuVbFo0SLZtm2bGWpR1MiRI8ujGgB8SCwAoDz3s5gwYYLMmTNHcnJymHcBOFTIEwsdr33uuefK1q1bi10hSs+KklgA9vD777+bn0zaBlCeunfvboZf7t271yz+MnjwYF4AwIFCPhTquuuuM5NAdfMbXaP64MGDhS4HDhwIdRUAeIkeCwDh2jdn2LBh5jrDoQDnCnlisWrVKnnooYdk0KBB5myEJhlFLwDsoX79+tK0aVNp3bp1uKsCIAqHQ6lZs2aFuyoA7DoUSg9Q0tLSQv1nAASB7l0BAOFw6qmnmuHRK1askO3bt0vDhg15IQCHCXli8cQTT8jYsWOlS5cu0rZt21D/OQAA4EC1atWSf//732aOly55DcB5Qp5Y3HDDDbJr1y7p2LGjNGjQQKpVq1bo93p24pdffgl1NQCUQRdXYIlZAOE0adIkXgDAwUKeWPTo0YODlRDYsmWL2aXU2itEJ8HXqFHDTICzzvw0btzY7zKLY4cyQ13HYMcyP79Alm3aL/vSsqVWSoJ0a1pT4uJibVnmo8++Ip9/+K4MOPk0mXj7OL/LtGiZc1fvknWbd0mbJgUyqH09U2YgtMzv1+6WnQczpX71JBnQtq7tygxVHaMxlqEsMxrjafdYOvFzMxRlLv1jv2zeuU+a1K8lPZrbt57BKJNY7gvqa24HMa7i1oC1sXnz5skjjzwiS5culZ07d8qHH34oI0aMKPU53333nYwbN85MJE9NTZW77rpLRo8e7fXf1DkiOsn88OHDkpKSIuGmb8Q2bdoUuyeIJTExUdatW+d1o3RCmU6oY7SXaZmxaLOMnbpItu3PcN/XqGayPDWmj5zbp4lPZTmpTCfUkTKjM552r6NTPuMok+90u7ajUPLlODjkq0IFW/r/t3ce4FEUbRx/U0ij1wQC0gWU3kFAQD7ABigoggoCIggIihRBpYiIIlJUmgJWEFTsIKhI71W60msgQCBAKknue/4T99wcd8kld5cr+/89zxFud+/d2dnZmXnbbFycyteYOXOmXcefOHFCHnzwQWnVqpXs2bNHXnzxRXn22Wdl5cqV4q3AWpBZYwTYn5ll3xtlekMZjS5Tm2x0mbI6w2QDnLsSr7Zjf3bxBpneUEbKNGZ9ekMZvaWPo0yO6Z7ajgz15u1r167Jt99+K//884/Vinz//feztRydtiSdPcyZM0fKly8v7733nvperVo12bBhg0oq19bMJsSZwK3pzOM8VSacnYmpiZKQkvDfsWkmeWHBZrHmBsU2PxF58ZOt0rF+GbvDJXB+WEU9WaY3lJEyjVmf3lBGTaYzj6NMz69P3nPn3h/DhELhTb5NmzaVpKQk5W3AuywQw56SkiKFCxdWrpXjx4/nSDYSTbMKhWrRooV6o+f06dPN2z755BPluYBLxxooKz56FxBCqPBCP08IhcLbzBs0aJDlcXCfwZXWp08fGTZsmNqGN6BjST9LoPDBNWevTIA3qk+cOFH9H/e2fv36DssEeOcJFEKN2rVrq/uRU3kaNWrUkK+//tr8vXXr1sqjZY/MJk2ayJUrV6zuK126tPz+++/m7/Ubt5Dd2zdmKbPEo5MkYf9ySYw+ZnW/f2CwlO02Rf3/2rl/JPq7UXbJLBR5p0SvnS9xp/fYPK5st/fk+sWT2ZJpiUnS5PSNMxm2paUEyq3ErFdzKV0kTMKC7bNrxCelyNmYeI+W6Q1lpExj1qc3lDEnfVzsoT8lZsf3No+LaDNQktL87ZJZqFkfKVHnAfX/m8e3y6WNn9s8NqxaG4ndbHu/RkC+YlKiWU/JX7mp+p5w/pBcWDXL6rFpKcmSevOyXTL9A4OkcO2HpFCNdMNoUswZOb9sssMyQYGqLaVog87q/ylxV+XMd2Mclgnyla8vxZv1VP83pd6Sk4uGOiRPI7RkVXWfNU4tHi4pCdftkhlYtJz4pSZb3RdUOFIiH3rF/P3E4pFy69JRu9pm3O6lknz1vPVzhhWUMp3fzFZ7n714hTz32P/E3WAejDm7PaFQLvdYILehUaNG8s0330jevHll+fLlKpRpyZIlMnr0aLXdlWBFqvDw8Azb8B2VlJCQIKGhoVZXpRg/fvxt2y9dupSl6yo3sPdt5dqEGX+jo6PN9QHPUU7RT8JPnjxplgvFIqdyLSf2UAw0uZpymp16t6UooP1Zyj1/3noHYAkUsrNnz1rdh7Lp5UZFnbNLZnRsokjMRZFrNsoQECz/RP37Dhgca6fMaP/rIleibcvFG7YvXBe5nk2ZViksOcGeSYkvyvSGMlKmMevT7WXMbh8XfSXTPu7MxasiQXntknnt+k25pvW1WciNvX7TLpmY3EZduiJR+f6Vi/JkItdemako4qUrEq2V9+o1h+RqMsGVy5fliiY3PjbHcvUyVRGvRMtVTW5aSrblWsrTuBVUWK5rctWJokR0HvTMSLlxWSTZ+r28JYH/jb3ghnWjos0xPdb69d1KSsj2mH7lRqLyAIK0WylyJfaaWmQmt7lx44bdx7pcsdi2bZvMnz9fgoOD1ffk5GQJCAiQ7t27q9ixwYMHy8aNWVt3c5NRo0YphcjSYwFviyd4LLBikT189NFH6gWFsKiXKFFCbcPa4EhmtwRKwXPPPWe3TE1B0+SmpqbeJjcnMrXr0+SC3377TT1IOZWngWvXy126dKns27fPLpnwzJQtaz0ZEd4RvdzeA4fJW6MGZSmzdNG8kvfBAVI4KFW6NCknQRYhA/DI1ajbUP3/p983yNRVYpfM4mWLSP7S/aVDzcK3ydS4u3Z9Wfbn5mzJxCoygx+4S0IC02UmpSbJwHWD1f/7fXhNTH4in7crL/vPtcpS5uuhUXJ3YKLkKVZUijzRQfz+7R+ssftEjLz02Xa3yawdkdfjy0iZxqxPX2qb9vZxzwZfljb5TXK9aTVJGLxE/PLcbskG5StVkdXb9tsl86nwfPJQ/hOqnH79npOz59O9F9Y4ePqyzHn9uyxlPtT4EXmobBEpfsd1de03ExvJiaPNrB67Ycde+fqDsXbJrFe4gJS8o5xUea6lqs/4+Dg5eqiWwzIDCxWU8l0fldKV0sfO5OQkOdy1Qo5lNipfRgrcd4+6PwULF5GyFSqrfRjL93f8Psdl1GSCfPkLSIU7q5mP299xsazbtscumR3qtZc6hfLeJhOEhIbKnXfVNH//qMxwWTRttF1ts2KL9pKSL/Q2mSAwTx65q2bdbLV3v5+WycntGySoVEmJGNZPrRTlDqxFgbhNsUAICybjWLoTE0a9hRjvtsAk3pVERETIxYsXM2zDd5TJmrcCQAnSFCE9uAZtCVJ3Ym8ZsNQvwsAsrfYINbLE3pcRWZOplclSrqMyNZo3b+5UeRqNGzeWoCDrg5IlaKv2yASd7mskb9lxXEJyiqQWvENKRRaUft3uk3wheWweGxZfXqbaKfPCtQQpFBmZpcz8SdmUmTdI7qlSwiwTuRX5DkWp/9eNuSSzBheUfKUOSNGTdeVKYAFoRrfJ8jOZpETyTXlkx/cSICYJqVJRKo7pIwH5bFsWm1UNl/d+OaCSQq3FbbpaZt4qFTy+jJRpzPr0pbZpbx/XavdqqRYcli7z3ZczlRmeJ84umffv3yzVjoTpypkxrFfP9u07ZM7rWcvsdupvqX7hjIRc01170/8mwXoaVytt12Q4XWaYhKQlSsU7i/937Q0qOS4T135f/Qz1+b865XIss37BIKnY9UGr96dVjcicl9GGTHDv3R2kYZVSdsnsevKgVA/OWiYI6/Y/uxQLtM3q9sq0s72X27FRbvwrU0z93DYHzc55XV5CWI5PnUpfHaJOnToya9Ys5VJBGNLcuXPVS/NcCWLjV63KqBYiHh7bCXEF9iYrZudldJ4u88MhBeV8ZKAMnXJVRu759d+tptsmG2DEmQ1qspGdcmL5SiXDsmweItMbykiZxqxPbyijJtOu4yjTZ+rTG8roTTI9BZcrFk888YRa5hVMmDBBtm/frhJA4DFAKMq4ceOyJe/mzZtKniYTybf4vxZXDw9Ijx49zMf3799fJYePGDFCDh8+rBQbJPC+9NJL4q3AFZaVWwr7s+My8waZ3lBGe2VKQB7xD8nvMzKjSgXKS+9ekwrHU6T1hUMycc8SyROaMX4VFswpx1ZIm2vZX6wBa+J/O6yVRBYN81iZtuSFmxKdXkYjy/Ske+4tMr3hntvTHwWJnxQKsD/QgjI9uz55f0Kcen88hVxJ3taHnuzfv19+/fVXlfCKVXkQYpIdduzYod5JYSm/Z8+e8umnn6qX5umTd7HU7LJly5QiMWPGDJVvMG/ePK9eahbJzXhpijPfFm0p0xrulpkbZXR2XY7/Zrf8tP2MtKoeIY80LCufrT0qpy7Fqck6VrrIiUz9G0/zh+ZxqszzMQny1cbjcuVGkvJU2Ctz0PR0pUKjZfQhueuBGCmYUF+eLT1ITNM+lBqHdjhkfcFEBstX4s3B56KuSdq0D6T6Qc+SqZeHtxuXCPGTUq+Nkls5mLhZysTbjY+evSQVixdwmkxXlNNVMp19z1Gf5y9AJtumJ7RNW31ckWA/KT7rA0k5eVZNskoGBnuczOjLN8W0cLFUPH5QtU1HZeItzJev3JC0hUuk0gnnyHRFOR2VmRv3B3V5NvqqlC6c16Pb0U4nlNNTyHVVCEnQ9iTL2qJly5Zq/XxbQLmw9pvdu3eLL4FGqU12MRnGqkRIIHYk/k4v01k4W6ary+jsurz+U7RI4QDp07m5dGxwh3x/xE/ymGIdLqe22vDNxFtOlQl56y6skhvnsiev/In/lAoNPz+TlCgZI080LiPHU2MkyQkuXbiPW95dUlLLFpBjqTGS6IEyNXkg9WacYDHhW04pY4TULBkkhUNCnSjTFeV0jUzn3/MISSuXLpNt0zPaprU+TrWjLxdKYvBVj5Wp5P34jSQGZ/Te5FRmvXppkhYXL8d+/FaSnCTTFeV0hkxX3x/UJYyFqm16cDuq56RyGkKxWLduXZbH4F0ThPgiallXEakU4f7VxAghhBBCvFqxgLcAIRV6L4NlMiiWKiXE11AvkbqSvo57pQj7cx8IIYQQQrwRlysW1kKQ8AbrlStXquRtrAxFiC9y/GL6C2UK5w2SovlDVJiRUUgJcHcJCCGEEOJzigXesm3LkxEWFqYUC30yNiG+glHDoKBUzO9X0N3FIIQQQkgu49a3vTVt2lSWL1/uziIQ4jKORN0wXBgUlIq5AwvKger2vXiQEEIIIb6DWxWLH374QS3rSYgveywqlyxgKKViX80geW52zlapIoQQQoj34vJQqA4dOty2LTk5Wa3fi/dNTJ482dVFIMQtHL2geSwKGEKpmNc/XakY8EGsVDmU7O4iEUIIIcTXFIvr16/ftgoU3tzYpk0b6dKli1e/qI6QzDgSdd0woVDIqThYPV2pqPlXsiQxEooQQggxHC5XLNasWaOWmsWLP6BgMPSJGIGEpBQ5cyXOMKFQyKkY+K9SQQghhBBj4tIci99//13uv/9+KVCggHqTcfHixdVKUO3bt5fvv//elacmxK2ciL6p/hYMyyNF8wf7/N1ATgWVCkIIIcTYuMxjMWLECJkyZYoULlxYhTtpry1HXgW8GFA6nnnmGZk/f756Qd6AAQP4TgviMxzRLTVrGQroi1TfR08FIYQQYnRcolgsXrxY3nvvPRkzZowMHz5c8ubNm2F/fHy8UjreeOMNqVy5sqxbt07Wrl1LxYL4DEZbEYoQQgghxCWKxYcffijPPvusjBs3zup+hENB6Th37py8+uqrUqZMGVm/fj3vBvEZjhrwHRaEEEIIMTYuybHYu3evWvEpK7RjduzYIXXr1nVFUQhxeyiUEUnz/egvQgghhORW8jZWgrIHhEkVK1bMVcUgxC0YORQKSsWS7vncXQxCCCGE+IJiUaNGDVm6dGmWx33zzTdSs2ZNVxSBELeRdCtVTl+OM2QoFJSKhT3yyYYWoe4uCiGEEEJ8QbHACk/z5s2TCRMmqERtSxISEuTNN9+UBQsWqGMJ8SWOX7whcNjlD80jxQuEiNGUinUtQ+XJz9NzTAghhBBiHFySvP3kk0/Kli1bZOzYsTJjxgxp1arVbcvN4oV5AwcOlO7du7uiCIS4jaMX0ifVlQ2y1KylUtFzwQ1psDVRFj5jvDAwQgghxMi47D0WH3zwgfzvf/+T6dOnyy+//CJJSUlqe3BwsNxzzz0yZMgQefjhh111ekLcnl9hpDAo5FRsbJGuVDRbnyhJQe4uESGEEEJ8RrEAHTp0UB+8AO/y5ctqGxK1AwICXHlaQtzKkSjjrQiFnIpn/lUqCCGEEGJMXKpYaECRCA8Pz41TEeI5oVAljeOxQE4FlQpCCCHE2LhsuVlCjMp/oVDG8Vg03UhPBSGEEGJ0qFgQ4kSSb6XKqUvGXGqWEEIIIcaGigUhTuRE9E1JM5kkX0ighBfiuxwIIYQQYhyoWBDiojAooyw1SwghhBACqFgQ4kSOGHCpWWv8+mCYu4tACCGEkFzGKxWLmTNnSrly5SQkJEQaNWok27Zty/R4vEujSpUqEhoaKmXKlJGXXnpJEhOZbEqcz9EobUUo4yRuW/JLhzD5pVM+dxeDEEIIIbmM1ykWS5YskaFDh6q3eu/atUtq1aol7dq1k+joaKvHL1q0SF555RV1/KFDh2T+/PlKxujRo3O97MT3MeKKUJZKxQ+d88lDP9x0d1EIIYQQkst4nWIxdepU6du3r/Tq1UvuuusumTNnjoSFhcmCBQusHr9p0yb1pu/u3bsrL0fbtm2lW7duWXo5CMkJR/59h4URQ6E0paLT0pty/7J4dxeHEEIIIb74gjxnkZycLDt37pRRo0aZt/n7+0ubNm1k8+bNVn/TtGlT+fLLL5Ui0bBhQzl+/LgsX75cnn76aZvnSUpKUh+N69fTrdBpaWnq42mgTCaTySPL5m04UpfJKalyMjrdUl8xPF+2Zbji/rlSpl42cioQ/gSl4qGf4iUp6PbfmUy2t+WknPhtbsh0RJ4zZWpt09PL6UqZzrzn+mPZNh2vS7ZNtk1Hn0kj95tpLi6no2TnvF6lWFy+fFlSU1Nve4s3vh8+fNjqb+CpwO+aNWumblpKSor0798/01CoSZMmyfjx42/bfunSJY/MzcANj42NVdcHRYu4py6PR8eppWZDgwLEP/mGRP+rZIDAwEAJDisgaalp6pPhnKlpYkozSUxMjGqf9uJsmZnJsyYzMfW/Z0GvVFiCDjEtzbqyhu2o66vZLGeh4JBck5kTea6QCRnofwqHhHp0OV0h0xX3HM+3rbr0pHJ6w/1h22TbZNv0zGfIWdy4kR6N4XOKRU5Ys2aNvPXWWzJr1iyV6H306FEZMmSITJgwQV5//XWrv4FHBHkceo8Fkr6LFy8uBQp4Xuw8GiCWNkX5qFi4ry53nDur/laOKHCb8gvik1PFP8BfffTgu5+/nxQpUiTb5XW2TFvyrMlMSEkw70NOhTWlAmDVXX9/P6v1ie2o7+yW0xSfkGsycyrP2TLRNq9evap+58nldJVMZ99zNXAnJLJtsm2ybbLf9On+3RlgsSSfVCyKFSsmAQEBcvHixQzb8T0iIsLqb6A8IOzp2WefVd9r1KghcXFx8txzz8mrr75qdZAKDg5WH0twrKdO3NMbo+eWz5vIaV0ev3jTvCKU9d+mZvr7nN07Z8vMXJ5epl62PTkV1l7roW3LbjlT//1tbsjMqTxXyNTejeLp5XSFTFfcc80myLbpeF2ybbJtOuOZNHK/6eeicjqD7JzXq2ahQUFBUq9ePVm1alUGLQ/fmzRpYvU38fHxt1UIlBOgxbMR4gyOGjhxmxBCCCHEqzwWACFKPXv2lPr166tkbLyjAh4IrBIFevToIZGRkSpPAjz88MNqJak6deqYQ6HgxcB2TcEgxBkcifp3qVkDv8OCEEIIIcbF6xSLrl27qiTqMWPGyIULF6R27dqyYsUKc0z76dOnM3goXnvtNeVewt9z586p2HkoFRMnTnTjVRBffocFciwIIYQQQoyG1ykWYNCgQepjK1nbcvULvBwPH0Jcxa2UNDl5KT3HgqFQIpvusT/RixBCCCG+gVflWBDiqZy6dFNSUtOXmi1ZOEyMzIbmIbKwB/NMCCGEEKNBxYIQJ4ZBVYrAilBWlq0xkFLxWe/80mzdf0vREkIIIcQYULEgxAlwRaj/lIoWaxKk66L/Xg5ICCGEEGPglTkWhHjsilAGTdxGTsWiHulKxZOf35RbedxdIkIIIYTkNvRYEOJEjwVejmdEFuqUCn++HoYQQggxJFQsCHFqjoUxk5aRU0GlghBCCDE2VCwIcZCU1DQ5Hq29dduYHgvkVNBTQQghhBgbKhaEOMjpy3FqqdmQPAESWcSYS81SqSCEEEIIFQtCnBQGVTEiv6GXmiWEEEKIsaFiQYjTVoQyZn4FIYQQQgigYkGIs1aEMmh+hTX21whydxEIIYQQkstQsSDEWStCGXSpWUv21gqSj54v6O5iEEIIISSXoWJBiIMwFCqjUjHrhYJy9/5ktitCCCHEYFCxIMQBUrHU7MWb6v9GD4XSlIoae5Olz9xYdxeHEEIIIblMYG6fkBBf4syVOLmVmibBefyldNG8YuScio+fT1cq+s2MldQAd5eIEEIIIbkNPRaEOMCRqPTE7QoljL3U7Ec6pSIw1d2lIYQQQog7oGJBiBMStysbPHEbORVUKgghhBBjQ8WCECcsNVvJ4PkVyKmgp4IQQggxNlQsCHEArgiVDpUKQgghhFCxIMQBGApFCCGEEJIOFQtCHFhq9thFLRQqP+uREEIIIYaGigUhOeRsTLwkp6RJUKC/lDHwUrPWOFGeK1kTQgghRoOKBSEOhkFVCM8vAQF8lDSOVwiUD18sxHZFCCGEGAzOhghxeEUohkHplYppwwtJyfMpbFeEEEKIwaBiQYjDK0IZe6lZS6Wi1LkUGTQj1t3FIYQQQkgu45WKxcyZM6VcuXISEhIijRo1km3bttk89tNPPxU/P78MH/yOEEfhilAZcyo0peKlKbESkmhiAyOEEEIMhtcpFkuWLJGhQ4fK2LFjZdeuXVKrVi1p166dREdH2/xNgQIFJCoqyvw5depUrpaZ+CYMhfoP5FRQqSCEEEKMjdcpFlOnTpW+fftKr1695K677pI5c+ZIWFiYLFiwwOZv4KWIiIgwf8LDw3O1zMT3SEszyTG+ddsMciroqSCEEEKMjVcpFsnJybJz505p06aNeZu/v7/6vnnzZpu/u3nzppQtW1bKlCkjHTt2lAMHDuRSiYmvci4mXhJvpUqeAH+5oxiXmkVOBcOfCCGEEGPjVYvNX758WVJTU2/zOOD74cOHrf6mSpUqyptRs2ZNiY2NlSlTpkjTpk2VclG6dGmrv0lKSlIfjevX05N009LS1MfTQJlMJpNHls3bsLcu/zmfnpxcvkQ+8fdL/50zzu1sXClTL9sepcJksr0tJ+XEb3NDpiPynClTa5ueXk5XynTmPdcfy7bpeF2ybbJtOvpMGrnfTHNxOR0lO+f1KsUiJzRp0kR9NKBUVKtWTebOnSsTJkyw+ptJkybJ+PHjb9t+6dIlSUxMFE8DNxxKExolPDjE9XW568g59bdM4eBM83s0AgMDJTisgKSlpqlPhnOmpokpzSQxMTGSkmL/Mq3OlpmZPGsyE1PtexbQISJ0zFrHhO2o66vZLGeh4JBck5kTea6QCRnofwqHhHp0OV0h0xX3HM+3rbr0pHJ6w/1h22TbZNv0zGfIWdy4kb68vs8pFsWKFZOAgAC5ePFihu34jtwJe8iTJ4/UqVNHjh49avOYUaNGqQRxvccCYVTFixdXieCeBhog8khQPioWuVOX0XFn1N+7yxaTEiVK2CU7PjlV/AP81UcPvvv5+0mRIkWyXV5ny7Qlz5rMhJQEu2T6+WES52e1PrEd9Z3dcpriE3JNZk7lOVsm2ubVq1fV7zy5nK6S6ex7rgbuhES2TbZNtk32mz7dvzuD7Kym6lWKRVBQkNSrV09WrVolnTp1Mt8MfB80aJBdMhBKtW/fPnnggQdsHhMcHKw+luBGe+rEPb0xem75vAl76vLYxXTtvXLJAtmo89RM9+bs3jlbZuby9DIzk32xRIBVBcPWtuyWM/Xf3+aGzJzKc4VMtE3xgnK6QqYr7rlmE2TbdLwu2TbZNp3xTBq53/RzUTmdQXbO61WKBYAnoWfPnlK/fn1p2LChTJ8+XeLi4tQqUaBHjx4SGRmpwpnAG2+8IY0bN5ZKlSrJtWvX5N1331XLzT777LNuvhLiGy/H41u3LbkQHiAzhhVyw10hhBBCiDvxOsWia9euKtdhzJgxcuHCBaldu7asWLHCnNB9+vTpDJoVXEtYnhbHFi5cWHk8Nm3apJaqJSTHS83qPBYko1IxZVQhCUkwSWxh1gwhhBBiJLxOsQAIe7IV+rRmzZoM36dNm6Y+hDiLqKvxkpCcKoEBflK2eD5WrIVSERpvkhemXZPRU4qxbgghhBAD4ZWKBSHu5MiF9DCocsXzSaCVJGcjgpyK94elKxXD3rkmIQlc+pgQQggxGpwVEZJNjv77xm2GQf3HDJ1SUTCWSgUhhBBiRKhYEJJNjpoTt5lfoYGcCioVhBBCiLGhYkFINjnyr8eCK0L9x5Cp9FQQQgghRoeKBSHZ5Oi/ORYMhfoPhj8RQgghhIoFIdnAZDKZcywYCkUIIYQQ8h9ULAjJBlFXEyQ+KUUC/P3UqlCEEEIIISQdKhaE5CAMCkpFnkA+PraILci6IYQQQowGR39CssF/YVD5WW+ZKBUzhhZi/RBCCCEGg4oFIdngCJeazVKpmDKykCSG+rFdEUIIIQaDigUh2YArQmWtVCSE+cmQKdfYrgghhBCDEejuAhDiTTAUyrZS8cFL6UrFsEnXpPDV1Fy+M4QQQghxN/RYEJKNpWYZCmUd5FRoSkXERSoVhBBCiBGhYkGInVy8liBxSSni7+cn5UtwqVk9yKmgUkEIIYQYGyoWhGQzDKps8bwSlCeA9aYDORX0VBBCCCHGhooFIXZy5N93WPCN27cTHs3wJ0IIIcToULEgxE6ORqV7LCqXLMA6I4QQQgixgIoFIdlcapYvxyOEEEIIuR0qFoTYCUOh7CcxhC/II4QQQowGFQtC7FxqVkverlwyP+ssC6XiwyEFWUeEEEKIwaBiQYgdXLqeKDcSbomfn0j5ElQsMlMqpg0rKFGl+O5NQgghxGhQsSDEDrQX491RLK8Ec6nZTJWK85GBMmj6NbYrQgghxGDQrEiIHZjDoCK4IpQtpWLW4HSl4qV3r0nk2RS2K0IIIcRg0GNBSLZWhKJiYQ3kVGhKRYXjVCoIIYQQI0LFgpBshEJVYuK2VZBTQaWCEEIIMTZULAixA4ZCZQ5yKuipIIQQQoyNVyoWM2fOlHLlyklISIg0atRItm3bZvPYjz/+WJo3by6FCxdWnzZt2mR6PCHWl5plKFRmlD/B8CdCCCHE6HidYrFkyRIZOnSojB07Vnbt2iW1atWSdu3aSXR0tNXj16xZI926dZPVq1fL5s2bpUyZMtK2bVs5d+5crpedeCeXrydJbHz6UrMVwvO5uziEEEIIIR6J1ykWU6dOlb59+0qvXr3krrvukjlz5khYWJgsWLDA6vELFy6UAQMGSO3ataVq1aoyb948SUtLk1WrVuV62Yl3onkryhTNKyFBXEiNEEIIIcTrFYvk5GTZuXOnCmfS8Pf3V9/hjbCH+Ph4uXXrlhQpUsSFJSW+mF/BFaHsJyXAZbeDEEIIIR6KV5lfL1++LKmpqRIeHp5hO74fPnzYLhkjR46UUqVKZVBOLElKSlIfjevX0y3W8HTg42mgTMgD8MSyeRvW6vKfqFj1t2J4PpfWsStku1KmLdlQKub3K3jbdpNJbG7LSTnx29yQ6Yg8Z8rU2qanl9OVMp15z/XHsm06Xpdsm2ybjj6TRu4301xcTkfJznm9SrFwlLffflsWL16s8i6Q+G2LSZMmyfjx42/bfunSJUlMTBRPAzc8NjZWNUp4cIhz6/LAyUvqb8n8/jZzebIiMDBQgsMKSFpqmvpkOGdqmpjSTBITEyMpKSluk5mZPGsyE1MTrSoVcwcWlAPVgzJ0iGlp1hVfbEddX81mOQsFh+SazJzIc4VMyED/Uzgk1KPL6QqZrrjneL5t1aUnldMb7g/bJtsm26ZnPkPO4saN9MgNn1MsihUrJgEBAXLx4sUM2/E9IiIi099OmTJFKRZ//PGH1KxZM9NjR40apRLE9R4LJH0XL15cChTwvBekoQH6+fmp8lGxcH5dnr2WrP7WqlRSSpQokWPZ8cmp4h/grz568N3P3y9H4XnOlmlLnjWZCSkJVpWKfTWD5LnZsTJ7cCG1HUnv/v5+VtsmtqO+s1tOU3xCrsnMqTxny0TbvHr1qvqdJ5fTVTKdfc/VwJ2QyLbJtsm2yX7Tp/t3Z5CZMd6rFYugoCCpV6+eSrzu1KmT2qYlYg8aNMjm7yZPniwTJ06UlStXSv369bM8T3BwsPpYghvtqRP39MboueXzJvR1CQvBkX9zLO4sWdDB+k3NdG/OZDtbZuby9DL1sqFUzOufrlQM+CBWqhxKV8b0QMGwtS275Uz997e5ITOn8lwhE21TvKCcrpDpinuu2QTZNh2vS7ZNtk1nPJNG7jf9XFROZ5Cd83qVYgHgSejZs6dSEBo2bCjTp0+XuLg4tUoU6NGjh0RGRqpwJvDOO+/ImDFjZNGiRerdFxcuXFDb8+XLpz6EZEbMzSS5Fpc+Sa4Ynp+VZQPkVBysnq5U1PwrWZL+i4QihBBCiEHwOsWia9euKtcBygKUBCwju2LFCnNC9+nTpzNoVrNnz1arSXXp0iWDHLwHY9y4cblefuKdK0KVLhomocFe97jkGsipGPivUkEIIYQQY+KVMyWEPdkKfUJitp6TJ0/mUqmIL3Ikim/ctgfkVFCpIIQQQowNA/IJsePleJUjPC9p35Oovo+eCkIIIcToULEgxJ6X45VkfgUhhBBCSGZQsSAkExgKRQghhBBiH1QsCLHDY8FQqOyRZmVJUEIIIYT4NlQsCLFBzI0ktdwsqBDOpYmzo1Qs6c76IoQQQowGFQtCskjcLlU4TPKG5GE92alULOyRTza0CGV9EUIIIQaDigUhWYVBMXE7W0rFupah8uTn6XVHCCGEEONAxYKQLDwWlbjUbLaUip4LbkjTjYlsV4QQQojBoGJBSJYrQnGp2axAToWmVDRbT6WCEEIIMSJULAjJMhSKL8fLCuRUUKkghBBCjA0VC0JswFAo+0FOBT0VhBBCiLGhYkGIFa7FJcvlG+lLzVYMZyhUVjCnghBCCCFULAjJxFtRsnCo5AvlUrOEEEIIIVlBxYKQTPIruCIUIYQQQoh9ULEgJFPFgmFQhBBCCCH2QMWCkExCobgiVM749cEwtitCCCHEYFCxIMQKxxgKlWN+6RAmv3TKx3ZFCCGEGAwqFoRY4QhDoXKsVPzQOZ889MNNtitCCCHEYFCxIMSC6wm35NL19LdHM3k7+0pFp6U35f5l8WxXhBBCiMGgYkGIBScvp0+KwwuGSH4uNWt3ToWmVDz0E5UKQgghxIhQsSDEghPR6RNjeivsBzkVVCoIIYQQY0PFghALTvzrseCKUPaDnAp6KgghhBBjQ8WCEAtOXtI8FnyHhb0wp4IQQgghVCwIseD4pTj1l6FQhBBCCCH2Q8WCEBseC4ZCEUIIIYTYT2A2jiUeSGpqmqw9eEH+PnVBqpRNk3vvipCAAH+HZa4/fFGiriZIycKh0rxquMfJdFUZf919Vi7dSFbfyxXP65A8QgghhBAj4ZWKxcyZM+Xdd9+VCxcuSK1ateSDDz6Qhg0b2jz+m2++kddff11OnjwplStXlnfeeUceeOAB8Xa+23pKhnyyVc5e0Zb33Culi4bJjF6N5NFGZZ0kUzxOZm6VsdbwnxySaWQ23RPi7iIQQgghJJfxulCoJUuWyNChQ2Xs2LGya9cupVi0a9dOoqOjrR6/adMm6datm/Tp00d2794tnTp1Up/9+/eLN4OJcJcpqzNMhMG5K/FqO/b7okxvKKPR2dA8RBb2YOI7IYQQYjS8zmMxdepU6du3r/Tq1Ut9nzNnjixbtkwWLFggr7zyym3Hz5gxQ9q3by/Dhw9X3ydMmCC///67fPjhh+q33kL0uaPm/6emmWTQvO1isnIctvmJyIufbJWO9ctkGh7kbTK9oYy2KBFZKdP9niAzJ/JAvptpkhSMmjLJtkZBsvTxvNLqzzjZ3jhMpGCORLqknN4gMzN5aWlpEhhaxKkyfb1tZiazWMkKPtuOXCGTbdN5dZlVfbJtGq/fTMthOT0Rr1IskpOTZefOnTJq1CjzNn9/f2nTpo1s3rzZ6m+wHR4OPfBw/PDDDzbPk5SUpD4asbGx6u+1a9fUzXcHh5u1Nv9/d/5yElWlt81jMSE+cyVeag/7QQqG5bF5XNzOHeb/3wgIkaiwkh4t051l/HXHMWlWpbhd98caQbv3SnxyqkTm95OUohkfO2y7fv26pCQGuFVmZvKsyUxISZDU+FSZ+OZlkXwiKflE6h5NkrpvpT87nf6Ik6lTyqnfJJcKl1spt26T6VcyXO33s9iXVTlN8QmSVDJcbt1yvUxb8lwhM6t7XnrVGglIvuVUma4op7NluuKeV9+5RyQhkW2TbZNtk/2m2/u4nPbvuQXODUwma2bYjPiZ7DnKQzh//rxERkaq8KYmTZqYt48YMULWrl0rW7duve03QUFB8tlnn6lwKI1Zs2bJ+PHj5eLFi1bPM27cOLXfYynTSKRR/6yP2zpH5MxW35HpDWUkhBBCCPFBzpw5I6VLl/Ydj0VuAY+I3ssBL0VMTIwULVpU/PwQ8uFZQJMsU6aMuuEFChTQ7XnUBWfzBpmPekld+j6265OwLt0L2ybr0lNh2zReXV738HLCB3Hjxg0pVapUlsd6lWJRrFgxCQgIuM3TgO8RERFWf4Pt2TkeBAcHq4+eQoUKiaeDxuiJDdIbYV2yPj0Vtk3Wp6fCtsn69FS8pW0W8OByFixY0PdWhUJYU7169WTVqlUZvAn4rg+N0oPt+uMBkrdtHU8IIYQQQgjJPl7lsQAIUerZs6fUr19fvbti+vTpEhcXZ14lqkePHioPY9KkSer7kCFD5N5775X33ntPHnzwQVm8eLHs2LFDPvroIzdfCSGEEEIIIb6D1ykWXbt2lUuXLsmYMWPUC/Jq164tK1askPDwcLX/9OnTaqUojaZNm8qiRYvktddek9GjR6sX5GFFqOrVq4uvgLAtvNfDMnyLsC7dDdsm69JTYdtkXXoqbJvGq8tgLymnPXjVqlCEEEIIIYQQz8SrciwIIYQQQgghngkVC0IIIYQQQojDULEghBBCCCGEOAwVC0IIIYQQQojDULEghBBCCCGEOAwVC2IY8DJFQohvw4UOiSfDcYj4OlQsvGRw5GCZcy5fvqz+4v0mqampDt4ZghdSJicny9WrV1VlcKAknsKJEyfkm2++kdjYWHcXxevhGORcOA4ZbwwyGXQeR8XCA/n777/Vi1KeeeYZmTdvnhw+fFj8/Pw89uHxZP755x+pUKGCPPfcc+p7QEAAlQsHOHjwoDz++OPSsmVLadeunWzZsiXDCylJ9ibBc+bMkaFDh8rvv/9unniQnLF3715p2LCh7N69W71EFbDPzBkcg5wLxyHjjUF/G3ge53l3w+DgoWnUqJH6e+TIEdUg//e//8mqVavUw2MUjddZoB5DQ0Nl37590q9fP7NyYYSH2xV12axZM7nzzjvl0UcflXLlyqmOMzExke0ym6A9oi5/+ukn+eWXX+SFF16QBQsWqHbJZzz7nDlzRh5++GHp2bOnTJo0SSpVqqS2p6SkqL983u2HY5Dz4ThkrDHooNHncXjzNvEMUlJSTE899ZTpySefNG/bvXu3qU+fPqaAgADTL7/8oralpqa6sZTexfLly0133nmn6e233zbVqFHD1K9fP/O+GzduuLVs3kRCQoLpkUceMT3//PPmbfPnz1dtNTk52XTp0iW3ls+bOHnypKly5cqm0aNHq7oDr7zyiqlSpUqqnkn2Wbx4sally5bm/vHVV181PfHEE6ZHH33UtGrVKlapnXAMcg0ch4wzBqVwHmeix8KDgFUNlrcyZcqYt9WuXVtZ4BDK06VLF491+3kqNWrUkHr16smzzz4rvXr1ks2bN8vLL78svXv3loULF8qtW7fcXUSvAPGsx44dk7vvvtu8Dd/Xr18vDRo0UJ9PP/1Ubfd5a4wDIMfnxx9/lDp16igvhfYsv/jii6qOYd0i2Qf9ZsGCBdX/YdHcsWOH8lQi9KBNmzbKGwTYNjOHY5Br4DhknDEojfM4CXRb7ZPbyJMnj1SvXl3Wrl2rkpIKFy6sthcvXlxGjRol0dHRMmHCBPnqq6+kQIECrEE7KFKkiBw4cEBNPBAKlS9fPlWXMTEx8tJLL6k6x2QP4VHENvnz51cd+ty5cyUiIkIpuLNmzVIftM+//vpL+vTpIxUrVpTmzZuzKm2AdoZn95577lH1qIEJ8PXr1+XKlSusuxxQqlQp1Sbnz5+v+s0vvvhCPfvgrbfeUs8+QhP0kxJyOxyDXAPHIeOMQXk4j2OOhafRokULFS/4ySefyI0bN8zb4cVADPGePXu44omdwBsRHBysOqGbN29KWFiYinHEdsRgI+4RUKnIGkx84fWpVq2afPnll/LDDz/ItGnTVEz7Aw88oLxA2If6JZmDZL7BgwdnsKxB2UA7RRvVQP4FFGKSNVDUoDjMnj1b4uPj1UROy6tAuy1fvrwyMBDrlmCgrZjXqlUrjkFOqE+t/eEvxyHH6xJjECI3PHEMwmIR2oIRwOjPEGNq3Mj58+dV4uZ3332nXPcAqx00btxYPv74Y/XwwLKuAVcfJh76hkpur8tdu3aZLQdQGhAKdfToUenRo4esW7dOfv75ZxkyZIg6Fp0Rsa9ttm7dWhYtWqTCSgIDAyUyMtI8OUaSLCbHJUuWZHVacPLkSTUAat5GDW2wBAiJwkf7Pnr0aGVlZ+hO5vW5ZMkSta1s2bJy7733KkUMgzZW3NLCzOClLFSokJrckYzs379f9Y87d+40G1g6d+4sTZs25RjkYH2i/eEZx1+OQ47XJcBKUIsXL/aoMQjzDYS6YRUojc6dO0uTJk2M+wy5O9HFqOzdu9dUoUIFU8OGDU3FihUz1a9f3/TVV1+Z9z/zzDMq2fjFF180HT16VCUmjRgxQiUiX7582a1l94a6/Oabb8z7x40bZ/Lz8zOVL1/etHPnTrXt6tWrplmzZpmOHTvmxpJ7T30uWbIkwzGdO3c2DR061BQVFaWS6saMGWO64447TMePH3dbuT2Rv/76y1SqVCnTfffdZ2rcuLEpIiJCJRpbgvZYvHhx08aNG00TJkwwhYSEmLZv3+6WMntbfS5atMi8H4s0lCxZ0lSzZk3Tli1bTPv27VNts1y5cqbTp0+7teyeSN++fVXfWKJECdO2bdsy7OvZs6fp7rvv5hjkYH1qCzSMHTuW45CDdYnEaA0kcrt7DNqzZ48pX758piFDhljd//TTTxtyHkfFwg2ggZUuXVo1sGvXrpl27NihOvHevXubEhMTzceNHz/e1Lx5c/Vw1atXTw2iu3btckeRvbIub926pY7B3wEDBpg7p7S0NPWXq2tlrz7RqWt1N3HiRFODBg1Up9+6dWs12WPbzMjff/9tioyMVCs+oe4wsf3f//5nmjdv3m31jhXK6tSpo1Y2glKBeic5q88vvvjC1L59e9VvYmKM1bbYNq0zdepUtcrOwIEDTfnz51fKmB4oas2aNeMY5IT6TEpKUhPMrVu3qu8ch3Jel2DKlCnK6OWuMQgGuIIFC5qGDx9unk/AkLF582alcGhA4THaPM4P/7jba2K0mEEkD589e1YlGAYFBantcO2NGDFCudOKFi1qPh7JnNu3b1eJS3D3ly5d2o2l9+66JM6tzxUrVqiXkmE1nrZt26o4dpIO8nj69++v3PNIKIbbXgt1xGpFSDDG84wFBAAWa8BKUXCP//nnn1KrVi1WZTbrE33jsGHD1HYMa3hRHkIj8ClRogTr0woIC33//ffV8476Xb16tQrtQLgJQjbwXHMMck591q1bV+6//362Qwfr8uuvv1YhUmib7hqD0A8h/Amhl3g+EHb9yCOPyLlz59SL8DBOIvQa4ZoA+RcI6TLKPI6rQuUyiLlEo0KSESZuGAARV42YVsQCa8ufarGZaKDt27fP7WL6VF1a/obL9TpWn1odol2ybVoHAw3ydxBbq02CsWz0t99+K927d5eEhASzsoa3b2NijMGzU6dOUrVqVac9I0aqTyjFeMPxRx99pNotJnIkc7BgAFYjg+KFWPCBAweq9ocY8EOHDqljOAY5Xp9QfrmUtPPbprvGIPRBS5cuVXldjz32mDIMoVzI/fL391dKxNChQ5UigX4eq1YZaqx0s8fEkOhjADV3KOIE4bLXxwH7urvMGbAu3VOfWq4KsY1WfwCu8SZNmpiWLVtm3vb111+r+Fy925w4Xp/79+/PcCy5HX0YKOoxOjranDuVN29e9cHLWS2PJY7XJ9um8+pSy7lwV50eOHDAFBYWZqpdu7bpwoUL5u2JiYkq7O2ee+4xxcTEGO6ec1WoXCAqKkq2bdum3Haw9mruOizvp60Cg6XHoPVqjBkzRu677z7lZmO0GuvS09omXjrGtmm9LleuXJmh/gBCm2Bdx7KIGlp961+ISRyvT6wKoz+W3F6Xmtc2KSlJeSLh6YFFeNOmTWoZT4R1wOOD0BN6eJ1bn2ybzqtLbSWz3KhTy3Lic9ddd6llrLF8uPbeHIAV6ODBQHgxvBZGu+cMhXIxiP/r0KGDamgXL15Ugx4mZu3atVMNUQs3wQcPFEJO3nzzTZkyZYp6oyRzBFiXbJve/5wDy2UQ4S5HvC3CfAjrM7fbJowDCNHAm8o7duyoJkLLly+X2rVrqxe1Ihwyb968bJqsT8O3TVvPEIy/5cqVU/kUlu/Dunz5stSsWdP8PhND4W6XiS8DF17VqlVNo0ePVsuanjt3ztS1a1dTtWrV1NJzmosPXLx4Ua0Kg/1BQUFcFYZ1ybbpg8+5Flr26quvmgoVKqRWFiGsT3e1zZs3b5q+++47tWqNFl6ioV/ak7A+jdo2c9q/Fy1aVIVKGREqFi4EjQrrp1suHTly5Ei1tvHkyZNNcXFxatvBgwfVcmShoaG3PUSEdcm26RvPOZYifPbZZ9XxfM5Zn+5sm1iKF0t2gtjYWJeXxRdgfRqvLrPTv+M9RD169FBL3xq5f2eOhQtBfCCWJYuPj1ffsXIJePvtt9Ur32fPnq3eCA2wKsyAAQNU3CBc0YR1ybbpe895eHi4PPjgg2pJWT7nrE93tk2EcWA5T4R5YEleQ4ZsZBPWp/HqMjv9O1awuv/++1UYu5H7d77HwsU0bNhQ5U1gIqElJCFOD2Cd8EqVKslXX32lvicmJkpISIiri+S1sC5Zn97aNitWrKjWsgdaXhVhfXraGERYn7mJt7RN9u/Zgx4LJxIXF6decIW1lzXmzp2rVg3AWusADw20X9CiRQv1Gw0qFaxLV8G26d661KxdgEoF69NTn3PC+jR622T/7jhULJzEwYMH5dFHH1UvTMELxhYuXKi24/8zZsyQ33//Xb1IBW41bTm16OhoteoGHiQuKcu6dBVsm6xLT4Vtk3XpqbBtGq8uvaWcng6Xm3VSY4R2jSXH6tevr5aR7NWrl1rjuE6dOmqZMjQ85FBg+TG8PRJL+S1btky2bNlifpMsYV06G7ZN1qWnwrbJuvRU2DaNV5feUk5vgDkWDhITEyPdunVTjQwarQaSemrUqKESkDTgBsQ7KvAbhD09//zzqtES1qUrYNtkXXoqbJusS0+FbdN4dekt5fQWqGI5CFxi165dky5duqjvWL0ALjK8ARYND/y7rK96A+M777yT4TjCunQVbJusS0+FbZN16amwbRqvLr2lnN4Ca8RBsHzkl19+Kc2bN1ff8Zp3EBkZaW5w2lu19UlLTOBkXboatk3WpafCtsm69FTYNo1Xl95STm+BioUTqFy5sll7zZMnj/o/NFsk9WhMmjRJ5s2bZ17xgA2SdZkbsG2yLj0Vtk3WpafCtmm8uvSWcnoDDIVyItBm9WvUa5rumDFjVEze7t27meDDunQLbJusS0+FbZN16amwbRqvLr2lnJ4MPRZORltuDA2vTJkyMmXKFJk8ebLs2LFDatWq5ezT+TSsS9anp8K2yfr0VNg2WZ+eire0TW8pp6dCtcvJaNotXGkff/yxeh39hg0bpG7dus4+lc/DumR9eipsm6xPT4Vtk/XpqXhL2/SWcnoq9Fi4iHbt2qm/mzZtUmsiE9alp8C2ybr0VNg2WZeeCtum8erSW8rpafA9Fi5+NTxeqEJYl54G2ybr0lNh22Rdeipsm8arS28ppydBxYIQQgghhBDiMAyFIoQQQgghhDgMFQtCCCGEEEKIw1CxIIQQQgghhDgMFQtCCCGEEEKIw1CxIIQQQgghhDgMFQtCCCGEEEIIFQtCCCGEEEKI+6HHghBCCCGEEOIwVCwIIYQQQgghDkPFghBCCCGEEOIwVCwIIYQQQgghDkPFghBCCCGEEOIwVCwIIYQQQgghDkPFghBCCCGEEOIwVCwIIYQQQgghDkPFghBCCCGEEOIwVCwIIYQQQgghDkPFghBCCCGEEOIwVCwIIYQQQgghDkPFghBCCCGEEOIwVCwIIYQQQgghDkPFghBCCCGEEOIwVCwIIYQQQgghDkPFghBCCCGEEOIwVCwIIYQQQgghDkPFghBCCCGEEOIwVCyIT/PDDz9IuXLlzN/vvvtu+eWXX8QTOX36tOTLl09iY2PdVoZnnnlGXnzxRbednxBiTNBPo7/2BNasWSOFChVyWI4njzeEuIpAl0kmhqBth45y6kKUS89RNqKk/PbTj06RdeDAAXEVLVu2lE6dOuV4Yn7HHXfIzZs3nV4uIwIFCROD6dOnu7soxOB0afeAXDpzzqXnKF4mUr5dudzufmrz5s2SJ08eCQoKkpo1a8p7770n9erVUxPqVq1aSd68eTP85o033pChQ4fKp59+Kr169ZInn3xSvvzyS/P+CxcuSJkyZdTvrl27ZvOZXLRokTqnnuPHj0uJEiVydN2e/uy7crwhxFOhYkEcAkrFP9Vru7YW9++R3ODWrVtqsPVUXF2+lJQUl8n2Nkwmk6SlpUlAQIC7i0K8HCgVfaKCXXqO+ZI9xeWdd95RBpDExEQZNWqUdOzYUc6ePav2FSxY0KZyAMqWLSvLly+X69evS4ECBdS2zz//XCpVqiRRUZkbmQYMGOARE370dYGBnP4Q4goYCkV8CgyObdu2VQMeLHAHDx606W6H9a127doyduxYiYiIkCeeeEJtX7x4sbLiwerVoEED2bRpk/n3ycnJMmbMGKlYsaLkz59fatSoIbt27ZKXX35Z1q9fLyNHjlThTPfff7/V8k2dOlUqV66sfgsZH374oXnfyZMnxc/Pzzyow/LWp08fefzxx9X1zJkzx6rMr776SmrVqqWOwaCP6wK7d++WZs2aSZEiRaR48eLSrVs3uXLlSgbL5YgRI1R9wdL466+/qu2YMMDzgutAPWzYsMH8mxs3bshzzz0nJUuWVJ/+/ftLXFxchvJ/8cUXapKB+sM1QCGyxc6dO6V169bmMr7wwgtqOzw3mOzAkomJTosWLeSvv/4y/27cuHHy0EMPqfrBdaNOv//+e7Xv/fffl4ULF8qsWbPUNSAcwfLeWwuTw/8nTZokjRs3lrCwMNV2oqOjlXUW11qqVCk1GUtKSrJ5PYR4EyEhIeoZOnfuXIa+ITPwXLdr1071kxqffPKJ8mQ4kz/++EMaNmyozodn+KeffjLvg9KP57xq1aqqL8Xzv2LFCpvPvrW+7uLFi6pvRb8Db/Grr75q1bjy448/SoUKFZSxQWPLli2qz4JiduLECWnTpo3qp7Dtnnvukfj4+Nv6nMyOI8SXoGJBfIru3burSSBc8xhgPv7440yP379/v7JcIb8BE2JY4oYNG6Ym5zExMcqa9/DDD5sH3VdeeUUdg0EME/Bvv/1WihYtqkIJmjdvriyBmBRrk3RLMPH/888/1W/nzZsnw4cPl40bN9osH5QGDPxQNvDXkp9//lkGDRok06ZNU8ds375dKRnA399f3n77bTWA4joxeUD59eA633zzTVVmDHoA4QraOWFh7NChg1nZGTJkiBw9elTJ27dvnxw+fFheeumlDDJx7VBqMDFftWqVug/WQHmgVHTp0kXOnz8vp06dUgO9NnHAvcRgjPLXqVNH7dMP7rgHmHjgPkFhg+J07NgxGTx4sFIGUHZcV3bCEVAfn332mfrdnXfeqa4dSifk4nqh3KC+CPEFMLFFP4R+Cf2YvUCJWLBggfo/wqrQ1+BZdBZ79+6Vxx57TPVfeL7nzp0rTz/9tPz9999qPwwy8Hygb0Ffin4G15DZs2/Z16F/gQcYfQyMQlAAJk+efFtZHnzwQVVPa9euzaBIob+BYgaFBIaUy5cvq77q3XffteoNsfc4QrwdKhbEZzhz5owaINBhw+IMaxYs6pkB6xE6fMT94jczZ85Uk/26deuqwfLRRx9VcqBMYFKLAU7zOsA6X6VKFTWg2Uvnzp1VLDJ+i1hmWP4Q12wLWNhwDMqC8lkCyxwm+5ig4xhY+DEJB1Aw4LHA4BkeHq5ipC3PhcEVEwKUJzQ0VG2DLChTGPRQf/gtEhAx2cdADqs+JiHFihWTt956S4VBYJ8GPDqwIsLC3759e+WVsAZitOFVwiQAAzSuD8oZgBeia9euyrqIfePHj5d//vlHKSAamPj369dPlRPlRX1CEXOE559/Xt1ThEBhcnPkyBFze8I1jx49WilehHgzMJjAEwBLPIwDem8AFo/APv0HE3c9mJjjWTx06FC2vBWzZ8/OIBfPmjXQz8LbqfVr6Mfgofz666/NcuC1RP+Bvgseh2rVqmV6bn1fB2UFBh705fBsoA/HOKB5e/Wgf+nZs6d5H7wUS5YsMV8z+leEgMFji/83bdr0tjyS7BxHiLdDxYL4DBjoMAnVJwJmNemPjIxUA5cGOn1MHvWD3549e5R1/dKlS8pyBaUip2BiDqUFrnDIhsICC5YtMGBmBqz8tsoDzwLCiTDBx0T9qaeeuu1c1uRb1hm+a9ePUDB9+BAmJggN0suFhV8DigHCp7Jb9oSEBKVw4Fwou3ZO/XlsldMR9PWBtgBPjXav8IF3BdZGQrwZGAfQtuHZhecPIY8aWo6F/nPfffdl+D36zB49eihDzNKlS5U3wV7FXS9X80BYgmcPoZ/6fhghSZphIbO+w55nGyGzGCtgNNH3ZVqeiSW9e/dW1wlvB0IuIat+/fpqHwwPGEegbKGfgsKjN7Ro2HscId4OFQviM2ACDWsS4uI1EOKUGXqlAsCbgLAm/eCHHAKEECEWF5ZrTNjtkWUJygLLF9ztKCNkP/DAAxnCe7IrE5NpW+WBtwEDGUKSEC4AD4HluazJx6BtWW7IwfXDwoZBXwP/Dw4OVt6L7JJZ2XEP4OlAfgfKrp1TX35b5bR1XbBM6mOarSWa6n+HtgAlVd8WYM3lyl2EpOeAwXOAXAH9BN0Z4NmDJ1b/7OG5w/my6jts9Zn67aVLl1Zjhd5IgD4G260Bzwo8wAh91VbG0kAfAc8x+iOEpkIh0vK99Nh7HCHeDhUL4jNgMMIgByUAFm9Yw+BSzw4DBw5UliVMajGJxUQUSYSwZMGF3rdvX5WojUEN+3EObYKLwRWx+LbAwIjfYIDBIAdvxW+//ebQNSMUaMaMGSr+F9YvKCzIbwCYkCMkCRZ/hInhuuwBIQLLli1TiYzIUcEEHHHGKDPCCRAygFAC5J3AuwNrZVYKkDUQC71t2zY1wMLrgbpGKJtWdlgUCxcurOoN57EEoVEoH8qJ8qLcCJ/S7gWWsdQrIvAUIVQKEwrsg7U1M5C4jzb12muvKa8LZOFe28qfIcRIIF8A/Y5+AQpngX4NIVarV6+W1NRU1T8glwOhV9p+hEfCm4znEkYFbZ+1Z98SGCAQOol8OhiO8PuJEycqw48tkHcGg8e6deuU91cD4Vn4Pc4HzwrCKK3lTth7HCHeDhUL4lMg/h2TaEzeMQmGCzs7IFYfCYNQIDCpLV++vJq4ay5rJGcjLADubEzYkWCISTbAikFQQjBoIB7YkrvuuktNyhE3jHh9xOkiOdgRsHoT4oShECGEAZNhJBkDbEduBMqJkCjkd9gD6g0TdlwHVllBCALqAqAu4MbHtWDFFUwucJ6cAOsgYrdxzzAZgFxYBAHyQTDwYnv16tWlSZMmt/0e+Rva6iywbsIjo4VHPPvssyosCvu0MA8kbsLyCc8LrhGhHJmB86P+IAfx26hfKFi2LKWE+ALwysG7p//AmGIN5D5kFa6pR1utSf/RDCF6kCcGIwCUejyvUARef/1184psSNJGWBUWdIDxBP2x5p229uxbA/0ODFDwfsAghWcbK0fZAueCYQEr/qFMGjBCIV8C14J+CgqItX7d3uMI8Xb8TJmp9YT42AvyiG+A+GRYKz3lTb2EeMsL8kjOwRLhMK5YMxwRQtKhH444BCf8hBBiG074fQO8twNhWbbeUUQISYeKBSGEEEKIDRAKiZBXvOMGIZKEENswFIoQQgghhBDiMEzeJoQQQgghhDgMFQtCCCGEEEKIw1CxIIQQQgghhDgMFQtCCCGEEEKIw1CxIIQQQgghhDgMFQtCsmDNmjXqLdTuAi+Bw1upNfDGa7wR2lGwHjvehJvZW73xIrqcgN/h987CkbJ4Im+99ZZ069ZNjIo7n6mTJ0+Kn5+fegs78Vy8+T4lJibKI488otp4w4YNc+Wc/fv3l5EjR+bKuQjJDCoWxOfYsGGDmjQXLlxYdey1atWSyZMnS3JysvgCBw4ccMqbX3/99VcZMGCAU8pEbPPpp59K7dq1M2wbPXq0fPXVVy6pNmcrdUaeIPoiLVu2VO9i2Lt3r3kb7g3uEe6VvTKmT5/uwlJ6N99++638/fffcvHiRdm2bVuunHPOnDnyzjvv5Mq5CMkMviCPOMTDj90vUZfPurQWSxYrLT9/86tdx8KSD0vwhAkT5IsvvpBixYrJ4cOH5e2335aoqCgpW7Zsts5969atHJaa5Ba4R3ny5GGFE4+kw/0d5MKZ8y49R0SZUvLTrz/ZfTyMLqNGjZJly5aJO0hJSVHKDZQZX+xvTpw4IXfeeacEBwe77ByEeCr0WBCHgFJRaeAtl37sVVxMJpMMHjxYuYNffPFFpVSAqlWrKquxplQ89dRTUqpUKSlQoIDUq1dPVq9efZt1eezYsRIRESFPPPGEed8HH3wgJUuWVNuxH+fT+PLLL9XbWeEhadasmezatSuDdQ+DeLt27SR//vxSt25d2bdvn83rOHv2rLRt29ZcvoMHD2bYj7AohEdldW4oWSVKlFAKFTh+/LiaUGjXa2l1XLp0qVSqVEkKFiwoffv2VYO/Hsht1aqVFClSRB338ccfZ3o/UlNTZdCgQapcd9xxhyxZskRt/+uvv1Q93Lx503zsuXPn1CB8/vz5LMuihdHMnj1byW3atGmW9wAW2ccee0ztQ3vAvdRPajCQjxkzRipWrChFixaVDh06mMsCcCwsgtWrV1f3BftjY2PN+221qd27d6sQBdzvfPnyqc/p06dv8yocPXpUtQ/ULcqgvy9am4SyjPsZHh5u01qMdoEwK9x77Xza9aENor6KFy8uXbt2lUuXLtm8d7jeDz/8UO666y7JmzevPP3003L16lX1O1xjnTp1lMKugXuJew35KGOPHj3M9aOFgpQuXVqVZ+HChebfzZs3T8qUKaPqfMSIEebtqKP//e9/qqxosw8++GAGa/ozzzyj2gWeT7SlKlWqqHahcePGDXnuuefU84oP7kFcXJy4AygV1eMru/STXcUFnsqNGzfKunXrrO5Hu8UzhPaIewBjzZUrV9S+l19+WdavX6/6WdxPeIe1NrNnzx6zDLRR9DGWbQrPENoU2szUqVOlcuXK6h6i3WO/vSQlJan7ijKWL19e5s+fn8Hr8ttvv0n9+vVVH4I2gGtOSEgw/x7nRnvFudGnoi1aw9aYsHjxYqlZs6bqUxo0aCCbNm0y1w+eVe0ZxO+08uC5QXkwBvzxxx8Z2nOfPn3k8ccfV88X+hrUHZ6J++67T9VX48aNVT+JvgP3BM/T999/n0EGxj29lxDGNfSjKCP26w1l8Kro+1h4wX0p3JS4DyoWxGc4cuSIshRlFbuOjvrQoUNqoMQg0aVLFzUR0di/f78EBgaqyQ06ZoD9mKgeO3ZMTWAWLFggn3/+udqHwfn555+XuXPnqska5LVv3z7DxBNyEI6FyRkGuxdeeMFm+bp3764GwgsXLqhJWGYT+MzOjYEC14dJHgZh1AsGVygHlvzzzz/qvNOmTVP1gsnxihUrzPtRFkz0cC6cBxNYDJirVq2yWbaVK1dKixYtlLw333xTnn32WVWPCE3DRBADmwbqsk2bNmpynlVZtPsBBQWT27Vr12Z5D1DfmFieOnVKTfq1+6rx6quvqokWwuigiMHaqFcqwddffy1//vmnahdQ/lC+rNoUJhKYJNSoUUNNpPDBZEYPlCbcK9QLlBlMFtBWFi1alCH8LSwsTE0soKANHz5ctUVLoKwgzArytPOBSZMmqYkOrg/PCCYdTz75pGTGjz/+qI7Hc4VJ0b333qvqMSYmRk209IpA79691XaE10A+JjBQNIAWCoI6Q3m086J+oDRDPs4zc+ZMs3KQlpYmQ4cOlTNnzqh7hmvH5EcP6gETSyiNUHwwcdIYMmSIUtbwLEOpQzt56aWXMr1eI4HJOBSDV155xep+f39/5eVFKA/qEO1OO/a9996T5s2bq7Ab3E+EVNoL2jTa0vXr19VkGcYePFP4jok92jWeQ3tAn7Jjxw71bECh0U+yQWhoqOo70S4hE889lAmAPua1115TZUE73Lp1a6a5EJZjwvLly2XYsGFK6YB8KO0PP/ywev5RP/pncPz48aotduzYUV5//XV1DPbDOIFnRQOhkVAu0J7xV9v2/vvvq3NAAcIziHuHPgpy8Uxk5lXHvYGSiOcMfbWm1OP68cxAkUN5cO3orwlxBlQsiM+gWWAjIyMzPa5Xr17KSgNXMwYyTGL08cbYh4lmUFCQmtAAHIOBFN9h8cakSZuc4i8s1phEQyasRrCy6sMMsB8TRwxOPXv2lJ07d1otGyZSsAa+++675nNh8mSLrM4NOdHR0WrgwGQBg5E1MEnD5BiDI8qIc8KSqD8PzgGLGkIYYHVEPeonv5bAKqcdj0EMOS4Y0AAGTgzKGp999pmSZ09ZtPuBiQ/qCJ/M6gGeE8h84403zNZL3HcNeJ6QxI5JB/bhvmPSgskI7ocGJtKwxsP617lz5wz3MKs2lRmY1GCigHOGhIQoKyjal75+4H2DJRTyYcmEhVVvHc4K1A8mUlBqYEXFtf7+++8ZvDKWYOKESQyUPUxosGgArNi4J/D+aB4hPHfwMEExQN1gwoi6Rp2j7m2BeteuGZ4meJ60OsX1wRKOfbDg4nnEc4F61XjggQfM+QKofyggmCThGEygoEzBE4K6gxcHyqv+90YHzwjqTO/91EBfhXuN9gYPGZQ8vUcop+AZQnuCdxL9EZ4jeKyg6MLgAa+dvedB3wNlB88snj3NM6AB5QeKPdpHhQoVpF+/fmbZ2Ib2B6UEXgxcI547W1iOCWjreM7Rx+E6Hn30UdVXQ+GwBp4FtFUch+cHhgfUrz7PCl5qXD/kaeMO+jQ8d6gvJIPDOAKvPGRoXiTcQ1vACwuFBHUOQ4v2fGl9LLZBFhQUGFMIcQZULIjPoIU+wbpmC0wsMEBgoooJCyZCsGpfvnzZfAwUE3TuejDBwaRSA5Y27TywxOpXbQJwzWO7BlzoGloYgDUw0bN2LltkdW4MSLAmY5KLiSIGEVvntTyP/jtc6xg0UV/aB5Y0LczKGvprxsQBFkTNM4RBcfv27cpit3nzZlX/sODZUxaAwVK/qlBm9QDZsOphAqOh9xpgPwZsKCXataHsmEToFQvLe6hdiz1tKjNQRgz8OJ8GJkL69oOJjx79+e09h75+tMmd/hyW6M+JiY7ld60No22gDlDfWv0hNATPEDxdtkBdaRMoy2uCsgKvFe4ZjsO9gddNf82W9wNgP34LJVZ/vahP/N7ee2IE8DxiMg7ruaUCqFnYtfA+THCdUXeW3joogJicQ4FFu0EfY+950E/YeqYB+hd4QdFucQ24Tk02wq5gzIDFHvsxqc9MUbccE9DmIU/fH+L3tsYea/2T5TNuWX57nkFgayzJrM+yrDtb5yckJ1CxID4DLC7ovBH7mpmVCx9YsjH5g9sZ1ih9voSlUqEtHwjLvwZc4ppnBLGulqup4Du2ZxcM5NbOZYuszo28CsTNwiIFCxtCDmyd19LypT8vBiFYzFBf2geDlC0LXVZgIIY8DO6wzCM8RptYZ1UWa/cos3qAwgnLq15J0MuDVRuDNDwH+uuDJVPL38iMrNqUtfZkWXYM9PqQhpy2H1vns6wfTPgx0c7pOfSgbeCcuAZ9/aEdW1PS7QGhJfHx8corgjar5QLon1NbIP4cbUl/vfg/FCnN+EDE7DmEUojnUA+8hLh3CKFB/SN/Kas+EhNX3DMNa0YH/e/wDMJ7i7A/9HdoM/BC2XOPtX7C1jOtGS/gBUEfiGuA10ovG95UhEch3AseGnhVbWF5vWjzCHnSt3cYJ2yFltkzRuTkOckplnWX1ThDSHagYkF8BljFkZSLEBn81ZINEX6DARSTVQwwmHRgggGrJkI27LH8otPHZAeTTSwjCFe4FisOax4sbwidQby8dm4MktkFA9Y999yjBijtXMgbsEVm58Z3WH0HDhwoH330kcpVsBVWhUEWMbiYHON3iE3WwpYABl3EQiPkBRNgfGChg1Uwp2jhUHDLw6tib1myWw8Ie4BMKFiY+GNSjUmB/t6iXhBqpA22+K2WbJ4VWbUpWBkxydInjupBmBqOQdgCJvuI50b5MenKCZCFtq5PeEf9YGKF64OFE6EtWk6Lo8AqitwOhG9pFmHUsRbzjok+6thaTkhmdQplDwoo7oWtED5r4Fxo9/AiITZdi2lHG87NyZs3gGdj4sSJqm1Y1j+8grD0o80gpNKyjVneT3geEHKHdoe+wTKPyRK0Q0z04Z3FfYGRAjkP9gLFAUoJ2hqeayRMW16DFpqH/Ccs9qCBfhWhgHgm8ewiPNCWN9ca6FNRJwgtwjVAoUIyti0PIBY9QBgW8pZQP999951Sli3zuHIL9IcoL+ob5UHOYFZ9LCH2wl6W+BRImEPCGialcHdjYEE8K+JfEYuLyRpiVhFaA1c0wgHssdpikEXCKn6DsAwkRGsTP8SfYyKIiTKs3/CYoAw5fQEYrN8YzDHgYoKkn3Rbktm5kSgIZUtb6QMTdKxcYmmdBEimxkQA8buQA+s94m81YL1Ech+UHNQjJhYYXG15QOxBi49HncJiaG9ZslsPAPtgsYa7H+fFwKoPPUI8fpMmTaR169bqXkMJs3eSk1Wbgkys6II6RHksLYPwpiCxGpMUTNIREoaJP+59TkD+AyaEmNBr16+tSoZrhFcPiiGs0M4CCqIWAoVzI75di+fWQm6QM4FjMsvL0dASXpEnA0VbW3nIXmbMmKGuE6ta4d5g9RstcZdkBHkOqB89qCu0SdxLhEThGMv8DExMcT+1d+rgGUNYI7YhMTwrxRj3Bsofng88s1DktXBIe0DOEPoNyEHfrBlytCVe0VdNmTJFKQ0wHOgn8TAAoH9EP4Zzw2iiz2nKCuR/wYAFTzDaKMIA0eZs5fCgfqFM4DlA2BeMD1C80V+4A/SxGAew4AWuH/cN9yGny+MSosfPZK/fkRAveI8F8S4wmCGhUVtBKLdA0iQ8BFiRiBCjvcfCF8HkGEYDhOB54/sx3A2UDfSJWa0WR0hWULEghLhtIgArOrwzyElwJVAgEC4BTwQs4QjdgSXWMgSEEOIdIC8DqzrBg4w8CXj4ENpnj0eMiPz8889KEYPnFkns8BJiMQ14MAhxBL55mxCS6yC0acuWLSp8wNVKBUBiJfIMNCUGXhKEUhBCvBOsZIV3k8BQgHwcvGcHK9UR+0BoK8LVEBYJb8VPP/1EpYI4BXosCCGEEEIIIQ7D5G1CCCGEEEKIw1CxIIQQQgghhDgMFQtCCCGEEEKIw1CxIIQQQgghhDgMFQtCCCGEEEKIw1CxIIQQQgghhDgMFQtiONavXy+lS5cWb+batWvq7bInT550ify7775bfvnlF3HXi5vKlSsn+fLlkx9++OG2/ffff7/MmjXLLWUjxNdZs2aNFCpUKNfO99xzz0mRIkUkIiIi185JCHEdfI8FcYgn2raXmNNnXVqLRe4oLYt/W2HXsXiTKN7ojLeJ+vv7S5kyZdTbnV955RUpXry4uBpM9MuXLy9Xr1516eAMxaJw4cLqTamYhDsC6gxvon7xxRfFE6hUqZKMHTtWnn76aXcXhRCHaftwFzkVdcmlNVm2ZHH57edvs9VH5smTRxkn7rjjDhk3bpw89thjZsUC/QH6GEeAzD179lg1Dmhs2LBBOnTooPqx3HhRJiHE9fDN28QhoFRMOnnDpbU4SrKnuLzzzjtqkmwymeTQoUPyxhtvSL169WT79u0SHh6e5e9TUlIkMDD3Hg28+RSDPEkHk4waNWqwLolPAKXin/K9XHuSE5/kuI9cvny5PPLII9KwYUMpW7as5PazDsUmp0oF+05CPA+GQhGfBda4u+66S7788kspUKCAvPfee1Zd/bDgjRgxQtq2bSt58+aVX3/9VW7evCmDBg1Sg16JEiWkR48eEhsba/7NkSNHlKUNXhC48R999FG1HYMzQKgVQnkWLlx4W7m088+ePVvJb9q0qdr+xx9/qN9jH0KRfvrpJ/NvkpKS5Pnnn1fngkfk228zWidxDdOnTzd/h6UQ16+RnJwsY8aMkYoVK0r+/PnVxH3Xrl3y8ssvq9CwkSNHqvIizAjAC6K3NKIOq1WrpsrWrFkz9Vv9uUeNGqU8Q5Bdt25d2bdvn837cvHiRXn88cdV3eH6X331VaXMXblyRZUhLS1N1Qn+j+u2RH+tturSmeUlxFdBH/Hggw+q5+Tvv/+2egyeperVq6tnBc/Y66+/rhQSgL/oOxDGhD72zjvvVCGU6Dveeust9X88x/hY8v7770vfvn3Vs4f9zzzzjNUwLHhP4P2w9bx/+umnUrt2bZkwYYLqq2E80veFu3fvVn0A+k70Od26dVN9TVZ9o6a4aPuKFi2q+vzz5887qfYJ8U2oWBCfB94HDE5r1661eQwGpzfffFMpFG3atJHevXtLTEyM7N27V1nVMMBA0QBxcXHqGAy2CH26cOGCvPDCC2rftm3b1N+zZ88qWU8++aTV8924cUP++usvOXz4sCoXzoNQhLfffludd+7cuSoUSBvsJ06cqMIX9u/frwbK7777Llt1gFAwWCZXrFgh169fV4oJBkooW82bN1cWTJQXSpUl69atU0oNynTp0iXp0qWLtG/fPoOi9cUXX8jkyZNVCFj9+vXN9WGN7t27Kw8N6hVKDSYh+C3KgzKATZs2qf8HBwdneW2Wdens8hLiq0CJ//HHHyUhIUFNzq2B5xL9DfoNGDs++ugjWbRokdr3+++/q/9jIo79MI5AuUB/O3r0aHnooYfUc6w913oGDx4sc+bMURN57EcfbA+Wzzs4cOCAhIWFyblz52TJkiUyfPhwOXbsmNqHkFj0qzBooP/EMegPs+obAYweGzduVCFbUVFR6tqeeOKJHNQ0IcaBigUxBJGRkWrCntlkF94CWPAwyC1dulRmzpyprGPwYiCcCgNWamqqssJhYozJPvYhn6NVq1bZHtAx2GEwxAeTYFjsWrdurQZCWNgwKH/99dfqeHg+MFCXKlVKlQk5CPYCqyLkT506VSpXrqyusUqVKnaHPWAS/tRTT0mLFi3UdSOEAvkdy5YtMx+D/bVq1VJKXM+ePWXnzp1WZWFQ//PPP1VZYKVEGTB42zupsKcunVleQnwReOy0vg3e1tdee01Z+60BLyYm1Og3oHzA4g/PAcDzlZiYqCb2ML7Ai4BjXYnl8w6KFSumvK8oDzyS8LjCawvwnKM/xT54M4YOHWouf2Z9I/ZhkQjsK1mypOrnYXyConHmzBmXXiMh3gwVC2IIMKGFK9wWGBA14IXA4IWQIwy++DRo0EBN+OGdOHXqlHKN60ONsgtc7nqXP84J6512PnxgSdTc7virVwSyEwsNq318fLwaOHMCvC+WCeKoG2zX0K/ogsmKNQulJiskJCRDrkuFChUyyHK0Lp1ZXkJ8kUmTJqnkbHgq4BX97LPP1ATbGitXrlQhR5i8IxcC/dTly5fVPhhUxo8fr8KjsL9z587KE+lKLJ93YJk7h2cang1w9OhR6dixozLKIFwLRgWt/Jn1jTgG3mkYKLQ+Gf0GFAwqFoTYhooF8XkQv49JOixZtoDSoIGVpPAdk3kMvtoHljl4PjCph5tdizO2JSczLI/DOYcMGZLhfJjsIpYYYFCEQqNx+vTpDL+H9R8DpAbc9hqIK4ZlDwOsPWWxBPkilsva4ntOluzFb1CPCEtwVJat8juzvIT4OliF7YEHHrC6vDTyD+DR6NevnzLOIJywf//+Gfq+AQMGyJYtW1SfhNBFhDhlpy+07Meg7Ojl6/uynMhFedFvHzx4UIU6IWdEk59Z34hwKOzbunVrhn4Z5dNyuQght0PFgvg0iMNFqAsGRLjA7QFWKcQII6dCs2zBU/H999+r/yPZEUnFSOqDRQuD7+rVq80DFQY+Lb7XXjBwf/LJJ0oOwq0gHzkVWNUKIPwA7n9N2UFolh4kICMOGtcZHR2t8gc04FlBkiRCBTCAYlCFlVJTVGDty6y8sPAhFAshAFDSPvjgA5X8iMlIdsEADyvnsGHDVN1hMoKQMtwjZ+HM8hLi60DpRo6BtZXY0A/BEIBJNpQGTLK1/AqAlfaQD4U+MDQ0VHkKtBX10K+gj8EzaC8Io0LIEs6BfvCrr75SOWWOAGUCXg54K+BpePfdd+3qG9GPQynBPs1DgX4EIbGEENtQsSA+B1YpwUACtz2sbVAUduzYYddSsxqI+ddCoDAgIcFZi8OHVQ1JiviOECrE3yIfA2BwRf4D4pLxe/0gnBl16tRRgyhinaGcYAKO8AJtVSRsR5IxEsYR5wzFR89LL72kygHPB/I0unbtmmE/krPvu+8+lXSO60GiuJZzghwEXA/Ki7wOS+699141Oe/Tp4+aYCxevFgleef0PR2oE1j94Pm55557lKKGVbmchbPLS4ivoa0Chw/yD9AvwFBiCfpR9G14iR36DRgB9H0LJu3wWOA5Qz8Lw8eMGTPUPvQx+A36M3ufPRz/8ccfq4RqyIRxAKu3OQJyJOCNgWyERCFcy96+ESFjTZo0UX0q6gLLlv/2228OlYcQX4cvyCM+9YI8QgjxJDztBXmEEOJKqFgQQgghhBBCHIahUIQQQgghhBCHoWJBCCGEEEIIcRgqFoQQQgghhBCHoWJBCCGEEEIIcRgqFoQQQgghhBCHoWJBCCGEEEIIcRgqFoQQQgghhBCHCXRcBDEq3X/rIVcSr+TKuYqGFJVFbT/PlXMRQogzONzxYbl12bUvx9PIU6y4VP3x51w5FyGE2IKKBckxUCqiE6J9pgZTU1Nl+vTp8sknn8iJEyekQIECUqtWLRk+fLjcd9997i4eIcTLgFJx68IF8RUSEhJk4sSJsmTJEjl//rwULlxYGjduLKNGjZJ69eq5u3iEEA+AigVxGH8/fykWUswlNXk58bKkmdJy9Ns1a9bIuHHj1F97ePLJJ2Xfvn0ya9YsNVj6+fnJb7/9JkuXLqViQQjJOf7+kqdECZfU4K3oaJG0nPWR2TrPrVvStm1bMZlMSrGoUaOGJCcny48//ijff/89FQtCiIKKBXEYKBUrOyxzSU22++nBXPGKrF27Vg2OBw8elIoVK5q3P/TQQ+oDdu/eLS+88II6JiAgQNq0aSMffvihFC1aVO1v2bKlNGjQQLZv3y47d+6U6tWry4IFC6RatWouLz8hxHOBUlFj4xaXyN53T+Nc8YosWrRIDh06JEePHpVChQqpbXny5JHu3bubj4EhZvTo0XLkyBEJCwuTRx55RN577z0JDQ1V+8uVKyd9+/ZVxhrIadKkifIQlypVyuXlJ4TkDkzeJkREVq5cKQ0bNsygVNz2sPj7y9tvvy0XL16U/fv3y7lz5+SVV17JcMz8+fNl0qRJcuXKFWndurV07NhRUlJSWMeEEK/vI++//36zUmENKBAff/yxxMTEyMaNG2X16tUyderUDMfMmzdPKSkXLlyQiIgIeeqpp3Kh9ISQ3IKKBSEicunSJYmMjMy0LpBv0axZM2WlCw8Pl6FDh94WZvXEE08oK1xQUJAKw4ISsmWLayyVhBCSXeCBRZinrc/Jkydz3Ec2b95c6tSpozy6FSpUkH79+t3WRz7//PNStWpV5dGYPHmyUj7Onj3LG0mIj8BQKOJTDBgwQFnDADwFiYmJGSxsv/zyi1IOLClWrJgcPnw4U9lw3b/88ssq1OnmzZuSlpamlAw9ZcuWNf8f+0qWLKk8G4QQ4gmgf0RuhC2KFClidTv6yKz6MvSNSORGrhoSvdEHV6lSxWYfCQNNcHCwklu6dOlsXwshxPOgx4L4FEi8vnbtmvpoSoT2HR9rSgVo166dbNu2TY4fP25Tdv/+/ZXFDjkW169fly+//FIlMuo5depUhmTHqKioLK18hBCSW2C1OygJtj4I+bTVR65YsUJiY2Ntyu7WrZu0atVK9aPoI996661M+8jo6GhJSkpiH0mID0HFgpB/E6+RaIiciPXr16vBDooBBtKBAweqOsJAmT9/fjUwnzlzRt59993b6g6rpWzdulVZBN944w0pXry4WmGKEEK8GayahxCmhx9+WC1kAW8EvBJff/21vP766+Y+Eh7ivHnzqkTv2bNn3yZn7ty58vfff6vfjhw5Ulq0aEFvBSE+BEOhiFOWhMXqTa6SnVssXLhQpk2bpjwTiDOGAlG7dm31HguAJETEDM+cOVPuvPNOlXR44MCBDDJ69+6tBssdO3aoVaF++OEHCQzkY0aIkcGSsFi9yVWycwOEdiKBG++xeOyxx9R7LBA2BcMJVoLSlAbknqEPxHstkHOG5Wgt+0h4NhBait+i3yWE+A5+Jks/JSEethQsKBFawmVL2jrT69GpUyd58cUX3V0UQogHkFtLwYI8EREuW9LWWWC5WbyEFP0kIcQ3oSmV5JiiIenvb/C1cxFCiDPIU6y4T56LEEJsQcWC5JhFbT9n7RFCiA2q/vgz64YQYigYCkUIIYQQQghxGK4KRQghhBBCCHEYKhaEEEIIIYQQh6FiQQghhBBCCHEYKhaEEEIIIYQQh6FiQQghhBBCCHEYKhaEEEIIMSx33323/PLLL+4uBiE+ARULkmukpqbJmgNR8tWG4+ovvnsbeKv2M8884xLZCxculKZNm7pEtlHAW33xBnRCvInTp0/Lrl27bH6w31ng+fDz85M//vgjw/Z3331XbUcf5yp+/vlnadGiheTPn1+KFi0qDRs2lDlz5oi7OXDggDz00EPq/59++qnUrl3b3UUixGuhYkFyhe+2npJyA7+VVuNWSvcZ69RffMd2Z4JBMzg4WPLlyydFihRR33fu3Cmexpo1a6RQoUIZtj355JOyadMml5534sSJMmTIEKv7MKkICwuTAgUKqLpr0qSJmqjfunXLpWUixMhAaahSpYrUq1fP5gf7nalcQN4nn3ySYRu+V61aVVzF7NmzpWfPntK3b185e/asXL58WW2jp4AQ34KKBXE5UB66TFktZ6/EZ9h+7kq82u5s5eKdd96Rmzdvyvnz56VOnTrSsWNHq8cZccIMi2GHDh1s7odic/36dbl48aK8/fbb8tlnn8nDDz8sJpMpV8tJiFHABDsxMTHTY7AfxzmLJ554Qn799VeJjY1V37du3ar+NmrUKMNxTz31lJQqVUoZG6DgrF692rxv+PDhcu+990paWrrn+dtvv5WIiAiJjo6+7Xw3btyQkSNHyvvvvy9PP/20FCxYUBkyIFNTLNBno68uUaKE2g/Pxl9//WWWMW7cOOVV6NOnjypP5cqV5fvvvzfv/+2336R+/frqtyVLlpQBAwZIQkKCeT/6tUGDBknZsmXV7xs0aCBnzpxR+8qVKyc//PCD7N69W/r37y/79u1Txil8Tp06JSEhIXLixIkM96Nw4cLmeiOE/AcVC5IjMNGMS7yV5ed6fJIMXrBVrE1LtW1DFmxVx2UmJycTWwwGGITOnTsnV65cUSFM+P7444+rgQUueAx4zz33nBqI8MGgEhcXZ5axbt06qVGjhhpgHn30UXV8Zl6HTp06qQFQA96S1q1bKw9A8eLF5YUXXlBluf/++9Wgrg1e69evv80Fj8k9yorf3XHHHfLqq69KSkpKhnPPmzdPypQpo8IKRowYkWl9QN4///yjBuysyJMnj5o0fPfdd7J27Vo1CdFYvHix1KxZU50fg7PeywIPEcpx3333Sd68eaVx48aq/lEnuI7SpUtnazKAAX/y5MlKDsInUCZtMqCFMGj7WrVqpZRJQjwJ9Ce2PlkpFHosj9XLyS54dtu3by9fffWV+r5gwQLp1avXbcfhOT506JDqs6CMdOnSxdwHwvuJc7/55ptq8o1+9PPPP1eKgSWbN2+W+Ph41Z/ZAgpK9+7d1QQefRWMQjhe3/evWLFChU/FxMTI1KlTpVu3bnLs2DG1LzQ0VD7++GO1b+PGjUoJwjEa6P+PHj2qynLt2jX56KOP1G/04JwYF9DnQ9HBB4oIFBoYWTTQh0HhslTECCFULEgOiU9KkXxPL8zyU7DnV3IuJqOnQg+GjLMx8eq4zOTgfNkuY3y8mnhjYMDEG2AghXKBgQV/ERaEwWb//v3KSnX48GF56aWX1LFXr15V1n1YuXA8Bt4vv/zS7vNjQg2lAoMxJrwYfDFQoiyYqGMyrQ1ezZs3v+33GGQxwcdAC8UDFjVMsjUwwB88eFCOHDkiGzZskJkzZyqFwxawDLZr107JtJfy5csrqyKUC7B8+XIZNmyYUoIwgI8aNUp5NDDx0EAdwzKJ/ZoyAMUqKipKxo8fr0IhNG9RVpMBgDqHzEuXLill5fXXX1fboWTh/mDyg/O/9dZb6n4T4kloxgNrn86dO9stB0YJPVC6NTk5Af0Zwp+gyC9dulR5Eqwdg34KfQY8FJj87927V+0LCgpSz+W0adPkgQceUP1p27ZtrZ4Lz26xYsXUb2wBY0/Xrl3VMw6jEPoKGEL0xoI777xT+vXrJ4GBgarfgTFBU47Qh0IxCAgIkAoVKqjjtP4QigqUASgTUAj8/f3VsSiTPeDaoDRpSg76P2uKGCGEigXxQTDZhUUOgwsUhZ9++sm8DwMfJtcYWDB4IWF60qRJarKPQQaTUwwgGEAxEccgpB/IoCjYCybEmJTDCo9zIX/BmgJhSyn5888/1SQbEwcoR/BYYEDTwCAHayFkV6tWTSV+Z5ZPgjAoXEN2iYyMVBN/AOUFE4y6deuqOoQXB3HZUDj04RNYZQW5Lo888oiyag4ePFjVISyMUAKgZGU1GdBA/UHBwXUiD0W7RlgeER4CbwgmLMgJwcSEEJI1UMih7E+YMEE9Owhj0oM+EH0OQo4w6UefCi+rPiQL++ClhAIAg4Mt0Lfid8nJyTaPgYKDZx0KE86Hv0B/PvSDevAdfSXYvn27tGnTRsLDw9XvR48ebf4t+hv0R/D85gSMGSg7DCw4H/5aU8QIISKBrASSE8KCA+XmF09medy6Qxflgbcyrj5ijeWj20iLauGZns9eoCjYWtlEP7DAiobBQhvAACa3SUlJakCCpczaQGZv+AIGMwy8OQHJjZhIY5DUlw3bNTB4QlnRgKVPH6qlB2XGhF2vmNgLBlKtjk6ePKkG7LFjx5r3w/ugDe5AX2aUz/I7gJdGmwxAEYS3CBMLeCGQWKpHP+HRXyPuDxQ/vQcG9wehG4R4ClpbtwYUangd7eGDDz7I8B3PoiPAMIBkaoQ0IT/CkkWLFqnPypUrVT+GnAjkFehDk/C7LVu2yIMPPigDBw60KgfA6IFn/5tvvlHGAWu89957ymgA7ytCJuEltjyfZpDQQEK7tpIejBbwIvz444+qn8DCE1p/h34B/TrCKBE6mlW9WNuGUCrIQ/8ERUPfrxFC/oM5FiRHYJDJG5Iny0/bmqWkdNEw8bMlR0TKFA1Tx2UmB+dzBvpBAzH/sHTrB2j8H5YtWNgwabU2kGnAk4DJsH7ggwVQA4MZwqyyKoc1MLBCGYALX182bM8Jq1atUl4Gy5yQrMA5MdhrS7hiUMYEAIO+9oFH4pVXXslRuTAZQDjD8ePHVXIlPEb25tPg/kC50CfhO3PlHEKcASa5tj4wHtiL5bF6OTkFYZ/Ic7LmycTziP4RfSEMMG+88UYGwwWeNXgYkXsALy8SnxFqZA2ERGJRDXgu4SWGbDzne/bsMS8mgW24RigTUMZgwLAEnhGETsIAsWzZMuXV1byU+D36N9QHjAtYcUoDSgASw5FDhz4a3hiUVx/CqT8Wx+hzvUDv3r1Vztn8+fPV/wkh1qFiQVxKQIC/zOiVnuBmqRpo36f3aqSOy20wuUceA9z9CPXBIIPBDC5u7IMVDpZ4y4FMH+8LazmseqmpqSrWF4OVBixz27ZtU8mAsJYh5wO5EtrghUHa2goqWvgRJtwIL8DEHYM4LIuwMOaE7IZBYbKOsiIGHDkSSPQEsEpivXsoG5gY4JqwHr7ek5IdMpsMZAWStpG7gVAOTHywQsuSJUtyVA5CjAieH4QPWcu7Ql+DkEYYSOAtRT6UZthAf4f+DR4ChJfCe4r+Dws32PIYPv/88yqnA/0hjAJQWJDwrb0/YujQocqDg76xevXqKjzLEvRD8JCg3MiPQ7ip5hWeO3euTJkyRRl8oEAg2VwPFCAYRrBYBPocHGOpPACEu6JvQR+M4zRjBeoAv0W/jbGBEGIDEyG5wNItJ02l+y0xSZdPzJ8y/Zao7c7k3nvvNU2bNs3qvp49e5qGDBmSYVtsbKypT58+pvDwcPXp27ev6fr16+b9q1evNt19992mvHnzmjp16mTq3bu3kqOxaNEiU+nSpU0FCxY0DRw40PTQQw+Zxo4da96/detWU/PmzdX+4sWLmwYPHmzeh3MVLVpU7Vu/fr3pk08+MdWqVcu8PyoqytS5c2d1DM4xcuRIU3Jysrlc+J2ejh07Zji3nsjISNPRo0czrTt0B6GhoaZ8+fKZChUqZGrUqJFp6tSp5nNqfP3116Y6deqo85coUUJd86lTp6zWv+U1aefZvXu3+v93331nKleunKrfFi1amMaMGZPh+LJly5q+//5783f8H9s09u7da2rYsKH6fcuWLU3Dhg1TZSDEW8CzExISop4LWx/s154xo4K+DX2cO+nVq5fp5ZdfdmsZCPF0/PCPLaWDEGeCN22vP3xRoq4mSMnCodK8arhbPBVGA96FHj16qKVZCSGeB6zimb2nAtb9nCYe+wpYpAGhU1gdzx1gWVssNIH+NKe5c4QYASZvk1wDSkTLu0uyxnMZhC3gZXeEEM8ESoPRFQdPBrkkCHlFLhmVCkIyhx4LQgghhBBCiMMwDoUQQgghhBDiMFQsCCGEEEIIIQ5DxYIQQgghhBDiMFQsCCGEEEIIIQ5DxYIQQgghhBDiMFQsCCGEEEIIIQ5DxYIQQgghhBDiMFQsCCGEEEIIIQ5DxYIQQgghhBDiMFQsCCGEEEIIIQ5DxYIQQgghhBDiMFQsCCGEEEIIIQ5DxYIQQgghhBDiMFQsCCGEEEIIIeIo/weEvoupptIhagAAAABJRU5ErkJggg==", + "image/png": 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", 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" ] @@ -3709,13 +1814,13 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 41, "id": "9736db95", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -3730,7 +1835,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 42, "id": "fb9cf162", "metadata": {}, "outputs": [], @@ -3744,7 +1849,7 @@ " \"obj_evolution\": float(obj_evolution),\n", " \"climate_per_year\": {int(y): float(v) for y, v in _s_evol.items()},\n", "}\n", - "with open(\"data/paper/evolution_results.json\", \"w\") as _f:\n", + "with open(\"data/evolution_results.json\", \"w\") as _f:\n", " _json.dump(evolution_results, _f)\n" ] }, @@ -3755,12 +1860,14 @@ "source": [ "### Scenario 3: Water Use and Iridium Resource constraint\n", "\n", - "Adds a maximum annual water use impact limit (300,000 units/year) and a cumulative iridium resource limit (0.125 kg) constrained on top of the climate change objective. This demonstrates how constraints affect deployment decisions.\n" + "Adds a maximum annual water use impact limit (300,000 units/year) and a cumulative iridium resource limit (1.125 kg) on top of the climate change objective. This demonstrates how constraints affect deployment decisions.\n", + "\n", + "The iridium budget is a demonstrative one: it is set to roughly 55% of the iridium the unconstrained Scenario 2 pathway would consume, so the constraint binds without shutting the green route down entirely.\n" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 43, "id": "326d873d", "metadata": {}, "outputs": [], @@ -3770,12 +1877,12 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 44, "id": "d94d4b4b", "metadata": {}, "outputs": [], "source": [ - "manager.load_inputs(\"data/paper/model_inputs_2050_paper.json\")\n", + "manager.load_inputs(\"data/2026-05-28_model_inputs_2050.json\")\n", "\n", "start_year = 2025\n", "end_year = 2051 # range is exclusive, so this covers up to 2060\n", @@ -3783,6 +1890,18 @@ "\n", "base_water_limit = 300_000\n", "\n", + "# Cumulative iridium budget, in kg. All iridium in this system sits in PEM stack\n", + "# construction, so this is effectively a cap on how much electrolysis can be built.\n", + "# The unconstrained evolution optimum (Scenario 2) consumes ~2.06 kg, so 1.125 kg\n", + "# caps the resource at ~55% of the unconstrained requirement: tight enough to bind,\n", + "# loose enough to still allow partial green methanol deployment.\n", + "#\n", + "# This was 0.125 kg before optimex 0.7.0. Installation impacts, and with them the\n", + "# stack material demand per kg of hydrogen, were under-counted by the length of the\n", + "# PEM operation window (9 steps), so the old budget bought ~9x more electrolysis\n", + "# than it actually pays for.\n", + "iridium_budget = 1.125\n", + "\n", "optimization_model_inputs_constrained = manager.override(\n", " existing_capacity=existing_capacities,\n", " vintage_improvements=vintage_improvements,\n", @@ -3792,14 +1911,14 @@ " for year in range(start_year, end_year)\n", " },\n", " cumulative_flow_limits_max={\n", - " iridium[\"code\"]: 0.125,\n", + " iridium[\"code\"]: iridium_budget,\n", " },\n", ")" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 45, "id": "4206abe8", "metadata": {}, "outputs": [ @@ -3807,9 +1926,9 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2026-05-28 07:55:28.421\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m116\u001b[0m - \u001b[1mCreating sets\u001b[0m\n", - "\u001b[32m2026-05-28 07:55:28.422\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m158\u001b[0m - \u001b[1mCreating parameters\u001b[0m\n", - "\u001b[32m2026-05-28 07:55:28.570\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m448\u001b[0m - \u001b[1mCreating variables\u001b[0m\n" + "\u001b[32m2026-08-20 19:56:35.121\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m138\u001b[0m - \u001b[1mCreating sets\u001b[0m\n", + "\u001b[32m2026-08-20 19:56:35.121\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m178\u001b[0m - \u001b[1mCreating parameters\u001b[0m\n", + "\u001b[32m2026-08-20 19:56:35.298\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m563\u001b[0m - \u001b[1mCreating variables\u001b[0m\n" ] } ], @@ -3825,7 +1944,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 46, "id": "59bb4b45", "metadata": {}, "outputs": [ @@ -3833,21 +1952,21 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2026-05-28 07:57:43.773\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1113\u001b[0m - \u001b[1mSolver [gurobi] termination: optimal\u001b[0m\n", - "\u001b[32m2026-05-28 07:58:29.584\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1127\u001b[0m - \u001b[1mObjective (scaled): 1765.32\u001b[0m\n", - "\u001b[32m2026-05-28 07:58:29.586\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1128\u001b[0m - \u001b[1mObjective (real): 2.9414e-06\u001b[0m\n" + "\u001b[32m2026-08-20 19:56:36.024\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1227\u001b[0m - \u001b[1mSolver [gurobi] termination: optimal\u001b[0m\n", + "\u001b[32m2026-08-20 19:56:36.037\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1239\u001b[0m - \u001b[1mObjective (scaled): 85.2735\u001b[0m\n", + "\u001b[32m2026-08-20 19:56:36.037\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1240\u001b[0m - \u001b[1mObjective (real): 2.26716e-06\u001b[0m\n" ] } ], "source": [ "m_constrained, obj_constrained, results_constrained = optimizer.solve_model(\n", " model_constrained, solver_name=\"gurobi\", tee=False\n", - ") # choose solver here, e.g. \"gurobi\", \"cplex\", \"glpk\", etc." + ") # any accurate LP solver works here: \"gurobi\", \"cplex\", \"highs\" (not \"glpk\", see above)" ] }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 47, "id": "ae653fd9", "metadata": {}, "outputs": [], @@ -3859,13 +1978,13 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": 48, "id": "014c462c", "metadata": {}, "outputs": [ { "data": { - "image/png": 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a96qW61qmo01d268q5ZYsU7kOndPP0JNyyyrPITs72+1tS9I6lHx9VcopKT09vdy/LyMjQ4IdgQUAAPCZBx980PRalKd58+Zy9OhRt8pKSkpy3r7jjjvk6quvLndbPTPuDu1VGDhwoPP+VVddJWeddVaZ227YsEHGjx/vVpndunUzZ8UdxowZI1u3bq12mapJkybOxwcNGlSq3KqUqXRWIoeOHTsWK7eqZSo9W+/6HlpudcpzqFOnTqlt3SlTrVu3rtygNi4uTqpq4cKFxQJKV9HR0RLsCCwAAIDPNG3a1Fy8ISoqynm7UaNG5lIed8+Ka7DieiBZv359c6lumR06dCj2WN26dc3Fm2WqWrVqlXq8umWqmJiYYs95o0wVGRlpnvdWeQ5hYWHFAs/KtG/fXnyhTZs2EsrIsQAAAABQbQQWAADAbbpwl86xXxF9XrejTNqT/ahm/g9ZRZjdk6ypEKXddTo+MDU1VeLj48VqNMHqyJEjpqvZsWIjaEsrYN+kLa2KfbN6QnWl6JooM5Tak7ZMCYiVtz05Diaw8HKD+gM/kLSlVbFv0pZWxb5JW1oV+2botaXN4vX05DjYerUHAAAB4YknnpDLLrtM5s+f7++qALCAgAosXnrpJenZs6eJlvQyePBg+fbbbyt8zccffywnnXSSGavWo0cPmTNnTo3VFwCAYLZgwQLzO7tv3z5/VwWABQRUYNGyZUuzKuSqVatk5cqVMmrUKDnvvPPMXMhlWbJkiVx++eVy/fXXy5o1a8zcxnpZv359jdcdAIBgs3fvXnPdokULf1cFgAUEVGAxduxYOfvss82iLZ06dZJ///vfZnGUZcuWlbn9M888Yxa5mTJlinTp0kWmT58uffv2leeff77G6w4AQLDR5FvHiT8ACNgF8nQJe+1+1WXXdUhUWZYuXVpqtc/Ro0eblRkrokvauy5r71jERZNr9GI1Wied3MuKdQs0tCXtaVXsm7Sn1WRkZMjx48fN7cTERH6DvIT/66HXljaL19OTegVcYKFLsGsgkZOTY3orPv/8c+natWuZ2x46dEiaNWtW7DG9r49XZMaMGTJt2rRSjycnJ5v3teIHrpn6ulNacTaBQEJb0p5Wxb5Je1rNli1bzLXmPOrJPp3Vht+g6uP/eui1pc3i9UxPTw/ewKJz586ydu1a8wF88sknMnHiRFm4cGG5wUVVTJ06tVhPh/ZY6DLxTZo0sex0s7qUvdbPijtkIKEtaU+rYt+kPa1GcxeVzrVfv359foO8hP/rodeWNovXs7LF/AI6sIiOjpYOHTqY2/369ZMVK1aYXIpXXnml1LYJCQly+PDhYo/pfX28IjExMeZSkn7YVvzAle6QVq5fIKEtaU+rYt+kPa1Eh0FFRUWZwIJ907toz9BryzAL19OTOlmv9lWI8lzzIVzpkKl58+YVe2zu3Lnl5mQAAAD3XHHFFZKdnS3vvfceTQYg8HosdIjSmDFjzNkRHe81a9YsM4f2999/b56fMGGCmfJOcyTUpEmTZPjw4WYBn3POOUc++OADM03tq6++6ue/BACAwBcREWGGCFsx/xBAzQuowEITwzR4OHjwoFlaXBfL06DijDPOcE5759pdM2TIEBN8/OMf/5D77rvPTFOrM0J1797dj38FAAAAEHwCKrB4/fXXK3xeey9Kuvjii80FAAB4j/626rhwHSVQu3ZtmhZA4OdYAACAms9v/PLLL816UhpcAIAisAAAAB7RdZ3y8vJMUKG5jQBAYAEAADymOY2OFbd1ylkAILAAAABVDix0lkYAcGAoFAAA8MjevXvNNYEFAFcEFgAAoEo9FklJSbQcACcCCwAA4BFdEC8yMpIeCwDFEFgAAACPvPjiiya4+Mtf/kLLAQjMBfIAAIA1REREmIuuaQEAih4LAAAAANVGYAEAANy2e/duGTx4sEycOJFWA1AMQ6EAAIDbdu7cKcuWLZOjR4/SagCKoccCAAC4jTUsAJSHwAIAALiNVbcBlIfAAgAAuI3AAkB5CCwAAIDbWHUbQHkILAAAgNvosQBQHgILAADgtqioKHNp1aoVrQagGKabBQAAblu7di2rbQMoE4EFAADwSHg4Ax4AlMY3AwAAAIBqI7AAAABuee+992Tw4MHy2GOP0WIASiGwAAAAbtmwYYMsW7bMOTMUALgisAAAAG5hqlkAFSGwAAAAbmFxPAAVIbAAAABu2bt3r7lmDQsAZSGwAAAAlSosLJR9+/aZ2wQWAMpCYAEAACp16NAhKSgokIiICElMTKTFAJTCAnkAAKBSqamp0rZtWxNY6AUASiKwAAAAleratavs2LFD7HY7rQWgTAyFAgAAbgsLC6O1AJSJwAIAAABAtRFYAACASt10000yePBg+f7772ktAGUixwIAAFRq9erVsmrVKsnPz6e1AJSJHgsAAOD2qtusYQGgPAQWAACgQtnZ2ZKcnGxuJyUl0VoAAj+wmDFjhgwYMEDq1q0rTZs2lfHjx8vmzZsrfM3MmTPNDBaul9jY2BqrMwAAgW7v3r3muk6dOlK/fn1/VweARQVUYLFw4UK57bbbZNmyZTJ37lwzzvPMM8+UzMzMCl8XHx8vBw8edF52795dY3UGACCYhkEx3SyAoEje/u6770r1RmjPhSaTDRs2rNzX6ZdgQkJCDdQQAIDg7bFgGBSAoAksSkpNTTXXDRs2rHC7jIwMad26tdhsNunbt688/PDD0q1bt3K3z83NNReHtLQ0c62v14vVaJ10JVQr1i3Q0Ja0p1Wxb9Ke/t7/2rZtK+3atSv1W8O+6f225jc9tNrSZvF6elKvMLv+JQFI/8hx48bJiRMnZPHixeVut3TpUtm6dav07NnTBCKPP/64LFq0SDZs2CAtW7Ys8zUPPvigTJs2rdTjW7ZsMfkdVmwL/dvq1asn4eEBNbrNcmhL2tOq2DdpT6ti36Q9rSpQ9k2bxeuZnp4unTp1MnXU9IKgDCxuueUW+fbbb01QUV6AUBbNy+jSpYtcfvnlMn36dLd7LLT79/jx45U2qL92SJ2to0mTJpbcIQMJbUl7WhX7Ju1pVeybtKdVBcq+abN4PfU4uEGDBm4FFgE5FOr222+Xr7/+2vQ8eBJUqKioKOnTp49s27at3G1iYmLMpST9sK34gTvySKxcv0BCW9KeVsW+SXtaFfsm7WlVgbJvhlm4np7UyXq1r4B2rmhQ8fnnn8v8+fPNeE9PFRYWyrp16yQxMdEndQQAIJjob2+HDh1k8ODBcvjwYX9XB4CFBVSPhU41O2vWLPniiy9MrsOhQ4fM4zomLS4uztyeMGGCtGjRwqx5oR566CE5+eSTzZei5mM89thjZrrZG264wa9/CwAAgeDYsWOyfft2c9HfWwAIisDipZdeMtcjRowo9vibb74p11xzjXOubdcuG82LuPHGG00QouPD+vXrJ0uWLJGuXbvWcO0BAAjcNSyaNWvGArMAgiewcCfPfMGCBcXuP/XUU+YCAACqHliwhgWAoMqxAAAA/lkcT1fdBoCKEFgAAIBy0WMBwF0EFgAAoNLAgh4LAJUhsAAAAOVq3Lixmd69KlO8AwgtAZW8DQAAatbzzz9PkwNwCz0WAAAAAKqNwAIAAABAtRFYAACAMumCsi1atJCLL76YFgJQKQILAABQpt27d8uBAwckJSWFFgJQKQILAABQJtawAOAJAgsAAFAm1rAA4AkCCwAAUCYCCwCeILAAAABlYigUAE8QWAAAgDLt3bvXXLdq1YoWAlApVt4GAACl5OfnS69evUyvRVJSEi0EoFIEFgAAoJSoqCj58ccfaRkAbmMoFAAAAIBqI7AAAACl2O12WgWARwgsAABAKdOmTZMWLVrII488QusAcAuBBQAAKGXXrl1y4MABsdlstA4AtxBYAACAUljDAoCnCCwAAEAprLoNwFMEFgAAoBgd/rRv3z5zm8XxALiLwAIAABSTnJwsubm5EhYWZhK4AcAdBBYAAKDMYVCJiYlmoTwAcAcrbwMAgGK0p2L48OHSuHFjWgaA2wgsAABAMf3795cFCxbQKgA8wlAoAAAAANVGYAEAAIphUTwAVUFgAQAAihk6dKg0b96c4VAAPEJgAQAAitm9e7ccPHhQ4uPjaRkAbiOwAAAATrp+hQYVKikpiZYB4DYCCwAA4LR//35zHRsby3SzADxCYAEAAEotjteqVSuzngUAuIvAAgAAOO3du9dcMwwKgKcILAAAQJk9FgAQtIHFjBkzZMCAAVK3bl1p2rSpjB8/XjZv3lzp6z7++GM56aSTzHjRHj16yJw5c2qkvgAABBqdZnb48OHSu3dvf1cFQIAJqMBi4cKFctttt8myZctk7ty5kp+fL2eeeaZkZmaW+5olS5bI5ZdfLtdff72sWbPGBCN6Wb9+fY3WHQCAQHDttdea9SvuuOMOf1cFQICJlADy3XffFbs/c+ZM03OxatUqGTZsWJmveeaZZ+Sss86SKVOmmPvTp083Qcnzzz8vL7/8co3UGwAAAAh2ARVYlJSammquGzZsWO42S5culcmTJxd7bPTo0TJ79uwK5/DWi0NaWpq5ttls5mI1Wie73W7JugUa2pL2tCr2TdqzpuhogKioKLe3Z9/0Ltoz9NrSZvF6elKvgA0s9I+88847ZejQodK9e/dytzt06JA0a9as2GN6Xx+vKJdj2rRppR5PTk6WnJwcsWJbaJClO2V4eECNbrMc2pL2tCr2TdqzJuiJNM1J1NEAy5cvl5iYmEpfw77pXbRn6LWlzeL1TE9PD/7AQnMtNE9i8eLFXi976tSpxXo59ItWp91r0qSJxMfHixV3SJ1rXOtnxR0ykNCWtKdVsW/SnjXh8OHD5uCmoKDA7elm2Te9i/YMvba0WbyeOvlRUAcWt99+u3z99deyaNEiadmyZYXbJiQkmC9KV3pfHy+PnqEp6yyNfthW/MCV7pBWrl8goS1pT6ti36Q9fW3fvn3mWoMKT35P2De9i/YMvbYMs3A9PalTeE0lXesZkOrSMjSo+Pzzz2X+/PnStm3bSl8zePBgmTdvXrHHNHlbHwcAAKUXx2MNCwBVUSOBxdlnny2tW7eW+++/X3bu3Fmt4U/vvvuuzJo1y6xloXkSesnOznZuM2HCBDOUyWHSpEkmsHniiSdk06ZN8uCDD8rKlStNgAIAAP7E4ngALB9YbNiwQS699FL573//Kx07dpRRo0aZ4MB15iV3vPTSSya5ZcSIEZKYmOi8fPjhh8W+FA8ePOi8P2TIEPNer776qvTq1Us++eQTMyNURQnfAACEcmDhbn4FANR4jkWXLl3ksccek//85z/yzTffyBtvvCHXXHON6YG44oor5LrrrpN+/fpVWo47w6l0UZ+SLr74YnMBAADuD4XS392cwpxKE091G28MeQYQ2Go0eTsiIkLGjRtnLvv375crr7zS9ELoQnXag6DTx+qKnwAAoOYNHDjQJGp26tTJ3NeAYcinZS9AW9Li8xdI7YjaPq4hACur8Vmhfv/9d3n99ddNrsSJEydMT8L5558vc+bMkZtvvtnMm82K2AAA1DwdXQAAlg4sMjIy5P333zdDoH755RdzJmTKlCkyceJEady4sdnmsssukzPOOENuvfVWAgsAACzma1krcVJ8Bd5sCZdzpbff6gQgBAMLx8rXF154oTz66KNy6qmnlrldnz59nIEGAACoOXl5eeY6Ojq6zOc1qCgZWABAjc8K9cgjj5icirfffrvcoEJpnkV1pqMFAABVozMm6gq748ePd/s170j5i80CCD01ElgcO3ZMsrKyynxOp4Z96KGHaqIaAACggqlmdWan2rXdS8B+UxJlpjSnPQHUbGAxbdo02bdvX5nPHThwwDwPAAACYw0LDSr+Ky3kGjlQAzUDEChqJLDQMyBhYWHl9ljUr1+/JqoBAADcXMOisqDiRtkvV8sh2hOA75O3dRYovSgNKu6+++5SAUROTo6sXLlShg4d6qtqAAAAD3osKgosXIOKa+WgmRUKAHweWOjsEunp6c4ei8zMTLNAniudeWLChAly7733+qoaAADAC0OhNFFbcyocQQUA1FhgoWtU6EWNHDlSXnzxRenSpYuv3g4AAFRRdna2pKSkVNhjQVABwBLrWPz444818TYAAKCKgcXVV18tR44cKTfvURO16akA4JfA4sknn5Qrr7zSLI6ntyuiORh33XWXr6oCAAAq0LBhQ7PWVEVI1Abgt8DinnvukVNOOcUEFnq7IgQWAAAAQGDzWWBhs9nKvA0AAKwlLS3NrLqtk6oAQFXVyDxxixYtkoyMjDKf09mi9HkAAOAfkydPNoHFE0884dHrvpWGPqsTgMBTI4GFzgq1cePGMp/btGmTeR4AAPhvqlmdGr5x48Zuv+ZraSSPS2uf1gtAYKmRWaH0y6o82mMRFxdXE9UAAABVXByvZFAxQ9rIWEmWr6SpV9u0sNAmP206LAePZ0tigzg59aRmEhERHjJlLtx4SDbvPiSdW9tkeNcEy9bTm2WGelsu9HI9gzKwWLZsmSxZssR5f9asWbJ48eJSK29/8cUXrG8BAICf6Mm/vXv3Vrg4XllBxXhJlltln1cDi8+W75ZJby6XfUeznI+1bFRLnrl2kFwwqHWIlflbgNSzemXSlsu9+pn7W5i9ou6Eapg2bZq5mDcJCyuz1yIqKsoEFbp43pAhQ8TKSW316tWT1NRUiY+PF6vR5Hide7xp06YSHh64Ua4V0Ja0p1Wxb9KevnL06FHnEChdz0JzLRyyC7JlyKfDzO15slrmSQNnUHG37JFcCZfTpK95fvH5C6R2dO0q10MPMC96/EcpebQQ9sf1J/eM9PhgizKt3Z58Pj969fOxwnGwz3osHnjgAXNRerCrPRgDBw701dsBAIBqDIPS6eFdg4qyErWfkNbOoMKbp7F0OIieBS/rTKf9j4Otv76+XIZ0aiIRbp5AK7TZ5K+vL6NMi7Ynn8+yCtvyzjeXy3n9kwJuWFSN5Fgw3SwAANbkGAZVWX6FJmqf74OgQum4ddehNWUdbB04niWJN33ktfekTGu3Z6h/PnuPZpn/FyO6JUogqZHAQhUWFsry5ctl3759JreipAkTJtRUVQAAwB90GO3VV18tbdu2rbBNxvooqFCaDAuguAMpx8WeX7foTnikhEWU36MYUoHF6tWr5YILLjBnRcrKtdAcDAILAABq3sknn2wulblD9vlsjnqdYccd34/7Xoa1OCxhddpKdJ9nJCyqTrnbLthwUEY++D1l+qE9h3euxecTVf22bLxnuuQW/vn5SIRYXo0EFrfccotJ+njrrbeka9eurOwJAECA8eVIb522U2fD2X80q8xx52Filxa1UmVInUViT3dvzhnK9GN7ZnTm86nhfdMqaiQjZMOGDfKf//xHhg8fLk2aNDFBRskLAACoeQcPHpS8vDy/Nr0mqOoUm+UdZKlH+38jEeF2j8ssKoMyrdaefD6DvLpvhlRg0alTJzNVFQAAsBadsVFng9Jhy55aJt6bgv2Uk5pKVBkz4LSokyXvDZsl41tt8LhMna5Tp+1s0aiW78uslUqZHrZnjX4+IVBmyAyFeuqpp2TSpEnSq1cvOemkk2riLQEAQCXy8/PlwIEDJv8xMdGz2Wd+lnrygLTzWhs/9+3vkl9ok/7tGsmjV/eXQyeyJaGuyMDkGyU88/cql6sHcDptp2PFZG+XqQm2OhZeh61U5wyzo0xdhfng0RPSZK/3yvRFPb1Vpi8/H23LbfuSpWPzupbejxZ6sZ4hEVjcfvvtcujQIenevbs0b95c6tevXyp5+9dff62JqgAAgD9oUKFTwuuCtbqOhSdBxX3SXgZJqvwsDardnhnZ+fLCd5vM7b+d30NGdi8Kcuz5GZL7k73MIVKe0GE3jmk7vV2mztqjCbbeGAtfVGaCSEFdyVvszTJ9UU/vlem7zydBeiZGS6N6sRbfjxK8Ws+gDyz69etnggcAAGC9NSySkpLMYraeBBWDJVXuk11ylhcCi9fnb5XjmXnSIaGujB9Q8XoaAEI8sJg5c2ZNvA0AAKjCqtsaWHgaVEyXHVJQKvXUc/kFNnny66Lx5PeM6x5wKw0D+BP/ewEACPHAorJVtx2J2q5BRZSXBmx8uGSn7EnJlKb1YmXCsPZeKRNAkK+8feLECfnkk09ky5YtZa68/eyzz9ZUVQAAgMtQKHcCC03UHuLloEKTxh/9Yr25PensrhIXU2OHJQB8oEb+B2/dulWGDBkiubm5kpmZadayOHbsmBQUFEiDBg3MOhYEFgAA1KzBgwdLenq6WytvD/JyUKG+X7tf1u05LrVjIuWWMytfVA2AtdXIUKjJkyfLoEGD5PDhw+bsxJw5cyQ7O1veffddqVu3rnz88cc1UQ0AAODiqquukrffflvOPffcStvln7LLq0GFcvRW3HR6J2lQJ4bPBghwNdJj8csvv8jrr78uMTFFXxq6wmdERIRcccUVkpKSInfccYf8/PPPNVEVAABQBd4OKlZsS5EfNxySyIgwufOcrnwmQBCokR4LHQIVHx9vprJr2LChmTfbQde2WLt2rdtlLVq0SMaOHWvWw9ApbGfPnl3h9gsWLDDblbzouhoAAITy4ng7d+40J/v84dEv1pnry4e2k1ZN6vilDgACMLDo1KmT7N6929zu06ePvPjii2ZMpw6HeuWVV0yQ4C7N0dAVvF944QWP6rB582Y5ePCg89K0aVOP/w4AAILFtm3bpF27dpKQkFDlMjZJraq998E0+XR50XHBlHHdq/z+AEJwKNRll11meiWuvvpqmT59uowePdokbWvPgeZcvPXWW26XNWbMGHPxlAYSJVf8BgAg1KeabdmyZZVev1FqyxTpUKXXPvHVBrHbRc7u01J6tK7+AnsAQiiw0ORtB515Yv369fLtt9+aaWdHjRplhkP5Wu/evc2QLH2vBx98UIYOHVrutrqdXhzS0tLMtc1mMxer0TppgGbFugUa2pL2tCr2TdrT23bt2uUMLMr7/SjvcQ0qJklHaSs5skHqePQbefhEtry5YKu5fc+4rhW+prLl96ryu+ftMt1ZItCTMnXbcDfyWfxdz0D4fBzfm+5sF6z19AZP3tcvE0brCp833XRTjbxXYmKivPzyy9K/f38TLLz22msyYsQIWb58ufTt27fM18yYMUOmTZtW6vHk5OQy1+DwN/3AU1NTzU6peSygLa2CfZO2tCr2zaIhwkqngD9y5EiZ7ZRTmFNuUNFOcuTfsk3GSW/nb2RmVGalbf/I11skN98mfVrXk5MahZX73pGRkdIwPkZsdpvYSxzYhOljdrtz6np3ebvMisqrapn6O96oXqxXy/RFPQPh89H/53rc1qheaNbTWzR9wVKBhSZcV2bYsGE+ee/OnTubi4Oup7F9+3Z56qmn5J133inzNVOnTi3Wy6I9FhoM6ZevJqFbje6QOqxM60dgQVtaCfsmbWlV7JsiR48eNW2hv5Hl5R1mF2SXG1Q8KVuKJWrqb1Dt6NoVtntGTr68tXifuX3fhb2lWbNmFW4fVpgl4WHhYi9x0iwsLNz87umEMJ7ydpnllVfVMs2+afNumb6oZyB8PtqWx48fN68N1Xp6Q2xsrLUCC+0hcORTOOh9V4WFhVJTBg4cKIsXLy73eZ0W1zE1ris9aLfqgbu2p5XrF0hoS9rTqtg3aU9frLrdunXrcn87XB/XRO17pYMzqKgtNsl2CS3c+Q1648dtciIzTzomxsv5A8t/Xwd7JYcGVfnN83aZlZVXlTLFVvnAJSvUMxA+n5LHm94oM5Dq6Q2evG+NBBZr1qwp9ZhGZt9//718+umnZmaomqSJ5DpECgCAUOUILFq1auXW9pqo3d4lqPBUfoFNnvxqo7l9z9huEhHBiTAg2NRIYKHTw5bXk1GrVi0TWIwcOdKtsjIyMswUeQ46B7cGCto9pF+OOoxp//79ZiVR9fTTT0vbtm2lW7duZvya5ljMnz9f/ve//3nprwMAIPBMmDDB/J62b9/ere3bViOoUB8u2Sl7j2ZK03qxMmG4e+8JILD4JXnbleY8PPbYY25vv3LlymJBiCMXYuLEiTJz5kyzRoVjCj2lC//cfffdJtjQIKZnz57yww8/uB3IAAAQjP75z396tP0M2VbloEKHQj/6xXpze9LZXSU22u+HHwB8wO//s3XlbE+SUbSXo6IpuTS4cHXvvfeaCwAAqLqqBhXqu7X7Zd2e41InNlJuOfPPCVUABJcaCSzGjRtX6jHtSdCp7rR34dFHH62JagAAABFJSUkxU0i2aNFCoqOjfd4mjt6Km07vLA3qlJ4cBUBwqJHMKZ2uVb/AXC+a/X766afLnDlzzFAlAABQM959911p166dXH311dUqZ69UHpT8sjVZFmw4JJERYXLnOV2r9X4ArK1GeiwWLFjgXNjDn/PwAgAAceYi6hpNVbVHYuRu6eR2b8UVp7STpMYVr3MBILD5vMdi7ty5MmbMGLOwnC7AowvoaBL1WWedJZ9//rmv3x4AAJQTWLg71Wyp10uM3C6dpbZUPJn/1oNp8tkvu83tKeO68zkAQc6nPRaaNP34449LgwYNZPTo0c4vMP1C014MDTquueYaef31180CebfeemuNr2kBAECo8XQNi7KCijpSKI/JVrlYepa77RNfrRedb+Wcvi2le6sG1aozYDVhddq69Zi/ywyKwOKDDz6QJ554Qu6//36ZMmWK1K5dvPszKyvLBB0PPfSQdOzYURYtWiQLFy4ksAAAwKJDoVyDiudks9SqYKaowyeyZeaConWn7j2P3gr4l7cP2O1hERLV5+lynwuzSJlBE1g8//zzcsMNN8iDDz5Y5vM6HEqDDl1f4u9//7v5cvvpp598VR0AACAiubm5cujQIY97LDRR+x7p5AwqGkmBZFcwovq5b3+X3HybDOrYWE7t0oy2R1AFAdkFYfLIt/Nl//ETxR5v0aC+/N+Y0VI70hpl1jSfVfG3336TBx54oNLtLrroIrMati5817hxY19VBwAAiJgTeio2Ntaj311N1K7rElRUJD07X174fpO5fe95PczELUAwBQG6otrirdtk08GiIN3hpMQEuXfM6CrU0jdl1jSfxj4VLWTnSodJEVQAAOB7cXFxZqRATk6ORwf8td0MKtRr87bIicw86ZQYL+f1r/rMUwi93oVACQJQw4FFjx495NNPP5Uzzzyzwu0+/vhj6dmz/MQvAADgPYmJifKvf/3L49c9IVvdCiryC2zy5NcbzO17xnWXiIgaWTILbijvgL+qgYBP8gwIAgKazwILneFpwoQJ0rJlS7MAnuZUuMrOzjbJ3W+88Ya8/fbbvqoGAADwgoZuBBXqg593yr6jWdKsXqxcPawdbR8AQUBVA4FgyAmAd/nsI7/yyitl2bJlJs/imWeekZEjR5aablYXzLvtttvkiiuu8FU1AACAi61bt0pERIQ58RcdXfnK2Z4OgX70i3Xm9qRzukpsNEeWVRIeWWNBQHUCAXoXUJJP/8c/99xzcsYZZ8jTTz8tX3/9tZmJQsXExMjQoUNl0qRJMnbsWF9WAQAAuNDf3m+//dZMnHL99de7nStZ1gxQByS62Lbfrtkv6/eekDqxkXLLmZ1p9yrKyhd59LuaCQIUuQbwFp+fShg3bpy56AJ4KSkp5jFN1NazJQAAwLqrbucU5jhvnyu9K93W0VvxlzM6S/3aMdWua6giCECgqrE+Sg0kmjVjHmsAAKyw6rani+NVZtX247Jw42GJjAiTO8/p6tWyAQQGBj8CABDkPRQ6YqCw0CY/b9wjaWlp5vEjR5IlKyvLjCIor/ciNiLWeXvDwq5iKwyXiKgCaddnh4RHFsquX9tIYttsKcipLdPXbTbbXXlKO2nZqHYN/XUArITAAgCAIA4qOnfubNasKGn48GHOhfI2b95cZnDhus5FYX6khEfYpF2fXRIeaZctPw2VgrROsn1v0ZCn3VI03Ll324aWXifBF2V6ewYnIFARWAAAEKS0p6KsoMKVPq/bVZZzoT0V7fsV9VRs+WmwFKR2L3O7yTNXSKvGdeSCQa2lunyyToKXy/TFNK5AoCKwAAAgSOnwJ29t177fdgmPtMm2XzqYnooiZR8y3/nmcrPidnUXx/PFOgneLtMX07gCgYpdHQCAILVm11G3tjvzX/+TOok7Sj2uU8geyZ7wx+0wKciLFLFpsBBd4YxGe49myU+bDsuIbonVqL1v1knwdpnM4AT8icACAIAgtfPAMbe2O5GZJyeOZpXzbN0qvff+Y1li+2MdjEKbTaKYZh4IegQWAAAEmVlf/Sj/fvxZ2fjzHLe279lepM1JIk3j68rEIYMl7o8VuXMKc+W6+Tea21uXdxS79lYU1hbJ7VBpme8t+0nmb13sHA5EYAEEPwILAACCwMHk4/J/M16UT9+fKVmHtnn02v3pOyR5T6YZDtS77TlSJ7ZomtnsgmyptSbZ3A6LTBR7YYRIeKZIXpKIPbqcHAu7hEfky5r9W2XtAVZ1BkIJgQUAANVcI6I8Fa0RUVmZmlCtORIpabnSOD5G+rRpZJKhS5a5anuKvPrDFnnr9Vcld8VbRQ+GR0irXsPlwrGj5amH/q/S93SZVbZyum3MTpGczn9kGLi+uGjoU3z9Q56VCSAoEFgAAODlNSIcKlojojplLvp5uTzz9mxZtidXtkd0LHqi+UCJabxITj/3AnnsH5OkS/skU95Ljz5Q8ZSzERESHhsnHok6JmHhv0t4YWspzP1zMbyYaJvE1d0vcXHpnpUHICgQWAAA4Oc1Ijwtc+DAASKFeSIN2kj06Gly4aDWctMZnWR411uKLWqn76uBTckekLpxEfLWsh9k99GjJqiIiI8XT4RHFEq7gb9IbO2Fkn0iQRqFt5MHhtwpj/3vE9l8iKACCFUEFgAAVEKnXc0pzDE5Bw6pual+W3dCg4qo+s3lrPMvkv8+fqE0a/Bnr0FJGlw4ApsBA4oey8jJkc/3bZKoCM8PA0xQ0W+7xNXJlh1r2knHgdukVb04ObVLM3l8rsfFAQgiBBYAAFRCg4ohnw4r9ljWzky32u3JJ5+UZs2ayW233Sbt2rUzj/30008ye/bsUtv+tmWXW2VectsD8v6z90t4ePUWoKtOULF9VQfJyShK8gYARWABAIAPvffee+Z6/PjxzsBizZo1JuCoqh69+5iM6/zCwhqbxjUs3CZt++x0BhVZqbVNoAEADgQWAAB4YMPCrmIrDBd7iq5q/Xul20+YMEESEhKkZcuWzsf69esn9957b6lt127aKf/78uNKy/x23RrJmy01uj5E2z47JK5OjjOoAICSCCwAAPBAYX6k2HQ9h3z3fkInTZokffv2LfbY0KFDzaWkFStWuhVYbE7eITFb68q9Y0ZLTSnqqehIUAGgXDU7OBMAAJRL16lwhz/WiNixpj1BBYAKEVgAAFAVujp1JYGArjmhC9q5S7fV11SoKutOeEF2Wq0af08AgYWhUAAAVEHDzrnS7Olusv+bbEn7bpvEJsXKvE/mSWxkbJVX3nasO/HIR0vlxe9+lwHtG8vZfZvL+78skaPZR0xPRVXWnQCAmkBgAQCAhxq2OCpJ3fbI0b0tJG3fXvNYna7x0qdvH4mLrF5vggYXh2W7SINsueSc/nLzmR1kUepOST/oh/FPlQgLc3PdDQAhgaFQAAB4oEHisT+Cisay7/eWIkd1diiRuLbeGyq0akdRmf3aNbLsZ6NBRVL3Pf6uBgALCbjAYtGiRTJ27Fhp3ry5hIWFlbnAUEkLFiwwM3LExMRIhw4dZObMmTVSVwBA8GnZdd+fQYVdRMy0syK1vBRYHE3PkV3JGeZ2n7YNxapBReteuyS+SZq/qwLAQgIusMjMzJRevXrJCy+84Nb2O3fulHPOOUdGjhwpa9eulTvvvFNuuOEG+f77731eVwBA8Dm6r1FRUCFhIulpIvn5EhYVJrEtvLMK9Zqdx8x1+2Z1pX7tGLFyULH71zb+rg4ACwm4HIsxY8aYi7tefvlladu2rTzxxBPmfpcuXWTx4sXy1FNPyejRNTf/NwAgOBzY3LwoqFApKeYqrlUtCYsM9+owqL4WHAblGlTsWtNWMo7X8XeVAFhIwAUWnlq6dKmcfvrpxR7TgEJ7LsqTm5trLg5paUVdvTabzVysRutkt9stWbdAQ1vSnlbFvunf9iy+nUsSdcOGEtavrzTsc9RrvxOrdhQFK33bNnSrLF989zvKdC1bg4pWvfY6g4q0lHoSHlHocZm+qGcwlWn2TS+X6cl7W7k8T8t0/D/3ZpmevHcg1NMdnrxv0AcWhw4dkmbNmhV7TO9rsJCdnS1xcaVn75gxY4ZMmzat1OPJycmSk5MjVqMfeGpqqtkpw8MDbnSbpdCWtKdVsW/6tz1zCsv57q/fQMIa9ZbGp//m/J2IjajekKgVW5PNddsG4XLs2DGJqV27zIDFcTCi2xQUFLhdfmRkpNtluv7dmqgd3yTdGVSUZLfb/FZPf5VZUXlVLVP3x9g6dbxapi/qGQifj75Gj9tiymnPYK+nt6Snp7u9bdAHFlUxdepUmTx5svO+BiFJSUnSpEkTibfg3OG6w2kiu9aPwIK2tBL2TdoyWPbN7IJst8rV8qoz3eyJzDzZlZJlbo/q004a1o2VrLw8U8eS9dT7+jc0bOh5gre7Zbr+3UU9Fe3KDCpUWFi43+rpzzLLK6+qZeq+mZWf79UyfVHPQPh8tC2PHz8u4WFhIVtPb6h00c5QCiwSEhLk8OHDxR7T+xoglNVboXT2KL2UVN5/SCvQHc7K9QsktCXtaVXsm/5rzzK30R7swweldufoYttV53v4193HzXWbJnWkST33Zpnyxfe+o0zXsjVRu7ygwpMyvSlYywwLkHrWdHlVKVP/n3u7zGCqpzs8ed+gPwodPHiwzJs3r9hjc+fONY8DAFBlhw6KzP9BCr5d4LVGXL3Tuonb6Uet12MPwFoCLrDIyMgw08bqxTGdrN7es2ePcxjThAkTnNvffPPNsmPHDrn33ntl06ZN8uKLL8pHH30kd911l9/+BgBA4IvO2meuIxLre63MVdutvzAeAARNYLFy5Urp06ePuSjNhdDb999/v7l/8OBBZ5ChdKrZb775xvRS6PoXOu3sa6+9xlSzAIAqi2+cKtHZB8ztzPBW3u+xsOjCeKW5M38RgFARcDkWI0aMqHBKrrJW1dbXrFmzxsc1AwCEgrqN0qRVz12y4cU/EpsbN9HTWtUuNz07X7YcTLPsUKjS7NK8c1FwBQAB2WMBAIA/6QJxx7fGiC0zXzMuRRo08Eq5a3cdEz1v1rJRLWlar+ozS9UMu7Tssk8atSzqYQEARWABAIAH0pLjZd9Pf0y/2KCBhEV6p/PfsTCe9fMr/ggqklJk38aW/q4MAAshsAAAwAN717cSSTlWdKdRY6+13eodRWX2bdsoIIKKvRtayfGDgZILAqAmBFyOBQAA/mS3h4t0Okmkfn2R2nW8Vu6qHVafEap4UHFsfyMJjyj0d6UAWAiBBQAAnqpTR6ROhz/uVP/gOjMnXzbtT7V04rYmamtOhSOoAICSGAoFAICf6YrbNrtdEhvESWID91bcrmkEFQAqQ2ABAIAH7CkpIut+FUk+Yu7HxWdVu/1W/zEMysr5FZqoTU8FgIoQWAAA4Ik9e0VW/iLy+0apVS9T2vXZHgL5FUKiNoBKEVgAAOABe0pREBDVsq6077dNsjPivLfitoUDCwCoDIEFAACe0KFQIpJ0arYJKnauaVet9svOLZANe09YvscCACrDrFAAALgp/0S+SFaWSJhmMzeSHavaV7vt1u05LoU2uzSJj5UWDa2ZuF2epm0O+7sKACyEHgsAANyUvbMoUTuqWS3ZtaGT2AojvJpfERamEUtgaNbukCR0ILAA8CcCCwAA3JS1K9Nc59dO8EpQUSy/wsIzQpUVVCR2PCiHtjXzd1UAWAiBBQAAbsremV10o2ETr7WZs8eifaOACioObk2UI7sILAD8iRwLAADc1Pr2trLu01PEHlPXK22Wm18o6/cUJW73bdswoIKKwzsSJDyi+quOAwgeBBYAALgpPDpcwpo0EbuXhkGt33Nc8gtt0rBOjLRuUsfyidqaU+EIKgCgJIZCAQDgJ6t3HnP2Vlg9cZugAkBl6LEAAMANxxYdlczN6WKPbiySkOR8PDout8rtt2pHSsCsX6GJ2vRUAKgIPRYAALghbfUJOTovxblAnoqplSPt+m2vcvut3vFHj0UABBYkagOoDIEFAABuyNpRtIaFNG7sDCraD9gmtoKq5VvkF9jktz3HAqbHAgAqQ2ABAEAljh8/LnlH/hjy1KhRsaBiexVX396474Tk5tukXq0oadfMO7NMAYA/kWMBAEAlfl37q7mObhot4Q1E2vUrCiq2reggtsLwaq1foQvjWT1xuzwNEot6XABA0WMBAEAl1q5Za67j2tQ2ORWOoKIgL6rKbbfaEVgE6DCohi2OSsuu+/xdDQAWQmABAEAl1qxeY65rtavllaCi2IrbARhYaFCR1G2PHN0XeHUH4DsEFgAAVCIluWgmqLi2tUxORXWDioJCm/y627GGRaPADCr2NpYDm5v7uzoALITAAgCASnzz/TfS/bXeUqdLXSnMr3564qb9qZKdVyh1YiOlY2J8QAYV+35vKSKBmRsCwDdI3gYAwJ0fzDre+8l0DIPq07aRhIeHBUyituZUEFQAKA89FgAA1LDVAZhfQVABoDL0WAAAUIG//vWvsmHjBkkfnCZ1e5QethQRVVCtqWYDhSZqM/wJQEXosQAAoALz58+XH+f/KPYCW6nnIqPzpX2/7R61X2GhTdbuCrwVt4sStQNj2BYA/yCwAACgHJmZmbJp0yZzO65t7VJBRYcB2yQ8stCj9ttyME0ycwukVkykdG4eOInbBBUAKkNgAQBAOX799Vex2WyS2DxRoupHlRlU7FjV3qP2W72zaBhU7zYNJSKCn2EAwYNvNAAAyrFq1Spz3btP72I5FY6gYvuKDpKXHeNR+63a7sivaBjw7V63UZq/qwDAQggsAAAox+rVq811n759nI9pToUjqMjNivW47Rw9FoGUX1GW+Map0rrXLn9XA4CFEFgAAOBBj0V1ggqbzS6rd/6x4nYABxYaVLTps1PSkgMpRwSArxFYAABQBs2taNGihTRo0KBYj4XmVFQlqFDbD6dLena+xEZFSNeW9QM+qNi7vpW/qwPAQgIysHjhhRekTZs2EhsbK4MGDZJffvml3G1nzpwpYWFhxS76OgAAKhIeHi7ffvutHD16VJo316lWi3iaU+Fq1Y4Uc92zdQOJDMDEbdegYvevbcRuD7y/AYDvBNw3wocffiiTJ0+WBx54wIx97dWrl4wePVqOHDlS7mvi4+Pl4MGDzsvu3btrtM4AgMDlOCnlDat3BN76Fa6J2gQVAIIqsHjyySflxhtvlGuvvVa6du0qL7/8stSqVUveeOONcl+jPwgJCQnOS7NmzWq0zgCAwJOTk+P1Mp0rbgdgYKGJ2vRUAKhIpASQvLw8k0g3derUYl3Vp59+uixdurTc12VkZEjr1q3NeNm+ffvKww8/LN26dSt3+9zcXHNxSEsrmk5PX68Xq9E62e12S9Yt0NCWtKdVsW/WfHsOHjxYjh8/LrNmzZJe/XuVu11Y+J9lVPQ7oe/nmBGqT5sGXvvO9sV3v6NM17KrG1T4sp7BVKbZN71cpifvbeXyPC3T8f/cm2V68t6BUE93ePK+ARVYpKSkSGFhYakeB73vWBm1pM6dO5vejJ49e0pqaqo8/vjjMmTIENmwYYO0bNmyzNfMmDFDpk2bVurx5ORkn5zB8sYHrn+b7pQaaIG2tAr2TdoyUPdN/a5fv369FBQUSFRUlPn+L0t4RKG07bPDeV+3i40oO49vd0qWnMjMk+jIMGkSk1/hEF6HyMhIialdu8yAxXEwcuzYMVNPd3lSZk7hn795mqhdUVBht9v8Vk9/lVlReVUtU/fH2Dp1vFqmL+oZCJ+Pvkb/L8eU057BXk9vSU9PD87Aoir0jJNeHDSo6NKli7zyyisyffr0Ml+jPSKax+HaY5GUlCRNmjQx+RpWozucDvfS+hFY0JZWwr5JW1pVZfvmypUrzQ94o0aNTE+36wG2a1DRrt92iauT7XxMy4uLjCvzPRftKMrv69GqobRsnuB2XbPy8kwdS9ZT7+vf0LCh5wvtuVtmdsGff1tlPRVhYeF+q6c/yyyvvKqWqftmVn6+V8v0RT0D4fPRttRex/CwsJCtpzd4MulRQAUWjRs3loiICDl8+HCxx/W+5k64Q8889enTR7Zt21buNjExMeZSUnn/Ia1Adzgr1y+Q0Ja0p1Wxb9Zce65Zs8Zca1ChvzvhJQ6qXYOKHWvaS8eBRb8pFX0Pr9n5Z+K2N7+rffG97ygzUOoZbGWGBUg9a7q8qpTpzsQLoVxPd3jyvgF1FBodHS39+vWTefPmFYvy9L5rr0RFdCjVunXrJDEx0Yc1BQAEw4rb+ptTVk6FI6jYvqqDZKfVcq/MnYGbuF2euPgsf1cBgIUEVI+F0iFKEydOlP79+8vAgQPl6aeflszMTDNLlJowYYJZ0EjzJNRDDz0kJ598snTo0EFOnDghjz32mJlu9oYbbvDzXwIAsPqK29pjUZLmVMTVyTFBRVZqbdN7URkdH+2YESoQp5otS616mdKuz3Z/VwOAhQRcYHHppZea5Lj7779fDh06JL1795bvvvvOmdC9Z8+eYl02OmZNp6fVbXX1VD37tGTJEjNVLQAAZc1AqD3b5fVYFPVUdDRBhbv2pmTK0fRciYwIk+5Jgbnidsmgon2/bZKdESd1GtBrASBAAwt1++23m0tZFixYUOz+U089ZS4AALhDe8Gvu+462bx5s7Rt27bU85pT4UlQoRy9Fd2TGkhsdED+9JYZVOxc01Z6jFrv7yoBsIjA/nYDAMDLtHf7pZdeKvd5d3MqysyvaNsoaIKKHava+7s6ACwmoJK3AQAIRM78ivaNAjpR2zWosBVG+LtKACyGwAIAABe6gGp29p/rN1SXa+J237b+mYfeGzRRm6ACQEUILAAA+IMuiqezDtatW9fMIOiOsLDSKxm7OnAsS46k5khEeJj0ah24gQVBBYDKEFgAAPCH33//XXJycqR27dqSlJTkVlCR1H1Phdus/mNhvC4t6klcTOCmNu5c047hTwAqRGABAECJ9Sv69OlT6WqzGlS07rVL4pukVbjdqh0pQbF+hd3GIQOAivEtAQCAGytulxdU7P61TYXbrt5xLOhW3AaAsgRunywAADW44rZrUNGq114TVOxa01YyjtepuMwgW3HbVXRcrr+rAMBC6LEAAEBECgsLZe3atZX2WGhOhSOoSEupV2HbHTqeJQeOZ0lYmAR04nZZYmrlSLt+2/1dDQAWQmABAICIWWk7KyvLJG537Nix3DZxN6hwTdw+qXk9qRMXFVRBRfsB28RWwFoWAP7EUCgAAESkYcOG8vjjj0tGRoZERJR/wKw5Fe4EFcVW3A6iYVCuQcX2Ve2k2/CN/q4SAIsgsAAAQEQSEhLk7rvvrrQt0o/Gu91eq7YHV36Fa1CxbUUHsRUy8AHAn/hGAADAR/5ccbtRUCRquwYVBXnBM7QLgHcQWAAAQp7NZpP3339fNm3aJHa73SvtkZyaI3uPZprbfdoGfuK2JmoTVACoCEOhAAAhb9u2bXLFFVdIXFycpKWlSWSkJz+P9grzKzomxkt8reiAb2OCCgCVoccCABDyHOtX9OrVy+OgonnnAxUGFsGSX7F9VXuGPwGoEIEFACDkOVbcrmhhvNLs0rLLPmnUsiiAKC9xOxjyK1RhPoMcAFSMwAIAEPIcPRYVLYxXZlCRlCL7NrYMiR4LAKgMgQUAIKRpsrajx8K9wOLPoGLvhlZy/GDpxOxj6bmy80hG0CRulyciqsDfVQBgIQQWAICQtmPHDklNTZWYmBjp2rVrpdtrToUjqDi2v+zeiDW7inor2jWrKw3qxEgwiozOl/b9tvu7GgAshMACABDSHL0VPXv2lKioytdm0JyKioKK4utXNAzaoKLDgG0SHlno76oAsBAysQAAIW3UqFEye/ZsCQ9371yb5lRUFFSo1TuCN7/CNajYsaq9nDR0s7+rBMAiCCwAACGtUaNGct5557m9fVk5FeX2WARZYOEaVGxf0UHyc1l9G8CfGAoFAIAXpWbmybZD6UE11awjUds1qMjNivV3lQBYDIEFACBkHTx4UKZNmybfffed18p0JG63alxbGscHz8G3JmoTVACoCEOhAAAha+nSpfLggw9Knz595KyzzvJKmat3HAvK/IqioKIjPRUAykWPBQAgZK1Zs6YKK24X17TN4ZDIr9BEbYY/AagIgQUAIGR5vuJ2cc3aHZKEDodDYsXtvOzgXI8DgPcQWAAAJNRX3K5Kj4UGFYkdD8qhbc2cj6Vn58vmA6lBl7gNAO4gsAAAhGzidnJyskRERJjF8aoSVBzcmihHdv0ZWKzbfULsdpEWDWtJs/pxEuzCwm3+rgIACyF5GwAQktatW2euu3btKnFxcR7lVOjwJw0qDu9IkPCIP1efXrPzuF97K7QXJqcwR7ILssvdplZkLa+8l/7dbfvs8EpZAIIDgQUAICStX7++SvkVrkFFSWv/CCz6tfdPYKFBxZBPh1W4TYd67eWNETOrHVS067dd4uqUH8AACD0EFgCAkDRp0iSZMGGCREV5tnq05lSUFVSoNTuPBX1+hWtQsWNNe+k4cJu/qwTAIggsAAAhKTIyUrp16ybh4Z6lG7rmVLiyFUTKpv3plpkRKi8nQmwFEbJjTTspzI+U8AibdBu+0WtBxfZVHSQnI3gWAARQfQQWAAB4QXZqI7HZ7dKsXqwkNvB/4rYGOttWdJSCvKIeGbvtz1yQqiZqt+2z0xlUZKXWLpZfAgAEFgFqz549kpKSIoWFNrMY0+6DKdI6sbE5SxYRES6NGzeWVq1aVbnMNbuOSkparjSOj5E+baxTpq/rGEptWRNlhlJ70paBVeYH3yyQ77/5QgadPFRunnBRlct0sNvD5PieDuZ2myZ1xGazS0REmPjT9lXtnUGFN2iidlydHGdQAQBBEVi88MIL8thjj8mhQ4ekV69e8txzz8nAgQPL3f7jjz+Wf/7zn7Jr1y7p2LGjPPLII3L22WdLoNIfx86dO0tOTk6528TGxsrmzZvd/pEMhDIDoY6UGZrtGQh1pMyy23PDysXyxvOPVKk9Hex5jWTjnKslP7uuub98W4q0ue0TeebaQXLBoNbiLzr8yZuKeio6ElQACJ51LD788EOZPHmyPPDAA2ZhIw0sRo8eLUeOHClz+yVLlsjll18u119/vaxZs0bGjx9vLo7ZQAKRnnGr6GBD6fO6XTCVGQh1pMzQbM9AqCNler89jfyGYs/qIvnZdYo9vP9ollz0+I/y2fLdEiw0UZueCgBB1WPx5JNPyo033ijXXnutuf/yyy/LN998I2+88Yb87W9/K7X9M888I2eddZZMmTLF3J8+fbrMnTtXnn/+efPaQHFk/5+zbiQf2uPWa7S7P5jKDIQ6UmZotmcg1JEyvdOedTJs0rAwR2yF4WYhvLT8VlKUZVB82JP9j0fufHO5nNc/yQy1cuczKqlpi6LhVZ5yradDuNjM41KvauXFHQ+XmMLi08tWp8yK/u6q/u01XWZVP5+Kymyc2M7rZfqinlYps6LybDabRMY19GqZVqqnFQVUYJGXlyerVq2SqVOnOh/T2TxOP/10Wbp0aZmv0ce1h8OV9nDMnj273PfJzc01F4fU1FRzfeLECfPh+8OmU0Y5b8+NbOzWa4adc6lEx9WSJl2HSULfs8xjuelHZcsXT5jbhelFs5eo/MJ8j8pUDdr3k5aDLywqKz9XNn44rdplqrotOkubkROd93975U6x2QqrXJ5DrUYtpf2YWyVz1Upzf9faTyQr+4RbZY665C8Sbssr87noOg2kZdJI5/2taz9xq8zLn14gWVumSeaRXWU+b8/Klvb9rjS3UzKOul1mQpuDsmfRLEndU7pXzvH5tO9/pRzLKtqvK3PJo99Ki04Hze39y2fLsa2/lFmmqtvhz/20ss+o2yX3SWy9pub+4V/nypF1P5ZZpqefe7szbpTazdqax45uXioHVnxV7TJVq1OvkHqtu5vbJ3b9KnsXf+gsszr7ZvOB46RRp5PN7eQfv5L9m/5X7TJVs56nSdOep5n9PTfruOxZ/2W1y1Ra13oRzc3tgrxs2bLqPbfKvPTx/8nRZUUnhMpSK6qRJHQYbm4np6d4tL9veP9+sRUWlHpeP59a8QnS4qTRHv8fKslmt8nWo+dJx9350vKPx9IjYuV4rfIXm9PgYu/RLPl25XY5pXMTt77fS4pe85tk5eVJi9q1paBB/WLP6WNpaWlS4NITowvjFWYVyr//pW2YXLrAH0WefLyNeZ07ZVZaXhXKdOfvrsrf7o8yKyqvqmV2X7VWsvLzvVqmL+pZlbb0RZmVfeYt5y2QPJvN0vtRVetZU/S9HQtwVsoeQPbv369/kX3JkiXFHp8yZYp94MCBZb4mKirKPmvWrGKPvfDCC/amTZuW+z4PPPCAeR/LXpp19+52gVJmINSRMkOzPQOhjpTp/fZMGmSXi96s/KLbuVsmF9qAfYB9QKzZBnv37q30WD2geixqivaIuPZyaC/FsWPHpFGjRhIW5t9ZPsqLJJOSkmTv3r0SHx/v7+oENNqS9rQq9s1Abs8LJJixb9KeVhUo+2aaxeupPRXp6enSvHlRb3VFAiqw0KkAIyIi5PDhw8Ue1/sJCWWvgqqPe7K9iomJMRdX9euX7jq0Gt0ZrbhDBiLakva0KvZN2tOq2DdpT6sKlH0z3sL1rFevXvDNChUdHS39+vWTefPmFetN0PuDBw8u8zX6uOv2SpO3y9seAAAAgOcCqsdC6RCliRMnSv/+/c3aFU8//bRkZmY6Z4maMGGCtGjRQmbMmGHuT5o0SYYPHy5PPPGEnHPOOfLBBx/IypUr5dVXX/XzXwIAAAAEj4ALLC699FJJTk6W+++/3yyQ17t3b/nuu++kWbNmzkWldKYohyFDhsisWbPkH//4h9x3331mgTydEap796LZXYKBDtvSdT1KDt8Cbelv7Ju0pVWxb9KWVsW+GXptGRMg9XRHmGZw+7sSAAAAAAJbQOVYAAAAALAmAgsAAAAA1UZgAQAAAKDaCCwAAAAAVBuBBQAAAIBqI7BAyNDFFAEENyY6hJXxO4RgR2ARID+O/FhWXUpKirnW9U0KCwur+clAF6TMy8uT48ePm8bghxJWsXPnTvn4448lNTXV31UJePwGeRe/Q6H3G2QP0eM4AgsL2rx5s1ko5ZprrpHXXntNNm3aJGFhYZb9z2NlW7ZskXbt2slNN91k7kdERBBcVMPGjRvlkksukREjRsjo0aNl2bJlxRakhGcHwS+//LJMnjxZ5s6d6zzwQNX89ttvMnDgQFmzZo1ZRFXxnVk1/AZ5F79DofcbtDmEj+Os92mEOP1PM2jQIHO9detWs0OeccYZMm/ePPOfJ1QiXm/RdoyLi5N169bJX/7yF2dwEQr/uX3Rlqeccop06tRJLrjgAmnTpo354szJyWG/9JDuj9qWX375pXz99dfy17/+Vd544w2zX/J/3HN79+6VsWPHysSJE2XGjBnSoUMH83hBQYG55v+7+/gN8j5+h0LrN2hjqB/H6crbsIaCggL7VVddZb/yyiudj61Zs8Z+/fXX2yMiIuxff/21eaywsNCPtQwsc+bMsXfq1Mn+n//8x96jRw/7X/7yF+dz6enpfq1bIMnOzraff/759ltuucX52Ouvv2721by8PHtycrJf6xdIdu3aZe/YsaP9vvvuM22n/va3v9k7dOhg2hme++CDD+wjRoxwfj/+/e9/t1922WX2Cy64wD5v3jya1E38BvkGv0Oh8xtUwHGcnR4LC9GzanrmLSkpyflY7969zRk4Hcpz0UUXWbbbz6p69Ogh/fr1kxtuuEGuvfZaWbp0qdx9991y3XXXyXvvvSf5+fn+rmJA0PGs27dvl27dujkf0/s//fSTDBgwwFxmzpxpHg/6szHVoDk+X3zxhfTp08f0Ujj+L995552mjfXsFjyn35v16tUzt/WM5sqVK01PpQ49OP30001vkGLfrBi/Qb7B71Do/AbZOI6TSL+1PkqJioqS7t27y8KFC01SUoMGDczjTZo0kalTp8qRI0dk+vTp8v7770t8fDwt6IaGDRvKhg0bzIGHDoWqU6eOactjx47JXXfdZdpcD/Z0eBTKV7duXfOF/sorr0hCQoIJcF988UVz0f3z119/leuvv17at28vp556Kk1ZDt3P9P/u0KFDTTs66AFwWlqaHD16lLargubNm5t98vXXXzffm++88475v68efvhh839fhya4HpSgNH6DfIPfodD5DYriOI4cC6sZNmyYGS/45ptvSnp6uvNx7cXQMcRr165lxhM3aW9ETEyM+RLKyMiQWrVqmTGO+riOwdZxj4qgonJ64Ku9Pl26dJF3331XZs+eLU899ZQZ03722WebXiB9TtsXFdNkvjvuuKPYmTUNNnQ/1X3UQfMvNCBG5TRQ08DhpZdekqysLHMg58ir0P22bdu25gQDyj4TrBwz5o0cOZLfIC+0p2P/02t+h6rflvobpCM3rPgbpJNFOCaMUKH+f4gxNX504MABk7j52Wefma57pbMdnHzyyfLf//7X/OfRM+sO2tWnBx6uOypKt+Xq1audZw40aNChUNu2bZMJEybIokWL5KuvvpJJkyaZbfXLCO7tm6NGjZJZs2aZYSWRkZHSokUL58GxJsnqwXFiYiLNWcKuXbvMD6Cjt9HB8WOpdEiUXhz377vvPnOWnaE7Fbfnhx9+aB5r3bq1DB8+3ARi+qOtM245hplpL2X9+vXNwR2KW79+vfl+XLVqlfMEy4UXXihDhgzhN6ia7an7n/4f12t+h6rflkpngvrggw8s9Rukxxs61E1ngXK48MILZfDgwaH7f8jfiS6h6rfffrO3a9fOPnDgQHvjxo3t/fv3t7///vvO56+55hqTbHznnXfat23bZhKT7r33XpOInJKS4te6B0Jbfvzxx87nH3zwQXtYWJi9bdu29lWrVpnHjh8/bn/xxRft27dv92PNA6c9P/zww2LbXHjhhfbJkyfbDx48aJLq7r//fnurVq3sO3bs8Fu9rejXX3+1N2/e3H7aaafZTz75ZHtCQoJJNC5J98cmTZrYf/75Z/v06dPtsbGx9hUrVvilzoHWnrNmzXI+r5M0JCYm2nv27GlftmyZfd26dWbfbNOmjX3Pnj1+rbsV3Xjjjea7sWnTpvZffvml2HMTJ060d+vWjd+garanY4KGBx54gN+haralJkY7aCK3v3+D1q5da69Tp4590qRJZT5/9dVXh+RxHIGFH+gO1rJlS7ODnThxwr5y5UrzJX7dddfZc3JynNtNmzbNfuqpp5r/XP369TM/oqtXr/ZHlQOyLfPz8802en3rrbc6v5xsNpu5ZnYtz9pTv9Qdbffvf//bPmDAAPOlP2rUKHOwx75Z3ObNm+0tWrQwMz5p2+mB7RlnnGF/7bXXSrW7zlDWp08fM7ORBhXa7qhae77zzjv2s846y3xv6oGxzrbFvlm2J5980syyc9ttt9nr1q1rgjFXGqidcsop/AZ5oT1zc3PNAeby5cvNfX6Hqt6W6vHHHzcnvfz1G6Qn4OrVq2efMmWK83hCT2QsXbrUBBwOGvCE2nFcmP7j716TUBszqMnD+/btMwmG0dHR5nHt2rv33ntNd1qjRo2c22sy54oVK0ziknb3t2zZ0o+1D+y2hHfb87vvvjOLkulsPGeeeaYZx44imsdz8803m+55TSjWbnvHUEedrUgTjPX/s04goHSyBp0pSrvH58+fL7169aIpPWxP/W685557zOP6s6YL5enQCL00bdqU9iyDDgt99tlnzf93bd8ff/zRDO3Q4SY6ZEP/X/Mb5J327Nu3r4wZM4b9sJpt+dFHH5khUrpv+us3SL+HdPiTDr3U/x867Pr888+X/fv3m4Xw9HdSh17rcE2l+Rc6pCtUjuOYFaqG6ZhL3ak0yUgP3PQHUMdV65hWHQvsmP7UMTZTd9CzzjqrpqsZVG1Z8jVM11u99nS0oe6X7Jtl0x8azd/RsbWOg2CdNvqTTz6RK664QrKzs53Bmq6+rQfG+uM5fvx4Oemkk7z2fySU2lODYl3h+NVXXzX7rR7IoWI6YYDORqaBl44Fv+2228z+p2PAf//9d7MNv0HVb08NfplK2vv7pr9+g/Q76NNPPzV5XRdffLE5MaT10tyv8PBwE0RMnjzZBBL6Pa+zVoXUb6Wfe0xCkusYQEd3qI4T1C5713HAwd5d5g20pX/a05GrgvI52k9p1/jgwYPt33zzjfOxjz76yIzPde02R/Xbc/369cW2RWmuw0C1HY8cOeLMnapdu7a56OKsJbdF9duTfdN7benIufBXm27YsMFeq1Yte+/eve2HDh1yPp6Tk2OGvQ0dOtR+7NixkPvMmRWqBhw8eFB++eUX022nZ3sd3XU6vZ9jFhidekyjXof7779fTjvtNNPNxmg12tJq+6YuOsa+WXZbfv/998XaT+nQJj27rtMiOjja23VBTFS/PXVWGNdtUbotHb22ubm5pidSe3r0jPCSJUvMNJ46rEN7fHToCT283m1P9k3vtaVjJrOaaNOS9dRL165dzTTWOn24Y90cpTPQaQ+GDi/WXotQ+8wZCuVjOv5v3LhxZkc7fPiw+dHTA7PRo0ebHdEx3EQv+h9Kh5z861//kscff9ysKEmOAG3Jvhn4/89VyWkQtbtcx9vqMB/QnjW9b+rJAR2ioSuVn3feeeZAaM6cOdK7d2+zUKsOh6xduza7Ju0Z8vtmef+H9ORvmzZtTD5FyfWwUlJSpGfPns71TEKKv7tMgpl24Z100kn2++67z0xrun//fvull15q79Kli5l6ztHFpw4fPmxmhdHno6OjmRWGtmTfDML/546hZX//+9/t9evXNzOLgPb0176ZkZFh/+yzz8ysNY7hJQ6uU3uC9gzVfbOq3++NGjUyQ6VCEYGFD+lOpfOnl5w68v/+7//M3MaPPvqoPTMz0zy2ceNGMx1ZXFxcqf9EoC3ZN4Pj/7lORXjDDTeY7fl/Tnv6c9/UqXh1yk6Vmprq87oEA9oz9NrSk+93XYdowoQJZurbUP5+J8fCh3R8oE5LlpWVZe7rzCXqP//5j1ny/aWXXjIrQiudFebWW2814wa1Kxq0Jftm8P0/b9asmZxzzjlmSln+n9Oe/tw3dRiHTuepwzx0St6QHLLhIdoz9NrSk+93ncFqzJgxZhh7KH+/s46Fjw0cONDkTeiBhCMhScfpKZ0nvEOHDvL++++b+zk5ORIbG+vrKgUs2pL2DNR9s3379mYue+XIqwLtabXfINCeNSlQ9k2+3z1Dj4UXZWZmmgWudO5lh1deecXMGqBzrSv9T6PRrxo2bJh5jQNBBW3pK+yb/m1Lx9kuRVBBe1r1/zloz1DfN/l+rz4CCy/ZuHGjXHDBBWbBFF1g7L333jOP6+1nnnlG5s6daxZS0W41x3RqR44cMbNu6H8kppSlLX2FfZO2tCr2TdrSqtg3Q68tA6WeVsd0s17aGTW61inH+vfvb6aRvPbaa80cx3369DHTlOmOpzkUOv2Yrh6pU/l98803smzZMudKsqAtvY19k7a0KvZN2tKq2DdDry0DpZ6BgByLajp27JhcfvnlZifTiNZBk3p69OhhEpActBtQ16jQ1+iwp1tuucXstKAtfYF9k7a0KvZN2tKq2DdDry0DpZ6BghCrmrRL7MSJE3LRRReZ+zp7gXaR6QqwuuOpP6b1NSswPvLII8W2A23pK+ybtKVVsW/SllbFvhl6bRko9QwUtEg16fSR7777rpx66qnmvi7zrlq0aOHc4RyrarsmLZHASVv6GvsmbWlV7Ju0pVWxb4ZeWwZKPQMFgYUXdOzY0Rm9RkVFmdsa2WpSj8OMGTPktddec854wA5JW9YE9k3a0qrYN2lLq2LfDL22DJR6BgKGQnmRRrOuc9Q7It3777/fjMlbs2YNCT60pV+wb9KWVsW+SVtaFftm6LVloNTTyuix8DLHdGO64yUlJcnjjz8ujz76qKxcuVJ69erl7bcLarQl7WlV7Ju0p1Wxb9KeVhUo+2ag1NOqCLu8zBHdalfaf//7X7Mc/eLFi6Vv377efqugR1vSnlbFvkl7WhX7Ju1pVYGybwZKPa2KHgsfGT16tLlesmSJmRMZtKVVsG/SllbFvklbWhX7Zui1ZaDU02pYx8LHS8PrgiqgLa2GfZO2tCr2TdrSqtg3Q68tA6WeVkJgAQAAAKDaGAoFAAAAoNoILAAAAABUG4EFAAAAgGojsAAAAABQbQQWAAAAAKqNwAIAAABAtRFYAAAAAKg2AgsAAAAA1UZgAQAAAKDaCCwAAAAAVBuBBQAAAIBqI7AAAAAAUG0EFgAAAACqjcACAAAAQLURWAAAAACoNgILAIDTgw8+KGFhYZKSkuKzVtm1a5d5j5kzZ9LyABBECCwAAAAAVBuBBQAAAIBqI7AAAFhSZmamv6sAAPAAgQUAoJQTJ07INddcI/Xr15d69erJtddeK1lZWea54cOHS69evcpstc6dO8vo0aNLlaNlaFkTJ040j5Wk29SpU0e2b98uZ599ttStW1euvPJKZ4Bx9913S1JSksTExJj3ePzxx8VutxcrIzs7W+644w5p3Lixef24ceNk//79Jp9Dc0dc6ePXXXedNGvWzJTZrVs3eeONN4pts2DBAvPajz76SP79739Ly5YtJTY2Vk477TTZtm0bew0AlBBZ8gEAAC655BJp27atzJgxQ1avXi2vvfaaNG3aVB555BG5+uqr5cYbb5T169dL9+7dnY21YsUK2bJli/zjH/8w9/XA/7zzzpPFixfLzTffLF26dJHPP//cBBdlKSgoMEHJKaecYgKHWrVqmTI0QPjxxx/l+uuvl969e8v3338vU6ZMMcHBU089VSw40SBA63fyySfLwoUL5Zxzzin1PocPHzbPa9Bw++23S5MmTeTbb7815aelpcmdd95ZbPv//Oc/Eh4eLvfcc4+kpqbKo48+aoKe5cuXs6MAgCs7AAB/eOCBB7QbwH7dddcVa5Pzzz/f3qhRI3P7xIkT9tjYWPv//d//FdvmjjvusNeuXduekZFh7s+ePduU9eijjzq3KSgosJ966qnm8TfffNP5+MSJE81jf/vb34qV6SjjX//6V7HHL7roIntYWJh927Zt5v6qVavMdnfeeWex7a655hrzuP5dDtdff709MTHRnpKSUmzbyy67zF6vXj17VlaWuf/jjz+a13bp0sWem5vr3O6ZZ54xj69bt479BgBcMBQKAFCK9jC4OvXUU+Xo0aPmjL4Oa9KeiPfff985HKmwsFA+/PBDGT9+vNSuXds8NmfOHImMjJRbbrnFWU5ERIT89a9/LbfFXbd1lKGv0SFOrnRolL639jSo7777zlzfeuutxbYr+V76mk8//VTGjh1rbuu0uo6L9pZoj4T20LjSYWDR0dHF2kLt2LGDPQcAXBBYAABKadWqVbH7DRo0MNfHjx831xMmTJA9e/bITz/9ZO7/8MMPZoiRDkNy2L17tyQmJprcCVeaI1EWDUI0j8GVltG8eXOTM+FKh1U5nndc63AlHb7lqkOHDsXuJycnmxyPV1991QyBcr1oAKGOHDniUVsAAIqQYwEAKEV7Ccri6KHQs/ua+Pzuu+/KsGHDzHVCQoKcfvrpVW5NTaLW4MCXbDabub7qqqvKzfXo2bOnR20BAChCYBEA2rRpI/Hx8eYHV8+UaRIjAPiTHmxfccUVZvVsTeiePXu2Seh2PQhv3bq1zJs3TzIyMor1WmzevNnt99EytDckPT29WK/Fpk2bnM87rjVo2Llzp3Ts2NG5XcnZm7RnQsvRoVvVCYIAAKUxFCpALFmyRNauXUtQAcAydNiTDgf6y1/+YoIH7QVwpdPG6kxPL730kvMxPaB/7rnn3H4PLUNf8/zzzxd7XGeD0lmdxowZY+47prh98cUXi21X8r008LnwwgtNnoXOalWSDpUCAFQNPRYAgCrp06ePmW72448/NjkPffv2Lfa8JkgPHTpU/va3v8muXbuka9eu8tlnn5kEaXdpGSNHjpS///3vpgxdP+N///uffPHFF2Za2Pbt25vt+vXrZwKGp59+2iSZO6ab1elvlQYhrtPHas/voEGDTC+L1uvYsWMmaVt7R/Q2AMBz9Fj40KJFi8yPoiYe6o+aDhUoywsvvGCGO+nCS/pD98svvxR7Xl+rC1INGDBA3nvvPV9WGQA8okncyjVp20GHb3755ZdmzQfNwdDgoEWLFvLWW2+5Xb6jDA0ivv76a3O9ceNGeeyxx+TJJ58stu3bb78tt912m3zzzTfyf//3f5KXl2dmqlL6/eqguSH6PavJ2hro6FoWzzzzjAkodFgXAKBqwnTO2Sq+NmT9/PPPMnDgQImKiir2uP7YNWrUyPxoKZ0GUbfVM2kXXHCBWRhKp2J0pT96+sP88ssvm6BCz7bp2T8dg6yLUSldBEp/jA8ePGjGBOsUjyWTCwHAH/SA/K677jK9CSVnT7ICHUKqPSsa2DhW8gYA+AY9Fh7S5EA9I6ZJizru10EDgVGjRhU7E6djf//1r3/J+eefX255esZNu+L1zJl2x2uAoavNvvHGG85tNKhQOm2jjjcuOcc6APiDnpd6/fXXTY+qFYKK7OzsUo/pyRrt9dCZqwAAvkWOhYf0B0oXbNIfKe1peOedd8wsJBpUaG/Evffe63ZZ2k2/atUqmTp1arHytVdi6dKl5n5mZqYJZnQWE02OnD9/vlxyySWeVhsAvEa/l3R4kuYprFu3zuQ7WMGjjz5qvlM1J0PXxNBeY73cdNNNkpSU5O/qAUDQI7CoAs2Z0AN8XX1Vey40CNBgwHXmE3foSq/a6+EYOuWg9x1TKeqCU44eD91Wezc01wIA/EVnTtLvvvr168t9990n48aNs8SHMWTIEJk7d65Mnz7dnIjRXpQHH3zQ5HYAAHyPwKKK9AdLeyt0CEC7du3McADXWUe8Rcv+9ddfvV4uAFSVTjZhxfS8M844w1wAAP5BjkUVaU+Cdq/rrE9ZWVkmedFTjRs3NnOqa1kly9YVbAEAAIBAQWBRBTqE6bTTTjPztutUhbqyrM7udM8993hUTnR0tJkxSl/voPkUen/w4MFVqRoAAADgFwyF8pAe+OtsT61btzbBhCYI6mxOOq5XE7h1BidH74WO8d22bZvztZrkrVMfNmzY0DmDyuTJk2XixInSv39/M4WtzmCiiZE6SxQAAAAQKFjHogo0iNDEbdcFl9SaNWukSZMm0rJlS3N/wYIFZnaSkjSQmDlzpvP+888/bxZ7OnTokPTu3VueffZZs6YFAAAAECgILAAAAABUGzkWAAAAAKqNwAIAAABAtRFYAAAAAKg2ZoVycyaoAwcOSN26dX2yCB4AAABgRboganp6ujRv3lzCwyvukyCwcIMGFUlJSd76fAAAAICAsnfvXufMp+UhsHCD9lQ4GjQ+Pl6s2KOSnJxsprqtLJIEbVmT2DdpS6ti36QtrYp9M/Ta0mbxeqalpZkT7I7j4YoQWLjBMfxJgwqrBhY5OTmmblbcIQMJbUl7WhX7Ju1pVeybtKdVBcq+aQuQerqTDmDd2gMAAAAIGAQWAAAAAKqNwAIAAABAtRFYAAAAAKg2AgsAAAAA1UZgAQAAAKDamG4WAAAgyOzZs0dSUlLKfb5x48bSqlUrv5eJ4EJgAQAAEEQ0AOjcubNZG6E8sbGxsnnzZrcDAV+UieDDUCgAAIAgor0KFQUASp+vqPehJspE8KHHAgAAIAR98803sm/fPhk3bpzzsS+//FJSU1NLbbtr164arh0CEYEFAACAH7nmLthsNjl27Jg0bNhQwsPD3c5d0GDg119/NRcNFtxx//33S7du3YoFFn/729/k999/r9bfg9BFYAEAAOAnVc1d0N6GX375xRlMuPYoJCQkuPXeJ598svTo0aPYY0OHDpWkpKRS26alpcmyZcvc/KsQqggsAAAA/MTd3IWHH35YXn75ZedjDz30kAksXGlA0KtXL2nWrJm8/vrrlb73Cy+8IH379i322H//+98yt129erX069ev0jIR2ggsAAAALE4P+J9++mnTe6HGjx9vhjFpIKGXnj17muFTjiDAncAC8DYCCwAAgBpcy+Ho0aOyatUqWbNmjZx22mluve9VV10l2dnZzsBi6tSpfGawHAILAAAAH+VDaCL2ypUrTSDhuLjmQ3zyySdutf2kSZOkQYMGbm2rwY3Wo7J66nbu8kWZCD4EFgAAAF7Mh9i5c6czsNDhS9OnTy+1XYcOHUzOgt1u93rb63trcOPNVbLLKvOKK64wj02bNk3OPfdcVt4GgQUAAIA36RCn4cOHm9sDBgxwBhF66d+/v/Tp00fq16/vzIfwBQ0EvL0CdskyL774YvnXv/4lGzZsMFPXAvRYAAAAeFFeXp7z9tixY80lGGkvhU57y2xRcCCwAAAA8KLTTz89JHIXBg0a5LMeFwQmAgsAAAA/KZm7UNWVtwErILAAAADwI9fcBQ0sjhw5Ik2bNnUGFlaXkZEhP//8s4wePdrfVYGfEVgAAACgSnRtjYSEBMnMzJTt27dLu3btaMkQFhihMAAAgJ858iEqYtV8CF+Ji4szM10pTeRGaAuowGLGjBlm2ra6deuaLkJdzl7HJVZk5syZEhYWVuxS2ZcCAABASTpc6ddffzUH07pY3ddff11s4Tu9uC6OFyrOOeccc01ggYAaCrVw4UK57bbbTHBRUFAg9913n5x55pmyceNGqV27drmvi4+PLxaAaHABAADgqS1btpjhP5pcPWbMmIDJg/B1YHHvvffKggULzJCoio7JENwCKrD47rvvSvVGaM+FniEYNmxYua/TQELH/wEAAFTH559/bq7PP/98goo/dOnSRdq0aSO7du2SefPmybhx49jJQlRABRYlpaammms9a1DZbAWtW7c2My307dtXHn74YenWrVu52+fm5pqLQ1pamrnW1+vFarROdrvdknULNLQl7WlV7Ju0p1WF0r6poyW++OILc/u8887zyd8cqO159tlny4svvmiGh+nCeVYQKG1ps3g9PalXwAYW+kfeeeedMnToUOnevXu523Xu3FneeOMN6dmzpwlEHn/8cRkyZIhZfr5ly5bl5nJMmzat1OPJyckVLmDjz7bQv013SrpkaUsrYd+kLa2KfZO2rIolS5bI0aNHTX7FSSedZKaF9bZA3Tf12MoRWBw+fNgSw84DpS1tFq9nenp68AcWmmuxfv16Wbx4cYXbDR482Fxcd3ztsnvllVdk+vTpZb5m6tSpMnny5GI9FklJSdKkSROTr2HFHVL/A2v9rLhDBhLakva0KvZN2tOqQmnf1BwCNXbsWGnevLlP3iNQ21Mn1Hn66adNz0WzZs3ECgKlLW0Wr6cnkx4FZGBx++23m4h40aJF5fY6lCcqKkr69Okj27ZtK3ebmJgYcylJP2wrfuBKd0gr1y+Q0Ja0p1Wxb9KeVhUK+6aeTXYMg7rgggt8+rcGYntqwvakSZPEagKlLcMsXE9P6mS92lfyn1qDCk2cmj9/vrRt29bjMgoLC2XdunWSmJjokzoCAIDg9OGHH8rf/vY3MyMlgAAPLHT407vvviuzZs0ya1kcOnTIXHTaN4cJEyaYoUwODz30kPzvf/+THTt2yOrVq+Wqq66S3bt3yw033OCnvwIAAAQaPaN88sknmzxMXccCZZ8Afu2118yMWZqLgtATUIHFSy+9ZJJbRowYYXocHBc9g+CwZ88eOXjwoPP+8ePH5cYbbzR5FTruT/MlNPmqa9eufvorAAAAgjP4eu6552T27NmllghAaIgMtEjY3cQqh6eeespcAAAAqkLzMh955BG5+OKLGQblxmJ5v/32m1mF+8orr2SHCzEB1WMBAABQ0z799FMzxOeJJ56g8d0ILJT2WOi6HwgtBBYAAABurraNimkeii5crEPRly5dSnOFGAILAACAcuzfv1+WL19u8gd0tW1ULCIiQs466yxzW4dDIbQQWAAAAJTDsXaFnolnqnrPhkMRWIQeAgsAAIByMAzKc9pjER0dLfXq1ZOsrCz2rRASULNCAQAA1BTNE3DMNkl+hfs0xyIlJcWsOYbQQmABAABQhl27dknbtm0lJiZGOnToQBt5gKAiNBFYAAAAlKFPnz6yefNm03OBqtEVuOvUqWOCMwQ/ciwAAADKobNB6dAeeO6yyy6Tpk2byg8//EDzhQgCCwAAgBIOHz4subm5tEs1aEBms9mYHSqEEFgAAACUMGXKFGncuLG8/fbbtI0Xpp212+20YwggsAAAAHCRn58vX331lWRkZJjkbVTNyJEjJTY2Vvbs2SMbNmygGUMAgQUAAICLhQsXyokTJ6RJkyYyZMgQ2qaKatWqJaNGjTK3WSwvNBBYAAAAlLEo3nnnnScRERG0TTWwCndoIbAAAAD4gyYbz54929xmUTzvBRZLliyRY8eOsZ8FOdaxAAAA+MOKFSvkwIEDZoG30047jXapptatW8tf//pX6dmzp0RFRdGeQY7AAgAA4A+fffaZuT777LNZ1M1Lnn32WfavEEFgAQAA8IfrrrvO9FYMGjSINgE8RGABAADwh86dO8s//vEP2sPLduzYIV9//bWZJap79+60b5AieRsAAAA+dd9998mkSZPk/fffp6WDGIEFAACAiPztb3+TDz74QLKysmgPL2Pa2dDAUCgAABDydu/eLY888oiEh4fLwYMHzeJu8J6zzjpLwsLC5Ndff5V9+/ZJy5Ytad4gRI8FAAAIeY61K0455RRp2rRpyLeHt+kq5o6E+Dlz5tC+QYrAAgAAhDzHatssiuc75557rrnWJG4EJwILAAAQ0pKTk+Wnn34yt8ePH+/v6gR9nsW8efMkJyfH39WBDxBYAACAkPbVV1+JzWaTPn36SJs2bfxdnaDVq1cvadGihRQUFMi6dev8XR34AMnbAAAgpDEMqmZo8vY333wj7du3lzp16tTQu6ImBVSPxYwZM2TAgAFmRUxNrNLuys2bN1f6uo8//lhOOukkiY2NlR49epA0BAAADO2pOH78uLlNfkXN9FoQVASvgAosFi5cKLfddpssW7ZM5s6dK/n5+XLmmWdKZmZmua9ZsmSJXH755XL99dfLmjVrTDCil/Xr19do3QEAgPXo9LKLFy+WvXv3Srdu3fxdnZBit9v9XQWEcmDx3XffyTXXXGP+42vEO3PmTNmzZ4+sWrWq3Nc888wzZu7kKVOmSJcuXWT69OnSt29fef7552u07gAAwLp0XQUdqgPfe+edd8yx2JNPPklzB5mAzrFITU011w0bNix3m6VLl8rkyZOLPTZ69GjnfNVlyc3NNReHtLQ0Z3epXqxG66RRvxXrFmhoS9rTqtg3aU+rCuR9U0c+ZGdnS3x8vFhFILenu44dO2ZGkdSrV0/uuusuCfW2tFm8np7UK2ADC/0j77zzThk6dKh079693O0OHTokzZo1K/aY3tfHK8rlmDZtWpnT0VlxejRtCw2ydKfULl3QllbBvklbWhX7Jm3pmPb0uuuukwsvvNAyZ89DYd90LJSnU/xu3brVBBih3JY2i9czPT09+AMLzbXQPAkdF+ltU6dOLdbLoT0WSUlJZtVIK53VcN0htftW62fFHTKQ0Ja0p1Wxb9KeVhXI++aCBQskLy/PHNhaZbXtQG5Pd2lb66Q6mzZtMj0Xl1xySUi3pc3i9dTJj4I6sLj99tvNqo2LFi0yYyIrkpCQIIcPHy72mN7Xx8sTExNjLiXph23FD1zpDmnl+gUS2pL2tCr2TdrTqgJx3ywsLJQvv/zS3L7gggssVfdAbM+qLJangcW3334rl112mYR6W4ZZuJ6e1Ml6ta+AdhFpUKHzTc+fP1/atm1b6WsGDx5sujpd6YxS+jgAAAhNmoN55MgRqV+/vowYMcLf1QnZVbg1sLBqbgE8Fx5ow5/effddmTVrllnLQvMk9KKJVw4TJkwwQ5kcJk2aZGaTeuKJJ0xk/OCDD8rKlStNgAIAAEJ7Ubxzzz1XoqKi/F2dkHPKKaeY4eWav7pixQp/VwdeElBDoV566SVzXfLMwptvvmmmoVU6/axrl82QIUNMIPKPf/xD7rvvPunYsaOZEaqihG8AABC8dAQEq237lwZzOgQqIyPDozH8sLbIYFtIRROxSrr44ovNBQAA4LfffpOdO3eaA1qdgh7+8corr9D0QSagAgsAAIDqatGihVlA9+jRo1K7dm0aFPASAgsAABBSGjduLHfccYe/q4E/RqOsW7fOJHD37t2bNglwAZW8DQAAgOChk+v06tWrzIWJEXgILAAAQMjQpO1XX33VTDUL/xs5cqRzKYDc3Fx/VwfVxFAoAAAQMh5//HFZsmSJWXGbqef9S2fy1KFQjRo1Mvkur7/+upx88snFhqy1atXKr3WEZwgsAABASNC1r3RhPDV+/Hh/V0dCPajo3Lmz5OTkFFuvzJXO2rV582aCiwDCUCgAABASvvjiC3OGfODAgdKyZUt/VyekpaSkFAsqyqLP63YIHPRYAACAoD0r7npg+tZbb5lrDSxWr17NUBvAywgsAABASAy1cXj++efNhaE2wbE4ck0FqIWFNlmz66ikpOVK4/gY6dOmkUREhFcpQN3jUuaqHUdl98EUaZ3YWPq1q3qZVkBgAQAAQnqoTSAewIWKs846S8aMGSNnnHGGnH766ZKYmFijB+wVBagOngaoe3xQplUQWAAAAMCSNEh45513zEV169bNBBnnnXeejBgxwucH7L4IUFOCOOglsAAAAIDbtDfgp02H5eDxbElsECenntTM9Ab4wksvvSS7d+8261xoXsyGDRvM5fjx487AQlftXrFihYSFhXn9gF3/Vm9u56syrYLAAgAABJ3ffvvN31UIyiDgs+W7ZdKby2Xf0SznYy0b1ZJnrh0kFwxqLd6mifY333yzzJgxw6x1MX/+fBNkjB071rnN2rVrzfoXderU8fiAXXM4MjKz5cjRVEk+nioxtetJYXiUZOYUyNZtW+X9Dz5yq8zbn/5cbMefKff5roPPkqatO5nbi+d+5VaZms8xYIAEFAILAAAQNFatWiX333+/zJkzRwKNHvAu3HhINu8+JJ1b22R41wRLBQFa3kWP/ygl06n3H80yj39yz0i3y23QoKFIRJRIYX75G0VEFW33RwBQq049GTl6rAwYfpZk5hbI8q3JJgCY+8NKqVUnXjIy0tx678GjxojdbhNbXo5IQa6IvfDPJ4f9n0jTk4pub5snsvZdt8r8Ze1GkY2zy31+5bE6Ikl//K2bN7tV5uGjGZKfWfTZhUdESERsjFgdgQUAAAiKHooHHnhAZs8uOrgLDw83Q2QCRekg4DfLBAGOoEfrV9YcTfpYmIjc+eZyOadvC8nJs5kDf71k5OSbg/+S93/bfUxk9AyR3PTy3zSmrvR/aIkUFP4sGTkFYit3hqhokdFPiexZKrLitcr/loxy1sYIj5Q60SINGtWW2rGRUiBtZd+BdpJzZEelZXaOqyX2DqdKREy01E5KkLDw4gFhl8GnSLPWnc3txXN3ytJ1lRYpKe9/KfPnzJO6bZrLgBmTJUKsj8ACAAAEtFdffVX+8pe/mNs6zv6qq66SCy+8MGBW1/ZXEDCuf0spKLRLenaBpGXnSXp2vqTnFBRdm9v5kpZVdL1x74liPR9llbv3aJbEXuHeGX6jVqOiSwWOZeSVeiwuOkJqx0RKndgoqRMbaYIAvZ1Sr7v8uqLytx3Wa6ycXK+eNGveVIZMvkYSmzeVJg3rS624kj0C58uKFeNk4MDKxyNdc3S3tI+Nl/h2bWTU+49LVO1a5W674iSRge88VGmZiXu2S1psvAQSAgsAABBwdGiMBhFq9OjREhMTY2YKevDBB6VLly5mhiCdAaiyGYJ0+lF/cjcIOLtPC8nJLyxx9r9AMrUH4I/7jufW7znuVhAQc8U74qtOnfCwMOdBvwYB5uIIBGIiTeDyw7qDlZYzKX+n9LSnSeOWTWTotNukfoO65Q4PW7GikQx8o/K6jUk9Ju1zCyS+Xl3p17V9hUGAu0PRwsr8BGuuTKsgsAAAIIgFyuJe7tZTt5s+fbpkZGTI+++/b17bunVr2blzZ7E1DnRbnVbUdeXtkqqzCJm3kqIX/X7YrSAg7koPegLc5BpU6MF+3biookusXkdKfFz0H49FyvGMPPlo6a5Ky3wgb4sMb1VLhs64S6Lr1K6w/drc9onplSnz8Nlul0b52TJ4y0oJF7vE2HMlPi6qwjb2xQG77iOVBahRYeESHxHt1zKtgsACAIAgFSiLe7lTpvZIXHrppfLBBx9IXl7R8BgNMDp06GBul7Vwmr6/XqwyM5L2suxOzjDBmOOyZPMRj947MiLsjx6AKGdvgKMXQHsE9PpEZp58tWpvpWXdl7dV+tlTpUnrBDn5P5MrPHOvbbhky5FKA4EuW36VPHtrZ29SebT9tb10qJduWazMP3Iprjm0xgQV/jxgdw1QXYPeBjHhkv/qW5K994Apr3FUXJXL1P1g35Hj0qJBnSqXaRUEFgAABKlAWdzLnTJzc3Pl7bffNrdHjRpVLKiw4sxIZQURejmanitV8WDeZulrT5OGrRNloBtBgDu9AT23rJVCsUuWVD4eyheBgLaTtlfJz6eJ5MmEvStlUNp+8YSvDtgdAapyTP+qszXN/2iOpCVnelRWWWX262eTY8eOSb3YWtUq0woILAAACFKBsriXu9v27NlLnn76KRk5cqQlk6LVNS8slpf/t0lW7zxWZhChPQ49WjUww8b6t28svds0lAsf/1EOHKs4CDhpy2+SI3bJcOPA3RdBQEWBgNZPy/M0EHCUeV7/JGePUpPYcMl76FHJrEJZwXzAHigILAAACFI6bMMdI867UmJr1ZE6TVpJ57NvcT7+20cPS3528elAc7IyPCpTxcY3km7n3+N8buOXz0j28UMelxk7+AZ55/co+WDLEomMCJeoiDCJigj/47Zeh0lUZNHt8DCR6Z/+VmEQcMNLP8v+o5k6lZQU2mxSaLOXvhQ6bttkV3JGhfkQSpOS5/52sFQQ4Qgk9H5MVPGJQ5+9LjCCgJKBwN5DqXLw2Tel9Zb1HtevZCA0olvinz0BVS4J/kZgAQBAkNH1G76Yt1SefsmNKXJEJOvgFtFDz2Mn0mTPbwf+fGLbryI5J6pUB0eZRp1mcsC13K3rRFIrzwEo6ZdtKfLL0W3iLccz8+SON38Rb7vm1DZy08gO0r1lPakVF13pwmaBFAS4BgL5berJ/GfSJS0AZy+CbxBYAAAQBLM4rf19u7z87ucyd+4PsmvDL2LLOu72e/bocpq0iqsj9Zo2lTNvGiSRsUXJrSt6/VvycovnPmzYvE0WffyS22VGx9eWViOHyICRpzqfWzPgfslKT/O4zFNsx6RjQYRE1o+XpqcNFlt4hFmHIb/QJgWFNnOdX2CXAptNth5Mk6Vbkistc0DbhtKmSW0JDw8zPR+RkRESER4uEeFhzkv4H9c6XMmdmZG6zPtW0n5Il3UeLGzmCAJ05e39GgQ8P5MgAAGHwAIAAIvwZMalhk0SzVSlc387IG/MuFvStiwuvmFEtNRLbC+p+36v9H2vyM6R9vZoiY+KlFFDWjsTg6889dZS265YsVIGuhEEOMts0VxG3X1tsWTjK09tX6Uyz9m5umgRso5tZNT5N1aYwLxgw0EZ+eD3lZZ50eafpdemdOfqxt6YGUl7BapyFr+oJyBBCtrUkx+foycAgYfAAgAAi3B3xqVuJ58uOUOmSEFY1B+P1jWz89dq1l56DjxFLhp3tlx/yRjZsW2L9OvXz/KLe/miTJ1SVmd/8mYQ4KukaCBYVH0SZwAA4FXuzo6UcXCrFBz6Xdo0qSM3ntZJXn1ymmzZuVcyD22VpV++KXffcLHUj6/jnNe/IlVd3MvqZTqCAFVqRQUvJEW3aFS8Z0ODlLv3LqlyPgQQDOixAAAgwGZxGnDOBHn24Vvk5J4dg2JxL1/U0xfrJPg6KRoIdAEXWCxatEgee+wxWbVqlRw8eFA+//xzGT9+fLnbL1iwoMz5rvW1CQkJPq4tAADu04Npd4w9d5z0a99CCnNyK51xKFAW9/JFPX2xToIDMyMBQRBYZGZmSq9eveS6666TCy64wO3X6ZmQ+Ph45/2mTZv6qIYAAFSNzv7kjpT3v5QVG393e8ahUMc6CUDNCLjAYsyYMebiKQ0k6tev75M6AQDgDTqlrDsS92yX9Hq1aXQAlhJwgUVV9e7dW3Jzc6V79+7y4IMPytChQ8vdVrfTi0NaWppzwSG9WI3WyW63W7JugYa2pD2tin0zNNozLMzN7f5IPtYh/VX6GxypAOUsS+1JmY62LFV2Ncr0RT19VmZF5VWhzGLbeqnMYmXVVJkW+HwCZd+0+bKeXuDJ+wZ9YJGYmCgvv/yy9O/f3wQLr732mowYMUKWL18uffv2LfM1M2bMkGnTppV6PDk5udJpAP31gaemppqdMjycib5oS+tg36QtrcrK+2ZMTEyxk1tlzY5UJyxS7H8cjGh+Q0FBgdvlR0ZGSnxMnHl9yQOGqpSpZehvo+ZYeKtMX9TTF2VWVF5Vy9T9UdvSZiv0Wpm+qGcgfD6Bsm/afFRPb0lPT3d726APLHShIb04DBkyRLZv3y5PPfWUvPPOO2W+ZurUqTJ58uRiPRZJSUnSpEmTYnkaVqE7YFhYmKmf1X4gAw1tSXtaFftmaLSnDtt95e2P5ZpLx4mEhcuMVz6U/IIwSfngS0ncvd2s4+CYHSksPNz8DQ0bNvT4fQqzcszrS/7tVSlT2/L48ePmdd4q0xf19FWZ5ZVX1TLN6IjsXAkPj/Bamb6oZyB8PoGyb9p8WE9vqGwq6JAKLMoycOBAWby4xAqlJc4W6aUk/aCt9APkSnc4K9cvkNCWtKdVsW+GRnt+9r+fzHXDtr3kbzdeVDQz0rfzJC2ujBNbYUW/TZ4qdAy5KmvoVRXK1LZ0fb03yvRFPX1RZoXlVbFM5/lqL5bpi3oGwucTKPtmmI/q6Q2evK+1vk1ryNq1a80QKQAArOan+XPN9bDTzvR3VQDAIwHXY5GRkSHbtm1z3t+5c6cJFLR7SOe/1mFM+/fvl7fffts8//TTT0vbtm2lW7duZvya5ljMnz9f/ve///nxrwAAoLR9h1Lk+K515vatEy+liQAElIALLFauXFlswTtHLsTEiRNl5syZZuG7PXv2OJ/Py8uTu+++2wQbtWrVkp49e8oPP/xQ5qJ5AAD40zNvfixiL5So+olyxtA+fBgAAkrABRY6o1OxKblK0ODC1b333msuAABY3Rdffm2uuw8c7u+qAEDwBxYAAAQjm80ux1udJZLTQG667mp/VwcAPBaSydsAAFjN6p1HJcVWV+r2GCPXXXC6v6sDAB4jsAAAwAK+Wb3PXJ/Rs7lER0X4uzoA4DECCwAALOClx6aJ7PhRRnaq5++qAECVkGMBAICfrd+ySw6vmG1uD+v0gL+rAwBVQo8FAAB+9tTrH5rrWs06SM+T2vm7OgBQJQQWAAD42fffzjHX/U9hjSUAgYvAAgAAP8rIzJb9m34xt6+9/CI+CwABi8ACAAA/euX9r0XycyQ8Nl6uOu80PgsAoRVYfPfddxWufg0AANzz/idFSdttew2RyEimmQUQYoHF2WefLa1bt5b7779fdu7c6f1aAQAQIrbuOSgSFi7njT3X31UBgJoPLDZs2CCXXnqp/Pe//5WOHTvKqFGjZNasWZKbm1u92gAAEEK2H0qTtG4TJGL8czLlL1f5uzoAUPOBRZcuXeSxxx6Tffv2yWeffSbx8fFyzTXXSEJCgtx2222yatWq6tUKAIAQWm17WM92ktCYhfEAhHDydkREhIwbN05mz55thkT16tVLXnrpJRk4cKC5/eabb3qvpgAABJkvlm4x1+f0a+nvqgCA/2eF+v333+Wee+6Rfv36ybJly+Tiiy+W9957zwQWN998s7kAAIDiDiUfl/kzLhGZ/y8Z1qEuzQMg4EVW5UUZGRny/vvvyxtvvCG//PKLdOrUSaZMmSITJ06Uxo0bm20uu+wyOeOMM+TWW2+Vl19+2dv1BgAgoD0z82ORwnyJLMiUfp2T/F0dAPBPYNGsWTNzfeGFF8qjjz4qp556apnb9enTxxloAACAP33+xdfmutuAYRIezrJSAEI0sHjkkUfkqquukvr161e4Xffu3ZmOFgCAEmw2m2xds9jcvvTC82gfAEGhSqdIjh07JllZWWU+d/DgQXnooYeqWy8AAILWh3MWii3ruEhkjNx29Xh/VwcA/BdYTJs2zUw1W5YDBw6Y5wEAQNlef+9Tc53QqZ/E16lFMwEI3cDCbrdLWFhYuT0WlQ2RAgAglC1f9IO5PmP0GH9XBQBqPsdCZ4HSi9Kg4u677y4VQOTk5MjKlStl6NCh3qshAABBJDk1RzJanCISVkfuuO5Sf1cHAGo+sMjLy5P09HRnj0VmZqZZIM9VdHS0TJgwQe69917v1RAAgCDy3dr9Iq1Pkd7Dx0n/7h39XR0AqPnAQteo0IsaOXKkvPjii9KlSxfv1QQAgBDw9aq95vpcVtsGEGSqNN3sjz/+6P2aAAAQ5LKyc+XLD14XadhNzul7tr+rAwD+CSyefPJJufLKK83ieHq7IpqDcdddd3mjfgAABI3/fviN5Kx4V8Ji6kjfNnf7uzoA4J/A4p577pFTTjnFBBZ6uyIEFgAAlPbex7PNdZseQyQ6OoomAhCa083qKqEDBw503q7oUlhY6LMKL1q0SMaOHSvNmzc3Aczs2UVf0hVZsGCB9O3bV2JiYqRDhw4yc+ZMn9UPAIDy/LZsgbkee+45NBKAoBNe1YP7jIyMMp/T2aL0eV/R8nv16iUvvPCCW9vv3LlTzjnnHJNwvnbtWrnzzjvlhhtukO+//95ndQQAoKSfVqyT3GN7RcLC5a7rL6GBAASdKiVv60H60qVLnT0YrjZt2mSe91WvxZgxY8zFXS+//LK0bdtWnnjiCXNfZ7JavHixPPXUUzJ69Gif1BEAgJKee/NDc10vqau0aZlAA1mcTq2fU5hT4TZhEiYR9hqrEhCcgYX+Z6uoRyEuLk6sQgOg008/vdhjGlBoz0V5cnNzzcUhLS3NXDuGelmN1kk/EyvWLdDQlrSnVbFvBn57/vhDUU/5kOGne/a+jp/csn567UV/i8e8WKajLUuVbbF6elpmdkG2nPL5iAqL6lCvvcw65Y3yy6tCPYtt66Uyi5VVU2Va4DMPlH3T5st6eoEn7+t2YLFs2TJZsmSJ8/6sWbPMmf+SK29/8cUXllrf4tChQybh3JXe12AhOzu7zCBoxowZMm3atFKPJycnm7/RavQDT01NNTtleHiVRreBtvQJ9k3a0qpqet9MzciWlF0bze1Lxp0hR44ccet1kZGREh8TJ/YyTmzpY1r/Y8eOSUFBgdt18XaZWob+NtaLrWXpenpaZmW9FQ42u63M8qpaT90ftS1ttkKvlVnR3+2LMq3ymQfKvmnzUT29xbFAtlcDC81JcBxsa9L0s88+W2qbqKgoE1To4nmBbOrUqTJ58mTnfQ1CkpKSpEmTJhIfHy9WozugfiZaPwIL2tJK2DdpS6uq6X1z+d69Iuc8KU3z98hV48/06D0Ls3IkLDy81Gv0Mf0bGjZs6HF9vFmmtuXx48fN66xcT0/L1B4Lh79MEYn6cyCD5MeIvPJY0e3wsPAyy6tqPc3oiOxcCQ+P8FqZFf3dvijTKp95oOybNh/W0xtiY2O9H1g88MAD5qL0D9YejLJyLKwmISFBDh8+XOwxva8BQnlDtnT2KL2UpH+3VQ/cdYezcv0CCW1Je1oV+2bgtue3a/aLRMbIxeeMNWc7PVEY9scNx7WrsKLfJk95u0xtS9fXe6NMf//trmVrUBGV5/qCMsaqlFVeFetp80GZFf7dvijTIp95oOybYT6qpzd48r5VyrEIpLH8gwcPljlz5hR7bO7cueZxAAB8TYcwfLN6n7l9Tr+WNDiAoFWlwELprE/Lly+Xffv2lZl3MGHCBPEFneZ227ZtxaaT1WlktXuoVatWZhjT/v375e233zbP33zzzfL888/LvffeK9ddd53Mnz9fPvroI/nmm298Uj8AAFx9+v1i2ffBPRLZeqCM6HqV83FmHQpchRH+rgEQRIHF6tWr5YILLpC9e/eWOUOUduf4KrBYuXKlmc7WwZELMXHiRLPw3cGDB2XPnj3O53WqWQ0i7rrrLnnmmWekZcuW8tprrzHVLACgRvz33U9EUvdKw9zmEhfz58+uJgcP+XSY+7MOwRIKI+zy3bX+rgUQRIHFLbfcIvXq1ZO33npLunbtKtHR0VJTRowYUeF0t2Wtqq2vWbNmjY9rBgBAaUsXzjXXp515Fs0TBEHFNzeK7LbO5JdA4AcWGzZskI8//liGDx/u/RoBABAktu7aL+n7Npnbf7320nK3q2jWIVgrqNjVTWTM6yLf3OzvGgFBElh06tTJuWgcAAAo29Ovf2RmEIpt3FoG9yn/NHfJWYf0IBbWyqn49rqioOLcV0SStvi7RoA1VWneqqeeesosIrdpU9FZGAAAUNo3c4omCukz+M/cwMowht96NKfCEVS0W1/efK0AqtRjcfvtt5sVrbt37y7NmzeX+vXrl0re/vXXX2ldAEDIysnNkz3rl5nbV116vluvYQy/NWlOxViCCsA3gUW/fv2KL+QBAACKmb96h9gTekn4iZ1y/UWVJ24zht+6NKeCngrAR4FFWTMvAQCAP/20I1Nk4I1y6dC2EhNT8eyJjOG3trYb/V0DIDD4Z21wAACCnGO17XP7JVW6LWP4AYT0ytsnTpyQTz75RLZs2VLmytvPPvtsdesGAEBA+nXzbln3268SVr+VnNW7RaXbM4YfQMgGFlu3bpUhQ4ZIbm6uZGZmSpMmTeTYsWNSUFAgDRo0MIvnEVgAAELVf55/Q+SHh6RBp8HSsO41lW7PGP7AYifNFPDeUKjJkyfLoEGD5PDhw2YV7Dlz5kh2dra8++67UrduXbN4HgAAoWr+3O/Ndf8BA9zanjH8gcMeZpeFF/m7FkAQ9Vj88ssv8vrrr0tMTIy5n5eXJxEREXLFFVdISkqK3HHHHfLzzz97u64AAFjesRPpcmTbGnP7xqs4Ag22oGL+ZSLrh/q7JkAQ9VjoEKj4+HgJDw+Xhg0byoEDB5zP6doWa9eu9WYdAQAIGM+9/blIYZ5E1G4kF5zJEWiwBRW/nSoy6gN/1wYIosCiU6dOsnv3bnO7T58+8uKLL0p6eroZDvXKK6+YRfMAAAhFn3z+hbnu3O9UcwKuKhjDby36eTiCijPeFelatO4hAG8MhbrssstMr8TVV18t06dPl9GjR5ukbV00T3Mu3nrrraoUCwBAQLPZbPL7qp/M7QvPH1elMhjDbz2aU6HDnzSo6L4kTPKj7f6uEhA8gYUmbzucfPLJsn79evn222/NtLOjRo0yw6EAAAg1X81fJoXpySIRUXLHxAs9fj1j+K3JNagA4IN1LFwlJSXJTTfd5I2iAAAIWBtOxIoMmyLdGuRK4wbx1RrDP/8Kn1UTHtLPg6AC8FFgsWjRokq3GTZsWFWKBgAgYH3/22GRpl3llusHVWsMf+eVBBZWQk4F4MPAYsSIEc58Cge976qwsLAqRQMAAsyePXvMVOOFhTZZs+uopKTlSuP4GOnTppFERIRL48aNpVWrVpYqc9WOo7L7YIq0Tmws/dp5p8yfNx+WRUtXiNhFWoa3k9Wrs90ukzH8AEI2sFizpmh+blfHjx+X77//Xj799FMzMxQAIPjpgXXnzp1Njl15YmNjZfPmzW4ftAdDmePnTfOoTMbwAwjZwKJXr17l9mTUqlXLBBYjR46sbt0AABanZ+srOlhX+rxu5+4BeyiWyRh+AMHAK8nbroYMGSKPPfaYt4sFAFiQDgHy5nahWiZj+KtHh2bnFFYc5KkwCZMIL8wUu+LM6pcBBCOvBxazZ882q3EDAIKf5j+4Y+CgQZqMV+rxyNMfkLAGrc3twt+/Edv6T/UosVplqohT75LwhB7mtm3HIilc+aZ7ZV7/iMiGz8t9PmLgjRLeerC5XbDpO7fbaMAAtzZFFWlQMeTTyieN6VCvvcw65Y1qtfPyMXZZfm61igCCVpUCi3HjSi/6k5eXZ8aR6pjTRx991Bt1AwBYnCZVu8VuM0nNJRXo2XzHGX1bYdHFXeWU6eglcPYUaJm6rTtstgrroBOTOMt1s8zDRzMkPzPL3A6PiJCI2Bj36gLL0aBiyXkig74WggvAW4FFWlpaqVmgNEHt9NNPl4suusisxA0ACG5f/LBEHnnoH25te+mgS2Vo3dpSu3lj6Xr7VRIZF2seb9SosURHR5vbGelnSXrGDPn8fz/Lw3dfW+UyVYMGDc3vksrKPFtmfjLcrTIn1K8j/U+/rswyVf169SWuVi1z+81P6so/b/6w0jJT3v9S5s+ZJ3XbNJcBMyZLRKWvQHW0Xi+yt7PImNdF2m4seiw/RuSVx7wTVAz5QqTvPAILwGuBxYIFC8x4xmPHjpkAg6FPABA6Nu9JlnMuniDbf/leT9u79Zreh/dJQmq8xMfFSL+u7SWqdtHBeTGNaotIgtizU+Vhb5X5R7njT+3uVpld9m+XhFg3yhSR0X1byz/dKDNxz3ZJi/VssTzG8FedBhVjXxFpt971BGj1Eiv089DhTxpUDPo2TPKjvZCoAQShcE9fMHfuXBkzZozEx8dL06ZNpUmTJmYmqLPOOks+/7z8cakAgMB2JDVb7nxzufS4d45s37nLHKw16dDHrdeGeXBgp2tKhGqZijH81aM9FcWDiupzDSoAeKnH4t5775XHH39cGjRoYIY7OabP07wK7cXQoOOaa66R119/3YxDvfXWW1nTAgAC3L5DKXLVHf+Ulfaekilx5rGTL54kN5/WXkb271zp+hBRYeESH1E03MkduqicDmMKxTIZw199juFP3qQ5FQQVgBcDiw8++ECeeOIJuf/++2XKlClSu7Z2Wf8pKyvLBB0PPfSQdOzYURYtWiQLFy4ksACAAHUiLUMmTn5Ivnr3JbHnZoh0HC39L7hNZlzRT07v2dy5nU7cUXKV7AYx4ZL/6luSvfeAObBuHFUUkLhDT1qVLFMToDVXQYcVaQ9AdcvUlbeTtcwPvVdmdevJGH7rGvA/f9cACLLA4vnnn5cbbrhBHnzwwTKf1+FQGnTs379f/v73v0tSUpL89NNP4gsvvPCCWSvj0KFDZrG+5557TgYOHFjmtjNnzpRrry2esBcTE1PpokYAEIy0h7lkENA4Pkb6tGlkhvboWfimzRLk1n8+IW+/9IQUZhRNJxvdoLncef0F8p97zy01eYceYDt6sB3TquosSPM/miNpyZlVqmfJMk15c+Z5nKtQXpn9+tmkIDNbfvzOe2VWp56M4fctOyOYAGsFFr/99ps88MADlW6ns0K99tprsnLlSvMD5W0ffvihTJ48WV5++WUZNGiQPP3002ZYlp410pyPsmg+iD7vUPJHEQBCJaiobNhSRGSkhNduJPmph4vu124kV918l7z87ykSG+P+kB54hjH8vmMPs8vCi3z4BgCqlrytM0G5Q4dJ+SKoUE8++aTceOONpheia9euJsDQ3pI33ih/wRsNJBISEpyXZs2a+aRuAGBl2lNRWW9tYUGBCSrCYurIudfeI0f27ZSZj/+doMLHGMPvu6Bi/mUi64f66A0AVK3HokePHvLpp5/KmWdWvI79xx9/LD179hRf0EX4Vq1aJVOnTnU+Fh4ebtbPWLp0abmvy8jIkNatW4vNZpO+ffvKww8/LN26dSt3+9zcXHNxXbdD6ev1YjVaJw36rFi3QENb0p7Bsm/qtroasauM3KJF2irTa+R58sU7r0hSYhPne3vMcR6qrPNR9iqUWVF5VSiz2LZeKrNYWW6U6Vq2W2P4vdWWldWzCm1Z7MSjH+pZVtmOoOK3U0VGfSAy/4pyyvagTIeNJ1dQ1wrKDJR90ytlsm+KJf4PeYEn7+t2YKEzPE2YMEFatmwpd999t+klcJWdnW2Su7Xn4O233xZfKBoXXFiqx0Hvb9q0qczXaLe/1kmDndTUVJNgPmTIENmwYYP5W8oyY8YMmTZtWqnHk5OTLZmboR+4/m26U2qgBdrSKtg3/deWGlScv/jiYo+lrCp/TQZXE66+WmrHRJi1iqpyQiUyMlLiY+LEXsZr9THHOkgFBQXVLq+qZWob1outJTZbodfK9LSeJQO/8tjsNq+1ZWX1rEqZWob+Nmp7+queJdvSNag4412Rziv/DCzcbc/yPp/1Q4rKdv795ZQXyPtmdctk37Rb4v+Qt6Snp3s/sLjyyitl2bJlJs/imWeekZEjR5aablb/4Ntuu02uuKLkaQH/GTx4sLk4aFDRpUsXM1vV9OnTy3yN9ohoHodrj4Umo+uaHZqvYTW6A+pwL60fgQVtaSXsm/5ry+yC7FKPFeS6NztRZo6YHzgVFhkh4dFRHte3MCtHwsLDS9VVH6vKwqrllVfVMk3AlJ0r4eERXivT03qW9RmVJTws3KttWVE9q9qWx48fN6/zVz1d21ITtV2Diu5Lii9o5257lvX5aFAx9yqR7j+LrD+14vICed+sbpnsm2GW+T/kDTqttk/WsdDZl8444wyTMP311187hwvpLEtDhw6VSZMmydixY8VXNG8jIiJCDh8uSip00PuaO+GOqKgo6dOnj2zbtq3cbfTv0UtJ+kFb9cBddzgr1y+Q0Ja0ZzDsmyW30TH8WQuz5R033iflgy9l/rfzpG6b5jJgxmQJDy/9fViZQsccGWXNlRFWun7VKq+KZTrPCXqxTE/q6fH3tZfa0hefT7FJUfxQT9eyNVFbcyocQUX5lXa/TNegoudPIqd+9mdgUWF5JcoMlH3TK2Wyb1ri/5A3ePK+HgUWaty4ceaiQ5J0aJLrAb+vRUdHS79+/WTevHkyfvx4Z5Sn92+//Xa3ytB6r1u3Ts4++2wf1xYArEGDiiFfh8mOgqKpYyujazBUZwpWVF+ZY/jhFreCiip8HtoLokGF5msUeN6JB4QEjwMLBw0k/DG7kg5RmjhxovTv39+sXaG9J5mZmc61KjQPpEWLFiZPQumCfSeffLJ06NBBTpw4Yda/2L17t1mTAwBCgSMxOLzcrM3idGE3+E/JMfzwjB74ezOoUK5BRZhZFIP/I4BXAwt/ufTSS00StS7Gpwvk9e7dW7777jtnkKP5Hq5dNjpmTaen1W0bNGhgejyWLFlipqoFgFBSNzxSwkzYUP5BUVRYuFktGv5R1hh+eKbrMu+3mH4efwYVAIImsFA67Km8oU+aRO7qqaeeMhcACHUx0fESPez/JHfb99KjoECOT2wg9cJbym3dL5f8V9+S7L0HTFDROMq9JG94V6Vj+OE3wz8hqACCNrAAAHjui3b9JbdpZ2kZ11hOi/lQFvTLkg71CuWGU0bJ/I/mSFpyJs3qJ4zht7YwRj4BbmEKIQAIAfvi6sq8lt3N7cFRi2XBZRwpWUnpMfzwphUVr+0LwEsILAAgBDyat18Klz4nSamrZesV+8yYcVgHY/h9Z/kYuyw/14dvAMCJwAIAgtwPUdGSenSzyKF1Ejl4pTkzrmPGYR2M4fddULHkvKIpl71pJ/O/AGUisACAIGYrtMun6bvN7ZhePeTU5Pw/htv4u2Zwxefhu6BiyBd/TrnsDTu62+Xb671XHhBMCCwAIIjt/zJa8tP2i0TFypk9YxnDj5ALKgZ9G+bVoOLrv4i0/t1rRQJBhcACAIJUQWaYHP2q6AioeY8ecuFXhSQGIyQStX0ZVLTZIHLWm14rFggqTDcLAEFq1zsiknVCwmo1lL/vYrahQMIY/qrTRG1vBxX6eXx3fVFQcc5/RWwRXisaCCr0WABAENqXkiEZa/ab2yMbnSR1bP6uEdzFGP7q0URtbwYV6luXoCKikOmAgfIQWABAEPr3ZxtFRj0o0cMvkstycv1dHbiJMfzV581EbQfNqSCoACpHYAEAQebXXcfk7QU7RSKipPUl2RIexhnWQMAYfuvSnAp6KoDKEVgAQBCx2Wwy4b5nxV5YKPVbbpXajQ6XuR1j+K1FPw9HYnDRmXF/1wiu+DwA95C8DQBB5KHn3pbf3p8mYQ1aS8IjbcrchjH81qNj+Nu6jOG3RbDQiDdtPNmrxQEoBz0WABAksrJzZca0f5jb/QafKrHxmaW2YQy/NTGG33fWD7HL/Mt8+AYAnAgsACBIXDfl35J3fL+ExdSVd1/6d6nnGcNvXYzh911QMfcqke4/e7fcw629Wx4QLAgsACAI7D5wRD567Wlz+5Ib7pRWzZuUG1Qwht96GMPvu6Ci508iwz/xXrmH2thl9q3eKw8IJgQWABAELrlpithz0yW6YUuZ+UTRcKjyE4OZJQqhE1SM+kAXh/ReUPHpJJGGB71THhBsCCwAIMAt+mWd/PLtLHN76v3TJTYmutjzLO6FUEvULh5UhHk1qGh0QOS8l7xSJBB0mBUKAALcjE/XiDRsLw3ja8n9f53gs8Rgu90uOYU5lW4XJmHCpEbVwxj+qtNEbW8HFfp5fHFrUVBxwbPe6wEBgg2BBQAEsCWbj8h3O2wiI/5Pvrx/pISHh/ssMViDiiGfDqt0uw712susU96o9vuFKsbwV48manszqFCaU9H4j6AiOjdM8qOJLICyMBQKAAKU9iBMfusXc/v6UZ1kaI+y160gMThwMIa/+jRR25tBhdKcCkdQAaB89FgAQICa/O8XZfknX0mtXufL9Mv61Oh7/2WKSFRu8cfyY0ReeaxGqxFUXMfwj31Z5FXaskp8MUxJcyoIKoDKEVgAQAA6kZYhzz06TSQ9WYYM6CSJDWrV6Bh+DSqi8kqevWV4SFUxht/aoksE0QDKxlAoAAhAl9/+TylMT5bw2g3l/ef/ZYkx/Jl1vV9mqJjtkhjMmXHv0ymXAfgePRYAEGA2bNst333wirl9w6Sp0rhBfJXG8B9u5706ZcbbZfZfvVdeqPHWGH53Zu4KtVm7dHFInXIZgO8RWABAgLn0hrtE8rOlVrMO8sK0u/w+hl+Dik/uEsmN9U55ochbY/jdmbkrlGbtcqw4r1Mu7+zpvXKPF1/Y3quBn27DwRkCFftugNqzZ4+kpKRIYaFNVu04KrsPpkjrxMbSr10jiYgIl8aNG0urVq2qXOaaXUclJS1XGsfHSJ821inT13UMpbasiTJDqT1rqi1Tjx+VDQtnm+enTLlHIiMjPA4qvDkPvzOoiBM5/zmR9/7pnXJDDWP4fRdU6IrzZ74l8tJT3in3eFO7fP5X3wZ+7w59ze0y6aWClQRkYPHCCy/IY489JocOHZJevXrJc889JwMHDix3+48//lj++c9/yq5du6Rjx47yyCOPyNlnny2BSg82OnfuLDk55Z/1iI2Nlc2bN7t9IBMIZQZCHSkzNNvTX3V85B93ynUXj6m0zJKJwd6ah981qLj4SZE6J6pdJHw4c1cozdrlGlTo4pA29+Jvt4KKjyeLxOSIZIk10EsFKwm45O0PP/xQJk+eLA888ICsXr3aBBajR4+WI0eOlLn9kiVL5PLLL5frr79e1qxZI+PHjzeX9evXS6DSM5gVHWwofV63C6YyA6GOlBma7Wn1OvoiMVgTtV2Div9n7z7gm6zWB44/bYEOoGwoo+wte8oUFQXxuve4DPe6F0VF4SqCqDhwXhXcuHDgVZx/vFwUUFmyBEFQBGRvaKF00Cb/z3NqYkfSJk3SvG/y+36Mbdbp4XlPkvfJWTX2sb6/1bhW7nJfsqNnonbBpCIYm0MWSioyRc7/d3ASv9v+KXLD3SL1NotUzAxGLREI7f3JzM0s9ZKVm8UieJHSY/HUU0/J9ddfL6NGjTLXp0+fLl9++aW8/vrrcu+99xZ7/LPPPitDhw6Vu+++21yfPHmyzJ07V55//nnzXLvISD/o/v3Y0cM+PUeHT0RSmXaoI2VGZzytXMdKOU6ps0PknJfFTNjN+7OnIi9e7/PpT3gs88ub878F1mQl+Uh+uYGUWfDfXlTl5FpBLzOxSg3L1FPjqbGLLbBc76EGZY+ltzJDdXwcDm2DMUEt09946gmh/pvVvL+LtFgrcsbbujukSF7cX22z4glnmcrU4/HVNSJVjor8TefDnPC/vIK0XP1mNzde5KvrRI7VEjnvJZHPAlitTcscPlHrJKL7Ay76m8iGXoF9hRzM9q7xdGTqSbn3DCqhYpLPJ+y+lKdt05GVLZKQ5Ffvj+u4e9O4Tku/5yllhOA1ZEW2SixycnJkxYoVMm7cOPdtsbGxMnjwYFm8eLHH5+jt2sNRkPZwzJ6dP0bZk+zsbHNxSU9P/6uBmoNf/jZ27e7+/b+xvr2YB198jSRVqSopJ/WXxt3PNLdlHT0kaz55xvx+Yv9+92Ozck/4Vaaq3aKrNO93gfk970S2rHjv4YDLVNUbtpbWp1/tvr74qVvF4XSUuTyXyrUbyknDbpS0/8011zeu/z85mpl/bEtz1og7pGKM52MfX6WGNE3u4L7+07qvfCrzuuk/SObYp+Tovj883p938JC073ie+X1XxhGfy2z6TZr8Nv99ObxtfbH7XcenfcdzZU/mMZ/KHPXcPGnRIc38vnXJ57Lv1x89lqmqNe3j8zHqfeU4Saxe11zfsXqe7FqzwGOZ/h73tkOukeR6+TtQ792wRP5Yln88Am2bLU+5TGo2Ocn8fnDrWvl94Sx3mYG0zSa9/yb12uQP5dz5ybuydfP3fpWpcy+6dy/eNl3vVdMm/tmjUfHPSwE9JopMeaGl+b1qkwbFyjC3Of8qq1iZLlXKXqan97iiuvy22TzHU3llLbPTxk1e61he9SwUz6LHJ13k9DLEssQyQ3R8VOqSH4NeZknxLFpmXkZG8XaZWPzfntC6ljhPdZapzNPzPzrzVSy9PE9lFjs+ItLzzb8ef1Ypx6fUMv+smyl3jojoRfwvM9D27qm8vOPHZW3nvz4rPUlo3UZazfrEt+PjQ3muMmvM+jiw97girPIaKi/+/F1bJRb5kxjzpF69eoVu1+sbNmzw+Bydh+Hp8Xq7N1OmTJFJkyYVu12TkaQk/zahCpb8JpzvsGb0PkjftlY/m2RPbjVZ7WyXf+OxfSLrF5W5Hq4y1Z7jsfJzfI/8K9otWMZyC5Zpyj2UIRuqnfLXDQc2izhOlLk8txrN5fe620Wqt82/fvgVkcxDPpV58I8NIse9vNFUriN/nHXxX9ePveVTmWv+OCzy8wqRA796fkBcvCxw1dW51ecy16RvF1m7WmTncq+P+65aa5GYXT6Vue6Pg7Iua/uff2CNyGbvx/lg67N9PkZzV24RSf4zgV+3TuSXsrfLQu29zkCROn8OqN70S/Dae3IXkf1/Luu6fWOZyvXUNvfEtxA5Wj//Snxtkf2/+VXm3sPH3F+E6ByOX3/Nb085Tt++mk7LSZesEznSZbLn2ajZJ3Lk2y/nSWZmZkjK9PQeV5T2Sp/af4DX8spS5v/93/8FvUx/6+lLPP2NZSjKLO3frZYuXSqD+vUPapmlxbNgmSeyj8mfn3Ilyks7Itk5OUErs7Tyipbp6/HJyc0t13ZUtMxgtPei5cXk5EiLIB4fX8r7q8wTln6PK+trqLwcP+77jKIYp/Yl2cSuXbukYcOGZt5Enz5/fTM6duxYWbBggTkoRVWqVEnefPNNM8/C5cUXXzSJw969e33usUhNTZXDhw9LcrLv68UHU8EutDc+XSijRxY4kfWi599GSqsWzaRR8zbSrG1nc1tmxjFZvuArdy+Dy6Yt22TF/73jc5mqXqOm0rpT/jetebknZNF/Pwm4TFWzTn05qecA9/UFn78rToejzOW5VK1WQ7r0O0NysjLM9eXz/0/Wb9joU5n9Lr5FmjQsnKC6JCRWls59Brmvf/Dmq7Lo49KH2V35wAxJjsmQ9MOeExanI1dOHpzfY/HDspXy4cM3+FTmgL695ZcVP8iBvTuL3e86Pr0HnytLVqzxqczL/vWKDBrY3/z+29rlsmf7Zo9lqhNJKfLx1H/6dIwuG3mTVK5azVz/49efZdumv3pYAmlHnXoPkmq18ntCdm79VTavXx1wmapt1z5Sp36q+X3/rm2yYfUSd5mBtM2WJ3WT+k3yP3L27dwi65d/71eZ096fIzdccobXlWIcpXwgxCYlSUJcgsTElN4NH4oywzkU6uDBg1KrVi3T8x2uoSGlxdPfWIaiTF+GcRzPdkidOnWCFkt/45mbkSE/d+lofv/lcG1x6FigAmJjnNKuRv57bYeffpYKPnxJWLDM347UkBxHhYDK8/k1lJAgGUcyzEpyvsQzVMc82O29YA+D6xglxp2QJlWPSFZeBalcMdfc13HNOolLTCxTeS4VYvKkSfIRSYjL/6a9w+q1UqFyZcu+xznK+BoqL3oeXKNGDUlLSyv1PNhWPRb6IouLiyuWEOj1lJQUj8/R2/15vIqPjzeXovRgh+uAV63+16LZfdo38ek5L0y4VXr2/LNHoaALit/244/LpZcPJzFeyxSRW4d1DHqZ6qYzJwe1PLdzu/tc5tNjR/lWph6f+k7p5UNicfvZJ/lV5ocPi49lthU588+ejhL82CjOpzLvPK9LfpmqlHI1nh9PFf+PUQnlBnbctdxzg1ymq9wzg1hegXJHneVXmbqMr7f3pcpxlUUqlf5h6o9QlFn0Pa48ytQPcj2J8Pd9Pdj1tMsxKi2Wmfv2hTWWem7gro8zRpxFxqs7CnyFGudjPQuWqUlFwTLLUp6vx0fjmSEZfsXTDq9LZ4F/ix6jhLhcaVI1TbLyKsq2o8nSrmb+iXdsTIxvCVWR8lzHJz+pSJO4AmtqawJg5Vg6yvgaKi/+1Ml6tS+B9j50795d5s2bV+hg6PWCPRgF6e0FH6908ra3x9uBrokfzMfZpUw71JEyozOedqgjEM30m3FY63g0/bOn4o+j1cQRpNNRTSqaJh8xScXW9OpBKRP+sd0nkk7EfuWVV8zwpl9++UVuvvlmycjIcK8SNXz48EKTu0ePHi1z5syRJ5980szDmDhxoixfvlxuu+02sSvtudE18Uui9+vjIqlMO9SRMqMznnaoIxCtXMNtYB1NgpxU6NC0ijG50jT5sMTFOGRrejXJdQZp8xL4xVZDodRll10m+/fvlwkTJpgJ2F26dDGJg2uCtm4qVbDLpm/fvjJz5ky57777ZPz48WaDPJ2E3aFD6SsJWJVuhqWTNIO5u3HRMoOxc3CwyyyPOkZLLMurzGiJp11iCUTzN+OVY/PH8Afrm3GUXbB7KlzzXVxaVfdtuW4En60mb4dz0kq1atV8mrQSDjocTDcIrFu3riXH5tkJsSSeVkXbJJ5WZYW2qRN5f+rY3vy+7lAdM96+YFJRcAx/57XrJc6HydaeyvxruM1h98RgX8uzUzxDoWA8fzlUS/J0k5E/6QyJk2ruL/PxKU3Hn36WilUKrIttMQ6LH3N/zoNt12MBAADgzxj+opO5gzGGH2UXlOFPiYkmCSnx7zgcZpSLPhblg8QCAABE2JyKtELDbfQb8WBPDGa4TXjpSk+l9WzEOBwmqfB3mV2UHYkFAACIsInBFYM6hr9SbK6kVk1zJxVMDAY8I7EAAAARI9gTg1XB3gl6KoJPEzdEBuvNEAEAACijbUFOKhD6pEKHmCEy0GMBAAAiRrCSCl8mB7seh7InFc2Sj0ieM0YqBmEeDMKPxAIAAKAMk4MRnKTij/Rq0qbGIcIZAUgsAABARGMMvxWHP6WZpEInw+c5GboWKTiSAAAgYjGG33p0ToUrqWCFrchCYgEAACJ+uA2sg6QicpFYAACACB/DXz3c1UEBejzoqYhMzLEAAAARm1Qwht96SCoiFz0WAAAgYpMKTmKB8kNiAQAAIgYTg4HwIbEAAAARg54K+6kQkxfuKiBISCwAAEDEYGKw/ZKKJslHwl0NBAmJBQAAiBjMqbBXUqFD1+JinOGuCoKExAIAAABhSyp0kj0iA8vNAgCAiMYYfisOf0ozScWW9OpywhEX7iohSOixAAAAEYsx/NajcypcSUWOg++4IwmJBQAAiEiM4bcmkorIRWIBAAAiDmP4rUvnVNBTEZnofwIAABGbVDCG33pIKiIXPRYAACBikwpOYoHyQ48FAACIsInBQlIBhAE9FgAAIGLQU2E/seIIdxUQJCQWAAAgYjAx2H5JReOqaeGuBoKExAIAAEQM5lTYK6loUjVNEuJyw10VRGNicejQIbnqqqskOTlZqlevLtdee60cO3asxOcMGjRIYmJiCl1uuummcqszAAAAvCcVfxytTngihK0mb2tSsXv3bpk7d66cOHFCRo0aJTfccIPMnDmzxOddf/318uCDD7qvJyUllUNtAQBAeYuNcYrDWXylKFht+FO6SSq2Hq0uWXm2Oh1FCWxzJH/55ReZM2eO/Pjjj9KjRw9z27///W8ZNmyYTJ06VRo0aOD1uZpIpKSklGNtAQBAOLSrcYDAW5zOqUiIyzNJRWZeRYmRIpkgbMs2icXixYvN8CdXUqEGDx4ssbGxsnTpUrngggu8Pvfdd9+Vd955xyQX55xzjtx///0l9lpkZ2ebi0t6err56XA4zMVqtE5Op9OSdbMbYkk8rYq2STytygpt05+/rY+NsfDnpRXiGQoF/z35PRU1TFIRyuNjl1g6LF5Pf+plm8Riz549Urdu3UK3VahQQWrWrGnu8+bKK6+UJk2amB6NNWvWyD333CMbN26Ujz/+2OtzpkyZIpMmTSp2+/79+yUrK0useMDT0tJMo9REC8TSKmibxNKqaJuRFUv92yn/+9anxx44elRiSpmfGe3xDAVHZqb7d51T4SmpcJ1rxSYmRlUsHRav59GjR+2TWNx7773y2GOPlToMqqx0DoZLx44dpX79+nL66afL77//Li1atPD4nHHjxsmYMWMK9VikpqZKnTp1zMRxqzHZfUyMqZ8VG6SdEEviaVW0TeJpVbRN4umLvOPHxfU1sLekQum5TFyQ5sLapW06LF7PhIQE+yQWd955p4wcObLExzRv3twMY9q3b1+h23Nzc81KUf7Mn+jdu7f5uWnTJq+JRXx8vLkUpQfbigdcaYO0cv3shFgST6uibRJPq6JtEs/SOH08Pwn2uYxd2maMhevpT53CnlhodqaX0vTp00eOHDkiK1askO7du5vbvvnmG5PluZIFX6xevdr81J4LAAAAAMFhvbTIi3bt2snQoUPN0rHLli2TH374QW677Ta5/PLL3StC7dy5U9q2bWvuVzrcafLkySYZ2bp1q3z22WcyfPhwGThwoHTq1CnM/yIAAACwKlTksE1i4VrdSRMHnSOhy8z2799fXn75Zff9ureFTsw+fvy4uV6pUiX53//+J2eeeaZ5ng67uuiii+Tzzz8P478CAAAArqSiUZU0ghEhwj4Uyh+6AlRJm+E1bdrUzKh30QnXCxYsKKfaAQAAwJ+kIrVKmlSpeIKgRQhb9VgAAAAgkpKKHNl+zHorbiIKeiwAAABgb/nDn9JNUrHtWDXJOFEp3FVCkNBjAQAAgHKjcypcScWxE8WX94d9kVgAAACg3OicCpKKyERiAQAAgHKjcyroqYhMJBYAAAAoNyQVkYvEAgAAAEDASCwAAAAABIzEAgAAAGH01+bGsDcSCwAAAISJU1KSjhH9CEFiAQAAgDBwSv2kY1IzPovoRwgSCwAAAIQpqciUXRlViH6EILEAAABAWJKKnRlV5UhOItGPECQWAAAAKDc6p4KkIjKRWAAAAKDc6JwKeioiE4kFAAAAyo3OqWD4U2QisQAAAEC5IamIXCQWAAAAAAJGYgEAAAAgYCQWAAAAAAJGYgEAAICwqZ2QQfQjBIkFAAAAwqJOQobUSzpO9CMEiQUAAADClFRkyN7jSUQ/QpBYAAAAIExJRWU5kFWZ6EeICuGuAAAAAKIrqaibdNz0VBzISpLYGGe4q4QgIbEAAABAudGkQuncCuZXRBaGQgEAAACIrh6Lhx9+WL788ktZvXq1VKpUSY4cOVLqc5xOpzzwwAPyyiuvmMf369dPpk2bJq1atSqXOgMAAES72MRE6bx2vU+Pg33ZqsciJydHLrnkErn55pt9fs7jjz8uzz33nEyfPl2WLl0qlStXliFDhkhWVlZI6woAAIB8MTExEpeUVOpFHwf7slWPxaRJk8zPGTNm+PR47a145pln5L777pPzzjvP3PbWW29JvXr1ZPbs2XL55ZeHtL4AAABAtLBVYuGvLVu2yJ49e2Tw4MHu26pVqya9e/eWxYsXe00ssrOzzcUlPT3d/HQ4HOZiNVonTaKsWDe7IZbE06pom8TTqmibxNOq7NI2HRavpz/1iujEQpMKpT0UBel1132eTJkyxd07UtD+/fstOYRKD3haWppplLGxthrdZjnEknhaFW2TeFoVbZN4WpVd2qbD4vU8evSofRKLe++9Vx577LESH/PLL79I27Zty61O48aNkzFjxhTqsUhNTZU6depIcnKyWLFB6phErZ8VG6SdEEviaVW0TeJpVbRN4mlVdmmbVq9nQkKCfRKLO++8U0aOHFniY5o3b16mslNSUszPvXv3Sv369d236/UuXbp4fV58fLy5FKUH24oHXGmDtHL97IRYEk+rom0ST6uibRJPq7JL24yxcD39qVPYEwvNzvQSCs2aNTPJxbx589yJhPY+6OpQ/qwsBQAAAKBk1kuLSrBt2zazh4X+zMvLM7/r5dixY+7H6JCpTz75xJ393X777fLQQw/JZ599JmvXrpXhw4dLgwYN5Pzzzw/jvwQAAACILGHvsfDHhAkT5M0333Rf79q1q/n57bffyqBBg8zvGzduNBNgXMaOHSsZGRlyww03mA3y+vfvL3PmzPFrvBgAAACACEosdP+K0vaw0Bn1BWmvxYMPPmguAAAAAELDVkOhAAAAAFiTrXoswsXVC+LaKM+Ky5TpGsM6vMuKqwnYCbEknlZF2ySeVkXbJJ5WZZe26bB4PV3nv0VHBXlCYuHHxiC6lwUAAAAQjefD1apVK/ExMU5f0o8op5nkrl27pGrVqmbOhtW4NvDbvn27JTfwsxNiSTytirZJPK2Ktkk8rcoubTPd4vXUVEGTCl1VtbQeFXosfKBBbNSokVidNkYrNkg7IpbE06pom8TTqmibxNOq7NI2ky1cz9J6KlysN5ALAAAAgO2QWAAAAAAIGIlFBIiPj5cHHnjA/ASxtBLaJrG0KtomsbQq2mb0xTLeJvX0BZO3AQAAAASMHgsAAAAAASOxAAAAABAwEgsAAAAAASOxAAAAABAwEgtE1Q7qACKb7hALWBWfQ4h0JBY2+XDkw7LsDhw44N5BPS8vL8Ajg4yMDMnJyZHDhw+bYPBBCavYsmWLzJo1S9LS0sJdFdvjMyi4+ByKvs8gZ5Sex5FYWNDGjRvNesYjR46UV199VTZs2CAxMTGWffFY2a+//irNmzeXG264wVyPi4sjuQjA+vXr5dJLL5VBgwbJkCFDZMmSJSZhQ9lOgqdPny5jxoyRuXPnuk88UDZr1qyRXr16yapVq2T//v3mNt4zy4bPoODicyj6PoM2RvF5nPWORpTTF03v3r3Nz99++800yDPOOEPmzZtnXjzRkvEGi8YxMTFR1q5dKzfeeKM7uYiGF3coYtm/f39p3bq1XHjhhdK0aVPzxpmVlUW79JO2R43lZ599Jl988YX84x//kNdff920S17j/tu+fbucc845MmLECJkyZYq0bNnS3J6bm2t+8nr3HZ9BwcfnUHR9Bq2P9vM4JywjNzfXefXVVzuvuuoq922rVq1yXnvttc64uDjnF198YW7Ly8sLYy3t5auvvnK2bt3a+eijjzo7duzovPHGG933HT16NKx1s5PMzEznBRdc4Lz55pvdt7322mumrebk5Dj3798f1vrZydatW52tWrVyjh8/3sRO3Xvvvc6WLVuaOMN/77//vnPQoEHu98d//etfzssvv9x54YUXOufNm0dIfcRnUGjwORQ9n0G5nMc56bGwEP1WTb95S01Ndd/WpUsX8w2cDuW5+OKLLdvtZ1UdO3aU7t27y3XXXSejRo2SxYsXy5133inXXHONvPvuu3LixIlwV9EWdDzr77//LieddJL7Nr3+3XffSc+ePc1lxowZ5vaI/zYmADrH59NPP5WuXbuaXgrXa/n22283MdZvt+A/fd+sVq2a+V2/0Vy+fLnpqdShB4MHDza9QYq2WTI+g0KDz6Ho+QxycB4nFcIWfRRTsWJF6dChgyxYsMBMSqpRo4a5vU6dOjJu3DjZt2+fTJ48Wd577z1JTk4mgj6oWbOmrFu3zpx46FCoKlWqmFgeOnRI7rjjDhNzPdnT4VHwrmrVquYN/aWXXpKUlBST4L744ovmou3zp59+kmuvvVZatGghAwYMIJReaDvT126/fv1MHF30BDg9PV0OHjxI7MqgQYMGpk2+9tpr5n3z7bffNq999cgjj5jXvg5NKHhSguL4DAoNPoei5zOoIudxzLGwmoEDB5rxgm+88YYcPXrUfbv2YugY4tWrV7PiiY+0NyI+Pt68CR07dkySkpLMGEe9Xcdg67hHRVJROj3x1V6fdu3ayTvvvCOzZ8+Wp59+2oxpHzZsmOkF0vs0viiZTub75z//WeibNU02tJ1qG3XR+ReaEKN0mqhp4jBt2jQ5fvy4OZFzzavQdtusWTPzBQM8fxOsXCvmnXrqqXwGBSGervanP/kcCjyW+hmkIzes+Bmki0W4FoxQ0f4aYkxNGO3atctM3Pz4449N173S1Q5OPvlkeeWVV8yLR79Zd9GuPj3xKNhQUTyWK1eudH9zoEmDDoXatGmTDB8+XBYuXCiff/65jB492jxW34zgW9s87bTTZObMmWZYSYUKFaRhw4buk2OdJKsnx/Xr1yecRWzdutV8ALp6G11cH5ZKh0TpxXV9/Pjx5lt2hu6UHM8PPvjA3NakSRM55ZRTTCKmH9q64pZrmJn2UlavXt2c3KGwn3/+2bw/rlixwv0Fy0UXXSR9+/blMyjAeGr709e4/uRzKPBYKl0J6v3337fUZ5Ceb+hQN10FyuWiiy6SPn36RO9rKNwTXaLVmjVrnM2bN3f26tXLWbt2bWePHj2c7733nvv+kSNHmsnGt99+u3PTpk1mYtLYsWPNROQDBw6Ete52iOWsWbPc90+cONEZExPjbNasmXPFihXmtsOHDztffPFF5++//x7Gmtsnnh988EGhx1x00UXOMWPGOHfv3m0m1U2YMMHZuHFj5+bNm8NWbyv66aefnA0aNHCefvrpzpNPPtmZkpJiJhoXpe2xTp06zh9++ME5efJkZ0JCgvPHH38MS53tFs+ZM2e679dFGurXr+/s1KmTc8mSJc61a9eattm0aVPntm3bwlp3K7r++uvNe2PdunWdy5YtK3TfiBEjnCeddBKfQQHG07VAwwMPPMDnUICx1InRLjqRO9yfQatXr3ZWqVLFOXr0aI/3//3vf4/K8zgSizDQBtaoUSPTwI4cOeJcvny5eRO/5pprnFlZWe7HTZo0yTlgwADz4urevbv5EF25cmU4qmzLWJ44ccI8Rn/ecsst7jcnh8NhfrK6ln/x1Dd1V+wefvhhZ8+ePc2b/mmnnWZO9mibhW3cuNHZsGFDs+KTxk5PbM844wznq6++WizuukJZ165dzcpGmlRo3FG2eL799tvOoUOHmvdNPTHW1bZom5499dRTZpWdW2+91Vm1alWTjBWkiVr//v35DApCPLOzs80J5tKlS811PofKHks1depU86VXuD6D9Au4atWqOe+++273+YR+kbF48WKTcLhowhNt53Ex+r9w95pE25hBnTy8Y8cOM8GwUqVK5nbt2hs7dqzpTqtVq5b78TqZ88cffzQTl7S7v1GjRmGsvb1jieDGc86cOWZTMl2N58wzzzTj2JFP5/HcdNNNpnteJxRrt71rqKOuVqQTjPX1rAsIKF2sQVeK0u7xb775Rjp37kwo/Yynvjfedddd5nb9WNON8nRohF7q1q1LPD3QYaHPPfeceb1rfL/99lsztEOHm+iQDX1d8xkUnHh269ZNzjrrLNphgLH88MMPzRApbZvh+gzS9yEd/qRDL/X1ocOuL7jgAtm5c6fZCE8/J3XotQ7XVDr/Qod0Rct5HKtClTMdc6mNSicZ6YmbfgDquGod06pjgV3Ln7rGZmoDHTp0aHlXM6JiWfQ5LNcbWDxdMdR2Sdv0TD9odP6Ojq11nQTrstEfffSRXHnllZKZmelO1nT3bT0x1g/P888/X9q2bRu010g0xVOTYt3h+OWXXzbtVk/kUDJdMEBXI9PES8eC33rrrab96RjwX375xTyGz6DA46nJL0tJB79thuszSN+D/vOf/5h5XZdccon5YkjrpXO/YmNjTRIxZswYk0jo+7yuWhVVn5Vh7jGJSgXHALq6Q3WcoHbZFxwHHOndZcFALMMTT9dcFXjnip/SrvE+ffo4v/zyS/dtH374oRmfW7DbHIHH8+effy70WBRXcBioxnHfvn3uuVOVK1c2F92ctehjEXg8aZvBi6VrzkW4Yrpu3TpnUlKSs0uXLs49e/a4b8/KyjLD3vr16+c8dOhQ1B1zVoUqB7t375Zly5aZbjv9ttfVXafL+7lWgdGlxzTrdZkwYYKcfvrpppuN0WrE0mptUzcdo216juXXX39dKH5Khzbpt+u6LKKLK94FN8RE4PHUVWEKPhbFY+nqtc3OzjY9kdrTo98IL1q0yCzjqcM6tMdHh57QwxvceNI2gxdL10pm5RHTovXUS/v27c0y1rp8uGvfHKUr0GkPhg4v1l6LaDvmDIUKMR3/d+6555qGtnfvXvOhpydmQ4YMMQ3RNdxEL/qC0iEnDz30kEydOtXsKMkcAWJJ27T/61wVXQZRu8t1vK0O8wHxLO+2qV8O6BAN3an8vPPOMydCX331lXTp0sVs1KrDIStXrkzTJJ5R3za9vYb0y9+mTZua+RRF98M6cOCAdOrUyb2fSVQJd5dJJNMuvLZt2zrHjx9vljXduXOn87LLLnO2a9fOLD3n6uJTe/fuNavC6P2VKlViVRhiSduMwNe5a2jZv/71L2f16tXNyiIgnuFqm8eOHXN+/PHHZtUa1/ASl4JLe4J4RmvbLOv7e61atcxQqWhEYhFC2qh0/fSiS0fec889Zm3jxx9/3JmRkWFuW79+vVmOLDExsdiLCMSSthkZr3NdivC6664zj+d1TjzD2TZ1KV5dslOlpaWFvC6RgHhGXyz9eX/XfYiGDx9ulr6N5vd35liEkI4P1GXJjh8/bq7ryiXq0UcfNVu+T5s2zewIrXRVmFtuucWMG9SuaBBL2mbkvc7r1asnZ599tllSltc58Qxn29RhHLqcpw7z0CV5o3LIhp+IZ/TF0p/3d13B6qyzzjLD2KP5/Z19LEKsV69eZt6Enki4JiTpOD2l64S3bNlS3nvvPXM9KytLEhISQl0l2yKWxNOubbNFixZmLXvlmlcF4mm1zyAQz/Jkl7bJ+7t/6LEIooyMDLPBla697PLSSy+ZVQN0rXWlLxrNftXAgQPNc1xIKohlqNA2wxtL17ddiqSCeFr1dQ7iGe1tk/f3wJFYBMn69evlwgsvNBum6AZj7777rrldf3/22Wdl7ty5ZiMV7VZzLae2b98+s+qGvpBYUpZYhgptk1haFW2TWFoVbTP6YmmXelody80GqTFqdq1LjvXo0cMsIzlq1CizxnHXrl3NMmXa8HQOhS4/prtH6lJ+X375pSxZssS9kyyIZbDRNomlVdE2iaVV0TajL5Z2qacdMMciQIcOHZIrrrjCNDLNaF10Uk/Hjh3NBCQX7QbUPSr0OTrs6eabbzaNFsQyFGibxNKqaJvE0qpom9EXS7vU0y5IsQKkXWJHjhyRiy++2FzX1Qu0i0x3gNWGp/5c1tfswPjYY48VehyIZajQNomlVdE2iaVV0TajL5Z2qaddEJEA6fKR77zzjgwYMMBc123eVcOGDd0NzrWrdsFJS0zgJJahRtskllZF2ySWVkXbjL5Y2qWedkFiEQStWrVyZ68VK1Y0v2tmq5N6XKZMmSKvvvqqe8UDGiSxLA+0TWJpVbRNYmlVtM3oi6Vd6mkHDIUKIs1mC65R78p0J0yYYMbkrVq1igk+xDIsaJvE0qpom8TSqmib0RdLu9TTyuixCDLXcmPa8FJTU2Xq1Kny+OOPy/Lly6Vz587B/nMRjVgST6uibRJPq6JtEk+rskvbtEs9rYq0K8hc2a12pb3yyitmO/rvv/9eunXrFuw/FfGIJfG0Ktom8bQq2ibxtCq7tE271NOq6LEIkSFDhpifixYtMmsig1haBW2TWFoVbZNYWhVtM/piaZd6Wg37WIR4a3jdUAXE0mpom8TSqmibxNKqaJvRF0u71NNKSCwAAAAABIyhUAAAAAACRmIBAAAAIGAkFgAAAAACRmIBAAAAIGAkFgAAAAACRmIBAAAAIGAkFgAAAAACRmIBAAAAIGAkFgAAAAACRmIBAAAAIGAkFgAAAAACRmIBAAAAIGAkFgAAAAACRmIBAAAAIGAkFgAAAAACRmIBAAAAIGAkFgAAy5g4caLExMTIgQMHxKq2bt1q6jhjxoxwVwUALIXEAgBQ7h555BGZPXs2kQeACEJiAQAodyQWABB5SCwAAAAABIzEAgBQbI7Dr7/+KldffbVUq1ZN6tSpI/fff784nU7Zvn27nHfeeZKcnCwpKSny5JNPFopedna2PPDAA9KyZUuJj4+X1NRUGTt2rLndRcvPyMiQN9980/yul5EjRxYq58iRI+a26tWrmzqMGjVKjh8/Xugxb7zxhpx22mlSt25d87fat28v06ZNK3Y0mzZtKn/729/k+++/l169eklCQoI0b95c3nrrrWKP3bx5s1xyySVSs2ZNSUpKkpNPPlm+/PJLWggA+IDEAgBQzGWXXSYOh0MeffRR6d27tzz00EPyzDPPyBlnnCENGzaUxx57zCQPd911lyxcuNA8Rx9/7rnnytSpU+Wcc86Rf//733L++efL008/bcpzefvtt00iMGDAAPO7Xm688cZCf//SSy+Vo0ePypQpU8zvOlF60qRJhR6jSUSTJk1k/PjxJsHRJOaWW26RF154odi/Z9OmTXLxxReb+utja9SoYRKXdevWuR+zd+9e6du3r3z99demnIcffliysrLMv+mTTz6hlQBAaZwAAPzpgQcecOpHww033OCOSW5urrNRo0bOmJgY56OPPuq+/fDhw87ExETniBEjzPW3337bGRsb6/zuu+8KxXP69OmmzB9++MF9W+XKld3P8/T3r7nmmkK3X3DBBc5atWoVuu348ePFnj9kyBBn8+bNC93WpEkTU+bChQvdt+3bt88ZHx/vvPPOO9233X777eZxBet/9OhRZ7NmzZxNmzZ15uXlmdu2bNliHvfGG2/QbgCgAHosAADFXHfdde7f4+LipEePHmYo1LXXXuu+XYcptWnTxgwfUrNmzZJ27dpJ27ZtzXKxrosOV1Lffvutz5G+6aabCl3X3o2DBw9Kenq6+7bExET372lpaeZvnXLKKaY+er0gHSalZbjo8K6CdVdfffWVGSrVv39/921VqlSRG264wSwxu379eloKAJSgQkl3AgCiU+PGjQtd13kOOjehdu3axW7XE37122+/yS+//GJO2j3Zt29fmf++Dl1Shw8fNvM71A8//GDmcyxevLjY/AtNLLRu3spzlanlufzxxx9m2FdRmiy57u/QoYPP/wYAiDYkFjawZcsWueaaa8z4X/3mcMmSJVK5cuVwVwtABNP3Gl9uU9qT4Zpj0bFjR3nqqac8Pk7nQATy9wv+rd9//11OP/100zuif0/LrlSpkul10DkdWhd/ygMABI7EwgZ0gqFOnNRu/EOHDplJjwBgNS1atJCffvrJnPDrSk8lKe3+0nz++edmpanPPvusUG+EP8OtitKJ4Bs3bix2+4YNG9z3AwC8Y46FxemKJRUrVnSPDdYlECtUIB8EYD26etPOnTvllVdeKXZfZmamWWLWRXtddUnZsnL1QBTscdDhT7oEbVkNGzZMli1bZoZWuWidX375ZbNkrc7TAAB4R2IRQroEoy652KBBA/Pt3OzZsz0+TpdG1A8tHb+s43v1g81Fxyzr5EEtp1u3bma3WgCwor///e/m5FwnXl9xxRXy/PPPy7PPPis333yzNGrUyMy/cOnevbv873//M8OY3n//fVm6dKlff+vMM880Q5/0vVHfQ3X5Wy1T97Qoq3vvvVfq1asnZ511lkyYMMEsr6sTuXU4qtYzNpaPTAAoCe+SZaATBk+cOFHsdl0xROdBFPymq3Pnzh7XVHf54IMPZMyYMWYC4sqVK83jhwwZ4p7kmJubK9999528+OKL5lu0uXPnmgsAWI2eeOsXKLr3xdq1a80eF7r3xI8//iijR4+W1q1bux+rJ+qaCNx3330mCfG0sV1JdEWnjz76yHxpo39n+vTpZvUm/TtlpUnFokWLzF4XugfHuHHjTPKiw64uuOCCMpcLANEiRtecDXcl7EQnBGrPQatWrcy3bK7ueB2Xq8scapKgu8wWpR9+usGSbhZVkPZQ9OzZ03yz5ypfJyH+4x//MN+eaTKhO+Hqhk3qiSeeMD/vvvvucvjXAgAAAL6hx6IM38jpqiOrVq2S4cOHm0RAVyfRddo1afCUVHiTk5MjK1askMGDBxcqX6+7xvhq0qG9F7okov4tHV7lWvoQAAAAsApmAZeBzpn45ptvzITqK6+80iQBmgz425Wvmznl5eWZ7veC9LprFRKdqK3zKgYOHGgmKeq44r/97W9lqTYAAAAQMiQWZaTLG7799ttm+FPz5s3ltddeC3j5RG90IqFeAAAAAKtiKFQZ6SRtnSioK5Lojq933HGH32XoDrY6R6PghG9X2SkpKWWtGgAAAFDuSCzKQIcw6QZQOtfh448/lnnz5pnVnXRlEn/oaiO6Koo+30XnUej1Pn36lKVqAAAAQFgwFMpPeuKvw5J0B1ZNJnQOhG6apEvA6gTuhg0bunsvjh07Jps2bXI/V9dCX716tdnkzrVTrK4iNWLECOnRo4f06tXLrJuuy9SOGjUqmMcZAAAACCmWmy0DTSJ04rZuaFeQrhRVp04dsxGUmj9/vpx66qnFnq+JxIwZM9zXdalZXUZ2z5490qVLF3nuuefMMrQAAACAXZBYAAAAAAgYcywAAAAABIzEAgAAAEDASCwAAAAABIxVoXxcCWrXrl1StWrVkG2CBwAAAFiN0+mUo0ePSoMGDSQ2tuQ+CRILH2hSkZqaGqzjAwAAANjK9u3b3SufekNi4QPtqXAFNDk5WazYo7J//36z1G1pmSSIZXmibRJLq6JtEkurom1GXywdFq9nenq6+YLddT5cEhILH7iGP2lSYdXEIisry9TNig3STogl8bQq2ibxtCraJvG0Kru0TYdN6unLdADr1h4AAACAbZBYAAAAAAgYiQUAAACAgJFYAAAAAAgYiQUAAACAgJFYAAAAAAgYiQUAAACAgLGPBQAA8Mu2bdvkwIED7jX4Dx06JDVr1nSvwV+7dm1p3LgxUQWijK0SiylTpsjHH38sGzZskMTEROnbt6889thj0qZNmxKfN2vWLLn//vtl69at0qpVK/OcYcOGlVu9AQCIpKRCP3d1Qy9vEhISZOPGjSQXQJSx1VCoBQsWyK233ipLliyRuXPnyokTJ+TMM8+UjIwMr89ZtGiRXHHFFXLttdfKqlWr5PzzzzeXn3/+uVzrDgBAJNCeipKSCqX3u3o0AEQPW/VYzJkzp9D1GTNmSN26dWXFihUycOBAj8959tlnZejQoXL33Xeb65MnTzZJyfPPPy/Tp08vl3oDAAAAkc5WiUVRaWlp5qeO6/Rm8eLFMmbMmEK3DRkyRGbPnu31OdnZ2ebikp6e7h5Hqher0To5nU5L1s1uiCXxtCraJvG0Cl8/a6z6mWl1vNajL5YOi9fTn3rZNrHQf+Ttt98u/fr1kw4dOnh93J49e6RevXqFbtPrentJczkmTZpU7Pb9+/eX2v0brlhokqWN0jVxDsTSCmibxNKqaJtlpxO1fX3cvn37AvhL0Ym2GX2xdFi8nkePHo38xELnWug8ie+//z7oZY8bN65QL4f2WKSmpkqdOnUkOTlZrNggY2JiTP2s2CDthFgST6uibRJPqyhplEDRx+lwZfiH13r0xdJh8XrqYgwRnVjcdttt8sUXX8jChQulUaNGJT42JSVF9u7dW+g2va63exMfH28uRenBtuIBV9ogrVw/OyGWxNOqaJvE0wp8/ZzhM6nseK1HXyxjLFxPf+pkvdqXQLuINKn45JNP5JtvvpFmzZqV+pw+ffrIvHnzCt2mk7f1dgAAAADBUcFuw59mzpwpn376qVStWtU9T6JatWpmXws1fPhwadiwoZknoUaPHi2nnHKKPPnkk3L22WfL+++/L8uXL5eXX345rP8WAADsSDe/06ERpe1joY8DEF1slVhMmzbN/Bw0aFCh29944w0ZOXKke+Oegl02uomeJiP33XefjB8/3myQpytClTThGwAAeKY7auvmd0V33tYJnrrPlC7xrp+17LwNRJ8KdhsKVZr58+cXu+2SSy4xFwAAEPhmtbra00UXXWS+yNPEQq/rqICVK1dKx44d5fTTTyfMQBSy1RwLAAAQ3i/47rrrLrn00ktl6tSphe7TngpPm9kCiB4kFgAAwCdfffWVmaeYlJQko0aNKrb5rPr6668lLy+PiAJRiMQCAAD41FsxceJE87uu0Khr7hd08sknS/Xq1c18ix9//JGIAlGIxAIAAPjVW6HDoYqqUKGCnHHGGeb3//u//yOiQBQisQAAAAH1VrgwzwKIbiQWAAAgoN6KoonFmjVrzPKzAKKLrZabBQAA5U83ou3Vq5fZR8pbb4Vq0KCBzJs3zzy2SpUq5VpHAOFHYgEAAErUv39/s/ldTk5OqZE67bTTiCYQpRgKBQAAShUTEyPx8fFECoBXJBYAAMCj//73v/LQQw9JWlqaXxF69NFHpVu3bmZeBoDowVAoAADgcSWo8ePHy4oVKyQrK8skGL5atmyZrFq1yiw726NHD6ILRAl6LAAAQDFffvmlSSoqV64so0eP9itCZ511lvnJfhZAdCGxAAAAZdq3orRlZ5cuXWp24gYQHUgsAACA196KO++80+/opKamykknnSQOh0Pmzp1LdIEoQWIBAACC1lvhwnAoIPqQWAAAgKD1VhRNLObMmWN6LgBEPlaFAgAAbu3atZPhw4dLo0aNytxbofr16ydNmzY1P48ePWp27wYQ2UgsAACAW4sWLeTNN980Q6ICoZvpbd682WysByA6MBQKAAAUE4yEgKQCiC4kFgAAwMytuPrqq2XDhg1BjYb2fKxZs0aOHTtGlIEIR2IBAECU05P/CRMmyLvvviszZswIatmnn366dO7c2UziBhDZSCwAAIhyX3zxhaxcudKsBHXXXXcFtewuXbqYn+zCDUQ+EgsAAKJYwX0r/vGPf0jt2rWDWr5rF27tsQh0QjgAayOxAAAgihXsrQhk3wpvBg4cKElJSbJr1y5Zu3Zt0MsHYB0kFgAARKlQ91aohIQEOfXUU83vDIcCIpvtEouFCxfKOeecIw0aNDDL2M2ePbvU5+hkNJ04pt+Y1K9fX6655ho5ePBgudQXAIBo7a3wtAs3gMhlu8QiIyPDJAkvvPCCT4//4YcfzA6i1157raxbt05mzZoly5Ytk+uvvz7kdQUAwMpOOeUUefjhh+W+++4LSW9F0XkW33//vaSnp4fs7wAIL9vtvK3feri++fDF4sWLpWnTpvLPf/7TXG/WrJnceOON8thjj4WwlgAAWF9ycrKMHz++XHbznjx5svTu3VsSExND/vcAhIftEgt/9enTx7xpfvXVVyYh2bdvn3z00UcybNgwr8/Jzs42FxfXtysOh8NcrEbrpONkrVg3uyGWxNOqaJvEM5hcqzMFY2dsX9tmwQSGz6vA44ngtc1wc1i8nv7UK+ITi379+pk5FpdddplkZWVJbm6umaNR0lCqKVOmyKRJk4rdvn//flOGFQ94WlqaaZSxsbYb3WYpxJJ4WhVtk3iW1Y4dO+TQoUOFbluyZIm8/fbbMnLkSBkyZIg0atSItmkRvNajL5YOi9fz6NGjPj82xmnjRaX1m5ZPPvlEzj//fK+PWb9+vQwePFjuuOMO8+a5e/duufvuu6Vnz57y2muv+dxjkZqaKocPHzbdxlZskJr01KlTx5IN0k6IJfG0Ktom8SyLbdu2Sbt27Ur8UkxXbfrll1+kcePGIW+b8+fPl88//9wMSW7dunWZ/l6k47UefbF0WLyeeh5co0YNk/yUdh4c8T0W2vugvRaaTKhOnTqZ1S8GDBggDz30kFklqqj4+HhzKUoPthUPuCvJsnL97IRYEk+rom0ST39pT0VpPe16vz5O5yOGum0+8cQTZmUo7SFp27Ztmf9epOO1Hn2xjLFwPf2pk/VqH2THjx8vFpC4uDjz08adNQAA2I5rdSj2swAik+0Si2PHjsnq1avNRW3ZssX8rt29aty4cWZ5WRedT/Hxxx/LtGnTZPPmzWb5WV0hqlevXmYvDAAAUD5cqzp+99135vMcQGSxXWKxfPly6dq1q7moMWPGmN8nTJhgruscCleSoXRi2lNPPSXPP/+8dOjQQS655BJp06aNSTYAAED5adWqlVn2PScnR7799ltCD0QY282xGDRoUIlDmGbMmFHstn/84x/mAgBApNPPSN3D6b333pMrrrhCrDaOXHstXnzxRTMcSkcVAIgctkssAABAcVu3bjVLyL711luyadMmc5sVh/zqPAtXYqFJUDD20gBgDSQWAACUkQ69PXDggNf7a9eu7fcyrv6UqfMUPvzwQ5NMLFiwwP0YXf3w4osvLvMSsqF02mmnSaVKlcxwKP136hKbACIDiQUAAGWgCYDO2Sttj4iNGzf6fILvb5l79uyRa6+91tyu3/yffvrpZgGTCy64QKpUqWLK08eXVp4mK+VFk54NGzaY5W3prQAiC4kFAABloN+2+7JHhD7O18TC3zJbtmxpEgndBO+qq64ym7kWpI/RJCTYvSqB0gncACIPiQUAAOUgLy/P7LDrTYUKvn8kHzlyxP37m2++WeJjNWmw4pAopfHQeRau/aUA2JvtlpsFAMCOJk6caOYWeLusWrXKr+FEdnfXXXdJvXr15L///W+4qwIgSEgsAACwmYoVK4rdHT161AzRYhduIHKQWAAAUA7Gjx8vhw8f9nrp1KlTVO7CTWIBRA7mWAAAUA4SExPNBX8tO6vzSnTPDb3oRHQA9kaPBQAAKHfJycnSv39/8/ucOXM4AkAEILEAAKAMdJlW3QOiJP7uERGKMq2M4VBAZGEoFAAAZRCKPSKsuu9EqAwdOlTuuece+fbbb83+HKUlVQCsjcQCAIAy0hP8559/3syduO6664ptUFfWMiMlcShNx44dZciQIdKtWzfJzMwksQBsjsQCAIAyys3NlRdeeEGOHz8ul156KXH0U0xMDPMrgAjCHAsAAMpo/fr1JqmoWrWqtG3bljgCiGokFgAAlNHSpUvNz549e0pcXBxxLKOMjAz5/PPPZc+ePcQQsDESCwAAymjZsmXmZ69evYhhAM455xw599xz5ZNPPiGOgI2RWAAAEGCPRe/evYlhAAYPHmx+sgs3YG8kFgAAlMGxY8dk3bp15ncSi+DsZ/HNN99IdnY27RGwKRILAADKYNOmTZKUlGSWmK1fvz4xDECXLl0kJSXFzLX4/vvviSVgUyQWAACU8WT4yJEjsmjRIuIXhGVndT8LxXAowL5ILAAAKCNdCapRo0bEL4jDoebMmUM8AZsisQAAAGF3xhlnSGxsrJm3smPHjnBXB0AZkFgAAOCnnTt3SuvWrWXUqFHidDqJXxDUrFlT3n33Xdm4caM0bNiQmAI2VCHcFQAAwI77V/z222+SmJho5gcgOC6//HJCCdgYiQUAAH5i/4rg27Ztmxw4cMDr/bVr15bGjRtHfJkOh0MOHTpkenB0aJhV6xmMMonlgaAecyuwXWKxcOFCeeKJJ2TFihWye/dus0vn+eef7/Xx8+fPl1NPPbXY7fpcXdoOAICyJhbsuB0ceoLZpk0bycrK8vqYhIQEM0zK15MtyrR2PDk+bYJ6fKzCdnMsdI3rzp07ywsvvODX8/TgaDLhutStWzdkdQQARK68vDxZvny5+Z2N8YJDvwUv6SRL6f0lfVtOmfaKpx3qaKcyraKCHZejcy1J5w9NJKpXrx6SOgEAoscvv/xidt2uXLmytG/fPtzVAQDLsF1iEchGRtnZ2dKhQweZOHGi9OvXz+tj9XF6cUlPT3ePgdOL1WiddFUSK9bNbogl8bQq2qZ14rl48WLzs0ePHmbidrS/9wajbfr6XNfn8JgxY2TWrFleH7dq1Sqfy9y1a5c5R1APP/ywTJ8+3etjn332WZ/K1M3+dD+Orl27mutappbtSU5Ojs9lVqpUSd544w0ZPHiwuU1joLEItEw1depUueyyy8zv8+bNk5EjRwZcpho/frzcfPPN5veffvpJ/va3vwVUnssNN9wg999/v/ldlyfu06dPwGWqiy66SJ555hnze2ZmpnvjxtJoe2tYwmpmOiz/rbfecj/W1zKt8P7iTx0iPrGoX7++eUHrB4AmC6+++qoMGjTIjI/t1q2bx+dMmTJFJk2aVOz2/fv3l9p1Fa4DnpaWZt7YXZN+QCytgLZJLCOxberngPZU6LDcffv2SbQLxutcJ676+jiN+Z49e0xC4I0+xt8yVWnl+lqmDmHRMl3l7t27t8RyfS3TVVawyi041KZgufqzrOUWHb6jMQ2kvt6GAwVSbklDjAqWe/z4cZ+HI2nb2FVCHXQYvqvcsrTNcDp69KjPj41x2ngBbv2mqLTJ256ccsopZjLM22+/7XOPRWpqqhw+fFiSk5PFim/qmvTUqVOHxIJYWgptk1hGctvUj0+Wmg1OLFeuXCk9e/Ys9XE//vij+VJQJ/6WdHJ20kknydq1a30q84cffpCTTz7Z/K4nhiWdyOk32P379y+1zHfeeUfOPfdcM1yutBN1HVp39dVX+1Rmu3btpFmzZlKtWjVzm8ZAYxFomUrPc2rVquU+79m8eXPAZbq+4K1Xr577RP3XX38NqDwXbW+uHgLtqVi/fn3AZaoaNWpIkyZN3G37gw8+8KlMbZuxJbT/qlWrSosWLcrU3sNN24PGRb9AKO08OOJ7LDzRVTy+//57r/fHx8ebS1HaYKzaI6Afblaun50QS+JpVbRN4hmpbdPX57n+RtOmTc0lGGXq6juuxzZq1MhcvNETQl/oSaueSLroKpSBrkSpZRY9ydQlSfUSzDKVzkkt6wmttzJVlSpV/C63pPIKHkN/yvWlTKXtwlsC4umx3Xysg7/tPdz8qUP4axsGq1evNhk0AAD+rkzo6zhuAIg2tkssdCUOTQz0orZs2WJ+d3UFjhs3ToYPH+5+vE7A+fTTT2XTpk3y888/y+233y7ffPON3HrrrWH7NwAA7GnatGlmKIB+1iB49Ft3/da5JHq/P9/OU6a148nxSQjq8bEK2w2F0rXDC25451oNYcSIETJjxgwzOabgeEP9ZunOO++UnTt3SlJSknTq1En+97//edw0DwCAkujCHzoHj+XLg0vnPep+U8Hc1dmuZQZjF2Y7/NuJ5cag77ZuBbaevF2ek1Z0opQvk1bCQRukTgzTvTqsMBbPzogl8bQq2qY14qkf9Nu3b5dvv/3WrDAI2maw8VqPvlg6LF5Pf86DrVd7AAAsSHvENanQicrdu3cPd3UAwHJILAAA8MGyZcvcS5kWXPEHAJCPxAIAAB/nV6jevXsTLwDwgMQCAAA/EgvdCwkAEAGrQgEAEA7nn3++mbjYr18/DgAAeEBiAQCAD/7xj3+YCwDAM4ZCAQAAAAgYiQUAAKVYsWKFbN26Vdj6CQC8I7EAAKAU119/vTRr1kw++eQTYgUAXpBYAABQguPHj8uaNWvM7z169CBWAOAFiQUAACVYtWqV5OXlSUpKiqSmphIrAPCCxAIAAB83xouJiSFWAOAFiQUAACVgx20A8A2JBQAAJVi2bJn5yY7bAFAyEgsAALzYt2+fWWZWh0D17NmTOAFACdh5GwAALypXriwffvihbN68WZKTk4kTAJSAxAIAgBISi0suuYT4AIAPGAoFAAAAIGAkFgAAeOBwOOTxxx+XefPmSW5uLjECgFIwFAoAAA9+/fVXueeeeyQxMVHS0tKIEQCUgh4LAABK2L+iW7duUrFiRWIEAKUgsQAAoIT9K3THbQBA6UgsAADwgB23AcA/JBYAABSRlZUlP/30k/mdHgsA8A2JBQAARaxatcqsBFW3bl1p3Lgx8QEAH5BYAABQwvyKmJgY4gMAkZhYLFy4UM455xxp0KCBebOfPXt2iY//+OOP5YwzzpA6depIcnKy9OnTR77++utyqy8AwH5uueUWWbFihTzwwAPhrgoA2IbtEouMjAzp3LmzvPDCCz4nIppYfPXVV+ZD4tRTTzWJiXZzAwDgiS4vq8vMdu/enQABQKRukHfWWWeZi6+eeeaZQtcfeeQR+fTTT+Xzzz+Xrl27hqCGAAAAQPQJeWIxZ84cGTJkiGXGqDocDjl69KjUrFnT62Oys7PNxSU9Pd39XL1YjdbJ6XRasm52QyyJp1XRNssvnt999528+eab5kusiy66KMh/OfLQNomnVdmlbTosXk9/6hXyxGLYsGHSqFEjGTlypIwaNUqaNWsm4TR16lQ5duyYXHrppV4fM2XKFJk0aVKx2/fv32+WILTiAU9LSzONMjbWdqPbLIVYEk+rom2WXzy1V/uNN94wnxUDBgwI8l+OPLRN4mlVdmmbDovXU7+Qt0xisW7dOnn99dfllVdeMcOQBg4cKNddd535Fig+Pl7K08yZM03CoB8auoSgN+PGjZMxY8YU6rFITU11TwC3YoPUHiGtnxUbpJ0QS+JpVbTN8ovnzz//bH6ecsopJX5WgLYZCrzWoy+WDovXMyEhwTqJRbt27eSJJ56QRx99VL788kuTZGjvxa233ipXXnmlXHPNNeUyOe799983Cc2sWbNk8ODBJT5WEx5PSY8ebCsecKUN0sr1sxNiSTytirYZ+njqN4Y//vij+f3kk0/mPZW2GRa81qMvljEWrqc/dSq32sfFxcm5555rlofdsmWLWdlp2rRp0qtXL/O7djuHynvvvWeGYenPs88+O2R/BwBgb7/99pscOXLEfLnUsWPHcFcHAGylXNOiX375Re666y7TQ7FkyRK55JJL5N133zWJxU033WQupdExr6tXrzYXpUmK/r5t2zb3MKbhw4cXGv6k15988kmz0dGePXvMRceyAQBQ0NKlS81PXWq2UqVKBAcArJRYaCKg8yt0Y7oOHTqY4VB333237NixQz744AO5/PLL5a233pJXX33VJBmlWb58uVkm1rVUrM6F0N8nTJhgru/evdudZKiXX35ZcnNzzdCr+vXruy+jR48O4b8aAGD3HbcBAP4J+RyLevXqmZ86Wfvxxx/3usKGJge1a9cutbxBgwaZMbDezJgxo9D1+fPn+11nAEB00h5tRWIBABZMLB577DG5+uqrpXr16iU+TnszdFgTAADhogt8HD58mGFQAGDFoVCHDh2S48ePe7xPhy09+OCDoa4CAAA+q1GjhlSuXJmIAYCfQp5Y6L4ROp/Ck127dnnciA4AAACAvYQ8sdD5ELo2r7cei9KGSAEAUB5uvPFGM49v3rx5BBwArDLHQveL0IvSpOLOO+8slkBkZWWZFZ769esXiioAAOCXb775RjZt2iTjx48ncgBglcQiJydHjh496u6xyMjIMBvkFaTrg+v+EmPHjg1FFQAA8NnBgwdNUqF69uxJ5ADAKonFiBEjzEWdeuqp8uKLL0q7du1C8acAAAja/hWtW7c2k7cBABZcbvbbb78N9Z8AACAoO2736tWLSAKAlRKLp556Sq666iqzOZ7+XhKdg3HHHXeEohoAAPiEHbcBwKKJxV133SX9+/c3iYX+XhISCwBAOOlcQBILALBoYuFwODz+DgCA1aSnp5shUD/99JN06tQp3NUBANsK+T4WCxculGPHjnm8T1eL0vsBAAiXatWqyVdffWU2c42Pj+dAAIBVEwtdFWr9+vUe79uwYYO5HwCAcPO2mSsAwEI7b3ujPRaJiYmhrgIAAF4dOnSI6ACAVedYLFmyRBYtWuS+PnPmTPn++++L7bz96aefsr8FACBssrOzpX79+maxkeXLl0vdunU5GgBgpcTi66+/lkmTJrm7lp977rlij6lYsaJJKnTzPAAAwmHNmjWSk5Mjx48flzp16nAQAMBqQ6EeeOABsxqUXnQolPZguK67Lvot0erVq6Vv376hqAIAAKVyLTOrq0IxxwIALL7zNsvNAgCsvuN27969w10VALC9kCcWKi8vz7x561J+OreiqOHDh5dHNQAAKISN8QDARonFypUr5cILL5Tt27d7XCFKu55JLAAA5e3w4cPy22+/md979uzJAQAAqycWN998s9l86M0335T27dtLpUqVQv0nAQAolc7zUy1btpRatWoRMQCwemKxbt06mTVrlpxyyimh/lMAAPhMl5i99dZbpXbt2kQNAOyQWLRu3VrS09ND/WcAAPCL9qIPGjRIYmNDvlcsAESFkL+bPv300zJlyhTZsGFDqP8UAAAAgEjtsbjttttkz5490qFDB2nQoIFUr1692OTtn376KdTVAADA7eDBg2a1wtNPP12qVKlCZADADolF9+7d2XQoBLZt2yYHDhxw7xVy6NAhqVmzprtLX8cMN27cuMxlemKFMkNdx2DHMi/PIau2HpQD6dlSOzleujatJXFxsVFT5orNB+WP3QekSf3a0r25desZjDKJpb3KnP7Of+T15x6Vpi3byIcz3ylzmS5a5ncb9sruw5lSv0aiDGhbz5QZiGCXGao6Lli/Rzb+sUfaNHHIKe1TLPfvtluZ0RjPaI/lgiDXM5xinJ7WgLWwhQsXyhNPPCErVqyQ3bt3yyeffCLnn39+ic+ZP3++jBkzxkwkT01Nlfvuu09Gjhzp89/UOSK6slVaWpokJydLuOmHY5s2bTzuCeKSkJAgGzdu9PlD0g5l2qGOlBmd8bRDHSkz+PF0+XjpHzL6jaWy4+Bx922NaiXJs6N6y4W9m/hVVqjKtEMdKTM642mHOtqpzFDw5zzYdilRRkaGdO7cWV544QWfHr9lyxY5++yz5dRTTzVLC95+++1y3XXXyddffy12pd+4lfThqPT+kr7Zt2OZdqgjZUZnPO1QR8oMfjxdJwYXT/220ImB2nnwuLld7/dXsMu0Qx0pMzrjaYc62qnMqNl5+8iRI/LRRx/Jr7/+6vGN/bnnnvO5rLPOOstcfDV9+nRp1qyZPPnkk+Z6u3bt5PvvvzeTyocMGSKRbM6cOebbN/03d+nSxdx27Ngx+fzzzz0mYP6UqZo3by69e/c2v584ccIc40DLVDoXp+DyxB9++KHZvb2s5bnoOvVnnnmm+/qnn35qerF88d1333ksU1WuXFnOPfdc9/Xvv//BpzK/WrldPlq4To4eOejx/ti4CnLyqcPM779v2O5zmRuPV5cNa5bLoX27vD6u96BhsnWTb2V+tnSzKdPU45c1snfnVq+PrVG7vk9lPjrtXRlyUZwkValqrm/btEF2bP3V42P37tzuc5n1Gi6Uk7r3lWo18pcP3b1ti2z5dW3AZarWHXtI7XoNzO/79+yU335eEVB5Ls3adJT6qc3M72mHDsi6lYsCLlOlNm9jLirjaLr8tHR+wGWqlEZNpXnbTub3nOxs+fL9d30q8/NlW+SNzzyXqWrVbSBtOvUwv//+i3/tfck3X4rDkefxMcnVa0mHHv38fg35wuFwyj/fWCqeuv1dt90wfZFkZudKbGxMWMq0Qx0pMzrjaYc6hqvMGBG5/Y2lcl6PVNsNiwr5UCjd1bRv376SnZ1tehvq1KljxrDn5uZKjRo1TNfK5s2by1S2TvwubSjUwIEDpVu3bvLMM8+4b3vjjTdMz4V26XiiddVLwS4gHUKlu7RaYSiU7mbuzy6xd999tzz66KPmd411q1atglIPHU722muvuRMWPZbBMGzYsELJj564l/ZNoy969eolixcvdl9v2rSp2RHeF/rYrVs9n1Br4rpp06a/rrdsI9u2/HXdq9MfEPnpPZEDnk+oJS5e5ILp+b8f3ioyb5JvZdZoKrL4BZGdy70/7oKXRNJ3+VbmgLtF6rXP/33lWyKbv/X+2H63i/zw12utRGc+LJKcf6Iu6z4R+eUzCYpT7hWpk39CLZv+J7LatxPfUp18i0ijP19325eKLP3z2ASq699FWpyW//u+9SILnwhOue3PF2l/Xv7vaTtE5t4fnHK1rlpnlZUm8sXtvj1v0DiR+VO836+x1RirQ1tEvnnQ9/b+8Q0ijhOeH1Onrcgp9/j/GgKAMJs34UwZdFJKuKthzoP1nN2XoVAh77HQuQ36rbZukqcniF999ZUZyvTBBx/I+PHjze2hpCtS6SZIBel1DVJmZqYkJiYWe44ujztpUvEPoP379wflBDdQmpj5QnspdLUTTeb27dvnTgD69+9f7LF6u2sXWl/KVJpsucrVWBYttyxlunbBdZWr+vTpY3pEylqet3J1YQHtxfClTE3GGjVq5PG+unXrFiq3Vv3GPiUWTetUkRPN20lGlfw2WDTHj61QUU5qXdP8vn3TXvGlU1TLbNqqrmzd10aOVDxRrEyXk1rVkp1bD/tUZuM6VaV5u7r59UhvKQfyPPewqKq1KssOH8pMqNtSurRpIAnV65qvZnZmNZN9x/O/BS8qOzNDsvb97lOZCUmVpWWbRlIlpa7k5ubJQWdj2XW4U8BlqtQWjaRak/zjcaRSQ9m+p1NA5Sk9Pg1apEqtP4/zseQGsuWPTgGXqeq2aCL1/iw368gJ+e3XTgGXqWo1by4N/iw3N7OSrK7bwqcym9SpImlNO3ssU1Vr0koa/1nutk17ZJsf7X1Ns07iyMv12N4r12smzVvX9Ps1ZMSIaUd/fS9Z2P70bNm4J6PUMts1SJZ61RJCU6Yd6hjEMts3qiYp1f96zzxxIpcyLRpPjk9uwLHcfSQzv/vCTPLOlcOHjphFZsrb0aNHfX5syBOLZcuWmW+14+PjzfWcnByJi4uTK6+80oxl/ec//yk//ODb0JHyMm7cOJMQFe2x0BN0K/RY6IpFvnjllVdMb03Rk+AFCxaUuRfEU5kuRcsNRpnqf//7X1DLc/nPf/7jc5mPPPKIT2WqG/45Vm5e9E2pj+t2aLv0btldap96llx5/wiplFjJ62NfnhUvN38ovpX5e6bU7jNArvzq1VLKnOtTmT2OHZDev6+Q2ql15cqPnyu9TB86HoZ1GSa9D26X2knZf/7bh5Zc5uVDfSuzdm2pXaOCXDn2tD/rebaIPBRQmWd3be/h+PxNRMaXvY4aS6/H/J8hKFNE/n1t8MvUevau5VOZ3dP2Su++F/lWpp/t/e8XXx/815AP9Zy/bo+c/uB/Sy1zwL5N0uJAdtDL7J1YzfJ1DHaZQwask9aNM6VmYj05t821Uim2+JeDlBn+eJ7cJpnjExt4LFfsf0+Orvjr+OjKdeGgC1tYJrHQIUV6Mq5Ld+oJ8a5df4371r0t9CQ+lFJSUmTv3r2FbtPrWidPvRVKkyBXIlSQ/hussEOrr3Xwp752KNMOdVS6rKovKu3aKbvTcnyqC2WGL54H/nwj5/jQNovSZSF1BRedbOnxe0mnU6rk5UjC9i2yu8DNwSrzQGwDy9cxaGWKUyonZUhGhf/KT3uc0qBqc5E211GmReO58UAzjk9s+bb3UPLn74a8hq1bt5Y//sjvgO7atau8+OKLpktFh8689NJLZqJuKOkwmnnz5hW6be7cueZ2IBR8nWjlz4uPMq0dT45P8GJpt3jqspCq2JTNP4dlDTryR1jLLLE8CUEdQ1hmv15LJDbW92mhlGnteHJ8egf1+FhFyBOLyy+/3D2GffLkyfLjjz+aCSDaY6BDUSZOnOhXea5x9q4ydaUg/V3XfFfaAzJ8+HD342+66SYzYXns2LGyYcMGk9joKkN33HGH2JV2hZXWLaX3+9NlZocy7VBHX8uMi4mThAq+dy1SprXjyfGJzjKVrjX/0V2nSsNaSYVu12/s/3bwN2mZediv8kJRprfyqkle0OsYijKTq2TLmYPmSfMmf1i6TP2GmTL/iKpjbrUyraBcJm+7nHzyyfLzzz/L//3f/5lJ0KeddpoZDuWP5cuXmz0pipY/YsQImTFjhtk0z5VkuFbs+fLLL00i8eyzz5oJuK+++qqtl5rVzZt06dNg7hZdtExPwl1medQx2LG8681l8u26PXJ290ZyVsf6suGdL+TQzv3m5CU5vmqZyiy4E3G1+Liglrn7YIas+WSBGQKk//pAy9Sdt/ceOiZrZi8MWpmhqGegZZbH8dFY7th3WOrXqGr5dhQtbbPgCYIuC6k78v6xJ10WvfqpGQYUyDd3wS6zYHm6a3CthDhZ+dRbsrcMCUDRMnXX4E079kvTOtWDVqa7nsmxsvjgA7In4w/LlvnHgTRZsGOaVKy6KqBvmAvGc9vBI7Jg50tSKUhlhqKewSozlMfH3TYbJsvigxMt244WBLGeUbGPRUE6CfqGG24o8/MHDRrkdaUbpcmFp+esWrVKIol+SLpOdvVkWFcl0onZgYy/K1hmsAS7zFDXMdixPDhzu0iNBLn18sFyauva8tz/rZQKRwKvp2u+eVZGVlDLNOV9t67QXIVAyuze3SHZx7Pk39+vD1qZoahnMMoM9fHRWGrSWyWxiuXbUTS1zYLDOgadVF+ymtaQva9nF5pbYJUyXeUpjedq35bc96HMFOlUv5Jpm8Er88965h6XpT9Yu8ys3Gqy7YcjsuuoM2jxzMpNlm2Lj8juoJUZinoGr8zQHZ8/22b1RIu3o5Sg1jOiE4uFC71viFRwrwkg0mgCvGlP/hJtLVPCv5oYAACArRML7S3QjewK9jLo9YJ0V2Ug0mhX6fHsXImLjTFr4+dlB/6tKAAAQNQmFp6GIOkO1l9//bWZvK0rQwGRaNOedPNTk4qKFWIl76/N3AEAACJOyBML3WXbW09GUlKSSSwKTsYGIsVvu/MTi5Yp/k8GBQAAsJuw7vbWt29f+eqrr8JZBSBkmF8BAACiSVgTi9mzZ5tlPYFIHgrVqj4TtwEAQOQL+VCoc889t9htOTk5Zj1x3W/i8ccfD3UVgLBgKBQAAIgmIU8s0tPTi60CpbufDh48WC6++GJbb1QHeMNSswAAINqEPLGYP3++OcnSjZ00wWDoE6LB3iOZkpGdK7ExMdKsbpVwVwcAAMDecyzmzp0rZ511liQnJ5udjOvUqWNWgho6dKh88sknofzTQFj99ufGeE3qVJZKFeM4GgAAIOKFrMdi7NixMnXqVKlRo4YZ7tS4cWNzu86r0F4MTTpGjhwpr732mtkg75ZbbmFPC0TcxG123AYAANEiJInF+++/L08++aRMmDBB7r77bqlcuXKh+48fP26SjgcffFBatWolCxculAULFpBYIGJs2p3fY8GKUAAAIFqEJLF4/vnn5brrrpOJEyd6vF+HQ2nSsXPnTvnXv/4lqamp8t1334WiKkBY/ObusWBzPAAAEB1CMsdizZo1ZsWn0rges3z5cunWrVsoqgKEBUOhAABAtAnZ5G1dCcoXOkyqdu3aoaoGENalZlvVp8cCAABEh5AkFh07dpT//Oc/pT5u1qxZ0qlTp1BUAQibfWlZcjTzhOj2Lc3qklgAAIDoEJI5FrrC0/Dhw6VRo0Zy5513mjkVBWVmZprJ3a+//rq89dZboagCEPZhUI1rV5Z4lpoFAABRIiSJxVVXXSVLliyRBx54QJ599lk59dRTiy03qxvm3XrrrXLllVeGogpA2LiHQaUkcxQAAEDUCNk+Fv/+97/ljDPOkGeeeUa++OILyc7ONrfHx8dLv379ZPTo0XLOOeeE6s8DYfPbbvawAAAA0SdkiYU699xzzUU3wDtw4IC5TSdqx8WxEzGiYEUoJm4DAIAoEtLEwkUTiXr16pXHnwLCjqFQAAAgGoVsuVkgWpeaZSgUAACIRiQWQBAdSM+W9D+Xmm1erwqxBQAAUYPEAgjB/IpGNStLQqVyGWkIAABgCSQWQBD99mdi0ao+S80CAIDoYsvE4oUXXpCmTZtKQkKC9O7dW5YtW1bi43XJ2zZt2khiYqKkpqbKHXfcIVlZWeVWX0SPTbvz97BomcKO2wAAIK0c12EAAMrQSURBVLrYLrH44IMPZMyYMWbzvZUrV0rnzp1lyJAhsm/fPo+Pnzlzptx7773m8b/88ou89tprpozx48eXe90RRUvNsjkeAACIMrZLLJ566im5/vrrZdSoUdK+fXuZPn26JCUlyeuvv+7x8YsWLTIb8ukO39rLceaZZ8oVV1xRai8HENhQKHosAABAdLHV7NKcnBxZsWKFjBs3zn1bbGysDB48WBYvXuzxOX379pV33nnHJBK9evWSzZs3y1dffSV///vfvf4d3SXctVO4Sk/PP1l0OBzmYjVaJ13m1Ip1s5tAYllwqdnmdav4XUYojl+4y/T1seGuZzjK87dMV9sMZpn+/O1IK5O2aZe26RQtuWjp+dedFinTc3llLbPgY4NVZijqaYfj426b+f9FaT0D58/ftVViobt36y7eRTfb0+sbNmzw+BztqdDn9e/f3xy03Nxcuemmm0ocCjVlyhSZNGlSsdv3799vybkZesDT0tLMv08TLYQnlocyciTt+Anze5XYrELD8ypUqCCVE5I8Jqf5bygOOXTokGmfvgp2mSWVV9YyNYZVEquIIy94ZYainnY4Pvocff+pkljZ0vUMRZm0zehtm0nJCeL0UGb+bU45dCS8ZZZUXlnL1PfNytUSxenlfdMq9bTD8XG1TRPPKKxnsBw9mj9/NOISi7KYP3++PPLII/Liiy+aid6bNm2S0aNHy+TJk+X+++/3+BztEdF5HAV7LHTSd506dSQ52Xqr/WgDjImJMfUjsQhfLDf/ut/8bFQrSZo2ql/s/pzMHFNm0XL1ekxMrNSsWdPv+ga7TG/llbVMjeeJrByJjQtemaGopx2Oj8by8OHD5nlWrmeoyqRtRmnbdGRKjIcy82+LsUSZ3sora5kazxxHlsR4ed+0Sj3tcHxcbTM2JiZq6xkMulhSRCYWtWvXlri4ONm7d2+h2/V6SkqKx+do8qDDnq677jpzvWPHjpKRkSE33HCD/Otf//L4AouPjzeXorydyFiBngxbuX52UtZYbt53zD1xuyzHIRTHjjIjK5baNoNdpi8o09rxjOi26YgRLblo6fnXY6xRppfyAiuz4POtXE/rHx/TNvP/i856BoE/f9dWZ6GVKlWS7t27y7x58wpleXq9T58+Hp9z/PjxYgHR5ET5MiYU8H9FKCZuAwCA6GOrHgulQ5RGjBghPXr0MJOxdY8K7YHQVaLU8OHDpWHDhmaehDrnnHPMSlJdu3Z1D4XSXgy93ZVgAMHw2597WLA5HgA7qJ1a16fbwl0mAPuwXWJx2WWXmUnUEyZMkD179kiXLl1kzpw57gnd27ZtK9RDcd9995nuJf25c+dOM3Zek4qHH344jP8KRCL2sABgFzrv6cr7h3u9zyplArAX2yUW6rbbbjMXb5O1i87c183x9AKE0qY97LoNwB4cFfLk899fkUOZhecs1kysJ+e0ub6MZebK57+/GtQyAdiLLRMLwGoOHc2WQ8fy9z5pUY85FgCszikbDqyQXUc3F7q1QdXmck6b6yxUJgA7oW8SCOIwqAY1kqRyQkViCgAAog6JBRAEDIMCAADRjsQCCILf/uyxYEUoAAAQrZhjAQTBpt3sYQFEMt33KCsvSzJzM70+JqlCUrnWCQCshsQCCOpQqGTiCUQgTSr6/mdgiY9pWa2FvD3gjZD8ffaHAGAHJBZAEDAUCkCosD8EALsgsQACdPhYthw8ylKzQLRoFnNMYsXpvu6QGNnirGKrPScAIBRILIAA/b43fxhUSvVEqZLIUrNApKsQ45TYmL+uH86LC/FfZH8IAPbAqlBAgH77c+I2K0IB0SfNUUH2SUK4qwEAlkBiAQSIPSyA6E0q9jgTJFlOhLsqAGAJJBZAkHbdZkUoIPqSimoxJ6RuTP4cKwCIdsyxAALEUCggOoc/aVJRLyY7fxr3X3O5ASBq0WMBBIihUEB0KZhUxBSYxA0A0Y7EAghAWkaO7E/PMr8zFAqIDjqngqQCAIojsQCCML+iXrUEqcpSs0BU0DkV9FQAQHEkFkBQhkElE0cgSpBUAIBnJBZAUFaEqkocAQBAVCOxAALAilAAAAD5SCyAADAUCsAxZxxBAAASCyAwDIUCopsmFbudieGuBgBYAj0WQBmlH8+RvWksNQtEc1Kxy5EolSU33FUBAEsgsQDK6Pe9+StC1UlOkGqVKxFHIEqTivox+V8wAEC0qxDuCgB2xY7bQPQmFXuc+UlFg9gsceqN5n8AEN3osQDKiBWhgOi0u0BSwZ4WAPAXEgsg4InbbI4HRBOSCgCIoMTihRdekKZNm0pCQoL07t1bli1b5vWxM2bMkJiYmEIXfR4QKIZCAdFJ51TQUwEAEZBYfPDBBzJmzBh54IEHZOXKldK5c2cZMmSI7Nu3z+tzkpOTZffu3e7LH3/8Ua51RmRiKBQQnUgqACBCEounnnpKrr/+ehk1apS0b99epk+fLklJSfL66697fY72UqSkpLgv9erVK9c6I/Icyzwhe45kmt9b1Ksa7uqgnDmdTsnMzSzxkpXLSkEAgOhiq1WhcnJyZMWKFTJu3Dj3bbGxsTJ48GBZvHix1+cdO3ZMmjRpIg6HQ7p16yaPPPKInHTSSV4fn52dbS4u6en5Y+n1+XqxGq2TnuhYsW5242ssf9udZn7Wqhov1ZIqBiX2oTh+4S7T18eGu57+lqeJQ/9PBpX4+JbVWsjbA97wuUxf26Y/9QyWSCzT37YZzPr6X5bTLDpV9OjnXy/re3/wynS3zfz/LFvP0JXpubyyllnwscEqMxT1tMPxsUvbdIS0noHz5+/aKrE4cOCA5OXlFetx0OsbNmzw+Jw2bdqY3oxOnTpJWlqaTJ06Vfr27Svr1q2TRo0aeXzOlClTZNKkScVu379/v2RlWe9bSD3g+m/TRqmJFkIfyxUb95ifTWsllDgMz6VChQpSOSHJY3Ka/4bikEOHDkluru8bbQW7zJLKK2uZGsMqiVXEkRe8MkNRT39jmZXn2/uA488kNRjHR5+j7z9VEitbuh1Fatss6ZhnOmNLPeaB/NuTkhPE6aHM/NuccuiI/8cnmGW62mblaomWrmcoyiypvLKWqW3TxNJL27RKPe1wfOzSNh0hqmewHD2av29XxCUWZdGnTx9zcdGkol27dvLSSy/J5MmTPT5He0R0HkfBHovU1FSpU6eOma9hNdoAdbiX1o/EonxiuT9zr/nZNrWW1K1b16eyczJzTJlFy9XrMTGxUrNmTb/rG+wyvZVX1jI1nieyciQ2LnhlhqKeJZXpqTztsXDp8FBTic0pcGJZySE/37c1/7kxMUE7PhrLw4cPm+dZvR1FYtsseMyLJhU7nUl/Pc/LMS9rPVWOI1NiPJSZf1tM2Y5PEMt0tU39t1u5nqEq01t5gcQzx5ElMV7aplXqaYfjY5e26QhhPYPBn0WPbJVY1K5dW+Li4mTv3vyTOhe9rnMnfFGxYkXp2rWrbNq0yetj4uPjzaUobx8WVqAnw1aun534Esvf9x4zP1vVTw5azENx7CgzNLEs9HtOrMSdiC2X46NtM9hl+oIyPcdAk4odjiSpJA7JlrjQxdMRI3rkix79/Ov571d+C3KZpm3m/2fpeoakTC/lBVZmwedbuZ7WPz52aZsxoapnEPjzd211FlqpUiXp3r27zJs3r1CWp9cL9kqURIdSrV27VurXrx/CmiJqVoRiDwsUcair713GsK+CSUWjmOPhrg4AWIKteiyUDlEaMWKE9OjRQ3r16iXPPPOMZGRkmFWi1PDhw6Vhw4ZmnoR68MEH5eSTT5aWLVvKkSNH5IknnjDLzV533XVh/pfAztjDAp4c7J4uO87bT3CiIKnY5cxPKlJj/0wqSp9XDwARz3aJxWWXXWYmUU+YMEH27NkjXbp0kTlz5rgndG/btq1Ql42OWdPlafWxNWrUMD0eixYtMkvVAmWRkXVCdh3OP5lg120UTCq2XbhPai2vKgd70WsRyXRORfyfSUVsjE7YDneNAMAabJdYqNtuu81cPJk/f36h608//bS5AMHy+978k8aaVeKlZtXic3EQvUlF7WXJUv//apFYRLhKBZIKAIDNEwsgnBgGhaJzKnT4kyYVjT6rI44KfH0d6XROBUkFANh88jZgBZv25E/cZhgUVMGkIsbJV9jRgKQCADwjsQDKuiJU/arEDmZOBUkFAAAkFkAAQ6Gst1kiyl+DL2vTUwEAAIkFEMhQKHosICQVkByGwAGAwVAowA/Hs3Nlx0GWmgXwV1Kxw5lEOACAxALwz+Y/l5qtXrmS1GKpWUCiPanY7kiSWHbHAwCDHgugjMOgYmJYAQjFpbfOICxRllQ0iskMd3UAwBLYxwLww2+7mbgN79LaZMjWy/cSoihIKnT3bU0qUmMz83ss2L4EAOixAMrSY9GKFaHgIanYcvVuSf6V8faRbkeBpKJCDBkFALgwFAooy1Kz7GEBT0nFxsrSeFY9YhPhSCoAwDOGQgFl2ByPPSxQcE7FH5fvNUlF0/dSxBnLN9iRTudU0FMBAMXRYwH4KDM7V7YfzJ+Yy1AouGwtkFTE5jGhPxqQVACAZyQWgI+27DtmfiYnVpTayfHEDfnt4dckkgoAAEgsAN/95l5qNpmlZuGmcyroqQAAgB4LwP8VoZi4jQJIKpDrZAgcAJjPRMIA+JhYsIcFAA9JxQ5nInEBABILoCxDoaoSNgAmqdjuSBSH0GMBACQWQJmGQiUTN3h1vGEW0YmypKJRzPFwVwcALIF9LAAfZJ/Ik20H8peaZQ8LeJPRKEt+H7GbAEVBUrHTmZ9UpMYelwriFP0PAKIdcywAH2zee1ScTpEqCRWkbrUEYgaPScWma3dJ4t5KRCfC7SiQVFSKIaMAABcSC8AHm/YcdQ+DiolhPDW8JBV7Kknzt+sTnghHUgEAnjEUCvBjfgXDoOBpTsXmEXtMUtHijQYMiYkCOqeCngoAKI7EAvDBb7tZEQqe6ZyKpD3xJqmIy4mVvIoOQhXhoimpcDqdkpWXJZm5mV4f43A4JDsvW6qw7C4Q9UgsAD+HQgEF6ZwKV1IBRBpNKvr+Z2Cpj2tZrYW8dfpr5VInANbFJyHgA4ZCwRudU0FSAQCATROLF154QZo2bSoJCQnSu3dvWbZsmdfHvvLKKzJgwACpUaOGuQwePLjExwNF5ZzIkz/2u5aaZXM8FBZLT0XUc0TJyKhEOSHN5ai0iPnr0izmWLirBcBCbJdYfPDBBzJmzBh54IEHZOXKldK5c2cZMmSI7Nu3z+Pj58+fL1dccYV8++23snjxYklNTZUzzzxTdu7cWe51hz1t2XdMHE6nVI6vICnVE8NdHQAWSyp2OJMkGjSMyZKKcSIVYgtcomi+CYAITCyeeuopuf7662XUqFHSvn17mT59uiQlJcnrr7/u8fHvvvuu3HLLLdKlSxdp27atvPrqq2ai2bx588q97rD7MKiqLDULoFBSsd2RJDn2+ygtE1baBhBRk7dzcnJkxYoVMm7cOPdtsbGxZniT9kb44vjx43LixAmpWbOm18dkZ2ebi0t6ev6JpSYkerEarZOu3GHFutmNp1j+uivN/GyRUjWkMQ5F2eEu09fHhrue/pZXUtnZtXLKVKavbTOYZfrzt6O9bRZ9fMGkomHMcdnhrBySeuZzmo29ix79/Otlfe/3rUx/yw5XPcNbpufyylpmwccGq8xQ1NMOx8f9vpn/X5TWM3D+/F1bJRYHDhyQvLw8qVevXqHb9fqGDRt8KuOee+6RBg0amGTEmylTpsikSZOK3b5//37JysoSq9EDnpaWZhqlJloIbizXbskfZtcgOc7rkLvSVKhQQSonJHlMTvPfUBxy6NAhyc3NDVuZJZVX1jI1hlUSq4gjL3hlhqKe/sZSV8rxJKt2jvw+ctdfz/0zSQ3G8dHn6PtPlcTKlm5Hkdo2Cx5zTSp2OvOTikaxxyVeHO4zAW/HPJB/e1Jygjg9lJl/m1MOHfH/+Phapre27pLp/OszR983w1XPcJVZUnllLVPbZuVqieL00jatUk87HB/X+6aJZxTWM1iOHs1fGTPiEotAPfroo/L++++beRc68dsb7RHReRwFeyx0bkadOnUkOdl6y41qA9TdoLV+JBbBj+XO9DXmZ6fmKVK3bt0yl52TmWPKLHqM9HpMTGyJvWjlVaa38spapsbzRFaOxMYFr8xQ1LOkMj2V52lNf00qNl23U+KyYiW3Wv6HQmxMTNCOj8by8OHD5nlWb0eR2DYLHnOdU3Hiz6QiMcZRaPK2t2Ne1nqqHEemxHgoM/+2mLIdHx/LLGn/Ck0qNMFyPzcmJmz1DGeZ3sora5naNnMcWRLjpW1apZ52OD6u9019XUZrPYOhpHNmWycWtWvXlri4ONm7d2+h2/V6SkpKic+dOnWqSSz+97//SadOnUp8bHx8vLkU5e3Dwgr0Dd3K9bOTorF07WHRun61kMY3FGVTZmhiWTSuBZOK5m/Wl/Vjt4Xk+GjbDHaZvqDMwjHQnorUP5OKcomnI0b0yBc9+vnX89+v/OZjmd7K1qRihyNJKolDsiWu0PPDUc+wlumlvMDKLPh8K9fT+sfHvG/m/xed9QwCf/6urc5CK1WqJN27dy808do1EbtPnz5en/f444/L5MmTZc6cOdKjR49yqi0iZanZrfvyl1Nkczx4m1PhSipavtpQKhyz1fc1KAOdU1HWpCISFEwqGsUcD3d1AFiI7T4BdYjSiBEjTILQq1cveeaZZyQjI8OsEqWGDx8uDRs2NPMk1GOPPSYTJkyQmTNnmr0v9uzZY26vUqWKuQAl+eNAhhkznVgpTurXYKlZFKdzKipkxZmkouKxCpJXMXpPOKMFSUV+UqG9NgYrzgKwa2Jx2WWXmUnUmixokqDLyGpPhGtC97Zt2wp12UybNs2sJnXxxRcXKkf3wZg4cWK51x/28ttu11KzySw1C49cPRWaVACR3lOxy/lXUhEbkz+RHQBcbPlJeNttt5mLJzoxu6CtW7eWU60QyXtYMAwK3rR4swFJBaKCTtSOL5BUAICt51gA5c01cVs3xwM8YU4FfNheJCIU7KkAAE9ILAAfh0IBgKekYrfT96UY7UwnapNUACgJiQXg01AoeiwAFE8qdjkSJMOeo4r9RlIBoDQkFoAXJ3IdsnV//lKz9FjAV7lVyn9XVIQ3qagf430TOQCIJtHxNQtQBn/sPya5eU5JqBgnDWr8tbss4M2JKrny+4hdBChKhj9pUtEgNlOSJC9ql1zNcTLhAsBf6LEAShkGpRO3YxkDAB+SCt0oLy+BfSwiXcGkokpMnkQrTSp2OPnSBcBfSCyAUleEYuI2fE8qWsxoQLgiHElFflKx3ZEksdHaVQPAIxILoNQVoZi4jZLnVLiSCt0oL/5gJcIV4XRORbT3VLiSikbMLwFQAIkFUEqPBZvjoSQ6p8KVVCQcIKmIBiQV+UlFamymVIihxwLAX0gsgFLnWDAUCt6RVCAaeypIKgB4QmIBeJCb55DN+9h1G6XTORX0VCAa6ERtkgoAJSGxADzYdiDDLDUbXzFWGtWqTIzgFXMqoMvPRgOSCgClIbEASphf0aJeMkvNAigxqdjnjI+KCOlEbeZUACgJiQVQyh4WAOAtqdjrjJd0qRgVASKpAFAaEgvAA1aEQlk5KrFBXjQlFWnOilJXssJdHQCwBBILoMTN8eixgO/yKjlk8993E7IoSipSYrKkWmyuRKtcZ0y4qwDAQkgsAA9YahZlSSp+H7VLMuvlELwIp3MqSCryk4odzsRwHw4AFkJiARSR53DK5r3HzO9sjge/koqUHGnxZn2CFuF0TgU9FbqnRaI4hB4LAH8hsQCK2HU4U07kOaRShVhpVDOJ+KDUORWupKLlaw0kaWcCEYtwOqci2oc/uZKKRjHHw10dABZCYgEUsXl//gdl83pVJS6OlwhKpnMqXElF5R0kFdGApCI/qUiNPS6VYqJkEw8APqng28OA6LH1z8SCidvwhc6paPVaQ5IKWILT6ZSsvCzJzM30+pikCkll7qnY6SycVDjIKwAUQGIBFLHlz8SiVUoysUGpdE4FPRWwCk0q+v5nYImPaVmthbx1+mt+l60TtZ30VAAoAeM8gCK27M8wP1vWJ7FA6ZhTgWjB8CcApaHHAihiywGGQgHw3SFHJUuGq1nMMYkVZ6HEYIuzSpnL04nazKkAUBISC6CAPIdD/vgzsWAoFIDSHHRUkoMSb8lAVYhxSmyB1WAdurNfAHMiSCoAlIbEwuby8hyyYP0e2fjHHmnTxCGntE8JeCUjLfO7DXtl9+FMqV8jUQa0rWe5MkNVx48W/yE5uU6Ji42RBjXZ+An+c8QxmzWakooDznipJdmWTS4KymGXbAAhZsvE4oUXXpAnnnhC9uzZI507d5Z///vf0qtXL6+PnzVrltx///2ydetWadWqlTz22GMybNgwsbuPl/4ho99YKjsOutYRXyONaiXJs6N6y4W9mwSpTLFcmeVRR90kr+U/Pg6oTERnUrHtkr3hrgbKMamoHZMtNWJy5KAj3vJJxQ5n8PflYVUoALaevP3BBx/ImDFj5IEHHpCVK1eaxGLIkCGyb98+j49ftGiRXHHFFXLttdfKqlWr5PzzzzeXn3/+WexMT4QvnvptoZNrtfPgcXO73h+JZdqhjojepGLrFXskvTUbhkXDnApXUlErNkesTpOK7Y6kQvMtgpVUhCJZAWBftuuxeOqpp+T666+XUaNGmevTp0+XL7/8Ul5//XW59957iz3+2WeflaFDh8rdd99trk+ePFnmzp0rzz//vHmuXezbucn9u36bfturP3r8iHDddtPLi6VaUkUzpMebw/t3Firzprc2WrrMcNRRS7n9jaVyXo/UEodaFTw+ntRt2LLE+61QZlnKK63M2vWbB73MUNSzrGVWOaY7tGeJxMTInvP2S17DLGn3fm3Zfv4BkWrBraPD4ZAKiTWDWqaibfp/zLOloqRKptT4M6nQJVirOBxlOuahbJsJsU7JdYocciZKVcmTlJgs2e6sXKZ6usqL+fPdUqdr7HImiU5bryhl+7fTNqPzfTPYZUbC+6ajjPW0IlslFjk5ObJixQoZN26c+7bY2FgZPHiwLF682ONz9Hbt4ShIezhmz57t9e9kZ2ebi0taWpr5eeTIEXPww2FD/9Pcv6+q2lR2t7mmxMfvT8+SwQ/+N6h1sEOZwS5PP0K3Hzwu/7f8d+nfpo5Px8eTSqvWSE5mjlSuW1VqnCj85qG3paenS9aJrLCWWVJ5ZS2zw4rVciLrRFDLDEU9/Y2lbj6WdzxPHn7ogLa6/Bs/dN27X+RnkaemNjXPC+YxbzRvvjhOOCzdjiK1bRY+5p5klnjMA/q3OzKlirOOO5Fx0dvS09Mkq8DtnutZcLO84+56+lJmyf/uv/4d/pTpy7+7LP/2cJRZUnllLVPbZo4jS6o66xR7npXqWZZYhqJMn943Y05Yuh2VtZ7lRV/brg04SxPj9OVRFrFr1y5p2LChGd7Up08f9+1jx46VBQsWyNKlS4s9p1KlSvLmm2+a4VAuL774okyaNEn27vU8FnrixInmfstK7S3S+6bSH7d0usj2pZFTph3qCAAAEIG2b98ujRo1ipwei/KiPSIFezm0l+LQoUNSq1YtiYnxPsQmXDSTTE1NNQc8Obngpm4XhuCv2aHMC20Sy8jnPZ4gluFF2ySWVkXbjL5Yplu8ntoHcfToUWnQoEGpj7VVYlG7dm2Ji4sr1tOg11NSUjw+R2/35/EqPj7eXAqqXr26WJ02Ris2SDsilsTTqmibxNOqaJvE06rs0jaTLVzPatWqRd6qUDqsqXv37jJv3rxCvQl6veDQqIL09oKPVzp529vjAQAAAPjPVj0WSocojRgxQnr06GH2rnjmmWckIyPDvUrU8OHDzTyMKVOmmOujR4+WU045RZ588kk5++yz5f3335fly5fLyy+/HOZ/CQAAABA5bJdYXHbZZbJ//36ZMGGC2SCvS5cuMmfOHKlXr565f9u2bWalKJe+ffvKzJkz5b777pPx48ebDfJ0RagOHTpIpNBhW7qvR9HhWyCW4UbbJJZWRdskllZF24y+WMbbpJ6+sNWqUAAAAACsyVZzLAAAAABYE4kFAAAAgICRWAAAAAAIGIkFAAAAgICRWAAAAAAIGIkFooZupgggsrHQIayMzyFEOhILm3w48mFZdgcOHDA/dX+TvLy8AI8MdEPKnJwcOXz4sAkGH5Swii1btsisWbMkLS0t3FWxPT6DgovPoej7DHJG6XkciYUFbdy40WyUMnLkSHn11Vdlw4YNEhMTY9kXj5X9+uuv0rx5c7nhhhvM9bi4OJKLAKxfv14uvfRSGTRokAwZMkSWLFlSaENK+HcSPH36dBkzZozMnTvXfeKBslmzZo306tVLVq1aZTZRVbxnlg2fQcHF51D0fQZtjOLzOOsdjSinL5revXubn7/99ptpkGeccYbMmzfPvHiiJeMNFo1jYmKirF27Vm688UZ3chENL+5QxLJ///7SunVrufDCC6Vp06bmjTMrK4t26SdtjxrLzz77TL744gv5xz/+Ia+//rppl7zG/bd9+3Y555xzZMSIETJlyhRp2bKluT03N9f85PXuOz6Dgo/Poej6DFof7edxuvM2rCE3N9d59dVXO6+66ir3batWrXJee+21zri4OOcXX3xhbsvLywtjLe3lq6++crZu3dr56KOPOjt27Oi88cYb3fcdPXo0rHWzk8zMTOcFF1zgvPnmm923vfbaa6at5uTkOPfv3x/W+tnJ1q1bna1atXKOHz/exE7de++9zpYtW5o4w3/vv/++c9CgQe73x3/961/Oyy+/3HnhhRc6582bR0h9xGdQaPA5FD2fQbmcxznpsbAQ/VZNv3lLTU1139alSxfzDZwO5bn44ost2+1nVR07dpTu3bvLddddJ6NGjZLFixfLnXfeKddcc428++67cuLEiXBX0RZ0POvvv/8uJ510kvs2vf7dd99Jz549zWXGjBnm9oj/NiYAOsfn008/la5du5peCtdr+fbbbzcx1m+34D9936xWrZr5Xb/RXL58uemp1KEHgwcPNr1BirZZMj6DQoPPoej5DHJwHicVwhZ9FFOxYkXp0KGDLFiwwExKqlGjhrm9Tp06Mm7cONm3b59MnjxZ3nvvPUlOTiaCPqhZs6asW7fOnHjoUKgqVaqYWB46dEjuuOMOE3M92dPhUfCuatWq5g39pZdekpSUFJPgvvjii+ai7fOnn36Sa6+9Vlq0aCEDBgwglF5oO9PXbr9+/UwcXfQEOD09XQ4ePEjsyqBBgwamTb722mvmffPtt982r331yCOPmNe+Dk0oeFKC4vgMCg0+h6LnM6gi53HMsbCagQMHmvGCb7zxhhw9etR9u/Zi6Bji1atXs+KJj7Q3Ij4+3rwJHTt2TJKSkswYR71dx2DruEdFUlE6PfHVXp927drJO++8I7Nnz5ann37ajGkfNmyY6QXS+zS+KJlO5vvnP/9Z6Js1TTa0nWobddH5F5oQo3SaqGniMG3aNDl+/Lg5kXPNq9B226xZM/MFAzx/E6xcK+adeuqpfAYFIZ6u9qc/+RwKPJb6GaQjN6z4GaSLRbgWjFDR/hpiTE0Y7dq1y0zc/Pjjj03XvdLVDk4++WR55ZVXzItHv1l30a4+PfEo2FBRPJYrV650f3OgSYMOhdq0aZMMHz5cFi5cKJ9//rmMHj3aPFbfjOBb2zzttNNk5syZZlhJhQoVpGHDhu6TY50kqyfH9evXJ5xFbN261XwAunobXVwflkqHROnFdX38+PHmW3aG7pQczw8++MDc1qRJEznllFNMIqYf2rrilmuYmfZSVq9e3ZzcobCff/7ZvD+uWLHC/QXLRRddJH379uUzKMB4avvT17j+5HMo8FgqXQnq/ffft9RnkJ5v6FA3XQXK5aKLLpI+ffpE72so3BNdotWaNWuczZs3d/bq1ctZu3ZtZ48ePZzvvfee+/6RI0eayca33367c9OmTWZi0tixY81E5AMHDoS17naI5axZs9z3T5w40RkTE+Ns1qyZc8WKFea2w4cPO1988UXn77//Hsaa2yeeH3zwQaHHXHTRRc4xY8Y4d+/ebSbVTZgwwdm4cWPn5s2bw1ZvK/rpp5+cDRo0cJ5++unOk08+2ZmSkmImGhel7bFOnTrOH374wTl58mRnQkKC88cffwxLne0Wz5kzZ7rv10Ua6tev7+zUqZNzyZIlzrVr15q22bRpU+e2bdvCWncruv766817Y926dZ3Lli0rdN+IESOcJ510Ep9BAcbTtUDDAw88wOdQgLHUidEuOpE73J9Bq1evdlapUsU5evRoj/f//e9/j8rzOBKLMNAG1qhRI9PAjhw54ly+fLl5E7/mmmucWVlZ7sdNmjTJOWDAAPPi6t69u/kQXblyZTiqbMtYnjhxwjxGf95yyy3uNyeHw2F+srqWf/HUN3VX7B5++GFnz549zZv+aaedZk72aJuFbdy40dmwYUOz4pPGTk9szzjjDOerr75aLO66QlnXrl3NykaaVGjcUbZ4vv32286hQ4ea9009MdbVtmibnj311FNmlZ1bb73VWbVqVZOMFaSJWv/+/fkMCkI8s7OzzQnm0qVLzXU+h8oeSzV16lTzpVe4PoP0C7hq1ao57777bvf5hH6RsXjxYpNwuGjCE23ncTH6v3D3mkTbmEGdPLxjxw4zwbBSpUrmdu3aGzt2rOlOq1WrlvvxOpnzxx9/NBOXtLu/UaNGYay9vWOJ4MZzzpw5ZlMyXY3nzDPPNOPYkU/n8dx0002me14nFGu3vWuoo65WpBOM9fWsCwgoXaxBV4rS7vFvvvlGOnfuTCj9jKe+N951113mdv1Y043ydGiEXurWrUs8PdBhoc8995x5vWt8v/32WzO0Q4eb6JANfV3zGRSceHbr1k3OOuss2mGAsfzwww/NECltm+H6DNL3IR3+pEMv9fWhw64vuOAC2blzp9kITz8ndei1DtdUOv9Ch3RFy3kcq0KVMx1zqY1KJxnpiZt+AOq4ah3TqmOBXcufusZmagMdOnRoeVczomJZ9Dks1xtYPF0x1HZJ2/RMP2h0/o6OrXWdBOuy0R999JFceeWVkpmZ6U7WdPdtPTHWD8/zzz9f2rZtG7TXSDTFU5Ni3eH45ZdfNu1WT+RQMl0wQFcj08RLx4Lfeuutpv3pGPBffvnFPIbPoMDjqckvS0kHv22G6zNI34P+85//mHldl1xyifliSOulc79iY2NNEjFmzBiTSOj7vK5aFVWflWHuMYlKBccAurpDdZygdtkXHAcc6d1lwUAswxNP11wVeOeKn9Ku8T59+ji//PJL920ffvihGZ9bsNscgcfz559/LvRYFFdwGKjGcd++fe65U5UrVzYX3Zy16GMReDxpm8GLpWvORbhium7dOmdSUpKzS5cuzj179rhvz8rKMsPe+vXr5zx06FDUHXNWhSoHu3fvlmXLlpluO/2219Vdp8v7uVaB0aXHNOt1mTBhgpx++ummm43RasTSam1TNx2jbXqO5ddff10ofkqHNum367osoosr3gU3xETg8dRVYQo+FsVj6eq1zc7ONj2R2tOj3wgvWrTILOOpwzq0x0eHntDDG9x40jaDF0vXSmblEdOi9dRL+/btzTLWuny4a98cpSvQaQ+GDi/WXotoO+YMhQoxHf937rnnmoa2d+9e86GnJ2ZDhgwxDdE13EQv+oLSIScPPfSQTJ061ewoyRwBYknbtP/rXBVdBlG7y3W8rQ7zAfEs77apXw7oEA3dqfy8884zJ0JfffWVdOnSxWzUqsMhK1euTNMknlHfNr29hvTL36ZNm5r5FEX3wzpw4IB06tTJvZ9JVAl3l0kk0y68tm3bOsePH2+WNd25c6fzsssuc7Zr184sPefq4lN79+41q8Lo/ZUqVWJVGGJJ24zA17lraNm//vUvZ/Xq1c3KIiCe4Wqbx44dc3788cdm1RrX8BKXgkt7gnhGa9ss6/t7rVq1zFCpaERiEULaqHT99KJLR95zzz1mbePHH3/cmZGRYW5bv369WY4sMTGx2IsIxJK2GRmvc12K8LrrrjOP53VOPMPZNnUpXl2yU6WlpYW8LpGAeEZfLP15f9d9iIYPH26Wvo3m93fmWISQjg/UZcmOHz9uruvKJerRRx81W75PmzbN7AitdFWYW265xYwb1K5oEEvaZuS9zuvVqydnn322WVKW1znxDGfb1GEcupynDvPQJXmjcsiGn4hn9MXSn/d3XcHqrLPOMsPYo/n9nX0sQqxXr15m3oSeSLgmJOk4PaXrhLds2VLee+89cz0rK0sSEhJCXSXbIpbE065ts0WLFmYte+WaVwXiabXPIBDP8mSXtsn7u3/osQiijIwMs8GVrr3s8tJLL5lVA3StdaUvGs1+1cCBA81zXEgqiGWo0DbDG0vXt12KpIJ4WvV1DuIZ7W2T9/fAkVgEyfr16+XCCy80G6boBmPvvvuuuV1/f/bZZ2Xu3LlmIxXtVnMtp7Zv3z6z6oa+kFhSlliGCm2TWFoVbZNYWhVtM/piaZd6Wh3LzQapMWp2rUuO9ejRwywjOWrUKLPGcdeuXc0yZdrwdA6FLj+mu0fqUn5ffvmlLFmyxL2TLIhlsNE2iaVV0TaJpVXRNqMvlnappx0wxyJAhw4dkiuuuMI0Ms1oXXRST8eOHc0EJBftBtQ9KvQ5Ouzp5ptvNo0WxDIUaJvE0qpom8TSqmib0RdLu9TTLkixAqRdYkeOHJGLL77YXNfVC7SLTHeA1Yan/lzW1+zA+NhjjxV6HIhlqNA2iaVV0TaJpVXRNqMvlnapp10QkQDp8pHvvPOODBgwwFzXbd5Vw4YN3Q3Otat2wUlLTOAklqFG2ySWVkXbJJZWRduMvljapZ52QWIRBK1atXJnrxUrVjS/a2ark3pcpkyZIq+++qp7xQMaJLEsD7RNYmlVtE1iaVW0zeiLpV3qaQcMhQoizWYLrlHvynQnTJhgxuStWrWKCT7EMixom8TSqmibxNKqaJvRF0u71NPK6LEIMtdyY9rwUlNTZerUqfL444/L8uXLpXPnzsH+cxGNWBJPq6JtEk+rom0ST6uyS9u0Sz2tirQryFzZrXalvfLKK2Y7+u+//166desW7D8V8Ygl8bQq2ibxtCraJvG0Kru0TbvU06rosQiRIUOGmJ+LFi0yayKDWFoFbZNYWhVtk1haFW0z+mJpl3paDftYhHhreN1QBcTSamibxNKqaJvE0qpom9EXS7vU00pILAAAAAAEjKFQAAAAAAJGYgEAAAAgYCQWAAAAAAJGYgEAAAAgYCQWAAAAAAJGYgEAAAAgYCQWAAAAAAJGYgEAAAAgYCQWAAAAAAJGYgEAAAAgYCQWAAAAAAJGYgEAAAAgYCQWAAAAAAJGYgEAAAAgYCQWAAAAAAJGYgEACImmTZvKyJEjg1bexIkTJSYmJmjlAQCCi8QCAAAAQMBinE6nM/BiAAAoLDs7W2JjY6VixYpBCU1ubq65JCQkEGoAsCASCwBAxHA4HJKTk0PyAQBhwFAoAIDf8xw2bNggl156qSQnJ0utWrVk9OjRkpWVVeocizVr1sgpp5wiiYmJ0qhRI3nooYfkjTfeMGVu3brVp79dkF6/7bbb5N1335WTTjpJ4uPjZc6cOea+VatWyVlnnWXqWKVKFTn99NNlyZIlhZ4/Y8YMU8YPP/wgY8aMkTp16kjlypXlggsukP3799MyAMAPFfx5MAAASpMKTRymTJliTtafe+45OXz4sLz11lteA7Rz50459dRTzYn8uHHjzAn8q6++apKBQHzzzTfy4YcfmgSjdu3apl7r1q2TAQMGmKRi7NixZjjWSy+9JIMGDZIFCxZI7969C5Xxj3/8Q2rUqCEPPPCASXCeeeYZU94HH3zAAQcAH5FYAAD81qxZM/n000/N77feeqs5gX/xxRflrrvukk6dOnl8zmOPPWaSj5UrV0qXLl3MbaNGjZJWrVoFdAQ2btwoa9eulfbt27tv0x6HEydOyPfffy/Nmzc3tw0fPlzatGljEg1NLgrSXpf//ve/7h4RHVKlyVJaWppUq1YtoPoBQLRgKBQAwG+aTBT9xl999dVXXp+jQ5T69OnjTipUzZo15aqrrgroCOjQqoJJRV5enkkSzj//fHdSoerXry9XXnmlSTbS09MLlXHDDTcUGmalvR1azh9//BFQ3QAgmpBYAAD8VrSXoUWLFmYFqJLmSehJesuWLYvd7uk2f3tPCtK5EcePHze9E0W1a9fO9EZs37690O2NGzcudF2HRSntYQEA+IbEwga2bNlixiXrN3IdO3aUjIyMcFcJAAoJ58Z1OhE8UHFxcR5vZ0V2APAdiYUN6KoqDz74oKxfv96MCw50oiMABOq3334rdH3Tpk2mJ0AnTnvTpEkT87iiPN0WCF3ZKSkpycy9KEpXs9KeldTU1KD+TQAAiYXl6comupqJjvd1jUeuUIE59wDC64UXXih0/d///rf5qcu7ejNkyBBZvHixrF692n3boUOHzFKxwaS9D2eeeaaZXF5waNbevXtl5syZ0r9/fzPZHAAQXPRYhNDChQvlnHPOkQYNGphhArNnz/b6Aa3f8ulusroE4rJlywp9K6jrr2s53bp1k0ceeSSUVQYAn4donnvuuWYlqL///e/mp06M7ty5s9fn6GpMusLSGWecYXphn3zySenXr597fkMwh1Pp/hj6JYwmEfq++fjjj0vfvn3NbuD6OwAg+EgsykA3UtJlDIvSoUr6jZiLzoXQD9mi3+wVpGuk66ZMuna6LsGoj9dv9fbt22fuz83Nle+++858aOs3fXPnzjUXAAgnfe/SYZn33nuvfPnll2bPh9dee63E5+jwo2+//dZMoNaTfd0rYsSIEXLNNdeY+/XLlWDRzfL0vbNDhw5mr41JkyaZoVj694vuYQEACI4YJzPT/KJjiLXnQFdEef/9990T/nQsry55qEmCfitXLNAxMfLJJ5+Y5Q8L0g+4nj17yvPPP+8uXz98delG/cDWZEJ3m/3666/N/U888YT5effdd5f1mANAmen7kZ6k68pLuhldMNx+++1m87pjx455nUQNALA+eiz8DVhsrFmnfdWqVWazJU0Efv/9dznttNNM0uApqfAmJydHVqxYIYMHDy5Uvl7XhEJp0qG9F7rkof4tHV6l3/YBgB1lZmYWun7w4EF5++23zZAlkgoAsDdmAZeBzpn45ptvzIRqHVOsSYAmA9OmTfOrnAMHDpgNmOrVq1fodr2uK5eYA1ShghkyMHDgQLPsoU5I/Nvf/laWagNA2OkGeYMGDTJfkOjQUR0+pZvV3X///eGuGgAgQCQWZaSTDfVbNh3+pDu76odjqNZx11VWSlppBQDsYtiwYfLRRx/Jyy+/bN4zdWipvn/qlycAAHtjKFQZ6TdtN9xwg1mtSXd4veOOO/wuQ8cna9d/wQnfrrJTUlLKWjUACOkcC+09Lev8Cu2B/fXXX837pi5woROsCw4HBQDYF4lFGegQptNPP9105X/88ccyb948s0LKXXfd5Vc5lSpVku7du5vnu+g8Cr2uwwUAAAAAu2AolJ/0xF+HJemyhZpM6ByI9u3bmyVgdQJ3w4YN3b0XusJJwR1ldd133RhKN7lzrduuq0jpcos9evSQXr16meUX9Vu8UaNGBfM4AwAAACHFcrNloEmETtwuuua6rhRVp04dadSokbk+f/58OfXUU4s9XxOJGTNmuK/rUrO6jOyePXukS5cu8txzz7HOOgAAAGyFxAIAAABAwJhjAQAAACBgJBYAAAAAAkZiAQAAACBgrArl40pQu3btkqpVq4ZsEzwAAADAanTvoqNHj0qDBg0kNrbkPgkSCx9oUpGamhqs4wMAAADYyvbt290rn0ZEYjFt2jRz2bp1q7l+0kknyYQJE8y+Et7MmjVL7r//fvOcVq1ayWOPPSbDhg3z6+9qT4UroMnJyWLFHpX9+/ebpW5LyyRBLMsTbZNYWhVtk1haFW0z+mLpsHg909PTzRfsrvPhiEksNEt69NFHTYKg3TJvvvmmnHfeeWb/CE0yilq0aJFcccUVMmXKFPnb3/4mM2fOlPPPP19WrlwpHTp08PnvuoY/aVJh1cQiKyvL1M2KDdJOiCXxtCraJvG0Ktom8bQqu7RNh03q6ct0AOvW3oNzzjnH9DZoYtG6dWt5+OGHpUqVKrJkyRKPj3/22Wdl6NChcvfdd0u7du1k8uTJ0q1bN7MhHQAAAIDgsVWPRUF5eXlmmFNGRob06dPH42MWL14sY8aMKXTbkCFDZPbs2SWWnZ2dbS4Fu4BcGaVerEbrpD04Vqyb3RBL4mlVtE3iaVW0TeJpVXZpmw6L19OfetkusVi7dq1JJLTLSHsrPvnkE2nfvr3Hx+7Zs0fq1atX6Da9rreXRIdOTZo0qdjtOv5N/64VD3haWppplFbuQrMDYkk8rYq2STytirZJPK3KLm3TYfF66opQEZtYtGnTRlavXm0OwEcffSQjRoyQBQsWeE0uymLcuHGFejpck1Z0Uo1V51jouDerTvqxE2JJPK2Ktkk8rYq2STytyi5t02HxeiYkJERuYlGpUiVp2bKl+b179+7y448/mrkUL730UrHHpqSkyN69ewvdptf19pLEx8ebS1F6sK14wJU2SCvXz06IJfG0Ktom8bQq2ibxtCq7tM0YC9fTnzpZr/ZlyPIKzocoSIdMzZs3r9Btc+fO9TonAwAAAEDZ2KrHQoco6Z4VjRs3NuO9dPnY+fPny9dff23uHz58uDRs2NDMkVCjR4+WU045RZ588kk5++yz5f3335fly5fLyy+/HOZ/CQAAABBZbJVY7Nu3zyQPu3fvlmrVqkmnTp1MUnHGGWeY+7dt21aou6Zv374m+bjvvvtk/PjxZplaXRHKnz0sAABAYfp5e+DAAffIgUOHDknNmjXdn8G1a9c2XwICiC62Sixee+21Eu/X3ouiLrnkEnMBAADBSSp0IZWSVknUyZ4bN24kuQCijO3nWAAAgPKjPRWlLb2u97t6NABEDxILAAAAAAEjsQAAAAAQMBILAAAAAAEjsQAAAAAQMBILAAAAAAEjsQAAAAAQMBILAADgM938TvepKIner48DEF1ILAAAgM90R23d/G7hwoUSExNjbnv33XfllltuMb936NCBzfGAKEViAQAA/E4ucnJyxOl0SpMmTeS0006T++67TypWrCg///wzm+MBUYrEAgAA+O2HH34wP/v06WN+1qtXTy666CLz+7Rp04goEIUqhLsCAADAfq6++mqpX7++6bFwufnmm+X999+X//73v5KbmysVKnCaAUQTXvEAAMBvzZs3NxeHwyH79u0ztw0YMEBmzZolZ599NkkFEIVILAAAQFDoZO6LL76YaAJRijkWAADAL99884288MIL8uuvv3p9jPZkHDlyhMgCUYTEAgAA+GXGjBly2223yTvvvOPx/nnz5km7du3k+uuvJ7JAFGEoFAAA8MuiRYvMz379+nm8XzfH096MzZs3y+7du80kbwCRjx4LAADgs71798rvv/9u5lP07t3b42M6d+4sffv2NStDvfrqq0QXiBIkFgAAwGeLFy82P0866SSpXr2618e5duJ+6aWXTIIBIPKRWAAAAL83xtMeiZLo6lA6JGrnzp3yxRdfEGEgCpBYAACAoM2vcImPj5drr73W/M5O3EB0ILEAAAA+OXHihKxevdqnHgt14403mrkYuhO3zssAENlYFQoAAPikYsWKsmfPHvnxxx+lRYsWpT6+WbNmMmXKFDPJW3fpBhDZSCwAAIDPqlatKqeddprPj7/nnnuILhAlGAoFAAAAIGAkFgAAoFROp1POPvtsueuuu+Tw4cN+731xxx13yNChQ4k0EMFILAAAQKl0F+2vvvpK/v3vf0tiYqJfEdMJ3C+88IJ8/fXXsmLFCqINRCgSCwAA4PP+FT169JCEhAS/Ila3bl2zr4Vi6VkgcpFYAAAAn/ev8GWZ2ZJ24p45c6YcOXKEiAMRiMQCAAAEbcdtb3RDvQ4dOkhmZqa8+eabRByIQCQWAACgRNrDsG7duoASC51n4eq10OFQOhkcQGQhsQAAACVaunSpSQR0U7x69eqVOVpXX321VKlSRTZu3CjffvstUQciDBvkAQCAEh06dMgkFDqcKdDN9f75z39KTk6OtGzZkqgDEYbEAgAAlOiKK66Qyy+/3MyPCNTDDz9MtIEIxVAoAADg0xyJpKQkIgXAKxILAADgVW5ubtAnWmt5//vf/+Taa6815QOIDCQWAADAq+nTp0v9+vXloYceClqUdI7FlVdeKa+//rp8/vnnRB+IECQWAACgxI3x9u7dG9Rei/j4eNNboV588UWiD0QIEgsAABCyjfG8ufHGG828DR0S9euvv3IEgAhAYgEAADzasWOHbNu2TWJjY6V3795BjVLTpk1l2LBh7uFWAOzPVonFlClTpGfPnmYd7Lp168r5559vNtkpyYwZM8w3IgUvCQkJ5VZnAADsavHixeZn586dzcZ2webaiVs/q48fPx708gGUL1slFgsWLJBbb71VlixZInPnzpUTJ07ImWeeKRkZGSU+Lzk5WXbv3u2+/PHHH+VWZwAA7CpUw6BchgwZYnouDh8+LB988EFI/gaA8mOrDfLmzJlT6Lp+w6E9FytWrJCBAwd6fZ72UqSkpJRDDQEAiKyJ2yrQHbe9iYuLk5tuusl8nutoBAD2ZqvEoqi0tDTzs2bNmiU+7tixY9KkSRNxOBzSrVs3eeSRR+Skk07y+vjs7GxzcUlPTzc/9fl6sRqtk67WYcW62Q2xJJ5WRdsknuFw2mmnSYUKFeTkk0/2+hkTaNscPXq03HXXXeZLQD7HeK1H4/umw+L19KdeMc5g73pTjv/Ic889V44cOSLff/99ieNDf/vtN+nUqZNJRKZOnSoLFy6UdevWSaNGjTw+Z+LEiTJp0qRit+uqFVb8RkVjof+2atWqmQl2IJZWQdskllZF2ySWVkXbjL5YOixez6NHj0rr1q1NHXV6QUQmFjfffLP83//9n0kqvCUInui8jHbt2skVV1whkydP9rnHIjU11YwBLS2g4WqQ+/fvlzp16liyQdoJsSSeVkXbJJ6R3jZ18vb7778vF1xwgdSoUUOiFa/16Iulw+L11PNgfU36kljYcijUbbfdJl988YXpefAnqVAVK1aUrl27yqZNm0rcuEcvRenBtuIBV9qFbOX62QmxJJ5WRdsknuXpp59+kubNm/vUUx+Mtnn22Webz3Udvnz77bdLNOO1Hn2xjLFwPf2pk/VqXwLtXNGk4pNPPpFvvvlGmjVr5ncZeXl5snbtWqlfv35I6ggAgN3p563Or6hevbqsWbOmXP6mjiRQ06ZNC+ou3wDKj60SC11q9p133pGZM2eab1D27NljLpmZme7HDB8+XMaNG+e+/uCDD8p///tf2bx5s6xcuVKuvvpqs9zsddddF6Z/BQAA1qZ7RB06dEgqVaokbdu2LZe/edVVV5nPdp3PqF8eArAfWw2F0m8x1KBBgwrd/sYbb8jIkSPN764dQl10XsT1119vEhAdH9a9e3ezfF779u3LufYAANhrmdlevXqZ5KI86Of10KFDZdasWWb1xqLzLGrXri2NGzf2q0w9Jzhw4IDX+61Ypo6316ROV7x0nc9YsZ7BKJNYHgjqMbcCWyUWvnSNzp8/v9D1p59+2lwAAIA1NsbzdILZpk0bycrKMte1x0K/CCwoISHB9KT4erJVtExPKDN88eT4tAlq27QKWw2FAgAA9t8Yryj9Frykkyyl95f0bTll2iuedqijncq0Clv1WAAAgNA6ePCgbNiwwfzep08fS4X73//+t6SkpBS6TXs2Lr74YvN7Tk6OPPDAA+Z3HQJd1jKVfjvvGmatJkyYINu3b/epzFdffdXsSeCJrmapc0ZddNdxX+kIjH379nm8T4eOjR07Vsri5Zdfli1btnhdTVPnq5bFu+++Kz///LPH+/w9Pv/617+kSpUq5rbZs2fL0qVLAy5T6Qpk9erVM7/PnTu32Pyesraj66+/3qyq5tpT7bPPPvO7TFvSfSxQsrS0NB2DZX5aUV5ennP37t3mJ4illdA2iaVV0Ta9+/zzz81nXtu2bcstlitWrDB/syyXkSNHuss5duxYmcspehk2bFihOiYmJvr83OrVq3u9r2fPnoXKTUlJ8alMjVG7du283t+0aVO/46mPUwMHDvT6mKSkpDKVqS6++OKgHY99+/a5y7355puDVu66devc5U6YMCFo5c6fP99d7vPPP1+mMgrG0i7nwfRYAAAAty5dusgLL7xgvqm2miuvvFLq1q1b6DadYO5SoUIF9x4Y+s2+riJZljKVbqZbkC53v3PnTp/KvPDCC71uJFZ0zPx5550nL730kvhCV77cu3evx/t04m9ZXXLJJdKtWzeP9wUyeV/3JvG235i/xycxMdF9my6F7Gm/sbIc84JxO/nkk4vtoVLWdtSwYUP37507dy5Urq9l2lK5pDo2R49F9OBbTOJpVbRN4mlV5dlj4c83uJRp7XhyfCQieyyYvA0AAAAgYCQWAADA2LRpk5nI65q8DQD+ILEAAADGF198ITfeeKPcfffd5RoR3QxM1+0vid6vj6PMyIinHepopzKtgsnbAAAgLBvjFZzQrJuBBXNXZ7uWGYxdmO3wbyeWG4O+27oVxOhEi3BXwurS09PNetRpaWleV3kIJ22QusKArkbgapAgllZA2ySWVkXbLE5PB3QFn127dsmCBQtk4MCBxDIMaJvRF0uHxevpz3mw9WoPAADK3R9//GGSCl2ytUePHhwBAH4jsQAAALJo0SITha5du0pSUhIRAeA3EgsAAOBOLPr160c0AJQJiQUAAHAnFuU9cRtA5GBVKAAAIN98840sWbJEevXqRTQAlAmJBQAAkOrVq8vQoUOJBIAyYygUAAAAgIDRYwEAQJQbO3asWT//hhtukObNm4e7OgBsisQCAIAopptzvfTSS2YTrEsvvTTc1QFgYwyFAgAgiq1fv94kFZUrV5ZOnTqFuzoAbIzEAgCAKPbDDz+Yn7179za7bgNAWZFYAAAQxdgYD0CwkFgAABDFXD0WbIwHIFAkFgAARKm9e/fK77//LjExMXLyySeHuzoAbI7BlAAARKnNmzdLrVq1pH79+maDPAAIBIkFAABRqk+fPrJ//345cOBAuKsCIAIwFAoAgCimw6Dq1KkT7moAiAAkFgAARCGn0xnuKgCIMCQWAABEocWLF0tqaqrceuut4a4KgAhBYgEAQJQuM7tjxw7ZtWtXuKsCIEKQWAAAEIXYGA9AsJFYAAAQhfMr2BgPQLCRWAAAEGV0UzxdZrZSpUrSrVu3cFcHQIQgsQAAIEqHQfXo0UMSEhLCXR0AEYLEAgCAKMMwKAChQGIBAECUadmypemtGDhwYLirAiCCVAh3BQAAQPm6++67zQUAgokeCwAAAAABo8cCABCQbdu2yYEDB7zeX7t2bWncuLGlynQ4HHLo0CGpWbOmxMbGWraewSizaHm7d++W6tWrS2JiYpnrCAC2TyymTJkiH3/8sWzYsMG8Ifbt21cee+wxadOmTYnPmzVrltx///2ydetWadWqlXnOsGHDyq3eABCp9KRV34OzsrK8PkZXHdq4caPPJ6+UGbx4hiKWABARQ6EWLFggt956qyxZskTmzp0rJ06ckDPPPFMyMjJKXFLviiuukGuvvVZWrVol559/vrn8/PPP5Vp3AIhE+k14SSetSu8v6Rt4ygxdPENxfAAgInos5syZU+j6jBkzpG7durJixQqvK1s8++yzMnToUPcktcmTJ5uk5Pnnn5fp06eXS70BAACASGerxKKotLQ081PHyHqzePFiGTNmTKHbhgwZIrNnz/b6nOzsbHNxSU9Pd4/J1YvVaJ2cTqcl62Y3xJJ4WpVV26av9dEvd2rUqOG+fsYZZ8j111/vfo+97rrr3PcdPny4TGWqk08+udB7/qWXXhpwmap9+/YyceJE93Wtuw6v9XUYrx47Txo2bChPP/20+/qTTz7pc9zvvfde2bRpk8f7q1atKq+99prPxyeQzzertk27Ip7RF0uHxevpT71sm1joP/L222+Xfv36SYcOHbw+bs+ePVKvXr1Ct+l1vb2kD4FJkyYVu33//v2ldimHKxaaZGmjdE1CBLG0Atpm5MdSJ0D74ptvvil0vXLlynLeeeeZ3w8ePCj/+c9//P7bRctU+h599dVXu6/7W66nMtXOnTvllltucV//7LPPfB4+9N1338nevXu97icxbty4YhvX+RL3//73v2aIryeaHOlnma/HRx+3b98+iaS2aVfEM/pi6bB4PY8ePRr5iYXOtdB5Et9//33Qy9Y3+YLfeOm3aampqVKnTh1JTk4WKzbImJgYUz8rNkg7IZbE06qs2jZL6jEu6J577jHvowV7AHQoq+vbdR2e6rJ9+3azyIa/ZapmzZq5y1WucgMpU9WvX79QuY8++qj89ttvPpV58803m5WXPKlWrVqhcrUn5L777vMp7tpjoV94eRIfH2/K9fX46OMK1iMS2qZdEc/oi6XD4vXUBR4iOrG47bbb5IsvvpCFCxdKo0aNSnxsSkpKsW+K9Lre7o2+IeulKD3YVjzgShukletnJ8SSeFqVFdumr3XRIUndunXzeJ/2XuiXRS4rV6706YS9pDJdXOUGs0ylC4L4WuY555zjU5nqrLPO8imx0Li7hnmV9jhfBNqurNg27Yx4Rl8sYyxcT3/qZL3al0C7iDSp+OSTT0x3tX4zVZo+ffrIvHnzCt2mk7f1dgBAYHT5bwAAbJdY6DdP77zzjsycOdN0nes8Cb1kZma6HzN8+PBC41VHjx5tVpPSCXH6AaiT75YvX24SFABA2W3ZssW8x/rSje5tKJAn+tjSut4ps3bYYgkAETEUatq0aebnoEGDCt3+xhtvyMiRI92bARXsstFN9DQR0a7l8ePHmw3ydEWokiZ8AwBKpmP7dYU9ncDctm1bs3y3fuHjib87O+tjdcO2YO4+XbTMYOy8XR71DLTMUNQRALyJcXpbAw+FJm/rBDudsW/Vydu6modOvLPi2Dw7IZbE06qs1jb1y5w333xTmjRpYjYibdCggdiJ1eJpZ8SSeFqVXdqmw+L19Oc82FY9FgAAa9C9F/RDRpc0tVtSAQAIDRILAIDfdJ8EXUgDAAAX6/W3AAAsSeeqPfvss+GuBgDAouixAACUSjeae/jhh92LYvTs2ZOoAQAKoccCAFCijz76SP75z3+a3x988EGSCgCARyQWAACvFixYIFdddZXZoPSmm27yaVdoAEB0IrEAAHi0du1aOe+88yQnJ0fOP/98MxwqJiaGaAEAPCKxAAAUc+TIERk6dKhZUrZ///5mo9G4uDgiBQDwisQCAFBM9erV5a677pIOHTrIZ599JomJiUQJAFAiEgsAgEd33HGHLF++3OxZAQBAaUgsAABGbm6uTJw40QyDcomPjyc6AADrJBZz5swxK4oAAKxJ36NvvfVWmTRpkgwZMkQcDke4qwQAsJly2SBv2LBh0qhRIxk5cqSMGjVKmjVrVh5/FgBQxLZt2+TAgQPF4vLSSy/Jyy+/bFZ9uvfeeyU2lg5tAIAFE4t169bJ66+/Lq+88oo88sgjMnDgQLnuuuvkoosuopsdAMoxqWjTpo1kZWV5fYyu/NS9e3eOCQDAb+XylVS7du3kiSeekB07dsjHH38sycnJpvciJSXFdL2vWLGiPKoBAFFNeypKSipc8yw89WgAAFCacu3r1m/Czj33XJk9e7Zs2bJFOnfuLNOmTZNevXqZ3994443yrA4AAACAICn3QbS//PKLWRtdu9qXLFkil1xyibz77rsmsbjpppvMBQAAAIC9lMsci2PHjsl7771n5lksW7ZMWrduLXfffbeMGDFCateubR5z+eWXyxlnnCG33HKLTJ8+vTyqBQAAAMBOiUW9evXMT52s/fjjj8uAAQM8Pq5r167uRAMAAACAfZRLYvHYY4/J1VdfLdWrVy/xcR06dDBzLwAAAADYS7nMsTh06JAcP37c4327d++WBx98sDyqAQAAAMDOiYXu5KpLzXqya9cucz8AILR0qGlCQkKJj9H7GZIKALBsYuF0Os1urt56LEobIgUACFzjxo1l48aNcvvtt5vr/fr1M/sIFbzo/fo4AAAsM8dCV4HSi9Kk4s477yyWQOhGTcuXLzcfbgCA0NOkQZf9di2o0a1bN8IOALB2YpGTkyNHjx5191hkZGSYDfIKqlSpkgwfPlzGjh0bqmoAAArIzs6WhQsXmt91iW8AACyfWOgeFXpRp556qrz44ovSrl27UP05AIAPFi1aJJmZmZKSkiInnXQSMQMA2Gu52W+//bY8/gwAoBT/+9//zM/Bgwd7nfsGAIClEounnnpKrrrqKrM5nv5eEv1wu+OOO0JVFQDAn66//npJTU2Vtm3bEhMAgD0Si7vuukv69+9vEgv9vSQkFgBQPpo2bSo33XQT4QYA2CexcDgcHn8HAAAAEHnKZR8LXYHk2LFjHu/T1aJcK5QAAELnlVdekWnTppmNSQEAsGVioatCrV+/3uN9GzZsMPcDAELr8ccfl1tuucVshAcAgG133vZGeywSExPLoxoAELW2bt0qmzZtMvsJnXLKKeGuDgAgAoVsjsWSJUvMeukuM2fOlO+//77Yztuffvop+1sAQDktM3vyySdLcnIy8QYA2Cex+Prrr2XSpEnuVZ+ee+65Yo+pWLGiSSp08zwAQPnsXwEAgK2GQj3wwANmNSi96FAo7cFwXXddsrOzZfXq1dK3b99QVQMAop6+386bN8/E4Ywzzoj6eAAAbLzzNsvNAkD4/PTTT3LgwAGpUqWK9OrVi0MBALBvYqHy8vJk6dKlsmPHDjO3oqjhw4eXV1UAIKr8/PPPZtL2oEGDzBBUAABsm1isXLlSLrzwQtm+fbvHFaJ0DgaJBQCExt///nc577zz5ODBg4QYAGDvxOLmm2+WatWqyZtvvint27eXSpUqlcefBQD8SVeCYjUoAIDt97FYt26dPProo2bt9Dp16pgko+jFV7pL9znnnCMNGjQwPR2zZ88u8fHz5883jyt62bNnTxD+ZQBgbSXtIwQAgO0Si9atW0t6enpQytIN9Tp37iwvvPCCX8/buHGj7N69232pW7duUOoDAFZ2//33S+/eveU///lPuKsCAIhw5TIU6umnn5bRo0ebhKBt27YBlXXWWWeZi780kahevXpAfxsA7GbOnDmyYsUKOX78eLirAgCIcOWSWNx2221m6FGHDh3MEKaiJ/g6NEmXQwylLl26mH0ztA4TJ06U/2/vPMCbqt4w/nVAyyxllr2X7Cl7/2UJKOBWQBRBUEEUFFAUUUEZggqCslSmgqAMEUVFlixBGQKyZ4FSWkZ3m//zHrzxNiRp2iRNbvL+nifQ5N6ce3Luufd+7/m+75zmzZvb3Bf74aWheVu09Te8DW2tEG+sm9FgW7I9falvIlkbk2eAdu3a8R7hZHsS1/VNYhu2p/+1ZZqX1zMz9coWYdGgQQMlHjxB8eLFZdasWdKwYUMlFubMmaOmXMTUt/Xr17f6nQkTJphXDddz5coVq1PlesMJj42NVZ0yMDBbott8FrYl29OX+ubq1avV/lWrVlXTzV6+fNnt9TQKvNbZlt4K+6b/tWWal9fzxo0b3iUsFixYIJ4CD1S8NLDK9/Hjx1V41pdffmn1O6NGjZLhw4en81iULl1aJZ5746wq6JAQbqifN3ZII8G2ZHv6Ut/ctWuX+r9Tp07MK3NBexLX9U1iG7an/7VlmpfXMzQ01PsWyPMmsPLsli1bbG4PCQlRL0twsr3xhAN0SG+un5FgW7I9faVv/vTTT+r///3vf7w3uKA9iev6JrEP29P/2jLAi+uZmTplm7CIiYmR5cuXy9GjR62GE3344YfZVRXZt2+fCpEihBBf5cSJE3Ly5EkJDg5WU30TQggh7iZbhMU///yjQpCQ44DpYuHqiY6OlpSUFAkPD1frWDgqLG7evCnHjh0zv8eDE0KhYMGCUqZMGRXGdP78efniiy/U9mnTpkn58uWlRo0aStAgx+Lnn3+WDRs2uO33EkKIp8H99oEHHpDk5GTJmzevp6tDCCHED8gWfwvyFTCP+qVLl1Riyrp16yQ+Pl4WLlwo+fLlk6+//trhsnbv3i316tVTL61s/D127Fj1HmtUnDlzxrx/UlKSvPTSS1KrVi01aofZpxAe0L59ezf8UkII8Q6qV68uX331laxcudLTVSGEEOInZIvHYufOnTJ37lxz3gKMfcxQ8uijj0pUVJS88MILsnXrVofKwoxO9laStUwUHzlypHoRQgghhBBCDO6xgEsesykh+QMhSxcuXDBvw7oSCGUihBDiGrBu0OHDh+0OwhBCCCGGFBZVqlSR06dPq78RtjRz5kw1Jy7CoWbPnq0WzSOEEOIa4LlFKFT//v3ZpIQQQnwrFOrhhx9WXoknnnhCxo8fLx07dlRJ25haCyNqn3/+eXZUgxBC/AJtmlksTkoIIYT4lLDQLzbXpEkTOXDggHz//fdqlqZ27dqpcChCCCHOA0+wtk4P1q8ghBBCsguPLJCHVayfeeYZTxyaEEJ8GogK5LWVKlVKhaESQgghPiUsfvvttwz3adWqVXZUhRBCfJoff/zR7K1AuCkhhBDiU8ICU8Rq+RQalg+81NTU7KgKIYT4RX5Fhw4dPF0VQgghfka2CIu9e/fe8dm1a9fkhx9+kBUrVqiZoQghhDjHlStXzPdbLgJKCCHEJ4VFnTp1bHoycufOrYRF27Zts6MqhBDis+TLl0/Wrl0rf/31lxQrVszT1SGEEOJneCR5W0+zZs1k0qRJnq4GIYQYntDQUOnSpYt6EUIIIT65QJ49Vq1apVbjJoQQQgghhBiXbPFYdO/e/Y7PkpKS5MiRI3LmzBl5//33s6MahBDis5w8eVI+/fRT6dSpk7Ru3drT1SGEEOKHZIuwuH79+h2zQMFlj1lLevfurVbiJoQQknWw6OjEiRNl+/bt8uuvv7IpCSGE+KawwEMOU81GR0crgcHQJ0IIcc80s1xtmxBCiM/mWGCxps6dO0v+/PmlaNGiUqRIETUTFNz1K1eudPfhCSHE58E6QD///LP6m+tXEEII8UmPxciRI2Xy5MkSHh6uwp3KlCmjPkdeBbwYEB39+vWTuXPnqgfj4MGDuaYFIYRkkt27d0tsbKyEhYVJw4YN2X6EEEJ8S1gsXbpUpkyZImPHjpURI0ZInjx50m2Pi4tTouOtt96SypUry2+//SabNm2isCCEkCyGQbVr106CgoLYfoQQQnxLWHz88cfy9NNPy5tvvml1O8KhIDrOnz8vY8aMkdKlS8vmzZvdVR1CCPFZmF9BCCHEp3MssPIrZnzKCG0fuPLr16/vruoQQohPkpKSIseOHVN/M7+CEEKIz+ZYYCYoR0CYVOHChd1ZFUII8UmCg4Pl9OnTcvDgQalUqZKnq0MIIcSPcZvHolatWrJixYoM9/v666+ldu3a7qoGIYT4PIGBgeqea7leECGEEOITHgvM8NSnTx8pVaqUvPTSSyqnQk98fLxK7p43b5588cUX7qoGIYT4NPAMU1AQQgjxaWHx2GOPye+//y5vvPGGTJ8+Xdq2bXvHdLNYMG/IkCHy6KOPuqsahBDis0RGRkqDBg1UbgUGaTgjFCGEEJ/Nsfjoo4/UKrDTpk2TNWvWSGJiovo8JCREmjdvLkOHDpVu3bq5swqEEOKzYFG8CxcuqMkyKCoIIYT4tLAA3bt3Vy8sgBcVFaU+Q6I2H4KEEOIcWGQUYACHEEII8XlhoQEhUaxYsew6HCGE+HxuhbZ+BaeZJYQQ4tOzQhFCCHEfR48elXPnzqnQ0pYtW7KpCSGEeBwKC0IIMXAYFPLVcuXK5enqEEIIIRQWhBBiRLQwKOZXEEII8bscC0IIIa6jXr16curUKeZXEEII8RoYCkUIIQYEawTt27dPGjZs6OmqEEIIIQoKC0IIIYQQQojTUFgQQojB2LFjh8TFxXm6GoQQQkg6KCwIIcRA3LhxQ1q0aCHh4eFy8eJFT1eHEEIIMUNhQQghBuK3336TlJQUKVmypBQvXtzT1SGEEELMUFgQQoiB4DSzhBBCvBUKC0IIMRAbN25U/3fo0MHTVSGEEELSQWFBCCEG4dKlS3Lw4EEJCAiQdu3aebo6hBBCSDooLAghxCBs3rxZ/V+/fn0pVKiQp6tDCCGEpIMrbxuUM2fOSFRUlPo7LS1NoqOjpWDBghIYeFsrFi5cWMqUKZPlMq3hDWW6u46ubsvU1DTZe+qqRF1PlML5Q6ReuUISFBToN2XuOXFVTl+MkrLFC0uDCt5bT1eUmR1tOfuLZerzGjVqyB9//JGlMjVQ5ubDl+TitXgpHp5LWlYrpurpDEYqc9OhSDlyOlKqlk2T1ndFeG09XVkm29IYZbJv+l9bbnJxPT1JgMlkMonBZkSZNGmS7NmzR021uHLlSrnvvvvsfufXX3+V4cOHqxCC0qVLy2uvvSb9+vVz+JjXr1+XsLAwiY2Nlfz584ungbFRtWpVSUhIsLlPaGioHDlyxGGjwwhlGqGOLNM/29MIddTzzY7TMnT+Djl39b+1MEoVyi3Tn7xbet5dNlNlsUxjtKcR6sgy/bM9jVBHI5XpDjJjBxtOEt26dUvq1KkjM2bMcGj/kydPSteuXaVt27ayb98+GTZsmDz99NPyww8/iFHBCKY9YwNgu72RfSOWaYQ6skz/bE8j1FH/IOs9+Zd0DzJw/mqc+hzbMwvL9O725Pnx7vPjz2UaoY5GKtMbMFwoVOfOndXLUWbNmiXly5eXKVOmqPfVq1eXLVu2yAcffCAdO3YUX2bDhg1y7NgxNeoJMQZu3rwp69atu2PfEydOZKpMUK5cOWncuLH6Ozk5WXmPnC0TYG7+li1bmt+vWLFCUlNTs1yeBsKb9DPprFmzRg4cOOBQmVu3brVaJsiTJ48Srxrbtm1zqMwf9p6TVVv/lhsx16xuDwwKkrvbdFJ/H//7nMNlHksIlyP790j05Uib+zVu3VFO/eNYmWt3nlRlghOH98ul82ds7htWqKhDZU76dKl07BUsufPkU+/PnDgi509ab99IO8ezLDOi5DapUb+J5A+/nX9w8exJOXX0kNNlgso160nhYiXU31GR5+Wfg/ucKk+jfNUaElGqnPo7JvqK/L13Z6bK1M65I6SlmWTI3N/Fmpta++yZWdskKTlVAgMDWKYPtKcR6sgy/bM9jVBHT5UZICLD5u+QHg1LGy4synChUHowM0pGoVCtWrVSiY7Tpk0zfzZ//nzluYBLxxqJiYnqpXcBIYTq2rVrXhEKhdjqRo0aObz/iBEjZOLEiepvGOeVK1d2ST0QTjZ37lyzYIGbzBV06dJFVq9enc5wz2jk1hEggrZv325+D2F09uxZh76LfU+dOmV1G4SrXnSUr1RVztgwktPR/g2RP5eIRB21vj0oROT+Wbf/vnZKZOM4x8oMLyeyfYbI+d2297t/tsj1C46V2XKESLG7bv/9xxciJ36xvW/zYSJb/7vW7HLPOyL5bxvqcnClyN/fiUto/apIkaq3/z72k8i+Ra4pt8lgkVL/Xndnd4js+PfcOEu9J0Qq/jvD0+VDIr9Nytz3tXNOCCHEp9g49h5pUyPC09VQdnB4eLhDoVCG81hklsjISClWrFi6z/AejRQfHy+5cuW64zsTJkyQcePuNLiuXLniEgPXWZBc7Ai1atWSvHnzqgTPy5cvmwVA06ZN79gXn+/fv9/hMgFW/tXKRVtalpuVMkGFChXM5WqCAB6RrJanAUGlL7du3bpSoEABh8qsWLGizVWO0Z/05RaMKO2QsChbJK8kla8qt3KH/PuJSUSn8wNzhEj1SrdHos+duCSOSCCUWbpSUTl9qbLEBiXeUaZG9YoF5cKZaw6VWapIPilX7bYn4nxMRbmacsVqmSBvwTxywYEyQ4pUkFpVSkhogdvlXowrK1du1rC6b2J8nCRGnXSozJBceaRClZKSt1hRSUtNkajU0hJ5tYbTZYLSFUtK/tK3z0dscAk5d6GGU+XdxiTFy5eSgv+e55t5I+T0yRqZKlM75xr43bbGi6JuJMk/l25lWGbVEvmlSP5Ql5ZZvWR+KRr27/3WZJLkFJbpkvZkW7Jveut1yb4pzrZlZEy8BPzrBDGlJktUdKyaZCa7uXHjhsP7+rywyAqjRo1Syd6WHosiRYp4hccCIT2OMG/ePOWt0VO0aFEVCpZVL4i1MjUsy3VFmeCXX35xaXkaq1atcrhMeHwcKRMMHPqKPLvdzqj+v4TkCJQKXQdL+aJ5VaJW7pxBNvf99OtQefYrcajMHMGB8r9HBjtQ5o8OlZk7Tx5VJur5/eqZGZf5n7PJJmU7DZF8hSN0v72T/TIf7uRQmSUr3mXRnveKyDtOldmiaWMrbdlNRMa4qI6WDMtUmdo5d6Qf/XowUtq/tSHDMnPlDHJ5meNynJWmgSmSo2gRKdynlwRYGdRhmZlrz1YR4X7XltOab5HWZWIlIHdJyVHtFTEFsUxvbM821fLy/AQ535aFI2dI0s7/zg8Gij0BJgpxFJ8XFhEREWpRKT14D4FgzVsBQkJC1MsSTD+qTUHqSRytQ2bqa4QyjVBHgGlVHeHqjUS5cf6/cDx75bNMz7Xnycs3feb8YBpDzDiC5EBbMbAIEcYo2aXYBJeUGWAySdGkm1Jp+SKJFpOEVq0ohZ/oxTJd0J6xVSv4T1uKSUrmjpVmwcskLdIkAfmqiVQbyTK9tT2vVOX5Ccze/u5OMnNcz1vJbgbhORs3bkz32Y8//mg1HIgQV+BoohVyhFimb7SnEeqolQkPhPqejX3y587psjJhYIKRZ7dIkE0pwzLd2Z4+cX7+Lef9hmslKJBl+kp7GqGORirTWzCcsECcPaaNxUubThZ/Y853LYypT58+5v0HDRqkEpZHjhwphw8flpkzZ8pXX30lL774ohgVuMIyckthe2ZcZkYo0wh1dLRMCcohgaG3Z0RimcZvTyPUUQNzoy9/ua2ULJT7jpCqAnlyqjCozGKrzGKmBJl8fL10iDnhsjIxEs4yT3jt+XFHmSXzxsmiVovlvjIHvbvM3LEsM5Ptafhz7mVlegOGC4XavXu3WpNCQ8uF6Nu3ryxYsEAtmqeJDG3GnrVr1yohMX36dClVqpTMmTPH0FPNYjEsLIrlytWiLcu0hqfLzI46urItT5y5IG3fXK8+G9OzthQrkEs+33RMTl+5pYzBoLyFs1RP/crO+XLlcGmZF6LjZcnWEyq8BqPWzpaJ1aIvXouTpdtOuqxMd9TT2TKz4/ygLc9dvibFCoVluUz9Aw3TGGoryEJQvP/tfjly4Xqmy7JVZtHQACnx2ihJzoKBaa3M8xdjJO2Dj6Tmod2ZGgm3VSZWur0QiTI/llp/u6ZMd9TTVWW68/ygLY+duyIVi+R36TlHPSPyiTS+MkACb/3ttWVeiLomhc+Ml2Z5f3NqhFnfnhevxkiRs64r0x31dFWZ7jw/Wt+sXCKfV/ejTS6sp6cxnLBo06aNzSx7AHFh7Tt79+4VXwJGh2bswhjGrERIzHYm/k5fpqtwdZnurqMr2/JoTLCaBhQJsG8P7ik3E5Jl5T8BksMU63Q9tXxzV5eJ8n6L3JguZt+ZMhs0SJNbCSmy+dLPLivTHfV0RZnuPj9oS4je0LxhTpWpd8W3qVHcXM9J3zm2poujZabevCXHscaNi8pMLZtfjqdGS4ITxnr6MiMkrdztMhNdVqY76um6Mt13fiKkdvGcEh6ay6XnHJiSb0riZpPTrenOMk3J+SQx9ZKYbriub0pKPkna4soy3VFP15XpvvNzu28WCgv18n4U4dJ6ehLDhUIRYhR2Hb/tBWlU0TOzOBBCCCGEZCeG81gQYhR2HftXWFSisCCEGBNECCSkJkh8SrzNfeDpTUzFujm2p9ckhPgHFBaEuIndx6+q/+mxIIQYFYiKZitaZbhfpbCKsqTF3GypEyHEe2EoFCFu4FJMvJy9ekutmFnfwfUICCGEEEKMDD0WhLgxv6JaiTA1MxAhhBid5fKXhEpaus8SJFB6S22P1YkQ4l1QWBDiBphfQQjxNcIlRXJZCIvrkvl1TwghvgtDoQhxA8yvIIT4OskSIOOlnKerQQjxIigsCHHDLCpaKFTDisyvIIT4pqh4XSrIDgnzdFUIIV4EhQUhLuZM1C25cj1BgoMCpG65gmxfQohPiortEibjJOurbBNCfA/mWBDipvyKWmXCJTQnLzFCiG+KinfluNSXG56uEiHEi6DHghAXs1sLg6rAhfEIIb4rKppLrKerRAjxMjicSoiL2aUtjMcVtwkhPgQStXdSVBBC7EBhQYgLSUszmT0WjZi4TQjxIZCoPYGeCkKIHRgKRYgLORZ5Xa7HJ0tojiCpUTqcbUsI8RmQqM3wJ0KIPeixIMSFaNPMYjaoHMHU7cSz0x4npCZIdMI1u/sVCsXMZVzkjGRME7nOZiKE2IXCghAXwhW3ibcAUdFsRasM96sUVlHmtf5SyhfNe8c2a58RQgghtqCwIMQdidsVOSMUMQbBgTnUmivTn7zb6vagwIBsrxMxDmmergAhxKugsCDERaSkpsnek9qMUFxxm3gP4169IjkTTek+SwoJkDcmFpGUtGTJmZIkUV8sl5TLV9LtE1y0iBTu01uE67EQG6LiQynFtiGEmKGwIMRFHDoXI/FJqZIvVw6pUjyM7Uq8hsJXTRKSlP6zM6V0OUBpJoldtU4SjhxPt09o1YpS+PFe2VRLYjRRMUXKyGop4umqEEK8CGaXEuLi/IoGFQpJIMNHiBcTWSxIpr9cwNPVIAYXFaukiLwspz1dHUKIF0FhQYiLZ4RifgXxdlExeVQBCY1PHxpFSGZFxSg5JZ0lmg1HCDFDYUGIi9jNFbeJQURFrjiTDJ0a4+nqEIOLinvldk4ZIYRoMMeCEBeQmJwqf52+vV5AwwpM3CbeLSpefi9GQuM5nw/JHEjUXkNRQQixAz0WhLiAP09FS3JqmhTKFyLlOPc/8TIuFU0vKsJiKSpI5kGiNj0VhBB7UFgQ4uL8ioAAzvtPvAskalNUEGdBojbDnwgh9qCwIMSV+RVcGI94IUjUpqeCOAsTtQkhGUFhQYgLPRYNKzK/gngfSNRm+BMhhBB3Q2FBiJPcjE+Wv8/Fqr8bVSrM9iReB0UFIYSQ7IDCghAn+ePkVUkzmaRkwdxSPDw325MQ4jd8KRGergIhxIugsCDESZhfQYxIbBhv/8Q55ktxWSAl2IyEEDN8shDiJMyvIEYUFdOHF/B0NYjBRcVnUlL6yQVPV4UQ4kVQWBDiJLuO/TvVLPMriEFExeRXCkhCLk6LTJwTFQPkvDwhkWxGQogZCgtCnODazUQ5fumG+rthBSZuE2OIivjcATJ0coynq0MMLiqelIuerg4hxMsI9nQFCPGF/IoKxfJJwXwhnq4OIQ6JipcnxEj4tVS2Fsl0ojZyKigqCCG2oMeCEJesuM31K4hxREXEJYoKknkoKgghGUGPBSFOwPwKYgSQqJ2Yi6KCOAcStRn+RAixBz0WhDjB7hOax4L5FcR7QaI2PRXEWZioTQjJCHosCMkikdfi5NzVOAkIEKlXnqFQxHtBojbDnwghxLUE5C3v0GeeLjM7obAgJIvs+jdxu3rJApIvVw62I/Fail1mTgUhhLiUgCDJWW+azW1eU2Y2Y0hhMWPGDJk0aZJERkZKnTp15KOPPpLGjRtb3XfBggXy5JNPpvssJCREEhISsqm2xOfzK5i4TQjxU76Xgp6uAiEe8QSkJZokcspnknwh/bTLOUoUl4iXBklQsHeUmd0YoIrpWbZsmQwfPlxmzZold999t0ybNk06duwoR44ckaJFi1r9Tv78+dV2jQDErhDiqvwKLoxHDEhCKO+DxDnWSCGZLGXZjMT7cYcnwGSSW9t2SsKR4+k+Dq1aUWT4QO8pM5sxnLCYOnWqDBgwwOyFgMBYu3atzJs3T1599VWr34GQiIiIyOaaEl/GZDKZPRYNmbjtl+c/IdW+1zNAYLgHea2o+HhomKerQQwuKiZIOekmV2S1WB/UI8SXvQvEOoZqyqSkJNmzZ4+MGjXK/FlgYKB06NBBtm/fbvN7N2/elLJly0paWprUr19f3n33XalRo4bN/RMTE9VL4/r16+p/fB8vbwN1gqHjjXUzGo625anLNyXqRqIEBwVIrdIFXNL27jh/ni5TtSf+MLmuzMwc213lxafES4uVbezuXymsosxr/YXDZTraNx1tS1tlQ1R88HKYXCzx3+0fRaqiLcrW3me1LV1dprXyslqmfl9XlemOetorMzvOj7WyNVFxn1yRwXJOJyxMLq9nRn41byjTEd9fZvtmYEYXuhfU023nJwPvQtbumya5udW2J8DT97g0rZ5uutadJTPHNZSwiIqKktTUVClWrFi6z/H+8OHDVr9TtWpV5c2oXbu2xMbGyuTJk6VZs2Zy8OBBKVWqlNXvTJgwQcaNG3fH51euXPHK3AyccPw2dEoILeL+tty4N1L9X71EPrkec1VuS0/bBAcHS0ju/JKWmqZe6Y6ZmiamNJNER0dLSkqKw3V1dZn2ystqmWjD0Dxht0W5i8p0Rz0z25YZeSs0lEh10flBG+L+E4L2dKBMa3XURMWFksHy3LQYmTz6dny8yYRBkzsFNT7Db7iWhb5ZICTUZWXaKy+rZaJvhofmcmmZ7qinq9sys2Va9iO9qHhJzkiibtb624Myrq1nwfwhkmZC305fZgA+M2XtvunKMu2Vl9Uy0TcLhYW6tEx31FMrU/KUU/eQdOWpz7J2fgqE5pKLU2ZL8rnbz1mNHKUipPhLz0pMQubvm7audW+5x6W5qZ6u4saNG74pLLJC06ZN1UsDoqJ69eoye/ZsGT9+vNXvwCOCPA69x6J06dJSpEgRla/hbaADItwL9aOwyJ62/CfqrPq/adUIm7k9lsQlpUpgUKB66cH7gMAAKVgw80mQri7TVnlZLRPtGZeUptrSVWW6o572yrRWHjwWGrEXy8iZHf8Tk+l22FNgcLLU7DZf/Y2+5Krzg7a8du2aBDpYpr6OlqLixUkxUvLcfw+ngIBACQwMuKPP4zP8hqz0TVNcvEvLtFVeVstUD+74BJeW6Y562iszO86Pvh8hUXuKlDWLCstfqPq7i+sZkBongQGBYrIoE33WW8q0VV5Wy1TPoTTXlumOeqrvpSVKSP3pNjYGS8GCeSQrfTNu226r3oWAlyRL90139E1XXpdpbqynKwgNDfVNYVG4cGEJCgqSS5cupfsc7x3NociRI4fUq1dPjh07ZnMfzBqFlyXKOPJSj8Dtzui99TMSjrTl7n+nmkXituNtbn/Kz6ydO1eXmfG0pJktM0DSMvSXe0M9M9OW+r8hKlJTbN10A1zblph4wsG21JcNUTHzhf9ERYUTKZKYM30tVdEWZWvvs9I3U11cpq3ynClTGxN0ZZnuqKer2zIzZerLRqL2/TZExb/fdnk9TRlc6t5QZkblZaVMScs4cCkr9bSVp6B9num+GZ9B7kIez987tAl7vP0eF+CmerqCzBzXUMIiZ86c0qBBA9m4caPcd999ZpWH988995xDZSCUav/+/dKlSxc315b4KnBJ7jnxr7Bg4rbfo3kqvBkkakeW+E9UEJIVutkVFcTrsZe78O92f5zFiLgWQwkLgBClvn37SsOGDdXaFZhu9tatW+ZZovr06SMlS5ZUeRLgrbfekiZNmkilSpUkJiZGrX9x+vRpefrppz38S4hR+efidbkenyy5cgZJjdIFPF0dQjIEidrDKSqIk7wg5ygqspGMvAuumhkJcHYk4rfC4qGHHlJJ1GPHjlUL5NWtW1fWr19vTug+c+ZMOpcNYtYwPS32DQ8PVx6Pbdu2yV133eXBX0GMzK7jt6eZrVe+kARbifEnxNtAojY9FcRZeLfLPgICg7PNuwDoYSB+KywAwp5shT79+uuv6d5/8MEH6kWIqzCvX1GhEBuV3EGuApe9rlXKn2T4EyFGIjUhTS7Bu3CR3gViLAwpLAjxBo8FV9wmluQOvyQVWqxlwxC/4XfxvpkSfQKsu7BtpyQepXeBGAt6NgnJBCmpabL3ZLT6m4nbxFJUVGz1ncTHhhuiYVK8P+eceDlbJUzekAqergYhxIugsCAkExw8GyMJyamSP1cOqVycI3XEUlQUlJPbuxhCVMwdGObpahCDi4rRUlHullhPV4UQ4kVQWBCShTCoBhUKqQVrCEFOhSYqTmzpJqYU3QIRXioqZg8Jk4M1vbuexPtFRVOJldfllKerQwjxIigsCMlC4jbzK4gGcio0UZFmEFGxv3ZOeeYTjjQT50TFeDkhOcTEZiSEmGHyNiGZwLziNhfGI/+CnAqjiYrBH8VK1b+TPF0lYsBE7TelQjpRkZLRUvAuwNq6DVldy4EQ4l4oLAhxkISkFPnrzO3E7YYVOdUsuQ1yKowgKuYM+k9U1P4zSRK9u8rEC0GidrPs9lTYWy06K2s5uEmsuHoxO0KMCoUFIQ7y5+lrkpJqksL5QqRskbxsN6Lw9pwKgETtQzX/ExWEZIW7PRD+ZGu1aKdWina1WLFXXlbLJMSgUFgQkoX8ioAAJm4T44BE7SEUFcRJkKid7TkVNlaLdmalaFeLFVvlOVMmIUaFXZ0QB9mtLYzH/ApiMJCoTU8FcRafSdR2tVixUZ5TZRJiUDgrFCEOsuvfxO2GFBbEDjnzet9sSzX3M/yJEEKI+6GwIMQBbsQny9/nY9TfjZi4TWwQkjdGKrRYzfYhfsNhye3pKhBCvAgKC0IcYO/Jq/B2S6lCuSUinA9SYl1UVGy9StKSvT+ZG6QxTYg4ySHJIyOkEtuREGKGwoKQTKy4zfwKkpGoOL6lqyFExbJHObMZcU5UDJXKUl4S2IyEEDMUFoRkYkYo5lcQazkVmqg4tqmHpCbm8XpRsahPXtnSKpenq0IMLioqSIJMkGOerg4hxIugsCAkE4nb9FgQS5BToYmKFIOIit/a5JLHvrjh6eoQg4uKqXJU8kiap6tECPEiKCwIyYDoG4ly4tJtI4wrbhNLjCgq+s67Ic22MoSFZD5Rm6KCEGIPCgtCMmD3idthUJUi8kl43hC2F0kHciqMJipabKaoIJkHidr0VBBC7MEF8gjJAOZXEHt4e04FQKL21lYUFcQ5kKjN8CdCiD0oLAjJAM4IRYwOErX7ucBTYTKZJCE1QaITrtndr1BoQcnh1JGIN4JEbeZUEELsQWFBSAbs1hK3KxVmWxFDgkRtV4Q/QVQ0W9Eqw/0qhVWUpS3mOn084l1QVBBCMoI5FoTY4eK1ODkfHSeBAQFSr1xBthXJkKCQW17XSkzUJoQQkh3QY0GIA/kV1UuFSd5cDO4gGdxQQ25JxRZr/aKZ3hh1RUITTOk+SwoJkDcmFvFYnUj2c1aMsdI8ISR7oLAgxA7MryAO30xDbkml1t9KYI4kv2i0olEmCbH4qYk50wsN4tuckRB5Sap4uhqEEC+CoVCE2IH5FSSzouLElm6GaLTvu+b2dBWIwUXFc1JV8kiqp6tCCPEiKCwIsTMDjuaxaFihENuJ2Myp0ETF8U33SdLNMK9vqTXdc8ua+/K6vNwDtRgW40+iIq+kyhT5x9PVIYR4ERQWhNjg1OWbcvVGouQICpQ6TNwmNkBOhSYqEm8WMISoWNUrr9y76qZLy/2rTk759FnvF1XEdaLiIzkiBSWFTUoIMUNhQYgNdp+4Pc1s7bLhEpIjiO1ErGJEUXHfipvSeW2cS0XFzOfDpMYB/8gv8edEbb2oKERRQQixgMKCkAxmhGpUketXENsgp8JoouLe71wvKmr9lSRPzY51WbnE+0CiNkUFIcQenBWKEBuY8ysqMr+C2MYIORVI1EZOhTtFxcAZsZJKx55Pg0RteioIIfagsCDECmlpJtnzbygUV9wmRscdogKJ2p89+5+oCE4VCgsfB4naDH8ihNiDoVCEWOHoxetyIz5ZcuUMkrtKeX+YCyH2QKK2K0UF+NRCVBDfh4nahJCMoLAgxE4YVP3yhSQ4iJcJcZyAYO9LYHZlorYGErUpKgghhOihxUSInYXxmF9BMkNgcJKUb7rOLxoNidr0VJBoRlQTQnRQWBBihd3/eiyYX0EyIyoqtFgtucKu+UWjUVSQqxIsL0llNgQhxAyFBSEWJKemyb5Tt41DTjVLMicqouXElq6GaLRtzUM9XQVicFHxvFSVW8KpwAgh/0FhQYgFRy7elITkVAnLnUMqReRn+5AMcyo0UXH8t+4SH1PU61tsS8tQWdQnn8vLPVmeEw36k6i4KUEyRY56ujqEEC+CwoIQC/advr3IV4MKhSUwMIDtQ+yCnApNVMRdK2YIUfF5/3zS4rd4l5Z7okKwfDyMM6j5k6j4WI5IafG+yQoIIZ6DwoIQC/aduS0sGnFhPOIAyKkwmqho9Wu8PLT4pktFxQcjCkjxCykuK5N4Z6K2XlSUkURPV4kQ4mXQb21wUlPTZNOhSDlyOlKqlk2T1ndFSJCT06OizM2HL8nFa/FSPDyXtKxWzOvKdFcd0ZabDt+eEap+Ba64TTIGORVGExWPfXFTknO4VlSUOJ8igz+MlZc+KuKagonXgUTtOIoKQoivCYsZM2bIpEmTJDIyUurUqSMfffSRNG7c2Ob+X3/9tbz++uty6tQpqVy5srz33nvSpUsXMTrf7DgtQ+fvkHNXtTnq/5JShXLL9Cfvlp53l3VRmeJ1ZWZXHYfN36nWsMhqmcQ/MEJOBRK1F/f5T1QEmlwvKl6cHCsBaS4qmHglSNSeQU8FIcSXQqGWLVsmw4cPlzfeeEP++OMPJSw6duwoly9ftrr/tm3b5JFHHpGnnnpK9u7dK/fdd596HThwQIwMDOHek39JZwiD81fj1OfY7otlZmcdI2Pis1wmId7EIjeICiRq60VFaAJFha+DRG2GPxFCfMpjMXXqVBkwYIA8+eST6v2sWbNk7dq1Mm/ePHn11Vfv2H/69OnSqVMnGTFihHo/fvx4+fHHH+Xjjz9W3zUKZw7vNv+dmmaS5z49ItYe4/gM6cbD5u+QHg1L2w0PMlqZRqijLcpUa2h3uzeUmZXyMiqzVJX6Li/THfXMapkFo1OlePIVMaX8dysNCE5Rn0uYa+uYZkqTvEUqZKmO9XfFSY8V8enCnxJDArJcT3xvUd98UuVwovSZf1N5KhJzOlcm+6Z393ec13AxSaykj6FLkkApKK4/54D3Td/rR+4o0x33zezum2lZrKc3YihhkZSUJHv27JFRo0aZPwsMDJQOHTrI9u3brX4Hn8PDoQcejlWrVtk8TmJionppxMbeTuaNiYmRtLQ08QSnOvc0/703Xzm5WLW/zX1hEJ+9GifBD3/hsuMboUx31vH73celRdUiDp0fa+Tf+5fEJaVKyXwBklIo/WWHz65fvy4pCUEeLdNeeVktM++efRKflCYl87quTHfUM7NtGZ8SL6lxqfLG+1hI0coAxR8iUyeXl+vXY116zktt/FWSUgMcKjN9HUXSCoro715BYlLbUM/Y69clsXgxSU5OTldmQPFiqsyAlGSrZSryiKTkyXqZjp4fU1y81fKyWib6psQnSFKJYpJs8T1vqqe9Mm2V58oy9ef8lFgP+3tDosz93VXnPKu/PbvLZN/0XN90pDztvhmUlOzV/Sir9cwucGxgMmXsmQ4wObKXl3DhwgUpWbKkCm9q2rSp+fORI0fKpk2bZMeOHXd8J2fOnPL555+rcCiNmTNnyrhx4+TSpUtWj/Pmm2+q7V5L6btF7h6U8X47Zomc3eE7ZRqhjoQQQgghPsjZs2elVKlSvuOxyC7gEdF7OeCliI6OlkKFCklAgPetawAlWbp0aXXC8+fXL+hmXx1nDSOU2dMgben72G5Pwrb0LOybbEtvhX3T/9ryupfXEz6IGzduSIkSJTLc11DConDhwhIUFHSHpwHvIyIirH4Hn2dmfxASEqJeegoU8P6Fn9AZvbFDGhG2JdvTW2HfZHt6K+ybbE9vxSh9M78X1zMsLMz3ZoVCWFODBg1k48aN6bwJeK8PjdKDz/X7AyRv29qfEEIIIYQQknkM5bEACFHq27evNGzYUK1dMW3aNLl165Z5lqg+ffqoPIwJEyao90OHDpXWrVvLlClTpGvXrrJ06VLZvXu3fPrppx7+JYQQQgghhPgOhhMWDz30kFy5ckXGjh2rFsirW7eurF+/XooVu73y7ZkzZ9RMURrNmjWTxYsXy2uvvSajR49WC+RhRqiaNWuKr4CwLazrYRm+RdiWnoZ9k23prbBvsi29FfZN/2vLEIPU0xEMNSsUIYQQQgghxDsxVI4FIYQQQgghxDuhsCCEEEIIIYQ4DYUFIYQQQgghxGkoLAghhBBCCCFOQ2FBCCGEEEIIcRoKC+I3YDFFQohvw4kOiTfD5xDxdSgsDPJw5MMy60RFRan/sb5Jamqqk2eGYEHKpKQkuXbtmmoMPiiJt3Dy5En5+uuvJTY21tNVMTx8BrkWPof87xlk8lM7jsLCCzly5IhaKKVfv34yZ84cOXz4sAQEBHjtxePNHD16VCpUqCDPPPOMeh8UFERx4QSHDh2SBx98UNq0aSMdO3aU33//Pd2ClCRzRvCsWbNk+PDh8uOPP5oND5I1/vrrL2ncuLHs3btXLaIKeM/MGnwGuRY+h/zvGXTEj+047zsbfg4umrvvvlv9/88//6gO+b///U82btyoLh5/UbyuAu2YK1cu2b9/vwwcONAsLvzh4nZHW7Zo0UKqVKkiPXv2lHLlyqkbZ0JCAvtlJkF/RFt+9913smbNGnn++edl3rx5ql/yGs88Z8+elW7duknfvn1lwoQJUqlSJfV5SkqK+p/Xu+PwGeR6+Bzyr2fQIX+347DyNvEOUlJSTI8//rjpscceM3+2d+9e01NPPWUKCgoyrVmzRn2WmprqwVoai3Xr1pmqVKlimjhxoqlWrVqmgQMHmrfduHHDo3UzEvHx8ab777/f9Oyzz5o/mzt3ruqrSUlJpitXrni0fkbi1KlTpsqVK5tGjx6t2g68+uqrpkqVKql2Jpln6dKlpjZt2pjvj2PGjDE9/PDDpp49e5o2btzIJnUQPoPcA59D/vMMSqEdZ6LHwovAqBpG3kqXLm3+rG7dumoEDqE8vXv39lq3n7dSq1YtadCggTz99NPy5JNPyvbt2+Wll16S/v37y6JFiyQ5OdnTVTQEiGc9fvy41KhRw/wZ3m/evFkaNWqkXgsWLFCf+/xojBMgx+fbb7+VevXqKS+Fdi0PGzZMtTFGt0jmwX0zLCxM/Y0Rzd27dytPJUIPOnTooLxBgH3TPnwGuQc+h/znGZRGO06CPdb65A5y5MghNWvWlE2bNqmkpPDwcPV5kSJFZNSoUXL58mUZP368LFmyRPLnz88WdICCBQvKwYMHleGBUKi8efOqtoyOjpYXX3xRtTmMPYRHEdvky5dP3dBnz54tERERSuDOnDlTvdA///zzT3nqqaekYsWK0rJlSzalDdDPcO02b95ctaMGDODr16/L1atX2XZZoESJEqpPzp07V903v/zyS3Xtg3fffVdd+whN0Bsl5E74DHIPfA75zzMoB+045lh4G61atVLxgvPnz5cbN26YP4cXAzHE+/bt44wnDgJvREhIiLoJ3bx5U3Lnzq1iHPE5YrAR9wgoKjIGhi+8PtWrV5eFCxfKqlWr5IMPPlAx7V26dFFeIGxD+xL7IJnvhRdeSDeyBrGBfoo+qoH8CwhikjEQahAOn3zyicTFxSlDTsurQL8tX768GmAg1keCgTZjXtu2bfkMckF7av0P//M55Hxb4hmEyA1vfAZhsghtwgjg79cQY2o8yIULF1Ti5jfffKNc9wCzHTRp0kQ+++wzdfFgZF0Drj4YHvqOSu5syz/++MM8cgDRgFCoY8eOSZ8+feS3336T1atXy9ChQ9W+uBkRx/pmu3btZPHixSqsJDg4WEqWLGk2jpEkC+O4ePHibE4LTp06pR6AmrdRQ3tYAoRE4aW9Hz16tBplZ+iO/fZctmyZ+qxs2bLSunVrJcTw0MaMW1qYGbyUBQoUUMYdSc+BAwfU/XHPnj3mAZZevXpJs2bN+Axysj3R/3CN438+h5xvS4CZoJYuXepVzyDYGwh1wyxQGr169ZKmTZv67zXk6UQXf+Wvv/4yVahQwdS4cWNT4cKFTQ0bNjQtWbLEvL1fv34q2XjYsGGmY8eOqcSkkSNHqkTkqKgoj9bdCG359ddfm7e/+eabpoCAAFP58uVNe/bsUZ9du3bNNHPmTNPx48c9WHPjtOeyZcvS7dOrVy/T8OHDTRcvXlRJdWPHjjWVKVPGdOLECY/V2xv5888/TSVKlDC1b9/e1KRJE1NERIRKNLYE/bFIkSKmrVu3msaPH28KDQ017dq1yyN1Nlp7Ll682LwdkzQUL17cVLt2bdPvv/9u2r9/v+qb5cqVM505c8ajdfdGBgwYoO6NRYsWNe3cuTPdtr59+5pq1KjBZ5CT7alN0PDGG2/wOeRkWyIxWgOJ3J5+Bu3bt8+UN29e09ChQ61uf+KJJ/zSjqOw8ADoYKVKlVIdLCYmxrR79251E+/fv78pISHBvN+4ceNMLVu2VBdXgwYN1EP0jz/+8ESVDdmWycnJah/8P3jwYPPNKS0tTf3P2bUy1564qWtt984775gaNWqkbvrt2rVTxh77ZnqOHDliKlmypJrxCW0Hw/Z///ufac6cOXe0O2Yoq1evnprZCKIC7U6y1p5ffvmlqVOnTuq+CcMYs22xb1pn6tSpapadIUOGmPLly6fEmB4ItRYtWvAZ5IL2TExMVAbmjh071Hs+h7LelmDy5Mlq0MtTzyAMwIWFhZlGjBhhticwkLF9+3YlODQgePzNjgvAP572mvhbzCCSh8+dO6cSDHPmzKk+h2tv5MiRyp1WqFAh8/5I5ty1a5dKXIK7v1SpUh6svbHbkri2PdevX68WJcNsPPfcc4+KYye3QR7PoEGDlHseCcVw22uhjpitCAnGuJ4xgQDAZA2YKQru8Z9//lnq1KnDpsxke+Le+PLLL6vP8VjDQnkIjcCraNGibE8rICz0ww8/VNc72veXX35RoR0IN0HIBq5rPoNc057169eXzp07sx862ZZfffWVCpFC3/TUMwj3IYQ/IfQS1wfCru+//345f/68WggPz0mEXiNcEyD/AiFd/mLHcVaobAYxl+hUSDKC4YYHIOKqEdOKWGBt+lMtNhMdtFOnTtldTZ9qS8vvcLpe59pTa0P0S/ZN6+BBg/wdxNZqRjCmjV6+fLk8+uijEh8fbxZrWH0bhjEenvfdd59Uq1bNZdeIP7UnRDFWOP70009Vv4UhR+yDCQMwGxmEF2LBhwwZovofYsD//vtvtQ+fQc63J8Qvp5J2fd/01DMI96AVK1aovK4HHnhADQyhXsj9CgwMVCJi+PDhSkjgPo9Zq/zqWelhj4lfoo8B1NyhiBOEy14fB+zr7jJXwLb0THtquSrENlr7AbjGmzZtalq7dq35s6+++krF5+rd5sT59jxw4EC6fcmd6MNA0Y6XL182507lyZNHvbA4q+W+xPn2ZN90XVtqOReeatODBw+acufObapbt64pMjLS/HlCQoIKe2vevLkpOjra7845Z4XKBi5evCg7d+5UbjuM9mruOkzvp80Cg6nHoHo1xo4dK+3bt1duNkarsS29rW9i0TH2Tett+cMPP6RrP4DQJoyuY1pEDa299QtiEufbE7PC6Pcld7al5rVNTExUnkh4ejAivG3bNjWNJ8I64PFB6Ak9vK5tT/ZN17WlNpNZdrSpZT3xuuuuu9Q01pg+XFs3B2AGOngwEF4Mr4W/nXOGQrkZxP91795ddbRLly6phx4Ms44dO6qOqIWb4IULCiEnb7/9tkyePFmtKMkcAbYl+6bxr3NgOQ0i3OWIt0WYD2F7ZnffxOAAQjSwUnmPHj2UIbRu3TqpW7euWqgV4ZB58uRh12R7+n3ftHUNYfC3XLlyKp/Ccj2sqKgoqV27tnk9E7/C0y4TXwYuvGrVqplGjx6tpjU9f/686aGHHjJVr15dTT2nufjApUuX1Kww2J4zZ07OCsO2ZN/0wetcCy0bM2aMqUCBAmpmEcL29FTfvHnzpumbb75Rs9Zo4SUa+qk9CdvTX/tmVu/vhQoVUqFS/giFhRtBp8L86ZZTR77yyitqbuP333/fdOvWLfXZoUOH1HRkuXLluuMiImxL9k3fuM4xFeHTTz+t9ud1zvb0ZN/EVLyYshPExsa6vS6+ANvT/9oyM/d3rEPUp08fNfWtP9/fmWPhRhAfiGnJ4uLi1HvMXAImTpyolnz/5JNP1IrQALPCDB48WMUNwhVN2Jbsm753nRcrVky6du2qppTldc729GTfRBgHpvNEmAem5PXLkI1Mwvb0v7bMzP0dM1h17txZhbH78/2d61i4mcaNG6u8CRgSWkIS4vQA5gmvVKmSLFmyRL1PSEiQ0NBQd1fJsLAt2Z5G7ZsVK1ZUc9kDLa+KsD297RlE2J7ZiVH6Ju/vmYMeCxdy69YttcAV5l7WmD17tpo1AHOtA1w0UL+gVatW6jsaFBVsS3fBvunZttRGuwBFBdvTW69zwvb0977J+7vzUFi4iEOHDknPnj3VgilYYGzRokXqc/w9ffp0+fHHH9VCKnCradOpXb58Wc26gQuJU8qyLd0F+ybb0lth32Rbeivsm/7Xlkapp7fD6WZd1BmhrjHlWMOGDdU0kk8++aSa47hevXpqmjJ0PORQYPoxrB6JqfzWrl0rv//+u3klWcK2dDXsm2xLb4V9k23prbBv+l9bGqWeRoA5Fk4SHR0tjzzyiOpkULQaSOqpVauWSkDSgBsQa1TgOwh7evbZZ1WnJWxLd8C+ybb0Vtg32ZbeCvum/7WlUeppFCixnAQusZiYGOndu7d6j9kL4CLDCrDoeODfaX3VCozvvfdeuv0I29JdsG+yLb0V9k22pbfCvul/bWmUehoFtoiTYPrIhQsXSsuWLdV7LPMOSpYsae5w2qra+qQlJnCyLd0N+ybb0lth32Rbeivsm/7Xlkapp1GgsHABlStXNqvXHDlyqL+hbJHUozFhwgSZM2eOecYDdki2ZXbAvsm29FbYN9mW3gr7pv+1pVHqaQQYCuVCoGb1c9RrSnfs2LEqJm/v3r1M8GFbegT2Tbalt8K+ybb0Vtg3/a8tjVJPb4YeCxejTTeGjle6dGmZPHmyvP/++7J7926pU6eOqw/n07At2Z7eCvsm29NbYd9ke3orRumbRqmnt0LZ5WI0dQtX2meffaaWo9+yZYvUr1/f1YfyediWbE9vhX2T7emtsG+yPb0Vo/RNo9TTW6HHwk107NhR/b9t2zY1JzJhW3oL7JtsS2+FfZNt6a2wb/pfWxqlnt4G17Fw89LwWFCFsC29DfZNtqW3wr7JtvRW2Df9ry2NUk9vgsKCEEIIIYQQ4jQMhSKEEEIIIYQ4DYUFIYQQQgghxGkoLAghhBBCCCFOQ2FBCCGEEEIIcRoKC0IIIYQQQojTUFgQQgghhBBCKCwIIYQQQgghnoceC0IIIYQQQojTUFgQQgghhBBCnIbCghBCCCGEEOI0FBaEEEIIIYQQp6GwIIQQQgghhDgNhQUhhBBCCCHEaSgsCCGEEEIIIU5DYUEIIYQQQghxGgoLQgghhBBCiNNQWBBCCCGEEEKchsKCEEIIIYQQ4jQUFoQQQgghhBCnobAghBBCCCGEOA2FBSGEEEIIIcRpKCwIIYQQQgghTkNhQQghhBBCCHEaCgtCCCGEEEKI01BYEEIIIYQQQpyGwoIQQgghhBDiNBQWxLCsWrVKypUrZ35fo0YNWbNmjXgjZ86ckbx580psbKzH6tCvXz8ZNmyYx45PjM2vv/4qBQoUyLbjPfPMM1KwYEGJiIgQf6Fz584yc+ZMm9sXLFggdevWFU/BewghJCOCM9yD+C33dO8hpyMvuvUYZSOKy4bvvnVJWQcPHhR30aZNG7nvvvuybJiXKVNGbt686fJ6+SMwbmDgTps2TYzM4w/cIzFRp916jAKFy8rCrzc43Me3b98uOXLkkICAANVn33zzTXnggQdcWieUuW/fPjUwYIstW7bI8uXL5eTJkxIWFib+wvfff59OyOGeExMT49E6+SK+cg8hxBuhsCA2gag4WtPNo2MH9mXLGUhOTlYGk7fi7vqlpKS4rWyjYTKZJC0tTYKCgjxaD4iKrwcddesxHpiVuf3fe+89JZ7RRuvWrZP7779fGjduLGXLlpXsBIICwiarosLbr3cjwnuI991DCPFGGApFDMO5c+fknnvukfz580uDBg3k0KFD6bYjLEobBdVCBt544w0VSvHwww+rz5cuXSq1a9dWo1WNGjWSbdu2mb+flJQkY8eOlYoVK0q+fPmkVq1a8scff8hLL70kmzdvlldeeUWFMyFcwRpTp06VypUrq++ijI8//ti87dSpU2oUWBt9xIjZU089JQ8++KD6PbNmWbcAlyxZInXq1FH7wLjD7wJ79+6VFi1aqFCRIkWKyCOPPCJXr15NN/o8cuRI1V558uQxj4Rev35djYLid6AdMDKscePGDRV+Urx4cfUaNGiQ3Lp1K139v/zyS6lUqZJqP/wGGHC22LNnj7Rr185cx+eff159Ds9Njx49pGjRospwbNWqlfz555/pRrTvvfde1T743WjTlStXqm0ffvihLFq0SIWL4Dcg/M3y3FsLk8PfEyZMkCZNmkju3LlV37l8+bI89thj6reWKFFCGdSJiYk2f48/gXPdtWtXdZ6PHDlidZ+FCxdKzZo1VX+HCHj99deVwQXwP64XXHs4h1WqVFFhijgv7777rvob5w8vS3COBwwYIPv371fb0c+shWGhH6OvAG37J598ourSrFkz8z1g/Pjxqq8VK1Ys3Qh1RteQrfsBQL/XthUqVEi6d+8uFy5csCnWtPsPwL0L/VCjV69eMmXKFPN1izqiHrjPIHRSayfcgzRs/SZr8B7Cewgh2QmFBTEMjz76qDICIyMjlXH52Wef2d3/wIEDEhwcrPIbYBBjBPbll19WBkd0dLSMGjVKunXrZjYmXn31VbXP+vXrlQGOUAwYDXjot2zZUhkIMIr14Qp6YPj//PPP6rtz5syRESNGyNatW+0+8GE8Q2zgf0tWr14tzz33nHzwwQdqn127dimRAQIDA2XixIly6dIl9TvPnz+v6q8Hv/Ptt99Wde7QoYP6bPHixeZjDh48WBlEmtgZOnSoHDt2TJUHo+7w4cPy4osvpisTvx0GGQzzjRs3qvNgDdQHoqJ3797K4Dp9+rQSUQAjfTiXGJVG/evVq6e2aUYpwDnASDnOEwQbjL7jx4/LCy+8oMQA6o7flZnwN7TH559/rr4HQxe/HYYvysXvhbhBe5Hb5+jbb7+V+Ph4mzH9uDa++eYb1d+/++47+fTTT1X/Aj/++KP6G4Y4tv/000+qzSEGRo8erYQjzoO18ECcYwhtGPLYronpjIAwxjlEv920aZP6DP0DQhL9cdmyZeqaxPl25BqydT8AY8aMUdc2hPnFixfVb9OLBz1t27ZVwgdcu3ZNHeeff/5R9UWfxzZcK5Zti2sNwltrJ9yDMvpNlvAewnsIIdkNhQUxBGfPnlUjdpMmTVIP1WrVqqkRdXvgoQwDIGfOnOo7M2bMUA/h+vXrK6OiZ8+eqhwYD3jAz5492+x1wIht1apVMxUCgpHH0qVLq+/CmOjYsaPZoLAGvAnYB3VB/SzBqDyMfRgd2AcjlDDCAQQGRlsR7oFRy+HDh99xLBjvMM5Rn1y5cqnPUBbEFAQX2g/fxegxDEmIBIzqw6gpXLiwGln+4osv1DYNjNJi9BYj/J06dVJeCVuj2RiZhQAIDQ1Vv08zjDCC/dBDDylPCraNGzdOjh49mm7EF4bawIEDVT1RX7QnhJgzPPvss+qcInzhr7/+Usad1p/wm2HwaoaxvwKxjZF/nBtcH6+99prqd9bAiDrOE/oXxAfEn9YH0S8TEhKUEYzRfXgRsK87QT+FUMD51K4n9GN4HFEfeAPguUJ+R0bXkL37Abbh2sQ2DHTg/gJBCqGB+5QluA4g0CDGUT48dPCo4H6m1SUzCdn2fpMlvIfwHkJIdsMcC2IIYHTCCNUbORkZ/SVLllQGuQbCeWA8IjxKA0YPRv6uXLkicXFxyojIKjDM4d3AcWDkoLzy5cvb3B/Glj0wyt+nTx+r2+BZgHEBLwZGM3E8y5hya+Vbthnea78foR/68KEKFSqo0KCoqCjzZ/oZemB82kosRd1ttSWMLNQdgg4eCe0c4Tg4Z/bq6Qz69sA5Qt0RBqMBgzE1NVX8GQhLbYIC9DF4dSA0IPIs+eGHH8yiENcR+ooWJgghiG0Ij/r777+Vx2zy5Ml2rwdngeC1DJeCYNCDPgtPQUbXkL37AfopQgQhECA4NCAwICwwuKAHQhai+pdfflHeFLQN2grvcT1BHOjLyQh7v8kS3kP+g/cQQrIHeiyIIcAIOUZAERevgRAne+hFBcADH4Y/DErtBQMBIQ+IscYoJ4wNR8qyBHXp27evvP/++6qOKLtLly7pwnsyWyYehLbqA28DjHCMgiJMAx4Cy2NZKx+GhmW9UQ5+PwwjGNwa+DskJESNkGYWe3XHOYCnA2EkqLt2TH39bdXT1u9CDDoMQQ2Ep1ii/x76AkSqvi8gnp0zd/0HcmnQh61N4QwRCo8GBAcEH9oOfVJ/DuGt+v3339W5Qz9CiJOt85cROL8QpPryLc9xZsu1dw3Zux/Au4VtO3bsSNd/UD94IqwBMQEhgVBJeA3x0t5jmzWy0k6W8B7yH7yHEJI9UFgQQwBDsHnz5koE4AGOhFKEKmSGIUOGqNAXGLUwIGCIIvYbSeEYMUTCKEYwYUxgO46hGbgYJbQVxwxgkOI7MFZhEGA0fsMGx6b5tAWMtunTp6t4cYymQrAgvwHAEMIILcKKMEqK3+UIMGTWrl2rZnhBjgqMMyTpos4InULoGLwIyDuBd+eJJ57IkoGDPIidO3eqWHmMzqKtteRT1B3ep/DwcNVuOI4lGAVH/VBP1Bf1RviUdi5OnDiRzshEeBtCpSA+sQ1hb/ZA4j76FEJ9tFh3nGtb+TP+CAQf+jFyHSzBOUVbw8iGaICRrQ8jgxcAEyNAgCAMD6PqCGvTzh/aOjOzDCGMCt4EHANeJZxr7VrIKvauIXv3A1wPECXYpoU+4XpBvoMtIB5wP4AAQ0gV2hT3HVzblvkVGmgn9E39YEpm4T2E9xBCshsKC2IYYFTgQQ7jHUZw//79M/V9xOojBhsGA4xahGXAcNdyCJCc3b59exW2AWMD8/fDyAYID4EIQagFEk8tueuuu5RRDiMBxhaMDISROAMSXRHHDUGEfBEYw0gyBvgcI8moJ2ZYQn6HI6DdYLDjd2D2HSTooi0A2gKhUPgtmG0JI9Y4TlYoVaqUSu7GOYOBhHKR/AoQy47wEHyOWYWaNm16x/eRv4HRboQqIc8Eo8laWMrTTz+tRsmxDTNbAcS4Y9QYI834jbZCyDRwfLQfyqlevbpqXwgsW14Wf0Gb+Qwv5B/gWkBejSUwyCHeMIsY+uA777xjFn6a0Q6PBa4FhPsglBH9C+C6wndwrhxdcA/7o99iYAFlIp8B+UnOkNE1ZO9+gJAx9Ftc72gL5FHYG0hADgWEFcKeNOHSunVr9V1cb9aAAMFEC9iOdtLP4OYovIfwHkJIdhNgsherQfwaoy2QR3wDRxZQ8wW8bYE8QnwFf7mHEOKNMHmb2IQGPyHugwY/IYQQX4OhUIQQQgghhBCnYSgUIYQQQgghxGnosSCEEEIIIYQ4DYUFIYQQQgghxGkoLAghhBBCCCFOQ2FBCCGEEEIIcRoKC0IIIYQQQojTUFgQ4iRYVdpbFmL69ddfHV7N2B5YeRurEhPiDf0xq+C6xPXp6n7duXNnmTlzpt0Vr7FIW1bA9/B9V+FMXbyRd999Vx555BHxVzx5TZ06dUqtGh8TE+OR4xNjwAXyiE16d+wiV86ed2sLFSldUpb/sM6hfdu0aSPbt2+XHDlySM6cOaV27doyZcoUadCggbrZtm3bVvLkyZPuO2+99ZYMHz5cFixYIE8++aQ89thjsnDhQvP2yMhIKV26tPqerZtlv379ZPHixeqYek6cOCFFixbN0u+2dRw8MKZNmyae5uDBg56ugs/T7YHOcjHqnFuPUbxwKVn99fcO779lyxZ555135PfffxeTySRly5ZV18ywYcPu6P9GxFX9+vvvHW9TknVw38b9EKtoa4wePdpvVuyGIV++fHm5du2aRwU6IZmBwoLYBKLiqYshbm2huZI54fLee+8pIychIUFGjRolPXr0kHPnbhtnYWFhdkdSYCStW7dOrl+/Lvnz51efffHFF1KpUiW5ePGi3eMOHjzYKwz+lJQUCQ7mZesLQFRUGpLs1mMcm+G4cMFIPkaCx48fL19++aUULlxYDh8+LBMnTlTXB66fzJCc7N7fRpwH5wgDNYQQ4ioYCkUMSWhoqDz11FNy/vx5uXr1qkPfwYhPx44dZenSpebP5s+frzwZruSnn36Sxo0bq+Mh9OK7774zb0tLS5MPP/xQqlWrJvny5ZPKlSvL+vXr1WeLFi1S4RV58+ZV39O8NCNHjpR77rlHeVUwUnrp0iV58MEHpUiRIlKmTBkZM2aMEhyWfPvtt1KhQgU18qyBkeiCBQsqYXby5Enp0KGDEmT4rHnz5hIXF3dHeJe9/YhvgD7ywgsvyCuvvKKEO0QFQD/FqLEmKh5//HEpUaKEEubwFP7yyy/mMrBf3bp15Y033pCIiAh5+OGHzds++ugjKV68uPoc2/V9Eh7E6tWrq+ulRYsW8scff5i3of9jAAHXLa6X+vXry/79+23+Dgwy4FrR6nfo0CG7YYu2jg2RBW+kNuAA72R4eLj596Je+oGGFStWqAEKXCMDBgy443pEufCo4vrBfp999pnd85GamirPPfecqheu8WXLlqnP//zzT9UON2/eNO+Le2BISIhcuHAhw7poYTSffPKJKrdZs2YZngMM1jzwwANqG/oDziXCYfTiZOzYsVKxYkUpVKiQdO/e3VwXgH1nzZolNWvWVOcF22NjY83bbfWpvXv3yqBBg9T5xj0RrzNnztwRKnbs2DHVP9C2qIP+vGh9EmIZ57NYsWI2B4jQLxBmhXOvHU/7feiDaC/ccx966CG5cuWKzXOH3/vxxx/LXXfdpe7ZTzzxhPI44Hv4jfXq1VOCXQPnEuca5aOOffr0MbcPniOgVKlSqj54RmjMmTNHedvR5nhGaKCN/ve//6m6os927dpVeT70nnH0C1yf6EtVq1ZV/ULjxo0b8swzz6jrFS+cg1u3btn8vYRYQmFBDAkMW9xYYfDgxuooEBHz5s1TfyOsKjAw0HzzdgV//fWXeghjlDc6Olpmz56tHixHjhxR2/HAwYMNDwh4TjZu3Kh+A4w6hJzAM4IHjT5kAw/Ht99+W30OA//RRx9Vo4ww+Ddv3qweiO+///4ddcEDBe20adOmdEIKo9IQZhAkMECioqKUWJk0aZJVb4ij+xHj8s8//6j+lFHsevv27eXvv/9WYh6GSe/evZUhonHgwAHVN2DcwOsBsB2G6vHjx5UBg+sPnkLw22+/ybPPPquuExhrKK9Tp07pDE+Ug/4N46xhw4by/PPP26wfrg0YQwhxxDVmz4C3d+x7771X/T4YeYmJiapdcG1CHFhy9OhRddwPPvhAtQuMYwwWaKAuMPRwLBwH1yvEFa59W/zwww/SqlUrVR6u/aefflq1Y506dZQhuHz5cvO+aEvcF2CcZ1QX7XxAoMC4xb0ho3OA9oZhefr0aWX0a+dVf3/YunWrCqODEKtSpUo6UQm++uor+fnnn1W/gPhD/TLqUzDAIUhq1aql7n14wfjWA9GEc4V2gZhZuXKl6isIXdXAvTR37txKgEGgjRgxQvVFSyBWEGaF8rTjgQkTJiixgd+HawTCAfdqe2BQB/vjutqwYYO0bt1atSOeCRA6eiHQv39/9TmeHSgfQgZCA+zcuVP9jzZDfbTjon0gmlE+jjNjxgyzOMDgFcJ/z549q84ZfjuEhB60AwQDRCOeTxAbGkOHDlViDdcyRB36yYsvvmj39xKih8KCGAqMHGHkDCPxuOHpvQF4EGKb/mX58MYDGA8gPMgy463ACJ++XDzcrYGHM27S7dq1U6IFo394UOHBqpWDETc88PGAwoMSI4X2gKEA8YP98QDCA3rq1KlqBAuiBA92iA9LYOD17dvXvA1eCjxQtN8McQJDAKNZ+Bujl9bi6B3djxgXbQS2ZMmSdvdD38FIOPoBDDQYMTCINLAN/RH9AwYNwD4IYcR7jHjDaNKMU/yPEWsY0SgT3hKMsq5du9ZcJrbDcNT68549e6zWDYYUhDaEr3YsGE+2yOjYKOfy5cvq2sO1PG7cOKvl4JqCcdytWzdVRxwTnkj9cXAMeBmDgoLUyD3aUW/8WgLPjLY/DL+kpCQlGgA8tfrr/fPPPzdf0xnVRTsfGPhAG+Flrx3gOUGZyFXDuYVow3nXgOcJXlbcj7AN5x1CCEID50MDhjRG43Hv7NWrV7pzmFGfsseOHTvUvQnHxGAJ8u7Qv/TtA+/bSy+9pMqHpwleK33ORkagfV577TV1r8Y9F7/1xx9/TOeVseTll19WHhSIPYgKeKDxLMA5wcCT5hHCdQcPE4QB2gYeDrQ12hxtbwu0u/ab8fzAPVlrU/w+TC6AbfCQ4HrEdYF21ejSpYtqC/QvtD8ECIQd9oEgh5jCgB3aDl4ciFf99wmxB4UFMRS44WGUBaOAGInDg0RDy7HQv/CQ1QMDAaOQuJHjho6HtiNgRE9fruaBsATGN0bZ9CIEo1faQwg3cMsHfUboR+kwcoUHBlz6GhBZWp6JJRgNw+/EaBdG81AWRn01wwmGJMQWHkYQPNYeHo7uR4yLFvqEUV1b4JzDSEH/hcGCvg0xD0+WBvoJrjE96K/6SQ4ghrXjoN/qZ20CSFbV92eET2nA8NKHAenBNWbtWLbI6NgIL8L1AyMXhqItLx2Oa3kc/XvcE5Dbpb8nIPTRXl6X/jdjQCFXrlxmzxC8J7t27VKj2/C6ov0RXuRIXQDCX/SJwPbaAWVjBB0hN9buR9gObwZEifbbUHcIDL2wsDyH2m9xpE/ZA3WE8a4f6LC8H+rvlZbHd/QY+vbB8dA3bN1zLY8J8Wb5XuvD6BtoA7S31n6NGjVS1xCecbZAW2nC3fI3QaxgMArnDPvh3MDrpv/NlucDYDu+CxGr/71oT3zf0XNCCIUF8TvgUYDnALkClg8dZ8HNHK5kvQjBQwTH0x7ycDNbw9Igs/Y5Ym3heUBIkgYeTvjcGvCsYLQXoRPazFgaMMAw2gixs3r1aiWIID4scXQ/YlwQvgJjQp9/ZAlG2PHCSDaMP/RtiHl9voS1Poz+ipF/DYTDaJ4R9Ft9/HdG/dkeMPisHcsWGR0beRUQ0QgjwUg6QhdtHRfXhh79cXFPuP/++9PdE2DEQWxkBRifKA+eClzTCI/RDOuM6mLtHNlrBwhOjPTrRYK+PIxqw8CF50D/++Lj4835G/bIqE/Zuifq6w4xpZ8oIKv9x9bxLNsHBj8M7aweQw/6Bo6J36BvP/RjayLdUa8+QmDhFUGfRagb0F+ntkBeBvqS/vfibwgpbfCBkIygsCB+B/IFEFuMfAdXM3DgQBVihVhkuLLxAMKoIkKvtO0IqYArHjd6PKS1bRA5MGbsPQDwsEGcN0ZQMVKI72N6UISI2AKhE5iWFw8YhDxoIDwL38fxYKzALW5tVNbR/Yhxwag4knIRIoP/tQkREH6D/gNjFUYKjA4YGBjVRMiGIyO/MI5g7MDYhKcP3kItVhz9EaEXCJ1BvLx2bIRqZMVIw2DBq6++aj4WQhNtYe/YeI9R3yFDhsinn36qQhdthVUhZAkhlzCO8T3kdWhhSwBeUYQvwnMIAxgvXP/wOmQVLRwKITPwqjhal8y2A651lAmBBcMfRjXuJfpzi3ZBqJEmPvBdLdk8IzLqU7gnwrOD82kNhKlhHySP416LvADU39790B4oC31dn/CO9kE4EH4fBomQv6DltDgLPAfI7UD4luYRQBtrAzcw9NHG1nJC7LUpxB7u1TgXtkL4rIFjod/Di4SwW3wfeSfow1kROcQ/YU8hPgMefNpsHtoLDzxrIN7VMhHQHtpsTfoXZi2xBAmHS5YsUTG5eChACLz++uvqoQeQpI2wKjysEZKAB5Q2AogETYSIIDZXH+JlCUb48KCF9wOGFJK09cmAluBYeFgi7hZ10kBMLkYV8VuaNm2qjBUtpEKPo/sRY4NcIMw6BqMUs+vAMEEiLXIVED8PYw2x4uh3CI9AeI4jo7bo50hYxXcQloFQRM3wQ/w5DEH0KYx+w2OCOmR1zn5cGzAA4WWDgaQ3ui2xd2xcsxBb2sJyMNC3bdumvATWvIKIw8e1jXIweo/kZw3cA5CMDZGDdoTxCsFiywPiCFp8PNoUHklH65LZdgDYhhFr3C9xXNxP9KFHCE/FfQF5ZTjXEGFIWHaEjPoUymzSpIlqQ9TH0vsCbwoSq3GPgpGO+xIMf5z7rID8B4QP4T6p/X5tVjL8Rnj1IAz1ayE5CwSiFgKFY7ds2dKcL4H2QKI/7t3Yx15ejgaEBLziyJPB8wHfzQzTp09XvxOzWuHcYCAOeSWEOEqAyRH/GPFLvG2BPJJ1YCjigQHjkXgH3rhAHjEOMLp79uxpnkEou8DACTwEmJGIEEIsobAgxMfBCCTCQ+BOxygnIcTYILwSo+jwziAnwZ1AQMAbDE8ERsIRuoOFSREeRAghljBQmhAfBlMRIlYWIRwUFYQYH4Q2YaFLeCDdLSoAcrmQZ6CJGHhJEOpJCCHWoMeCEEIIIYQQ4jRM3iaEEEIIIYQ4DYUFIYQQQgghxGkoLAghhBBCCCFOQ2FBCCGEEEIIcRoKC0IIIYQQQojTUFgQQgghhBBCnIbCghAXc+rUKQkICJCYmBjDtW1CQoLcf//9UqBAAWncuHG2HHPQoEHyyiuvZMuxiHNs3rxZSpUqZehmxHWJ6xPXqTuoUaOGrFmzRjzB6tWrpVy5cpI3b15ZtWrVHds7d+4sM2fO9EjdCCH+AdexIDbp3rm7RJ694NYWiihdQr77/juH9m3Tpo0ybPbu3Su1a9c2Gwnh4eFy8uRJ9UB1pAysHDts2DBxFzBYypcvL9euXVMGupFYuHChWlEXbRwSEuLp6vg0D9/TSaLPnHPrMQqWKSVLN6x3aF9cG1jROWfOnBIYGCilS5dWqztj1fYiRYqIu8mu6yaz9wxP308yQ6VKleSNN96QJ554wtNVIYT4KVx5m9gEoqJmXGW3ttCBs/9kan8YBKNGjZK1a9eKJ0hJSVErWGPE02gkJydLjhw57O4DY6tKlSpZFhWOHIPcBqJiwqkbbm2OUZI54fLee+8pI9lkMsnff/8tb731ljRo0EB27dolxYoVc+j6CA7OvscK+9ud12+tWrXYloQQj8FQKGIoBg8eLFu3bpXffvvN6naMtLdo0UIKFiyoRlkfeeQRuXr1qtr20ksvKY8Hwm4QKoCwAACRsG/fPnMZ06ZNUyORGtj+8ccfS82aNSVPnjxy8+ZNmTp1qlSuXFny5csnFStWVNsdJTExUYX/oI4YoZ07d2660IwNGzZIw4YNJSwsTIoXL65+c3x8vPn7OHaZMmXUsTHiOmfOHKvHWbBggdStW1eNYEZERMjDDz+sPl+6dKny+GBUuFGjRrJt2zZz+4wfP16FcaB98D2tPvXq1VP1qV+/vvz000/mY/Tr10+eeuopefDBByV//vwya9Ys1XYjR46U9u3bq/Zq0qSJnD9/Xt588011ThBKs3LlynRlaCO+WhjZl19+qUZfUUdshwGpsXz5crUN9RkwYIDce++9qmziOnAO7rrrLuXBwnmdMmWK+vzXX39N503QzvU999yjzvX333+vro/nnntO9dGiRYtKnz59JDY21vydf/75R7p37676Aq6Bnj17qs+10Dv0D/S/RYsW3VEv7fiffPKJKr9Zs2bqc/RJfB/bEIr03Xffpbvenn32WfP1hv6jB78B17wG7gX6gYOkpCQZO3asus5xzcFw/+OPP2zeT3BN6sOQ0IbVq1dXdcO9Cd/VHxsDJfAMoWxcX/v377d5Xi5duqSuNbQdfv+YMWOUmMM9DnVIS0tTbYK/8bst0f9WW23pyvoSQvwPCgtiKGAc4EGO8AxrIIRj4sSJ6gF84MABZdBq+8I4atmypRqVhfEDI8hRFi9erAzs69evKwOqbNmy8vPPP6v3MOxHjBihBI8jvP3227J79245ePCgMmL0RjbIlSuXfPbZZxIdHa3K/OWXX5SYAEePHpXXXntN1eXGjRuyY8cOu7kQaAOMIJ85c0YZ6+vWrZOXX35ZiQ6UDyOhW7duyjBB+4wePVoZ6mifcePGybFjx6RHjx7y+uuvq32wHUYhRkY1lixZosQFQkzwv/bZhx9+qI4BA6R169bq3F28eFGVC0GgFwuW4NxAJB46dEg2btxoNjLx+xHmASGH+uC3//DDDw61O8k86DsI9dm0aZPNfdCX0KfRZzp06CD9+/dX5/2vv/5S/QTnGUID3Lp1S+0DkQ4RGRkZKc8//7zatnPnTvX/uXPnVFmPPfaY1eOh3//5559y+PBhVS8c54EHHlDXPY47e/Zs1UeOHDmi9n/nnXdUiBeuBfSpb775JlNtgPsHrpv169er6x3CpFChQg7dTzAAAlGDOl25ckV69+4tnTp1Sie0cF2+//77KgQMAwpae1jj0UcfVR5BtCtEDQQMvov6oA4AAwX42xGvo2Vburq+hBD/g8KCGA6Mbp8+fdpqcmKdOnXUKBsevgjdGD58uBqZcxaMypYoUUI9rCFeevXqpWLQMbLZtm1bNYLn6HEgUmCswBuBUXfNM6ABYwUeAoRcVahQQQYOHGguG58hTAWiBF4M/EYt38QaKB+jmoibz507t8yYMUOJIIw04ndgtLhatWrKcLLGsmXL1Cgl9oORCUMD7QvhoIHRavx+lIdjgMcff1yNHKO9kAwOg/KFF15QZWheJJxDW2CEGIIEbQ7DZs+ePeb6wBOCz1AWBApCt4j7KFmypDLY7Rm7EHi4FmDQrlixQvUzjHhDhCOcCuctNTVVecNwbcLYxzb0S1w/mQGj8hAR6Gt4wQiGV6tdu3aqD6J/Qhx/9dVXan+IUghi9CXUyfJ6sweuNZSveSjxG6tWraoGFhwBRjiuhVatWqnfjXsXwjn1oZzYjvsW+nPfvn3Nfd0SDJJgMAN1gUcCdcC1DWGXVSzb0pX1JYT4JxQWxHBgRB/GAYwFGCt6tBF2GBEI4cBDMCoqyuljIlRAD4wVGOcYhYexAsPc0eNcuHBBiRJbZSOeHaO6EA34DfidWtkIx/j888/ViD22w6jXh3FZMwphbGlglBjloc7aC9+H0WINjB5bJrhC7OBzW/UH+nh8GCyW74E2wmoNhG5pwADFyKq1trN1fOI60DfQz22hb3/0LxirCDnS+hfC7dAH4Z2AmEQfdiZHCYJTH46FYyIET9+nv/32W9VXAP7XCwFHRQHAqH1cXJwSFVnB2vWDttFfP5Z93dZ1ge+Ehoamu5Ysr0Vn29KV9SWE+CcUFsSQIOQGBgyMbD3IXYAxjRAahC0gXhijjhp6I1v/cITxoIFwHUv030NYEUbqEA5w+fJlFQLUpUuXdMexB0TP2bNn05WnByP6GMU9ceKE+g2YpUlfNmKsER6FcC+MHNqbAcby98IoRwgH6qy94E2wFVqGeHfLaTnxXj/lqLU2dReWbWet/YjrQPw+jHR9zpEl+vOP/oX3MOb1fQzTGOO6hFF//Phxq9eKo/3IWp8eOnRouuPB2EXugNZn9N4xy/6C0X9b1z9yGSCEMWDhSF2ycv04Cr6DdsR172xZturvyvoSQvwTCgtiSBAShHAKGN16YIhjFA4j/TBAJ02alG47Rvtg2OiB5wEhADCiMHqPv+0BowWGERJT8WCGtwI5D44C4QBRghFcxC4jYdryN2hhJJiZRzOQAOLGf/zxRxUGhTASGEWZmYVnyJAhqk0QvoDfAIMKia+2Rj0feughFYYF4xLtg/h0xGFrieDZDUQV6ov2Rn3mzZun8i6I60HcPQQ0+ihCCh0Bo9nIyUBOheZlQz/X8oi6du2qkooR6gZBi8RoiGTNiMf1ZHl9ZgRCBefPn6/KgQcT5SOnAteOdr0h3EcTOwjNsrz+0a/xOzFQgGtTA54VhNshURviAtcMrkFNqFi7n+iBxxTeTeRKob9+9NFHKgwQAxGZBcIMAw7IkULbQSDhHohz5CpcWV9CiH/C6WaJ3TUmMjsdbFaOkVWQ5wAjWZv1CSD+GIYGYrwRe48HJfIRNBAzjHhsbcYTxHzj4YmHMz5r3ry5+huGiS0wWw5imxHTDUMGycx4OQqSrzHqiHKQA4FkdCxspSVbIqYbhhw+x1SfMOJh2AMYYkikhkcGRhg8FpmJsUaiNkY9YSzBI4JjIj4e7WUNzL4EowtJ3vCMIPQCRiL+9wSIb4eXCgmmMFwhNHAejLjmBtaYyOx0sFk5RmZAn0P/Qt+CIYuZjjDRAES0o6A/IlQRIVC4NmF8Q6Ai1wZCGMLwxRdfNIdQwVjGSwtxxDHRz7GQG/I3MgL5SMj5wXUFMYG6Yza0yZMnq+34HIIBCeMYcMB7fc4A6oKkbng+UCeIIn2+FJKzMesYwhPxexAahD4I74u1+4keTFqA+ws8rPCEoA5I8s7qOh3Iz0L9cGy0FxLckf/lKlxdX0KI/8EF8gjxMBAxCDWBwW/E9TE8DcQGRsBtzSJECCGEkOyBoVCEZDMYPdXCNhCeAW8AvC8UFY4B7w6SuRHygnwRjKxilihCCCGEeBYKC0KyGQgKhF8gDAohGwg5QfgBcQysW4FQkMKFC6sQGCyGhnn8CSGEEOJZGApFCCGEEEIIcRp6LAghhBBCCCFOQ2FBCCGEEEIIcRoKC0IIIYQQQojTUFgQQgghhBBCnIbCghBCCCGEEOI0XHmb+AxYLfe+++6TmJiYbDneM888I8uXL5ecOXNKZGRkthyT+AaPbugjVxP+WzHenRQKLSSL7/kiW45FCCHEv6GwIDa5p1tvOX3xiltbqGzxIrJh9XKH9sXq1FilOkeOHGoxuTJlysibb74pDzzwgEvrhDL37dsnq1atsrnPli1blKg4efKkWo+CkMwAUXE5/rJPrc0ybdo0mT9/vrom8ufPL3Xq1JERI0ZI+/btPV09Qggh2QSFBbEJRMXR8k+6t4VOzs/U7u+9954MGzZMTCaTrFu3Tu6//35p3LixWjAtO4HxBGGTVVGRnJysBBLxbwIDAqVwaGG3lB2VECVpprQse/8gsPG/Izz22GOyf/9+mTlzpjRp0kQJ/w0bNsiKFSsoLAghxI+gsCCGBIZL165dpUCBAnLkyBGrwmLhwoUyceJEOX36tISHh0vfvn3lrbfeUt+FMHn11Vfl888/l7i4OImIiJCpU6dKSkqKvPvuu5KWliZ58+ZV5dy8eTNduR9++KGMHDlSiQPs07t3b+nXr98dYVh4j5W1NQMN7ydMmKBexYoVkyFDhqhR3l69eqmVt1GvUaNGKeEE9u7dK88//7wcOnRIgoKCpEOHDvLxxx+bV5lOSkqSt99+WxYtWiSXL1+WcuXKqd9Tv359Vbfx48erbahT8+bNZdasWVKiRAk3nxmSGSAqfui+1i2N1vG7rtniFdm0aZOsXLlS9dOKFSuaP7/33nvVy5G+DG9ko0aNZNeuXbJnzx6pWbOmzJs3T6pXr+72+hNCCHEdTN4mhgSG/7fffivx8fHKeLcGjJZvvvlGrl+/Lt999518+umnsnjxYrXtxx9/VH//8ccfavtPP/0kVapUUcb/6NGjlUEEQWEpKsALL7ygjPRatWqp7QsWLHCozjdu3JA///xTDh8+rIwxcPDgQcmdO7ecP39eli1bpkJHjh8/rrYFBgYqYXTp0iU5cOCA2gdiSAN/w2uzfv169RsQmqUZamPGjJGtW7eqkK2LFy+q3/bwww9noaUJsc8PP/ygvIZ6UWFJRn0ZzJ07V4nuq1evSrt27aRHjx5K6BNCCDEOFBbEUGBEH16KPHnySM+ePeW1116TokWLWt23c+fOyqCGJwDi45FHHjGHdiAMKSEhQRn2GN1HWBP2dbcYgnEFIYEXKFy4sLz00kuqPhi1hdcB+R0AMeotWrRQ2+DhGD58uLn+8LjMnj1beVkqV66sfmPVqlWV5wbbEJKCbcWLF1fJ5fBsQGicPXvWrb+R+B9XrlyRkiVL2t3HXl/WgPBt2rSp6q/w8kGE/P77726uPSGEEFdCYUEMBUY0EdoDTwVCoBD6AwPb1khqs2bNlPGOXAh4GaKiotS2tm3byrhx4+T1119X2xGOhLwJd5IvXz4livTAyNIDwQTPBjh27JgatUX4EpJhH3/8cXP9YcwhhAuiwhLsc+vWLWnVqpU6Hl4I9YLBRmFBbDF48GBzf4HHDt4u7T1eeG8NXD/wQNjDXl/W0IczQoBAFGdULiGEEO+CwoIYlkqVKkmXLl1kzZo1d2xD/gE8GgMHDlTGSWxsrAwaNEiN5usNKYyInjlzRkJCQlSIkxa2kVmQawGxoy8fIUh6Mlsu6ouRYMSlI9QJOSNa+UWKFFFeDxhsliAcCtt27NihRJj2Qv0gtAixBrxcWl/BNQUPg77/4L01OnbsKDt37pQTJ05kqS9rIBdKA15EXD8ZeUIIIYR4FxQWxLCcOnVK5Rgg18GSxMREFeoEIxuiAUa2ll8BkCS6bds2JUBy5cqlPAXBwcFmLwKMnMzEdyOMCqOsOAam3lyyZIlKWHUGGGDwcmCEF56GSZMmmbch9GnAgAEqjAriAkYaPDioNwQMDDls0zwUiFtHDgchrgYhfJidDR6JzZs3q2sPwgC5P5igIKO+rIH+iesU1yQmWYB4xgxThBBCjANnhSKG4pVXXlF5FQDhGfBKjB079o79YMTMmDFDLWKHBGsYPw899JDZ0IahA8MbidIQBIjt/uSTT9Q2rIsBgQDDBga7IwvuwWD67LPP1GxRMKYQ6oGRXGdAjgQ8LvgdEC4oEzkh+ql3EYuOGXYgHMqXL69CwxBSgpCx999/XyXBYvE+CCysJ4A2IN4DpoTF7E3uKju7wOxjH3zwgRK0EPy4HpDXhMkIHOnLoH///ur63r17t5oVCuvIaGKfEEKIMQgwWfqjCfHSBfII8RWyaypYUDRXUbdNaesqIPwxI5s21TIhhBBjwuEgYhMa/IS4h0Kht6cF9rVjEUII8W8oLAghJJtZfM8XbHNCCCE+B0OhCCGEEEIIIU7DWaEIIYQQQgghTkNhQQghhBBCCHEaCgtCCCGEEEKI01BYEEIIIYQQQpyGwoIQQgghhBDiNJxulljlcI9ukhzl3sXxNHIULiLVvl3NM0GIFVJT02Tz4Uty8Vq8FA/PJS2rFZOgII4JEUII8T4oLIhVICqSIyN9pnXi4+PlnXfekWXLlsmFCxckPDxcmjRpIqNGjZIGDRp4unqEWOWbHadl6Pwdcu5qnPmzUoVyy/Qn75aed5c1VKthVe2YmBhZsGCBy8tetGiRzJgxQ7Zt2+bysv2FadOmyapVq+TXX3/1dFUIIQaGwoLYJzBQchQt6pZWSr58WSQtze1nIDk5We655x4xmUxKWNSqVUuSkpLk22+/lZUrV1JYEK8VFb0n/yImi8/PX41Tny9/ua1LxUWbNm1k+/btkiNHDsmZM6fUrl1bpkyZ4nXXBwzf++67T4kUjccee0y93AkGJi5fvizTp0+/Y1tAQIDkypVLgoOD1atq1ary0EMPyZAhQ1R7EkKIv0BhQewCUVFr6+9uaaX9zZtki1dk8eLF8vfff8uxY8ekQIEC6jM87B999FHzPhs2bJDRo0fLP//8I7lz55b7779fGVUwFkC5cuVkwIABsmLFClVO06ZNZf78+VKiRAm315/4FhC4cYkpdvdJTUuTF+btuENUqO/DkBWRofN2SIdaERIUaD8sKndIsDJ8HeG9995TnoWEhATlzevRo4ecO3fOqlj3N4N59erVSlzYAt6SunXrqrbB32jH9evXy/fff+9w+xNCiNFhoC7xeX744Qfp3LmzWVRYAwLis88+k+joaNm6dav88ssvMnXq1HT7zJkzR4mUyMhIiYiIkMcffzwbak98DYiKvE8ssvsK67tEzkf/F/5kTVyci45T+2VUVkYixhqhoaHy1FNPyfnz5+Xq1avSr18/9f7BBx+U/Pnzy6xZs+TGjRvyzDPPSPHixdVr0KBBcuvWLXMZv/32m/IO5s2bV3r27Kn213sdLK9HeCHefPNN8/s9e/ZIu3btpGDBglKkSBF5/vnnVV1wLcfGxqpy8dq8ebMKr4JRr3Hp0iVVV3yvTJkyMmbMGElJSUl3bFzPpUuXlkKFCsnIkSPttgfKO3r0qLRq1SrDtoPgat26tXzzzTeyadMmJSw0li5dqjxBOH6jRo3ShW7BY4R6tG/fXvLkyaNCNdH+aBP8jlKlSikPq34wpGHDhhIWFqbaf/DgwSrkUwODIe+//74qJ1++fKpOZ8+eNW8/ePCgeVvbtm1ViCghhDgLhQUxDPfee68a+bP1OnXqlNXvXblyRUqWLGm37JYtW0q9evUkKChIKlSoIAMHDrwj1vjZZ5+VatWqKY8GHtgQH9ZGcwkxOnFxccrwLlu2rDK8wZIlS5S4QAgS/h86dKjy3h04cED2798vhw8flhdffFHte+3aNenevbs899xzav8nn3xSFi5c6PDxYVBDVPTu3VsZvKdPn1ZCAXWBoQ5j+ubNm+qFa9cSeCNh4J88eVIJD+QO4JrVgMg5dOiQ8lBu2bJF5WfYyy1Ys2aNdOzYMVNemvLly6swMogLsG7dOnn55ZeVCMIABjxC3bp1U2JJA2384Ycfqu2aGICwunjxoowbN055TeERcXQwBG2OMnEPhFh5/fXX1ecQWTg/EDE4/rvvvqvONyGEOAtDoYhhgLcAuRG2wAPYGoULF1aGij127dqlHvQwkDDqhwcv4qT1wMjSKFasmISEhKhyMZJIiKMgNOnml/bzAX77+5J0efenDMtaN7qDtKpeLMPjOQquAYyQw2MBD8B3331n3oY8JRjXANuRMA2vhCY8YJxCDMCbAUMcYYIQ6AAGNLY5CgxiGOUYhdewJiCsgWvy559/Vp5FzasBjwV+F8IdtXC0t99+W/2O6tWrS7NmzZSHBF4DW2FQEDaZBQMaMPwBxMuIESOkfv366j28OAi3hOB44okn1GfwgtaoUUP9jXDM8ePHywsvvKDeP/LII/L0008rkVWpUqV07aENhqxdu1b9Vg20HwQOQA7KxIkT1d/IpYmKilJtArGE0E7khCBklBBCnIEeC2IYEIIBkWDrFWgj1hzGEGKdET5hCzy0EQ5w4sQJuX79ujKSYHzowQNdA0mciYmJGXpCCLEE3rU8oTnsvu6pXULN/mQrMh+fly6UW+2XUVmZie+fMGGC8jDAKMc1g7AdDYQUaWAEHCIf4TZ64xbXBAxWeBn0QhxYvrcHrrXKlStLVoAXEYIB4l9fN713EfcSeB41MJqvD9XSg3wTeDO6dOmS6bpA5GgDHvCoQtggDEp77du3L92gh77OqJ/lewAvjTYY0qFDB7UPfg/KRtvrQcimtd+I8wPhp/fAZOb8EEKILSgsiM+DkTqEMGHUdO/evcobAa/EV199ZQ4NgJjAgx4PX4zaffLJJ3eUM3v2bDly5Ij67iuvvKLiremtIO4A61RgSllgKQu099OevDtb17PQC3fE/GPmKH34If6GFw8iH0arXoiDM2fOmP+GFwHXkV68I9xHb+QizCqjelgD1yTEAPIi9HXL6rW6ceNG5WWwl6NlDRxT7wVBPgc8FBBu2gs5Ka+++mqW6uXIYIgtcH4gLrSwKsvzQwghWYXCgmQ4JSxmb3LHS003mw1gVA4J3AgdeOCBB9ToHkZDISwQbqCJhsmTJyuDB0moDz/88B3l9O/fXz3MMUKIUUaEghDiLjCVLKaULVnov5F1AE+Gq6eazSww7pHHgLAbhPogTh8j5gjpwbauXbuqawQ5ABDyCNFBeJJGlSpV1HWJ8MbU1FSVBwDRrx8M2LlzpwqrghcEOR/IlQC4/jDyDq+hNeBFhMGNfAYY7jCYMZtT3759s/RbEQaFQQlHgbGOuvbq1UvlSHTq1El9jqlnJ02apMSGmhksLk5++umnLOdpOTIYYgskbcOTglAreJ527NihpuImhBBnYY4FsU9amk8slIcwAhgXtqaLhMDQRIYGkiX1IPZZH79MiLuBeOjRsLRXrryN9RyGDx8ud911l3qPZGCMyAMYrVgnBsnbSOj+3//+p8QCRASAuIfowCxIMLiRW6DlbwB4F+ApgDjAiD68IxD1GBxA7hOSx3FciBbkc1gCwYJjw/OBJGccO6OZn2yB8pEbkRHI08DkD9o6FvhNqIMWigZxAk8KErDhZYB3p3Hjxir3IitgMATtD+8p8lEwGII2dwSIOuTPIGcDCd+YoQoDJwivIoQQZwgwOeo7JX7F4R7d1Orb2UGOwkWk2rerxZtBLDlWpsWUmIQQ/wDehT59+qipWQkhhGQMPRbEKt5u6BNCiLuBh0WbSYkQQkjG0GNBCCGEEEIIcRrPB+oSQgghhBBCDA+FBSGEEEIIIcRpKCwIIYQQQgghTkNhQQghhBBCCHEaCgtCCCGEEEKI01BYEEIIIYQQQpyG61gQpzhz5oxERUXZ3F64cGEpU6YMW9lNYDXw9957T+699162MSGEEEI8Cj0WxClRUbVqVWnQoIHNF7ZjP1fQpk0bCQgIkJ9++ind55MmTVKfDxs2TNzF6tWrpVWrVpIvXz4pVKiQNG7cWGbNmiWeBisCa6JiwYIFUrduXU9XiRBCCCF+CoUFyTLwVCQkJNjdB9vteTQyC4TK/Pnz032G99WqVRN38cknn0jfvn1lwIABcu7cOfV78NmaNWvcdkxCCCGEEKNBYUFscuvWLZuvjASFHst99eVklocffli+//57iY2NVe937Nih/r/77rvT7ff4449LiRIlJH/+/Mpz8ssvv5i3jRgxQlq3bi1paWnq/fLlyyUiIkIuX758x/Fu3Lghr7zyinz44YfyxBNPSFhYmPKOoExNWNy8eVN69OghRYsWVdvh2fjzzz/NZbz55pvKq/DUU0+p+lSuXFlWrlxp3r5hwwZp2LCh+m7x4sVl8ODBEh8fb95+/fp1ee6556Rs2bLq+40aNZKzZ8+qbeXKlZNVq1bJ3r17ZdCgQbJ//37Jmzevep0+fVpCQ0Pl5MmT6c5FeHi4ud0IIYQQQlwFhQWxiWagWnv16tXL4ZZ7/vnn072HMayVk1kKFCggnTp1kiVLlqj38+bNkyeffPKO/dq3by9///23XL16VYmR3r17K5EA3nnnHSVq3n77bWV8P/PMM/LFF18oYWDJ9u3bJS4uTh588EGbdYJAefTRR5UBf+nSJalXr57a32QymfdZv369Cp+Kjo6WqVOnyiOPPCLHjx9X23LlyiWfffaZ2rZ161YlgrCPRr9+/eTYsWOqLjExMfLpp5+q7+jBMRGaVatWLSV08IIQgaD5/PPPzftB0EBwWQoxQgghhBBnobAghgNCAuFPGNVfsWKF8iRY2wcegBw5cigPBYz/v/76S23LmTOnEiYffPCBdOnSRXkS7rnnHqvHunLlikpAx3dsAS/CQw89JHny5FEegnHjxsnRo0flwoUL5n2qVKkiAwcOlODgYOnWrZu0bdvWLI5atmyphEFQUJBUqFBB7ffrr7+qbRAqEAMQExAEgYGBal/UyRHw2yCaNJGDPAxrQowQQgghxFkoLIhNtJFvay8Y9I7y0UcfpXt/6tQpczlZAd6Iixcvyvjx46Vp06YqjEkPRMSYMWNUyBGMfng5EDqlz/XANiSDQwC8/PLLNo8FAx7fS0pKsrkPBA7Cl+CJwfHwP9AfD94DPXh//vx59feuXbukQ4cOUqxYMfX90aNHm78Lj0pISEiWZ9bq2LGjqvumTZvU8fC/NSFGCCGEEOIsFBbEJhiBt/XCyLyjWO6rLydLnTYwUCVTT5w40ero++LFi9Vr7dq1SlAgfAjeC31oEvIqfv/9d+natasMGTLE5rGaNWsmuXPnlq+//trmPlOmTJE9e/bIli1bVD4EhBPQHw8CQQ9myipZsqT6G2FR8GCcOHFCff/dd981fxcCJDEx0ZxTkVG7WPsMoVTwVMBzAaEBAUMIIYQQ4mooLIghefHFF1XSM8KKLIFxjtAleBswWv/WW2+Z8ys0ox7hRsg9gLGNxGeEGlkD08tinYgXXnhBFi1apMqG0b9v3z7p3r27+XgQT0iKhhcGHgdL4BlBHkVKSooSPD///LMKn9K+D68KhBbyQjDjlAZEABLDkZgNLw28Magvckcswb7YR5/4Dfr37y/ffPONzJ07V/1NCCGEEOIOKCxIloHhnpHnAtsdzQfIDAULFlThQ8ihsATeDCwch9F+5Cwg0blUqVJqW2pqqjz22GPK04G8CoQeIddh5MiRyqi3xrPPPqtyOpAcjTwH/B4kfGvrRwwfPlzlR8Cwr1mzpgrPsgQJ5/CQoN5Dhw6VhQsXqnAsMHv2bJk8ebJKZoeAQLK5Hgig0qVLq5mjIECwj6V4AO3atZMmTZooTwj209YPQRvguxBX8NAQQgghhLiDAJM+XoOQTMKVtzMG083Cw4FpYT0FPBUQNRAwhBBCCCHuINgtpRK/AUnFWU0sJtkDprVFTgnyQAghhBBC3AVDoQjxYZBLUrduXbXInxZ6RQghhBDiDhgKRQghhBBCCHEaeiwIIYQQQgghTkNhQQghhBBCCHEaCgtCCCGEEEKI01BYEEIIIYQQQpyGwoIQQgghhBDiNBQWhBBCCCGEEKehsCCEEEIIIYQ4DYUFIYQQQgghxGkoLAghhBBCCCFOQ2FBCCGEEEIIcRoKC0IIIYQQQojTUFgQQgghhBBCnIbCghBCCCGEECLO8n8lebzA8PyjEQAAAABJRU5ErkJggg==", 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", 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" ] @@ -3880,13 +1999,13 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 49, "id": "e29ef2d5", "metadata": {}, "outputs": [ { "data": { - "image/png": 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AAABA5BFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAACA2AosJk2aJOecc45UqVJFatWqJf369ZMtW7aUesysWbMkLi6uwKNixYphyzMAAAAQC1wVWHz66acyfPhw+fLLL2Xx4sVy4sQJufjii+Xw4cOlHpeUlCS7du3Ke/zyyy9hyzMAAAAQCxLFRRYtWlSkNUJbLlavXi3du3cv8ThtpahTp04YcggAAADEJlcFFoVlZmaanzVq1Ch1v0OHDknDhg0lNzdX2rVrJ48++qi0aNGixP2PHTtmHj4HDx40P/V4ffhD97Msy+/9ETzKOjwo5/ChrClrFR8ffKeC0s49dtJ1a9puzLOTabsxz06m7cY8h7M8ArmWdW1goW/y7rvvlm7duknLli1L3K9Zs2Yyc+ZMad26tQlEJk+eLF27dpVNmzZJ/fr1SxzLMWHChCLb09PTJTs72+/86etpcGG34oCyjgbUacrai6K1XicmJkpycnLQx2dkZMjJkydDnq5b03Zjnp1M2415djJtN+Y5nOWRlZXl/cBCx1ps3LhRPv/881L369Kli3n4aFDRvHlzeeGFF2TixInFHjNmzBgZNWpUgRaLtLQ0SUlJMeM1/D1ZaRcsPSaaTlZeRFlTzl5Dnaas7SqrJT/W0nZjnp1M2415djJtN+Y5nOURyKRHrgwsRowYIR9++KEsX768xFaHkpQrV07OPvts2bp1a4n7VKhQwTwK0wAhkCBBA4tAj0FwKOvwoJzDh7KmrO1w8rzjxrTdmGcn03Zjnp1M2415Dmd5BPI6rrri1aZqDSree+89Wbp0qTRu3DjgNHJycmTDhg1St25dR/IIAAAAxKJEt3V/mj17trz//vtmLYvdu3eb7VWrVpVKlSqZfw8cOFBSU1PNOAn1j3/8Qzp37ixNmzaVAwcOyBNPPGGmmx06dGhE3wsAAADgJa4KLKZNm2Z+9uzZs8D2V155RW655Rbz7x07dhRostm/f7/cdtttJgipXr26tG/fXlasWCFnnXVWmHMPAAAAeFei27pClWXZsmUFnk+ZMsU8AAAAADjHVWMsAAAAAEQnAgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAILAAAAAAEHm0WAAAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABiK7CYNGmSnHPOOVKlShWpVauW9OvXT7Zs2VLmcfPmzZMzzzxTKlasKK1atZKFCxeGJb8AAABArHBVYPHpp5/K8OHD5csvv5TFixfLiRMn5OKLL5bDhw+XeMyKFSvkxhtvlCFDhsjatWtNMKKPjRs3hjXvAAAAgJcliossWrSowPNZs2aZlovVq1dL9+7diz1m6tSpcskll8h9991nnk+cONEEJc8++6xMnz49LPkGAAAAvM5VgUVhmZmZ5meNGjVK3GflypUyatSoAtt69+4t8+fPL/GYY8eOmYfPwYMHzc/c3Fzz8IfuZ1mW3/sjeJR1eFDO4UNZU9YqPj74TgWlnXvspOvWtN2YZyfTdmOenUzbjXkOZ3kEci3r2sBC3+Tdd98t3bp1k5YtW5a43+7du6V27doFtulz3V7aWI4JEyYU2Z6eni7Z2dl+508DHw0u7FYcUNbRgDpNWXtRtNbrxMRESU5ODvr4jIwMOXnyZMjTdWvabsyzk2m7Mc9Opu3GPIezPLKysrwfWOhYCx0n8fnnn4c87TFjxhRo5dAWi7S0NElJSZGkpCS/T1ZxcXHmmGg6WXkRZU05ew11mrK2q7SW/FhM2415djJtN+bZybTdmOdwlodOfuTpwGLEiBHy4YcfyvLly6V+/fql7lunTh3Zs2dPgW36XLeXpEKFCuZRmAYIgQQJGlgEegyCQ1mHB+UcPpQ1ZW2Hk+cdN6btxjw7mbYb8+xk2m7MczjLI5DXcdUVrzZVa1Dx3nvvydKlS6Vx48ZlHtOlSxdZsmRJgW06eFu3AwAAAAiNRLd1f5o9e7a8//77Zi0L3ziJqlWrSqVKlcy/Bw4cKKmpqWachBo5cqT06NFDnnzySenTp4/MmTNHVq1aJTNmzIjoewEAAAC8xFUtFtOmTTOD7Hr27Cl169bNe8ydOzdvnx07dsiuXbvynnft2tUEIxpItGnTRt5++20zI1RpA74BAAAAeLjFQrtClWXZsmVFtl133XXmAQAAAMAZrmqxAAAAABCdCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAABCk3JyciBwLANEoMRwvcuutt8qDDz4ojRs3LvK7X375RSZMmCAzZ84MR1YAAAiZ+IQE+ez2ByVzy/aAjqvarJGcN2MinwQATwlLYDFr1iwZNmxYsYHFvn375NVXXyWwAAC4kgYVGeu3RDobABA7XaHi4uKK3f7jjz9KzZo1w5UNAAAAAG5qsZg2bZp5+IKKAQMGSKVKlQrsk52dLdu3b5frrrvOqWwAAAAAcHNgUa9ePWnfvr3598aNG6VZs2aSkpJSYJ/y5ctL8+bNZciQIU5lAwAAAICbA4srr7zSPHx08HaTJk2cejkAAAAAXh+8/corr4TjZQAAAAB4efC2Tjfbv3//Yn93ww03yO233x6ObAAAAABwc2CxePFiufrqq4v93TXXXCMff/xxOLIBALCJBeEAABHtCpWenl5k4LaPTjW7Z8+ecGQDAGATC8IBACIaWKSmpspXX30lF1xwQZHf6fa6deuGIxsAgCheEE5bQzRwCddxPomJYTkVAoDnheXb9MYbb5RHHnlETjvtNLn++uvzts+bN08effRRueuuu8KRDQCAx1pDqjZrJOfNmBh04BEfHy/JyclBHQsAiEBgMW7cOFm3bp0ZqK1rVmgLxa5du+TIkSNy6aWXyvjx48ORDQBADLaG0H0LADwUWOhCeB9++KEZxL106VL5448/zNiKXr16yYUXXhiOLAAAYphT3bcAAP+/sHYsveiii8wDAAAAgLeEfcSadn/Kzs4usr1GjRrhzgoAAAAANwUWlmXJww8/LC+88IIZW1GcnJyccGQFAAAAgFsXyJsyZYo89dRTMnz4cBNkPPDAA2ZA9xlnnCGNGjWSF198MRzZAAAAAODmwOLll1+WCRMmyOjRo83zfv36mZmgNm3aJM2bN5etW7eGIxsAEBNYHRsA4NmuUNu3b5e2bdtKQkKClCtXTg4cOJA3f/idd94pQ4cONetZAADsY3pVAIBnAwudWvbQoUPm3w0aNJA1a9bkrcK9b98+M6AbABA6TK8KAPBkYNGtWzf55ptv5LLLLpMBAwbIQw89JLt37zatFzq+grUsAAAAAHcLS2ChgcTOnTvNv8eOHWu6Qr355pty9OhRs67FM888E45sAAAAAHBzYNGsWTPzUBUqVJCpU6eaBwAAAABvCPsCeb/99ptZy6JevXqSmpoa7pcHAAAA4NbpZtWMGTPMwO2GDRtK586dzb/T0tLMonkAAAAA3C0sgcWkSZNk2LBhcv7558v8+fNl5cqV5qc+1+lm9ff+Wr58ufTt29e0eMTFxZl0SrNs2TKzX+GHDh4HAAAA4KKuUDo4+7777pPHH3+8wHYNEGrXrm1+P2bMGL/SOnz4sLRp00ZuvfVWufrqq/3Ow5YtWyQpKSnvea1atQJ4BwAAAAAiHlgcPHhQevXqVezvLr74Ypk+fbrfaV166aXmESgNJKpVqxbwcQAAAACiJLDo3bu3/O9//zNTyxa2ePHisKxjoSt/Hzt2TFq2bGmmv9W1NUqi++kjf2CkcnNzzcMfup9lWX7vj+BR1uFBObunrOPj7fVyLe11ozVtN+bZybTdmGcn03Zjnp1M2415djJtN+Y5nOURyLkoLIHF0KFD5Y477pC9e/dKv379TOuB/vu9996TpUuXmgHcuhq3T7t27UL22nXr1jUtIh06dDDBwksvvSQ9e/aUr776qsTX0TEfEyZMKLI9PT1dsrOz/Xpd/RAyMzPNxYHdigPKOhpQp91R1omJiZKcnGzr9TMyMuTkyZOuStuNeXYybTfm2cm03ZhnJ9N2Y56dTNuNeQ5neWRlZUVXYNGnTx/z89VXXzUPHTytJ0yfyy+/3PzUbfq7nJwcR9bQUF27dpWffvpJpkyZIq+99lqxx+h4j1GjRhVosdAZrFJSUgqM0yjrwkDfix5DYOEsyjo8KOfYKesaNWq4Lm035tnJtN2YZyfTdmOenUzbjXl2Mm035jmc5VGxYsXoCiw++eQTiSYdO3aUzz//vMTf6yJ++ihMT/CBnOT1wiDQYxAcyjo8KOfYKGsnX9OptN2YZyfTdmOenUzbjXl2Mm035tnJtN2Y53CWRyCvE5bAokePHhJN1q1bZ7pIAQAAAHDpyttHjhwpdpyCv805hw4dkq1bt+Y937ZtmwkU9HhddE+7Me3cuVP+/e9/m98//fTT0rhxY2nRooV5XR1joeM6/vvf/4bwXQEAAACxLWzTzY4ePVrmzZsnBw4cKHYff8dVrFq1yiys5+MbCzFo0CCZNWuW7Nq1S3bs2JH3++PHj8u9995rgo3KlStL69atzQxV+dMAAAAA4ILAYvDgwaaVQGeHOuOMM6R8+fJBp6UzOuUf+F2YBhf5aUCjDwAAAAAuDyy0heD555+Xm266KRwvBwAAACDMwjLdiA6Urlq1ajheCgAAAIBXAwtd6VoXnStpfAUAAAAAdwtLV6gbbrhB1q9fb2Ztatu2rVSrVq3IfO3vv/9+OLICAAAAwK2Bha5y/dhjj0nt2rXN7E+BLA0OAAAAIPqFJbDQoGL48OEydepUVqEGAAAAPCgsYyx0LYl+/foRVAAAAAAeFR+uMRYLFy4Mx0sBAAAA8GpXqG7dusnf//53syp2r169igzeVldffXU4sgIAAADArYHFwIEDzc8dO3bInDlzivxeZ4XSQd0AAAAA3CksgcW2bdvC8TIAAAAAvBxYNGzYMBwvAwAAAMBrgUWVKlVMFyd/6H6ZmZlOZQUAAACAWwOLe++91+/AAgAAAIC7ORZYPPTQQ04lDQAAACAW17EAAAAA4G0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAAgsAAAAAEQeLRYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAACD2Aovly5dL3759pV69ehIXFyfz588v85hly5ZJu3btpEKFCtK0aVOZNWtWWPIKAAAAxArXBRaHDx+WNm3ayHPPPefX/tu2bZM+ffrI+eefL+vWrZO7775bhg4dKh9//LHjeYU75OTmRuRYAAAAL0kUl7n00kvNw1/Tp0+Xxo0by5NPPmmeN2/eXD7//HOZMmWK9O7d28Gcwi0S4uPlpqnL5budBwI6rnlqNXljZHfH8gUAAOAmrgssArVy5Urp1atXgW0aUGjLRUmOHTtmHj4HDx40P3Nzc83DH7qfZVl+74/g2S3r+Ph4E1Ss3ZYR9OsXx/q/oCXYlpA4iS7UaXfVabuv77a03ZhnJ9N2Y56dTNuNeXYybTfm2cm03ZjncJZHIOcizwcWu3fvltq1axfYps81WDh69KhUqlSpyDGTJk2SCRMmFNmenp4u2dnZfr2ufgiZmZnm4sBuxYFzZZ2YmCjJycm2ijgjI0NOnjxZbLp2WkL27dtXJF2l77FGzWRJTAiuXp3MyZWMP/aV+EWh6RdXjlq+Wv/3799vxjcVJ5DgG8GXdWnl7FSdjva03ZhnJ9N2Y56dTNuNeXYybTfm2cm03ZjncJZHVlaW38d6PrAIxpgxY2TUqFF5zzUISUtLk5SUFElKSvIrDT3p6wWBHkNg4axIl3WNGjVK/J2dlpDS0tX3aSdoKe0Lp7SWFi1jt7W0RLNgy9rpci6t7kVr2m7Ms5NpuzHPTqbtxjw7mbYb8+xk2m7MczjLo2LFin4f6/nAok6dOrJnz54C2/S5BgjFtVYonT1KH/7eXSyJXuwGegyCE8myduo1y0rXTtBSVtqMOSl4EW+nS1tCiMs6HGN7nPw7itTfS6yl7cY8O5m2G/PsZNpuzLOTabsxz+Esj0Bex/OBRZcuXWThwoUFti1evNhsBxD6oCVSF+huHdzvRFkDABAJrgssDh06JFu3bi0wnaxOI6vNNg0aNDDdmHbu3Cn//ve/ze+HDRsmzz77rIwePVpuvfVWWbp0qbz11luyYMGCCL4LIPY4eYHudNDCxT8AAB4MLFatWmXWpPDxjYUYNGiQWfhu165dsmPHjrzf61SzGkTcc889MnXqVKlfv7689NJLTDULRIBTF+hMGYxIqtqsUViOQeDl5u/+Tn6G1A/EEtcFFj179jQzppSkuFW19Zi1a9c6nDMAkUSrAiIhNydHzpsxMehj4xMSQp4nrwq2rMsqZyc/Q+oHYo3rAgsAAKKFXlS+8+Rc2ffr3oCOS06rJdfc21+8yKk79FrWJ9Y/ILmHt/mdbvwpjaVc60dCnm40pO3WFhx4G4EFAAA2bFi2TnZs2h7QMQ1aNPJkYOH0Hfqc3R+Jtd//HghW9bP9ukAPNN1oSNuNLTjR1u2MYCj0CCwAAEBI0IITPm5swYnGbmduC4aiPdAisAAAACFDC074uK0FJ9q6nbk1GIp0oFUaAgsAAACERTR1O3NjMBTpQKssBBYAAACAC4KhSAdaZSGwAAAgSjHrDwA3IbAAACAKuXXWHwCxi8ACAACPzLDkz/oYTs/cVK9pakDpBnsMgOhDYAEAHsQCV7E5w5K/62M4NXNTbk6u3D5lREDp5j82PiE+qGMBRAcCCwDwGLq6IFLi4q2IHAsgOhBYAIDHaFeXB2avkW3pWQEd1zilijwyoJ1j+YL3xcUlyJwNU2TvkZ0BHVercqrc0Ooex/IFIDwILADAgz5a95us3ZYR0DFnN67h2cCCrmHhs27PZ7L9wOaAjmlU7SwCC8ADCCwAAJ6eXpWuYQAQHgQWAICouPvv1PSqTs+C5EbM3ATACQQWAAC/OXn336npVZ2cBcmNmLkJgFMILAAAfnP67r9T06vGSsuCP/vrlK4MsAbgBAILAEBAuPsf3S0L/qwHwQBrAE4gsAAAIAoF07IQDdO2plZpEpZjAEQfAgsAAKJUoC0LkZ62NTc3R/7SaXLQx8bHlzwGB0D0I7AAACDGONWqoIHBzvFPyLHtvwaUdoVGaZI64b6A8wQguhBYAADgkQDAn/2dblXI/HiZHF23MaB0K7VtSWABeACBBQAAUSjYAKCsi39aFQA4hcACAIAoFEwA4G+XIloVADiBwAIAgChdxTrQAIAuRQAiicACAIAgsYo1APz/CCwAAAgSq1gDwP+PwAIAABtYxRoA/h8CCwDwoOap1cJyDAAAPgQWAOAxObm58sbI7kEfmxAfH/I8AQC8j8ACADxGA4N3npwr+37dG9BxyWm15Jp7+zuWLwCAtxFYAIAHbVi2TnZs2h7QMQ1aNCKwAAAEjfZuAAAAALbRYgEAgA2pVZqE5RgAiHYEFgAABCk3N0f+0mly0MfGxydQ9gA8g8ACABCQek1Tw3KMG2hgsHP8E3Js+68BHVehUZqkTrjPsXwBQCQQWAAA/Jabkyu3TxkR9LG6UnUoAxB/93cyGMr8eJkcXbcxoLQrtW1JYAHAcwgsAAB+08DAqTv0wQYtZQUsTgdDAID/h8ACABAQp+7QBxO0+BOwOBkMAYAd8UnNJTeIY5xI2990PRdYPPfcc/LEE0/I7t27pU2bNvLMM89Ix44di9131qxZMnjw4ALbKlSoINnZ2WHKLQDAqaDF3y5FdFcCEG0X/5aVI+U7vxFUnvTYuLiEkKddVrqeCyzmzp0ro0aNkunTp0unTp3k6aeflt69e8uWLVukVq1axR6TlJRkfu8TFxcXxhwDAADAaU7coXfy4j8uLkHmbJgie4/sDCjdWpVT5YZW95S6TzBp+5Ou5wKLp556Sm677ba8VggNMBYsWCAzZ86U+++/v9hjNJCoU6dOmHMKAACAaL77H8mLf7Vuz2ey/cBmCUSjamc5kra/6XomsDh+/LisXr1axowZk7ctPj5eevXqJStXrizxuEOHDknDhg0lNzdX2rVrJ48++qi0aNGixP2PHTtmHj4HDx40P/V4ffhD97Msy+/9ETy7Za11yI6SXtepdN2athvzHM1puzHPTqbtxjw7mbYb8+xk2m7Ms5Npl5WunYv/0tKOi7Ns3f23rLhSp34O9g59WeVh5+I/1wP1I5DrK1cFFvv27ZOcnBypXbt2ge36/Pvvvy/2mGbNmpnWjNatW0tmZqZMnjxZunbtKps2bZL69esXe8ykSZNkwoQJRbanp6f7PTZDPwR9Pb3gtVtx4FxZJyYmSnJysq0izsjIkJMnT4YlXbem7cY8R3vabsyzk2m7Mc9Opu3GPDuZthvz7E/awXb9KS3dmjWqB3/xn5sjGRn7S82znbv/f/yxr9S0g71D79X6Eap0s7KyvBlYBKNLly7m4aNBRfPmzeWFF16QiRMnFnuMtojoOI78LRZpaWmSkpJixmv4e7GrXbD0GAILZ0W6rGvUqOGqdN2athvz7GTabsyzk2m7Mc9Opu3GPDuZthvzXFbadrr+lJZuXHy8rYv/ssrDzt1/6kdB4SqPihUrejOw0OgrISFB9uzZU2C7Pvd3DEW5cuXk7LPPlq1bt5a4j84apY9imwcDuHDVi91Aj0FwIlnWTr2mk+/FjWm7Mc9Opu3GPDuZthvz7GTabsyzk2m7Mc/+pB1s15+y5rCxc/HvxrKOZJ5TqzQJOE3fMaFOu6R0AykfVwUW5cuXl/bt28uSJUukX79+eXer9fmIEf4tfqRdqTZs2CCXXXaZw7kFAABwTiQG58YiOxf/pcnNzZG/dJpc6j6lHavjSkKddlnpeiqwUNpFadCgQdKhQwezdoVON3v48OG8WaIGDhwoqampZpyE+sc//iGdO3eWpk2byoEDB8z6F7/88osMHTo0wu8EAJxTr2lqWI4BgGgR7B36SF38x8cnOLZ4ZzBph2JRUNcFFv379zeDqMeNG2cWyGvbtq0sWrQob0D3jh07CjTZ7N+/30xPq/tWr17dtHisWLFCzjrrrAi+CwBwTm5Ortw+ZUTQx+pK1UA0isRKwtG8srIbRdvd/0he/Du9eKdTC456KrBQ2u2ppK5Py5YtK/B8ypQp5gEAsUIDAydPhEAkOLmScLStrRCKFZC9dPHvVAAQDRf/XuPKwAIAUDpOhPAap1YSduvKyoquP5G/Q4+CCCwAAEDMDlZ268rKdP1BNCKwAAAAMc2pi38n0fUH0YjAAgAAwIXo+oNow9QfAAAAAGyjxQIAALiCE4OVAYQOgQUAAIh6Tq4k7NT0qk6nDUQbAgsAABD1nBqs7OTaCk6mDUQjAgsAABCzg5WdXFnZ6VWbgWhDYAEAAGKakwtKslglYgmzQgEAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGxLtJ8EAADA/1PpzKZhOQZA9CGwAAAAIWHl5EjjWVODPjYuIYFPAnAxAgsAABASGhg88M57sm3fHwEd1zi5pjxyzVV8CoDLEVgAItI8tVpYjgHs1iPqHaK9u9JHGzbJ2h07Akr77AYNCCzC8Dn6u7+T9SOa0nZjnqOhPEpDYIGYl5ObK2+M7B70sQnx8REJWAiGwsepsg627pVV7+AdTlwYuLm7EheO9j/Hsj5DJ+tHNKbtxjxHsjzKQmCBmKcXaO88OVf2/bo3oLJITqsl19zbPyIBi5NpO3kh7cZgyMmyDqbulVXv4B1OXRi4tbsSF472P0d/PkMn60e0pe3GPEe6PMpCYAGIyIZl62THpu0BlUWDFo1KvcBzKmBxOm2nLqTdGgw5WdbB1L2y6h28w8kLAzd2V+LC0f7n6O9n6GT9iKa03ZjnaCiP0hBYAC4LWJxO26kLaTcGQ+H4HIFouzCIZlw4AtGNwAJA2C6k3RYMAQAA/xFYAPAEWhUAAIgsphUBAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbaxjAQCADZXObBqWYwAg2rkysHjuuefkiSeekN27d0ubNm3kmWeekY4dO5a4/7x58+TBBx+U7du3y+mnny6PP/64XHbZZWHNMwDAe6ycHGk8a2rQx8YlJIQ8TwAQKa4LLObOnSujRo2S6dOnS6dOneTpp5+W3r17y5YtW6RWrVpF9l+xYoXceOONMmnSJLn88stl9uzZ0q9fP1mzZo20bNkyIu8BAOANGhg88M57sm3fHwEd1zi5pjxyzVWO5QsAIsF1gcVTTz0lt912mwwePNg81wBjwYIFMnPmTLn//vuL7D916lS55JJL5L777jPPJ06cKIsXL5Znn33WHAsAgB0fbdgka3fsCOiYsxs0ILAA4DmuCiyOHz8uq1evljFjxuRti4+Pl169esnKlSuLPUa3awtHftrCMX/+/BJf59ixY+bhk5mZaX4eOHBAcnNz/cqr7qd502P0J5xjt6z1mNM6nyHV6lcP6Lia9VPk4MGDJdYJp9J1a9puzHM0pu1vuhX695W4Hp0CynP5OrX8SrvynQOl/L79AaWdmFzdkbSdSjeQtAe0ayPnn9Y4oLTrVk1yJG2n0g0k7QtOayynVasaUNoNa9bwbHlEU9puzLOTabsxz5EoD92mLMsqOxHLRXbu3KnvyFqxYkWB7ffdd5/VsWPHYo8pV66cNXv27ALbnnvuOatWrVolvs748ePN6/CgDKgD1AHqAHWAOkAdoA5QB6gDYv36669lXqu7qsUiXLRFJH8rh0ZuGRkZUrNmTYmLi/MrDY3u0tLS5Ndff5WkpCQHcwvKOjwo5/ChrClrr6FOU9Ze5MZ6fTCIPGtLRVZWltSrV6/MfV0VWCQnJ0tCQoLs2bOnwHZ9XqdOnWKP0e2B7K8qVKhgHvlVq1YtqDzrh+aWyuZ2lDXl7DXUacraa6jTlLUXubFeJwWY56pV/eve6KrO/+XLl5f27dvLkiVLCrQm6PMuXboUe4xuz7+/0sHbJe0PAAAAIHCuarFQ2kVp0KBB0qFDB7N2hU43e/jw4bxZogYOHCipqalmelk1cuRI6dGjhzz55JPSp08fmTNnjqxatUpmzJgR4XcCAAAAeIfrAov+/ftLenq6jBs3ziyQ17ZtW1m0aJHUrl3b/H7Hjh0FZgbq2rWrWbvi73//u4wdO9YskKczQjm9hoV2pRo/fnyRLlWgrN2KOk1ZexH1mnL2Guo0ZR3J+hGnI7gdSRkAAABAzHDVGAsAAAAA0YnAAgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsENV0AUQACBQTHsKLOCci2hFY2DhRceJyzr59+8xPXZMkJyfHwVeKbbq45PHjx2X//v3mOScteMG2bdtk3rx5kpmZGemseBrnxPDhnBg+bjwvWlF0fUpg4actW7aYBUVuueUWeemll+T777+XuLg4V1Q4t/nhhx+kSZMmcvvtt5vnCQkJBBcO2Lx5s1x//fXSs2dP6d27t3z55ZcFFpdEaC90p0+fLqNGjZLFixfnXSQg9NavXy8dO3aUtWvXmsVUFd/Tocc5MXw4J4aPG8+LW6Ls+jS6SyuKKlqnTp3Mzx9//NF8cBdddJEsWbLEVDhaLkJf3pUqVZINGzbIHXfckRdccHEQ2jI+99xz5YwzzpCrr75aGjVqZL6YsrOzqc8hpvVYy/qDDz6QDz/8UP7yl7/IzJkzTX3muyO0fv31V+nbt68MGjRIJk2aJE2bNjXbT548aX7yHRIanBPDi3Ni+MrZbefFzdF4faorb6NkJ0+etP70pz9ZN910U962tWvXWkOGDLESEhKsDz/80GzLycmhGENk4cKF1hlnnGE99thjVqtWraw77rgj73dZWVmUs01Hjx61rrrqKuvPf/5z3raXX37Z1PHjx49b6enplHGIbN++3Tr99NOtsWPHmrJV999/v9W0aVPzOSC05syZY/Xs2TPvO/mBBx6wbrjhBuvqq6+2lixZQnGHAOfE8OOc6Dw3nhdPRun1KS0WZdA7XHoXLC0tLW9b27Ztzd0w7apz7bXXuqKpzE1atWol7du3l6FDh8rgwYNl5cqVcu+998qtt94qb7zxhpw4cSLSWXQ17Tv6008/SYsWLfK26fPPPvtMzjnnHPOYNWuW2R6td2ncQMcGvf/++3L22WebVgrfd8Tdd99tPgO9u4TQ0u/qqlWrmn/rncdVq1aZ1k/tFtCrVy/TUqSo18HjnBh+nBOd58bzYm6UXp8mhvXVXKhcuXLSsmVL+fTTT81AnurVq5vtKSkpMmbMGNm7d69MnDhR3nzzTUlKSop0dj2hRo0asmnTJvMHo12hTj31VFPWGRkZcs8995jPRC/atHsUAlelShXz5fnCCy9InTp1zBfP888/bx5ar7/99lsZMmSInHbaaXLeeedRxEHS+qnfCd26dTPl7KMXuQcPHpQ//viDsg2xevXqmfr88ssvm+/q1157zXyfqEcffdR8n2i3gfwXDwgM58Tw45zoPDeeF8tF6fUpt9n90L17d9PH7pVXXpGsrKy87Rolan/edevWMftIiGhrRIUKFcwf9qFDh6Ry5cqmr6Bu1/7S2n9QEVQETy9stTWoefPm8vrrr8v8+fNlypQppl/6ZZddZlqH9Hda7rBHB9PdddddBe5y6Re81m+t2z46/kIDadijQZwGDtOmTZMjR46YCzLfuAqt840bNzY3LRD43Vzlm6Hv/PPP55zocFn76q3+5JzofFnreVHv8kf7eTE9PT1vUopo/VsksCjk999/NwMs3333XdOMrnSGgM6dO8uLL75oKpzeOffR5jG9QMj/gSLwsl6zZk1eBK5Bg3aF2rp1qwwcOFCWL18u//nPf2TkyJFmX/0Dh706fcEFF8js2bNN15DExERJTU3Nu/jVga568Vu3bl2KOUDbt283JyPfXSIf34lLabO0PnzPx44da+6kR0vzuhvLeu7cuWZbw4YNpUePHiZI0xOqzsbl6wagLZ/VqlUzF2nw38aNG8338erVq/Nu6FxzzTXStWtXzokOlrXWW/3e0J+cE50va6UzQc2ZMydqz4tr1qwx3eJ0Figf/Vvs0qVLdP0thnVER5Rbv3691aRJE6tjx45WcnKy1aFDB+vNN9/M+/0tt9xiBhPffffd1tatW81gntGjR5uBxvv27Yto3r1Q1vPmzcv7/UMPPWTFxcVZjRs3tlavXm227d+/33r++eetn376KYI5d385z507t8A+11xzjTVq1Chr165dZgDbuHHjrAYNGlg///xzxPLtRt9++61Vr14968ILL7Q6d+5s1alTxwwmLkzrcUpKivXFF19YEydOtCpWrGh98803Ecmzl8p69uzZeb/XiR/q1q1rtW7d2vryyy+tDRs2mHrdqFEja8eOHRHNu9vcdttt5ru4Vq1a1tdff13gd4MGDbJatGjBOdHBsvZN+jB+/HjOiQ6XtQ6G9tGB3NF0Xly3bp116qmnWiNHjiz29zfffHPUXJ8SWPwf/SDq169vPogDBw5Yq1atMl+at956q5WdnZ1XYBMmTLDOO+88UyHbt29vTmhr1qwJ64fm5bI+ceKE2Ud/3nnnnXl/8Lm5ueYns2+Fppz1C9RXpo888oh1zjnnmC/YCy64wFywUacDs2XLFis1NdXM+KRlqxevF110kfXSSy8V2VdnNjv77LPN7EUaVOjngtCX9WuvvWZdcskl5rtaL351Ji7qdeCeeuopM1PO8OHDrSpVqphALT8N4s4991zOiQ6X9bFjx8xF41dffWWec050rqzV5MmTzY24aDgvrl+/3qpatap133335V0H6c2SlStXmoDDR4OfaLg+jdP/SYzTfnY60OW3334zg/3Kly9vtmtz2OjRo02zU82aNfP210GX33zzjRnso03v9evXj2DuvV3WCE85L1q0yCwspjPqXHzxxaYvOvyj43+GDRtmmsp10LA2ofu6UOqMRDqgTr8ndOIBpYPsdKYobZ5eunSptGnThqIOYVnr9/Ff//pXs11Pb7pQnnZh0EetWrUo6wBpN9R//etf5ntEy/6TTz4xXTK0y4h2tdDvC86Jzpd1u3bt5NJLL6X+OlzWb731lukipfU6Gs6LJ0+eNN2ftHun/p1pd/GrrrpKdu7caRbC0/O4dhnXLqFKx19o965IXp8yK9T/9X/WwteBOXoBpicj7f+sfUi1X65velNff0f9IC+55JKwf1ixVNaFj2E6X2fK2Ve2Wp+p08HRL3od96N9W30Xujrd39tvvy0DBgyQo0eP5gVzuvq2Xvzqiaxfv35y5plnBvmqscmfstaAWlcqnjFjhqnzekGG4OlEAzqLmQZl2od7+PDhpt5q3+3vvvvO7MM50dmy1qCZ6anDX6+j4byYmJgo77zzjhk7dt1115kbU5pHHV+m524NIkaNGmUCCT3P6IxQkc4zXaH+T/5+c74mRu1bp83n+fvk0pRuH2UdXeXsG8OC4PnKV2nTdJcuXawFCxbkbXvrrbdM/9j8zdZwtqw3btxYYF8EJn+3Uy3jvXv35o3JOuWUU8xDF+MqvC+cLWvqdPjK2jfmIhrKfNOmTVblypWttm3bWrt3787brl31tYtct27drIyMjKjIa8zOCrVr1y75+uuvTVOX3rX1NXHpdHq+2Vp0ii6NDn3GjRsnF154oWmOogcZZe2VOq0Lh1Gngyvrjz/+uED5Ku3apHfQdYpCH9/nkX8hIzhb1jp7S/59EVg5+1qJjx07Zlo4tRVI7+quWLHCTMWp3TG0NUi7j9CiHL6ypk6Hr6x9s6CFu8x3FcqzPs466ywzVbZOX+5bm0fpLHfagqHdn7XVIhrqR0x2hdI+c1dccYX5QPbs2WNOQHqB1bt3b/OB+bqN6EMroXYdefjhh2Xy5MlmFUbGAFDW0YY6HT1lrQpPSajN1drfVbvygLJ2S53Wmw7atUJXMb/yyivNBczChQvN6r66MJd2szzllFMinX1Xoawp62Dqh97UbtSokRlPUXgdr3379knr1q3z1j6JOCvGaLPXmWeeaY0dO9ZMW7pz506rf//+VvPmzc10br5mMbVnzx4ze4v+vnz58szeQllHJep0dJa1r+vZAw88YFWrVs3M7AHK2m11+tChQ9a7775rZpvxdRHxyT89JyjraOLGer03yPNLzZo1TVepaBFzgYUWvs5lXniKx7/97W9mDuB//vOf1uHDh822zZs3m2m7KlWqVKTigbKOFtTp6CxrnQpw6NChZn++PyhrN9ZpnaZXp91UmZmZEcqhd1DWlHWozi+6DtLAgQPNNLjRdn6JuTEW2qdOp+86cuSIea6ziKjHHnvMLI0+bdo0s+Kz0tlb7rzzTtPXTpt+QVlHI+p0dJZ17dq1pU+fPmZKWb4/KGs31mntfqFTcmr3DJ2uN2q6WrgUZU1Zh+r8orNZ6fTD2j0/2s4vMbmORceOHc24CT3h+wbxaH82pfNyN23aVN58803zPDs7WypWrBjR/LoZZU05x1qdPu2008y888o3XguUtVe+p0FZu4Ub63VHD5xfPN9icfjwYbMQlc5X7PPCCy+Y0fU677nSD02jRNW9e3dzjA9BBWUdbajT0V3WvrtNKhq/9KMVZe2OcyIo62jkxnp92KPnF08HFps3b5arr77aLCyiC4W98cYbZrv+e+rUqbJ48WKz4Ig2P/mmINu7d6+Z5UI/yBhszAkaZU05ew11mrL2Guo0Ze1FbqzXm12YZ4n16Wb1Q9PoTqfm6tChg5nucfDgwWYu4LPPPttM56UfkI6h0Gm6dMVFnTpvwYIF8uWXX+at6grKOlpQpylrL6JeU85eQ52mrGO5fnhyjEVGRobceOON5sPQyM9HB7+0atXKDEbz0WYoXaNCj9FuT3/+85/NhwvKOppQpylrL6JeU85eQ52mrGO9fkR32BMkbTo6cOCAXHvttea5zmShTUm6Gqt+QOr/pto1KxU+/vjjBfYDZR1tqNOUtRdRrylnr6FOU9axXj/ckcsA6TSPr7/+upx33nnmuS6HrlJTU/M+GN+q2vkHzUTrQJhoRllTzl5DnaasvYY6TVl7kRvrdW0X5jlQngws1Omnn54X5ZUrV878WyNAHfziM2nSJHnppZfyRty76YOLJpQ15ew11GnK2muo05S1F7mxXp/uwjxLrHeFyk+jvvxz/foiwnHjxpm+a2vXro36gTBuQVlTzl5DnaasvYY6TVl7kRvrdbwL8xzTLRb5+can6weUlpYmkydPln/+85+yatUqadOmTaSz5ymUNeXsNdRpytprqNOUtRe5sV5bLsxzWdwXCgXBFwVqk9OLL74oSUlJ8vnnn0u7du0inTXPoawpZ6+hTlPWXkOdpqy9yI31Ot6FeS5LTLRY+PTu3dv8XLFihZk7GJS121GnKWsvol5Tzl5DnaasY6V+eHIdi7KWUNeFR0BZewV1mrL2Iuo15ew11GnKOhbqR8wFFgAAAABCL6a6QgEAAABwBoEFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgDgAcuWLZO4uDjz0+eWW26RRo0aSSx76KGHTLns27cv0lkBAM8jsAAAhNzs2bPl6aefpmQBIIYQWACAR7344ouyZcuWiLw2gQUAxJ7ESGcAAOCMcuXKUbQAgLChxcLl9G5k27Zt8x6VKlWS+fPnRzpbABywc+dOGTJkiNSrV08qVKggjRs3lj//+c9y/PjxYvcvPMZi+/btZrzB5MmT5bnnnpMmTZpI5cqV5eKLL5Zff/1VLMuSiRMnSv369c13yZVXXikZGRkF0nz//felT58+eXk47bTTzDE5OTl5+/Ts2VMWLFggv/zyi3k9feTPx7Fjx2T8+PHStGlTk0ZaWpqMHj3abA/U999/L9dff72kpKSYPDdr1kweeOCBIvsdOHDAlEe1atWkatWqMnjwYDly5EiBfV555RW54IILpFatWiZfZ511lkybNq1IWvpeLr/8cvn888+lY8eOUrFiRVOW//73v4vsu379eunRo4fJm5brww8/bF5Hy0Q/j/w++ugjOe+88+SUU06RKlWqmHLetGlTwGUCAJFCi4XL6Ul03bp15t+HDh0yJ7yLLroo0tkCEGK///67uYjVC+Tbb79dzjzzTBNovP3220UukMvyxhtvmGDkL3/5iwkc/vnPf5qLc72o1sHff/vb32Tr1q3yzDPPyF//+leZOXNm3rGzZs2SU089VUaNGmV+Ll26VMaNGycHDx6UJ554wuyjF/aZmZny22+/yZQpU8w23Vfl5ubKFVdcYS7K9X00b95cNmzYYPb74YcfAroxohfteiGuLTOaln7//fTTT/Kf//xHHnnkkQL76vvTQGzSpEmyZs0aeemll0wA8fjjj+fto0FEixYtTP4SExNNOnfeeafJ8/Dhwwukp+Vz7bXXmkBv0KBBpow0cGnfvr1JQ+nnc/7555sgYsyYMSZg0NfVoKWw1157zaTTu3dvkyf9TDU/5557rqxduzbmB+EDcAkLnvHGG29Y119/faSzAcABAwcOtOLj461vvvmmyO9yc3OtTz75xNKvdP3pM2jQIKthw4Z5z7dt22b2SUlJsQ4cOJC3fcyYMWZ7mzZtrBMnTuRtv/HGG63y5ctb2dnZeduOHDlS5PXvuOMOq3LlygX269OnT4HX9nnttdfM+/jss88KbJ8+fbrJwxdffOF3mXTv3t2qUqWK9csvvxQpD5/x48ebdG+99dYC+1x11VVWzZo1C2wr7r317t3batKkSYFt+r40zeXLl+dt27t3r1WhQgXr3nvvzdv2l7/8xYqLi7PWrl2bt+2PP/6watSoYY7Xz0NlZWVZ1apVs2677bYCr7N7926ratWqRbYDQLSiK5SDli9fLn379jVdBvSOVUl34rRLgt5p0+b0Tp06yddffx3U67311lvSv39/m7kGEG30jrl+f+j3SYcOHYr8Xr9fAnHdddeZ7kA++r2j/vSnP5k79fm3a8uG3nn30S49PllZWWYaV2010Dvs2i2pLPPmzTOtFNriosf6Htpaoj755BO/3kN6err5jr311lulQYMGZZbHsGHDCjzXPP/xxx+mpaW496YtLpov7cb0888/m+f5aTcpTcNHu2JpC7Lu67No0SLp0qWL6abqU6NGDbnpppsKpLV48WLTEnXjjTcWKJOEhATzGfhbJgAQaXSFCsIXX3xhuiQUHhi5efNmqVmzptSuXds8P3z4sLRp08ac+K6++upi05o7d67pUjB9+nRzAtHpGbUpXMdOaDO90pPSyZMnixz73//+1wQtSk+OK1askDlz5gTzlgBEMb2I1r/xli1bhiS9whfiviBDxzoUt33//v1527TP/9///nfTBSr/RbkqfPFdnB9//FG+++47cyFenL179/r1HnwX8P6WSeH3XL169bz3lpSUZP6t3+069mPlypVFupfpe8sfjBVOz5dm/rLSMSYaWBSmY0sKl4nyBVeF+fIHANGOwCJAvr62p59+urmI1ztKSgMBPSlokKCDENWll15qHqV56qmn5LbbbjMDCZUGGDroUfvr3n///WabbwxFaXRApQ7A1FYPACiN73vL3+06qFvpXXW9g68Xuv/4xz/MwG39ztExCzouQ78fy6L7tGrVynz3FadwcBMqZb03HZtx4YUXmpYUzZvmo3z58rJw4UIz/qPweysrvUD40tZxFnXq1Cny+/ytSAAQzfi2ClB8fLw50XTv3l0GDhxoTgTbtm0zQUW/fv3yggp/aBeD1atXm0F9+dPv1auXuWMWaDcoHbwIwHv07r5ezG/cuDGi+dCB3dp96N133zXfgT76Hehv9ywNRr799ltzER9oF678dBYmFaoy0YHaOivVBx98UKA1wk43pIYNG5pB3oUV3qZlorSVWr//AcCtGGMRBO1+pN0AdFaTAQMGmKBCTwbFTUtYGu1Dq1M0+rpO+ejz3bt3+52ONtHruAztQgXAe/SGg9640IvfVatWheQueTB8d+nzv57eIHn++eeL7KszIBXXNUpnZ9IxG7p4X2FHjx41XUj9DbY0uNHW3R07dtguj+Lem+Zfp4YNln4n602i/K3OOguXzspVeD8NHB999FE5ceJEsV3hAMANaLEIkt7R0tYK7Ragd85efvllW3ff7NB+v3v27InIawMID73o1HFV+p3jm6Z1165dZjC03uQIh65du5pxBDot6l133WW+8/R7sLgLeZ121TeG7JxzzjHTzerg85tvvtm0sOpgam0N6Natm7nBogO/dfvHH39c7AD14vzrX/8y07G2a9fOlIlOJ6trQ2h3Un+6kOanXUm165Pm8Y477jDTd2vwo60IWs7B0Bbs119/3UwBrlP7+qab1fOHBhi+c4YGFXpjSstG38sNN9xgAicNmPS9aBk9++yzQeUBAMKJwCJIeiGvJzI9CX3zzTdyzz33mDnfA5GcnGzukhUOCvR5cf1sAcSu1NRU+eqrr+TBBx80d7x14LRu03FcushdOOjkFB9++KHce++9ZgC3Bhk6k5R2ayrcYqrrP+jFvd7x1zEK2i1Ivy+19UVnuNJtuqDce++9Z/KvN2hGjhwpZ5xxht/50ckxvvzyS1MmemGenZ1tXkdbRQKlMzrpmiD6vnTtDv0O1sUH9QJfJ+AIho7T0OBJgzANDDUtHaOnAYZuyz8mTlu/tTX8scceM+uBaLcs/Xx15infGDwAiHZxOudspDPhNtqFSVeW1QHcerdQF3XS5zrmQle0LY7emdITqHZnyE9ngtIZpnxBiQ7i07tZI0aMyBu8DQDwjrvvvlteeOEF0ypS0iBwAHAjWiwCpBf+eodQ74ppM7/O1qHzmes85DrWQu8waeuF0pNG/kF6OsBR7+DpPOa+wYHaTUC7FWjTvwYYOt2s9jHmDhUAuJ+OG8m/PoYOftfuY9qFi6ACgNfQYhEEDSK0ebrw1K5r1641Td3169fPm0Hl/PPPL3K8BhKzZs3Ke659Z7XpWwds65oV2m/Yt2AVAMQaHTStF+SlcUt3Uf1O1xZtHROj3Vx1PN7vv/8uS5YsKTCzFgB4AYEFACCq3HLLLfLqq6+Wuo9bevGOHTvWjN347bffTJdYHZyti/AxrSwALyKwAABElc2bN5u7+qXhwhwAog+BBQAAAADbGLzt54BtvXtWpUqViK1VAQAAAISbdj3NysoyU2LrlOGlIbDwgwYVOh85AAAAEIt+/fXXvAmKSkJg4QdtqfAVqK6Q6m8rR3p6upklqqzoDvZQ1uFBOYcPZU1Zew11mrL2IjfW69wg8qwLsuoNdt/1cGkILPzg6/6kQUUggYWuAqv7u6WyuRVlTTl7DXWasvYa6jRl7UVurNe5NvLsz3AAd5QCAAAAgKhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAEAUSkxMjHQWAAAICIEFAERITm5usdvj4+MlOTnZ/AzkOAAAIslVt8QmTZok7777rnz//fdSqVIl6dq1qzz++OPSrFmzUo+bN2+ePPjgg7J9+3Y5/fTTzTGXXXZZ2PINAMVJiI+Xm6Yul+92HvC7gJqnVpM3RnanQAEAUcdVgcWnn34qw4cPl3POOUdOnjwpY8eOlYsvvlg2b94sp5xySrHHrFixQm688UYTlFx++eUye/Zs6devn6xZs0ZatmwZ9vcAAPlpULF2WwaFAgBwPVcFFosWLSrwfNasWVKrVi1ZvXq1dO9e/B28qVOnyiWXXCL33XefeT5x4kRZvHixPPvsszJ9+vRijzl27Jh5+Bw8eND8zM3NNQ9/6H6WZfm9P4JHWYcH5Rx6JXV18gffLaFBvQ4Pyjl8KGvKOtT1I5B9XRVYFJaZmWl+1qhRo8R9Vq5cKaNGjSqwrXfv3jJ//vwSj9HWjQkTJhTZnp6eLtnZ2X5/CJo//fDsXDyAso4W1OnQD87WcRTBysjIMC23sId6HR6Uc/hQ1pR1qOtHVlaWeD6w0IK5++67pVu3bqV2adq9e7fUrl27wDZ9rttLMmbMmALBiLZYpKWlSUpKiiQlJfmdv7i4OHMMgYWzKOvwoJyjS2k3VOA/6nV4UM7hQ1lT1qGuHxUrVhTPBxY61mLjxo3y+eefhzztChUqmEdh+gEEEiToBxfoMQgOZR0elHP04HsldKjX4UE5hw9lTVmHsn4Ecr5xZWAxYsQI+fDDD2X58uVSv379UvetU6eO7Nmzp8A2fa7bAQAAAISGq26la38wDSree+89Wbp0qTRu3LjMY7p06SJLliwpsE0Hb+t2AAAAAKGR6LbuTzpd7Pvvvy9VqlTJGydRtWpVs66FGjhwoKSmppoB2GrkyJHSo0cPefLJJ6VPnz4yZ84cWbVqlcyYMSOi7wUAAADwEle1WEybNs2MZO/Zs6fUrVs37zF37ty8fXbs2CG7du3Ke66L6GkwooFEmzZt5O233zYzQrGGBUKxijErIAMAALiwxUK7QpVl2bJlRbZdd9115gGEavVjxQrIsUGDR60j4T4WAAC3cVVgATiF1Y9REgJPAAD8Q2ABOIQ73d5B4AkAQNkILACHcKcbAADEEgILwIV3umkNAQAA0YbAAnChSLWGJCbylQEAAIrHVQLgUuFuDYmPj5fk5OSgjgUAAN5HYAGgAMaGAACAYBBYAAhLawjjQgAA8DYCCwBhQUsIAADeRmABIGyYJQsAAO8isADgerSGAAAQeQQWADyB1bEBAIgs5oUEAAAAYBuBBQAAQcrNyYnIsQAQjegKBQBAkOITEuSz2x+UzC3bAzquarNGct6MiZQ7AE8hsAAAwAYNKjLWb6EMAcQ8ukIBAAAAsI3AAgAAAIBtBBYA4DEMKA5MYiK9ggEgFPg2BQCPYUBx0UBLy6TYsoqPl+Tk5KCOBQAURGABAB7EgOL/H4EWAIQHgQUAwPMItADAeYyxAAAAAGAbgQUAwNWDzlnBGgCiA12hAACuHQvBCtYAED0ILAAAUYOxEADgXnSFAgD4jTUyAAAlocUCAOA3pm4Nn2DX0GDtDQCRQmABAAgI3ZXCgzEnANyGwAIAgChFEAfATRhjAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAACxF1gsX75c+vbtK/Xq1ZO4uDiZP39+qfsvW7bM7Ff4sXv37rDlGQAAAPA61wUWhw8fljZt2shzzz0X0HFbtmyRXbt25T1q1arlWB4BAIhWuTk5ETkWgPclistceuml5hEoDSSqVavm177Hjh0zD5+DBw+an7m5uebhD93Psiy/90fw7JZ1fLy9+Lqk13UqXbem7cY8R3Pabsyzk2m7Mc9Opl1qugkJ8tntD0rmlu0BpVm1WSM5b8bEoL5rOSeGD2VNWYe6fgSyr+sCi2C1bdvWBAstW7aUhx56SLp161bivpMmTZIJEyYU2Z6eni7Z2dl+fwiZmZnmw7N74oFzZZ2YmCjJycm2ijgjI0NOnjwZlnTdmrYb8xztabsxz06m7cY8O5l2WelqUJGxfktI0y4N58Twoawp61DXj6ysLPGX5wOLunXryvTp06VDhw4msHjppZekZ8+e8tVXX0m7du2KPWbMmDEyatSoAi0WaWlpkpKSIklJSX5/cDqWQ48hsHBWpMu6Ro0arkrXrWm7Mc9Opu3GPDuZthvz7GTa0ZbnSH9PxxLKmrIOdf2oWLGi+MvzgUWzZs3Mw6dr167y008/yZQpU+S1114r9pgKFSqYR2H6AQTyhagfXKDHIDiRLGunXtPJ9+LGtN2YZyfTdmOenUzbjXl2Mu1ozDPnxPChrCnrUNaPQP7mY/KKt2PHjrJ169ZIZwMAAADwjJgMLNatW2e6SAEAAAAIDdd1hTp06FCB1oZt27aZQEH7fDZo0MCMj9i5c6f8+9//Nr9/+umnpXHjxtKiRQsz8FrHWCxdulT++9//RvBdAAAAAN7iusBi1apVcv755+c99w2yHjRokMyaNcusUbFjx4683x8/flzuvfdeE2xUrlxZWrduLf/73/8KpAEAAAAgxgILndFJp8gqiQYX+Y0ePdo8AAAAADgnJsdYAACA8NI1NOwIdtVvVgsHwsd1LRYAAEQTXZE6HMe4gV7E68rexU1XWdaCfyUda2fFcN9q4QDCg8ACAIAg6cVwsBeuZV1Iu1EwF/+BBAB2VgwH4DwCCwAAbFxIv/PkXNn3696AjktOqyXX3Nvfk+Xutot/OwGeF4NDwA4CCwAAbNiwbJ3s2BTYHfoGLRp5NrBwG6dbWYBYQmABAABimttaWYBoxaxQAAAAAGwjsAAAAHCAnalumSYXbkRXKAAAAAcwfgOxhsACAADAIYzfQCyhKxQAAAAA2wgsAAAAANhGVygAgOfpmgPhOAYAYhmBBQDA03R2nWAXMmNlZQDwH4EFAHgQd+gLzszzzpNzZd+vewMqw+S0WqyODQABILAAAI/hDn1RG5atkx2btgdUjg1aNCKwgCslJnJ5h8ig5gGAB+/QPzB7jWxLzwrouMYpVeSRAe0cyxeA0Cmpm158fLwkJycHfBwQCgQWAOBBH637TdZuywjomLMb1yCwADy8+J52kQx2vBHgDwILAAAAF2LxPUQb1rEAAAAAYBuBBQAAAADbCCwAAACQN7g7EsfCGxhjAQBw7fobrI4NRH5QuO9vkYHhILAAALh6/Q2mzwRCi0HhCBaBBQDAtStkszo2AEQPAgsAgGtXyGZ1bACIHgzeBgAAgOMYGO59tFgAAADAcQwM9z4CCwAAAIQFA8O9ja5QAAAAAGwjsAAAAABgG12hAACOL0rHQnYAnBTsejasgxNaBBYAAMcXsbNz4gcAJwaGs1p46BFYAAAcXcROsZAdAKcxMDzyCCwAAI4uYqdYyA4AvI/B2wAAAEAQEhO5R58fgQUAAAAQ4Grh8fHxkpycbH4GeqxXEWYBAAAAxWC18MAQWAAAAAAlYFC4/+gKBQAAACD2Aovly5dL3759pV69ehIXFyfz588v85hly5ZJu3btpEKFCtK0aVOZNWtWWPIKAAAAxArXBRaHDx+WNm3ayHPPPefX/tu2bZM+ffrI+eefL+vWrZO7775bhg4dKh9//LHjeQUAAABCPbg7WgeGu26MxaWXXmoe/po+fbo0btxYnnzySfO8efPm8vnnn8uUKVOkd+/exR5z7Ngx8/A5ePCg+Zmbm2se/tD9LMvye38Ez25ZlzSbQyCvH8503Zq2G/MczWm7Mc9Opu3GPDuZthvz7GTabsyzk2m7Mc9Oph2xPCcEvlp4/hXDg7nuCeaaKZB9XRdYBGrlypXSq1evAts0oNCWi5JMmjRJJkyYUGR7enq6ZGdn+/0hZGZmmg/PbqWEc2Wt80/rVHF2ZGRkyMmTJ8OSrlvTdmOeoz1tN+bZybTdmGcn03Zjnp1M2415djJtN+bZybQjmefMLdslY/2WkKYd6mumrKwsv9P3fGCxe/duqV27doFt+lxbIY4ePSqVKlUqcsyYMWNk1KhRec9137S0NElJSZGkpCS/PzgdA6LHEFg4K9JlXaNGDVel69a03ZhnJ9N2Y56dTNuNeXYybTfm2cm03ZhnJ9N2Y56dTNuNeQ42bb1mKleunFSvXt3va6aKFSv6nb7nA4tg6CBvfRSmH0AgF656sRvoMQhOJMvaqdd08r24MW035tnJtN2YZyfTdmOenUzbjXl2Mm035tnJtN2YZyfTdmOey0pbx2BoV6vijtEbsYEcF8h78HxgUadOHdmzZ0+BbfpcWx6Ka60AAC9onlotLMcAAKJPfBDjN3xjN+zwfGDRpUsXWbhwYYFtixcvNtsBwItycnPljZHdgz42gVZWAHC9TBvjN2ImsDh06JBs3bq1wHSyOo2s9jNr0KCBGR+xc+dO+fe//21+P2zYMHn22Wdl9OjRcuutt8rSpUvlrbfekgULFkTwXQCAczQweOfJubLv170BHZecVkuuube/Y/kCAHib6wKLVatWmTUpfHyDrAcNGmQWvtu1a5fs2LEj7/c61awGEffcc49MnTpV6tevLy+99FKJU80CgBdsWLZOdmwKbArDBi0aEVgAAGInsOjZs6eZIqskxa2qrcesXbvW4ZwBAAAAsYvpigAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAEDszQoFAADgFrqacTiOAVwbWOhCcw8++KBZI6KwX375RSZMmCAzZ84MRf4AAABcefGfm5Mj582YGFSe9Nj4hISgjgVcFVjoWhG6onVxgcW+ffvk1VdfJbAAAAARDQAiffGvvzux/gHJPbwtoHTjT2ks5Vo/ElSeAFd2hYqLiyt2+48//ig1a9a0kycAAICQBACRvvjP2f2RWPsDW6TXqn42gQW8HVhMmzbNPHxBxYABA6RSpUoF9snOzpbt27fLddddF/qcAgCAmBVMAMDFPxClgUW9evWkffv25t8bN26UZs2aSUpKSoF9ypcvL82bN5chQ4aEPqcAACCmBXr33+t3/p3oGgaEJbC48sorzcNHB283adLE1osDAICSceGIcHcNC6beBXsMvCeoMRavvPJK6HMCAADCcuEI93Oqa5jTM1kRtHhb0NPNHj58WObOnVvkdzfccIMkJSXJjBkzQpE/AABikl6gvfPkXNn3616/j0lOqyXX3NtfIokLR3d3DXNyMHu0BS3+7k+ddjiwWLx4sUyePLnY311zzTXy17/+NZhkAQBAPhuWrZMdm7b7XSYNWjSKaGDBug3e4NRMVtEYtJQVsERbMORkQBSK7mxBBRbp6elFBm776FSze/bssZsvAADgEKcuZoJpZYmWlhbEXtDiT8ASjcGQkwGR3a6UQQUWqamp8tVXX8kFF1xQ5He6vW7dukFnCAAAOMfpO7CBtrJEQ0sLvMGpWcOiKRhyMiAKxcKMQQUWN954ozzyyCNy2mmnyfXXX5+3fd68efLoo4/KXXfdZStTAADAGbQqANEjx8EFFCMxPXNQgcW4ceNk3bp1ZqC2rlmhLRS7du2SI0eOyKWXXirjx4+3lSkAAOAcWhUAOCGowEIXwvvwww/NIO6lS5fKH3/8YcZW9OrVSy688MLQ5xIAAACA9wILn4suusg8AAAAAMQ2W4GF0u5P2dnZRbbXqFHDbtIAAAAAvBxYWJYlDz/8sLzwwgtmbEVxcnJy7OYNAAAAgEvEB3PQlClT5KmnnpLhw4ebIOOBBx4wA7rPOOMMadSokbz44ouhzykAAAAAb7VYvPzyyzJhwgQTWGhQ0a9fP2nXrp08+OCDcsUVV8jWrVtDn1MA8KDmqdUc3R8AgKgOLLZv3y5t27aVhIQEKVeunBw4cMBsj4+PlzvvvFOGDh1q1rMAAJQsJzdX3hjZPajjEuKDanAGACC6AgudWvbQoUPm3w0aNJA1a9bkrcK9b98+M6AbAFA6DQ7eeXKu7Pt1r99FlZxWixWKAQDeCSy6desm33zzjVx22WUyYMAAeeihh2T37t2m9ULHV7CWBQA4s1BZgxaNCCwAAN4JLDSQ2Llzp/n32LFjTVeoN998U44ePWrWtXjmmWdCnU8AAAAAXgssmjVrZh6qQoUKMnXqVPMAAAAAEJtsL5D322+/mbUs6tWrJ6mpqaHJFQAAAABXCXpakRkzZpiB2w0bNpTOnTubf6elpZlF8wAAAADElqBaLCZNmmTWr7j55pvl2muvldq1a8uePXtk3rx5ZrrZjIwMGTNmTOhzCwAAAMA7gYUOzr7vvvvk8ccfL7C9b9++JsjQ3xNYAAAAALEjqK5QBw8elF69ehX7u4svvliysrLs5gsAAACA11ssevfuLf/73//M1LKFLV68mHUsAHhK89RqYTkGAICYCyyGDh0qd9xxh+zdu1f69esntWrVMv9+7733ZOnSpWYAt67G7dOuXbtQ5hkAwiYnN1feGNk96GN1dW0AAGJBUIFFnz59zM9XX33VPOLi4sSyrLzfX3755eanbtPf5eTkhCq/ABBWGhi88+Rc2ffr3oCOS06rxQrZAICYElRg8cknn4Q+JwAQpTYsWyc7Nm0P6JgGLRoRWAAAYkpQgUWPHj0kkp577jl54oknZPfu3dKmTRszC1XHjh2L3XfWrFkyePDgAtt0tfDs7Oww5RYAAADwPtsrbx85cqTYi/QaNWqIE+bOnSujRo2S6dOnS6dOneTpp582g8m3bNlixnoUJykpyfzeR7tnAQAAAIiC6WaHDRsmNWvWlCpVqkhKSkqRh1Oeeuopue2220wrxFlnnWUCjMqVK8vMmTNLPEYDiTp16uQ9dK0NAAAAABFusdCLep39SWeHOuOMM6R8+fISDsePH5fVq1cXWHwvPj7erKmxcuXKEo87dOiQNGzYUHJzc80MVY8++qi0aNGixP2PHTtmHvkDKaXH68Mfup8OXvd3fwTPbllrHbKjpNd1Kl23pu3GPEdz2m7Ms5NpuzHPTqbtxjw7mbYb8+xk2m7Ms5NpuzHP4SyPQK6vggosdA2L559/Xm666SYJp3379pkZpgq3OOjz77//vthjmjVrZlozWrduLZmZmTJ58mTp2rWrbNq0SerXr1/sMZMmTZIJEyYU2Z6enu732Az9EPT19ILXbsWBc2WdmJgoycnJttYpyMjIkJMnT4Yl3fxp2xHutN2Y52hP2415djJtN+bZybTdmGcn03Zjnp1M2415djJtN+Y5nOURyMLXQQUWdevWlapVq4obdOnSxTx8NKho3ry5WWtj4sSJxR6jLSI6jiN/i0VaWprp4qXjNfy92NUuWHoMgYWz7Ja13XUKShpP5FS6PnaCFqfGQDmZthvz7GTabsyzk2m7Mc9Opu3GPDuZthvz7GTabsyzk2m7Mc/hLI+KFSs6G1g89NBD5q7+ueeeK9WqhW91WY2+EhISZM+ePQW263MdO+GPcuXKydlnny1bt24tcR+dNUofhelFayAXrnqxG+gxCI7dsnZqnQKn0nV60TY7QUtpn4FT6drlxrTdmGcn03Zjnp1M2415djJtN+bZybTdmGcn03ZjnsNZHoG8TlCBxQ033CDr16+XBg0aSNu2bYsEF3qR9/7770uo6ViO9u3by5IlS8yK37671fp8xIgRfqWhXak2bNggl112WcjzB/dyap0Cp9J1ctE2p4KWaA6GAACAfUEFFlOmTJHHHnvMjG3QC/VA+l7ZpV2UBg0aJB06dDBrV+h0s4cPH85bq2LgwIGSmppqWlTUP/7xD+ncubM0bdpUDhw4YNa/+OWXX8zAc8DN3Ba0uDEYAgAADgcWGlQMHz5cpk6dGvZuPv379zeDqMeNG2cWyNMWk0WLFuUN6N6xY0eBPO3fv99MT6v7Vq9e3bR4rFixwkxVC6B4tOAAAICwBBY67at2RYrU2AHt9lRS16dly5YVaV3RBwBvcyoYAgAA/okPdozFwoULgzkUAAAAgAcF1WLRrVs3+fvf/y67du0yi9MVNzPU1VdfHYr8AQAAAPBqYKEDpH3jGebMmVPk9zorlA7qBgAAABAbggostm3bFvqcAAAAAIitwKJhw4ahzwkAACigXtNUR/YPNN1gjwEQW/wOLKpUqWK6OPlD98vMzLSTLwAAYlpuTq7cPmVEUMfFJ8SHPF1/0lYELUDs8juwuPfee/0OLAAAgD16AT9nwxTZe2Sn38fUqpwqN7S6J+Tp+pu200ELAI8EFg899JCzOQEAAAWs2/OZbD+w2e9SaVTtrDIv/oNJ19+0NTD4+Mc3JCN7b0Bp16hYS3qfflNAxwDhEp/UXHKDOMZtafubbsjHWAAAABTnk1/eCSpoIbCIHtF0setk2v6ka1k5Ur7zGwGkWvDYuLgEcVPaZaVbFgILAAAAF+JC2vkLaf2dU10H46IsbX/SLQuBBQAAcAWnunZE0110f9PmQjp8F9JOdR2MtrT9Tbc0BBYAACDqOXUhHY3dUfxJmwvp6LiQRkEEFgAAIOo5dSEdbd1R/E1bcSGNaENgAQAAXMFts2Q5nTYQbZgwGgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANjGrFAAgIDUa5oalmMAAO5CYAEA8FtuTq7cPmVE0MfGJ8SHNACJhoCFQAsA/h8CCwCA3zQw2Dn+CTm2/deASq1CozRJnXCfI0GLEwGLv8c4HWgBgJsQWAAAApL58TI5um5jQMdUatuyzMAimKDFyYDFr4v/OCuodG0fCwBRiMACAODaoMWpgMXfoCU+PsGxtFVqlSYBpRvo/gAQSgQWAOBB9PsPTyuLk2nn5ubIXzpNDihd33Ea8IQ6APH3GCfTBhDdCCwAwGPo9+8NwbSG+NU1LMiAxZ+gxcm0AUQ/AgsA8Bgnu/7AA13DHOy+5XTXMADRjcACADzIya4/cD83dg0DEP2Y5w4AAACAbQQWAAAAAGyjKxQAAAAQAalRNENbKGZnI7AAAACA6zl1Ie3UxX9uFM7QZnd2NgILAAAAhEW0XaRHcgrl+CiboS0Us7MRWAAAALgQd+idv5B2egrlzCiaoS0Us7MRWAAAALgMd+jDdyHNFMr+I7AAAABwWdcf7tAjGhFYAAAAV6DrT0HcoUe0IbAAAABRj64/QPQjsAAAAFGPrj9A9COwAAAArkDXHyC6xYsLPffcc9KoUSOpWLGidOrUSb7++utS9583b56ceeaZZv9WrVrJwoULw5ZXAAAAIBa4LrCYO3eujBo1SsaPHy9r1qyRNm3aSO/evWXv3r3F7r9ixQq58cYbZciQIbJ27Vrp16+feWzcGNicwQAAAAA81BXqqaeekttuu00GDx5snk+fPl0WLFggM2fOlPvvv7/I/lOnTpVLLrlE7rvv/81TPHHiRFm8eLE8++yz5lgAAOyodGbTsBwDANHOVYHF8ePHZfXq1TJmzJi8bfHx8dKrVy9ZuXJlscfodm3hyE9bOObPn1/i6xw7dsw8fA4ePGh+5ubmmoc/dL9q1ar5vT+CZ7estQ616tlW6p5WL6DjktNq5b1+ONN1a9puzHM0pu1vusm3XC/Hf+8RUJ7L16vtV9p1/jpMTqRnBJR2uZQajqTtVLr+ph1nWdJ41lQJhpWTI1ZcXKn5DjQA8e1fVnnYCYbclLYb8+xk2m7Ms5NpuzHPkSiPQK6v4izLssQlfv/9d0lNTTXdm7p06ZK3ffTo0fLpp5/KV199VeSY8uXLy6uvvmq6Q/k8//zzMmHCBNmzZ0+xr/PQQw+Z3xf2ww8/SJUqVfKe165dW+JKOSmURou9pNd3a9puzLP+4aUkp0hcfJBp51qSvi+9yB+dU+m6NW035jma0y4z3ZQUW38v6enuStuNeS4r7cTERKlZvbrEJSQEnm5Ojvyxf7+cPHkypOm6NW035tnJtN2YZyfTdmOew10eWVlZcsYZZ0hmZqYkJSV5p8UiXLRFJH8rh7ZYpKWlmRNI/gLVk0JJcZmeKPRD0Q9XTz7FqVXr/915LE5pafsjEmlHKs+2y1r/yw0+38nJyWFNN1JpazmfOHFCypUrV2I5x1J5RLqsS03X5t+iG9MONl0ta20N15tQ0VbWcfHx8sA778m2fX/4nV7j5JryyDVXSY0aNUKarlvTdmOenUzbjXl2Mm035jkS5aGTH/nLVYGFfgEnJCQUufusz+vUqVPsMbo9kP1VhQoVzKMwPemUdkFV2IEDB8wFbSDHIDiUdXjo3QrqNGXtNXrzKFrr9UcbNsnaHTv83v/sBg3MhUFZ7yXQdN2athvz7GTabsyzk2m7Mc+RKI9Avhuj71u0FHpHqX379rJkyZICd5v0ef6uUfnp9vz7Kx28XdL+AAAAAALnqhYLpV2UBg0aJB06dJCOHTvK008/LYcPH86bJWrgwIFmHMakSZPM85EjR0qPHj3kySeflD59+sicOXNk1apVMmPGjAi/EwAAAMA7XBdY9O/f3wx2GzdunOzevVvatm0rixYtMoN71Y4dOwo02XTt2lVmz54tf//732Xs2LFy+umnmxmhWrZsGcF3AQAAAHiL6wILNWLECPMozrJly4psu+6668wDAAAAgDNcNcYCAAAAQHQisAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAQGwFFhkZGXLTTTdJUlKSVKtWTYYMGSKHDh0q9ZiePXtKXFxcgcewYcPClmcAAAAgFiSKi2hQsWvXLlm8eLGcOHFCBg8eLLfffrvMnj271ONuu+02+cc//pH3vHLlymHILQAAABA7XBNYfPfdd7Jo0SL55ptvpEOHDmbbM888I5dddplMnjxZ6tWrV+KxGkjUqVMnjLkFAAAAYotrAouVK1ea7k++oEL16tVL4uPj5auvvpKrrrqqxGPfeOMNef31101w0bdvX3nwwQdLbbU4duyYefgcPHjQ/MzNzTUPf+h+lmX5vT+CR1mHB+UcPpQ1Za30/GanDjmRrlvTdmOenUzbjXl2Mm035jmc5RHItaxrAovdu3dLrVq1CmxLTEyUGjVqmN+VZMCAAdKwYUPTorF+/Xr529/+Jlu2bJF33323xGMmTZokEyZMKLI9PT1dsrOz/cqvfgiZmZkmuLBbcUBZRwPqNGXtRdFar/X8lpycbGtM4smTJ0OerlvTdmOenUzbjXl2Mm035jmc5ZGVleWewOL++++Xxx9/vMxuUMHSMRg+rVq1krp168qFF14oP/30k5x22mnFHjNmzBgZNWpUgRaLtLQ0SUlJMQPH/T1Z6UBxPSaaTlZeRFlTzl5Dnaas7dKbbk5xY9puzLOTabsxz06m7cY8h7M8Klas6J7A4t5775Vbbrml1H2aNGliujHt3bu3wHaNpjSqCmT8RKdOnczPrVu3lhhYVKhQwTwK0wAhkCBBA4tAj0FwKOvwoJzDh7KmrO1w8rzjxrTdmGcn03Zjnp1M2415Dmd5BPI6EQ8s9I6+PsrSpUsXOXDggKxevVrat29vti1dutTc2fMFC/5Yt26d+aktFwAAAABCwzW30ps3by6XXHKJmTr266+/li+++EJGjBghN9xwQ96MUDt37pQzzzzT/F5pd6eJEyeaYGT79u3ywQcfyMCBA6V79+7SunXrCL8jAAAAwDtcE1j4ZnfSwEHHSOg0s+eee67MmDEj7/e6toUOzD5y5Ih5Xr58efnf//4nF198sTlOu11dc8018p///CeC7wIAAADwnoh3hQp0MElpi+E1atTIzOzhowOuP/300zDlDgAAAIhdrmqxAAAAABCdCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwAAAAAGBbov0kAACAE4ac11V2Hmjh9/6p1aryQQCIGAILAACikGVZMvzCC4I6Li4uzpE8AUBp6AoFAEAUCjY4IKgAECkEFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2MasUAAAxJhAp7FVTGULoCwEFgAAxJBgp7H1HVvWrFOXtmohZ9atE1C6jZNrBpUfANGFwAIAgBhiZzraso7NtSx55Jqrgkpbj41n/Q3A1QgsAABASJQUGOTm5kpmZqZUrVpV4uOLH94ZyaDCya5hdDtDLCGwAAAAjjt27JjtNAK9SPfn4t/JrmFOdzsDog2BBQAAiHrBXqSXdYHuZNcwJ9MGohHTzQIAgKgX7IU2F+hA+NBiAQAA4EJOdA0D7CCwAAAAcBmnuoYpBrMjWAQWAAAALhNXygxchw4dklNPPbXYGbjKCircPJjdqRYct87sNSQCLVoEFn5WZnXw4EG/C1b/sLOysqRixYolTq2H0KCsw4NyDh/KmrL2Gup0eMs6PT3d/Iyl6w+9Vrv5nA4BH6fTIJcVDAWTrj9pqwHt2sj5pzWWQNStmlTmNWkoy8P3Wr7r4dIQWPhBAwSVlpYW8AcEAAAAhNJ9EpnrYV2LpjRxlj/hR4zTqP/333+XKlWq+D27hEZ3Goj8+uuvkpSU5HgeYxllTTl7DXWasvYa6jRl7UVurNcHg8izhgoaVNSrV6/MVjBaLPyghVi/fn0Jhn5obqlsbkdZU85eQ52mrL2GOk1Ze5Eb63VSgHkuq6XCJ3Y63wEAAABwDIEFAAAAANsILBxSoUIFGT9+vPkJZ1HW4UE5hw9lTVl7DXWasvYiN9brCg7nmcHbAAAAAGyjxQIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmCBqJabmxvpLABwIcuyIp0FIOQ4JyLaEVjYOFFx4nLOvn37zM/4+HjJyclx8JVi2+HDh+X48eOyf/9+85yTFrxg27ZtMm/ePMnMzIx0VjyNc2L4cE4MHzeeF60ouj4lsPDTli1bzIIit9xyi7z00kvy/fffS1xcnCsqnNv88MMP0qRJE7n99tvN84SEBIILB2zevFmuv/566dmzp/Tu3Vu+/PJLE8jBmQvd6dOny6hRo2Tx4sV5FwkIvfXr10vHjh1l7dq1kp6ebrbxPR16nBPDh3Ni+LjxvLglyq5Po7u0oqiiderUyfz88ccfzQd30UUXyZIlS0yFo+Ui9OVdqVIl2bBhg9xxxx15wQUXB6Et43PPPVfOOOMMufrqq6VRo0bmiyk7O5v6HGJaj7WsP/jgA/nwww/lL3/5i8ycOdPUZ747QuvXX3+Vvn37yqBBg2TSpEnStGlTs/3kyZPmJ98hocE5Mbw4J4avnN12XtwcjdenFkp18uRJ609/+pN100035W1bu3atNWTIECshIcH68MMPzbacnBxKMkQWLlxonXHGGdZjjz1mtWrVyrrjjjvyfpeVlUU523T06FHrqquusv785z/nbXv55ZdNHT9+/LiVnp5OGYfI9u3brdNPP90aO3asKVt1//33W02bNjWfA0Jrzpw5Vs+ePfO+kx944AHrhhtusK6++mpryZIlFHcIcE4MP86JznPjefFklF6f0mJRBr3DpXfB0tLS8ra1bdvW3A3TrjrXXnutK5rK3KRVq1bSvn17GTp0qAwePFhWrlwp9957r9x6663yxhtvyIkTJyKdRVfTvqM//fSTtGjRIm+bPv/ss8/knHPOMY9Zs2aZ7dF6l8YNdGzQ+++/L2effbZppfB9R9x9993mM9C7Swgt/a6uWrWq+bfeeVy1apVp/dRuAb169TItRYp6HTzOieHHOdF5bjwv5kbp9WliWF/NhcqVKyctW7aUTz/91AzkqV69utmekpIiY8aMkb1798rEiRPlzTfflKSkpEhn1xNq1KghmzZtMn8w2hXq1FNPNWWdkZEh99xzj/lM9KJNu0chcFWqVDFfni+88ILUqVPHfPE8//zz5qH1+ttvv5UhQ4bIaaedJueddx5FHCStn/qd0K1bN1POPnqRe/DgQfnjjz8o2xCrV6+eqc8vv/yy+a5+7bXXzPeJevTRR833iXYbyH/xgMBwTgw/zonOc+N5sVyUXp9ym90P3bt3N33sXnnlFcnKysrbrlGi9uddt24ds4+EiLZGVKhQwfxhHzp0SCpXrmz6Cup27S+t/QcVQUXw9MJWW4OaN28ur7/+usyfP1+mTJli+qVfdtllpnVIf6flDnt0MN1dd91V4C6XfsFr/da67aPjLzSQhj0axGngMG3aNDly5Ii5IPONq9A637hxY3PTAoHfzVW+GfrOP/98zokOl7Wv3upPzonOl7WeF/Uuf7SfF9PT0/MmpYjWv0UCi0J+//13M8Dy3XffNc3oSmcI6Ny5s7z44oumwumdcx9tHtMLhPwfKAIv6zVr1uRF4Bo0aFeorVu3ysCBA2X58uXyn//8R0aOHGn21T9w2KvTF1xwgcyePdt0DUlMTJTU1NS8i18d6KoXv3Xr1qWYA7R9+3ZzMvLdJfLxnbiUNkvrw/d87Nix5k56tDSvu7Gs586da7Y1bNhQevToYYI0PaHqbFy+bgDa8lmtWjVzkQb/bdy40Xwfr169Ou+GzjXXXCNdu3blnOhgWWu91e8N/ck50fmyVjoT1Jw5c6L2vLhmzRrTLU5ngfLRv8UuXbpE199iWEd0RLn169dbTZo0sTp27GglJydbHTp0sN588828399yyy1mMPHdd99tbd261QzmGT16tBlovG/fvojm3QtlPW/evLzfP/TQQ1ZcXJzVuHFja/Xq1Wbb/v37reeff9766aefIphz95fz3LlzC+xzzTXXWKNGjbJ27dplBrCNGzfOatCggfXzzz9HLN9u9O2331r16tWzLrzwQqtz585WnTp1zGDiwrQep6SkWF988YU1ceJEq2LFitY333wTkTx7qaxnz56d93ud+KFu3bpW69atrS+//NLasGGDqdeNGjWyduzYEdG8u81tt91mvotr1aplff311wV+N2jQIKtFixacEx0sa9+kD+PHj+ec6HBZ62BoHx3IHU3nxXXr1lmnnnqqNXLkyGJ/f/PNN0fN9SmBxf/RD6J+/frmgzhw4IC1atUq86V56623WtnZ2XkFNmHCBOu8884zFbJ9+/bmhLZmzZqwfmheLusTJ06YffTnnXfemfcHn5uba34y+1Zoylm/QH1l+sgjj1jnnHOO+YK94IILzAUbdTowW7ZssVJTU82MT1q2evF60UUXWS+99FKRfXVms7PPPtvMXqRBhX4uCH1Zv/baa9Yll1xivqv14ldn4qJeB+6pp54yM+UMHz7cqlKlignU8tMg7txzz+Wc6HBZHzt2zFw0fvXVV+Y550TnylpNnjzZ3IiLhvPi+vXrrapVq1r33Xdf3nWQ3ixZuXKlCTh8NPiJhuvTOP2fxDjtZ6cDXX777Tcz2K98+fJmuzaHjR492jQ71axZM29/HXT5zTffmME+2vRev379CObe22WN8JTzokWLzMJiOqPOxRdfbPqiwz86/mfYsGGmqVwHDWsTuq8Lpc5IpAPq9HtCJx5QOshOZ4rS5umlS5dKmzZtKOoQlrV+H//1r3812/X0pgvlaRcGfdSqVYuyDpB2Q/3Xv/5lvke07D/55BPTJUO7jGhXC/2+4JzofFm3a9dOLr30Uuqvw2X91ltvmS5SWq+j4bx48uRJ0/1Ju3fq35l2F7/qqqtk586dZiE8PY9rl3HtEqp0/IV274rk9SmzQv1f/2ctfB2YoxdgejLS/s/ah1T75fqmN/X1d9QP8pJLLgn7hxVLZV34GKbzdaacfWWr9Zk6HRz9otdxP9q31Xehq9P9vf322zJgwAA5evRoXjCnq2/rxa+eyPr16ydnnnlmkK8am/wpaw2odaXiGTNmmDqvF2QInk40oLOYaVCmfbiHDx9u6q323f7uu+/MPpwTnS1rDZqZnjr89ToazouJiYnyzjvvmLFj1113nbkxpXnU8WV67tYgYtSoUSaQ0POMzggV6TzTFer/5O8352ti1L512nyev08uTen2UdbRVc6+MSwInq98lTZNd+nSxVqwYEHetrfeesv0j83fbA1ny3rjxo0F9kVg8nc71TLeu3dv3pisU045xTx0Ma7C+8LZsqZOh6+sfWMuoqHMN23aZFWuXNlq27attXv37rzt2lVfu8h169bNysjIiIq8xuysULt27ZKvv/7aNHXpXVtfE5dOp+ebrUWn6NLo0GfcuHFy4YUXmuYoepBR1l6p07pwGHU6uLL++OOPC5Sv0q5Negddpyj08X0e+RcygrNlrbO35N8XgZWzr5X42LFjpoVTW4H0ru6KFSvMVJzaHUNbg7T7CC3K4Str6nT4yto3C1q4y3xXoTzr46yzzjJTZev05b61eZTOcqctGNr9WVstoqF+xGRXKO0zd8UVV5gPZM+ePeYEpBdYvXv3Nh+Yr9uIPrQSateRhx9+WCZPnmxWYWQMAGUdbajT0VPWqvCUhNpcrf1dtSsPKGu31Gm96aBdK3QV8yuvvNJcwCxcuNCs7qsLc2k3y1NOOSXS2XcVypqyDqZ+6E3tRo0amfEUhdfx2rdvn7Ru3Tpv7ZOIs2KMNnudeeaZ1tixY820pTt37rT69+9vNW/e3Ezn5msWU3v27DGzt+jvy5cvz+wtlHVUok5HZ1n7up498MADVrVq1czMHqCs3VanDx06ZL377rtmthlfFxGf/NNzgrKOJm6s13uDPL/UrFnTdJWKFjEXWGjh61zmhad4/Nvf/mbmAP7nP/9pHT582GzbvHmzmbarUqVKRSoeKOtoQZ2OzrLWqQCHDh1q9uf7g7J2Y53WaXp12k2VmZkZoRx6B2VNWYfq/KLrIA0cONBMgxtt55eYG2Ohfep0+q4jR46Y5zqLiHrsscfM0ujTpk0zKz4rnb3lzjvvNH3ttOkXlHU0ok5HZ1nXrl1b+vTpY6aU5fuDsnZjndbuFzolp3bP0Ol6o6arhUtR1pR1qM4vOpuVTj+s3fOj7fwSk+tYdOzY0Yyb0BO+bxCP9mdTOi9306ZN5c033zTPs7OzpWLFihHNr5tR1pRzrNXp0047zcw7r3zjtUBZe+V7GpS1W7ixXnf0wPnF8y0Whw8fNgtR6XzFPi+88IIZXa/zniv90DRKVN27dzfH+BBUUNbRhjod3WXtu9ukovFLP1pR1u44J4KyjkZurNeHPXp+8XRgsXnzZrn66qvNwiK6UNgbb7xhtuu/p06dKosXLzYLjmjzk28Ksr1795pZLvSDjMHGnKBR1pSz11CnKWuvoU5T1l7kxnq92YV5llifblY/NI3udGquDh06mOkeBw8ebOYCPvvss810XvoB6RgKnaZLV1zUqfMWLFggX375Zd6qrqCsowV1mrL2Iuo15ew11GnKOpbrhyfHWGRkZMiNN95oPgyN/Hx08EurVq3MYDQfbYbSNSr0GO329Oc//9l8uKCsowl1mrL2Iuo15ew11GnKOtbrR3SHPUHSpqMDBw7Itddea57rTBbalKSrseoHpP5vql2zUuHjjz9eYD9Q1tGGOk1ZexH1mnL2Guo0ZR3r9cMduQyQTvP4+uuvy3nnnWee63LoKjU1Ne+D8a2qnX/QTLQOhIlmlDXl7DXUacraa6jTlLUXubFe13ZhngPlycBCnX766XlRXrly5cy/NQLUwS8+kyZNkpdeeilvxL2bPrhoQllTzl5DnaasvYY6TVl7kRvr9ekuzLPEeleo/DTqyz/Xry8iHDdunOm7tnbt2qgfCOMWlDXl7DXUacraa6jTlLUXubFex7swzzHdYpGfb3y6fkBpaWkyefJk+ec//ymrVq2SNm3aRDp7nkJZU85eQ52mrL2GOk1Ze5Eb67XlwjyXxX2hUBB8UaA2Ob344ouSlJQkn3/+ubRr1y7SWfMcyppy9hrqNGXtNdRpytqL3Fiv412Y57LERIuFT+/evc3PFStWmLmDQVm7HXWasvYi6jXl7DXUaco6VuqHJ9exKGsJdV14BJS1V1CnKWsvol5Tzl5DnaasY6F+xFxgAQAAACD0YqorFAAAAABnEFgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAiFGzZs2SuLg42b59uyPpa7qavr4OAMD7CCwAwOMeffRRmT9/vrjJihUr5KGHHpIDBw6Ilz8Dr71PALGNwAIAPK6ki9qbb75Zjh49Kg0bNpRooxfcEyZMiInAwkvvE0BsI7AAAA+yLMsEDaVJSEiQihUrmu5K8JYjR45EOgsAYhCBhQdcddVVUr16dbn22msjnRUAftLuL3pB//3338v1118vSUlJUrNmTRk5cqRkZ2fn7ffKK6/IBRdcILVq1ZIKFSrIWWedJdOmTSuSXqNGjeTyyy+Xjz/+WDp06CCVKlWSF154wbzG4cOH5dVXXzX/1sctt9xS6hiLjz76SHr06CFVqlQx+TrnnHNk9uzZBV7Ll0Z+PXv2NI/SrF+/3hzbpEkTE9TUqVNHbr31Vvnjjz8KlM19991n/t24ceO8fOfP5+uvvy7t27c377NGjRpyww03yK+//iqB8L3/zz//XO666y5JSUmRatWqyR133CHHjx83rQgDBw4036/6GD16tAnY8ps8ebJ07drVfHaaF83T22+/XWCfkj6DUL1PLfOWLVvK6tWrpXv37lK5cmUZO3ZsQGUBAKGQGJJUEFF6IaInZj1pAXAXDSr0Qn3SpEny5Zdfyr/+9S/Zv3+//Pvf/za/1yCiRYsWcsUVV0hiYqL85z//kTvvvFNyc3Nl+PDhBdLasmWL3HjjjebC+LbbbpNmzZrJa6+9JkOHDpWOHTvK7bffbvY77bTTSsyPXmzr94m+5pgxY8yF9tq1a2XRokUyYMAA2+938eLF8vPPP8vgwYNNULFp0yaZMWOG+anvXy+sr776avnhhx/kzTfflClTpkhycrI5Vi/81SOPPCIPPvigKTt9b+np6fLMM8+Yi2rNq+Y5EH/5y19MXrRLkuZB86NpaDelBg0amG5MCxculCeeeMJcwGuw4TN16lTz2dx0000mGJkzZ45cd9118uGHH0qfPn3MPiV9BqecckrI3qcGZpdeeqkJPP70pz9J7dq1bX9WABAwC57wySefWNdcc02kswHAT+PHj9db39YVV1xRYPudd95ptn/77bfm+ZEjR4oc27t3b6tJkyYFtjVs2NAct2jRoiL7n3LKKdagQYOKbH/llVfMMdu2bTPPDxw4YFWpUsXq1KmTdfTo0QL75ubmFnit4tLr0aOHefhoupq+vo5Pce/nzTffNPstX748b9sTTzxRIG8+27dvtxISEqxHHnmkwPYNGzZYiYmJRbaXxvf+tTzzv78uXbpYcXFx1rBhw/K2nTx50qpfv36B91fc+zl+/LjVsmVL64ILLvDrMwjF+9Q8aRrTp0/3+70DgBPoCuWg5cuXS9++faVevXrmLlxJs7I899xz5o6ldgvo1KmTfP31105mC0AUKdzqoHfPld4hV9oFxiczM1P27dtnuinpXX99np92p+ndu7et1oSsrCy5//77zfdRfqEah5H//WiXL30/nTt3Ns/XrFlT5vHvvvuuaa3Ru/h6rO+hLQ6nn366fPLJJwHnaciQIQXen34Pa5cn3Z5/PIp2MdNyL+n9aEuTfibnnXeeX+8llO9Tu8lpKxAARBJdoYLwxRdfmCbtcuXKFdi+efNm08/W1wStfWrbtGljuhVo035x5s6dK6NGjZLp06ebk9nTTz9tLgy0S4P2qVZt27aVkydPFjn2v//9rwlaALiXXiTmp11k4uPj8/rZ6/fN+PHjZeXKlUUG5OpFbNWqVQsEFnb89NNP5qd293FKRkaG6XKkXYb27t1b4HeFA6Xi/Pjjj+aiv3C5+RT+XvaHdnfKz1emaWlpRbZr8JCfdnl6+OGHZd26dXLs2LGQBWKBvs/U1FQpX768rdcEALsILALk69esX/Z6YtS7WEoDAR1gqUGCDvBT2t9VH6V56qmnTF9o350mDTAWLFggM2fONHcNlZ6wAMSG/BekeqF/4YUXyplnnmm+K/RCVy8etTVD++Tr91FJd8/Dlcf8cnJy8r4TS6J34HXsgg5a1psmp556qnkfl1xySZH3UxzdR19fB5gX91qaXqBKynNx2/MP3v7ss8/M+Aod8/D8889L3bp1zQW/DrjPP9g9GIG+z3B99gBQGgKLAOmdRD2p64lEB/DpoLxt27aZoKJfv355QYU/dKCfzuKhAyTzp9+rVy9zdxKA9+md6fwtDVu3bjUXldo9Ugdq613wDz74oMBd9UC7+/h799w3qHvjxo3StGnTEvfTGZKKW3fhl19+MbM9lUTv9i9ZssS0WIwbN65AGfibZ82jXtxrmZ1xxhkSSe+8847pMqYzcWlXJB8NLPx9P254nwDgL8ZYBEG7Hy1dutRMUaizpGhQocFAcVNAlkb7y+odvsKzd+jz3bt3+52OvrbOQqIBT/369QlKABfRMVb56aw/Sls7fXeq898l1+5CxV24lkZnH/JnAbaLL77YTDGrM1Tln/K2cB70oldnT9KbI/m7BJU13Wtx70dpF9Di8qwK51u7lWo6GpwUTkef55+21mmaDw0M9HvcR7uwFTeerqTPwA3vEwD8RYtFkPTuobZW6CBKvUP38ssvR2yRqf/9738ReV0A9mmLp3an0a5A2lKp6xboDQsdn6V3w7Xrk04CoVPIHjp0SF588UUz/mrXrl1+v4aug6DfE9qdSm+M6F1wHdNVmK5ZoV2sdGpTXbtC86GtE99++60Z3+Gb0lp/r2s1aJ61a5N22dJ8lzaNrS99be395z//KSdOnDDjAnSsmJZBcXlWDzzwgJlCVbsYaTnoa+iYBm3p1Yt4bSnWYEjTeO+998x0rn/9618lHHQ6WS1TLQctKx0zooGitvboeh3+fAZueJ8A4DdH5pqKAbt377aaNWtm9e3b16pTp441YsSIUvfXon7vvfcKbDt27JiZTrDw9oEDBxaZghKAN6eb3bx5s3XttdeaaV6rV69uvkvyT/X6wQcfWK1bt7YqVqxoNWrUyHr88cetmTNnFpmiVKeA7dOnT7Gv9f3331vdu3e3KlWqZI7zTXtaeLrZ/K/ZtWtXs39SUpLVsWNHMyVsfk8++aSVmppqVahQwerWrZu1atUqv6ab/e2336yrrrrKqlatmlW1alXruuuus37//Xezn5ZJfhMnTjSvER8fXySf77zzjnXuueeaaVz1ceaZZ1rDhw+3tmzZ4vdn4Hv/33zzTbGfTXp6eoHtWm76Wvm9/PLL1umnn27KQfOgafqO9+czCMX71DJv0aKF3+8bAJwSp//zPwyBrwuTrnSqA7jnzZtnFjjS5zrmQldhLY62ZuhdJr3rlJ/esdIZpnzdH7RvtbaGjBgxIm/wNgDv0VWXtZuLLnrmWxgNAAA3oytUgPTCX/s+N2zY0EwVqyvhnnXWWWb+dx1roU3799xzj9lXuy3oQEwfbcLWGZ5q1KiRNxBTZ5EaNGiQmR9dAwzta6zT1DIfOQAAANyEwCJAOmvTo48+ahZAyj9nuPaH1v6zKSkpedtWrVol559/ft5zDSKUBhKzZs0y/+7fv7+5Y6kzpOiAbZ1+cdGiRUUGdAMA/HP06NEy18TQGzys+wAAoUVXKACIALpCOUdv3JTV6qtT9moXVgBA6BBYAAA8RWfM2rRpU6n76GxMOuMVACB0CCwAAAAA2MYYCz8HbP/+++9mDvFIrVUBAAAAhJtOIJuVlWXW4NGxxqUhsPCDBhVpaWmh+nwAAAAAV/n111+lfv36pe5DYOEHbanwFaiuHOtvK4fO9qSzRJUV3cEeyjo8KOfwoawpa6+hTlPWXuTGep0bRJ4PHjxobrD7rodLQ2DhB1/3Jw0qAgkssrOzzf5uqWxuRVlTzl5DnaasvYY6TVl7kRvrda6NPPszHMAdpQAAAAAgqhFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwQMzLyc2NyLEAAABekhjpDACRlhAfLzdNXS7f7TwQ0HHNU6vJGyO7O5YvAAAANyGwAERMULF2WwZlAQAAECS6QgEOoYsVAACIJbRYAA6hixUAAIglBBaAg+hiBQAAYgVdoQAAAADYRmABuBDjNwAAQLShKxTgQozfAAAA0YbAAnCpSIzfSEzkKwMAABSPrlAA/OpmFR8fL8nJyeZnSViJHACA2MXtRwAF0M0KAAAEg8ACQBFMkwsAAAJFVygAAAAAthFYAAgLpsgFAMDb6AoFICwYuwEAgLcRWAAIG8ZuAADgXXSFAuB6TnazilQXLtYMAQC4DS0WAFzPyW5WTqatgYemX9KaIYEeBwBAJBFYAPAEJ7tZOZV2MEGLPwELAACRQGABABHEuBMAgFfQlg4AAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAsRdYLF++XPr27Sv16tWTuLg4mT9/fpnHLFu2TNq1aycVKlSQpk2byqxZs8KSVwAAACBWuC6wOHz4sLRp00aee+45v/bftm2b9OnTR84//3xZt26d3H333TJ06FD5+OOPHc8rAAAAECsSxWUuvfRS8/DX9OnTpXHjxvLkk0+a582bN5fPP/9cpkyZIr179y72mGPHjpmHz8GDB83P3Nxc8/CH7mdZlt/7I3h2yzo+3l58XdLrOpWuW9N2Y56jOW2+W0KD7+rwoJzDh7KmrENdPwLZ13WBRaBWrlwpvXr1KrBNAwptuSjJpEmTZMKECUW2p6enS3Z2tt8fQmZmpvnw7F6YwLmyTkxMlOTkZFtFnJGRISdPngxLum5N2415jva0S0oXgeG7Ojwo5/ChrCnrUNePrKws8ZfnA4vdu3dL7dq1C2zT59oKcfToUalUqVKRY8aMGSOjRo3Ke677pqWlSUpKiiQlJfn9wekYED2GwMJZkS7rGjVquCpdt6btxjw7mbaTeY4lkf7+iBWUM2XtRW6s17lB5LlixYp+p+/5wCIYOshbH4XpBxBIxdEPLtBjEJxIlrVTr+nke3Fj2m7Ms5Np870SOnxXhwflHD6UNWUdyvoRyPnG81e8derUkT179hTYps+15aG41goAAAAAgfN8YNGlSxdZsmRJgW2LFy822wEAAADEaGBx6NAhM22sPnzTyeq/d+zYkTc+YuDAgXn7Dxs2TH7++WcZPXq0fP/99/L888/LW2+9Jffcc0/E3gMAAADgNa4LLFatWiVnn322eSgdZK3/HjdunHm+a9euvCBD6VSzCxYsMK0Uuv6FTjv70ksvlTjVLAAAAIDAuW7wds+ePc0UWSUpblVtPWbt2rUO5wwAAACIXa5rsQAAAAAQfQgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAADsjNyYnIsUCkJEbslQEAACJML+DjExIcOVZ/99ntD0rmlu0BpVu1WSM5b8bEoPIERBKBBQAAiFlOX/xruhnrt9jIIeAeBBYAACCmcfEPhAZjLAAAQNQLdswBYxWA8KHFAgAAeLLLEmMVgPAisAAAAK5AlyUgutEVCgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABsI7AAAADwkMTExEhnATGKwAIAAMBlcnNyit0eHx8vycnJ5mcgxwGhQEgLAADgMvEJCfLZ7Q9K5pbtfh9TtVkjOW/GREfzhdhGYAEAAOBCGlRkrN8S6WwAeegKBQAAAMA2AgsAAADYHoPB+A3QFQoAAABBj91QjN+AIrAAAABAHsZuIFh0hQIAAABgG4EFAAAAHMf4De+jKxQAAAAcx/gN73NlYPHcc8/JE088Ibt375Y2bdrIM888Ix07dixx/6efflqmTZsmO3bsMKtRXnvttTJp0iSpWLFiWPMNAAAQyxi/4W2u6wo1d+5cGTVqlIwfP17WrFljAovevXvL3r17i91/9uzZcv/995v9v/vuO3n55ZdNGmPHjg173gEAABA93ayYIjfGWyyeeuopue2222Tw4MHm+fTp02XBggUyc+ZME0AUtmLFCunWrZsMGDDAPG/UqJHceOON8tVXX5X4GseOHTMPn4MHD5qfubm55uEP3c+yLL/3R/DslnV8vL34uqTXdSpdt6btxjxHc9p8t4QG39XuKWen/l6i9W/cybTdmOcy0w5imlzfFLnB1ks3fn/kBpHnQPZ1VWBx/PhxWb16tYwZM6ZAJe3Vq5esXLmy2GO6du0qr7/+unz99demu9TPP/8sCxculJtvvrnE19FuUhMmTCiyPT09XbKzs/3+EDIzM82HZ/cPCc6VdWJioukeZ0dGRoacPHkyLOm6NW035jna0y4pXQSG72p3lLNTfy/R/DfuZNpuzLM/aQfbzSrY71M3fn/kBpHnrKwsbwYW+/btk5ycHKldu3aB7fr8+++/L/YYbanQ484991xTiFpxhg0bVmpXKA1ctLtV/haLtLQ0SUlJkaSkJL8/uLi4OHOMWyqbW0W6rGvUqOGqdN2athvz7GTaTuY5lkT6+yNWRLqc3fg37mTabsyzk2kHm67W63Llykn16tVd8/2RG8TfYiBjkl0VWARj2bJl8uijj8rzzz8vnTp1kq1bt8rIkSNl4sSJ8uCDDxZ7TIUKFcyjMP0AAqk4+sEFegyCE8myduo1nXwvbkzbjXl2Mm2+V0KH7+rw8OL3tFvTdmOenUy7tHR1DIZ2syrpOL1AD+ZYN/0tBlLurgostJkrISFB9uzZU2C7Pq9Tp06xx2jwoN2ehg4dap63atVKDh8+LLfffrs88MADnJwBAABQLKbIDYyrAovy5ctL+/btZcmSJdKvX7+8Jh19PmLEiGKPOXLkSJHgQYMTpV2jAAAAgJIwRa5HAwulYx8GDRokHTp0MIOxdY0KbYHwzRI1cOBASU1NNQOwVd++fc1MUmeffXZeVyhtxdDtvgADAADELp0dKBzHAKHqKmXnWB3s7hTXBRb9+/c3szONGzfOLJDXtm1bWbRoUd6Abl0EL38Lxd///nfTl0x/7ty50/SF06DikUceieC7AAAATl/M+7O/XqDplKNOXdwRtCAS3axKqpt6jVza7Fx2x4W4LrBQ2u2ppK5POli7cFSmi+PpAwAAuFOwAUBZF0r6uxPrH5Dcw9sCSjf+lMZSrvUjEQ1a4H6ZQU6RWxY763rY4crAAgAAxJZgAgB/Lv5Vzu6PxNq/NqD8WNXPLjNtJ4MWIBrHhhBYAAAAVwg0APDn4t9pTgUtQDRigQUAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2sfI2AACAC1Vt1sjR/YFAEVgAAAC4TG5Ojpw3Y2JQx8UnJDiSJ4DAAgAAwGU0ODix/gHJPbzN/2NOaSzlWj/iaL4Q2wgsAAAAXChn90di7V/r9/5W9bMJLOAoAgsAAADYGovB+A0QWAAAAMD22A3fsYzfiG20WAAAACDosRvmOMZvgMACAAAAdsZuBDJ+g25W3kaLBQAAABxHNyvvI7AAAACA4+hm5X0EFgAAAHB9NytEHoEFAAAAXC/Q8RtMkRt6BBYAAACIyfEbTJHrwsDi1ltvlQcffFAaN25c5He//PKLTJgwQWbOnBmOrAAAAMBjghm/wRS5Lg0sZs2aJcOGDSs2sNi3b5+8+uqrBBYAAAAI2/gNpsh1cVeouLi4Yrf/+OOPUrNmzXBlAwAAAPALU+RGSWAxbdo08/AFFQMGDJBKlSoV2Cc7O1u2b98u1113nVPZAAAAAILCFLlREljUq1dP2rdvb/69ceNGadasmaSkpBTYp3z58tK8eXMZMmSIU9kAAAAAgsZK5FEQWFx55ZXm4aODt5s0aeLUywEAAACukRvkTFa+Y7U1Jdqm3w3LGItXXnklHC8DAAAASKx3s8qN0PS7YZtu9vDhwzJ37twiv7vhhhskKSlJZsyYEY6sAAAAAJ7uZhUfoel3wxJYLF68WCZPnlzs76655hr561//Go5sAAAAADEhx6Hpd0sTL2GQnp5eZOC2j041u2fPnnBkAwAAAIBDwhJYpKamyldffVXs73R73bp1w5ENAAAAAG4OLG688UZ55JFH5K233iqwfd68efLoo4+aNS4AAAAAuFdYAotx48ZJz549zUDtKlWqyBlnnGF+6vMePXrI+PHjw5ENAIgJOqtHJI4FAMS2sAze1oXwPvzwQzOIe+nSpfLHH3+YsRW9evWSCy+8MBxZAICYobOBfHb7g5K5ZXvAc5gHO6c6AABhCSx8LrroIvMAADhLg4qM9VsoZgCANwMLdeTIEcnOzi6yvUaNGuHOCgAAAAA3BRaWZcnDDz8sL7zwguzatavYfXLo1wsAAAC4VlgGb0+ZMkWeeuopGT58uAkyHnjgATOgWwdxN2rUSF588cVwZAMAAACAmwOLl19+WSZMmCCjR482z/v162dmgtq0aZM0b95ctm7dGlB6zz33nAlIKlasKJ06dZKvv/661P0PHDhgghpdL6NChQomoFm4cKGt9wQAAAAgzIHF9u3bpW3btpKQkCDlypUzF/rmxePj5c4775RZs2b5ndbcuXNl1KhRJjBZs2aNtGnTRnr37i179+4tdv/jx4+bAeOah7ffflu2bNliWkh00T4AAAAALhpjoVPLHjp0yPy7QYMGJiC44IILzPN9+/aZAd3+0i5Vt912mwwePNg8nz59uixYsEBmzpwp999/f5H9dXtGRoasWLHCBDVKWztKc+zYMfPwOXjwoPmZm5trHv7Q/bTbl7/7I3h2y1oDXDtKel2n0nVr2m7MczSnHak8ew3f1e4pZzf+vURr2m7Ms5NpuzHP4SyPQP5uwxJYdOvWTb755hu57LLLzCrbDz30kOzevdtc6Gvrgb9rWWjrw+rVq2XMmDEFCk7Xw1i5cmWxx3zwwQfSpUsX0xXq/fffl5SUFJOHv/3tb6YFpTiTJk0yXbcKS09PL3ZGq+Loh5CZmWm+SO1WHDhX1omJiZKcnGyriDVwPXnyZFjSdWvabsxztKcdiTx7Ed/V7ihnN/69RHPabsyzk2m7Mc/hLI+srKzoCiw0kNi5c6f599ixY01XqDfffFOOHj1quik988wzfqWjrRs6e1Tt2rULbNfn33//fbHH/Pzzz2ZRvptuusmMq9DxHNr96sSJEyWu+K2Bi3a3yt9ikZaWZoKSpKQkv79E4+LizDEEFs6KdFk7NVWyk1MwuzFtN+bZybTdmOdoFOnvj1gR6XJ2698L3x+URzTUDx3THFWBRbNmzcxD6eDpqVOnmke4vsxq1aolM2bMMC0U7du3N0HOE088UWJgoXnUR2H6ZRjIF6J+iQZ6DIITybJ26jWdfC9uTNuNeXYybTfmOVrxXe39cnbr3wvfH5RHNNSPQF4n7Avk/fbbb2Yti3r16gU8gFqbdTQ42LNnT4Ht+rxOnTrFHqMzQWmXq/zdnnQmKu2KpV2rypcvH+Q7AQAAAOATttsG2mKgA7cbNmwonTt3Nv/W7kW6aJ6/NAjQFoclS5YUaJHQ5zqOoqTxHdr9Kf/Akx9++MEEHAQVAAAAgIsCCx0MPWzYMDn//PNl/vz5ZqC1/tTnOt5Bf+8vHfugA75fffVV+e677+TPf/6zHD58OG+WqIEDBxYY3K2/10EoI0eONAGFziD16KOPmsHcAABEq9ycnLAeBwB2haUrlA7Ovu++++Txxx8vsL1v375m4LX+Pn8wUJr+/fub2Zl05W7tzqTrYyxatChvQPeOHTsK9AXTVpGPP/5Y7rnnHmndurXpfqVBhs4KBQBAtIpPSJDPbn9QMrds9/uYqs0ayXkzJjqaLwD4/9q7DzAnqv3/49/dpaoU6UUQFEUsdLFgQ1HsYsUKNuyKYgWVIipWioqiomIBwd5AvYpixUK7Kir3oiCIVJEiVXbzfz7n/ib/7LIlyexkM9n363kibpI5c3IyOTPf06ZMAwutqqQlYQtz1FFHuXtRJOKqq65yj8JMnTp1m+c0TOqrr75KaB8AAJQ1BRWrvptb1tkAgPQZCqU7Y3/44YeFvvbBBx/EfR8LAAAAAOW4x+Liiy+2Sy+91JYvX27du3d3y7/q/19//XV3jwlN4NbduD3t27dPRbYAIGNpSEwqtgEAIKWBxXHHHef+1YRrPbSWte6+6Tn++OPdv3pOr+kmeAAAS3rybrLj7LWtxvYDAJCWgcXHH3+cit0AAP5v0u+t42fa/BXrEiqP5nWr2V1n02OMYFSokPJbZwFIsZT8yg899NBU7AYA8H/enf27zZq/KqHyaNe8FoFFOeCnV6qkbYt6Xas16ia3QeULQHpIefPBhg0bbNOmTds8X6tWrVRnBQCAcieZZWzjXco2yLQBpL+ULTd700032csvv2yrV68u9D3MqwAAIPzL2LJELlB+pSSw0F2xtfqTVofafffdrVKlSqnYLQAAAIBMCix0D4tHH33UzjnnnFTsDgAAAEAm3iCvYcOGVqNGjVTsCgAAAECmBhaDBg2yoUOHFjm/AgAAAEC4pWQo1JlnnmnfffedNW3a1Nq2bWs1a9bM97puivfmm2+mIisAAAAAwhpYDB8+3O655x6rX7++W/1p3brEbtoEAAAAIL2lJLBQUHHllVfayJEj3U1yAAAAAGSWlFzlb9myxbp3705QAQAAAGSo7FTNsZg8eXIqdgUAAAAgU4dCde7c2W677TZbsmSJde3adZvJ23LKKaekIisAAAAAwhpY9OzZ0/27cOFCmzBhwjava1UoTeoGAAAAEE4pCSzmz5+fit0AAAAAyOTAYuedd07FbgAAAABkWmBRrVo1N8QpHnrfmjVrgsoKAAAAgLAGFtdff33cgQUAAGGUl5tr2Tk5Kd8WAMpVYDFo0KCgkgYAIC0oMPjsktttzdwFCW1Xo2UzO/iJIYHlCwAydo4FACAz0EK/LQUVq76bWwbfBgCkFwILAEC5bqGvUIFTIQCUBmpTAEBatNAn2xtS0nbFvZ6dnW116tQp9TwBQHlEYAEACG1vSDw9IZnYywIA6YjAAgCQ8b0hzIMAgOBlp2AfAAAAADIcgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADwjeVmAQDwQfe7SMU2AJDuCCwAAEiS7syd7E30uKs3gExDYAEAQJJ0V+9XH5xoKxctT2i7Ok3q2anX96DcAWQUAgsAAHz4fupsWzhnQULbNN2rWVyBRaJDptJhiBVDw4Dyi8ACAIAMGmYVzxCroC7+GRoGlG8EFgCAtBFUC30YW9GTGWYVzxCrIC/+GRoGlG8EFgCAhKRba3dJF7thbkVPdJhVPEOsgr74D3JoGID0RmABAIhburV2x3OxG+ZW9EYtGgfy/j9/X2FLfvkjobSzsrJKNQ9+twGQfkIZWIwaNcruv/9+W7p0qbVp08Yefvhh69SpU4nbTZgwwc466yw76aST7I033khJXgEgk6Rba3e8Ld1hbEXPy82zS4ZfldR22TnZpZ5uWacNIP2FLrCYOHGi9e3b10aPHm377befjRgxwrp162Zz5861evXqFbndggUL7IYbbrCDDz44pfkFgEwTxov0UMqKBLKdLt4/mv+S/bVxRULJ7li1rh3e/IwS0/5m8b9s3ea/Ekq7WuUdrVPjoxLaBkD6CV1gMWzYMOvdu7ddcMEF7m8FGJMmTbKnn37abrnllkK3yc3NtXPOOccGDx5sn332ma1evbrYfWzevNk9PGvXrnX/5uXluUc89L5IJBL3+5E8v2Wdne2vhayo/QaVbljTDmOe0zntMOY5yLTDmOeS086xxQPvt80LFsWdXuVmTazx4BtLqA8jJQYIRcnLy1XkUmzayQYIJaXN8UF5UH+UTXkkcn0VqsBiy5YtNmPGDOvXr1++guvatatNmzatyO3uuOMO15tx0UUXucCiJEOHDnVBSEErVqywTZs2xZVXfQlr1qxxF7x+TzwIrqwrVKhgderU8VXEq1atsq1bt6Yk3bCmHcY8p3vaYcxzkGmXZZ79zCkoKe0170+1jbN/iDvdqm33doFFSekmGrDEBi0rV64ss7TL0zEdZNphzHOQaYcxz6ksj3Xr1mVmYKEKR70P9evXz/e8/v75558L3ebzzz+3p556ymbPnh33fhS4aLhVbI9FkyZNrG7dula9evW4L3Y10U3bEFgEq6zLulatWqFKN6xphzHPQaYdxjwHmXZZ5dnvnIKyKo9EA5bYoKUs0y5Px3SQaYcxz0GmHcY8p7I8qlSpkpmBRaIUYZ133nn25JNPJhS5Va5c2T0K0kVrIheuuthNdBskpyzLOqh9BvlZwph2GPMcZNphzHOQaZdlnid8P9yWb1icUJr1tmtsZ+5znQUljN9hkGmHMc9Bph3GPAeZdhjznMrySGQ/oQosFBzk5OTYsmXL8j2vvxs0aLDN+3/55Rc3afuEE07YZpyYuok04XvXXXdNQc4BIHOwnGh+KzYstj/W/ZpQGca3cCsAhEuoAotKlSpZhw4dbMqUKda9e/dooKC/r7pq267oPfbYw77//vt8z912222uJ2PkyJFueBMAIH5BLyca1H0bggqGNOH46v0eSDhtb1tN0AaATBGqwEI096FXr17WsWNHd+8KLTe7fv366CpRPXv2tMaNG7sJ2BoTtvfee+fbvmbNmu7fgs8DAEqmwMDP5NxMu29DMis3xVseABA2oQssevTo4VZnGjBggLtBXtu2be29996LTuheuHAhcxoAIEB+JueWdtASzwV6kMFQkOUBAGETusBCNOypsKFPMnXq1GK3HTt2bEC5AgD4lezyqqWdbiJpAwD+h+WKAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADwjcACAAAAgG8EFgAAAAB8I7AAAAAAQGABAAAAoOzRYwEAAADANwILAAAAAL4RWAAAAADwrYL/JAAA6aZV45op2QYAAA+BBQBkmNy8PBvX55Ckt83JpjMbAJA4AgsAyDAKDF59cKKtXLQ8oe3qNKlnp17fI7B8AQAyG4EFAGSg76fOtoVzFiS0TdO9mhFYAACSRn83AAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+MXkbADJQoxaNU7INAAAeAgsAyDB5uXl2yfCrkt42O4fObABA4ggsACDDKDBYPPB+27xgUULbVW7WxBoPvjGwfAEAMhuBBQBkoDXvT7WNs39IaJuqbfcmsAAAJI3+bgAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADwjcACAAAAgG8EFgAAAAB8I7AAAAAA4BuBBQAAAADfKvhPAgAAAECisqu3srwktklXBBYAAABAikUiuVZp/3FJb5uVlVOqQUtpBCwEFgAAAECKexUiEbOsrOSKvaRtkw1a4glYikNgAQAAAKS4VyE7O8cWD7zfNi9YlFC6lZs1scaDbwwkaPET7AiBBQAAAEIviKE/QfYqyJr3p9rG2T9YIqq23bvEwCKZoCWegCUjA4tRo0bZ/fffb0uXLrU2bdrYww8/bJ06dSr0vU8++aQ999xz9sMP//vSOnToYHfffXeR7wcAAEDYhhUFM/QnyF6FoCUatMQTsGRcYDFx4kTr27evjR492vbbbz8bMWKEdevWzebOnWv16tXb5v1Tp061s846yw488ECrUqWK3XvvvXbUUUfZnDlzrHHjxmXyGQAAAMqbIIcVBTn0J6hehUwUusBi2LBh1rt3b7vgggvc3wowJk2aZE8//bTdcsst27x/3Lj8B/CYMWPs1VdftSlTpljPnj0L3cfmzZvdw7N27Vr3b15ennvEQ++LRCJxvx/J81vW2dn+budS1H6DSjesaYcxz+mcdhjzHGTaYcxzkGmHMc9Bph3GPAeZdknp+ulVKOlc7GdYUSSSF8jQnzB+h6k8PhK5vgpVYLFlyxabMWOG9evXL1/Bde3a1aZNmxZXGhs2bLB//vnHatWqVeR7hg4daoMHD97m+RUrVtimTZvi2o++hDVr1rgLXr8HDoIr6woVKlidOnV8FfGqVats69atKUk3rGmHMc/pnnYY8xxk2mHMc5BphzHPQaYdxjwHmXZx6dautWPyvQp5ubZq1V/F5tnPsKKVK1cWm3ayQ3/C+B2m8vhYt25dZgYWOqByc3Otfv36+Z7X3z///HNcadx8883WqFEjF4wURYGLhlvF9lg0adLE6tata9WrV4/7YjcrK8ttQ2ARrLIu6+KC1HRMN6xphzHPQaYdxjwHmXYY8xxk2mHMc5BphzHP8aSd7GTl4tKNWMSSXRQoEkee/Qwr4vjIL1XloakEGRlY+HXPPffYhAkT3LyL4gqpcuXK7lFo92ACF6662E10GySnLMs6qH0G+VnCmHYY8xxk2mHMc5BphzHPQaYdxjwHmXYY81xS2n4mK2vYUHHSdbIyx0fZlEci+wlVYKFunZycHFu2bFm+5/V3gwYNit32gQcecIHFhx9+aK1btw44pwAAAMFhsjLSUagCi0qVKrnlYjXxunv37tFhMPr7qquuKnK7++67z+666y57//33rWPHjinMMQAAQOkrq/sUABkTWIjmPvTq1csFCLoXhZabXb9+fXSVKK30pGVkNQFbtLzsgAEDbPz48dasWTN37wvZYYcd3AMAACCMyuI+BUBGBRY9evRwqzMpWFCQ0LZtW3vvvfeiE7oXLlyYbyzYY4895laTOu200/KlM3DgQBs0aFDK8w8AAABkotAFFqJhT0UNfdLE7FgLFixIUa4AAACA8iuUgQUAACh/kl1eFUBqEFgAAIC052d51ays4pdX9XOn6XjeF1TaQLohsAAAAOV2edVkA5Z4gpYg0wbSEYEFAAAot8ur6uL9o/kv2V8bVySUnx2r1rXDm58RSDDkd1ugrBBYAACAcru8al5ebokBQnHbFncX62SCIeF+EwgrAgsAAFBuBX3xn2gwJNxvAmFFYAEAAMo1Lv6B0vH/7yQHAAAAAEkisAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADwjcACAAAAgG8EFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZgAQAAAMA3AgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+VfCfBABktlaNawa2TaJpJ5MXhFfVPVoE8v5E0012GwDlC4EFEOCFYzpdkKZD2mHMc25eno3rc0jCaXvb5mRnl3raJaWLzBDJzbXmY0cmtV1WTk6ppxtP2kLQApRfBBYo94K6cEzHC9KyTDuMeRa99uqDE23louUJpVunST079foexb4nmbTjSReZQRfwt776us1f+Wfc2zSvU9vuOvXkUk833rTTLWhJhx4cAi2UJwQWKPeCunBMtwvSsk47jHn2fD91ti2csyChtJvu1SyQtONNF5nh3e/n2KyFC+N+f7umTUu8+E8m3XjTTsegpSx7cAi0tkWgldkILIAALxzT6YI0HdIOY54BJCadgpay7sEh0MqPQCvzA61QBhajRo2y+++/35YuXWpt2rSxhx9+2Dp16lTk+19++WW7/fbbbcGCBbbbbrvZvffea8cee2xK8wwAAMpXD06QaRNo5UePVuqGDmZUYDFx4kTr27evjR492vbbbz8bMWKEdevWzebOnWv16tXb5v1ffvmlnXXWWTZ06FA7/vjjbfz48da9e3ebOXOm7b333mXyGQAAAPwi0Pr/CLRSE2hlXGAxbNgw6927t11wwQXubwUYkyZNsqefftpuueWWbd4/cuRIO/roo+3GG290fw8ZMsQ++OADe+SRR9y2hdm8ebN7eNasWeP+Xb16teXl5cWVT70vOzvbbaN/ERy/Za1tdt1/d6u5044JbVd7p7q2du3aIo+JoNINa9phzHM6ph1vupV7nGBZh+6XUJ4rNagXV9rbXdHTKq38K6G0K9TZMZC0g0o3kbSDLOuz27exLrs2jzvdhjWqB5JuImkfvmtz27VmjYTS3rl2rYwtj3RKO4x5TiTtHStWsE3bVY07Xb0/iHTTJe1P5s611Rs2xp1uze2q2qEtW26TrvYlkUik5EQiIbJ58+ZITk5O5PXXX8/3fM+ePSMnnnhiods0adIkMnz48HzPDRgwINK6desi9zNw4ECVHA/KgGOAY4BjgGOAY4BjgGOAY4BjwCyyaNGiEq/VQ9VjsXLlSsvNzbX69evne15///zzz4Vuo3kYhb1fzxelX79+briVR5HbqlWrrHbt2paVlRVXXhXdNWnSxBYtWmTVq1ePaxskh7JODco5dShryjrTcExT1pkojMf12iTyrJ6KdevWWaNGjUp8b6gCi1SpXLmye8SqWTO5u93qSwvLwRZ2lDXlnGk4pinrTMMxTVlnojAe19UTzHONGvENbwzV4P86depYTk6OLVu2LN/z+rtBgwaFbqPnE3k/AAAAgMSFKrCoVKmSdejQwaZMmZJvmJL+PuCAAwrdRs/Hvl80ebuo9wMAAABIXOiGQmnuQ69evaxjx47u3hVabnb9+vXRVaJ69uxpjRs3dsvLSp8+fezQQw+1Bx980I477jibMGGCTZ8+3Z544olA86mhVAMHDtxmSBUo67DimKasMxHHNeWcaTimKeuyPD6yNIPbQkZLxXo3yGvbtq099NBD7p4Wcthhh1mzZs1s7Nix+W6Qd9ttt0VvkHffffdxgzwAAACgvAcWAAAAANJLqOZYAAAAAEhPBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgskNZ0nxIAAMA5EemPwCIBBRfQYkGt4KxcudL9m52dbbm5uQHuCUAmon5OfRlT5sHhnIiw/BZZbjZOc+fOtXHjxtnChQvtoIMOco899tjDtajr4hel5z//+Y+7AeKZZ54ZvZGhgoucnByKuZTp5pIVK1Z0/+64444czwGZP3++vf/+++7YPuaYY6xdu3ZWp06doHZX7qm8v/32W+vWrZvVqFGj3JdHEDgnpg7nxNQK23lxbppdn6ZvSaWRH3/80d2AT//+97//tTFjxtiRRx5pU6ZMcV8arTSlX95Vq1a177//3i699FL3nIIKhkWVfjmfccYZ7qaSugD76quv0rryDCsdx6ro33rrLXvnnXfs6quvtqefftodz9Qdpe+7776zTp062axZs2zFihXuOeqO0sU5MbU4J6a2rMN0XvwxDa9P07e00oRayocOHWrHH3+8vfLKK/bFF1/Y6NGj3QGnx6RJkywrK4sTVynSbeZr1qxp3bt3t2nTptlll13mnteP5O+//y7NXZVbqoR0sbv77rvbKaec4u5WP3DgQNu0aRMXu6Xot99+s1NPPdXOP/98e/PNN13L48knn2xPPvmkbdmyxdUdKD2LFi2yE044wXr16uXq7RYtWrjnt27d6v4lwPCPc2LqcU5MjbCdF3PT9Pq0Qkr3FkL6QnSyOuCAA6LPtW3b1n2ZlSpVstNOO80+/vhj23///cs0n5lkn332sQ4dOtjFF1/synjs2LF2/fXX219//eUi8wsvvNB1UyI5qiRvu+02N9Rs+PDh7jm1oH/00UeuZ+jPP/9kmE4pVfoKJjTsSb0UXqvXtddea+PHj3etSzrWUXq+/PJL22WXXeyBBx5wdfeAAQPsl19+cUHclVdeaYcffjjF7RPnxNTjnBi8MJ4X89L0+pQeixLoAnbvvfe2Tz75xF3YeurWrWv9+vWz4447zoYMGWJr164N+rsqN2rVqmVz5sxxPxgNhbrqqqvs2WefdQHGgQce6L4TJnQnTxdZutjaa6+9os/p788++8z23Xdf91BZSzq20oSFTkbVq1e3zp07W4MGDaJzhNSCpPpCJyqULtUZ3pwKtTxOnz7dDatUmXft2tVdKAjHdfI4J6Ye58TghfG8WDFNr08JLOJwyCGHuGj2mWeesXXr1kWfb9Kkiet2nz17tq1ZsybI76nc+Oeff1y3ry7ENOxpu+22c2MF9byGNWj8oDCRO3nVqlVzlefjjz9ur776qt144402YsQIu+OOO+zuu++2Sy65xC666CJXoTJUxx8NgbrmmmvynYwUbOj41rHt0fwLXRTDn0aNGrkx0U899ZSbdKmeIQUTGiZw5513uoYKNVpwXCd+0SVeg06XLl04JwZc1t7wFf3LOTF4YTkvrlixIjp3LF1/iwQWBfzxxx9uguVrr73mWrtEE3nUlaRx0S+88IKtWrUq+n5FsbpAiP1CkXhZz5w5MxqBK2jQUKh58+ZZz5497dNPP7W3337b+vTp496rYVFInipFDTNr1aqVO57feOMN1/WrcenHHnusK1+9poAOiVmwYIErS7USvfjii9HndXHgnYw0JEoP7+/+/fu7C950aQULM/UOabjkY489Zhs2bHAtvd4Fmo755s2bu8AC8fvhhx9cfTxjxoxog47mDan3mHNicGWtOsJb1YdzYvBBnOpjBQ/pfF6cOXOmGxanVaA8+i1qKFRa/RYjiPruu+8iu+yyS6RTp06ROnXqRDp27Bh58cUXo6+ff/75kX322Sdy7bXXRubNmxdZsWJF5KabborsvvvukZUrV1KSPsv65Zdfjr4+aNCgSFZWVqR58+aRGTNmuOf++uuvyKOPPhr55ZdfKOsELF68OPL2229HXn311ci3334bfX7r1q2RVatWRfbYY4/IO++8457Ly8uLrF+/PnLAAQdERo8eTTkn4N///nekUaNGkSOOOCKy//77Rxo0aBCZMGHCNu/TcVy3bt3IF198ERkyZEikSpUq+b4XxGf+/PmRYcOGRe6444585fzggw9G6tWrF6lZs2bk119/jT6v43rfffeNvPHGGxRxAnr37u3qYpXpN998k++1Xr16Rfbaay/OiQGW9ZYtW9y/AwcO5JxYir7//vvI3nvvHZk+fXq+53UOTMfz4uzZsyM77LBDpE+fPoW+ft5556XN9SmBxf/RF7HTTju5L2L16tXuYFOleeGFF0Y2bdoULbDBgwdHDj74YPcD79Chg7t4mDlzZkq/tEwu63/++ce9R/9eccUV0cpVP2zJzc0t07xnQgA3ceLEfO859dRTI3379o0sWbIksnHjxsiAAQMiTZs2zXdRhuLNnTs30rhx48gtt9ziAraFCxdGjjzyyMiYMWO2ee+6desi7dq1ixx22GEuqCh4YkNyQdz48eOjr99zzz2Rhg0bRlq3bh356quv3EWEjutmzZq57wbxU/B2+eWXR6688spItWrVXHnGUlkfdNBBnBMDLuvNmze7i8avv/7a/c05sfSDONXdnpNPPjltzovfffddpEaNGpEbb7wxeh2kOm3atGku4PAoj+lwfUpg8X8/WB1AZ5xxhvt/z1NPPRWpXbv2NtGe/n733Xcjn3/+eWTRokUp/9LKU1kjmABOFah3YrrrrrtcS64q2MMPP9xdsBEsx08tiirTnj17RgNjOf30091zamHSBYNHrWE777xzpFatWvlOCijdIO7555+PHH300e4kq1b1Fi1acFwn4a233op07drVXWCddNJJkerVq7u65c4774y8//777j2cE4Mv68mTJ5fSXhBPwPzAAw+4hriyPi/+888/rvdk++23d43cCipOPPFEFzjoOQU7t912W/T9y5cvL/PrU5ab/b/xdTvttJMbP6cluhRwabydxpDusMMObuKw9z6Nd6xdu7YdffTRqR2zVs7KuuA26XyDmnQdO/roo4+6ctV4f5W1xu5qIYKbbrrJ7rvvPncce2P827dv724sphV1jjrqKDcWHfHRvCCNv9XY1goV/lelark/TRg+++yzbePGja7MNS5Wa4xrUrHuzaL7tOjuqIif6od7773XjjjiCHdca+y5Jinqvjeai6WbEap+ueGGG+zcc8+1c845x90oTxPm9ahXrx7FnSAtNKBVZVR2GsOtZXt13Grs9k8//eTewzkx2LLWymZanhqlR4vBTJ482Z5//nn7/fff3XlPcxheeukld65Una7J3GV9XqxQoYKbTH7ooYfa6aef7lZ/0m9P8z90XaT5OH379nWTz3We0YpQZX59WibhTBqK7d7yWnLVaqBWrtiuc1pyKeswUNetWmSefPLJfMf0Tz/95FrLdWwLQ8tKh1e+ol4IjcWdNGlS9LmXXnrJjY+lh8K/OXPmRD777LPo33fffbfrlTjnnHMil1xySaRChQpumAP8ia0bdDyrJdQbOqmWUj1mzZq1zXsRbFnH1jVInoY/aYiwyl7DU9W7rLpDvUSal5iO9d52220Xadu2bWTp0qXR59WLoSFynTt3dr3h6XB8lNtm4CVLltg333xj7733nmsR9yJRLafnrdaiJbpi1wbWzZbUUqb151nBhbJOZ1WqVHEt4loJJ5ZadtXC7vUMqcXDW5ELidcf77//fr46Q9q0aeN6K7SSiMerY9S6Dn/U26l7VMi///1vt2KcVpdTC6+WitQSs1qRS6s/UU8nf0x7vcSbN2929YXuGq8WdN2EUCvm6A7y6ulU/UGPcurKmqWS/fFWidOKSd6N7zRaYv369W5ZX30fy5cvz7e8cqrrkSUFjg899txzT1enaflyrXbnUZ7Vg6FRCuq1SIfjo1wOhVLX1oknnui+kGXLllnDhg1d0KBboOsL84bn6KEfvA46rYGuu7lqDWNvCAko63Siykj3QtCQnNhuW1VK3jKRhQXLjzzyiOtm17GfDpVS2OsP0XOx1F298847c8d4H8e1jlvd5C72HjZeEKf7VxQM4vQdcDz7O6ZV3hpaoUDupJNOchcwGj6iu/vqxlwaYrn99tsn87WWW5R1etQfsUHcoEGDokGcbsarIE63G9C/ksp65Lsifotq1G7WrJlbgr/gfbxWrlxprVu3jgZNZS5SzqiLURNh+vfv75YtVZdXjx49Iq1atXLLuXldkLJs2TK3eoter1SpEqu3UNZpvUqOhjhpaTmtHqFjXKvk/Pnnn+51r3tUE1+11Km6TLXUadWqVTmuA6o/REPObr31Vrf0qVb2QOke17HHtkcrpxx//PGRtWvXUtylcEz//fffkddee82tNuMNx/HErqIDyjos9YdXT2sIkRaNadKkSfTYVp2txTh+/vnn0Jxfateu7YZKpYtyF1io8LXkYMElHm+++Wa3BvB9993n1iuWH3/80Y3d1cVXwQoVlHW6IFhOz/pDSwFefPHF7v3UH4kjiCv7Y1qraWl1HFmzZk2KcpS5KOvUCWPAPCeB84vug6R5IVqtKt3OL+UusNDkSS3B+emnn7q/N2zYEH3tmmuucTdkU5TrRYNaikwTXkFZpyuC5fSsP7QgxOuvv879QJJEEJcex7SWs/SOaSZpU9ZhEcYgbnYC55f//ve/7gbO6XjD4HIXWIjW7O/SpUv079gb4Gnd4jPPPDPf6jqgrNMZwXJ61R9qFfOkwwodYUUQl57nRFDWYRDWgHnfDDi/ZPyqUJrpv27dOrc2tEcrh2h2vdaYF02S2bp1q/t/rfOvbWJX1wFlnc40gVUTvAYOHOj+1prnmpgmI0eOdIsN6L4K3jrpWoSA+ycEV39s2LAh+l4mDwd7XN99993ub03W1uRi7r8S/DkR8aOs07f+0L1CvPNiWa1qtj5Dzy8ZHVj8+OOPdsopp7gbi2iJwnHjxrnn9f86sD744AN3wxGtDOAdWFpmTKtc6ItkqULKOh0RLKcG9UdqZepJNp1wTFPWmSpsQdyPmXx9Gsng8XWaKX/ddddFxo0bF+nbt2+kYsWK0RvcaQLMW2+95brKNMGne/fukTPOOMPdiOb7778v6+yHCmWd2rI+6qij3GplmrT1wgsvRIfsabxlnTp1Iqeddlpky5Yt0e7dc8891w1l+Oeff9K26zTdcEynvrw5roMvY86JqUFZp1bY6o85Gf5bzNJ/LMNoHf+zzjrLDfdQ5Ofp0qWL7bPPPvbQQw9Fn1OEq3tUaBsNe7r88svdjUhAWacbtXColUXrWHfs2NHdG+Hhhx+2r7/+2tq1a+dab6dMmWJXXHGFu/eKjn+tMz9p0iT76quv3LrzKBn1R2pxXAePYzp1KOvUClv9saocXJ9m5A3y1HW0evVqO+2009zfummIupI0/lZfkPzfxHV3p8J777033/tAWacbHbfXXXednXPOOTZs2DD3nLp3dSfWZ555xlWgunnVCSecYIcddli+ykh38AxDZZQuqD9Sh+M6NTimU4eyTp0w1h//lIPr04wMLOrXr28vvPCC7bbbbtE7D+sLady4sf3222/uOe/O2hqPV7169ehzoKzTUXmojNIF9UfqcFynBsd06lDWqRPG+qN+Obg+zdgrDu9L0wFUsWJF9/86uDT5xaMVAcaMGROdzBOmLy6dUNapq4wOPvjgaGUkqoy8ClLHr/4/dvIax3RyOKZTg+M6dTimKetME9b6Y7cMvz7NyB6LWDqg9IV5X4p3sA0YMMB1i82aNcsqVMj4YkgJyjo9KiOtfHHNNde44zpMlVE64pgOHsd1anFMU9aZJMz1R3aGXp+GL8dJ8L44fUFNmjRx6/jfd999Nn36dLfWMSjrMMnUyihdUX+kBsd16nBMU9aZJqz1RyQDr0/Tr5QD4B1gimaffPJJN2bt888/t/bt25d11jIOZZ0amVgZpSuO6dThuE4NjunUoaxTJ4z1R3YGXp9m7ByLwnTr1s39++WXX7plyUBZh1XBykgtMmGvjNId9UfwOK5Ti2Oass4kYa4/umXQ9WlG3seiOLrTou5cCMo6E6glplOnTvbDDz+wpGwKUH+kBsd16nBMU9aZJqz1x/oMuT4td4EFkGkypTICYnFcA0gW9UfZIbAAAAAA4Fu5mmMBAAAAIBgEFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZgAQAAAMA3AgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAo1duxYy8rKsgULFqS0hKZOner2q38BAOFBYAEAAADANwILAAAAAL4RWAAAAADwjcAizc2dO9fatm0bfVStWtXeeOONss4WgHLozTfftOOOO84aNWpklStXtl133dWGDBliubm5+d532GGH2d57720//vijdenSxbbbbjtr3Lix3Xfffduk+fvvv1v37t1t++23t3r16tl1111nmzdvTjhvgwYNcvMy4pknMn36dOvWrZvVqVPH1anNmze3Cy+8MN92eXl5NmLECNtrr72sSpUqVr9+fbv00kvtr7/+SjhvAFBeVCjrDKB4LVu2tNmzZ7v///vvv61Zs2Z25JFHUmwAUk4X6TvssIP17dvX/fvRRx/ZgAEDbO3atXb//ffne68uwI8++mg75ZRT7IwzzrBXXnnFbr75Zttnn33smGOOce/ZuHGjHXHEEbZw4UK75pprXMDy/PPPu3SDsnz5cjvqqKOsbt26dsstt1jNmjVd0PHaa6/le5+CCH3eCy64wOVt/vz59sgjj9isWbPsiy++sIoVKwaWRwAIKwKLEHnrrbfcSVgtewCQauPHj3ct/J7LLrvMPR599FG78847XS+G548//rDnnnvOzjvvPPf3RRddZDvvvLM99dRT0cDiiSeesP/85z/20ksv2emnn+6e6927t7Vp0yawz/Dll1+6oOdf//qXdezYMfq88u/5/PPPbcyYMTZu3Dg7++yzo8+r90XB0ssvv5zveQDA/zAUKkCffvqpnXDCCa4VTl3xRQ1hGjVqlOuJUHf7fvvtZ998802h79PJt0ePHkFmGQCKFBtUrFu3zlauXGkHH3ywbdiwwX7++ed871WPxrnnnhv9u1KlStapUyf79ddfo89NnjzZGjZsaKeddlr0OQ2buuSSSwL7FtRDIe+88479888/hb5HgUONGjVc77A+o/fo0KGD+1wff/xxYPkDgDAjsEiCusELOyFpPPGyZcuif69fv961vClwKMrEiRPdsIKBAwfazJkz3fs19lfd9bE01EAtbccee2wyWQYA3+bMmWMnn3yyu+iuXr26G07kBQ9r1qzJ996ddtppmzkPO+64Y745Cr/99pu1aNFim/dpCGhQDj30UDv11FNt8ODBbo7FSSedZM8880y+eR3//e9/3efRnA99xtiHhqQWrJ8BAP/DUKgEaULflVdeabvttptNmDDBcnJyopOsDz/8cBck3HTTTe45dfd7Xf5FGTZsmOv61zheGT16tE2aNMmefvppN/43dtKkxgWrVwMAUm316tXuolwBxR133OEmbqs+UoOI5k6obozl1Y0FRSKRQPJX2MRtKTixXO/TfI+vvvrK3n77bXv//ffdxO0HH3zQPaceCX0WBRUaClUYBRgAgG0RWCQoOzvbdd8fcsgh1rNnTzfRUJP6FFRoZRMvqIjHli1bbMaMGdavX7986Xft2tWmTZu2zTCoIIcHAEBxdBfsP//8001yVv3nUf2XLM25+OGHH1ywERsYqKEmUeoN8QIgb7iT1ytSmP3339897rrrLjd35JxzznGNRRdffLELmj788EPr3LlzvuFfAIDiMRQqCZozoVVLNMFPE/gUVCgYeOyxxxJKR2N21ZqmZQxj6e+lS5dG/1aXvOZdaIgUAJQFrwcitsdBjSOauJ0sDe3UJG/1IHg0X0OTuhOlYMCb2xY7HPXZZ5/N9z4NxSrYa6KlvMUbDqVVrFQ3ayndgrZu3eqCFwDAtuixSFLTpk1db4WGBuyyyy5upZOiuuL90njm2LkbAJBqBx54oOsV6NWrl1t+VfWd6kA/Q5s0DFRLuKr3V723msitNDWBO1EaKqp6WatP3XjjjS4Q0pBSDVvScrYeBRoKhjRXRMGIJqE/+eSTboiXN4dN9bqWmx06dKhb7ltpa3lZzb3QxO6RI0fmm3AOAPgfAosk6UJfQ5O06tO3337rbur08MMPJ5SGJg7q5FcwaNDfDRo0SDZrAFDqateu7VZSuv766+22225zQYYmbmsJ7GR7UxVATJkyxa6++mpXf+pvDUnS3DQt65oIXfi//vrrdsUVV9jtt9/u6tBrr73W5dObw+YFDeoB1rAn1bVquNFqVZpPoRvleTTfTatAPf7449a/f3+rUKGCW71Pn1lDpAAA28qKBDWTLoNpCJPuLKsJ3Gq90jrs+lutbg888ECh26h1Tyc9zcOIpeVldVLzghJNGlSr21VXXZVv8jYAAACQzuixSJAu/NWapkmHWipWrVh77rmnffDBB26uRePGjV3vhWhZwnnz5uWb5Khu9Vq1arngQbSKlIYW6EZNCjBGjBjhxgXHtrABAAAA6Y4eiyQoiNBNoQou/Tpr1iw3nlfrt3urqOhOrQUpkBg7dmz0b40xvv/++92EbU0ifOihh1xPBgCUdxs3btzmHhkFqbFGN+ADAJQtAgsAQNpSI0xJPbi6E7aGowIAyhaBBQAgbS1ZssTd8bs4mmTt3ccCAFB2CCwAAAAA+Mbk7TgnbOsmTtWqVQvsXhUAAABAutECsrrnj24QnZ1d/L21CSzioKCiSZMmpfX9AAAAAKGyaNGi6AJFRSGwiIN6KrwC1d1Z4+3lWLFihVslqqToDv5Q1qlBOacOZU1ZZxqOaco6E4XxuM5LIs9r1651Deze9XBxCCzi4A1/UlCRSGCxadMm9/6wHGxhRVlTzpmGY5qyzjQc05R1JgrjcZ3nI8/xTAcIRykAAAAASGsEFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZgAQAAAMA3AgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAQNrLy81N6XYAElchiW0AAABSKjsnxz675HZbM3dB3NvUaNnMDn5iSKD5AvD/EVgAAIBQUFCx6ru5ZZ0NAEVgKBQAAAAA3wgsAABAueVnDgbzN4D8GAoFAADKrWTmbgjzN4BtEVgAAIByjbkbQOlgKBQAAAAA3wgsAABA4CpUKH+DJMpq/kZ5LGukB448AABQKnQxrDkLBWVnZ1udOnWS2jbMgpy/kWxZZ2I5I30QWAAAgFLBROjUzd/ghoFIRwQWAACg1DAROtxl7adHg94QEFgAAADAodcJfhBYAAAAIIpeJ5SLVaE+/fRTO+GEE6xRo0aWlZVlb7zxRonbjBs3ztq0aWPbbbedNWzY0C688EL7888/U5JfAAAA/A93Oc98oeqxWL9+vQsSFByccsopJb7/iy++sJ49e9rw4cNdQLJ48WK77LLLrHfv3vbaa6+lJM8AAABgmFV5EKrA4phjjnGPeE2bNs2aNWtm11xzjfu7efPmdumll9q9994bYC4BAABQGIZZZbZQBRaJOuCAA6x///42efJkF5AsX77cXnnlFTv22GOL3W7z5s3u4Vm7dq37Ny8vzz3iofdFIpG434/kUdapQTmnDmVNWYeV7qHgR3HnTD9pB5VuWNMOY55LStsikaRWs3LDs7Kyks5P2K718pLIcyLvzejAonPnzm6ORY8ePWzTpk22detWNyRq1KhRxW43dOhQGzx48DbPr1ixwqUT75ewZs0a9+X5/SGBsk4HHNOUdSbiuC49uttzSTfBK8mqVavcubq00w4q3bCmHcY8x5N2ojcj9G5EuHLlykLTzcT6Iy+JPK9bty7u9DM6sPjxxx+tT58+NmDAAOvWrZstWbLEbrzxRjfP4qmnnipyu379+lnfvn3z9Vg0adLE6tata9WrV4/7i9MEc20TloMtrChryjnTcExT1uVVrVq1QpVuWNMOY57jSTvZYVbJ5ll1dcWKFW3HHXcMzbVeXhLXp1WqVIk7/YwOLNTzoF4LBRPSunVr23777e3ggw+2O++8060SVZjKlSu7R0H6AhI5cPTFJboNkkNZpwblnDqUNWVdHgV1vgzyPBzGtMOY5yDTLi7d4m76p+10gZ7MtmE6vyRS7hkdWGzYsMF1j8XK+b8vWF1AAACUN9xZGYgfNwxMTKgCi7///tvmzZsX/Xv+/Pk2e/Zs14XVtGlTN4RJS8o+99xz7nXNp9DSso899lh0KNS1115rnTp1cvfCAACgvOFCCUgMK1llaGAxffp069KlS/Rvbx5Er169bOzYsS5wWLhwYfT1888/3004eeSRR+z666+3mjVr2uGHH85yswCAco0LJQBW3gOLww47rNghTAouCrr66qvdAwAAAEgXeT7mYKTr/I1QBRYAAABAJsjOyUl4idzYZXLTEYEFAAAAUAbWJLlEbrpiHVQAAACgnKhQYMXU0kRgAQAAAGSQvNzcIu9JobuUF3VviqK2ixdDoQAAAIByPn+jRinM3SCwAAAAADLMmjKYv8FQKAAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsAABIQ8neqMrvDa4AIFncxwIAgDRUVje4AoBkEVgAAJCmyuIGVwCQLIZCAQAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAACg/AUWn376qZ1wwgnWqFEjy8rKsjfeeKPY90+dOtW9r+Bj6dKlKcszAAAAkOlCF1isX7/e2rRpY6NGjUpou7lz59qSJUuij3r16gWWRwAAAKC8qWAhc8wxx7hHohRI1KxZM673bt682T08a9eudf/m5eW5Rzz0vkgkEvf7kTzKOjUo59ShrClryc5Ovu2vuHOPn3TDmnYY8xxk2mHMc5BphzHPqSyPRK5lQxdYJKtt27YuWNh7771t0KBB1rlz5yLfO3ToUBs8ePA2z69YscI2bdoU1/70JaxZs8YFF34PHFDW6YBjmrLOROl6XFeoUMHq1KmT9ParVq2yrVu3lnq6YU07jHkOMu0w5jnItMOY51SWx7p16+LeNuMDi4YNG9ro0aOtY8eOLrAYM2aMHXbYYfb1119b+/btC92mX79+1rdv33w9Fk2aNLG6deta9erV4z5ZaS6Htkmnk1Umoqwp50zDMU1Z+1WrVq3ACjGMaYcxz0GmHcY8B5l2GPOcyvKoUqVK3NtmfGDRsmVL9/AceOCB9ssvv9jw4cPt+eefL3SbypUru0dBChASCRIUWCS6DZJDWacG5Zw6lDVl7UeQ550wph3GPAeZdhjzHGTaYcxzKssjkf2UyyveTp062bx588o6GwAAAEDGKJeBxezZs90QKQAAAAClI3RDof7+++98vQ3z5893gYLGgzVt2tTNj1i8eLE999xz7vURI0ZY8+bNba+99nITrzXH4qOPPrJ//etfZfgpAAAAgMwSusBi+vTp1qVLl+jf3iTrXr162dixY909KhYuXBh9fcuWLXb99de7YGO77baz1q1b24cffpgvDQAAAADlLLDQik5aFrAoCi5i3XTTTe4BAAAAIDjlco4FAAAAgNJFYAEAAADANwILAAAAAL4RWAAAAADwjcACAAAAgG8EFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZgAQAAAMA3AgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADwjcACAAAAQPkLLD799FM74YQTrFGjRpaVlWVvvPFGse9/7bXX7Mgjj7S6deta9erV7YADDrD3338/ZfkFAAAAyoPQBRbr16+3Nm3a2KhRo+IORBRYTJ482WbMmGFdunRxgcmsWbMCzysAAABQXlSwkDnmmGPcI14jRozI9/fdd99tb775pr399tvWrl27QrfZvHmze3jWrl3r/s3Ly3OPeOh9kUgk7vcjeZR1alDOqUNZU9aSnZ18219x5x4/6YY17TDmOci0w5jnINMOY55TWR6JXMuGLrDwS4Wzbt06q1WrVpHvGTp0qA0ePHib51esWGGbNm2Kez9r1qxxwYXfAweUdTrgmKasM1G6HtcVKlSwOnXqJL39qlWrbOvWraWebljTDmOeg0w7jHkOMu0w5jmV5aHr5niVu8DigQcesL///tvOOOOMIt/Tr18/69u3b74eiyZNmkTnacR7stIcEG2TTierTERZU86ZhmOasvaruMaz8ph2GPMcZNphzHOQaYcxz6ksjypVqsS9bbkKLMaPH+96IjQUql69ekW+r3Llyu5RkAKERIIEBRaJboPkUNapQTmnDmVNWfsR5HknjGmHMc9Bph3GPAeZdhjznMrySGQ/5SawmDBhgl188cX28ssvW9euXcs6OwAAAEBGKRdN6S+++KJdcMEF7t/jjjuurLMDAAAAZJzQ9VhofsS8efOif8+fP99mz57txoM1bdrUzY9YvHixPffcc9HhT7169bKRI0fafvvtZ0uXLnXPV61a1WrUqFFmnwMAAADIJKHrsZg+fbpbJtZbKlaTrPX/AwYMcH8vWbLEFi5cGH3/E0884Wa2X3nlldawYcPoo0+fPmX2GQAAAIBME7oei8MOO8wtC1iUsWPH5vt76tSpKcgVAAAAUL6FrscCAAAAQPohsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAOEILC688EKbP39+oa/99ttv7nUAAAAA4ZWSwGLs2LG2YsWKQl9buXKlPfvss6nIBgAAAICwD4XKysoq9Pn//ve/Vrt27VRlAwAAAEAAKgRVqo899ph7eEHF2WefbVWrVs33nk2bNtmCBQvs9NNPDyobAAAAAMIcWDRq1Mg6dOjg/v+HH36wli1bWt26dfO9p1KlStaqVSu76KKLgsoGAAAAgDAHFieddJJ7eG6//XbbZZddgtodAAAAgEwMLGI988wzqdgNAAAAgExfbrZHjx6FvnbmmWfaJZdckopsAAAAAAhzYPHBBx/YKaecUuhrp556qr3//vupyAYAAACAMAcWuodFwYnbHi01u2zZslRkAwAAAECYA4vGjRvb119/Xehrer5hw4apyAYAAACAMAcWZ511lt1111320ksv5Xv+5Zdftrvvvtvd4wIAAABAeKUksBgwYIAddthhbqJ2tWrVbPfdd3f/6u9DDz3UBg4cmIpsAAAAAAjzcrO6Ed4777zjJnF/9NFH9ueff7q5FV27drUjjjgiFVkAAAAAEPbAwnPkkUe6BwAAAIDMkpKhULE2bNhgq1at2uYRr08//dROOOEEa9SokWVlZdkbb7xR4jZTp0619u3bW+XKla1FixY2duxYn58CAAAAQMoDi0gkYkOGDLGddtrJza3Q0rMFH/Fav369tWnTxkaNGhXX++fPn2/HHXecdenSxWbPnm3XXnutXXzxxdw7AwAAAAjbUKjhw4fbsGHD7KabbrJbb73VbrvtNsvJybEJEybYli1b3HPxOuaYY9wjXqNHj7bmzZvbgw8+6P5u1aqVff755y5P3bp1S+rzAAAAACiDwOKpp56ywYMH25VXXumCiO7du7uhSbfffrudeOKJNm/evMD2PW3aNDdJPJYCCvVcFGXz5s3u4Vm7dq37Ny8vzz3iofeppybe9yN5lHVqUM6pQ1lT1pKdnfygguLOPX7SDWvaYcxzkGmHMc9Bph3GPKeyPBK5lk1JYLFgwQJr27at66WoWLGirV69Ovqhr7jiCjc0SfezCMLSpUutfv36+Z7T3woWNm7caFWrVt1mm6FDh7pAqLA7iG/atCmu/epLWLNmjQsu/B44oKzTAcc0ZZ2J0vW4rlChgtWpUyfp7TV3cevWraWebljTDmOeg0w7jHkOMu0w5jmV5bFu3br0Ciy0tOzff//t/r9p06Y2c+ZMO/zww93fK1eudBO600m/fv2sb9++0b8VhDRp0sTNBalevXrcJytNLtc26XSyykSUNeWcaTimKWu/atWqFVghhjHtMOY5yLTDmOcg0w5jnlNZHlWqVEmvwKJz58727bff2rHHHuvusj1o0CDXk6DeiyeffDLQe1k0aNDAli1blu85/a0AobDeCtHqUXoUpAAhkSBBgUWi2yA5lHVqUM6pQ1lT1n4Eed4JY9phzHOQaYcxz0GmHcY8p7I8EtlPSgILBRKLFy92/9+/f383FOrFF190Q5F0X4uHH344sH0fcMABNnny5HzP6UZ9eh4AAABA6UhJYNGyZUv3EPUEjBw50j2SoSFVsZO9tZyslpFVt42GWWkYk4KY5557zr1+2WWX2SOPPOJWpLrwwgvdnb9feuklmzRpUil9OgAAAAApH6Pz+++/u2FRXg9GoqZPn27t2rVzD9FcCP3/gAED3N9LliyxhQsXRt+vpWYVRKiXQve/0LKzY8aMYalZAAAAIGw9FvLEE0/YnXfemS+g0N2zdU+LSy+9NO50DjvsMLd6R1EKu6u2tpk1a1YSuQYAAACQNoGFlm/V/SvOO+88O+2009xyr5pA/fLLL7vlZrWslYYwAQAAAAinlAQWmpx944032r333pvv+RNOOMEFGXqdwAIAAAAIr5TMsdB9IAre/dpz1FFHJXTjDQAAAADlNLDo1q2bffjhh4W+pknVQd7HAgAAAECGDIW6+OKL3QTt5cuXW/fu3a1evXru/19//XW3/Ovjjz/u7sbtad++fSqyBQAAACBMgcVxxx3n/n322WfdQ3eUjV3Z6fjjj3f/6jm9lpubm4psAQAAAAhTYPHxxx+nYjcAAAAAMjmwOPTQQ1OxGwAAAACZfoM8z4YNG2zTpk3bPF+rVq1UZwUAAABAmAILLTd70003uRvirV69utD3MK8CAAAACK+UBBYXXHCBW/1Jq0PtvvvuVqlSpVTsFgAAAEAmBRa6h8Wjjz5q55xzTip2BwAAACATb5DXsGFDq1GjRip2BQAAACBTA4tBgwbZ0KFDi5xfAQAAACDcUjIU6swzz7TvvvvOmjZtam3btrWaNWvme103xXvzzTdTkRUAAAAAYQ0shg8fbvfcc4/Vr1/frf60bt26VOwWAAAAQCYFFgoqrrzyShs5cqRlZ6dk9BUAAACAFErJVf6WLVuse/fuBBUAAABAhspO1RyLyZMnp2JXAAAAADJ1KFTnzp3ttttusyVLlljXrl23mbwtp5xySiqyAgAAACCsgUXPnj3dvwsXLrQJEyZs87pWhdKkbgAAAADhlJLAYv78+anYDQAAAIBMDix23nnnVOwGAAAAQKYFFtWqVXNDnOKh961ZsyaorAAAAAAIa2Bx/fXXxx1YAAAAAAi3wAKLQYMGBZU0AAAAgDTDbbABAAAA+EZgAQAAAMA3AgsAAAAA5TOwGDVqlDVr1syqVKli++23n33zzTfFvn/EiBHWsmVLq1q1qjVp0sSuu+4627RpU8ryCwAAAGS60AUWEydOtL59+9rAgQNt5syZ1qZNG+vWrZstX7680PePHz/ebrnlFvf+n376yZ566imXRv/+/VOedwAAACBThS6wGDZsmPXu3dsuuOAC23PPPW306NG23Xbb2dNPP13o+7/88kvr3LmznX322a6X46ijjrKzzjqrxF4OAABKkpebWybbAkC5vfN2admyZYvNmDHD+vXrF30uOzvbunbtatOmTSt0mwMPPNBeeOEFF0h06tTJfv31V5s8ebKdd955Re5n8+bN7uFZu3at+zcvL8894qH3RSKRuN+P5FHWqUE5pw5lHZ6yzs7Jsc8uud3WzF2Q0HY1Wjazg58YUux+dX5LVlDphjXtMOY5yLTDmOcg0w5jnlNZHonUj6EKLFauXGm5ublWv379fM/r759//rnQbdRToe0OOuggd/LYunWrXXbZZcUOhRo6dKgNHjx4m+dXrFgR99wMfQm6m7j26ffAAWWdDjimKetM5Oe4rlChgtWpU8cFFau+m5vU/letWuXOS0Wlnayg0g1r2mHMc5BphzHPQaYdxjynsjzWrVuXmYFFMqZOnWp33323Pfroo26i97x586xPnz42ZMgQu/322wvdRj0imscR22OhSd9169a16tWrx32y0p3HtQ2BRbAo69SgnFOHsi4/ZV2rVq1QpRvWtMOY5yDTDmOeg0w7jHlOZXlosaSMDCwUfeXk5NiyZcvyPa+/GzRoUOg2Ch407Oniiy92f++zzz62fv16u+SSS+zWW28t9ERSuXJl9yhI703kxKOTVaLbIDmUdWpQzqlDWZePsg5qn0F+ljCmHcY8B5l2GPMcZNphzHMqyyOR/YTqirdSpUrWoUMHmzJlSr7WJv19wAEHFLrNhg0btikQBSeirm8AAAAA/oWqx0I0RKlXr17WsWNHNxlb96hQD4RWiZKePXta48aN3TwJOeGEE9xKUu3atYsOhVIvhp73AgwAAAAA5Syw6NGjh5tEPWDAAFu6dKm1bdvW3nvvveiE7oULF+brobjttttcN7f+Xbx4sRtHq6DirrvuKsNPAQAAAGSW0AUWctVVV7lHUZO1C86M183x9AAAAAAQjFDNsQAAoLSpAQoA4B+BBQAgoxV3h2sNndWKg0WtesLdsQEgfjTTAAAymt+7YwMA4kNgAQDIeH7ujg0AiA9DoQAAAAD4RmABAEgLyc5nYB4EAKQHhkIBAEI7F4J5EACQPggsAAAJ9Q4oAAhqW+ZCAEB4EVgAAOLGCksAgKIQWAAAEkKvAgCgMEzeBgAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADwjcACAAAAgG8EFgCQYXSH67LYFgBQvnGDPADIMNwdGwBQFggsACADcXdsAECqMRQKAAAAgG8EFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZgAQAAAMA3AgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAMpnYDFq1Chr1qyZValSxfbbbz/75ptvinzv2LFjLSsrK99D2wEAAAAox4HFxIkTrW/fvjZw4ECbOXOmtWnTxrp162bLly8vcpvq1avbkiVLoo/ffvstpXkGAAAAMl0FC5lhw4ZZ79697YILLnB/jx492iZNmmRPP/203XLLLYVuo16KBg0axL2PzZs3u4dn7dq17t+8vDz3iIfeF4lE4n4/kkdZpwblHJ6yzs7212ZU3H7TNe0w5jnItMOY5yDTDmOeg0w7jHkOMu0w5jmV5ZHIuShUgcWWLVtsxowZ1q9fv3wF17VrV5s2bVqR2/3999+28847u4Jp37693X333bbXXnsV+f6hQ4fa4MGDt3l+xYoVtmnTprjyqn2tWbPGXRz4PXBAWacDjulwlHWFChWsTp06vva/atUq27p1a6jSDmOeg0w7jHkOMu0w5jnItMOY5yDTDmOeU1ke69aty8zAYuXKlZabm2v169fP97z+/vnnnwvdpmXLlq43o3Xr1u5E/cADD9iBBx5oc+bMsZ122qnQbRS4aLhVbI9FkyZNrG7dum5YVbwXBuop0TYEFsGirFODci4/ZV2rVq3QpR3GPAeZdhjzHGTaYcxzkGmHMc9Bph3GPKeyPBKZmxyqwCIZBxxwgHt4FFS0atXKHn/8cRsyZEih21SuXNk9CtIJPpGTvC4MEt0GyaGsU4NyLh9lHeQ+g0o7jHkOMu0w5jnItMOY5yDTDmOeg0w7jHlOZXkksp9QXfGqWycnJ8eWLVuW73n9He8ciooVK1q7du1s3rx5AeUSAAAAKH9CFVhUqlTJOnToYFOmTMk3ZEB/x/ZKFEdDqb7//ntr2LBhgDkFAAAAypfQDYXS3IdevXpZx44drVOnTjZixAhbv359dJWonj17WuPGjd0EbLnjjjts//33txYtWtjq1avt/vvvd8vNXnzxxWX8SQAAAIDMEbrAokePHm51pgEDBtjSpUutbdu29t5770UndC9cuDDfWLC//vrLLU+r9+64446ux+PLL7+0Pffcsww/BQAASFSNls0CeX+i6Sa7DZDpQhdYyFVXXeUehZk6dWq+v4cPH+4eAAAgvPJyc+3gJ4YktV12Tk6ppxtP2kLQgvIklIEFAAAoX3QB/893t1re+vnxb7N9c6vY+q5STzfetIMOWoB0Q2ABAABCIXfpuxb5a1bc74/s2K7Ei/9k0o037SCDliCHhgHJIrAAAAAISFBBS1BDw4ThW0gWgQUAAEDIBDU0jDkn8IPAAgAAIISCGBoW5jknDA0rewQWAAAACPWcE4aGpQcCCwAAAJS7oCWMvSzpPgmfwAIAAAChx9Cwsh8aRmABAAAAhKCXJR2GhhWHwAIAAAAo50FLvPdPKQ6BBQAAKDWZNmYcCKvcgG4oWRwCCwAAUCqCnugKIL0RWAAAgFKhwODVByfaykXLE9quTpN6dur1PfgWgJAjsACAYuTm5VlOdnbKt61QgeoZ4fTn7ytsyS9/JLRNVlZWYPkBkDqcuQCgGAoMzhn5qf20eHVC5dSqcU0b1+eQpAKP7Oxsq1OnTsLbAWUtLzfPLhl+VdLbZudwXANhRmABIP4Ko5y2oiuomDV/VVoELfEELEBZUWDwzy9Pmm1aktiGVRpaxV17B5UtAClSPq8SgJALcnhOsq3oJaVdFnkujbTDGrQAZSESyU06QNC2WVlM3gbCjMAC5V5QF6VBXuwGOTwnqLTDmGcgUwW1JKwCgwnfD7flGxYnlHa97Rrbmftcl3CeAKQXAguUe2G8kA66pTuotMOYZyDTBL0k7Oxln9mC1T8mlG6zmnsSWAAZgMACCOmFNAAkgyVhAQSFwAIAgAwZshTv+1kSFkAQCCwAAMigIUslDVdiSVgAQSGwAAAgQ4YsxXMHay0JywRrAEEgsAAAIE19P3W2LZyzIO73N92rWYmBRdATrBtX2yWhdJPdBkD6IbAAACBNNWrROND3l7a8vFy7er8Hkt42O5v7WABhRmABAEAaSnYuhLbTcKeyoMBg8cD7bfOCRQltV7lZE2s8+MbA8gUgNQgsAABIQ8nMhYj3RnNBDlda8/5U2zj7h4TSrtp2bwILIAMQWAAAkKYSnQsRzzwIhisBCAqBBQAA5QjDlQAEJZSBxahRo+z++++3pUuXWps2bezhhx+2Tp06FfreJ5980p577jn74Yf/dct26NDB7r777iLfDwBAukh0yBLDlQCUpdAFFhMnTrS+ffva6NGjbb/99rMRI0ZYt27dbO7cuVavXr1t3j916lQ766yz7MADD7QqVarYvffea0cddZTNmTPHGjcu29UzAAAo7SFLrK4EoKyELrAYNmyY9e7d2y644AL3twKMSZMm2dNPP2233HLLNu8fN25cvr/HjBljr776qk2ZMsV69uxZ6D42b97sHp61a9e6f/Py8twjHnpfJBKJ+/1Int+yzs72t3pKUfsNKt2wph3GPKdz2mHMc5Bpl2Wea7RslnCa3jbFp534Ckve6kph/A6DTDuMeQ4y7TDmOci0w5jnVJZHItdXoQostmzZYjNmzLB+/frlK7iuXbvatGnT4kpjw4YN9s8//1itWrWKfM/QoUNt8ODB2zy/YsUK27RpU1z70ZewZs0ad8Hr98BBcGVdoUIFq1Onjq8iXrVqlW3dujUl6YY17TDmOd3TDmOeg0y7rPJca8cd7eAnhiSVbl5urq36669i853oCkve6kph/A6DTDuMeY4n7ezqrSyRJjW9v6zznI5phzHPqSyPdevWZWZgsXLlSsvNzbX69evne15///zzz3GlcfPNN1ujRo1cMFIUBS4abhXbY9GkSROrW7euVa9ePe6L3aysLLcNgUWwyrqsiwtS0zHdsKYdxjwHmXYY8xxk2mWVZ9U5rz440VYuWp5QmnWa1HN3yM608gg67WQvpDOxPCKRXKu0f/5RGfHQdqVdzt42Eqa0w5jnVBzXBdPVVIKMDCz8uueee2zChAlu3kVxhVS5cmX3KOwEksiFqy52E90GySnLsg5qn0F+ljCmHcY8B5l2Sen6GZ6TieURZNrfT51tC+csSCjNpns1c4FFJpZHUGn7uZAu6Y7efi7uyrKsk73PSVaWlXo5x1PW6Zh2GPMc1HFd1DGdyDEeqsBC3To5OTm2bNmyfM/r7wYNGhS77QMPPOACiw8//NBat24dcE4BoOxoiI2f4TnZOcWfrICykJWVE8gNA/1e3ClfQQUtZXGfk2TKOd6yTre0w5jnoI/reI7pjAksKlWq5JaL1cTr7t27R4fB6O+rrrqqyO3uu+8+u+uuu+z999+3jh07pjDHAJB6CgxuHT/T5q+If1ysNK9bze46u31g+QL8CtuFdNBBS7qUc7xlnW5phzHPQR7X8RzTGRVYiOY+9OrVywUIuheFlptdv359dJUorfSkZWQ1AVu0vOyAAQNs/Pjx1qxZM3fvC9lhhx3cAwAy0buzf7dZ81cltE275rUILFAupdPFXWld4AGzAwq0Miqw6NGjh1udScGCgoS2bdvae++9F53QvXDhwnxjwR577DG3mtRpp52WL52BAwfaoEGDUp5/AABQfgTZ2g2km9AFFqJhT0UNfdLE7FgLFiQ2oQ4AkHn8TGYHAGRwYAEAyEyJXszH8/6gJ7M3atE44XST2QYoqHG1XQJ5f6LphjXtMOY5HcqjOAQWAIC0aP1PNgAo6eJfr/m510Tx+86zS4YXvXhISdtm57AceSLK4kIpXeXl5drV+z2Q1HbFLVOabLphTTuMeS7L8igJgQUAIP6TToCt/8kEAPFc/Pu910RxFBgwOTc1grxQCrLVOCj6TIsH3m+bFyyKe5vKzZq4O7OXdrphTTuMeS7r8igJgQUAIG5Btv4nEwDEc/EfNCbnpkZQF0pBthoHHbSseX+qbZz9Q9zpVm27d1wXjommG9a0w5jndCiP4hBYAAASElTrP1AWF0pBthoHHbQA6YbAAgAAlGtBtRoHGbQA6YjAAgAyUKvGNVOyDcI5Ph+pE+RQFyDdEFgAQIbJzcuzcX0OSXrbnJibjKJ4DHUBgP+PwAIAMowCgyAnWAd534ZE0w4q3Xi3YagLAPx/BBYAkIGCmmAd5H0bkk07qHTjSVsY6gIA/0NgAQCImy6yA1t3PYm0g0o33rSxrap7tEjJNgDSD4EFACAhYVx3nV6F1Ijk5lrzsSOT3jarmBsoJhOAELAAqUVgAQBAORNUr4ICg1tffd3mr/wzobSb16ltd516ciBBSxABSyLbpFPa6ZBnZDYCCwDIQEFOsEa4Bd2r8O73c2zWwoUJpduuadMSA4tkgpYgA5Z4yiMd0y7LPAuBVmYjsACADBP0ZGWkThAt0kH2KgQt0aAlqIAl3vJIt7TLOs8EWpkRaBWHwAIAMgyTlTNDkEN/gupVCKsgyyOd0i7rPBNohT/QKgmBBQBkICYrh19QLdJAWSLQCnegVRICCwAA0lRQLdIA0sO7IezRKg4DaQEAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAb97EAgBK0alwzJdsAABBmBBYAUIzcvDwb1+eQpLfNyc4u1QCEgAUAkK4ILIAAW6SDbOkOY9phzLMCg1cfnGgrFy1PKO06TerZqdf3CCRoiSdgAQAg1QgsUO4F1SIdZEt3GNMOY54930+dbQvnLEgo3aZ7NSsxsEgmaIknYAEAoCyEMrAYNWqU3X///bZ06VJr06aNPfzww9apU6ci3//yyy/b7bffbgsWLLDddtvN7r33Xjv22GNTmmekr6BapINs6Q5j2mHMcyokGrTEE7AAAFAWQhdYTJw40fr27WujR4+2/fbbz0aMGGHdunWzuXPnWr169bZ5/5dffmlnnXWWDR061I4//ngbP368de/e3WbOnGl77713mXwGpJ+gWqSDSjesaYcxz0BJqu7RIiXbAEC6C11gMWzYMOvdu7ddcMEF7m8FGJMmTbKnn37abrnllm3eP3LkSDv66KPtxhtvdH8PGTLEPvjgA3vkkUfctgAAJCuSm2vNx45MetusnBwKH0DGCFVgsWXLFpsxY4b169cv+lx2drZ17drVpk2bVug2el49HLHUw/HGG28UuZ/Nmze7h2fNmjXu39WrV1teXl5cedX7lDdto38RHL9lrW123X93q7nTjgltV3unurZ27doij4mg0g1r2mHMczqmHW+6lXucYFmH7pdQnis1qBdX2ttd0dMqrfwrobQr1NkxkLSDSjeRtD+ZO9dWb9iYUNo1t6tqh7ZsWWLaZ7dvY112bR53ug1rVI8rz4mmm0jah+/a3HatWSOhtHeuXSuQfKdDeaRT2mHMc5BphzHPZVEeek4ikUjJiURCZPHixfpEkS+//DLf8zfeeGOkU6dOhW5TsWLFyPjx4/M9N2rUqEi9evWK3M/AgQPdfnhQBhwDHAMcAxwDHAMcAxwDHAMcAxZZtGhRidfqoeqxSBX1iMT2cihyW7VqldWuXduysrLiSkPRXZMmTWzRokVWvXr1AHMLyjo1KOfUoawp60zDMU1ZZ6IwHtdrk8izeirWrVtnjRo1KvG9oQos6tSpYzk5ObZs2bJ8z+vvBg0aFLqNnk/k/VK5cmX3iFWzZnJ30dWXFpaDLewoa8o503BMU9aZhmOass5EYTyuqyeY5xo14hveGKrB/5UqVbIOHTrYlClT8vUm6O8DDjig0G30fOz7RZO3i3o/AAAAgMSFqsdCNESpV69e1rFjR3fvCi03u379+ugqUT179rTGjRu75WWlT58+duihh9qDDz5oxx13nE2YMMGmT59uTzzxRBl/EgAAACBzhC6w6NGjh61YscIGDBjgbpDXtm1be++996x+/fru9YULF+ZbGejAAw9096647bbbrH///u4GeVoRKuh7WGgo1cCBA7cZUgXKOqw4pinrTMRxTTlnGo5pyrosj48szeAOJGUAAAAA5Uao5lgAAAAASE8EFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZggbSmGyACQKJY8BCZiHMi0h2BhY8TFSeu4KxcudL9q3uS5ObmBrin8k03l9yyZYv99ddf7m9OWsgE8+fPt5dfftnWrFlT1lnJaJwTU4dzYuqE8bwYSaPrUwKLOM2dO9fdUOT888+3MWPG2M8//2xZWVmhOODC5j//+Y/tsssudskll7i/c3JyCC4C8OOPP9oZZ5xhhx12mHXr1s2++uqrfDeXROle6I4ePdr69u1rH3zwQfQiAaXvu+++s06dOtmsWbPczVSFerr0cU5MHc6JqRPG8+LcNLs+Te/SSqMDbb/99nP//ve//3Vf3JFHHmlTpkxxBxw9F6Vf3lWrVrXvv//eLr300mhwwcVB6ZbxQQcdZLvvvrudcsop1qxZM1cxbdq0ieO5lOk4Vlm/9dZb9s4779jVV19tTz/9tDueqTtK16JFi+yEE06wXr162dChQ61Fixbu+a1bt7p/qUNKB+fE1OKcmLpyDtt58cd0vD7VnbdRtK1bt0bOPffcyDnnnBN9btasWZGLLrookpOTE3nnnXfcc7m5uRRjKZk8eXJk9913j9xzzz2RffbZJ3LppZdGX1u3bh3l7NPGjRsjJ598cuTyyy+PPvfUU0+5Y3zLli2RFStWUMalZMGCBZHddtst0r9/f1e2csstt0RatGjhvgeUrgkTJkQOO+ywaJ186623Rs4888zIKaecEpkyZQrFXQo4J6Ye58TghfG8uDVNr0/psSiBWrjUCtakSZPoc23btnWtYRqqc9ppp4WiqyxM9tlnH+vQoYNdfPHFdsEFF9i0adPs+uuvtwsvvNDGjRtn//zzT1lnMdQ0dvSXX36xvfbaK/qc/v7ss89s3333dY+xY8e659O1lSYMNDfozTfftHbt2rleCq+OuPbaa913oNYllC7V1TVq1HD/r5bH6dOnu95PDQvo2rWr6ykSjuvkcU5MPc6JwQvjeTEvTa9PK6R0byFUsWJF23vvve2TTz5xE3l23HFH93zdunWtX79+tnz5chsyZIi9+OKLVr169bLObkaoVauWzZkzx/1gNBRqhx12cGW9atUqu+6669x3oos2DY9C4qpVq+Yqz8cff9waNGjgKp5HH33UPXRc//vf/7aLLrrIdt11Vzv44IMp4iTp+FSd0LlzZ1fOHl3krl271v7880/KtpQ1atTIHc9PPfWUq6uff/55V5/I3Xff7eoTDRuIvXhAYjgnph7nxOCF8bxYMU2vT2lmj8Mhhxzixtg988wztm7duujzihI1nnf27NmsPlJK1BtRuXJl98P++++/bbvttnNjBfW8xktr/KAQVCRPF7bqDWrVqpW98MIL9sYbb9jw4cPduPRjjz3W9Q7pNZU7/NFkumuuuSZfK5cqeB3fOrY9mn+hQBr+KIhT4PDYY4/Zhg0b3AWZN69Cx3zz5s1dowUSb80Vb4W+Ll26cE4MuKy941b/ck4Mvqx1XlQrf7qfF1esWBFdlCJdf4sEFgX88ccfboLla6+95rrRRSsE7L///vbkk0+6A04t5x51j+kCIfYLReJlPXPmzGgErqBBQ6HmzZtnPXv2tE8//dTefvtt69Onj3uvfuDwd0wffvjhNn78eDc0pEKFCta4cePoxa8muurit2HDhhRzghYsWOBORl4rkcc7cYm6pfXw/u7fv79rSU+X7vUwlvXEiRPdczvvvLMdeuihLkjTCVWrcXnDANTzWbNmTXeRhvj98MMPrj6eMWNGtEHn1FNPtQMPPJBzYoBlreNW9Yb+5ZwYfFmLVoKaMGFC2p4XZ86c6YbFaRUoj36LBxxwQHr9FlM6oyPNfffdd5Fddtkl0qlTp0idOnUiHTt2jLz44ovR188//3w3mfjaa6+NzJs3z03muemmm9xE45UrV5Zp3jOhrF9++eXo64MGDYpkZWVFmjdvHpkxY4Z77q+//oo8+uijkV9++aUMcx7+cp44cWK+95x66qmRvn37RpYsWeImsA0YMCDStGnTyK+//lpm+Q6jf//735FGjRpFjjjiiMj+++8fadCggZtMXJCO47p160a++OKLyJAhQyJVqlSJfPvtt2WS50wq6/Hjx0df18IPDRs2jLRu3Try1VdfRb7//nt3XDdr1iyycOHCMs172PTu3dvVxfXq1Yt88803+V7r1atXZK+99uKcGGBZe4s+DBw4kHNiwGWtydAeTeROp/Pi7NmzIzvssEOkT58+hb5+3nnnpc31KYHF/9EXsdNOO7kvYvXq1ZHp06e7SvPCCy+MbNq0KVpggwcPjhx88MHugOzQoYM7oc2cOTOlX1oml/U//37iG+QAADt6SURBVPzj3qN/r7jiiugPPi8vz/3L6lulU86qQL0yveuuuyL77ruvq2APP/xwd8HGMZ2YuXPnRho3buxWfFLZ6uL1yCOPjIwZM2ab92pls3bt2rnVixRU6HtB6Zf1888/Hzn66KNdXa2LX63ExXGduGHDhrmVcq688spItWrVXKAWS0HcQQcdxDkx4LLevHmzu2j8+uuv3d+cE4Mra3nggQdcQ1w6nBe/++67SI0aNSI33nhj9DpIjSXTpk1zAYdHwU86XJ9m6T9WzmmcnSa6/P77726yX6VKldzz6g676aabXLdT7dq1o+/XpMtvv/3WTfZR1/tOO+1UhrnP7LJGasr5vffeczcW04o6Rx11lBuLjvho/s9ll13muso1aVhd6N4QSq1IpAl1qie08IBokp1WilL39EcffWRt2rShqEuxrFUf33DDDe55nd50ozwNYdCjXr16lHWCNAz1oYcecvWIyv7jjz92QzI0ZERDLVRfcE4Mvqzbt29vxxxzDMdvwGX90ksvuSFSOq7T4by4detWN/xJwzv1O9Nw8ZNPPtkWL17sboSn87iGjGtIqGj+hYZ3leX1KatC/d/4ZxW+JuboAkwnI41/1hhSjcv1ljf1xjvqizz66KNT/mWVp7IuuA3L+QZTzl7Z6njmmE6OKnrN+9HYVu9CV8v9vfLKK3b22Wfbxo0bo8Gc7r6ti1+dyLp372577LFHknstn+IpawXUulPxE0884Y55XZAheVpoQKuYKSjTGO4rr7zSHbcau/3TTz+593BODLasFTSzPHXqj+t0OC9WqFDBXn31VTd37PTTT3cNU8qj5pfp3K0gom/fvi6Q0HlGK0KVdZ4ZCvV/YsfNeV2MGlun7vPYMbl0pftHWadXOXtzWJA8r3xFXdMHHHBAZNKkSdHnXnrpJTc+NrbbGsGW9Q8//JDvvUhM7LBTlfHy5cujc7K2335799DNuAq+F8GWNcd06sram3ORDmU+Z86cyHbbbRdp27ZtZOnSpdHnNVRfQ+Q6d+4cWbVqVVrktdyuCrVkyRL75ptvXFeXWm29Li4tp+et1qIluhQdegYMGGBHHHGE645iBBllnSnHtG4cxjGdXFm///77+cpXNLRJLehaotDjfR+xNzJCsGWt1Vti34vEytnrJd68ebPr4VQvkFp1v/zyS7cUp4ZjqDdIw0foUU5dWXNMp66svVXQUl3mSwrkWY8999zTLZWt5cu9e/OIVrlTD4aGP6vXIh2Oj3I5FEpj5k488UT3hSxbtsydgHSB1a1bN/eFecNG9NBBqKEjd955pz3wwAPuLozMAaCs0w3HdPqUtRRcklDd1RrvqqE8oKzDckyr0UFDK3QX85NOOsldwEyePNnd3Vc35tIwy+23376ssx8qlDVlnczxoUbtZs2aufkUBe/jtXLlSmvdunX03idlLlLOqNtrjz32iPTv398tW7p48eJIjx49Iq1atXLLuXndYrJs2TK3eoter1SpEqu3UNZpiWM6PcvaG3p26623RmrWrOlW9gBlHbZj+u+//4689tprbrUZb4iIJ3Z5TlDW6SSMx/XyJM8vtWvXdkOl0kW5CyxU+FrLvOASjzfffLNbA/i+++6LrF+/3j33448/umW7qlatus2BB8o6XXBMp2dZaynAiy++2L2f+oOyDuMxrWV6teymrFmzpoxymDkoa8q6tM4vug9Sz5493TK46XZ+KXdzLDSmTst3bdiwwf2tVUTknnvucbdGf+yxx9wdn0Wrt1xxxRVurJ26fkFZpyOO6fQs6/r169txxx3nlpSl/qCsw3hMa/iFluTU8Awt15s2Qy1CirKmrEvr/KLVrLT8sIbnp9v5pVzex6JTp05u3oRO+N4kHo1nE63L3aJFC3vxxRfd35s2bbIqVaqUaX7DjLKmnMvbMb3rrru6defFm68FyjpT6mlQ1mERxuO6UwacXzK+x2L9+vXuRlRar9jz+OOPu9n1Wvdc9KUpSpRDDjnEbeMhqKCs0w3HdHqXtdfaJOlY6acryjoc50RQ1ukojMf1+gw9v2R0YPHjjz/aKaec4m4sohuFjRs3zj2v/x85cqR98MEH7oYj6n7yliBbvny5W+VCX2Q57MxJGmVNOWcajmnKOtNwTFPWmSiMx/WPIcyzlfflZvWlKbrT0lwdO3Z0yz1ecMEFbi3gdu3aueW89AVpDoWW6dIdF7V03qRJk+yrr76K3tUVlHW64JimrDMRxzXlnGk4pinr8nx8ZOQci1WrVtlZZ53lvgxFfh5Nftlnn33cZDSPuqF0jwpto2FPl19+uftyQVmnE45pyjoTcVxTzpmGY5qyLu/HR3qHPUlS19Hq1avttNNOc39rJQt1JelurPqC5P+W2nV3Krz33nvzvQ+UdbrhmKasMxHHNeWcaTimKevyfnyEI5cJ0jKPL7zwgh188MHub90OXRo3bhz9Yry7asdOmknXiTDpjLKmnDMNxzRlnWk4pinrTBTG47p+CPOcqIwMLGS33XaLRnkVK1Z0/68IUJNfPEOHDrUxY8ZEZ9yH6YtLJ5Q15ZxpOKYp60zDMU1ZZ6IwHte7hTDPVt6HQsVS1Be71q8XEQ4YMMCNXZs1a1baT4QJC8qacs40HNOUdabhmKasM1EYj+vsEOa5XPdYxPLmp+sLatKkiT3wwAN233332fTp061NmzZlnb2MQllTzpmGY5qyzjQc05R1JgrjcR0JYZ5LEr5QKAleFKgupyeffNKqV69un3/+ubVv376ss5ZxKGvKOdNwTFPWmYZjmrLORGE8rrNDmOeSlIseC0+3bt3cv19++aVbOxiUddhxTFPWmYjjmnLONBzTlHV5OT4y8j4WJd1CXTceAWWdKTimKetMxHFNOWcajmnKujwcH+UusAAAAABQ+srVUCgAAAAAwSCwAAAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAAQWAAAAAMoePRYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADwjcACAAAAgG8EFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZgAQAAAMA3AgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADwjcACAAAAgG8EFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZgAQAAAMA3AgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsUGreeOMNa9asWfTvvfbay9555520LOGFCxfaDjvsYGvWrCmzPJx//vl27bXXltn+AZS9zz77zHbaaScLs9WrV1tWVpYtWLAgkPTL8lzy9ttvu/Oazhc6xxV0zDHH2KOPPlomeQPSEYFFiOTm5YVqH3PmzLHjjz/egnDYYYfZiBEjkt6+adOm9vfff1uNGjVKNV/lEQES0kUkNzet9qF6qnLlylatWjVX1+y99952/fXX24oVK6LvOfjgg+33338PJK+60NcFvy78w6Kwuj3Ic0lJrrvuOhsyZIg7X3Tv3n2b199991274ooryiRvQDqqUNYZQPxysrPtnCfG2E9/LA2k2Fo1amDjLrk4JV/JP//8YxUrVrR0FXT+tm7dGljaYROJRCwvL89ycnLKOisIuaycHJt/fh/b+PO8QNKvukcLaz52ZELb3Hvvva5nUsf5Tz/9ZHfccYd16NDBvv32W6tfv35cdUWFCqk7Vad73Zxq8+fPt3322SepbSlLlEf0WISMgopZCxcG8kg0YFEr21FHHWXVq1d3J8off/wx3+vqPva6jseOHWtt27a1gQMHWoMGDezMM890z0+YMMFat25tNWvWtH333de+/PLL6PZbtmyxAQMG2K677upa/FS5z5w507X4afjAzTff7Lqn1RVdmGHDhtluu+3mtlUajzzySJEteWp1v+iii+yMM85wn2f06NGFpvniiy9amzZt3Ht23nln97lk1qxZdtBBB1mtWrWsbt26dtZZZ9mff/6ZrxXupptucuW1/fbbu1YuWbt2rWsF0+dQOXz++efRbdatW2eXXHKJNWzY0D0uu+wyW79+fb78P//889aiRQtXfvoMOpEVZcaMGXb44YdH83j11Ve759USd9JJJ1m9evVcq+ohhxxi//73v6PbDRo0yLUWqnz0uVWmr7/+unvtoYcesnHjxrmhAPoMGrJQ8LsvbJic/n/o0KG2//7723bbbeeOneXLl9s555zjPmujRo3cxdjmzZuL/DxAYRRUbJz9QzAPHwGLfq977rmnvfDCC+539OCDD7rnp06d6n6/xdUV+o1eddVVrqdVv9OePXvmG8b53//+10488UT3u9bv+5RTTnHPd+rUyf2roVb6feq3WpC3/8cee8ylf+CBB7rnP/zwQ7e9XtPv+q233opuo9/l5Zdf7vbVvHlze+WVV4rtdZg9e7b7/MnW7QXrE5Vhq1atXN5U72rb2H3369fPunXr5tJu3769ff/990V+L8uWLXP1vspOn//WW291wZzqb+VBjR4qE/1/YfVR7GctqixLM79AuiOwQNLOPvtsdxG4dOlSd8J68skni33/Dz/84FreNL9BF8STJ0+2G264wV2cr1q1ylWuJ5xwQvSC/JZbbnHvee+999wFuE5etWvXdidkDR9QS6BOuN5FekG68P/oo4/ctmPGjLEbb7zRvvjiiyLzp6BBF88KNvRvYWNtdXIfPny4e49aHBVkSHZ2tt1zzz3uJKXPuXjxYpf/WPqcd955p8tz165d3XPjx4+P7lPd6bo48IKdPn362Lx581x6OtH8/PPPrls+lj67ghpdmE+ZMqXQCwdRfhRUnHbaafbHH3/Yb7/95k6mohOnvku1zCn/7dq1c6+phdWj70AXGfqeFLApcPrll1/smmuuccGA8q7PpSEL8VJ5PPvss2673Xff3X12BZ1KV59XwY3KC8gkqgPVmPDJJ58U+Z6CdcWFF17ofnvfffed+52qAUF1kaixQe/RMCs1OKg+9hoNvvnmm2gjkNLSb7UwasTQ7011jPKl/Zx++umuTtN+H3/8cTvvvPNs7ty57v133XWXTZs2zdVNqn9ee+21hMrAT93+6aefuqBGedKQMtVpRx99dL5AS+eX++67z/766y/r2LFjtDwKo7pPPTQqVwU1CmC0rfKjPIgavPT/GtZWkoJlWdr5BdIdgQWSsmjRIlcJ33///a7FeY899nAt6sVRa7hagypVquS2GTVqlLvYVwuNLszVyqZ0dMLRRa0qYq/XQa1dLVu2dMFCvE499VRr0qSJ27ZLly6uRUgtSkVRC6Heo7wofwWpVV4X+7pA13vUcqiLcFGAoZYonaA0vKFv377b7EsnMF2cKz9Vq1Z1zyktBVO62FD5aVtNUtTFvoIEterrBFenTh27++677bnnnnOvedTqp1YutfDrZKVeicKoxUy9SgoAqlSp4j6fTuCi1tMePXq41lG9NnjwYPvPf/7jAhCPLvwvvfRSl0/lV+WpQMwPnWz1nWoIlC5k1OrqHU/6zP3793eBF5BpGjdu7C7YixJbV+iC9tVXX3X1pVq89TvVcKqJEydabm6uqy9U7+hiX6+pftXvMxGqUxRE6Lenh+pe9YB6dZ3qNvVavvTSS+79qpv0+1S9ozypJzpefut2XYSfe+65rmdVn1s9mzvuuKNNmjQp+h69rjpZ9VWvXr2KrBfV4KLGJ+VFPRLKg85RXk90MgqWZWnmFwgD5lggKbro1EWoLq49JZ0YdDLVScqj1jWdnGJPSmqJU2Wvlp0NGza4E0+ydPJTC5j2o8pe6anbvijqui6OWvk1BKEw6llQN756MXQhoP0VHKdcWPoFy0x/e59fwwVihw/tsssurit+5cqV0efUwu/RRUVRkzSV96LKcuPGjS7vCuh0seN9R9qPvrPi8ulHbHnoO1LeNbQi9gJEF05AptFvJ/ZYL+m3ofqkYN2l36l6J/Tb1pCi2KFGiVLjROxwLO1TF9zPPPNM9DkND1IjhFf/x9YJiTT4+K3b1fui4UOxVDaxE+AL1otez0Nhaek8FjvXRfWsn8n0BcuyNPMLhAE9FkiKWqo2bdrkxsV7NMSp2IMtJqgQ9Sbowl8XlN5D3frqJtd4V7X26II9nrQKUl7U8qPuZeVRaR977LH5hvckmqZOnkXlR70NugjXkCR17auHoOC+CktfFwUF86109PnV8hi7fKP+X13x6r1IVHF513egFjLN71DevX3G5r+ofBb1udT6p4sHz5IlS7Z5T+x2OhYUpMYeCxoqwAkWmUYX6G+++eY2F5vF/Tb0ty7mY38fqn/1G9RvW8MHC6vbSqrTinqf9qne2dj96beouQNe/R9bJxSs+4v7/fut2zVfpOCytvo7mSV7tY3KUUNA/aZVVP5LM79AGBBYhIxWbmrXtGkgD6UdL514Onfu7IIAtXhr7K26txNx5ZVXuqEvuqjVSVEnIk0YVEuOWt969+7tWtJ1AtLr2od3MlMLk06mRdFJUNvoYlUVvVrj//Wvf5kfGgo0cuRIN25WLYgKWDS+WHRBrpYqtehpmJg+VzzUKqgucV1saI6KTsDHHXecy7OGQ6hbXr0Imnei3h2Nc473YiGWxlZrvLUmpavXQ2WtoWxe3tVqp+55lZv2U5CGRil/yqfyq3xr+JT3Xfz666/5Lmw0vE1DpXTS1msaxlEcTdzXMXXbbbe5McpKS991UfNngOJWbqradu9gHnu08FXwGnevBg8FzRouGQ+1ZmtOhuZUeL2V6qnwFlBQfaHftIZFqmFGPZ0ff/xx9CJe9UVxdWVRdZ16K5SOeg2VvuZUaFUr0RwrDffxgh0NzYql37/mXehzqp5UA4/Hb92uYUPqjdZ8OdVHDz/8sKsf1XCUKAVmGjamuX4qOwVIGlKm76i0lGZ+gVCIIDS25uam1T5+++23SNeuXSM77LBDpH379pE777wzsvPOO0df1/+//vrr7v+feeaZSJs2bbZJ46WXXoq0a9cuUqNGjUi9evUixx9/vEtXNm3aFLnllltcOtrHPvvsE5k5c6Z77auvvorssccebrvjjjuu0Pzdfvvtkdq1a0dq1qwZ6dmzZ6RHjx6RPn36uNfmz5+vq+DIX3/95f7u1atX9LXiPPvss5G99trL5adp06bub/nss88ie+65Z2T77bd3n+fBBx90efMceuihkeHDh+dLS/u84IILIieddJLbbu+994588skn0dfXrFkTueiiiyL169d3j969e0fWrl1baP5F+VeaRfn6668jBx98sMtX3bp1I9dcc417fsmSJZEuXbq4PKisn3vuOZf2rFmz3OsDBw50ZXzhhRdGqlWrFtl1110jL7/8cjTdefPmue9f5azvSPQdHnTQQa6c9ttvv8i9995b5LHhWbZsWeT888+PNG7c2O1H5fzQQw+V+J0AnrytW9NqH/rdV6pUyf0OqlevHmnVqlWkb9++7lj3fPzxxyXWFfrdX3fddZFmzZq530aLFi0it956a/T1n3/+OXLMMcdEatWq5R6nnnpq9LXBgwe737v2MW7cuG3yWHD/nilTpkQOPPDAyI477ujq0SOOOCJaJ2zcuNHVR3pNv+Unn3zS1Rmql2TVqlWuLvd+x4899ph73ZNo3V6wvhg7dmykZcuWrkyVx2+//bbI8lOei7vUUf2n8tJn3GmnnSI333xzZMuWLdHXY+vCwsTur6iyLM38AukuS/8p6+AGQPrScrNaLrKwu84CAAB4GAoFAAAAwDcCCwAAAAC+MRQKAAAAgG/0WAAAAADwjcACAAAAgG8EFgAAAAB8I7AAAAAA4BuBBQAAAADfCCyQVqZOnWo1a9Yss/3rJnDNmjWL/r3XXnvZO++84zvdY445xh599NEiX+/evbu7EV0ytJ22Ly1+8pKO7r77bjvrrLOsvCrL39SCBQssKyvLVq9eXSb7T3ep/m4uueQSq1WrljVo0MDKi5Lq3rFjx1rbtm2trJx//vl27bXXltn+gdJGYBEieZHctNvH559/7iruHXfc0Z0g27RpY/fdd59t2bLFMsGcOXPs+OOP953Ou+++a1dccUWp5AmW0EVC//797cUXXwyk2Eo7qPOrvF/IR1JQRyayj8MOO8wqV65sO+ywg1WrVs01VLz88stlchyqrn7llVds/vz5tnTpUisvYuvesm64ymQESPBUiP4f0l52Vo49/PUNtnjdr4Gk37jaLnb1fg/E/X615KsleMiQIfb8889bnTp17Oeff7Z77rnHlixZYjvvvHNC+//nn3+SyDVSSd9RxYoVKXSkpaysHNvy1TmWt/anQNLPrt7KKu0/LqFt7r33XtciHYlEbPLkyXbyySdbp06dEq4f/VJA0bRpU6tRo0ZS2/PbL31bt24NINVw0u8jLy/PcnJyyjor8Ikei5BRULFg9Y+BPBIJWFQJXHPNNXbzzTe7k6aCCtljjz1cq7F30jz33HOtUaNGVr16devQoYN9/PHH27QuDxw40HXNn3nmmdHXHn74YWvYsKF7Xq9rf54XXnjBWrVq5VqeDjroIJs5c2a+FsJ+/fpZt27dXAth+/bt7fvvvy/yc/z+++921FFHRfP3448/5ntdw6I0PKqkfSvIqlevnguo5Ndff3W9ON7nVb5GjBgRTefVV1+1Fi1auJN87969tznBKN0uXbq4YQt635NPPlns95Gbm2tXXXWVy5cuHiZOnOie//e//+3K4e+//46+d/Hixa4V9Y8//igxL14L32OPPebSPfDAA0v8DtRafvrpp7vXdDzou1QreuwFyoABA2zXXXe12rVr24knnhjNi+i9o0ePtr333tt9L3p9zZo10deLOqZmzZpll112mfu+1UKsx8KFC7dpzZ03b547PlS2ykPs9+IdkwqW9X3Wr18/3+uxdFxomJW+e29/3ufTMajyqlu3rvXo0cNWrFhR5Henz/vII4/Ynnvuadtvv72dd9559tdff7nt9BnbtWvnAnaPvkt910pfeezZs2e0fHTBKjvttJPLz7hx//8ieMyYMdakSRNX5jfddFP0eZXRkUce6fKqY/a4445zPR+xLZE6LvT71LHUsmVLd1x41q1b54bY6Peqh76D9evXW1lRUBH5a1YgDz8Bi75nla1+F3Pnzi30Pfpd6bhXOev7vf3226N1n/5Vfas6UcfF7rvv7o69oo7DWA899JD7Dr3fhr7TwlrvY4dBFvbbL+n3od+g6gP9tnQ8qeHpzz//jL6unmzvt6/PuM8++0TrjpLqhYLBWuz5QvXA/vvvH/371FNPtQcffDBf3at8qHddvxWvnD777LPoNvH85j3qAVXvvL4HnetULvF8fuVFvz2dc/RbV2+KrF271pW98tS6dWvXuxTP78vroVTDnupwfV/6botrpJsxY4Ydfvjh0TxeffXV0XrlpJNOcmWgc8Ehhxzizh8eHRfqvb/ooovc595tt93s9ddfjx5fqms05EyfQT1zhZ0/Cw411v8PHTrUfXfbbbedO/8uX77czjnnHPdZVc/r+mLz5s3Ffh9ILwQWSMp///tf1wJW0tj1I444wn766SdXuepEcNppp7mK0vPDDz9YhQoV3MWNKkfR6zrZ/PLLL+7k9vTTT9tzzz3nXvv000/t8ssvt8cff9xdrCm9o48+Ot+Fp9LRcCxdnHXs2DFacRbm7LPPdhWYhgaoYizuAr64favC1efTRZ4qQZWLut8VHBT0n//8x+13+PDhrlx0UnzvvfeirysvutDTvrQfVcYKrqZMmVJk3t5//313IlB6d955p1188cWuHHXy04WghkB4VJZdu3Z1lXZJefG+D51gdHH7ySeflPgdqLx14vvtt9/cRb/3vXpuvfVW++KLL9zJU4GYLpBiLxLkpZdeso8++sgdFwr+lL+SjildgCsg0cWKTpJ66IIoloImfVcqF1206MSoY2X8+PH5hr/pJKcATAHajTfe6I7FgnQhoGFWSs/bn+hEqYs8fT79RnTi14myOG+++aZ7v35X//rXv+zQQw915bhq1Sp3IRcbCFx44YXu+e+++86lr4sIBRryzTffuH9VZsqPt1+Vj07aSl/7GTVqVDQ4UCth3759bdGiRe4702fXRWgslYMuaBQ0KvDRxYunT58+LljTb1kXrjpOrrvuumI/b3mkctb3vHHjxiLH9OuC+rXXXnMXmm+99ZY98cQT0WPzgw8+cP+vulGvf/jhh+63U9RxGEuNQLG/De9CuCQFf/sl/T6ys7Ndj/WyZcvc8aD33HLLLdH09P/qtVEdo8+gekmfOd56waN61Tt+Vc9rPzq2lV8FYHpNF88Fy1YX8rpo9srp4IMPLvEzFfT222+735vqJP0evv32W1efxPP5RWWvOlr7Vz0s+l51wa70dN5QUOUNZ4zn96XPpaBGv3GdJ2IbFGIpPyoX1Zmq//R7P+OMM6LHp84FqlOUf9Wnei22UU/fmxovVP8MGzbMnedUTjq+VNco7/pcKs94qTyeffZZt52+c312Bc9KV59Xx5/KCyESQajc/MHJkR4vtwzkobTj9fnnn6u2iWzcuDGh/NesWdNtK88880ykVq1akdzc3OjrH3/8sUt32bJl0efuueeeyBFHHOH+/+KLL45cdtll+dLcfffdI+PGjXP/f+ihh0ZuvvnmfPncYYcdCs3LwoULC93XzjvvHP1b///666/Hte9NmzZFWrdu7R77779/5J9//om+T/kaPny4+/877rgjcswxx+RLZ4899ogMHDjQ/f99990X6d69e77X+/fvH7nwwgsL/Rzabr/99ov+nZeXF6lUqVJk+vTp7u9HH33U7d/TsmXLyMsvvxxXXrzv46+//oq+Xlw5bN26NVKxYsXIt99+G33tpZdecml4edt+++0js2fPjr6uYyg7O9t9H6L3vvvuu9HX77zzzsjxxx8fifeYatOmzTblc9JJJ7n/1/uqV68e2bx5c/T1u+66K3LkkUdGt2/QoEG+7Vu0aBF55ZVXCt13bNqx758wYUL078WLF7vPpH8Lo9fee++96N+nn3565Mwzz4z+PWnSpEjjxo3d/y9fvtyV1apVq6Kv/+c//3FlrrKfP3/+Nt+XvsOsrKzI+vXro8917do18sADDxSan1mzZkUqV64c/V326tUr0qNHj+jrv//+u9vHypUr3Xt0rH311VfR17/44ovo9oXlJ2gb328X2TDBAnko7UTod1elSpVIjRo13L/67lTHxH43eq0offr0cb83+eijjyJ16tSJ/Otf/4ps2bKlxOOwoIK/jcL2rTSK++0n+vtQ3anXvd/+dtttF/nkk0+2eV889UIsHev6Hc+ZMyfy2muvud+M6gj9VmbOnOnOK0qzYN1b2GdO9DMdffTRkcGDBxf6WnGf38uLvtNY+n0VVgc///zzcf++fvrpp+jrOl6uuuqqQvOjY69Lly5x5V3fu9LW7110XLRq1WqbshgyZEj0cxT8bLHnT688Cp5fve9Gvvnmm22uCXS877LLLnHlGemBHgskxRv6pBaQoqgFRK1Q6jJV16m6adWqvXLlyuh7Gjdu7Fp5YlWpUsV1x3rU1eztRy2xsV2p0rx5c/e8J3bFE3U3F9aCJ2qxKWxfRSlp3xpepNZktSTfcMMNriemqP0W3E/s3+reVqueyst7qKvZG2ZVmNjPrBbyqlWrRnuG1KqkVjW1RE2bNs2Vv1qF4smLaMhC7JCJ4spBaasFXUNuPLG9BnpdvRnqXfE+m/JeqVIl12Je1HfofZZ4jqniKI/qqdH+PLvssku+40dDIWLF7j/efcSWj/anYyN2HwXF7lMtpwX/9o5hHRsqA5W3V3777ruv+w0VNyFXZaV0CvtM6nVSS6W+M71P34163WI/c8HvQ/S6ttXwltjPq/LU9vF+J5lOPVhqfVZPhYZAqXVWvX1F9TxqyJHqV7Wsq5fBK0e10g8ePNgNj9LrGu6j33SQCv72S/p9qGVdw2m8oYoatujlX8fKhg0b3G+3oHjrBY/G4au3QT2i6tlU2agn0/tbQ45ih1+WJJHfvFr5C/sMJX1+T8FeVCmsDtY5L97fV1H1ZSJ51/GpHgftS3n39hm7n6Ly6Udseah+029Fw7S840C9K+pBQXgQWCAp6rJUxTNhwoQi36PuXT0mTZrkLv5UYehkGdu1WjCokE2bNrlxlh4Nh1EA4o0djx3/LfpbzydKlX9h+ypKSfvWvAqNQ9UwEnWlq6u/qP2qgo8Vu19d4GmCp8rLe+hEoWAjGaqclZ4uaNTtrC5r78K6pLwU9h0VVw664NHk7tiLgdj0NBxBF7hff/11vs+nk5o3f6M4JR1ThR1PBfOuYCp2DHKyx09R+ytYPrrg14VAsvuIpWND+9RniC0/HceFBenx0HwQXfB5Q2w01E1if6dF0RhtHUuxn1f/r0DKa3zA/6dx8Mcee2yhS1jrAvKUU06xSy+91F2s6fjW8LPY70EXfl999ZX7TamMNQRFkvneNRZev7vY9As2XiSarvKr41BDcnQsac6Il76OFf32dfFdUDL1goIJL5DQ8B49YgONwiRTTgXpYrqwz1DS5y8uD4XVwUqntH9fxeVdc1I0/0JD0ZR3b5+x+S8qn0V9Lh1jqls8hTWOxW6n+k0NfbHHgH4HRTUOIj0RWCApag3SpFyNJ9W/3gQ1jdnXWFFVQKqcVCmqAtRJ84477oir5VcVjS52vBY+jQf3xoqrBUjjRzUWV+PlvX3rZJ0oVWKdO3d2Y2C9fRXVkljSvvW3Wn2vvPJKNy5acxV0kimMxq1qHKwujrWd5nWo3Dwaw66ToyZV6wJYj9mzZ7teh2TpO1FQofHD6lWJNy+JloNaEpWmAiydEHRR7U2i9L5blcv1118fDT60rTfZvCQlHVNqedTJS99nYTQ+WO/RJFFd7GvcsvLfq1cvS4bS0rEeO+Fd5aPJtPp8OiFq/oI3p8UvtUxqTL3GeHstiSpjbxKlLkRUxkWNDy+qTHVRpwBU34VaxeOlfem4Vy+Sxl1re4331zFcGhdxmcbrjdRch4J0PCpA1EW2Lhx1kR0790e//y+//NId9+qRVMu01yta2HEYT+OQGgG0Dy3+oAnJGqfvh44l9XKoxVvH//3335/vnKFGF/32dXGrC1bVucp3MvWCggfNR1I9o3lkKlP1CmouSMH5FR6Vk+qL2MakRCnwGzlypNuPeg+VllduxX3+4qi+j62DVYdpon9p/750HtU8LPWE6XjTRb83gV15Vw++FnBQvaX9FKRzg/KnfCq/yrcWmfDKVo1rsYGIFk/RcaXjWq/pXF4c9b7qvHzbbbdF58vo+PAmuSMcqPlDRkvCNqu5ZyAPpZ0ITRbUD14VjFby8LottRKQJkTrYk2rQ6iVRN23OhnG02qrilmTG7WNusY1Idq78NOkVl0I6kJZJ2D1mCgPya5NrpOqTgBqJVEFHnvRXVBx+9bwBJ04vRVVVPnqIkC9BAXpJKgJzWptVDq6gNDkZ49agDQkQkGOylEVtgKWonpA4qGhAbroV5l6Ew3jyUui5SB6TRdG6uLWfhVoxA490tCQAw44wJ389V0rCNMFQjxKOqaUplYYURkqPwV7X3QhpdZitczpIl1DwnThr+8+GVr9ShcRuqD3Pr+3Kpk+o3r1FBiq5bK0KED0hkBp3xoSos8jKg9N9NfqN3pP7IVpURRI6EJPFxQKtLVtInSRpc+pVa303ahVXhM7y4qWhM3asV0gD6WdKK3k5K1CpBWDFGQqsC1IvwVdeGkFIH2vd911V/SiTfT7V4+FfnM6dtVrpbIv6jgsid6vekoNK0pTDQU6bv3Q967fl9LWkCAN1yq4mpOGLKkM9B7lWxfMydQLOkcosFIdI6p/VTdpWx2LhVF9p3pLr6ucYldfipcCe31O1cnqLdXv0Ft5sKTPXxTVP/ouvGGvmuSv32Np/75UV6ohSfWCzitK11vYQ/WgzhF6XiuT6bsoSOcG9ZhpqJImlate84ZWacEQ9bTpNa1sJZp0rV4HHZf6jDqXF0f7V/kpHa06qPJVgFVULwvSU5YmWpR1JhD/zet0L4uw7wNlQydsDbXwVhBKFbVY6UJKq7YAQd+8TveyCPs+gHSjRjP1nMcuHwsUhh6LEEnFBT9BRWbSpO3p06e7LvSgKYDQvtRmof9Xq5VaJoGgpeKCn6ACAIrGnbeBDOd1X6tLPdm77iZCq7tonoGGmGl/6iXRmFkAAJDZGAoFAAAAwDeGQgEAAADwjcACAAAAgG8EFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZgESJ5uXkZsY9UW7BggWVlZdnq1astbDZt2mQnn3yy1axZ0zp16pSSfV522WV28803p2RfQGnKzcsL1T6mTp3qftupcskll1itWrWsQYMGKdsngPKFG+SFSHZOtj1x3SP2x7zFgaTfqEVju2T4VXG//7DDDrPPPvvMZs2aZa1bt3bP6eJ9xx13tPnz51uzZs3iSqN79+527bXX+sp7pnrllVds7ty5tmzZMqtcuXJK9jl69OiU7AcobTnZ2XbOyE/tp8XBNCK0alzTxvU5JO73q37TXe8rVqzoGjeaNm1qgwYNKvU70SvN2bNn2xtvvFHkez7//HNXn6huTsWNMgGUTwQWIaOgYuGcBZYuFET069fPJk2aVCb737p1q+Xk5LiTdtj8888/7oKjOLoI2H333ZMOKuLZB5BJFFTMmr/K0sW9997rGk4ikYhNnjzZ9UCq93HnnXdOaT5UlyiwSTaooC4BEA+GQsGXK664wr744gv79NNPC31dvRkHHXSQ636vW7eunXXWWfbnn3+6166//nrX46FhNzvssIMdc8wx7nkFCWp984wYMcK1/Hn0+iOPPGJ77723bb/99vb333/bsGHDbLfddrNq1arZrrvu6l6P1+bNm93wH+WxefPm9tRTT7l9aAiV/Otf/7KOHTu6E3LDhg3dZ964cWN0e+1bJ2ztW700Y8aMKXQ/Y8eOtbZt29rAgQPdUIQzzzzTPT9hwgTX46MhEfvuu699+eWX0fIZMmSIvfPOO658tJ2Xn3bt2rn8tG/f3j788MPoPs4//3y76KKL7IwzzrDq1au73geV3U033WRHHHGEK6/999/fFi9e7Fo59Z3stNNO9vrrr+dLw+tB8oaRPf/889aiRQuXR72uiwyPWkH1mvLTu3dvO/74413aAP4//Y6OO+449xtSL2RhXnjhBVevqS5RnXL77be7gET0r+pK1R36bavBQXWDeinuvvvuaD2hR0EPPfSQ+21+//337nX9hgsbhqXeY++3673+2GOPubwceOCB0TpM9VK9evWsfv36rn6Op76XLVu22IABA1wdrc+4zz772MyZM91rqlO812rXrm0nnnii/fHHHxxCQMgQWMAXnUB0srvlllsKP8Cys+2ee+5xQ3l++OEHd0HrvffBBx+0gw8+2LXoKTh49913497v+PHj3QX22rVr3cWyWv8++ugj97cu7G+88UYX8MTjzjvvtOnTp9ucOXNcQBN7kS1Vq1a1J5980latWuXS/Pjjj10wIf/5z3/stttuc3lZt26dff3118XOhVAZVKhQwRYuXOgu1tWCecMNN7gTttJX788JJ5zgTsYqn/79+7sLdZXP4MGDbd68eXbSSSe5Cw69R6/rBKzWSM+LL77oggsNS9O/3nO6uNA+dEI/9NBD3Xe3ZMkSl64uOmKDhYL03eii4ccff7QpU6bYuHHjop//vPPOc4Gc8qPP/v7778dV7kB5kpeXZ2+++aZrlNDFeWF0Qf3aa6+5euytt96yJ554wtV18sEHH7j/14W4XleDgoILBQOx9YQeBV1zzTWukUEX8npd9U08VKf9+9//tp9//tk++eQT95zqye22287V5RMnTnR17S+//FJifS/6f9V57733nvsMapTQZ5Zbb73V1a8asqV6SZ/Na3wBEB4EFvBNrdu//fZboeN727Rp41qwNBxHrVt9+/Z1LWF+qQW+UaNGboiQTmannnqqNWnSxLUKdunSxbp16xb3fnSy1glPvRFqdfd6BjwKftRDoCFXu+yyi1166aXRtPWcWhJ1stUFgz6jN9+kMEpfJ9BKlSq5k/OoUaPciVk9D/ocp5xyiu2xxx7u5FsYncjVA6H3KUA57bTTXPkqcPAcddRR7vMrPe1Dzj33XNtrr71ceWkoxvr1693FhtLwWhX1HRZFLYkKSFTmRx99tM2YMSOaH/WE6DmlpQBFFwQA/keNBWr5VwOIfrdqiFBrf2HUa6vfj+oxBR/6bXp1jepQLeagukaNAOpFCPq3pmBIgYLqEa8uqVOnjutNVX5UF6mX1uthLq6+Vz35+OOPR3uX9RlbtmzpGoX02qOPPupeUz2s+lENPgo0Fi1axKEEhAiBBXxTi74uxtVqlpubm+81r4VdF6TqvtcF7sqVK33vUyfVWGpB18W5WuF1EteFebz7UXe7gpKi0v7222+ta9eu7kSpz6DP6aWtbvtnn33WtdjrdV3Uxw7jKqhx48bugt+joUZKT3n2HtpeLX2F+f3337eZFK9gR88XlX9R3jy6QCj4txTW0umJXUVGF0hqySys7IraP1BeDR061PUequFBQ6BUX+gCuzDq7dOQI128qxFCvQxeXaMGE/UuqrdSr6sxJbanMghqTCg4XCq27ihYHxRX369YscI2bNjggoqC9B41dhxyyCHRelB1jgIMAgsgXAgsUCo05EatWzppxtLcBV1MawiNur41htgbM+wOwJiL7NgTlU5AHnWLb3PgxmynYUW9evWy++67z5YvX+5O4scee2y+/RRHJ8HYk5fSi6VWQ53Uf/31V/cZNJ45Nm3NZ9DwKHX/q8VOQ4OKUvDz6qJcQ56UZ++hE2xRQ8s0H8Kb++HR33q+qH0EqWDZFVZ+AP5Hc5FUN2k+REGaf6AeDfWIqmFhzZo1rv6MrWs0v+urr75yvzH1PqrXMdnfvOZaKNiJTb9gXZtousXV95pzoUYMBR8FaTiUXtNQ0ti6UPlToAUgPFgVKmS0JGw6pq0hQXfddZc7KcbSyUWtXmq90gXo/fffv03rlzc+16OeB80/0Hh9jdPV/xfX5a+Wdp28NLxAJ0L1VmjOg9Zsj4cCBwUl6sJX74smJhb8DN5Qhp9++slNZtT7RC2QOslrW7Wu6WStIUHxuvLKK91QMk3a1ufWiVSTtzUcKjZY8PTo0cMNEdBYbU0E1ThsTZzXMIKyoKBK37vK+/DDD7fnnnvOzbsAyoqWhE3XtNUIoPpJ8yIKW0RCQ510ka2gQRfZGqbpXVir51RDoLSQhOof1UfeIhKqRzWUUavkxVv/qE7VkCXtQ3MZXnrpJTePyltEIxnF1fca+qShkhpGpX2qt1d1RZUqVdxwKAUlek29NGpw0fBMzSNRnQcgPAgsQkQ3r0vkPhPJ7kP3y0iGuuZ1IoldBURjZhVsaC6BTmTqGtcYYY8uqrVCiS7cdXGulryHH37Y9UDouc6dO7v/11rwRdlzzz3dvAVd2GooliYz6xEvjXlWb4PS0fADTUZ/++23o0u8atiCxgrr+Q4dOriTsC7svVZGDU1QC52CGvVYxDsxUjRRWxcTOuGqR0T7VECl8iqqxVOTOzVuWz0jGgalyeb6tyxojLR6qS6//HI3nEGBhr6HVN1zAyh487pE7jOR7D50v4x4qd5QHSOq09QroTlLBemCXL97NYiosUTzF3RR7fUI6qJdF95qiFFAcMABB7hGDtF9MXSxrl4BNbLEczNQXfxrUQrNV1MDh+pmzc3yo6T6Xgt1aNUpDS3VeUKr8Kn+UGChIWNq4FH9sXTpUhdgaf4WgQUQLlmReMeLAOWEghid1HXBH8b7Y5Q1BRu6cDrnnHPKOisAACCFmGOBck/zMjRHQr0dmoys3gD1vhBUxEe9O5q8qaEcmi+icdpaJQoAAJQvBBYo9xRQXHfddW4YlJZ41ORDDcdCfLSSjYYyaKUaLXureR/e2vQAAKD8YCgUAAAAAN/osQAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EViESF5ubkbsI2jNmjWzN954w9LB1KlT3d12/dprr73cXckBAADSVYWyzgDil52TY59dcrutmbsgkGKr0bKZHfzEkLjfr7tT6y7VFStWtEqVKlnr1q3dDdI6dOjgLqi7dOli22+/fb5t7rjjDuvbt6+NHTvWLrjgAnd35hdeeCH6+tKlS61JkyZuu9WrVxe63/PPP9/Gjx/v9hnr119/tXr16llp0X4UFIwYMcLK2pw5c8o6CwAAAMUisAgZBRWrvptr6eLee++1a6+91jZt2uTuWH3SSSfZ77//7l7TDeeKCg5EN1WbPHmyrV271qpXr+6ee+6556xFixbu7s3FueKKK9Lign/r1q1WoQI/IwAAAIZCoVRUqVLFLrroIlu8eLH9+eefcW2j3oBu3brZhAkTos8988wzriejNH344YfWqVMntz8NKdKdoT15eXn20EMP2R577GHVqlWz3Xbbzd577z333Lhx4+zRRx+1HXbYwW3n9dLcdNNNdtRRR7lelXfffdeWLVtmZ5xxhtWtW9eaNm1qt956qws4CnrzzTdtl112sUgkEn3uq6++slq1arnAbP78+da1a1cXkOm5zp0724YNG7YZ3lXc+wAAAMoKTa0oFbqwHTNmjOuFqF27dtzbKYgYMGCAXXLJJW5YVXZ2tgsCSst3331np59+ur366qsuKPjyyy/tuOOOs2+++cZatmxpjzzyiOv5ePnll619+/a2aNEiW79+vR199NE2c+bMQodCaRiX5jvsu+++LiA4/vjjrUGDBu6CX0HVscce64KO/v3759tO+7300kvtk08+cXnxAqmzzjrLBWYKSNRbo2BFvv3220J7Q+J9HwAAQCrRYwFfNPxJF99qif/555/z9QasWbPGvRb7mDJlSr7t1fL+xx9/2E8//ZRQb8Vjjz2WL10FCYV5/PHH3VyJww8/3AUtBx10kAsEXnrppWg6gwYNcvNCsrKyXI9Dq1atit332Wef7YIfvX/VqlX20Ucf2bBhw1zPhgIrXfgr+ChIF/+9evWKvqagZOLEidHPrLkqGgK2YMEC9/8HHnjgNvNIEnkfAABAKhFYwJehQ4e6eRSadK0hRJrA7fHmWMQ+jjjiiPwHYHa29ezZ00aNGuV6Fc4777y49nv55ZfnS3fu3MLnnejie/To0fmCEA1JUjAjv/32mxv+lAgFHx7NJ1FvQ/369aPPKcjy5pkUdOGFF7rP+ffff9vrr7/u0urYsaN77f7777fGjRu7YEtDnxTwaKhWQfG+DwAAIJUYP4Eypx4F9ThoqJAu0NV7UVq0wlSfPn3snnvuKfR19TDMmzfPDjjggG1eU9BTmNjnd9ppJ9fzoHkWXnChYEbPF0afs02bNvbKK6/Yiy++mK+HRitaaU6HfP/993bkkUfaPvvsY6eeemq+NOJ9HwAAQCoRWISMloQNY9rF0XwBzTuI7QkoLZrToPkSmiR+yCGHuEnV3twJDXnS64MHD3YX5rrg9+ZY6DUFClrmVZOtNeypMOo50LK6N9xwg+sZ0RyLu+66yw15KoomuWtZXgU0sUvtanjW/vvv74Ih5S8nJ6fQuRPxvg8AACCVuBoJEd28LpH7TCS7D90vozRojoXmHcTShbwuqgvS3IdEqMVek8VjffbZZ9auXbt8z+lv9QzcdtttridEvQ1t27a1Bx54wL1+zTXXWG5urlvVScOjGjVqZA8//LALLC6++GL3vFZe0kW8JoIXRvfUuOqqq1zvR9WqVd29ObRyVFGUpnpRjjnmGLeSlGfGjBnuHh9//fWX7bjjji4AOfHEE7fZPt73AQAApFJWJHbtSwApseuuu9rIkSPdRHIAAIBMwORtIMV03w71kqjHAgAAIFMwFApIIQ2x0hK1zz77rJsbAQAAkCkYCgUAAADAN4ZCAQAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA8+v/Af2Zg2fKa22YAAAAAElFTkSuQmCC", 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" ] @@ -3901,7 +2020,7 @@ }, { "cell_type": "code", - "execution_count": 70, + "execution_count": 50, "id": "3b4edf7c", "metadata": {}, "outputs": [ @@ -3909,8 +2028,152 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2026-02-10 15:58:56.630\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mdynamic_characterization.dynamic_characterization\u001b[0m:\u001b[36mcharacterize\u001b[0m:\u001b[36m108\u001b[0m - \u001b[1mNo custom dynamic characterization functions provided. Using default dynamic characterization functions. The flows that are characterized are based on the selection of the initially chosen impact category.\u001b[0m\n" + "\u001b[32m2026-08-20 19:56:37.453\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mdynamic_characterization.dynamic_characterization\u001b[0m:\u001b[36mcharacterize\u001b[0m:\u001b[36m82\u001b[0m - \u001b[1mNo custom dynamic characterization functions provided. Using default dynamic characterization functions. The flows that are characterized are based on the selection of the initially chosen impact category.\u001b[0m\n" ] + }, + { + "data": { + "text/html": [ + "
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dateamountflowactivity
02020-12-31 05:49:12-2.721806e-18267655084332544077Natural gas reforming
12020-12-31 05:49:12-9.746723e-20267655083766312992Natural gas reforming
22020-12-31 05:49:121.303085e-43267655084806500426Natural gas reforming
32020-12-31 05:49:121.637343e-42267655084563230730Natural gas reforming
42020-12-31 05:49:123.554478e-26267655084705837111Natural gas reforming
...............
6289442126-01-01 16:08:245.883176e-11267655084475150457Direct reduction of iron
6289452126-01-01 16:08:246.061699e-11267655084475150457Natural gas reforming
6289462126-01-01 16:08:246.585316e-11267655084705837139PEM Electrolysis
6289472126-01-01 16:08:247.042168e-11267655083959250953PEM Electrolysis
6289482126-01-01 16:08:241.771054e-10267655084475150457Carbon dioxide hydrogenation to methanol
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628949 rows × 4 columns

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" + ], + "text/plain": [ + " date amount flow \\\n", + "0 2020-12-31 05:49:12 -2.721806e-18 267655084332544077 \n", + "1 2020-12-31 05:49:12 -9.746723e-20 267655083766312992 \n", + "2 2020-12-31 05:49:12 1.303085e-43 267655084806500426 \n", + "3 2020-12-31 05:49:12 1.637343e-42 267655084563230730 \n", + "4 2020-12-31 05:49:12 3.554478e-26 267655084705837111 \n", + "... ... ... ... \n", + "628944 2126-01-01 16:08:24 5.883176e-11 267655084475150457 \n", + "628945 2126-01-01 16:08:24 6.061699e-11 267655084475150457 \n", + "628946 2126-01-01 16:08:24 6.585316e-11 267655084705837139 \n", + "628947 2126-01-01 16:08:24 7.042168e-11 267655083959250953 \n", + "628948 2126-01-01 16:08:24 1.771054e-10 267655084475150457 \n", + "\n", + " activity \n", + "0 Natural gas reforming \n", + "1 Natural gas reforming \n", + "2 Natural gas reforming \n", + "3 Natural gas reforming \n", + "4 Natural gas reforming \n", + "... ... \n", + "628944 Direct reduction of iron \n", + "628945 Natural gas reforming \n", + "628946 PEM Electrolysis \n", + "628947 PEM Electrolysis \n", + "628948 Carbon dioxide hydrogenation to methanol \n", + "\n", + "[628949 rows x 4 columns]" + ] + }, + "execution_count": 50, + "metadata": {}, + "output_type": "execute_result" } ], "source": [ @@ -3918,18 +2181,21 @@ " base_lcia_method=method_climate_change\n", ")\n", "\n", - "pp_constrained.df_dynamic_inventory.to_excel(\n", - " \"data/paper/dynamic_inventory_constrained.xlsx\"\n", - ")\n", - "pp_constrained.df_characterized_inventory.to_excel(\n", - " \"data/paper/characterized_inventory_constrained.xlsx\"\n", - ")\n", - "pp_constrained.df_production.to_excel(\"data/paper/production_constrained.xlsx\")\n", - "pp_constrained.df_demand.to_excel(\"data/paper/demand_constrained.xlsx\")\n", - "pp_constrained.get_production_capacity().to_excel(\n", - " \"data/paper/capacity_constrained.xlsx\"\n", - ")\n", - "pp_constrained.df_impacts.to_excel(\"data/paper/impacts_constrained.xlsx\")" + "# Optional: export the results to disk, e.g. for external plotting or archiving.\n", + "# Not needed to run this notebook - uncomment if you want the files.\n", + "\n", + "# pp_constrained.df_dynamic_inventory.to_excel(\n", + "# \"dynamic_inventory_constrained.xlsx\"\n", + "# )\n", + "# pp_constrained.df_characterized_inventory.to_excel(\n", + "# \"characterized_inventory_constrained.xlsx\"\n", + "# )\n", + "# pp_constrained.df_production.to_excel(\"production_constrained.xlsx\")\n", + "# pp_constrained.df_demand.to_excel(\"demand_constrained.xlsx\")\n", + "# pp_constrained.get_production_capacity().to_excel(\n", + "# \"capacity_constrained.xlsx\"\n", + "# )\n", + "# pp_constrained.df_impacts.to_excel(\"impacts_constrained.xlsx\")" ] }, { @@ -3948,7 +2214,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 51, "id": "f06552cc", "metadata": {}, "outputs": [ @@ -3956,20 +2222,111 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2026-05-28 10:02:59.505\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m116\u001b[0m - \u001b[1mCreating sets\u001b[0m\n", - "\u001b[32m2026-05-28 10:02:59.508\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m158\u001b[0m - \u001b[1mCreating parameters\u001b[0m\n", - "\u001b[32m2026-05-28 10:02:59.657\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m448\u001b[0m - \u001b[1mCreating variables\u001b[0m\n" + "\u001b[32m2026-08-20 19:56:38.729\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m138\u001b[0m - \u001b[1mCreating sets\u001b[0m\n", + "\u001b[32m2026-08-20 19:56:38.730\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m178\u001b[0m - \u001b[1mCreating parameters\u001b[0m\n", + "\u001b[32m2026-08-20 19:56:38.908\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m563\u001b[0m - \u001b[1mCreating variables\u001b[0m\n" ] }, { - "ename": "NameError", - "evalue": "name 'postprocessing' is not defined", - "output_type": "error", - "traceback": [ - "\u001b[31m---------------------------------------------------------------------------\u001b[39m", - "\u001b[31mNameError\u001b[39m Traceback (most recent call last)", - "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[34]\u001b[39m\u001b[32m, line 36\u001b[39m\n\u001b[32m 32\u001b[39m fg_scale = model_fixed.scales[\u001b[33m\"foreground\"\u001b[39m]\n\u001b[32m 33\u001b[39m cat_scale = model_fixed.scales[\u001b[33m\"characterization\"\u001b[39m][\u001b[33m\"climate_change\"\u001b[39m]\n\u001b[32m 34\u001b[39m obj_fixed = scaled_obj * fg_scale * cat_scale\n\u001b[32m 35\u001b[39m \n\u001b[32m---> \u001b[39m\u001b[32m36\u001b[39m pp_fixed = postprocessing.PostProcessor(model_fixed, plot_config={\u001b[33m\"figsize\"\u001b[39m: (\u001b[32m8\u001b[39m, \u001b[32m4\u001b[39m)})\n\u001b[32m 37\u001b[39m \n\u001b[32m 38\u001b[39m \u001b[38;5;66;03m# Load evolution results from disk (no need for m_evolution / pp_evolution in RAM).\u001b[39;00m\n\u001b[32m 39\u001b[39m \u001b[38;5;28;01mwith\u001b[39;00m open(\u001b[33m\"data/paper/evolution_results.json\"\u001b[39m) \u001b[38;5;28;01mas\u001b[39;00m f:\n", - "\u001b[31mNameError\u001b[39m: name 'postprocessing' is not defined" + "name": "stdout", + "output_type": "stream", + "text": [ + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2021,2028]'\n", + "to a value `-3.167332229825348e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2022,2025]'\n", + "to a value `-3.167332229825348e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2023,2030]'\n", + "to a value `-3.167332229825348e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2024,2026]'\n", + "to a value `-3.167332229825348e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2025,2027]'\n", + "to a value `-3.167332229825348e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2026,2029]'\n", + "to a value `-3.167332229825348e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2039,2042]'\n", + "to a value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2040,2043]'\n", + "to a value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2040,2050]'\n", + "to a value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2041,2044]'\n", + "to a value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2041,2046]'\n", + "to a value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2042,2045]'\n", + "to a value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2043,2047]'\n", + "to a value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2044,2048]'\n", + "to a value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2046,2049]'\n", + "to a value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2015,2031]'\n", + "to a value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2015,2032]'\n", + "to a value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2015,2033]'\n", + "to a value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2015,2034]'\n", + "to a value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2015,2037]'\n", + "to a value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Natural gas reforming,2015,2039]'\n", + "to a value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Blast furnace,2028,2028]' to a\n", + "value `-3.167332229825348e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Blast furnace,2040,2042]' to a\n", + "value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Blast furnace,2040,2043]' to a\n", + "value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Blast furnace,2040,2044]' to a\n", + "value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Blast furnace,2041,2045]' to a\n", + "value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Blast furnace,2042,2046]' to a\n", + "value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Blast furnace,2042,2047]' to a\n", + "value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Blast furnace,2043,2048]' to a\n", + "value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Blast furnace,2044,2049]' to a\n", + "value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Blast furnace,2015,2031]' to a\n", + "value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n", + "WARNING (W1001): Setting Var 'var_operation[Blast furnace,2015,2032]' to a\n", + "value `-6.334664459650696e-11` (float) not in domain NonNegativeReals.\n", + " See also https://pyomo.readthedocs.io/en/stable/errors.html#w1001\n" ] } ], @@ -3979,7 +2336,7 @@ "from optimex import optimizer\n", "\n", "# Load the baseline design from disk (no need for m_baseline in RAM).\n", - "with open(\"data/paper/baseline_design.json\") as f:\n", + "with open(\"data/baseline_design.json\") as f:\n", " baseline_design = json.load(f)\n", "obj_baseline = baseline_design[\"obj_baseline\"]\n", "\n", @@ -3996,7 +2353,7 @@ " objective_category=\"climate_change\",\n", ")\n", "\n", - "# Fix the design to the baseline values (already in real units, see PostProcessor).\n", + "# Fixing the design to the baseline values (already in real units, see PostProcessor).\n", "for p in model_fixed.PROCESS:\n", " for t in model_fixed.SYSTEM_TIME:\n", " model_fixed.var_installation[p, t].fix(baseline_design[\"installation\"][f\"{p}\\t{t}\"])\n", @@ -4012,7 +2369,7 @@ }, { "cell_type": "code", - "execution_count": 35, + "execution_count": 52, "id": "1caaa841", "metadata": {}, "outputs": [ @@ -4020,9 +2377,9 @@ "name": "stdout", "output_type": "stream", "text": [ - "Baseline design @ baseline background (Scenario 1): 4.62873e-06\n", - "Baseline design @ evolution background (fixed): 4.40604e-06\n", - "Evolution-optimized design (Scenario 2): 1.81746e-06\n" + "Baseline design @ baseline background (Scenario 1): 4.66334e-06\n", + "Baseline design @ evolution background (fixed): 4.41788e-06\n", + "Evolution-optimized design (Scenario 2): 1.74958e-06\n" ] } ], @@ -4032,7 +2389,7 @@ "pp_fixed = postprocessing.PostProcessor(model_fixed, plot_config={\"figsize\": (8, 4)})\n", "\n", "# Load evolution results from disk (no need for m_evolution / pp_evolution in RAM).\n", - "with open(\"data/paper/evolution_results.json\") as f:\n", + "with open(\"data/evolution_results.json\") as f:\n", " evolution_results = json.load(f)\n", "obj_evolution = evolution_results[\"obj_evolution\"]\n", "\n", @@ -4043,7 +2400,7 @@ }, { "cell_type": "code", - "execution_count": 36, + "execution_count": 53, "id": "19e55a53", "metadata": {}, "outputs": [ @@ -4056,7 +2413,7 @@ "baseline_design_under_evolution 0.000004 evolution baseline-optimized\n", "evolution_optimum 0.000002 evolution evolution-optimized\n", "\n", - "Under evolution conditions, the baseline design causes +142.4% climate impact vs the evolution-optimized design (absolute: 2.5886e-06).\n" + "Under evolution conditions, the baseline design causes +152.5% climate impact vs the evolution-optimized design (absolute: 2.6683e-06).\n" ] } ], @@ -4079,18 +2436,18 @@ " f\"\\nUnder evolution conditions, the baseline design causes +{rel_gap * 100:.1f}% \"\n", " f\"climate impact vs the evolution-optimized design (absolute: {abs_gap:.4e}).\"\n", ")\n", - "summary.to_excel(\"data/paper/comparison_baseline_design_under_evolution.xlsx\")" + "# Optional: summary.to_excel(\"comparison_baseline_design_under_evolution.xlsx\")" ] }, { "cell_type": "code", - "execution_count": 37, + "execution_count": 54, "id": "d74b8636", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -4117,17 +2474,24 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 55, "id": "7d5a387d", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "# Export the baseline design under evolution as a STANDARD scenario,\n", - "# so plots/paper_figures.py loads its annual RF via load_impacts_properly, exactly like\n", - "# the other scenarios. Reference (impacts_no_evolution.xlsx) and evolution-optimized\n", - "# (impacts_fg_bg_evolution.xlsx) are already on disk.\n", "imp_fixed = pp_fixed.get_impacts()\n", - "pp_fixed.df_impacts.to_excel(\"plots/data/impacts_baseline_under_evolution.xlsx\")\n", + "# Optional: pp_fixed.df_impacts.to_excel(\"impacts_baseline_under_evolution.xlsx\")\n", "\n", "# Quick preview: annual RF (CRF per emission-year).\n", "s_ref = pp_baseline.get_impacts()[\"climate_change\"].sum(axis=1) # baseline design, baseline background\n", @@ -4153,7 +2517,7 @@ ], "metadata": { "kernelspec": { - "display_name": "optimex (3.13.9)", + "display_name": "optimex (3.13.9.final.0)", "language": "python", "name": "python3" }, diff --git a/notebooks/data/paper/baseline_design.json b/notebooks/paper/data/baseline_design.json similarity index 100% rename from notebooks/data/paper/baseline_design.json rename to notebooks/paper/data/baseline_design.json diff --git a/notebooks/data/paper/capacity_constrained.xlsx b/notebooks/paper/data/capacity_constrained.xlsx similarity index 100% rename from notebooks/data/paper/capacity_constrained.xlsx rename to notebooks/paper/data/capacity_constrained.xlsx diff --git a/notebooks/data/paper/capacity_evolution.xlsx b/notebooks/paper/data/capacity_evolution.xlsx similarity index 100% rename from notebooks/data/paper/capacity_evolution.xlsx rename to notebooks/paper/data/capacity_evolution.xlsx diff --git a/notebooks/data/paper/capacity_no_evolution.xlsx b/notebooks/paper/data/capacity_no_evolution.xlsx similarity index 100% rename from notebooks/data/paper/capacity_no_evolution.xlsx rename to notebooks/paper/data/capacity_no_evolution.xlsx diff --git a/notebooks/data/paper/characterized_inventory_constrained.xlsx b/notebooks/paper/data/characterized_inventory_constrained.xlsx similarity index 100% rename from notebooks/data/paper/characterized_inventory_constrained.xlsx rename to notebooks/paper/data/characterized_inventory_constrained.xlsx diff --git a/notebooks/data/paper/characterized_inventory_evolution.xlsx b/notebooks/paper/data/characterized_inventory_evolution.xlsx similarity index 100% rename from notebooks/data/paper/characterized_inventory_evolution.xlsx rename to notebooks/paper/data/characterized_inventory_evolution.xlsx diff --git a/notebooks/data/paper/characterized_inventory_no_evolution.xlsx b/notebooks/paper/data/characterized_inventory_no_evolution.xlsx similarity index 100% rename from notebooks/data/paper/characterized_inventory_no_evolution.xlsx rename to notebooks/paper/data/characterized_inventory_no_evolution.xlsx diff --git a/notebooks/data/paper/comparison_baseline_design_under_evolution.xlsx b/notebooks/paper/data/comparison_baseline_design_under_evolution.xlsx similarity index 100% rename from notebooks/data/paper/comparison_baseline_design_under_evolution.xlsx rename to notebooks/paper/data/comparison_baseline_design_under_evolution.xlsx diff --git a/notebooks/data/paper/demand_constrained.xlsx b/notebooks/paper/data/demand_constrained.xlsx similarity index 100% rename from notebooks/data/paper/demand_constrained.xlsx rename to notebooks/paper/data/demand_constrained.xlsx diff --git a/notebooks/data/paper/demand_evolution.xlsx b/notebooks/paper/data/demand_evolution.xlsx similarity index 100% rename from notebooks/data/paper/demand_evolution.xlsx rename to notebooks/paper/data/demand_evolution.xlsx diff --git a/notebooks/data/paper/demand_no_evolution.xlsx b/notebooks/paper/data/demand_no_evolution.xlsx similarity index 100% rename from notebooks/data/paper/demand_no_evolution.xlsx rename to notebooks/paper/data/demand_no_evolution.xlsx diff --git a/notebooks/data/paper/dynamic_inventory_constrained.xlsx b/notebooks/paper/data/dynamic_inventory_constrained.xlsx similarity index 100% rename from notebooks/data/paper/dynamic_inventory_constrained.xlsx rename to notebooks/paper/data/dynamic_inventory_constrained.xlsx diff --git a/notebooks/data/paper/dynamic_inventory_evolution.xlsx b/notebooks/paper/data/dynamic_inventory_evolution.xlsx similarity index 100% rename from notebooks/data/paper/dynamic_inventory_evolution.xlsx rename to notebooks/paper/data/dynamic_inventory_evolution.xlsx diff --git a/notebooks/data/paper/dynamic_inventory_no_evolution.xlsx b/notebooks/paper/data/dynamic_inventory_no_evolution.xlsx similarity index 100% rename from notebooks/data/paper/dynamic_inventory_no_evolution.xlsx rename to notebooks/paper/data/dynamic_inventory_no_evolution.xlsx diff --git a/notebooks/data/paper/evolution_results.json b/notebooks/paper/data/evolution_results.json similarity index 100% rename from notebooks/data/paper/evolution_results.json rename to notebooks/paper/data/evolution_results.json diff --git a/notebooks/data/paper/impacts_constrained.xlsx b/notebooks/paper/data/impacts_constrained.xlsx similarity index 100% rename from notebooks/data/paper/impacts_constrained.xlsx rename to notebooks/paper/data/impacts_constrained.xlsx diff --git a/notebooks/data/paper/impacts_evolution.xlsx b/notebooks/paper/data/impacts_evolution.xlsx similarity index 100% rename from notebooks/data/paper/impacts_evolution.xlsx rename to notebooks/paper/data/impacts_evolution.xlsx diff --git a/notebooks/data/paper/impacts_no_evolution.xlsx b/notebooks/paper/data/impacts_no_evolution.xlsx similarity index 100% rename from notebooks/data/paper/impacts_no_evolution.xlsx rename to notebooks/paper/data/impacts_no_evolution.xlsx diff --git a/notebooks/data/paper/model_inputs_2050_paper.json b/notebooks/paper/data/model_inputs_2050_paper.json similarity index 100% rename from notebooks/data/paper/model_inputs_2050_paper.json rename to notebooks/paper/data/model_inputs_2050_paper.json diff --git a/notebooks/data/paper/production_constrained.xlsx b/notebooks/paper/data/production_constrained.xlsx similarity index 100% rename from notebooks/data/paper/production_constrained.xlsx rename to notebooks/paper/data/production_constrained.xlsx diff --git a/notebooks/data/paper/production_evolution.xlsx b/notebooks/paper/data/production_evolution.xlsx similarity index 100% rename from notebooks/data/paper/production_evolution.xlsx rename to notebooks/paper/data/production_evolution.xlsx diff --git a/notebooks/data/paper/production_no_evolution.xlsx b/notebooks/paper/data/production_no_evolution.xlsx similarity index 100% rename from notebooks/data/paper/production_no_evolution.xlsx rename to notebooks/paper/data/production_no_evolution.xlsx diff --git a/notebooks/paper/methanol_and_iron_v0.5.0.ipynb b/notebooks/paper/methanol_and_iron_v0.5.0.ipynb new file mode 100644 index 0000000..3b1bb9b --- /dev/null +++ b/notebooks/paper/methanol_and_iron_v0.5.0.ipynb @@ -0,0 +1,4184 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "a9a1387e", + "metadata": {}, + "source": [ + "> **Please Note:** Archived case study for our time-explicit LCO journal publication — run with `optimex` v0.4.1. For the maintained version of this case study, see\n", + "[`methanol_and_iron.ipynb`](methanol_and_iron.ipynb).\n" + ] + }, + { + "cell_type": "markdown", + "id": "cc04005f", + "metadata": {}, + "source": [ + "# Methanol & Pig Iron Case Study\n", + "\n", + "This notebook demonstrates `optimex` on a realistic case study using **ecoinvent** and **premise** (REMIND-EU SSP2-NDC scenario) databases. It optimizes the transition pathway for two coupled product systems:\n", + "\n", + "- **Methanol**: via CO2 hydrogenation (green route) or natural gas reforming (conventional)\n", + "- **Pig iron**: via H2-based direct reduction, blast furnace with carbon capture, or conventional blast furnace\n", + "\n", + "Intermediate products (hydrogen, captured CO2) create cross-linkages between the systems.\n", + "\n", + "**Prerequisites**: ecoinvent 3.12 + premise databases must be set up (see `premise_database_setup.ipynb`).\n" + ] + }, + { + "cell_type": "markdown", + "id": "a9300593", + "metadata": {}, + "source": [ + "
\n", + " \n", + "
" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9fc6899f", + "metadata": {}, + "outputs": [], + "source": [ + "import bw2data as bd\n", + "\n", + "bd.projects.set_current(\"optimex_remind\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b2a6349c", + "metadata": {}, + "outputs": [], + "source": [ + "bd.databases" + ] + }, + { + "cell_type": "markdown", + "id": "357d08f8", + "metadata": {}, + "source": [ + "## Background Inputs from ecoinvent/premise\n", + "\n", + "Retrieve background processes (electricity, heat, water, infrastructure, raw materials) and biosphere flows from the premise-modified ecoinvent databases.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "8983af77", + "metadata": {}, + "outputs": [], + "source": [ + "electricity_mv = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"market group for electricity, medium voltage\",\n", + " location=\"RER\",\n", + ")\n", + "electricity_lv = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"market group for electricity, low voltage\",\n", + " location=\"RER\",\n", + ")\n", + "heat = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"market for heat, district or industrial\",\n", + " location=\"DEU\",\n", + ") # Process not available for RER\n", + "water_tap = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"market for tap water\",\n", + " location=\"Europe without Switzerland\",\n", + ")\n", + "water_deionized = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"deionized water production, via reverse osmosis, from brackish water\",\n", + " location=\"RER\",\n", + ")\n", + "\n", + "dac_system = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"direct air capture system, solvent-based, 1MtCO2\",\n", + " location=\"RER\",\n", + ")\n", + "dac_system_eol = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"treatment of direct air capture system, solvent-based, 1MtCO2\",\n", + " location=\"RER\",\n", + ")\n", + "\n", + "pem_stack = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"electrolyzer production, 1MWe, PEM, Stack\",\n", + " location=\"RER\",\n", + ")\n", + "pem_stack_eol = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"treatment of electrolyzer stack, 1MWe, PEM\",\n", + " location=\"RER\",\n", + ")\n", + "pem_bop = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"electrolyzer production, 1MWe, PEM, Balance of Plant\",\n", + " location=\"RER\",\n", + ")\n", + "pem_bop_eol = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"treatment of electrolyzer balance of plant, 1MWe, PEM\",\n", + " location=\"RER\",\n", + ")\n", + "\n", + "methanol_production_facility = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"methanol production facility, construction\",\n", + " location=\"RER\",\n", + ")\n", + "\n", + "blast_furnace_production = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"market for blast furnace\",\n", + " location=\"GLO\",\n", + ")\n", + "coke = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\", name=\"market for coke\", location=\"RoW\"\n", + ")\n", + "hard_coal = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"market group for hard coal\",\n", + " location=\"RER\",\n", + ")\n", + "iron_ore_concentrate = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"market for iron ore concentrate\",\n", + " location=\"World\",\n", + ")\n", + "iron_sinter = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"iron sinter production\",\n", + " location=\"RER\",\n", + ")\n", + "iron_pellet = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"market for iron pellet\",\n", + " location=\"GLO\",\n", + ")\n", + "natural_gas = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"petroleum and gas production, offshore\",\n", + " product=\"natural gas, high pressure\",\n", + " location=\"DE\",\n", + ")\n", + "\n", + "methanol_factory_ng = bd.get_node(\n", + " database=\"ei312_REMIND-EU_SSP2_NDC_2020\",\n", + " name=\"market for methanol factory\",\n", + " location=\"GLO\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "4b2fee94", + "metadata": {}, + "outputs": [], + "source": [ + "co2 = bd.get_node(\n", + " database=\"ecoinvent-3.12-biosphere\",\n", + " name=\"Carbon dioxide, fossil\",\n", + " categories=(\"air\",),\n", + ")\n", + "\n", + "particulate_matter_sm = bd.get_node(\n", + " database=\"ecoinvent-3.12-biosphere\",\n", + " name=\"Particulate Matter, < 2.5 um\",\n", + " categories=(\"air\",),\n", + ")\n", + "particulate_matter_md = bd.get_node(\n", + " database=\"ecoinvent-3.12-biosphere\",\n", + " name=\"Particulate Matter, > 2.5 um and < 10um\",\n", + " categories=(\"air\",),\n", + ")\n", + "particulate_matter_lg = bd.get_node(\n", + " database=\"ecoinvent-3.12-biosphere\",\n", + " name=\"Particulate Matter, > 10 um\",\n", + " categories=(\"air\",),\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "ad34944a", + "metadata": {}, + "source": [ + "## Foreground Setup\n", + "\n", + "Define the decision-relevant foreground system. Each process has:\n", + "\n", + "- **`operation_time_limits`**: when the operation phase occurs within the process lifetime\n", + "- **`operation=True`** on exchanges that scale with operational level\n", + "- **`vintage_improvements`**: efficiency gains for processes installed in later years\n", + "- Construction and end-of-life exchanges with appropriate temporal distributions\n", + "\n", + "Helper functions (`infer_operation_td_from_limits`, etc.) automatically generate temporal distributions from the operation time limits.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "8f462215", + "metadata": {}, + "outputs": [], + "source": [ + "if \"foreground\" in bd.databases:\n", + " del bd.databases[\"foreground\"] # to make sure we create the foreground from scratch\n", + "foreground = bd.Database(\"foreground\")\n", + "foreground.register()" + ] + }, + { + "cell_type": "markdown", + "id": "d361e852", + "metadata": {}, + "source": [ + "### Products\n", + "\n", + "Four products in the system: methanol and pig iron (final demand), hydrogen and captured CO2 (intermediates).\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "4fe30481", + "metadata": {}, + "outputs": [], + "source": [ + "methanol = foreground.new_node(\n", + " name=\"methanol\",\n", + " code=\"methanol\",\n", + " unit=\"kg\",\n", + " type=bd.labels.product_node_default,\n", + ")\n", + "methanol.save()\n", + "\n", + "iron = foreground.new_node(\n", + " name=\"pig iron\",\n", + " code=\"pig iron\",\n", + " unit=\"kg\",\n", + " type=bd.labels.product_node_default,\n", + ")\n", + "iron.save()\n", + "\n", + "hydrogen = foreground.new_node(\n", + " name=\"hydrogen\",\n", + " code=\"hydrogen\",\n", + " unit=\"kg\",\n", + " type=bd.labels.product_node_default,\n", + ")\n", + "hydrogen.save()\n", + "\n", + "captured_co2 = foreground.new_node(\n", + " name=\"captured CO2\",\n", + " code=\"captured CO2\",\n", + " unit=\"kg\",\n", + " type=bd.labels.product_node_default,\n", + ")\n", + "captured_co2.save()" + ] + }, + { + "cell_type": "markdown", + "id": "ea6e7ffb", + "metadata": {}, + "source": [ + "### Processes\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "bddca945", + "metadata": {}, + "outputs": [], + "source": [ + "from optimex.utils import (\n", + " infer_operation_td_from_limits,\n", + " infer_construction_td_from_limits,\n", + " infer_eol_td_from_limits,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "17b0c52b", + "metadata": {}, + "source": [ + "#### Direct Air Capture (DAC)\n", + "\n", + "Solvent-based DAC producing captured CO2. 15-year operation lifetime. Electricity and heat consumption improve with vintage year.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "c77cdfca", + "metadata": {}, + "outputs": [], + "source": [ + "dac = foreground.new_node(\n", + " name=\"direct air carbon capture\",\n", + " code=\"direct air carbon capture\",\n", + " location=\"RER\",\n", + " type=bd.labels.process_node_default,\n", + " operation_time_limits=(0, 15),\n", + ")\n", + "dac.save()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "4fcc3280", + "metadata": {}, + "outputs": [], + "source": [ + "# operation\n", + "dac.new_edge(\n", + " input=captured_co2,\n", + " amount=1.0,\n", + " type=bd.labels.production_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(dac),\n", + ").save()\n", + "\n", + "dac.new_edge(\n", + " input=electricity_mv,\n", + " amount=0.345,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(dac),\n", + ").save()\n", + "\n", + "dac.new_edge(\n", + " input=heat,\n", + " amount=6.28,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(dac),\n", + ").save()\n", + "\n", + "dac.new_edge(\n", + " input=water_tap,\n", + " amount=3.437,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(dac),\n", + ").save()\n", + "\n", + "dac.new_edge(\n", + " input=co2,\n", + " amount=-1.0,\n", + " type=bd.labels.biosphere_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(dac),\n", + ").save()\n", + "\n", + "# construction\n", + "dac.new_edge(\n", + " input=dac_system,\n", + " amount=5e-11, # 5e-11\n", + " type=bd.labels.consumption_edge_default,\n", + " temporal_distribution=infer_construction_td_from_limits(dac),\n", + ").save()\n", + "\n", + "# end-of-life\n", + "dac.new_edge(\n", + " input=dac_system_eol,\n", + " amount=-5e-11, # 5e-11\n", + " type=bd.labels.consumption_edge_default,\n", + " temporal_distribution=infer_eol_td_from_limits(dac),\n", + ").save()" + ] + }, + { + "cell_type": "markdown", + "id": "4c6e488b", + "metadata": {}, + "source": [ + "#### PEM Electrolysis\n", + "\n", + "Produces hydrogen from electricity and water. 8-year stack lifetime. Electricity consumption improves with vintage.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "c48024d8", + "metadata": {}, + "outputs": [], + "source": [ + "pem = foreground.new_node(\n", + " name=\"PEM Electrolysis\",\n", + " code=\"PEM Electrolysis\",\n", + " location=\"RER\",\n", + " type=bd.labels.process_node_default,\n", + " operation_time_limits=(0, 8),\n", + ")\n", + "pem.save()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "b6d3ca1a", + "metadata": {}, + "outputs": [], + "source": [ + "# operation\n", + "pem.new_edge(\n", + " input=hydrogen,\n", + " amount=1.0,\n", + " type=bd.labels.production_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(pem),\n", + ").save()\n", + "\n", + "pem.new_edge(\n", + " input=electricity_lv,\n", + " amount=54,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(pem),\n", + ").save()\n", + "\n", + "pem.new_edge(\n", + " input=water_deionized,\n", + " amount=14,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(pem),\n", + ").save()\n", + "\n", + "# construction\n", + "pem.new_edge(\n", + " input=pem_stack,\n", + " amount=1.34989e-6,\n", + " type=bd.labels.consumption_edge_default,\n", + " temporal_distribution=infer_construction_td_from_limits(pem),\n", + ").save()\n", + "\n", + "pem.new_edge(\n", + " input=pem_bop,\n", + " amount=3.37373e-7,\n", + " type=bd.labels.consumption_edge_default,\n", + " temporal_distribution=infer_construction_td_from_limits(pem),\n", + ").save()\n", + "\n", + "# end-of-life\n", + "pem.new_edge(\n", + " input=pem_stack_eol,\n", + " amount=-1.34989e-6,\n", + " type=bd.labels.consumption_edge_default,\n", + " temporal_distribution=infer_eol_td_from_limits(pem),\n", + ").save()\n", + "\n", + "pem.new_edge(\n", + " input=pem_bop_eol,\n", + " amount=-3.37373e-7,\n", + " type=bd.labels.consumption_edge_default,\n", + " temporal_distribution=infer_eol_td_from_limits(pem),\n", + ").save()" + ] + }, + { + "cell_type": "markdown", + "id": "d3e728bb", + "metadata": {}, + "source": [ + "#### CO2 Hydrogenation to Methanol\n", + "\n", + "Green methanol route: combines hydrogen and captured CO2. 15-year lifetime. Electricity consumption and CO2 emissions improve with vintage.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "fe43d5df", + "metadata": {}, + "outputs": [], + "source": [ + "co2_hydrogenation = foreground.new_node(\n", + " name=\"Carbon dioxide hydrogenation to methanol\",\n", + " code=\"Carbon dioxide hydrogenation to methanol\",\n", + " location=\"RER\",\n", + " type=bd.labels.process_node_default,\n", + " operation_time_limits=(0, 15),\n", + ")\n", + "co2_hydrogenation.save()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "3dc519ab", + "metadata": {}, + "outputs": [], + "source": [ + "# operation\n", + "co2_hydrogenation.new_edge(\n", + " input=methanol,\n", + " amount=1.0,\n", + " type=bd.labels.production_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(co2_hydrogenation),\n", + ").save()\n", + "\n", + "co2_hydrogenation.new_edge(\n", + " input=hydrogen,\n", + " amount=0.138975,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(co2_hydrogenation),\n", + ").save()\n", + "\n", + "co2_hydrogenation.new_edge(\n", + " input=captured_co2,\n", + " amount=1.690523,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(co2_hydrogenation),\n", + ").save()\n", + "\n", + "co2_hydrogenation.new_edge(\n", + " input=electricity_lv,\n", + " amount=0.302895,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(co2_hydrogenation),\n", + ").save()\n", + "\n", + "co2_hydrogenation.new_edge(\n", + " input=water_tap,\n", + " amount=0.81959,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(co2_hydrogenation),\n", + ").save()\n", + "\n", + "co2_hydrogenation.new_edge(\n", + " input=co2,\n", + " amount=0.32,\n", + " type=bd.labels.biosphere_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(co2_hydrogenation),\n", + ").save()\n", + "\n", + "# construction\n", + "co2_hydrogenation.new_edge(\n", + " input=methanol_production_facility,\n", + " amount=12.89,\n", + " type=bd.labels.consumption_edge_default,\n", + " temporal_distribution=infer_construction_td_from_limits(co2_hydrogenation),\n", + ").save()" + ] + }, + { + "cell_type": "markdown", + "id": "9619ae1f", + "metadata": {}, + "source": [ + "#### Blast Furnace with Carbon Capture\n", + "\n", + "Conventional iron production with post-combustion CO2 capture. Co-produces pig iron and captured CO2. 25-year lifetime. PM emissions reduced by 50% through co-capture.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "cc78a175", + "metadata": {}, + "outputs": [], + "source": [ + "blast_furnace_cc = foreground.new_node(\n", + " name=\"Blast furnace with carbon capture\",\n", + " code=\"Blast furnace with carbon capture\",\n", + " location=\"RER\",\n", + " type=bd.labels.process_node_default,\n", + " operation_time_limits=(0, 25),\n", + ")\n", + "blast_furnace_cc.save()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "9fc9b701", + "metadata": {}, + "outputs": [], + "source": [ + "total_co2_emission_per_kg_iron = 0.849\n", + "captured_co2_per_kg_iron = 0.7054 # Happrecht et al., 2025, SI Section 1.3.2\n", + "total_pm_sm_emission_per_kg_iron = 2.8723e-5\n", + "total_pm_md_emission_per_kg_iron = 1.5957e-6\n", + "total_pm_lg_emission_per_kg_iron = 1.5957e-6\n", + "pm_emission_reduction = (\n", + " 0.5 # PM reduction through co-capture, Choi, 2013; Singh et al., 2011\n", + ")\n", + "\n", + "# operation\n", + "blast_furnace_cc.new_edge(\n", + " input=iron,\n", + " amount=1.0,\n", + " type=bd.labels.production_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace_cc),\n", + ").save()\n", + "\n", + "blast_furnace_cc.new_edge(\n", + " input=captured_co2,\n", + " amount=captured_co2_per_kg_iron,\n", + " type=bd.labels.production_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace_cc),\n", + ").save()\n", + "\n", + "blast_furnace_cc.new_edge(\n", + " input=co2,\n", + " amount=total_co2_emission_per_kg_iron - captured_co2_per_kg_iron,\n", + " type=bd.labels.biosphere_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace_cc),\n", + ").save()\n", + "\n", + "blast_furnace_cc.new_edge(\n", + " input=natural_gas,\n", + " amount=2.71 / 36, # Happrecht et al., 2025, SI Section 1.3.2 w/ 36 MJ/m3\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace_cc),\n", + ").save()\n", + "\n", + "blast_furnace_cc.new_edge(\n", + " input=coke,\n", + " amount=9.724,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace_cc),\n", + ").save()\n", + "\n", + "blast_furnace_cc.new_edge(\n", + " input=hard_coal,\n", + " amount=0.15,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace_cc),\n", + ").save()\n", + "\n", + "blast_furnace_cc.new_edge(\n", + " input=iron_ore_concentrate,\n", + " amount=0.15,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace_cc),\n", + ").save()\n", + "\n", + "blast_furnace_cc.new_edge(\n", + " input=iron_pellet,\n", + " amount=0.4,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace_cc),\n", + ").save()\n", + "\n", + "blast_furnace_cc.new_edge(\n", + " input=iron_sinter,\n", + " amount=1.05,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace_cc),\n", + ").save()\n", + "\n", + "blast_furnace_cc.new_edge(\n", + " input=particulate_matter_sm,\n", + " amount=(1 - pm_emission_reduction) * total_pm_sm_emission_per_kg_iron,\n", + " type=bd.labels.biosphere_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace_cc),\n", + ").save()\n", + "\n", + "blast_furnace_cc.new_edge(\n", + " input=particulate_matter_md,\n", + " amount=(1 - pm_emission_reduction) * total_pm_md_emission_per_kg_iron,\n", + " type=bd.labels.biosphere_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace_cc),\n", + ").save()\n", + "\n", + "blast_furnace_cc.new_edge(\n", + " input=particulate_matter_lg,\n", + " amount=(1 - pm_emission_reduction) * total_pm_lg_emission_per_kg_iron,\n", + " type=bd.labels.biosphere_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace_cc),\n", + ").save()\n", + "\n", + "# construction\n", + "blast_furnace_cc.new_edge(\n", + " input=blast_furnace_production,\n", + " amount=1.333e-11,\n", + " type=bd.labels.consumption_edge_default,\n", + " temporal_distribution=infer_construction_td_from_limits(blast_furnace_cc),\n", + ").save()" + ] + }, + { + "cell_type": "markdown", + "id": "8750d6da", + "metadata": {}, + "source": [ + "#### Blast Furnace (conventional)\n", + "\n", + "Standard blast furnace without carbon capture. Same inputs as above but full CO2 and PM emissions. 25-year lifetime.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "ead19895", + "metadata": {}, + "outputs": [], + "source": [ + "blast_furnace = foreground.new_node(\n", + " name=\"Blast furnace\",\n", + " code=\"Blast furnace\",\n", + " location=\"RER\",\n", + " type=bd.labels.process_node_default,\n", + " operation_time_limits=(0, 25),\n", + ")\n", + "blast_furnace.save()" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "45d16a6c", + "metadata": {}, + "outputs": [], + "source": [ + "# operation\n", + "blast_furnace.new_edge(\n", + " input=iron,\n", + " amount=1.0,\n", + " type=bd.labels.production_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace),\n", + ").save()\n", + "\n", + "blast_furnace.new_edge(\n", + " input=co2,\n", + " amount=total_co2_emission_per_kg_iron,\n", + " type=bd.labels.biosphere_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace),\n", + ").save()\n", + "\n", + "blast_furnace.new_edge(\n", + " input=natural_gas,\n", + " amount=2.71 / 36, # Happrecht et al., 2025, SI Section 1.3.2 w/ 36 MJ/m3\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace),\n", + ").save()\n", + "\n", + "blast_furnace.new_edge(\n", + " input=coke,\n", + " amount=9.724,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace),\n", + ").save()\n", + "\n", + "blast_furnace.new_edge(\n", + " input=hard_coal,\n", + " amount=0.15,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace),\n", + ").save()\n", + "\n", + "blast_furnace.new_edge(\n", + " input=iron_ore_concentrate,\n", + " amount=0.15,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace),\n", + ").save()\n", + "\n", + "blast_furnace.new_edge(\n", + " input=iron_pellet,\n", + " amount=0.4,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace),\n", + ").save()\n", + "\n", + "blast_furnace.new_edge(\n", + " input=iron_sinter,\n", + " amount=1.05,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace),\n", + ").save()\n", + "\n", + "blast_furnace.new_edge(\n", + " input=particulate_matter_sm,\n", + " amount=total_pm_sm_emission_per_kg_iron,\n", + " type=bd.labels.biosphere_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace),\n", + ").save()\n", + "\n", + "blast_furnace.new_edge(\n", + " input=particulate_matter_md,\n", + " amount=total_pm_md_emission_per_kg_iron,\n", + " type=bd.labels.biosphere_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace),\n", + ").save()\n", + "\n", + "blast_furnace.new_edge(\n", + " input=particulate_matter_lg,\n", + " amount=total_pm_lg_emission_per_kg_iron,\n", + " type=bd.labels.biosphere_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(blast_furnace),\n", + ").save()\n", + "\n", + "# construction\n", + "blast_furnace.new_edge(\n", + " input=blast_furnace_production,\n", + " amount=1.333e-11,\n", + " type=bd.labels.consumption_edge_default,\n", + " temporal_distribution=infer_construction_td_from_limits(blast_furnace),\n", + ").save()" + ] + }, + { + "cell_type": "markdown", + "id": "86a02f13", + "metadata": {}, + "source": [ + "#### Direct Reduction of Iron (H2-DRI)\n", + "\n", + "Hydrogen-based iron reduction with much lower direct CO2 emissions. Consumes hydrogen, iron pellets, natural gas, and electricity. 25-year lifetime.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "0a57239d", + "metadata": {}, + "outputs": [], + "source": [ + "direct_reduction = foreground.new_node(\n", + " name=\"Direct reduction of iron\",\n", + " code=\"Direct reduction of iron\",\n", + " location=\"RER\",\n", + " type=bd.labels.process_node_default,\n", + " operation_time_limits=(0, 25),\n", + ")\n", + "direct_reduction.save()" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "0603d260", + "metadata": {}, + "outputs": [], + "source": [ + "dri_h2_consumption = 0.06264\n", + "dri_iron_pellet_consumption = 1.359733\n", + "\n", + "# operation\n", + "direct_reduction.new_edge(\n", + " input=iron,\n", + " amount=1.0,\n", + " type=bd.labels.production_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(direct_reduction),\n", + ").save()\n", + "\n", + "direct_reduction.new_edge(\n", + " input=co2,\n", + " amount=0.03271,\n", + " type=bd.labels.biosphere_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(direct_reduction),\n", + ").save()\n", + "\n", + "direct_reduction.new_edge(\n", + " input=hydrogen,\n", + " amount=dri_h2_consumption,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(direct_reduction),\n", + ").save()\n", + "\n", + "direct_reduction.new_edge(\n", + " input=natural_gas,\n", + " amount=0.0358938,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(direct_reduction),\n", + ").save()\n", + "\n", + "direct_reduction.new_edge(\n", + " input=iron_pellet,\n", + " amount=dri_iron_pellet_consumption,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(direct_reduction),\n", + ").save()\n", + "\n", + "direct_reduction.new_edge(\n", + " input=electricity_mv,\n", + " amount=0.0192446\n", + " + dri_h2_consumption * 4.024497\n", + " + dri_iron_pellet_consumption * 0.27267, # incl. h2 and iron pellet preheating\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(direct_reduction),\n", + ").save()\n", + "\n", + "# construction\n", + "direct_reduction.new_edge(\n", + " input=blast_furnace_production,\n", + " amount=1.333e-11,\n", + " type=bd.labels.consumption_edge_default,\n", + " temporal_distribution=infer_construction_td_from_limits(direct_reduction),\n", + ").save()" + ] + }, + { + "cell_type": "markdown", + "id": "5d76fbf1", + "metadata": {}, + "source": [ + "#### Natural Gas Reforming to Methanol\n", + "\n", + "Conventional methanol production from natural gas. 25-year lifetime. No vintage improvements.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "6b84fb28", + "metadata": {}, + "outputs": [], + "source": [ + "ng_reforming = foreground.new_node(\n", + " name=\"Natural gas reforming\",\n", + " code=\"Natural gas reforming\",\n", + " location=\"RER\",\n", + " type=bd.labels.process_node_default,\n", + " operation_time_limits=(0, 25),\n", + ")\n", + "ng_reforming.save()" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "f4e0fc1e", + "metadata": {}, + "outputs": [], + "source": [ + "# operation\n", + "ng_reforming.new_edge(\n", + " input=methanol,\n", + " amount=1.0,\n", + " type=bd.labels.production_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(ng_reforming),\n", + ").save()\n", + "\n", + "ng_reforming.new_edge(\n", + " input=co2,\n", + " amount=0.33424,\n", + " type=bd.labels.biosphere_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(ng_reforming),\n", + ").save()\n", + "\n", + "\n", + "ng_reforming.new_edge(\n", + " input=natural_gas,\n", + " amount=0.8895,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(ng_reforming),\n", + ").save()\n", + "\n", + "ng_reforming.new_edge(\n", + " input=water_deionized,\n", + " amount=0.355,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(ng_reforming),\n", + ").save()\n", + "\n", + "ng_reforming.new_edge(\n", + " input=electricity_mv,\n", + " amount=0.0886,\n", + " type=bd.labels.consumption_edge_default,\n", + " operation=True,\n", + " temporal_distribution=infer_operation_td_from_limits(ng_reforming),\n", + ").save()\n", + "\n", + "# construction\n", + "ng_reforming.new_edge(\n", + " input=methanol_factory_ng,\n", + " amount=3.716e-11,\n", + " type=bd.labels.consumption_edge_default,\n", + " temporal_distribution=infer_construction_td_from_limits(ng_reforming),\n", + ").save()" + ] + }, + { + "cell_type": "markdown", + "id": "a05b6932", + "metadata": {}, + "source": [ + "## Optimex Setup\n", + "\n", + "Configure the LCA processing and prepare optimization inputs. This involves:\n", + "\n", + "1. Registering premise background databases with their representative years\n", + "2. Defining time-varying demand for methanol and pig iron\n", + "3. Selecting impact categories (climate change with CRF, particulate matter, land use, water use)\n", + "4. Running the LCA data processor to extract all tensors\n" + ] + }, + { + "cell_type": "markdown", + "id": "c88f83a6", + "metadata": {}, + "source": [ + "### Background Databases and Demand\n", + "\n", + "Register premise databases (2020-2100) with their representative times, then define constant demand of 1 Mt/year for both methanol and pig iron from 2025 to 2050.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "750f8715", + "metadata": {}, + "outputs": [], + "source": [ + "from datetime import datetime\n", + "\n", + "dbs = {\n", + " 2020: bd.Database(\"ei312_REMIND-EU_SSP2_NDC_2020\"),\n", + " 2030: bd.Database(\"ei312_REMIND-EU_SSP2_NDC_2030\"),\n", + " 2040: bd.Database(\"ei312_REMIND-EU_SSP2_NDC_2040\"),\n", + " 2050: bd.Database(\"ei312_REMIND-EU_SSP2_NDC_2050\"),\n", + " 2075: bd.Database(\"ei312_REMIND-EU_SSP2_NDC_2075\"),\n", + " 2100: bd.Database(\"ei312_REMIND-EU_SSP2_NDC_2100\"),\n", + "}\n", + "\n", + "# Add representative_time metadata for each database\n", + "for year, db in dbs.items():\n", + " db.metadata[\"representative_time\"] = datetime(year, 1, 1).isoformat()" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "5b86072c", + "metadata": {}, + "outputs": [], + "source": [ + "from bw_temporalis import TemporalDistribution\n", + "import numpy as np\n", + "\n", + "years = range(2025, 2051)\n", + "rng = np.random.default_rng(25)\n", + "\n", + "# methanol demand\n", + "trend_meoh = np.linspace(1, 1, len(years))\n", + "# noise_meoh = rng.normal(0, 4.0, len(years))\n", + "noise_meoh = rng.normal(0, 0, len(years))\n", + "amount_meoh = trend_meoh + noise_meoh\n", + "\n", + "td_methanol = TemporalDistribution(\n", + " date=np.array(\n", + " [datetime(year, 1, 1).isoformat() for year in years],\n", + " dtype=\"datetime64[s]\",\n", + " ),\n", + " amount=amount_meoh * 1e6, # Mt scale\n", + ")\n", + "\n", + "# iron demand\n", + "trend_iron = np.linspace(1, 1, len(years))\n", + "# noise_iron = rng.normal(0, 8.0, len(years))\n", + "noise_iron = rng.normal(0, 0, len(years))\n", + "amount_iron = trend_iron + noise_iron\n", + "\n", + "td_iron = TemporalDistribution(\n", + " date=np.array(\n", + " [datetime(year, 1, 1).isoformat() for year in years],\n", + " dtype=\"datetime64[s]\",\n", + " ),\n", + " amount=amount_iron * 1e6, # Mt scale\n", + ")\n", + "\n", + "functional_demand = {methanol: td_methanol, iron: td_iron}" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "183bd009", + "metadata": {}, + "outputs": [], + "source": [ + "method_climate_change = (\"IPCC 2021\", \"climate change\", \"GWP 100a, incl. H and bio CO2\")\n", + "\n", + "method_land_use = (\n", + " \"ecoinvent-3.12\",\n", + " \"EF v3.1 no LT\",\n", + " \"land use no LT\",\n", + " \"soil quality index no LT\",\n", + ")\n", + "\n", + "method_particulate_matter = (\n", + " \"ecoinvent-3.12\",\n", + " \"EF v3.1 no LT\",\n", + " \"particulate matter formation no LT\",\n", + " \"impact on human health no LT\",\n", + ")\n", + "\n", + "method_water_use = (\n", + " \"ecoinvent-3.12\",\n", + " \"EF v3.1 no LT\",\n", + " \"water use no LT\",\n", + " \"user deprivation potential (deprivation-weighted water consumption) no LT\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "debee4d1", + "metadata": {}, + "outputs": [], + "source": [ + "from optimex import lca_processor\n", + "\n", + "lca_config = lca_processor.LCAConfig(\n", + " demand=functional_demand,\n", + " temporal={\n", + " \"start_date\": datetime(2020, 1, 1),\n", + " \"temporal_resolution\": \"year\",\n", + " \"time_horizon\": 100,\n", + " },\n", + " characterization_methods=[\n", + " {\n", + " \"category_name\": \"climate_change\",\n", + " \"brightway_method\": method_climate_change,\n", + " \"metric\": \"CRF\", # CRF\n", + " },\n", + " {\n", + " \"category_name\": \"particulate_matter\",\n", + " \"brightway_method\": method_particulate_matter,\n", + " },\n", + " {\n", + " \"category_name\": \"land_use\",\n", + " \"brightway_method\": method_land_use,\n", + " },\n", + " {\n", + " \"category_name\": \"water_use\",\n", + " \"brightway_method\": method_water_use,\n", + " },\n", + " ],\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "b590bffc", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2026-05-28 09:49:02.478\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36m_parse_demand\u001b[0m:\u001b[36m428\u001b[0m - \u001b[1mIdentified demand in system time range of %s for products %s\u001b[0m\n", + "\u001b[32m2026-05-28 09:49:02.491\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36m_construct_foreground_tensors\u001b[0m:\u001b[36m661\u001b[0m - \u001b[1mConstructed foreground tensors.\u001b[0m\n", + "\u001b[32m2026-05-28 09:49:02.492\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36mlog_tensor_dimensions\u001b[0m:\u001b[36m656\u001b[0m - \u001b[1mTechnosphere (external) shape: (7 processes, 20 flows, 26 years) with 577 total entries.\u001b[0m\n", + "\u001b[32m2026-05-28 09:49:02.492\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36mlog_tensor_dimensions\u001b[0m:\u001b[36m656\u001b[0m - \u001b[1mInternal demand shape: (2 processes, 2 flows, 26 years) with 58 total entries.\u001b[0m\n", + "\u001b[32m2026-05-28 09:49:02.492\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36mlog_tensor_dimensions\u001b[0m:\u001b[36m656\u001b[0m - \u001b[1mBiosphere shape: (6 processes, 4 flows, 26 years) with 292 total entries.\u001b[0m\n", + "\u001b[32m2026-05-28 09:49:02.493\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36mlog_tensor_dimensions\u001b[0m:\u001b[36m656\u001b[0m - \u001b[1mProduction shape: (7 processes, 4 flows, 26 years) with 171 total entries.\u001b[0m\n", + "\u001b[32m2026-05-28 09:49:02.493\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36m_calculate_inventory_of_db\u001b[0m:\u001b[36m702\u001b[0m - \u001b[1mCalculating inventory for database: ei312_REMIND-EU_SSP2_NDC_2020\u001b[0m\n", + "\u001b[32m2026-05-28 09:49:23.255\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36m_calculate_inventory_of_db\u001b[0m:\u001b[36m735\u001b[0m - \u001b[1mFactorized LCI for database: ei312_REMIND-EU_SSP2_NDC_2020\u001b[0m\n", + "100%|██████████| 20/20 [00:40<00:00, 2.01s/it]\n", + "\u001b[32m2026-05-28 09:50:03.414\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36m_calculate_inventory_of_db\u001b[0m:\u001b[36m775\u001b[0m - \u001b[1mFinished calculating inventory for database: ei312_REMIND-EU_SSP2_NDC_2020\u001b[0m\n", + "\u001b[32m2026-05-28 09:50:03.420\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36m_calculate_inventory_of_db\u001b[0m:\u001b[36m702\u001b[0m - \u001b[1mCalculating inventory for database: ei312_REMIND-EU_SSP2_NDC_2030\u001b[0m\n", + "/Users/timodiepers/Documents/Coding/optimex/.venv/lib/python3.13/site-packages/scikits/umfpack/umfpack.py:737: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 2.80e+12)\n", + " warnings.warn(msg, UmfpackWarning)\n", + "\u001b[32m2026-05-28 09:50:24.820\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.lca_processor\u001b[0m:\u001b[36m_calculate_inventory_of_db\u001b[0m:\u001b[36m735\u001b[0m - \u001b[1mFactorized LCI for database: ei312_REMIND-EU_SSP2_NDC_2030\u001b[0m\n", + " 0%| | 0/20 [00:00" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "pp_baseline.plot_capacity_balance(detailed=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "fa6697c6", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "pp_baseline.plot_impacts()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5eadf88b", + "metadata": {}, + "outputs": [], + "source": [ + "pp_baseline.get_characterized_dynamic_inventory(\n", + " base_lcia_method=method_climate_change\n", + ")\n", + "\n", + "pp_baseline.df_dynamic_inventory.to_excel(\n", + " \"data/dynamic_inventory_no_evolution.xlsx\"\n", + ")\n", + "pp_baseline.df_characterized_inventory.to_excel(\n", + " \"data/characterized_inventory_no_evolution.xlsx\"\n", + ")\n", + "pp_baseline.df_production.to_excel(\"data/production_no_evolution.xlsx\")\n", + "pp_baseline.df_demand.to_excel(\"data/demand_no_evolution.xlsx\")\n", + "pp_baseline.get_production_capacity().to_excel(\n", + " \"data/capacity_no_evolution.xlsx\"\n", + ")\n", + "pp_baseline.df_impacts.to_excel(\"data/impacts_no_evolution.xlsx\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0da5e14f", + "metadata": {}, + "outputs": [], + "source": [ + "# Persist the baseline DESIGN (real-unit decision variables) + objective so the\n", + "# Scenario can run WITHOUT keeping m_baseline in RAM.\n", + "import json as _json\n", + "import pyomo.environ as _pyo\n", + "\n", + "baseline_design = {\n", + " \"obj_baseline\": float(obj_baseline),\n", + " \"installation\": {\n", + " f\"{p}\\t{t}\": float(_pyo.value(m_baseline.var_installation[p, t]))\n", + " for p in m_baseline.PROCESS\n", + " for t in m_baseline.SYSTEM_TIME\n", + " },\n", + " \"operation\": {\n", + " f\"{p}\\t{v}\\t{t}\": float(_pyo.value(m_baseline.var_operation[p, v, t]))\n", + " for (p, v, t) in m_baseline.ACTIVE_VINTAGE_TIME\n", + " },\n", + "}\n", + "with open(\"data/baseline_design.json\", \"w\") as _f:\n", + " _json.dump(baseline_design, _f)" + ] + }, + { + "cell_type": "markdown", + "id": "7c0cffcd", + "metadata": {}, + "source": [ + "### Scenario 2: Evolution\n", + "\n", + "Background databases evolve according to the REMIND-EU SSP2-NDC scenario (interpolated between 2020-2100). This reflects decarbonization of electricity grids, material supply chains, etc.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "b542334a", + "metadata": {}, + "outputs": [], + "source": [ + "manager.load_inputs(\"data/model_inputs_2050_paper.json\")\n", + "\n", + "vintage_improvements = {\n", + " (\"PEM Electrolysis\", electricity_lv[\"code\"], 2020): 1,\n", + " (\"PEM Electrolysis\", electricity_lv[\"code\"], 2030): 0.97,\n", + " (\"PEM Electrolysis\", electricity_lv[\"code\"], 2040): 0.95,\n", + " (\"PEM Electrolysis\", electricity_lv[\"code\"], 2050): 0.94,\n", + " (\"direct air carbon capture\", electricity_mv[\"code\"], 2020): 1,\n", + " (\"direct air carbon capture\", electricity_mv[\"code\"], 2030): 0.96,\n", + " (\"direct air carbon capture\", electricity_mv[\"code\"], 2040): 0.94,\n", + " (\"direct air carbon capture\", electricity_mv[\"code\"], 2050): 0.93,\n", + " (\"direct air carbon capture\", heat[\"code\"], 2020): 1,\n", + " (\"direct air carbon capture\", heat[\"code\"], 2030): 0.95,\n", + " (\"direct air carbon capture\", heat[\"code\"], 2040): 0.92,\n", + " (\"direct air carbon capture\", heat[\"code\"], 2050): 0.90,\n", + " (\"Carbon dioxide hydrogenation to methanol\", co2[\"code\"], 2020): 1,\n", + " (\"Carbon dioxide hydrogenation to methanol\", co2[\"code\"], 2030): 0.98,\n", + " (\"Carbon dioxide hydrogenation to methanol\", co2[\"code\"], 2040): 0.97,\n", + " (\"Carbon dioxide hydrogenation to methanol\", co2[\"code\"], 2050): 0.96,\n", + " (\"Carbon dioxide hydrogenation to methanol\", electricity_lv[\"code\"], 2020): 1,\n", + " (\"Carbon dioxide hydrogenation to methanol\", electricity_lv[\"code\"], 2030): 0.98,\n", + " (\"Carbon dioxide hydrogenation to methanol\", electricity_lv[\"code\"], 2040): 0.97,\n", + " (\"Carbon dioxide hydrogenation to methanol\", electricity_lv[\"code\"], 2050): 0.96,\n", + "}\n", + "\n", + "optimization_model_inputs_evolution = manager.override(\n", + " existing_capacity=existing_capacities,\n", + " vintage_improvements=vintage_improvements,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "0720dd37", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2026-05-28 08:24:50.660\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m116\u001b[0m - \u001b[1mCreating sets\u001b[0m\n", + "\u001b[32m2026-05-28 08:24:50.662\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m158\u001b[0m - \u001b[1mCreating parameters\u001b[0m\n", + "\u001b[32m2026-05-28 08:24:50.807\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m448\u001b[0m - \u001b[1mCreating variables\u001b[0m\n" + ] + } + ], + "source": [ + "from optimex import optimizer\n", + "\n", + "model_evolution = optimizer.create_model(\n", + " optimization_model_inputs_evolution,\n", + " name=\"evolution\",\n", + " objective_category=\"climate_change\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "e6299b28", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2026-05-28 08:27:07.716\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1113\u001b[0m - \u001b[1mSolver [gurobi] termination: optimal\u001b[0m\n", + "\u001b[32m2026-05-28 08:27:54.922\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1127\u001b[0m - \u001b[1mObjective (scaled): 1090.77\u001b[0m\n", + "\u001b[32m2026-05-28 08:27:54.924\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1128\u001b[0m - \u001b[1mObjective (real): 1.81746e-06\u001b[0m\n" + ] + } + ], + "source": [ + "m_evolution, obj_evolution, results_evolution = optimizer.solve_model(\n", + " model_evolution, solver_name=\"gurobi\", tee=False\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "eafc6bb6", + "metadata": {}, + "outputs": [], + "source": [ + "from optimex import postprocessing\n", + "\n", + "pp_evolution = postprocessing.PostProcessor(m_evolution, plot_config={\"figsize\": (8, 4)})" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "36d1dd4a", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "pp_evolution.plot_impacts()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fb9cf162", + "metadata": {}, + "outputs": [], + "source": [ + "# Persist evolution objective scalars for the Scenario 4 summary\n", + "# so it can run without keeping m_evolution / pp_evolution in RAM.\n", + "import json as _json\n", + "\n", + "_s_evol = pp_evolution.get_impacts()[\"climate_change\"].sum(axis=1)\n", + "evolution_results = {\n", + " \"obj_evolution\": float(obj_evolution),\n", + " \"climate_per_year\": {int(y): float(v) for y, v in _s_evol.items()},\n", + "}\n", + "with open(\"data/evolution_results.json\", \"w\") as _f:\n", + " _json.dump(evolution_results, _f)\n" + ] + }, + { + "cell_type": "markdown", + "id": "5bfca094", + "metadata": {}, + "source": [ + "### Scenario 3: Water Use and Iridium Resource constraint\n", + "\n", + "Adds a maximum annual water use impact limit (300,000 units/year) and a cumulative iridium resource limit (0.125 kg) constrained on top of the climate change objective. This demonstrates how constraints affect deployment decisions.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "326d873d", + "metadata": {}, + "outputs": [], + "source": [ + "iridium = bd.get_node(database=\"ecoinvent-3.12-biosphere\", name=\"Iridium\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d94d4b4b", + "metadata": {}, + "outputs": [], + "source": [ + "manager.load_inputs(\"data/model_inputs_2050_paper.json\")\n", + "\n", + "start_year = 2025\n", + "end_year = 2051 # range is exclusive, so this covers up to 2060\n", + "reduction_rate = 0\n", + "\n", + "base_water_limit = 300_000\n", + "\n", + "optimization_model_inputs_constrained = manager.override(\n", + " existing_capacity=existing_capacities,\n", + " vintage_improvements=vintage_improvements,\n", + " category_impact_limits={\n", + " (\"water_use\", year): base_water_limit\n", + " * ((1 - reduction_rate) ** (year - start_year))\n", + " for year in range(start_year, end_year)\n", + " },\n", + " cumulative_flow_limits_max={\n", + " iridium[\"code\"]: 0.125,\n", + " },\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4206abe8", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2026-05-28 07:55:28.421\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m116\u001b[0m - \u001b[1mCreating sets\u001b[0m\n", + "\u001b[32m2026-05-28 07:55:28.422\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m158\u001b[0m - \u001b[1mCreating parameters\u001b[0m\n", + "\u001b[32m2026-05-28 07:55:28.570\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m448\u001b[0m - \u001b[1mCreating variables\u001b[0m\n" + ] + } + ], + "source": [ + "from optimex import optimizer\n", + "\n", + "model_constrained = optimizer.create_model(\n", + " optimization_model_inputs_constrained,\n", + " name=\"constrained\",\n", + " objective_category=\"climate_change\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "59bb4b45", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2026-05-28 07:57:43.773\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1113\u001b[0m - \u001b[1mSolver [gurobi] termination: optimal\u001b[0m\n", + "\u001b[32m2026-05-28 07:58:29.584\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1127\u001b[0m - \u001b[1mObjective (scaled): 1765.32\u001b[0m\n", + "\u001b[32m2026-05-28 07:58:29.586\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36msolve_model\u001b[0m:\u001b[36m1128\u001b[0m - \u001b[1mObjective (real): 2.9414e-06\u001b[0m\n" + ] + } + ], + "source": [ + "m_constrained, obj_constrained, results_constrained = optimizer.solve_model(\n", + " model_constrained, solver_name=\"gurobi\", tee=False\n", + ") # choose solver here, e.g. \"gurobi\", \"cplex\", \"glpk\", etc." + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "ae653fd9", + "metadata": {}, + "outputs": [], + "source": [ + "from optimex import postprocessing\n", + "\n", + "pp_constrained = postprocessing.PostProcessor(m_constrained, plot_config={\"figsize\": (8, 4)})" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "014c462c", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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AAABA5BFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAACA2AosJk2aJOecc45UqVJFatWqJf369ZMtW7aUesysWbMkLi6uwKNixYphyzMAAAAQC1wVWHz66acyfPhw+fLLL2Xx4sVy4sQJufjii+Xw4cOlHpeUlCS7du3Ke/zyyy9hyzMAAAAQCxLFRRYtWlSkNUJbLlavXi3du3cv8ThtpahTp04YcggAAADEJlcFFoVlZmaanzVq1Ch1v0OHDknDhg0lNzdX2rVrJ48++qi0aNGixP2PHTtmHj4HDx40P/V4ffhD97Msy+/9ETzKOjwo5/ChrClrFR8ffKeC0s49dtJ1a9puzLOTabsxz06m7cY8h7M8ArmWdW1goW/y7rvvlm7duknLli1L3K9Zs2Yyc+ZMad26tQlEJk+eLF27dpVNmzZJ/fr1SxzLMWHChCLb09PTJTs72+/86etpcGG34oCyjgbUacrai6K1XicmJkpycnLQx2dkZMjJkydDnq5b03Zjnp1M2415djJtN+Y5nOWRlZXl/cBCx1ps3LhRPv/881L369Kli3n4aFDRvHlzeeGFF2TixInFHjNmzBgZNWpUgRaLtLQ0SUlJMeM1/D1ZaRcsPSaaTlZeRFlTzl5Dnaas7SqrJT/W0nZjnp1M2415djJtN+Y5nOURyKRHrgwsRowYIR9++KEsX768xFaHkpQrV07OPvts2bp1a4n7VKhQwTwK0wAhkCBBA4tAj0FwKOvwoJzDh7KmrO1w8rzjxrTdmGcn03Zjnp1M2415Dmd5BPI6rrri1aZqDSree+89Wbp0qTRu3DjgNHJycmTDhg1St25dR/IIAAAAxKJEt3V/mj17trz//vtmLYvdu3eb7VWrVpVKlSqZfw8cOFBSU1PNOAn1j3/8Qzp37ixNmzaVAwcOyBNPPGGmmx06dGhE3wsAAADgJa4KLKZNm2Z+9uzZs8D2V155RW655Rbz7x07dhRostm/f7/cdtttJgipXr26tG/fXlasWCFnnXVWmHMPAAAAeFei27pClWXZsmUFnk+ZMsU8AAAAADjHVWMsAAAAAEQnAgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAILAAAAAAEHm0WAAAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABiK7CYNGmSnHPOOVKlShWpVauW9OvXT7Zs2VLmcfPmzZMzzzxTKlasKK1atZKFCxeGJb8AAABArHBVYPHpp5/K8OHD5csvv5TFixfLiRMn5OKLL5bDhw+XeMyKFSvkxhtvlCFDhsjatWtNMKKPjRs3hjXvAAAAgJcliossWrSowPNZs2aZlovVq1dL9+7diz1m6tSpcskll8h9991nnk+cONEEJc8++6xMnz49LPkGAAAAvM5VgUVhmZmZ5meNGjVK3GflypUyatSoAtt69+4t8+fPL/GYY8eOmYfPwYMHzc/c3Fzz8IfuZ1mW3/sjeJR1eFDO4UNZU9YqPj74TgWlnXvspOvWtN2YZyfTdmOenUzbjXkOZ3kEci3r2sBC3+Tdd98t3bp1k5YtW5a43+7du6V27doFtulz3V7aWI4JEyYU2Z6eni7Z2dl+508DHw0u7FYcUNbRgDpNWXtRtNbrxMRESU5ODvr4jIwMOXnyZMjTdWvabsyzk2m7Mc9Opu3GPIezPLKysrwfWOhYCx0n8fnnn4c87TFjxhRo5dAWi7S0NElJSZGkpCS/T1ZxcXHmmGg6WXkRZU05ew11mrK2q7SW/FhM2415djJtN+bZybTdmOdwlodOfuTpwGLEiBHy4YcfyvLly6V+/fql7lunTh3Zs2dPgW36XLeXpEKFCuZRmAYIgQQJGlgEegyCQ1mHB+UcPpQ1ZW2Hk+cdN6btxjw7mbYb8+xk2m7MczjLI5DXcdUVrzZVa1Dx3nvvydKlS6Vx48ZlHtOlSxdZsmRJgW06eFu3AwAAAAiNRLd1f5o9e7a8//77Zi0L3ziJqlWrSqVKlcy/Bw4cKKmpqWachBo5cqT06NFDnnzySenTp4/MmTNHVq1aJTNmzIjoewEAAAC8xFUtFtOmTTOD7Hr27Cl169bNe8ydOzdvnx07dsiuXbvynnft2tUEIxpItGnTRt5++20zI1RpA74BAAAAeLjFQrtClWXZsmVFtl133XXmAQAAAMAZrmqxAAAAABCdCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAABCk3JyciBwLANEoMRwvcuutt8qDDz4ojRs3LvK7X375RSZMmCAzZ84MR1YAAAiZ+IQE+ez2ByVzy/aAjqvarJGcN2MinwQATwlLYDFr1iwZNmxYsYHFvn375NVXXyWwAAC4kgYVGeu3RDobABA7XaHi4uKK3f7jjz9KzZo1w5UNAAAAAG5qsZg2bZp5+IKKAQMGSKVKlQrsk52dLdu3b5frrrvOqWwAAAAAcHNgUa9ePWnfvr3598aNG6VZs2aSkpJSYJ/y5ctL8+bNZciQIU5lAwAAAICbA4srr7zSPHx08HaTJk2cejkAAAAAXh+8/corr4TjZQAAAAB4efC2Tjfbv3//Yn93ww03yO233x6ObAAAAABwc2CxePFiufrqq4v93TXXXCMff/xxOLIBALCJBeEAABHtCpWenl5k4LaPTjW7Z8+ecGQDAGATC8IBACIaWKSmpspXX30lF1xwQZHf6fa6deuGIxsAgCheEE5bQzRwCddxPomJYTkVAoDnheXb9MYbb5RHHnlETjvtNLn++uvzts+bN08effRRueuuu8KRDQCAx1pDqjZrJOfNmBh04BEfHy/JyclBHQsAiEBgMW7cOFm3bp0ZqK1rVmgLxa5du+TIkSNy6aWXyvjx48ORDQBADLaG0H0LADwUWOhCeB9++KEZxL106VL5448/zNiKXr16yYUXXhiOLAAAYphT3bcAAP+/sHYsveiii8wDAAAAgLeEfcSadn/Kzs4usr1GjRrhzgoAAAAANwUWlmXJww8/LC+88IIZW1GcnJyccGQFAAAAgFsXyJsyZYo89dRTMnz4cBNkPPDAA2ZA9xlnnCGNGjWSF198MRzZAAAAAODmwOLll1+WCRMmyOjRo83zfv36mZmgNm3aJM2bN5etW7eGIxsAEBNYHRsA4NmuUNu3b5e2bdtKQkKClCtXTg4cOJA3f/idd94pQ4cONetZAADsY3pVAIBnAwudWvbQoUPm3w0aNJA1a9bkrcK9b98+M6AbABA6TK8KAPBkYNGtWzf55ptv5LLLLpMBAwbIQw89JLt37zatFzq+grUsAAAAAHcLS2ChgcTOnTvNv8eOHWu6Qr355pty9OhRs67FM888E45sAAAAAHBzYNGsWTPzUBUqVJCpU6eaBwAAAABvCPsCeb/99ptZy6JevXqSmpoa7pcHAAAA4NbpZtWMGTPMwO2GDRtK586dzb/T0tLMonkAAAAA3C0sgcWkSZNk2LBhcv7558v8+fNl5cqV5qc+1+lm9ff+Wr58ufTt29e0eMTFxZl0SrNs2TKzX+GHDh4HAAAA4KKuUDo4+7777pPHH3+8wHYNEGrXrm1+P2bMGL/SOnz4sLRp00ZuvfVWufrqq/3Ow5YtWyQpKSnvea1atQJ4BwAAAAAiHlgcPHhQevXqVezvLr74Ypk+fbrfaV166aXmESgNJKpVqxbwcQAAAACiJLDo3bu3/O9//zNTyxa2ePHisKxjoSt/Hzt2TFq2bGmmv9W1NUqi++kjf2CkcnNzzcMfup9lWX7vj+BR1uFBObunrOPj7fVyLe11ozVtN+bZybTdmGcn03Zjnp1M2415djJtN+Y5nOURyLkoLIHF0KFD5Y477pC9e/dKv379TOuB/vu9996TpUuXmgHcuhq3T7t27UL22nXr1jUtIh06dDDBwksvvSQ9e/aUr776qsTX0TEfEyZMKLI9PT1dsrOz/Xpd/RAyMzPNxYHdigPKOhpQp91R1omJiZKcnGzr9TMyMuTkyZOuStuNeXYybTfm2cm03ZhnJ9N2Y56dTNuNeQ5neWRlZUVXYNGnTx/z89VXXzUPHTytJ0yfyy+/3PzUbfq7nJwcR9bQUF27dpWffvpJpkyZIq+99lqxx+h4j1GjRhVosdAZrFJSUgqM0yjrwkDfix5DYOEsyjo8KOfYKesaNWq4Lm035tnJtN2YZyfTdmOenUzbjXl2Mm035jmc5VGxYsXoCiw++eQTiSYdO3aUzz//vMTf6yJ++ihMT/CBnOT1wiDQYxAcyjo8KOfYKGsnX9OptN2YZyfTdmOenUzbjXl2Mm035tnJtN2Y53CWRyCvE5bAokePHhJN1q1bZ7pIAQAAAHDpyttHjhwpdpyCv805hw4dkq1bt+Y937ZtmwkU9HhddE+7Me3cuVP+/e9/m98//fTT0rhxY2nRooV5XR1joeM6/vvf/4bwXQEAAACxLWzTzY4ePVrmzZsnBw4cKHYff8dVrFq1yiys5+MbCzFo0CCZNWuW7Nq1S3bs2JH3++PHj8u9995rgo3KlStL69atzQxV+dMAAAAA4ILAYvDgwaaVQGeHOuOMM6R8+fJBp6UzOuUf+F2YBhf5aUCjDwAAAAAuDyy0heD555+Xm266KRwvBwAAACDMwjLdiA6Urlq1ajheCgAAAIBXAwtd6VoXnStpfAUAAAAAdwtLV6gbbrhB1q9fb2Ztatu2rVSrVq3IfO3vv/9+OLICAAAAwK2Bha5y/dhjj0nt2rXN7E+BLA0OAAAAIPqFJbDQoGL48OEydepUVqEGAAAAPCgsYyx0LYl+/foRVAAAAAAeFR+uMRYLFy4Mx0sBAAAA8GpXqG7dusnf//53syp2r169igzeVldffXU4sgIAAADArYHFwIEDzc8dO3bInDlzivxeZ4XSQd0AAAAA3CksgcW2bdvC8TIAAAAAvBxYNGzYMBwvAwAAAMBrgUWVKlVMFyd/6H6ZmZlOZQUAAACAWwOLe++91+/AAgAAAIC7ORZYPPTQQ04lDQAAACAW17EAAAAA4G0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAAgsAAAAAEQeLRYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAACD2Aovly5dL3759pV69ehIXFyfz588v85hly5ZJu3btpEKFCtK0aVOZNWtWWPIKAAAAxArXBRaHDx+WNm3ayHPPPefX/tu2bZM+ffrI+eefL+vWrZO7775bhg4dKh9//LHjeYU75OTmRuRYAAAAL0kUl7n00kvNw1/Tp0+Xxo0by5NPPmmeN2/eXD7//HOZMmWK9O7d28Gcwi0S4uPlpqnL5budBwI6rnlqNXljZHfH8gUAAOAmrgssArVy5Urp1atXgW0aUGjLRUmOHTtmHj4HDx40P3Nzc83DH7qfZVl+74/g2S3r+Ph4E1Ss3ZYR9OsXx/q/oCXYlpA4iS7UaXfVabuv77a03ZhnJ9N2Y56dTNuNeXYybTfm2cm03ZjncJZHIOcizwcWu3fvltq1axfYps81WDh69KhUqlSpyDGTJk2SCRMmFNmenp4u2dnZfr2ufgiZmZnm4sBuxYFzZZ2YmCjJycm2ijgjI0NOnjxZbLp2WkL27dtXJF2l77FGzWRJTAiuXp3MyZWMP/aV+EWh6RdXjlq+Wv/3799vxjcVJ5DgG8GXdWnl7FSdjva03ZhnJ9N2Y56dTNuNeXYybTfm2cm03ZjncJZHVlaW38d6PrAIxpgxY2TUqFF5zzUISUtLk5SUFElKSvIrDT3p6wWBHkNg4axIl3WNGjVK/J2dlpDS0tX3aSdoKe0Lp7SWFi1jt7W0RLNgy9rpci6t7kVr2m7Ms5NpuzHPTqbtxjw7mbYb8+xk2m7MczjLo2LFin4f6/nAok6dOrJnz54C2/S5BgjFtVYonT1KH/7eXSyJXuwGegyCE8myduo1y0rXTtBSVtqMOSl4EW+nS1tCiMs6HGN7nPw7itTfS6yl7cY8O5m2G/PsZNpuzLOTabsxz+Esj0Bex/OBRZcuXWThwoUFti1evNhsBxD6oCVSF+huHdzvRFkDABAJrgssDh06JFu3bi0wnaxOI6vNNg0aNDDdmHbu3Cn//ve/ze+HDRsmzz77rIwePVpuvfVWWbp0qbz11luyYMGCCL4LIPY4eYHudNDCxT8AAB4MLFatWmXWpPDxjYUYNGiQWfhu165dsmPHjrzf61SzGkTcc889MnXqVKlfv7689NJLTDULRIBTF+hMGYxIqtqsUViOQeDl5u/+Tn6G1A/EEtcFFj179jQzppSkuFW19Zi1a9c6nDMAkUSrAiIhNydHzpsxMehj4xMSQp4nrwq2rMsqZyc/Q+oHYo3rAgsAAKKFXlS+8+Rc2ffr3oCOS06rJdfc21+8yKk79FrWJ9Y/ILmHt/mdbvwpjaVc60dCnm40pO3WFhx4G4EFAAA2bFi2TnZs2h7QMQ1aNPJkYOH0Hfqc3R+Jtd//HghW9bP9ukAPNN1oSNuNLTjR1u2MYCj0CCwAAEBI0IITPm5swYnGbmduC4aiPdAisAAAACFDC074uK0FJ9q6nbk1GIp0oFUaAgsAAACERTR1O3NjMBTpQKssBBYAAACAC4KhSAdaZSGwAAAgSjHrDwA3IbAAACAKuXXWHwCxi8ACAACPzLDkz/oYTs/cVK9pakDpBnsMgOhDYAEAHsQCV7E5w5K/62M4NXNTbk6u3D5lREDp5j82PiE+qGMBRAcCCwDwGLq6IFLi4q2IHAsgOhBYAIDHaFeXB2avkW3pWQEd1zilijwyoJ1j+YL3xcUlyJwNU2TvkZ0BHVercqrc0Ooex/IFIDwILADAgz5a95us3ZYR0DFnN67h2cCCrmHhs27PZ7L9wOaAjmlU7SwCC8ADCCwAAJ6eXpWuYQAQHgQWAICouPvv1PSqTs+C5EbM3ATACQQWAAC/OXn336npVZ2cBcmNmLkJgFMILAAAfnP67r9T06vGSsuCP/vrlK4MsAbgBAILAEBAuPsf3S0L/qwHwQBrAE4gsAAAIAoF07IQDdO2plZpEpZjAEQfAgsAAKJUoC0LkZ62NTc3R/7SaXLQx8bHlzwGB0D0I7AAACDGONWqoIHBzvFPyLHtvwaUdoVGaZI64b6A8wQguhBYAADgkQDAn/2dblXI/HiZHF23MaB0K7VtSWABeACBBQAAUSjYAKCsi39aFQA4hcACAIAoFEwA4G+XIloVADiBwAIAgChdxTrQAIAuRQAiicACAIAgsYo1APz/CCwAAAgSq1gDwP+PwAIAABtYxRoA/h8CCwDwoOap1cJyDAAAPgQWAOAxObm58sbI7kEfmxAfH/I8AQC8j8ACADxGA4N3npwr+37dG9BxyWm15Jp7+zuWLwCAtxFYAIAHbVi2TnZs2h7QMQ1aNCKwAAAEjfZuAAAAALbRYgEAgA2pVZqE5RgAiHYEFgAABCk3N0f+0mly0MfGxydQ9gA8g8ACABCQek1Tw3KMG2hgsHP8E3Js+68BHVehUZqkTrjPsXwBQCQQWAAA/Jabkyu3TxkR9LG6UnUoAxB/93cyGMr8eJkcXbcxoLQrtW1JYAHAcwgsAAB+08DAqTv0wQYtZQUsTgdDAID/h8ACABAQp+7QBxO0+BOwOBkMAYAd8UnNJTeIY5xI2990PRdYPPfcc/LEE0/I7t27pU2bNvLMM89Ix44di9131qxZMnjw4ALbKlSoINnZ2WHKLQDAqaDF3y5FdFcCEG0X/5aVI+U7vxFUnvTYuLiEkKddVrqeCyzmzp0ro0aNkunTp0unTp3k6aeflt69e8uWLVukVq1axR6TlJRkfu8TFxcXxhwDAADAaU7coXfy4j8uLkHmbJgie4/sDCjdWpVT5YZW95S6TzBp+5Ou5wKLp556Sm677ba8VggNMBYsWCAzZ86U+++/v9hjNJCoU6dOmHMKAACAaL77H8mLf7Vuz2ey/cBmCUSjamc5kra/6XomsDh+/LisXr1axowZk7ctPj5eevXqJStXrizxuEOHDknDhg0lNzdX2rVrJ48++qi0aNGixP2PHTtmHj4HDx40P/V4ffhD97Msy+/9ETy7Za11yI6SXtepdN2athvzHM1puzHPTqbtxjw7mbYb8+xk2m7Ms5Npl5WunYv/0tKOi7Ns3f23rLhSp34O9g59WeVh5+I/1wP1I5DrK1cFFvv27ZOcnBypXbt2ge36/Pvvvy/2mGbNmpnWjNatW0tmZqZMnjxZunbtKps2bZL69esXe8ykSZNkwoQJRbanp6f7PTZDPwR9Pb3gtVtx4FxZJyYmSnJysq0izsjIkJMnT4YlXbem7cY8R3vabsyzk2m7Mc9Opu3GPDuZthvz7E/awXb9KS3dmjWqB3/xn5sjGRn7S82znbv/f/yxr9S0g71D79X6Eap0s7KyvBlYBKNLly7m4aNBRfPmzeWFF16QiRMnFnuMtojoOI78LRZpaWmSkpJixmv4e7GrXbD0GAILZ0W6rGvUqOGqdN2athvz7GTabsyzk2m7Mc9Opu3GPDuZthvzXFbadrr+lJZuXHy8rYv/ssrDzt1/6kdB4SqPihUrejOw0OgrISFB9uzZU2C7Pvd3DEW5cuXk7LPPlq1bt5a4j84apY9imwcDuHDVi91Aj0FwIlnWTr2mk+/FjWm7Mc9Opu3GPDuZthvz7GTabsyzk2m7Mc/+pB1s15+y5rCxc/HvxrKOZJ5TqzQJOE3fMaFOu6R0AykfVwUW5cuXl/bt28uSJUukX79+eXer9fmIEf4tfqRdqTZs2CCXXXaZw7kFAABwTiQG58YiOxf/pcnNzZG/dJpc6j6lHavjSkKddlnpeiqwUNpFadCgQdKhQwezdoVON3v48OG8WaIGDhwoqampZpyE+sc//iGdO3eWpk2byoEDB8z6F7/88osMHTo0wu8EAJxTr2lqWI4BgGgR7B36SF38x8cnOLZ4ZzBph2JRUNcFFv379zeDqMeNG2cWyGvbtq0sWrQob0D3jh07CjTZ7N+/30xPq/tWr17dtHisWLFCzjrrrAi+CwBwTm5Ortw+ZUTQx+pK1UA0isRKwtG8srIbRdvd/0he/Du9eKdTC456KrBQ2u2ppK5Py5YtK/B8ypQp5gEAsUIDAydPhEAkOLmScLStrRCKFZC9dPHvVAAQDRf/XuPKwAIAUDpOhPAap1YSduvKyoquP5G/Q4+CCCwAAEDMDlZ268rKdP1BNCKwAAAAMc2pi38n0fUH0YjAAgAAwIXo+oNow9QfAAAAAGyjxQIAALiCE4OVAYQOgQUAAIh6Tq4k7NT0qk6nDUQbAgsAABD1nBqs7OTaCk6mDUQjAgsAABCzg5WdXFnZ6VWbgWhDYAEAAGKakwtKslglYgmzQgEAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGxLtJ8EAADA/1PpzKZhOQZA9CGwAAAAIWHl5EjjWVODPjYuIYFPAnAxAgsAABASGhg88M57sm3fHwEd1zi5pjxyzVV8CoDLEVgAItI8tVpYjgHs1iPqHaK9u9JHGzbJ2h07Akr77AYNCCzC8Dn6u7+T9SOa0nZjnqOhPEpDYIGYl5ObK2+M7B70sQnx8REJWAiGwsepsg627pVV7+AdTlwYuLm7EheO9j/Hsj5DJ+tHNKbtxjxHsjzKQmCBmKcXaO88OVf2/bo3oLJITqsl19zbPyIBi5NpO3kh7cZgyMmyDqbulVXv4B1OXRi4tbsSF472P0d/PkMn60e0pe3GPEe6PMpCYAGIyIZl62THpu0BlUWDFo1KvcBzKmBxOm2nLqTdGgw5WdbB1L2y6h28w8kLAzd2V+LC0f7n6O9n6GT9iKa03ZjnaCiP0hBYAC4LWJxO26kLaTcGQ+H4HIFouzCIZlw4AtGNwAJA2C6k3RYMAQAA/xFYAPAEWhUAAIgsphUBAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbaxjAQCADZXObBqWYwAg2rkysHjuuefkiSeekN27d0ubNm3kmWeekY4dO5a4/7x58+TBBx+U7du3y+mnny6PP/64XHbZZWHNMwDAe6ycHGk8a2rQx8YlJIQ8TwAQKa4LLObOnSujRo2S6dOnS6dOneTpp5+W3r17y5YtW6RWrVpF9l+xYoXceOONMmnSJLn88stl9uzZ0q9fP1mzZo20bNkyIu8BAOANGhg88M57sm3fHwEd1zi5pjxyzVWO5QsAIsF1gcVTTz0lt912mwwePNg81wBjwYIFMnPmTLn//vuL7D916lS55JJL5L777jPPJ06cKIsXL5Znn33WHAsAgB0fbdgka3fsCOiYsxs0ILAA4DmuCiyOHz8uq1evljFjxuRti4+Pl169esnKlSuLPUa3awtHftrCMX/+/BJf59ixY+bhk5mZaX4eOHBAcnNz/cqr7qd502P0J5xjt6z1mNM6nyHV6lcP6Lia9VPk4MGDJdYJp9J1a9puzHM0pu1vuhX695W4Hp0CynP5OrX8SrvynQOl/L79AaWdmFzdkbSdSjeQtAe0ayPnn9Y4oLTrVk1yJG2n0g0k7QtOayynVasaUNoNa9bwbHlEU9puzLOTabsxz5EoD92mLMsqOxHLRXbu3KnvyFqxYkWB7ffdd5/VsWPHYo8pV66cNXv27ALbnnvuOatWrVolvs748ePN6/CgDKgD1AHqAHWAOkAdoA5QB6gDYv36669lXqu7qsUiXLRFJH8rh0ZuGRkZUrNmTYmLi/MrDY3u0tLS5Ndff5WkpCQHcwvKOjwo5/ChrClrr6FOU9Ze5MZ6fTCIPGtLRVZWltSrV6/MfV0VWCQnJ0tCQoLs2bOnwHZ9XqdOnWKP0e2B7K8qVKhgHvlVq1YtqDzrh+aWyuZ2lDXl7DXUacraa6jTlLUXubFeJwWY56pV/eve6KrO/+XLl5f27dvLkiVLCrQm6PMuXboUe4xuz7+/0sHbJe0PAAAAIHCuarFQ2kVp0KBB0qFDB7N2hU43e/jw4bxZogYOHCipqalmelk1cuRI6dGjhzz55JPSp08fmTNnjqxatUpmzJgR4XcCAAAAeIfrAov+/ftLenq6jBs3ziyQ17ZtW1m0aJHUrl3b/H7Hjh0FZgbq2rWrWbvi73//u4wdO9YskKczQjm9hoV2pRo/fnyRLlWgrN2KOk1ZexH1mnL2Guo0ZR3J+hGnI7gdSRkAAABAzHDVGAsAAAAA0YnAAgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsENV0AUQACBQTHsKLOCci2hFY2DhRceJyzr59+8xPXZMkJyfHwVeKbbq45PHjx2X//v3mOScteMG2bdtk3rx5kpmZGemseBrnxPDhnBg+bjwvWlF0fUpg4actW7aYBUVuueUWeemll+T777+XuLg4V1Q4t/nhhx+kSZMmcvvtt5vnCQkJBBcO2Lx5s1x//fXSs2dP6d27t3z55ZcFFpdEaC90p0+fLqNGjZLFixfnXSQg9NavXy8dO3aUtWvXmsVUFd/Tocc5MXw4J4aPG8+LW6Ls+jS6SyuKKlqnTp3Mzx9//NF8cBdddJEsWbLEVDhaLkJf3pUqVZINGzbIHXfckRdccHEQ2jI+99xz5YwzzpCrr75aGjVqZL6YsrOzqc8hpvVYy/qDDz6QDz/8UP7yl7/IzJkzTX3muyO0fv31V+nbt68MGjRIJk2aJE2bNjXbT548aX7yHRIanBPDi3Ni+MrZbefFzdF4faorb6NkJ0+etP70pz9ZN910U962tWvXWkOGDLESEhKsDz/80GzLycmhGENk4cKF1hlnnGE99thjVqtWraw77rgj73dZWVmUs01Hjx61rrrqKuvPf/5z3raXX37Z1PHjx49b6enplHGIbN++3Tr99NOtsWPHmrJV999/v9W0aVPzOSC05syZY/Xs2TPvO/mBBx6wbrjhBuvqq6+2lixZQnGHAOfE8OOc6Dw3nhdPRun1KS0WZdA7XHoXLC0tLW9b27Ztzd0w7apz7bXXuqKpzE1atWol7du3l6FDh8rgwYNl5cqVcu+998qtt94qb7zxhpw4cSLSWXQ17Tv6008/SYsWLfK26fPPPvtMzjnnHPOYNWuW2R6td2ncQMcGvf/++3L22WebVgrfd8Tdd99tPgO9u4TQ0u/qqlWrmn/rncdVq1aZ1k/tFtCrVy/TUqSo18HjnBh+nBOd58bzYm6UXp8mhvXVXKhcuXLSsmVL+fTTT81AnurVq5vtKSkpMmbMGNm7d69MnDhR3nzzTUlKSop0dj2hRo0asmnTJvMHo12hTj31VFPWGRkZcs8995jPRC/atHsUAlelShXz5fnCCy9InTp1zBfP888/bx5ar7/99lsZMmSInHbaaXLeeedRxEHS+qnfCd26dTPl7KMXuQcPHpQ//viDsg2xevXqmfr88ssvm+/q1157zXyfqEcffdR8n2i3gfwXDwgM58Tw45zoPDeeF8tF6fUpt9n90L17d9PH7pVXXpGsrKy87Rolan/edevWMftIiGhrRIUKFcwf9qFDh6Ry5cqmr6Bu1/7S2n9QEVQETy9stTWoefPm8vrrr8v8+fNlypQppl/6ZZddZlqH9Hda7rBHB9PdddddBe5y6Re81m+t2z46/kIDadijQZwGDtOmTZMjR46YCzLfuAqt840bNzY3LRD43Vzlm6Hv/PPP55zocFn76q3+5JzofFnreVHv8kf7eTE9PT1vUopo/VsksCjk999/NwMs3333XdOMrnSGgM6dO8uLL75oKpzeOffR5jG9QMj/gSLwsl6zZk1eBK5Bg3aF2rp1qwwcOFCWL18u//nPf2TkyJFmX/0Dh706fcEFF8js2bNN15DExERJTU3Nu/jVga568Vu3bl2KOUDbt283JyPfXSIf34lLabO0PnzPx44da+6kR0vzuhvLeu7cuWZbw4YNpUePHiZI0xOqzsbl6wagLZ/VqlUzF2nw38aNG8338erVq/Nu6FxzzTXStWtXzokOlrXWW/3e0J+cE50va6UzQc2ZMydqz4tr1qwx3eJ0Figf/Vvs0qVLdP0thnVER5Rbv3691aRJE6tjx45WcnKy1aFDB+vNN9/M+/0tt9xiBhPffffd1tatW81gntGjR5uBxvv27Yto3r1Q1vPmzcv7/UMPPWTFxcVZjRs3tlavXm227d+/33r++eetn376KYI5d385z507t8A+11xzjTVq1Chr165dZgDbuHHjrAYNGlg///xzxPLtRt9++61Vr14968ILL7Q6d+5s1alTxwwmLkzrcUpKivXFF19YEydOtCpWrGh98803Ecmzl8p69uzZeb/XiR/q1q1rtW7d2vryyy+tDRs2mHrdqFEja8eOHRHNu9vcdttt5ru4Vq1a1tdff13gd4MGDbJatGjBOdHBsvZN+jB+/HjOiQ6XtQ6G9tGB3NF0Xly3bp116qmnWiNHjiz29zfffHPUXJ8SWPwf/SDq169vPogDBw5Yq1atMl+at956q5WdnZ1XYBMmTLDOO+88UyHbt29vTmhr1qwJ64fm5bI+ceKE2Ud/3nnnnXl/8Lm5ueYns2+Fppz1C9RXpo888oh1zjnnmC/YCy64wFywUacDs2XLFis1NdXM+KRlqxevF110kfXSSy8V2VdnNjv77LPN7EUaVOjngtCX9WuvvWZdcskl5rtaL351Ji7qdeCeeuopM1PO8OHDrSpVqphALT8N4s4991zOiQ6X9bFjx8xF41dffWWec050rqzV5MmTzY24aDgvrl+/3qpatap133335V0H6c2SlStXmoDDR4OfaLg+jdP/SYzTfnY60OW3334zg/3Kly9vtmtz2OjRo02zU82aNfP210GX33zzjRnso03v9evXj2DuvV3WCE85L1q0yCwspjPqXHzxxaYvOvyj43+GDRtmmsp10LA2ofu6UOqMRDqgTr8ndOIBpYPsdKYobZ5eunSptGnThqIOYVnr9/Ff//pXs11Pb7pQnnZh0EetWrUo6wBpN9R//etf5ntEy/6TTz4xXTK0y4h2tdDvC86Jzpd1u3bt5NJLL6X+OlzWb731lukipfU6Gs6LJ0+eNN2ftHun/p1pd/GrrrpKdu7caRbC0/O4dhnXLqFKx19o965IXp8yK9T/9X/WwteBOXoBpicj7f+sfUi1X65velNff0f9IC+55JKwf1ixVNaFj2E6X2fK2Ve2Wp+p08HRL3od96N9W30Xujrd39tvvy0DBgyQo0eP5gVzuvq2Xvzqiaxfv35y5plnBvmqscmfstaAWlcqnjFjhqnzekGG4OlEAzqLmQZl2od7+PDhpt5q3+3vvvvO7MM50dmy1qCZ6anDX6+j4byYmJgo77zzjhk7dt1115kbU5pHHV+m524NIkaNGmUCCT3P6IxQkc4zXaH+T/5+c74mRu1bp83n+fvk0pRuH2UdXeXsG8OC4PnKV2nTdJcuXawFCxbkbXvrrbdM/9j8zdZwtqw3btxYYF8EJn+3Uy3jvXv35o3JOuWUU8xDF+MqvC+cLWvqdPjK2jfmIhrKfNOmTVblypWttm3bWrt3787brl31tYtct27drIyMjKjIa8zOCrVr1y75+uuvTVOX3rX1NXHpdHq+2Vp0ii6NDn3GjRsnF154oWmOogcZZe2VOq0Lh1Gngyvrjz/+uED5Ku3apHfQdYpCH9/nkX8hIzhb1jp7S/59EVg5+1qJjx07Zlo4tRVI7+quWLHCTMWp3TG0NUi7j9CiHL6ypk6Hr6x9s6CFu8x3FcqzPs466ywzVbZOX+5bm0fpLHfagqHdn7XVIhrqR0x2hdI+c1dccYX5QPbs2WNOQHqB1bt3b/OB+bqN6EMroXYdefjhh2Xy5MlmFUbGAFDW0YY6HT1lrQpPSajN1drfVbvygLJ2S53Wmw7atUJXMb/yyivNBczChQvN6r66MJd2szzllFMinX1Xoawp62Dqh97UbtSokRlPUXgdr3379knr1q3z1j6JOCvGaLPXmWeeaY0dO9ZMW7pz506rf//+VvPmzc10br5mMbVnzx4ze4v+vnz58szeQllHJep0dJa1r+vZAw88YFWrVs3M7AHK2m11+tChQ9a7775rZpvxdRHxyT89JyjraOLGer03yPNLzZo1TVepaBFzgYUWvs5lXniKx7/97W9mDuB//vOf1uHDh822zZs3m2m7KlWqVKTigbKOFtTp6CxrnQpw6NChZn++PyhrN9ZpnaZXp91UmZmZEcqhd1DWlHWozi+6DtLAgQPNNLjRdn6JuTEW2qdOp+86cuSIea6ziKjHHnvMLI0+bdo0s+Kz0tlb7rzzTtPXTpt+QVlHI+p0dJZ17dq1pU+fPmZKWb4/KGs31mntfqFTcmr3DJ2uN2q6WrgUZU1Zh+r8orNZ6fTD2j0/2s4vMbmORceOHc24CT3h+wbxaH82pfNyN23aVN58803zPDs7WypWrBjR/LoZZU05x1qdPu2008y888o3XguUtVe+p0FZu4Ub63VHD5xfPN9icfjwYbMQlc5X7PPCCy+Y0fU677nSD02jRNW9e3dzjA9BBWUdbajT0V3WvrtNKhq/9KMVZe2OcyIo62jkxnp92KPnF08HFps3b5arr77aLCyiC4W98cYbZrv+e+rUqbJ48WKz4Ig2P/mmINu7d6+Z5UI/yBhszAkaZU05ew11mrL2Guo0Ze1FbqzXm12YZ4n16Wb1Q9PoTqfm6tChg5nucfDgwWYu4LPPPttM56UfkI6h0Gm6dMVFnTpvwYIF8uWXX+at6grKOlpQpylrL6JeU85eQ52mrGO5fnhyjEVGRobceOON5sPQyM9HB7+0atXKDEbz0WYoXaNCj9FuT3/+85/NhwvKOppQpylrL6JeU85eQ52mrGO9fkR32BMkbTo6cOCAXHvttea5zmShTUm6Gqt+QOr/pto1KxU+/vjjBfYDZR1tqNOUtRdRrylnr6FOU9axXj/ckcsA6TSPr7/+upx33nnmuS6HrlJTU/M+GN+q2vkHzUTrQJhoRllTzl5DnaasvYY6TVl7kRvrdW0X5jlQngws1Omnn54X5ZUrV878WyNAHfziM2nSJHnppZfyRty76YOLJpQ15ew11GnK2muo05S1F7mxXp/uwjxLrHeFyk+jvvxz/foiwnHjxpm+a2vXro36gTBuQVlTzl5DnaasvYY6TVl7kRvrdbwL8xzTLRb5+can6weUlpYmkydPln/+85+yatUqadOmTaSz5ymUNeXsNdRpytprqNOUtRe5sV5bLsxzWdwXCgXBFwVqk9OLL74oSUlJ8vnnn0u7du0inTXPoawpZ6+hTlPWXkOdpqy9yI31Ot6FeS5LTLRY+PTu3dv8XLFihZk7GJS121GnKWsvol5Tzl5DnaasY6V+eHIdi7KWUNeFR0BZewV1mrL2Iuo15ew11GnKOhbqR8wFFgAAAABCL6a6QgEAAABwBoEFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgDgAcuWLZO4uDjz0+eWW26RRo0aSSx76KGHTLns27cv0lkBAM8jsAAAhNzs2bPl6aefpmQBIIYQWACAR7344ouyZcuWiLw2gQUAxJ7ESGcAAOCMcuXKUbQAgLChxcLl9G5k27Zt8x6VKlWS+fPnRzpbABywc+dOGTJkiNSrV08qVKggjRs3lj//+c9y/PjxYvcvPMZi+/btZrzB5MmT5bnnnpMmTZpI5cqV5eKLL5Zff/1VLMuSiRMnSv369c13yZVXXikZGRkF0nz//felT58+eXk47bTTzDE5OTl5+/Ts2VMWLFggv/zyi3k9feTPx7Fjx2T8+PHStGlTk0ZaWpqMHj3abA/U999/L9dff72kpKSYPDdr1kweeOCBIvsdOHDAlEe1atWkatWqMnjwYDly5EiBfV555RW54IILpFatWiZfZ511lkybNq1IWvpeLr/8cvn888+lY8eOUrFiRVOW//73v4vsu379eunRo4fJm5brww8/bF5Hy0Q/j/w++ugjOe+88+SUU06RKlWqmHLetGlTwGUCAJFCi4XL6Ul03bp15t+HDh0yJ7yLLroo0tkCEGK///67uYjVC+Tbb79dzjzzTBNovP3220UukMvyxhtvmGDkL3/5iwkc/vnPf5qLc72o1sHff/vb32Tr1q3yzDPPyF//+leZOXNm3rGzZs2SU089VUaNGmV+Ll26VMaNGycHDx6UJ554wuyjF/aZmZny22+/yZQpU8w23Vfl5ubKFVdcYS7K9X00b95cNmzYYPb74YcfAroxohfteiGuLTOaln7//fTTT/Kf//xHHnnkkQL76vvTQGzSpEmyZs0aeemll0wA8fjjj+fto0FEixYtTP4SExNNOnfeeafJ8/Dhwwukp+Vz7bXXmkBv0KBBpow0cGnfvr1JQ+nnc/7555sgYsyYMSZg0NfVoKWw1157zaTTu3dvkyf9TDU/5557rqxduzbmB+EDcAkLnvHGG29Y119/faSzAcABAwcOtOLj461vvvmmyO9yc3OtTz75xNKvdP3pM2jQIKthw4Z5z7dt22b2SUlJsQ4cOJC3fcyYMWZ7mzZtrBMnTuRtv/HGG63y5ctb2dnZeduOHDlS5PXvuOMOq3LlygX269OnT4HX9nnttdfM+/jss88KbJ8+fbrJwxdffOF3mXTv3t2qUqWK9csvvxQpD5/x48ebdG+99dYC+1x11VVWzZo1C2wr7r317t3batKkSYFt+r40zeXLl+dt27t3r1WhQgXr3nvvzdv2l7/8xYqLi7PWrl2bt+2PP/6watSoYY7Xz0NlZWVZ1apVs2677bYCr7N7926ratWqRbYDQLSiK5SDli9fLn379jVdBvSOVUl34rRLgt5p0+b0Tp06yddffx3U67311lvSv39/m7kGEG30jrl+f+j3SYcOHYr8Xr9fAnHdddeZ7kA++r2j/vSnP5k79fm3a8uG3nn30S49PllZWWYaV2010Dvs2i2pLPPmzTOtFNriosf6Htpaoj755BO/3kN6err5jr311lulQYMGZZbHsGHDCjzXPP/xxx+mpaW496YtLpov7cb0888/m+f5aTcpTcNHu2JpC7Lu67No0SLp0qWL6abqU6NGDbnpppsKpLV48WLTEnXjjTcWKJOEhATzGfhbJgAQaXSFCsIXX3xhuiQUHhi5efNmqVmzptSuXds8P3z4sLRp08ac+K6++upi05o7d67pUjB9+nRzAtHpGbUpXMdOaDO90pPSyZMnixz73//+1wQtSk+OK1askDlz5gTzlgBEMb2I1r/xli1bhiS9whfiviBDxzoUt33//v1527TP/9///nfTBSr/RbkqfPFdnB9//FG+++47cyFenL179/r1HnwX8P6WSeH3XL169bz3lpSUZP6t3+069mPlypVFupfpe8sfjBVOz5dm/rLSMSYaWBSmY0sKl4nyBVeF+fIHANGOwCJAvr62p59+urmI1ztKSgMBPSlokKCDENWll15qHqV56qmn5LbbbjMDCZUGGDroUfvr3n///WabbwxFaXRApQ7A1FYPACiN73vL3+06qFvpXXW9g68Xuv/4xz/MwG39ztExCzouQ78fy6L7tGrVynz3FadwcBMqZb03HZtx4YUXmpYUzZvmo3z58rJw4UIz/qPweysrvUD40tZxFnXq1Cny+/ytSAAQzfi2ClB8fLw50XTv3l0GDhxoTgTbtm0zQUW/fv3yggp/aBeD1atXm0F9+dPv1auXuWMWaDcoHbwIwHv07r5ezG/cuDGi+dCB3dp96N133zXfgT76Hehv9ywNRr799ltzER9oF678dBYmFaoy0YHaOivVBx98UKA1wk43pIYNG5pB3oUV3qZlorSVWr//AcCtGGMRBO1+pN0AdFaTAQMGmKBCTwbFTUtYGu1Dq1M0+rpO+ejz3bt3+52ONtHruAztQgXAe/SGg9640IvfVatWheQueTB8d+nzv57eIHn++eeL7KszIBXXNUpnZ9IxG7p4X2FHjx41XUj9DbY0uNHW3R07dtguj+Lem+Zfp4YNln4n602i/K3OOguXzspVeD8NHB999FE5ceJEsV3hAMANaLEIkt7R0tYK7Ragd85efvllW3ff7NB+v3v27InIawMID73o1HFV+p3jm6Z1165dZjC03uQIh65du5pxBDot6l133WW+8/R7sLgLeZ121TeG7JxzzjHTzerg85tvvtm0sOpgam0N6Natm7nBogO/dfvHH39c7AD14vzrX/8y07G2a9fOlIlOJ6trQ2h3Un+6kOanXUm165Pm8Y477jDTd2vwo60IWs7B0Bbs119/3UwBrlP7+qab1fOHBhi+c4YGFXpjSstG38sNN9xgAicNmPS9aBk9++yzQeUBAMKJwCJIeiGvJzI9CX3zzTdyzz33mDnfA5GcnGzukhUOCvR5cf1sAcSu1NRU+eqrr+TBBx80d7x14LRu03FcushdOOjkFB9++KHce++9ZgC3Bhk6k5R2ayrcYqrrP+jFvd7x1zEK2i1Ivy+19UVnuNJtuqDce++9Z/KvN2hGjhwpZ5xxht/50ckxvvzyS1MmemGenZ1tXkdbRQKlMzrpmiD6vnTtDv0O1sUH9QJfJ+AIho7T0OBJgzANDDUtHaOnAYZuyz8mTlu/tTX8scceM+uBaLcs/Xx15infGDwAiHZxOudspDPhNtqFSVeW1QHcerdQF3XS5zrmQle0LY7emdITqHZnyE9ngtIZpnxBiQ7i07tZI0aMyBu8DQDwjrvvvlteeOEF0ypS0iBwAHAjWiwCpBf+eodQ74ppM7/O1qHzmes85DrWQu8waeuF0pNG/kF6OsBR7+DpPOa+wYHaTUC7FWjTvwYYOt2s9jHmDhUAuJ+OG8m/PoYOftfuY9qFi6ACgNfQYhEEDSK0ebrw1K5r1641Td3169fPm0Hl/PPPL3K8BhKzZs3Ke659Z7XpWwds65oV2m/Yt2AVAMQaHTStF+SlcUt3Uf1O1xZtHROj3Vx1PN7vv/8uS5YsKTCzFgB4AYEFACCq3HLLLfLqq6+Wuo9bevGOHTvWjN347bffTJdYHZyti/AxrSwALyKwAABElc2bN5u7+qXhwhwAog+BBQAAAADbGLzt54BtvXtWpUqViK1VAQAAAISbdj3NysoyU2LrlOGlIbDwgwYVOh85AAAAEIt+/fXXvAmKSkJg4QdtqfAVqK6Q6m8rR3p6upklqqzoDvZQ1uFBOYcPZU1Zew11mrL2IjfW69wg8qwLsuoNdt/1cGkILPzg6/6kQUUggYWuAqv7u6WyuRVlTTl7DXWasvYa6jRl7UVurNe5NvLsz3AAd5QCAAAAgKhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAEAUSkxMjHQWAAAICIEFAERITm5usdvj4+MlOTnZ/AzkOAAAIslVt8QmTZok7777rnz//fdSqVIl6dq1qzz++OPSrFmzUo+bN2+ePPjgg7J9+3Y5/fTTzTGXXXZZ2PINAMVJiI+Xm6Yul+92HvC7gJqnVpM3RnanQAEAUcdVgcWnn34qw4cPl3POOUdOnjwpY8eOlYsvvlg2b94sp5xySrHHrFixQm688UYTlFx++eUye/Zs6devn6xZs0ZatmwZ9vcAAPlpULF2WwaFAgBwPVcFFosWLSrwfNasWVKrVi1ZvXq1dO9e/B28qVOnyiWXXCL33XefeT5x4kRZvHixPPvsszJ9+vRijzl27Jh5+Bw8eND8zM3NNQ9/6H6WZfm9P4JHWYcH5Rx6JXV18gffLaFBvQ4Pyjl8KGvKOtT1I5B9XRVYFJaZmWl+1qhRo8R9Vq5cKaNGjSqwrXfv3jJ//vwSj9HWjQkTJhTZnp6eLtnZ2X5/CJo//fDsXDyAso4W1OnQD87WcRTBysjIMC23sId6HR6Uc/hQ1pR1qOtHVlaWeD6w0IK5++67pVu3bqV2adq9e7fUrl27wDZ9rttLMmbMmALBiLZYpKWlSUpKiiQlJfmdv7i4OHMMgYWzKOvwoJyjS2k3VOA/6nV4UM7hQ1lT1qGuHxUrVhTPBxY61mLjxo3y+eefhzztChUqmEdh+gEEEiToBxfoMQgOZR0elHP04HsldKjX4UE5hw9lTVmHsn4Ecr5xZWAxYsQI+fDDD2X58uVSv379UvetU6eO7Nmzp8A2fa7bAQAAAISGq26la38wDSree+89Wbp0qTRu3LjMY7p06SJLliwpsE0Hb+t2AAAAAKGR6LbuTzpd7Pvvvy9VqlTJGydRtWpVs66FGjhwoKSmppoB2GrkyJHSo0cPefLJJ6VPnz4yZ84cWbVqlcyYMSOi7wUAAADwEle1WEybNs2MZO/Zs6fUrVs37zF37ty8fXbs2CG7du3Ke66L6GkwooFEmzZt5O233zYzQrGGBUKxijErIAMAALiwxUK7QpVl2bJlRbZdd9115gGEavVjxQrIsUGDR60j4T4WAAC3cVVgATiF1Y9REgJPAAD8Q2ABOIQ73d5B4AkAQNkILACHcKcbAADEEgILwIV3umkNAQAA0YbAAnChSLWGJCbylQEAAIrHVQLgUuFuDYmPj5fk5OSgjgUAAN5HYAGgAMaGAACAYBBYAAhLawjjQgAA8DYCCwBhQUsIAADeRmABIGyYJQsAAO8isADgerSGAAAQeQQWADyB1bEBAIgs5oUEAAAAYBuBBQAAQcrNyYnIsQAQjegKBQBAkOITEuSz2x+UzC3bAzquarNGct6MiZQ7AE8hsAAAwAYNKjLWb6EMAcQ8ukIBAAAAsI3AAgAAAIBtBBYA4DEMKA5MYiK9ggEgFPg2BQCPYUBx0UBLy6TYsoqPl+Tk5KCOBQAURGABAB7EgOL/H4EWAIQHgQUAwPMItADAeYyxAAAAAGAbgQUAwNWDzlnBGgCiA12hAACuHQvBCtYAED0ILAAAUYOxEADgXnSFAgD4jTUyAAAlocUCAOA3pm4Nn2DX0GDtDQCRQmABAAgI3ZXCgzEnANyGwAIAgChFEAfATRhjAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAACxF1gsX75c+vbtK/Xq1ZO4uDiZP39+qfsvW7bM7Ff4sXv37rDlGQAAAPA61wUWhw8fljZt2shzzz0X0HFbtmyRXbt25T1q1arlWB4BAIhWuTk5ETkWgPclistceuml5hEoDSSqVavm177Hjh0zD5+DBw+an7m5uebhD93Psiy/90fw7JZ1fLy9+Lqk13UqXbem7cY8R3Pabsyzk2m7Mc9Opl1qugkJ8tntD0rmlu0BpVm1WSM5b8bEoL5rOSeGD2VNWYe6fgSyr+sCi2C1bdvWBAstW7aUhx56SLp161bivpMmTZIJEyYU2Z6eni7Z2dl+fwiZmZnmw7N74oFzZZ2YmCjJycm2ijgjI0NOnjwZlnTdmrYb8xztabsxz06m7cY8O5l2WelqUJGxfktI0y4N58Twoawp61DXj6ysLPGX5wOLunXryvTp06VDhw4msHjppZekZ8+e8tVXX0m7du2KPWbMmDEyatSoAi0WaWlpkpKSIklJSX5/cDqWQ48hsHBWpMu6Ro0arkrXrWm7Mc9Opu3GPDuZthvz7GTa0ZbnSH9PxxLKmrIOdf2oWLGi+MvzgUWzZs3Mw6dr167y008/yZQpU+S1114r9pgKFSqYR2H6AQTyhagfXKDHIDiRLGunXtPJ9+LGtN2YZyfTdmOenUzbjXl2Mu1ozDPnxPChrCnrUNaPQP7mY/KKt2PHjrJ169ZIZwMAAADwjJgMLNatW2e6SAEAAAAIDdd1hTp06FCB1oZt27aZQEH7fDZo0MCMj9i5c6f8+9//Nr9/+umnpXHjxtKiRQsz8FrHWCxdulT++9//RvBdAAAAAN7iusBi1apVcv755+c99w2yHjRokMyaNcusUbFjx4683x8/flzuvfdeE2xUrlxZWrduLf/73/8KpAEAAAAgxgILndFJp8gqiQYX+Y0ePdo8AAAAADgnJsdYAACA8NI1NOwIdtVvVgsHwsd1LRYAAEQTXZE6HMe4gV7E68rexU1XWdaCfyUda2fFcN9q4QDCg8ACAIAg6cVwsBeuZV1Iu1EwF/+BBAB2VgwH4DwCCwAAbFxIv/PkXNn3696AjktOqyXX3Nvfk+Xutot/OwGeF4NDwA4CCwAAbNiwbJ3s2BTYHfoGLRp5NrBwG6dbWYBYQmABAABimttaWYBoxaxQAAAAAGwjsAAAAHCAnalumSYXbkRXKAAAAAcwfgOxhsACAADAIYzfQCyhKxQAAAAA2wgsAAAAANhGVygAgOfpmgPhOAYAYhmBBQDA03R2nWAXMmNlZQDwH4EFAHgQd+gLzszzzpNzZd+vewMqw+S0WqyODQABILAAAI/hDn1RG5atkx2btgdUjg1aNCKwgCslJnJ5h8ig5gGAB+/QPzB7jWxLzwrouMYpVeSRAe0cyxeA0Cmpm158fLwkJycHfBwQCgQWAOBBH637TdZuywjomLMb1yCwADy8+J52kQx2vBHgDwILAAAAF2LxPUQb1rEAAAAAYBuBBQAAAADbCCwAAACQN7g7EsfCGxhjAQBw7fobrI4NRH5QuO9vkYHhILAAALh6/Q2mzwRCi0HhCBaBBQDAtStkszo2AEQPAgsAgGtXyGZ1bACIHgzeBgAAgOMYGO59tFgAAADAcQwM9z4CCwAAAIQFA8O9ja5QAAAAAGwjsAAAAABgG12hAACOL0rHQnYAnBTsejasgxNaBBYAAMcXsbNz4gcAJwaGs1p46BFYAAAcXcROsZAdAKcxMDzyCCwAAI4uYqdYyA4AvI/B2wAAAEAQEhO5R58fgQUAAAAQ4Grh8fHxkpycbH4GeqxXEWYBAAAAxWC18MAQWAAAAAAlYFC4/+gKBQAAACD2Aovly5dL3759pV69ehIXFyfz588v85hly5ZJu3btpEKFCtK0aVOZNWtWWPIKAAAAxArXBRaHDx+WNm3ayHPPPefX/tu2bZM+ffrI+eefL+vWrZO7775bhg4dKh9//LHjeQUAAABCPbg7WgeGu26MxaWXXmoe/po+fbo0btxYnnzySfO8efPm8vnnn8uUKVOkd+/exR5z7Ngx8/A5ePCg+Zmbm2se/tD9LMvye38Ez25ZlzSbQyCvH8503Zq2G/MczWm7Mc9Opu3GPDuZthvz7GTabsyzk2m7Mc9Oph2xPCcEvlp4/hXDg7nuCeaaKZB9XRdYBGrlypXSq1evAts0oNCWi5JMmjRJJkyYUGR7enq6ZGdn+/0hZGZmmg/PbqWEc2Wt80/rVHF2ZGRkyMmTJ8OSrlvTdmOeoz1tN+bZybTdmGcn03Zjnp1M2415djJtN+bZybQjmefMLdslY/2WkKYd6mumrKwsv9P3fGCxe/duqV27doFt+lxbIY4ePSqVKlUqcsyYMWNk1KhRec9137S0NElJSZGkpCS/PzgdA6LHEFg4K9JlXaNGDVel69a03ZhnJ9N2Y56dTNuNeXYybTfm2cm03ZhnJ9N2Y56dTNuNeQ42bb1mKleunFSvXt3va6aKFSv6nb7nA4tg6CBvfRSmH0AgF656sRvoMQhOJMvaqdd08r24MW035tnJtN2YZyfTdmOenUzbjXl2Mm035tnJtN2YZyfTdmOey0pbx2BoV6vijtEbsYEcF8h78HxgUadOHdmzZ0+BbfpcWx6Ka60AAC9onlotLMcAAKJPfBDjN3xjN+zwfGDRpUsXWbhwYYFtixcvNtsBwItycnPljZHdgz42gVZWAHC9TBvjN2ImsDh06JBs3bq1wHSyOo2s9jNr0KCBGR+xc+dO+fe//21+P2zYMHn22Wdl9OjRcuutt8rSpUvlrbfekgULFkTwXQCAczQweOfJubLv170BHZecVkuuube/Y/kCAHib6wKLVatWmTUpfHyDrAcNGmQWvtu1a5fs2LEj7/c61awGEffcc49MnTpV6tevLy+99FKJU80CgBdsWLZOdmwKbArDBi0aEVgAAGInsOjZs6eZIqskxa2qrcesXbvW4ZwBAAAAsYvpigAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAEDszQoFAADgFrqacTiOAVwbWOhCcw8++KBZI6KwX375RSZMmCAzZ84MRf4AAABcefGfm5Mj582YGFSe9Nj4hISgjgVcFVjoWhG6onVxgcW+ffvk1VdfJbAAAAARDQAiffGvvzux/gHJPbwtoHTjT2ks5Vo/ElSeAFd2hYqLiyt2+48//ig1a9a0kycAAICQBACRvvjP2f2RWPsDW6TXqn42gQW8HVhMmzbNPHxBxYABA6RSpUoF9snOzpbt27fLddddF/qcAgCAmBVMAMDFPxClgUW9evWkffv25t8bN26UZs2aSUpKSoF9ypcvL82bN5chQ4aEPqcAACCmBXr33+t3/p3oGgaEJbC48sorzcNHB283adLE1osDAICSceGIcHcNC6beBXsMvCeoMRavvPJK6HMCAADCcuEI93Oqa5jTM1kRtHhb0NPNHj58WObOnVvkdzfccIMkJSXJjBkzQpE/AABikl6gvfPkXNn3616/j0lOqyXX3NtfIokLR3d3DXNyMHu0BS3+7k+ddjiwWLx4sUyePLnY311zzTXy17/+NZhkAQBAPhuWrZMdm7b7XSYNWjSKaGDBug3e4NRMVtEYtJQVsERbMORkQBSK7mxBBRbp6elFBm776FSze/bssZsvAADgEKcuZoJpZYmWlhbEXtDiT8ASjcGQkwGR3a6UQQUWqamp8tVXX8kFF1xQ5He6vW7dukFnCAAAOMfpO7CBtrJEQ0sLvMGpWcOiKRhyMiAKxcKMQQUWN954ozzyyCNy2mmnyfXXX5+3fd68efLoo4/KXXfdZStTAADAGbQqANEjx8EFFCMxPXNQgcW4ceNk3bp1ZqC2rlmhLRS7du2SI0eOyKWXXirjx4+3lSkAAOAcWhUAOCGowEIXwvvwww/NIO6lS5fKH3/8YcZW9OrVSy688MLQ5xIAAACA9wILn4suusg8AAAAAMQ2W4GF0u5P2dnZRbbXqFHDbtIAAAAAvBxYWJYlDz/8sLzwwgtmbEVxcnJy7OYNAAAAgEvEB3PQlClT5KmnnpLhw4ebIOOBBx4wA7rPOOMMadSokbz44ouhzykAAAAAb7VYvPzyyzJhwgQTWGhQ0a9fP2nXrp08+OCDcsUVV8jWrVtDn1MA8KDmqdUc3R8AgKgOLLZv3y5t27aVhIQEKVeunBw4cMBsj4+PlzvvvFOGDh1q1rMAAJQsJzdX3hjZPajjEuKDanAGACC6AgudWvbQoUPm3w0aNJA1a9bkrcK9b98+M6AbAFA6DQ7eeXKu7Pt1r99FlZxWixWKAQDeCSy6desm33zzjVx22WUyYMAAeeihh2T37t2m9ULHV7CWBQA4s1BZgxaNCCwAAN4JLDSQ2Llzp/n32LFjTVeoN998U44ePWrWtXjmmWdCnU8AAAAAXgssmjVrZh6qQoUKMnXqVPMAAAAAEJtsL5D322+/mbUs6tWrJ6mpqaHJFQAAAABXCXpakRkzZpiB2w0bNpTOnTubf6elpZlF8wAAAADElqBaLCZNmmTWr7j55pvl2muvldq1a8uePXtk3rx5ZrrZjIwMGTNmTOhzCwAAAMA7gYUOzr7vvvvk8ccfL7C9b9++JsjQ3xNYAAAAALEjqK5QBw8elF69ehX7u4svvliysrLs5gsAAACA11ssevfuLf/73//M1LKFLV68mHUsAHhK89RqYTkGAICYCyyGDh0qd9xxh+zdu1f69esntWrVMv9+7733ZOnSpWYAt67G7dOuXbtQ5hkAwiYnN1feGNk96GN1dW0AAGJBUIFFnz59zM9XX33VPOLi4sSyrLzfX3755eanbtPf5eTkhCq/ABBWGhi88+Rc2ffr3oCOS06rxQrZAICYElRg8cknn4Q+JwAQpTYsWyc7Nm0P6JgGLRoRWAAAYkpQgUWPHj0kkp577jl54oknZPfu3dKmTRszC1XHjh2L3XfWrFkyePDgAtt0tfDs7Oww5RYAAADwPtsrbx85cqTYi/QaNWqIE+bOnSujRo2S6dOnS6dOneTpp582g8m3bNlixnoUJykpyfzeR7tnAQAAAIiC6WaHDRsmNWvWlCpVqkhKSkqRh1Oeeuopue2220wrxFlnnWUCjMqVK8vMmTNLPEYDiTp16uQ9dK0NAAAAABFusdCLep39SWeHOuOMM6R8+fISDsePH5fVq1cXWHwvPj7erKmxcuXKEo87dOiQNGzYUHJzc80MVY8++qi0aNGixP2PHTtmHvkDKaXH68Mfup8OXvd3fwTPbllrHbKjpNd1Kl23pu3GPEdz2m7Ms5NpuzHPTqbtxjw7mbYb8+xk2m7Ms5NpuzHP4SyPQK6vggosdA2L559/Xm666SYJp3379pkZpgq3OOjz77//vthjmjVrZlozWrduLZmZmTJ58mTp2rWrbNq0SerXr1/sMZMmTZIJEyYU2Z6enu732Az9EPT19ILXbsWBc2WdmJgoycnJttYpyMjIkJMnT4Yl3fxp2xHutN2Y52hP2415djJtN+bZybTdmGcn03Zjnp1M2415djJtN+Y5nOURyMLXQQUWdevWlapVq4obdOnSxTx8NKho3ry5WWtj4sSJxR6jLSI6jiN/i0VaWprp4qXjNfy92NUuWHoMgYWz7Ja13XUKShpP5FS6PnaCFqfGQDmZthvz7GTabsyzk2m7Mc9Opu3GPDuZthvz7GTabsyzk2m7Mc/hLI+KFSs6G1g89NBD5q7+ueeeK9WqhW91WY2+EhISZM+ePQW263MdO+GPcuXKydlnny1bt24tcR+dNUofhelFayAXrnqxG+gxCI7dsnZqnQKn0nV60TY7QUtpn4FT6drlxrTdmGcn03Zjnp1M2415djJtN+bZybTdmGcn03ZjnsNZHoG8TlCBxQ033CDr16+XBg0aSNu2bYsEF3qR9/7770uo6ViO9u3by5IlS8yK37671fp8xIgRfqWhXak2bNggl112WcjzB/dyap0Cp9J1ctE2p4KWaA6GAACAfUEFFlOmTJHHHnvMjG3QC/VA+l7ZpV2UBg0aJB06dDBrV+h0s4cPH85bq2LgwIGSmppqWlTUP/7xD+ncubM0bdpUDhw4YNa/+OWXX8zAc8DN3Ba0uDEYAgAADgcWGlQMHz5cpk6dGvZuPv379zeDqMeNG2cWyNMWk0WLFuUN6N6xY0eBPO3fv99MT6v7Vq9e3bR4rFixwkxVC6B4tOAAAICwBBY67at2RYrU2AHt9lRS16dly5YVaV3RBwBvcyoYAgAA/okPdozFwoULgzkUAAAAgAcF1WLRrVs3+fvf/y67du0yi9MVNzPU1VdfHYr8AQAAAPBqYKEDpH3jGebMmVPk9zorlA7qBgAAABAbggostm3bFvqcAAAAAIitwKJhw4ahzwkAACigXtNUR/YPNN1gjwEQW/wOLKpUqWK6OPlD98vMzLSTLwAAYlpuTq7cPmVEUMfFJ8SHPF1/0lYELUDs8juwuPfee/0OLAAAgD16AT9nwxTZe2Sn38fUqpwqN7S6J+Tp+pu200ELAI8EFg899JCzOQEAAAWs2/OZbD+w2e9SaVTtrDIv/oNJ19+0NTD4+Mc3JCN7b0Bp16hYS3qfflNAxwDhEp/UXHKDOMZtafubbsjHWAAAABTnk1/eCSpoIbCIHtF0setk2v6ka1k5Ur7zGwGkWvDYuLgEcVPaZaVbFgILAAAAF+JC2vkLaf2dU10H46IsbX/SLQuBBQAAcAWnunZE0110f9PmQjp8F9JOdR2MtrT9Tbc0BBYAACDqOXUhHY3dUfxJmwvp6LiQRkEEFgAAIOo5dSEdbd1R/E1bcSGNaENgAQAAXMFts2Q5nTYQbZgwGgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANjGrFAAgIDUa5oalmMAAO5CYAEA8FtuTq7cPmVE0MfGJ8SHNACJhoCFQAsA/h8CCwCA3zQw2Dn+CTm2/deASq1CozRJnXCfI0GLEwGLv8c4HWgBgJsQWAAAApL58TI5um5jQMdUatuyzMAimKDFyYDFr4v/OCuodG0fCwBRiMACAODaoMWpgMXfoCU+PsGxtFVqlSYBpRvo/gAQSgQWAOBB9PsPTyuLk2nn5ubIXzpNDihd33Ea8IQ6APH3GCfTBhDdCCwAwGPo9+8NwbSG+NU1LMiAxZ+gxcm0AUQ/AgsA8Bgnu/7AA13DHOy+5XTXMADRjcACADzIya4/cD83dg0DEP2Y5w4AAACAbQQWAAAAAGyjKxQAAAAQAalRNENbKGZnI7AAAACA6zl1Ie3UxX9uFM7QZnd2NgILAAAAhEW0XaRHcgrl+CiboS0Us7MRWAAAALgQd+idv5B2egrlzCiaoS0Us7MRWAAAALgMd+jDdyHNFMr+I7AAAABwWdcf7tAjGhFYAAAAV6DrT0HcoUe0IbAAAABRj64/QPQjsAAAAFGPrj9A9COwAAAArkDXHyC6xYsLPffcc9KoUSOpWLGidOrUSb7++utS9583b56ceeaZZv9WrVrJwoULw5ZXAAAAIBa4LrCYO3eujBo1SsaPHy9r1qyRNm3aSO/evWXv3r3F7r9ixQq58cYbZciQIbJ27Vrp16+feWzcGNicwQAAAAA81BXqqaeekttuu00GDx5snk+fPl0WLFggM2fOlPvvv7/I/lOnTpVLLrlE7rvv/81TPHHiRFm8eLE8++yz5lgAAOyodGbTsBwDANHOVYHF8ePHZfXq1TJmzJi8bfHx8dKrVy9ZuXJlscfodm3hyE9bOObPn1/i6xw7dsw8fA4ePGh+5ubmmoc/dL9q1ar5vT+CZ7estQ616tlW6p5WL6DjktNq5b1+ONN1a9puzHM0pu1vusm3XC/Hf+8RUJ7L16vtV9p1/jpMTqRnBJR2uZQajqTtVLr+ph1nWdJ41lQJhpWTI1ZcXKn5DjQA8e1fVnnYCYbclLYb8+xk2m7Ms5NpuzHPkSiPQK6v4izLssQlfv/9d0lNTTXdm7p06ZK3ffTo0fLpp5/KV199VeSY8uXLy6uvvmq6Q/k8//zzMmHCBNmzZ0+xr/PQQw+Z3xf2ww8/SJUqVfKe165dW+JKOSmURou9pNd3a9puzLP+4aUkp0hcfJBp51qSvi+9yB+dU+m6NW035jma0y4z3ZQUW38v6enuStuNeS4r7cTERKlZvbrEJSQEnm5Ojvyxf7+cPHkypOm6NW035tnJtN2YZyfTdmOew10eWVlZcsYZZ0hmZqYkJSV5p8UiXLRFJH8rh7ZYpKWlmRNI/gLVk0JJcZmeKPRD0Q9XTz7FqVXr/915LE5pafsjEmlHKs+2y1r/yw0+38nJyWFNN1JpazmfOHFCypUrV2I5x1J5RLqsS03X5t+iG9MONl0ta20N15tQ0VbWcfHx8sA778m2fX/4nV7j5JryyDVXSY0aNUKarlvTdmOenUzbjXl2Mm035jkS5aGTH/nLVYGFfgEnJCQUufusz+vUqVPsMbo9kP1VhQoVzKMwPemUdkFV2IEDB8wFbSDHIDiUdXjo3QrqNGXtNXrzKFrr9UcbNsnaHTv83v/sBg3MhUFZ7yXQdN2athvz7GTabsyzk2m7Mc+RKI9Avhuj71u0FHpHqX379rJkyZICd5v0ef6uUfnp9vz7Kx28XdL+AAAAAALnqhYLpV2UBg0aJB06dJCOHTvK008/LYcPH86bJWrgwIFmHMakSZPM85EjR0qPHj3kySeflD59+sicOXNk1apVMmPGjAi/EwAAAMA7XBdY9O/f3wx2GzdunOzevVvatm0rixYtMoN71Y4dOwo02XTt2lVmz54tf//732Xs2LFy+umnmxmhWrZsGcF3AQAAAHiL6wILNWLECPMozrJly4psu+6668wDAAAAgDNcNcYCAAAAQHQisAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAQGwFFhkZGXLTTTdJUlKSVKtWTYYMGSKHDh0q9ZiePXtKXFxcgcewYcPClmcAAAAgFiSKi2hQsWvXLlm8eLGcOHFCBg8eLLfffrvMnj271ONuu+02+cc//pH3vHLlymHILQAAABA7XBNYfPfdd7Jo0SL55ptvpEOHDmbbM888I5dddplMnjxZ6tWrV+KxGkjUqVMnjLkFAAAAYotrAouVK1ea7k++oEL16tVL4uPj5auvvpKrrrqqxGPfeOMNef31101w0bdvX3nwwQdLbbU4duyYefgcPHjQ/MzNzTUPf+h+lmX5vT+CR1mHB+UcPpQ1Za30/GanDjmRrlvTdmOenUzbjXl2Mm035jmc5RHItaxrAovdu3dLrVq1CmxLTEyUGjVqmN+VZMCAAdKwYUPTorF+/Xr529/+Jlu2bJF33323xGMmTZokEyZMKLI9PT1dsrOz/cqvfgiZmZkmuLBbcUBZRwPqNGXtRdFar/X8lpycbGtM4smTJ0OerlvTdmOenUzbjXl2Mm035jmc5ZGVleWewOL++++Xxx9/vMxuUMHSMRg+rVq1krp168qFF14oP/30k5x22mnFHjNmzBgZNWpUgRaLtLQ0SUlJMQPH/T1Z6UBxPSaaTlZeRFlTzl5Dnaas7dKbbk5xY9puzLOTabsxz06m7cY8h7M8Klas6J7A4t5775Vbbrml1H2aNGliujHt3bu3wHaNpjSqCmT8RKdOnczPrVu3lhhYVKhQwTwK0wAhkCBBA4tAj0FwKOvwoJzDh7KmrO1w8rzjxrTdmGcn03Zjnp1M2415Dmd5BPI6EQ8s9I6+PsrSpUsXOXDggKxevVrat29vti1dutTc2fMFC/5Yt26d+aktFwAAAABCwzW30ps3by6XXHKJmTr266+/li+++EJGjBghN9xwQ96MUDt37pQzzzzT/F5pd6eJEyeaYGT79u3ywQcfyMCBA6V79+7SunXrCL8jAAAAwDtcE1j4ZnfSwEHHSOg0s+eee67MmDEj7/e6toUOzD5y5Ih5Xr58efnf//4nF198sTlOu11dc8018p///CeC7wIAAADwnoh3hQp0MElpi+E1atTIzOzhowOuP/300zDlDgAAAIhdrmqxAAAAABCdCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwAAAAAGBbov0kAACAE4ac11V2Hmjh9/6p1aryQQCIGAILAACikGVZMvzCC4I6Li4uzpE8AUBp6AoFAEAUCjY4IKgAECkEFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2MasUAAAxJhAp7FVTGULoCwEFgAAxJBgp7H1HVvWrFOXtmohZ9atE1C6jZNrBpUfANGFwAIAgBhiZzraso7NtSx55Jqrgkpbj41n/Q3A1QgsAABASJQUGOTm5kpmZqZUrVpV4uOLH94ZyaDCya5hdDtDLCGwAAAAjjt27JjtNAK9SPfn4t/JrmFOdzsDog2BBQAAiHrBXqSXdYHuZNcwJ9MGohHTzQIAgKgX7IU2F+hA+NBiAQAA4EJOdA0D7CCwAAAAcBmnuoYpBrMjWAQWAAAALhNXygxchw4dklNPPbXYGbjKCircPJjdqRYct87sNSQCLVoEFn5WZnXw4EG/C1b/sLOysqRixYolTq2H0KCsw4NyDh/KmrL2Gup0eMs6PT3d/Iyl6w+9Vrv5nA4BH6fTIJcVDAWTrj9pqwHt2sj5pzWWQNStmlTmNWkoy8P3Wr7r4dIQWPhBAwSVlpYW8AcEAAAAhNJ9EpnrYV2LpjRxlj/hR4zTqP/333+XKlWq+D27hEZ3Goj8+uuvkpSU5HgeYxllTTl7DXWasvYa6jRl7UVurNcHg8izhgoaVNSrV6/MVjBaLPyghVi/fn0Jhn5obqlsbkdZU85eQ52mrL2GOk1Ze5Eb63VSgHkuq6XCJ3Y63wEAAABwDIEFAAAAANsILBxSoUIFGT9+vPkJZ1HW4UE5hw9lTVl7DXWasvYiN9brCg7nmcHbAAAAAGyjxQIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmCBqJabmxvpLABwIcuyIp0FIOQ4JyLaEVjYOFFx4nLOvn37zM/4+HjJyclx8JVi2+HDh+X48eOyf/9+85yTFrxg27ZtMm/ePMnMzIx0VjyNc2L4cE4MHzeeF60ouj4lsPDTli1bzIIit9xyi7z00kvy/fffS1xcnCsqnNv88MMP0qRJE7n99tvN84SEBIILB2zevFmuv/566dmzp/Tu3Vu+/PJLE8jBmQvd6dOny6hRo2Tx4sV5FwkIvfXr10vHjh1l7dq1kp6ebrbxPR16nBPDh3Ni+LjxvLglyq5Po7u0oqiiderUyfz88ccfzQd30UUXyZIlS0yFo+Ui9OVdqVIl2bBhg9xxxx15wQUXB6Et43PPPVfOOOMMufrqq6VRo0bmiyk7O5v6HGJaj7WsP/jgA/nwww/lL3/5i8ycOdPUZ747QuvXX3+Vvn37yqBBg2TSpEnStGlTs/3kyZPmJ98hocE5Mbw4J4avnN12XtwcjdenFkp18uRJ609/+pN100035W1bu3atNWTIECshIcH68MMPzbacnBxKMkQWLlxonXHGGdZjjz1mtWrVyrrjjjvyfpeVlUU523T06FHrqquusv785z/nbXv55ZdNHT9+/LiVnp5OGYfI9u3brdNPP90aO3asKVt1//33W02bNjWfA0Jrzpw5Vs+ePfO+kx944AHrhhtusK6++mpryZIlFHcIcE4MP86JznPjefFklF6f0mJRBr3DpXfB0tLS8ra1bdvW3A3TrjrXXnutK5rK3KRVq1bSvn17GTp0qAwePFhWrlwp9957r9x6663yxhtvyIkTJyKdRVfTvqM//fSTtGjRIm+bPv/ss8/knHPOMY9Zs2aZ7dF6l8YNdGzQ+++/L2effbZppfB9R9x9993mM9C7Swgt/a6uWrWq+bfeeVy1apVp/dRuAb169TItRYp6HTzOieHHOdF5bjwv5kbp9WliWF/NhcqVKyctW7aUTz/91AzkqV69utmekpIiY8aMkb1798rEiRPlzTfflKSkpEhn1xNq1KghmzZtMn8w2hXq1FNPNWWdkZEh99xzj/lM9KJNu0chcFWqVDFfni+88ILUqVPHfPE8//zz5qH1+ttvv5UhQ4bIaaedJueddx5FHCStn/qd0K1bN1POPnqRe/DgQfnjjz8o2xCrV6+eqc8vv/yy+a5+7bXXzPeJevTRR833iXYbyH/xgMBwTgw/zonOc+N5sVyUXp9ym90P3bt3N33sXnnlFcnKysrbrlGi9uddt24ds4+EiLZGVKhQwfxhHzp0SCpXrmz6Cup27S+t/QcVQUXw9MJWW4OaN28ur7/+usyfP1+mTJli+qVfdtllpnVIf6flDnt0MN1dd91V4C6XfsFr/da67aPjLzSQhj0axGngMG3aNDly5Ii5IPONq9A637hxY3PTAoHfzVW+GfrOP/98zokOl7Wv3upPzonOl7WeF/Uuf7SfF9PT0/MmpYjWv0UCi0J+//13M8Dy3XffNc3oSmcI6Ny5s7z44oumwumdcx9tHtMLhPwfKAIv6zVr1uRF4Bo0aFeorVu3ysCBA2X58uXyn//8R0aOHGn21T9w2KvTF1xwgcyePdt0DUlMTJTU1NS8i18d6KoXv3Xr1qWYA7R9+3ZzMvLdJfLxnbiUNkvrw/d87Nix5k56tDSvu7Gs586da7Y1bNhQevToYYI0PaHqbFy+bgDa8lmtWjVzkQb/bdy40Xwfr169Ou+GzjXXXCNdu3blnOhgWWu91e8N/ck50fmyVjoT1Jw5c6L2vLhmzRrTLU5ngfLRv8UuXbpE199iWEd0RLn169dbTZo0sTp27GglJydbHTp0sN588828399yyy1mMPHdd99tbd261QzmGT16tBlovG/fvojm3QtlPW/evLzfP/TQQ1ZcXJzVuHFja/Xq1Wbb/v37reeff9766aefIphz95fz3LlzC+xzzTXXWKNGjbJ27dplBrCNGzfOatCggfXzzz9HLN9u9O2331r16tWzLrzwQqtz585WnTp1zGDiwrQep6SkWF988YU1ceJEq2LFitY333wTkTx7qaxnz56d93ud+KFu3bpW69atrS+//NLasGGDqdeNGjWyduzYEdG8u81tt91mvotr1aplff311wV+N2jQIKtFixacEx0sa9+kD+PHj+ec6HBZ62BoHx3IHU3nxXXr1lmnnnqqNXLkyGJ/f/PNN0fN9SmBxf/RD6J+/frmgzhw4IC1atUq86V56623WtnZ2XkFNmHCBOu8884zFbJ9+/bmhLZmzZqwfmheLusTJ06YffTnnXfemfcHn5uba34y+1Zoylm/QH1l+sgjj1jnnHOO+YK94IILzAUbdTowW7ZssVJTU82MT1q2evF60UUXWS+99FKRfXVms7PPPtvMXqRBhX4uCH1Zv/baa9Yll1xivqv14ldn4qJeB+6pp54yM+UMHz7cqlKlignU8tMg7txzz+Wc6HBZHzt2zFw0fvXVV+Y550TnylpNnjzZ3IiLhvPi+vXrrapVq1r33Xdf3nWQ3ixZuXKlCTh8NPiJhuvTOP2fxDjtZ6cDXX777Tcz2K98+fJmuzaHjR492jQ71axZM29/HXT5zTffmME+2vRev379CObe22WN8JTzokWLzMJiOqPOxRdfbPqiwz86/mfYsGGmqVwHDWsTuq8Lpc5IpAPq9HtCJx5QOshOZ4rS5umlS5dKmzZtKOoQlrV+H//1r3812/X0pgvlaRcGfdSqVYuyDpB2Q/3Xv/5lvke07D/55BPTJUO7jGhXC/2+4JzofFm3a9dOLr30Uuqvw2X91ltvmS5SWq+j4bx48uRJ0/1Ju3fq35l2F7/qqqtk586dZiE8PY9rl3HtEqp0/IV274rk9SmzQv1f/2ctfB2YoxdgejLS/s/ah1T75fqmN/X1d9QP8pJLLgn7hxVLZV34GKbzdaacfWWr9Zk6HRz9otdxP9q31Xehq9P9vf322zJgwAA5evRoXjCnq2/rxa+eyPr16ydnnnlmkK8am/wpaw2odaXiGTNmmDqvF2QInk40oLOYaVCmfbiHDx9u6q323f7uu+/MPpwTnS1rDZqZnjr89ToazouJiYnyzjvvmLFj1113nbkxpXnU8WV67tYgYtSoUSaQ0POMzggV6TzTFer/5O8352ti1L512nyev08uTen2UdbRVc6+MSwInq98lTZNd+nSxVqwYEHetrfeesv0j83fbA1ny3rjxo0F9kVg8nc71TLeu3dv3pisU045xTx0Ma7C+8LZsqZOh6+sfWMuoqHMN23aZFWuXNlq27attXv37rzt2lVfu8h169bNysjIiIq8xuysULt27ZKvv/7aNHXpXVtfE5dOp+ebrUWn6NLo0GfcuHFy4YUXmuYoepBR1l6p07pwGHU6uLL++OOPC5Sv0q5Negddpyj08X0e+RcygrNlrbO35N8XgZWzr5X42LFjpoVTW4H0ru6KFSvMVJzaHUNbg7T7CC3K4Str6nT4yto3C1q4y3xXoTzr46yzzjJTZev05b61eZTOcqctGNr9WVstoqF+xGRXKO0zd8UVV5gPZM+ePeYEpBdYvXv3Nh+Yr9uIPrQSateRhx9+WCZPnmxWYWQMAGUdbajT0VPWqvCUhNpcrf1dtSsPKGu31Gm96aBdK3QV8yuvvNJcwCxcuNCs7qsLc2k3y1NOOSXS2XcVypqyDqZ+6E3tRo0amfEUhdfx2rdvn7Ru3Tpv7ZOIs2KMNnudeeaZ1tixY820pTt37rT69+9vNW/e3Ezn5msWU3v27DGzt+jvy5cvz+wtlHVUok5HZ1n7up498MADVrVq1czMHqCs3VanDx06ZL377rtmthlfFxGf/NNzgrKOJm6s13uDPL/UrFnTdJWKFjEXWGjh61zmhad4/Nvf/mbmAP7nP/9pHT582GzbvHmzmbarUqVKRSoeKOtoQZ2OzrLWqQCHDh1q9uf7g7J2Y53WaXp12k2VmZkZoRx6B2VNWYfq/KLrIA0cONBMgxtt55eYG2Ohfep0+q4jR46Y5zqLiHrsscfM0ujTpk0zKz4rnb3lzjvvNH3ttOkXlHU0ok5HZ1nXrl1b+vTpY6aU5fuDsnZjndbuFzolp3bP0Ol6o6arhUtR1pR1qM4vOpuVTj+s3fOj7fwSk+tYdOzY0Yyb0BO+bxCP9mdTOi9306ZN5c033zTPs7OzpWLFihHNr5tR1pRzrNXp0047zcw7r3zjtUBZe+V7GpS1W7ixXnf0wPnF8y0Whw8fNgtR6XzFPi+88IIZXa/zniv90DRKVN27dzfH+BBUUNbRhjod3WXtu9ukovFLP1pR1u44J4KyjkZurNeHPXp+8XRgsXnzZrn66qvNwiK6UNgbb7xhtuu/p06dKosXLzYLjmjzk28Ksr1795pZLvSDjMHGnKBR1pSz11CnKWuvoU5T1l7kxnq92YV5llifblY/NI3udGquDh06mOkeBw8ebOYCPvvss810XvoB6RgKnaZLV1zUqfMWLFggX375Zd6qrqCsowV1mrL2Iuo15ew11GnKOpbrhyfHWGRkZMiNN95oPgyN/Hx08EurVq3MYDQfbYbSNSr0GO329Oc//9l8uKCsowl1mrL2Iuo15ew11GnKOtbrR3SHPUHSpqMDBw7Itddea57rTBbalKSrseoHpP5vql2zUuHjjz9eYD9Q1tGGOk1ZexH1mnL2Guo0ZR3r9cMduQyQTvP4+uuvy3nnnWee63LoKjU1Ne+D8a2qnX/QTLQOhIlmlDXl7DXUacraa6jTlLUXubFe13ZhngPlycBCnX766XlRXrly5cy/NQLUwS8+kyZNkpdeeilvxL2bPrhoQllTzl5DnaasvYY6TVl7kRvr9ekuzLPEeleo/DTqyz/Xry8iHDdunOm7tnbt2qgfCOMWlDXl7DXUacraa6jTlLUXubFex7swzzHdYpGfb3y6fkBpaWkyefJk+ec//ymrVq2SNm3aRDp7nkJZU85eQ52mrL2GOk1Ze5Eb67XlwjyXxX2hUBB8UaA2Ob344ouSlJQkn3/+ubRr1y7SWfMcyppy9hrqNGXtNdRpytqL3Fiv412Y57LERIuFT+/evc3PFStWmLmDQVm7HXWasvYi6jXl7DXUaco6VuqHJ9exKGsJdV14BJS1V1CnKWsvol5Tzl5DnaasY6F+xFxgAQAAACD0YqorFAAAAABnEFgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAiFGzZs2SuLg42b59uyPpa7qavr4OAMD7CCwAwOMeffRRmT9/vrjJihUr5KGHHpIDBw6Ilz8Dr71PALGNwAIAPK6ki9qbb75Zjh49Kg0bNpRooxfcEyZMiInAwkvvE0BsI7AAAA+yLMsEDaVJSEiQihUrmu5K8JYjR45EOgsAYhCBhQdcddVVUr16dbn22msjnRUAftLuL3pB//3338v1118vSUlJUrNmTRk5cqRkZ2fn7ffKK6/IBRdcILVq1ZIKFSrIWWedJdOmTSuSXqNGjeTyyy+Xjz/+WDp06CCVKlWSF154wbzG4cOH5dVXXzX/1sctt9xS6hiLjz76SHr06CFVqlQx+TrnnHNk9uzZBV7Ll0Z+PXv2NI/SrF+/3hzbpEkTE9TUqVNHbr31Vvnjjz8KlM19991n/t24ceO8fOfP5+uvvy7t27c377NGjRpyww03yK+//iqB8L3/zz//XO666y5JSUmRatWqyR133CHHjx83rQgDBw4036/6GD16tAnY8ps8ebJ07drVfHaaF83T22+/XWCfkj6DUL1PLfOWLVvK6tWrpXv37lK5cmUZO3ZsQGUBAKGQGJJUEFF6IaInZj1pAXAXDSr0Qn3SpEny5Zdfyr/+9S/Zv3+//Pvf/za/1yCiRYsWcsUVV0hiYqL85z//kTvvvFNyc3Nl+PDhBdLasmWL3HjjjebC+LbbbpNmzZrJa6+9JkOHDpWOHTvK7bffbvY77bTTSsyPXmzr94m+5pgxY8yF9tq1a2XRokUyYMAA2+938eLF8vPPP8vgwYNNULFp0yaZMWOG+anvXy+sr776avnhhx/kzTfflClTpkhycrI5Vi/81SOPPCIPPvigKTt9b+np6fLMM8+Yi2rNq+Y5EH/5y19MXrRLkuZB86NpaDelBg0amG5MCxculCeeeMJcwGuw4TN16lTz2dx0000mGJkzZ45cd9118uGHH0qfPn3MPiV9BqecckrI3qcGZpdeeqkJPP70pz9J7dq1bX9WABAwC57wySefWNdcc02kswHAT+PHj9db39YVV1xRYPudd95ptn/77bfm+ZEjR4oc27t3b6tJkyYFtjVs2NAct2jRoiL7n3LKKdagQYOKbH/llVfMMdu2bTPPDxw4YFWpUsXq1KmTdfTo0QL75ubmFnit4tLr0aOHefhoupq+vo5Pce/nzTffNPstX748b9sTTzxRIG8+27dvtxISEqxHHnmkwPYNGzZYiYmJRbaXxvf+tTzzv78uXbpYcXFx1rBhw/K2nTx50qpfv36B91fc+zl+/LjVsmVL64ILLvDrMwjF+9Q8aRrTp0/3+70DgBPoCuWg5cuXS9++faVevXrmLlxJs7I899xz5o6ldgvo1KmTfP31105mC0AUKdzqoHfPld4hV9oFxiczM1P27dtnuinpXX99np92p+ndu7et1oSsrCy5//77zfdRfqEah5H//WiXL30/nTt3Ns/XrFlT5vHvvvuuaa3Ru/h6rO+hLQ6nn366fPLJJwHnaciQIQXen34Pa5cn3Z5/PIp2MdNyL+n9aEuTfibnnXeeX+8llO9Tu8lpKxAARBJdoYLwxRdfmCbtcuXKFdi+efNm08/W1wStfWrbtGljuhVo035x5s6dK6NGjZLp06ebk9nTTz9tLgy0S4P2qVZt27aVkydPFjn2v//9rwlaALiXXiTmp11k4uPj8/rZ6/fN+PHjZeXKlUUG5OpFbNWqVQsEFnb89NNP5qd293FKRkaG6XKkXYb27t1b4HeFA6Xi/Pjjj+aiv3C5+RT+XvaHdnfKz1emaWlpRbZr8JCfdnl6+OGHZd26dXLs2LGQBWKBvs/U1FQpX768rdcEALsILALk69esX/Z6YtS7WEoDAR1gqUGCDvBT2t9VH6V56qmnTF9o350mDTAWLFggM2fONHcNlZ6wAMSG/BekeqF/4YUXyplnnmm+K/RCVy8etTVD++Tr91FJd8/Dlcf8cnJy8r4TS6J34HXsgg5a1psmp556qnkfl1xySZH3UxzdR19fB5gX91qaXqBKynNx2/MP3v7ss8/M+Aod8/D8889L3bp1zQW/DrjPP9g9GIG+z3B99gBQGgKLAOmdRD2p64lEB/DpoLxt27aZoKJfv355QYU/dKCfzuKhAyTzp9+rVy9zdxKA9+md6fwtDVu3bjUXldo9Ugdq613wDz74oMBd9UC7+/h799w3qHvjxo3StGnTEvfTGZKKW3fhl19+MbM9lUTv9i9ZssS0WIwbN65AGfibZ82jXtxrmZ1xxhkSSe+8847pMqYzcWlXJB8NLPx9P254nwDgL8ZYBEG7Hy1dutRMUaizpGhQocFAcVNAlkb7y+odvsKzd+jz3bt3+52OvrbOQqIBT/369QlKABfRMVb56aw/Sls7fXeq898l1+5CxV24lkZnH/JnAbaLL77YTDGrM1Tln/K2cB70oldnT9KbI/m7BJU13Wtx70dpF9Di8qwK51u7lWo6GpwUTkef55+21mmaDw0M9HvcR7uwFTeerqTPwA3vEwD8RYtFkPTuobZW6CBKvUP38ssvR2yRqf/9738ReV0A9mmLp3an0a5A2lKp6xboDQsdn6V3w7Xrk04CoVPIHjp0SF588UUz/mrXrl1+v4aug6DfE9qdSm+M6F1wHdNVmK5ZoV2sdGpTXbtC86GtE99++60Z3+Gb0lp/r2s1aJ61a5N22dJ8lzaNrS99be395z//KSdOnDDjAnSsmJZBcXlWDzzwgJlCVbsYaTnoa+iYBm3p1Yt4bSnWYEjTeO+998x0rn/9618lHHQ6WS1TLQctKx0zooGitvboeh3+fAZueJ8A4DdH5pqKAbt377aaNWtm9e3b16pTp441YsSIUvfXon7vvfcKbDt27JiZTrDw9oEDBxaZghKAN6eb3bx5s3XttdeaaV6rV69uvkvyT/X6wQcfWK1bt7YqVqxoNWrUyHr88cetmTNnFpmiVKeA7dOnT7Gv9f3331vdu3e3KlWqZI7zTXtaeLrZ/K/ZtWtXs39SUpLVsWNHMyVsfk8++aSVmppqVahQwerWrZu1atUqv6ab/e2336yrrrrKqlatmlW1alXruuuus37//Xezn5ZJfhMnTjSvER8fXySf77zzjnXuueeaaVz1ceaZZ1rDhw+3tmzZ4vdn4Hv/33zzTbGfTXp6eoHtWm76Wvm9/PLL1umnn27KQfOgafqO9+czCMX71DJv0aKF3+8bAJwSp//zPwyBrwuTrnSqA7jnzZtnFjjS5zrmQldhLY62ZuhdJr3rlJ/esdIZpnzdH7RvtbaGjBgxIm/wNgDv0VWXtZuLLnrmWxgNAAA3oytUgPTCX/s+N2zY0EwVqyvhnnXWWWb+dx1roU3799xzj9lXuy3oQEwfbcLWGZ5q1KiRNxBTZ5EaNGiQmR9dAwzta6zT1DIfOQAAANyEwCJAOmvTo48+ahZAyj9nuPaH1v6zKSkpedtWrVol559/ft5zDSKUBhKzZs0y/+7fv7+5Y6kzpOiAbZ1+cdGiRUUGdAMA/HP06NEy18TQGzys+wAAoUVXKACIALpCOUdv3JTV6qtT9moXVgBA6BBYAAA8RWfM2rRpU6n76GxMOuMVACB0CCwAAAAA2MYYCz8HbP/+++9mDvFIrVUBAAAAhJtOIJuVlWXW4NGxxqUhsPCDBhVpaWmh+nwAAAAAV/n111+lfv36pe5DYOEHbanwFaiuHOtvK4fO9qSzRJUV3cEeyjo8KOfwoawpa6+hTlPWXuTGep0bRJ4PHjxobrD7rodLQ2DhB1/3Jw0qAgkssrOzzf5uqWxuRVlTzl5DnaasvYY6TVl7kRvrda6NPPszHMAdpQAAAAAgqhFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2EVgAAAAAsI3AAgAAAIBtBBYAAAAAbCOwQMzLyc2NyLEAAABekhjpDACRlhAfLzdNXS7f7TwQ0HHNU6vJGyO7O5YvAAAANyGwAERMULF2WwZlAQAAECS6QgEOoYsVAACIJbRYAA6hixUAAIglBBaAg+hiBQAAYgVdoQAAAADYRmABuBDjNwAAQLShKxTgQozfAAAA0YbAAnCpSIzfSEzkKwMAABSPrlAA/OpmFR8fL8nJyeZnSViJHACA2MXtRwAF0M0KAAAEg8ACQBFMkwsAAAJFVygAAAAAthFYAAgLpsgFAMDb6AoFICwYuwEAgLcRWAAIG8ZuAADgXXSFAuB6TnazilQXLtYMAQC4DS0WAFzPyW5WTqatgYemX9KaIYEeBwBAJBFYAPAEJ7tZOZV2MEGLPwELAACRQGABABHEuBMAgFfQlg4AAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAsRdYLF++XPr27Sv16tWTuLg4mT9/fpnHLFu2TNq1aycVKlSQpk2byqxZs8KSVwAAACBWuC6wOHz4sLRp00aee+45v/bftm2b9OnTR84//3xZt26d3H333TJ06FD5+OOPHc8rAAAAECsSxWUuvfRS8/DX9OnTpXHjxvLkk0+a582bN5fPP/9cpkyZIr179y72mGPHjpmHz8GDB83P3Nxc8/CH7mdZlt/7I3h2yzo+3l58XdLrOpWuW9N2Y56jOW2+W0KD7+rwoJzDh7KmrENdPwLZ13WBRaBWrlwpvXr1KrBNAwptuSjJpEmTZMKECUW2p6enS3Z2tt8fQmZmpvnw7F6YwLmyTkxMlOTkZFtFnJGRISdPngxLum5N2415jva0S0oXgeG7Ojwo5/ChrCnrUNePrKws8ZfnA4vdu3dL7dq1C2zT59oKcfToUalUqVKRY8aMGSOjRo3Ke677pqWlSUpKiiQlJfn9wekYED2GwMJZkS7rGjVquCpdt6btxjw7mbaTeY4lkf7+iBWUM2XtRW6s17lB5LlixYp+p+/5wCIYOshbH4XpBxBIxdEPLtBjEJxIlrVTr+nke3Fj2m7Ms5Np870SOnxXhwflHD6UNWUdyvoRyPnG81e8derUkT179hTYps+15aG41goAAAAAgfN8YNGlSxdZsmRJgW2LFy822wEAAADEaGBx6NAhM22sPnzTyeq/d+zYkTc+YuDAgXn7Dxs2TH7++WcZPXq0fP/99/L888/LW2+9Jffcc0/E3gMAAADgNa4LLFatWiVnn322eSgdZK3/HjdunHm+a9euvCBD6VSzCxYsMK0Uuv6FTjv70ksvlTjVLAAAAIDAuW7wds+ePc0UWSUpblVtPWbt2rUO5wwAAACIXa5rsQAAAAAQfQgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABsI7AAAAAAYBuBBQAAAADbCCwAAAAA2EZgAQAAAMA2AgsAAAAAthFYAAAAALCNwAIAAACAbQQWAAAADsjNyYnIsUCkJEbslQEAACJML+DjExIcOVZ/99ntD0rmlu0BpVu1WSM5b8bEoPIERBKBBQAAiFlOX/xruhnrt9jIIeAeBBYAACCmcfEPhAZjLAAAQNQLdswBYxWA8KHFAgAAeLLLEmMVgPAisAAAAK5AlyUgutEVCgAAAIBtBBYAAAAAbCOwAAAAAGAbgQUAAAAA2wgsAAAAANhGYAEAAADANgILAAAAALYRWAAAAACwjcACAAAAgG0EFgAAAABsI7AAAADwkMTExEhnATGKwAIAAMBlcnNyit0eHx8vycnJ5mcgxwGhQEgLAADgMvEJCfLZ7Q9K5pbtfh9TtVkjOW/GREfzhdhGYAEAAOBCGlRkrN8S6WwAeegKBQAAAMA2AgsAAADYHoPB+A3QFQoAAABBj91QjN+AIrAAAABAHsZuIFh0hQIAAABgG4EFAAAAHMf4De+jKxQAAAAcx/gN73NlYPHcc8/JE088Ibt375Y2bdrIM888Ix07dixx/6efflqmTZsmO3bsMKtRXnvttTJp0iSpWLFiWPMNAAAQyxi/4W2u6wo1d+5cGTVqlIwfP17WrFljAovevXvL3r17i91/9uzZcv/995v9v/vuO3n55ZdNGmPHjg173gEAABA93ayYIjfGWyyeeuopue2222Tw4MHm+fTp02XBggUyc+ZME0AUtmLFCunWrZsMGDDAPG/UqJHceOON8tVXX5X4GseOHTMPn4MHD5qfubm55uEP3c+yLL/3R/DslnV8vL34uqTXdSpdt6btxjxHc9p8t4QG39XuKWen/l6i9W/cybTdmOcy0w5imlzfFLnB1ks3fn/kBpHnQPZ1VWBx/PhxWb16tYwZM6ZAJe3Vq5esXLmy2GO6du0qr7/+unz99demu9TPP/8sCxculJtvvrnE19FuUhMmTCiyPT09XbKzs/3+EDIzM82HZ/cPCc6VdWJioukeZ0dGRoacPHkyLOm6NW035jna0y4pXQSG72p3lLNTfy/R/DfuZNpuzLM/aQfbzSrY71M3fn/kBpHnrKwsbwYW+/btk5ycHKldu3aB7fr8+++/L/YYbanQ484991xTiFpxhg0bVmpXKA1ctLtV/haLtLQ0SUlJkaSkJL8/uLi4OHOMWyqbW0W6rGvUqOGqdN2athvz7GTaTuY5lkT6+yNWRLqc3fg37mTabsyzk2kHm67W63Llykn16tVd8/2RG8TfYiBjkl0VWARj2bJl8uijj8rzzz8vnTp1kq1bt8rIkSNl4sSJ8uCDDxZ7TIUKFcyjMP0AAqk4+sEFegyCE8myduo1nXwvbkzbjXl2Mm2+V0KH7+rw8OL3tFvTdmOenUy7tHR1DIZ2syrpOL1AD+ZYN/0tBlLurgostJkrISFB9uzZU2C7Pq9Tp06xx2jwoN2ehg4dap63atVKDh8+LLfffrs88MADnJwBAABQLKbIDYyrAovy5ctL+/btZcmSJdKvX7+8Jh19PmLEiGKPOXLkSJHgQYMTpV2jAAAAgJIwRa5HAwulYx8GDRokHTp0MIOxdY0KbYHwzRI1cOBASU1NNQOwVd++fc1MUmeffXZeVyhtxdDtvgADAADELp0dKBzHAKHqKmXnWB3s7hTXBRb9+/c3szONGzfOLJDXtm1bWbRoUd6Abl0EL38Lxd///nfTl0x/7ty50/SF06DikUceieC7AAAATl/M+7O/XqDplKNOXdwRtCAS3axKqpt6jVza7Fx2x4W4LrBQ2u2ppK5POli7cFSmi+PpAwAAuFOwAUBZF0r6uxPrH5Dcw9sCSjf+lMZSrvUjEQ1a4H6ZQU6RWxY763rY4crAAgAAxJZgAgB/Lv5Vzu6PxNq/NqD8WNXPLjNtJ4MWIBrHhhBYAAAAVwg0APDn4t9pTgUtQDRigQUAAAAAthFYAAAAALCNwAIAAACAbQQWAAAAAGwjsAAAAABgG4EFAAAAANsILAAAAADYRmABAAAAwDYCCwAAAAC2sfI2AACAC1Vt1sjR/YFAEVgAAAC4TG5Ojpw3Y2JQx8UnJDiSJ4DAAgAAwGU0ODix/gHJPbzN/2NOaSzlWj/iaL4Q2wgsAAAAXChn90di7V/r9/5W9bMJLOAoAgsAAADYGovB+A0QWAAAAMD22A3fsYzfiG20WAAAACDosRvmOMZvgMACAAAAdsZuBDJ+g25W3kaLBQAAABxHNyvvI7AAAACA4+hm5X0EFgAAAHB9NytEHoEFAAAAXC/Q8RtMkRt6BBYAAACIyfEbTJHrwsDi1ltvlQcffFAaN25c5He//PKLTJgwQWbOnBmOrAAAAMBjghm/wRS5Lg0sZs2aJcOGDSs2sNi3b5+8+uqrBBYAAAAI2/gNpsh1cVeouLi4Yrf/+OOPUrNmzXBlAwAAAPALU+RGSWAxbdo08/AFFQMGDJBKlSoV2Cc7O1u2b98u1113nVPZAAAAAILCFLlREljUq1dP2rdvb/69ceNGadasmaSkpBTYp3z58tK8eXMZMmSIU9kAAAAAgsZK5FEQWFx55ZXm4aODt5s0aeLUywEAAACukRvkTFa+Y7U1Jdqm3w3LGItXXnklHC8DAAAASKx3s8qN0PS7YZtu9vDhwzJ37twiv7vhhhskKSlJZsyYEY6sAAAAAJ7uZhUfoel3wxJYLF68WCZPnlzs76655hr561//Go5sAAAAADEhx6Hpd0sTL2GQnp5eZOC2j041u2fPnnBkAwAAAIBDwhJYpKamyldffVXs73R73bp1w5ENAAAAAG4OLG688UZ55JFH5K233iqwfd68efLoo4+aNS4AAAAAuFdYAotx48ZJz549zUDtKlWqyBlnnGF+6vMePXrI+PHjw5ENAIgJOqtHJI4FAMS2sAze1oXwPvzwQzOIe+nSpfLHH3+YsRW9evWSCy+8MBxZAICYobOBfHb7g5K5ZXvAc5gHO6c6AABhCSx8LrroIvMAADhLg4qM9VsoZgCANwMLdeTIEcnOzi6yvUaNGuHOCgAAAAA3BRaWZcnDDz8sL7zwguzatavYfXLo1wsAAAC4VlgGb0+ZMkWeeuopGT58uAkyHnjgATOgWwdxN2rUSF588cVwZAMAAACAmwOLl19+WSZMmCCjR482z/v162dmgtq0aZM0b95ctm7dGlB6zz33nAlIKlasKJ06dZKvv/661P0PHDhgghpdL6NChQomoFm4cKGt9wQAAAAgzIHF9u3bpW3btpKQkCDlypUzF/rmxePj5c4775RZs2b5ndbcuXNl1KhRJjBZs2aNtGnTRnr37i179+4tdv/jx4+bAeOah7ffflu2bNliWkh00T4AAAAALhpjoVPLHjp0yPy7QYMGJiC44IILzPN9+/aZAd3+0i5Vt912mwwePNg8nz59uixYsEBmzpwp999/f5H9dXtGRoasWLHCBDVKWztKc+zYMfPwOXjwoPmZm5trHv7Q/bTbl7/7I3h2y1oDXDtKel2n0nVr2m7MczSnHak8ew3f1e4pZzf+vURr2m7Ms5NpuzHP4SyPQP5uwxJYdOvWTb755hu57LLLzCrbDz30kOzevdtc6Gvrgb9rWWjrw+rVq2XMmDEFCk7Xw1i5cmWxx3zwwQfSpUsX0xXq/fffl5SUFJOHv/3tb6YFpTiTJk0yXbcKS09PL3ZGq+Loh5CZmWm+SO1WHDhX1omJiZKcnGyriDVwPXnyZFjSdWvabsxztKcdiTx7Ed/V7ihnN/69RHPabsyzk2m7Mc/hLI+srKzoCiw0kNi5c6f599ixY01XqDfffFOOHj1quik988wzfqWjrRs6e1Tt2rULbNfn33//fbHH/Pzzz2ZRvptuusmMq9DxHNr96sSJEyWu+K2Bi3a3yt9ikZaWZoKSpKQkv79E4+LizDEEFs6KdFk7NVWyk1MwuzFtN+bZybTdmOdoFOnvj1gR6XJ2698L3x+URzTUDx3THFWBRbNmzcxD6eDpqVOnmke4vsxq1aolM2bMMC0U7du3N0HOE088UWJgoXnUR2H6ZRjIF6J+iQZ6DIITybJ26jWdfC9uTNuNeXYybTfmOVrxXe39cnbr3wvfH5RHNNSPQF4n7Avk/fbbb2Yti3r16gU8gFqbdTQ42LNnT4Ht+rxOnTrFHqMzQWmXq/zdnnQmKu2KpV2rypcvH+Q7AQAAAOATttsG2mKgA7cbNmwonTt3Nv/W7kW6aJ6/NAjQFoclS5YUaJHQ5zqOoqTxHdr9Kf/Akx9++MEEHAQVAAAAgIsCCx0MPWzYMDn//PNl/vz5ZqC1/tTnOt5Bf+8vHfugA75fffVV+e677+TPf/6zHD58OG+WqIEDBxYY3K2/10EoI0eONAGFziD16KOPmsHcAABEq9ycnLAeBwB2haUrlA7Ovu++++Txxx8vsL1v375m4LX+Pn8wUJr+/fub2Zl05W7tzqTrYyxatChvQPeOHTsK9AXTVpGPP/5Y7rnnHmndurXpfqVBhs4KBQBAtIpPSJDPbn9QMrds9/uYqs0ayXkzJjqaLwD4/9q7DzAnqv3/49/dpaoU6UUQFEUsdLFgQ1HsYsUKNuyKYgWVIipWioqiomIBwd5AvYpixUK7Kir3oiCIVJEiVXbzfz7n/ib/7LIlyexkM9n363kibpI5c3IyOTPf06ZMAwutqqQlYQtz1FFHuXtRJOKqq65yj8JMnTp1m+c0TOqrr75KaB8AAJQ1BRWrvptb1tkAgPQZCqU7Y3/44YeFvvbBBx/EfR8LAAAAAOW4x+Liiy+2Sy+91JYvX27du3d3y7/q/19//XV3jwlN4NbduD3t27dPRbYAIGNpSEwqtgEAIKWBxXHHHef+1YRrPbSWte6+6Tn++OPdv3pOr+kmeAAAS3rybrLj7LWtxvYDAJCWgcXHH3+cit0AAP5v0u+t42fa/BXrEiqP5nWr2V1n02OMYFSokPJbZwFIsZT8yg899NBU7AYA8H/enf27zZq/KqHyaNe8FoFFOeCnV6qkbYt6Xas16ia3QeULQHpIefPBhg0bbNOmTds8X6tWrVRnBQCAcieZZWzjXco2yLQBpL+ULTd700032csvv2yrV68u9D3MqwAAIPzL2LJELlB+pSSw0F2xtfqTVofafffdrVKlSqnYLQAAAIBMCix0D4tHH33UzjnnnFTsDgAAAEAm3iCvYcOGVqNGjVTsCgAAAECmBhaDBg2yoUOHFjm/AgAAAEC4pWQo1JlnnmnfffedNW3a1Nq2bWs1a9bM97puivfmm2+mIisAAAAAwhpYDB8+3O655x6rX7++W/1p3brEbtoEAAAAIL2lJLBQUHHllVfayJEj3U1yAAAAAGSWlFzlb9myxbp3705QAQAAAGSo7FTNsZg8eXIqdgUAAAAgU4dCde7c2W677TZbsmSJde3adZvJ23LKKaekIisAAAAAwhpY9OzZ0/27cOFCmzBhwjava1UoTeoGAAAAEE4pCSzmz5+fit0AAAAAyOTAYuedd07FbgAAAABkWmBRrVo1N8QpHnrfmjVrgsoKAAAAgLAGFtdff33cgQUAAGGUl5tr2Tk5Kd8WAMpVYDFo0KCgkgYAIC0oMPjsktttzdwFCW1Xo2UzO/iJIYHlCwAydo4FACAz0EK/LQUVq76bWwbfBgCkFwILAEC5bqGvUIFTIQCUBmpTAEBatNAn2xtS0nbFvZ6dnW116tQp9TwBQHlEYAEACG1vSDw9IZnYywIA6YjAAgCQ8b0hzIMAgOBlp2AfAAAAADIcgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADwjeVmAQDwQfe7SMU2AJDuCCwAAEiS7syd7E30uKs3gExDYAEAQJJ0V+9XH5xoKxctT2i7Ok3q2anX96DcAWQUAgsAAHz4fupsWzhnQULbNN2rWVyBRaJDptJhiBVDw4Dyi8ACAIAMGmYVzxCroC7+GRoGlG8EFgCAtBFUC30YW9GTGWYVzxCrIC/+GRoGlG8EFgCAhKRba3dJF7thbkVPdJhVPEOsgr74D3JoGID0RmABAIhburV2x3OxG+ZW9EYtGgfy/j9/X2FLfvkjobSzsrJKNQ9+twGQfkIZWIwaNcruv/9+W7p0qbVp08Yefvhh69SpU4nbTZgwwc466yw76aST7I033khJXgEgk6Rba3e8Ld1hbEXPy82zS4ZfldR22TnZpZ5uWacNIP2FLrCYOHGi9e3b10aPHm377befjRgxwrp162Zz5861evXqFbndggUL7IYbbrCDDz44pfkFgEwTxov0UMqKBLKdLt4/mv+S/bVxRULJ7li1rh3e/IwS0/5m8b9s3ea/Ekq7WuUdrVPjoxLaBkD6CV1gMWzYMOvdu7ddcMEF7m8FGJMmTbKnn37abrnllkK3yc3NtXPOOccGDx5sn332ma1evbrYfWzevNk9PGvXrnX/5uXluUc89L5IJBL3+5E8v2Wdne2vhayo/QaVbljTDmOe0zntMOY5yLTDmOeS086xxQPvt80LFsWdXuVmTazx4BtLqA8jJQYIRcnLy1XkUmzayQYIJaXN8UF5UH+UTXkkcn0VqsBiy5YtNmPGDOvXr1++guvatatNmzatyO3uuOMO15tx0UUXucCiJEOHDnVBSEErVqywTZs2xZVXfQlr1qxxF7x+TzwIrqwrVKhgderU8VXEq1atsq1bt6Yk3bCmHcY8p3vaYcxzkGmXZZ79zCkoKe0170+1jbN/iDvdqm33doFFSekmGrDEBi0rV64ss7TL0zEdZNphzHOQaYcxz6ksj3Xr1mVmYKEKR70P9evXz/e8/v75558L3ebzzz+3p556ymbPnh33fhS4aLhVbI9FkyZNrG7dula9evW4L3Y10U3bEFgEq6zLulatWqFKN6xphzHPQaYdxjwHmXZZ5dnvnIKyKo9EA5bYoKUs0y5Px3SQaYcxz0GmHcY8p7I8qlSpkpmBRaIUYZ133nn25JNPJhS5Va5c2T0K0kVrIheuuthNdBskpyzLOqh9BvlZwph2GPMcZNphzHOQaZdlnid8P9yWb1icUJr1tmtsZ+5znQUljN9hkGmHMc9Bph3GPAeZdhjznMrySGQ/oQosFBzk5OTYsmXL8j2vvxs0aLDN+3/55Rc3afuEE07YZpyYuok04XvXXXdNQc4BIHOwnGh+KzYstj/W/ZpQGca3cCsAhEuoAotKlSpZhw4dbMqUKda9e/dooKC/r7pq267oPfbYw77//vt8z912222uJ2PkyJFueBMAIH5BLyca1H0bggqGNOH46v0eSDhtb1tN0AaATBGqwEI096FXr17WsWNHd+8KLTe7fv366CpRPXv2tMaNG7sJ2BoTtvfee+fbvmbNmu7fgs8DAEqmwMDP5NxMu29DMis3xVseABA2oQssevTo4VZnGjBggLtBXtu2be29996LTuheuHAhcxoAIEB+JueWdtASzwV6kMFQkOUBAGETusBCNOypsKFPMnXq1GK3HTt2bEC5AgD4lezyqqWdbiJpAwD+h+WKAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADwjcACAAAAgG8EFgAAAAB8I7AAAAAAQGABAAAAoOzRYwEAAADANwILAAAAAL4RWAAAAADwrYL/JAAA6aZV45op2QYAAA+BBQBkmNy8PBvX55Ckt83JpjMbAJA4AgsAyDAKDF59cKKtXLQ8oe3qNKlnp17fI7B8AQAyG4EFAGSg76fOtoVzFiS0TdO9mhFYAACSRn83AAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+MXkbADJQoxaNU7INAAAeAgsAyDB5uXl2yfCrkt42O4fObABA4ggsACDDKDBYPPB+27xgUULbVW7WxBoPvjGwfAEAMhuBBQBkoDXvT7WNs39IaJuqbfcmsAAAJI3+bgAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADwjcACAAAAgG8EFgAAAAB8I7AAAAAA4BuBBQAAAADfKvhPAgAAAECisqu3srwktklXBBYAAABAikUiuVZp/3FJb5uVlVOqQUtpBCwEFgAAAECKexUiEbOsrOSKvaRtkw1a4glYikNgAQAAAKS4VyE7O8cWD7zfNi9YlFC6lZs1scaDbwwkaPET7AiBBQAAAEIviKE/QfYqyJr3p9rG2T9YIqq23bvEwCKZoCWegCUjA4tRo0bZ/fffb0uXLrU2bdrYww8/bJ06dSr0vU8++aQ999xz9sMP//vSOnToYHfffXeR7wcAAEDYhhUFM/QnyF6FoCUatMQTsGRcYDFx4kTr27evjR492vbbbz8bMWKEdevWzebOnWv16tXb5v1Tp061s846yw488ECrUqWK3XvvvXbUUUfZnDlzrHHjxmXyGQAAAMqbIIcVBTn0J6hehUwUusBi2LBh1rt3b7vgggvc3wowJk2aZE8//bTdcsst27x/3Lj8B/CYMWPs1VdftSlTpljPnj0L3cfmzZvdw7N27Vr3b15ennvEQ++LRCJxvx/J81vW2dn+budS1H6DSjesaYcxz+mcdhjzHGTaYcxzkGmHMc9Bph3GPAeZdknp+ulVKOlc7GdYUSSSF8jQnzB+h6k8PhK5vgpVYLFlyxabMWOG9evXL1/Bde3a1aZNmxZXGhs2bLB//vnHatWqVeR7hg4daoMHD97m+RUrVtimTZvi2o++hDVr1rgLXr8HDoIr6woVKlidOnV8FfGqVats69atKUk3rGmHMc/pnnYY8xxk2mHMc5BphzHPQaYdxjwHmXZx6dautWPyvQp5ubZq1V/F5tnPsKKVK1cWm3ayQ3/C+B2m8vhYt25dZgYWOqByc3Otfv36+Z7X3z///HNcadx8883WqFEjF4wURYGLhlvF9lg0adLE6tata9WrV4/7YjcrK8ttQ2ARrLIu6+KC1HRMN6xphzHPQaYdxjwHmXYY8xxk2mHMc5BphzHP8aSd7GTl4tKNWMSSXRQoEkee/Qwr4vjIL1XloakEGRlY+HXPPffYhAkT3LyL4gqpcuXK7lFo92ACF6662E10GySnLMs6qH0G+VnCmHYY8xxk2mHMc5BphzHPQaYdxjwHmXYY81xS2n4mK2vYUHHSdbIyx0fZlEci+wlVYKFunZycHFu2bFm+5/V3gwYNit32gQcecIHFhx9+aK1btw44pwAAAMFhsjLSUagCi0qVKrnlYjXxunv37tFhMPr7qquuKnK7++67z+666y57//33rWPHjinMMQAAQOkrq/sUABkTWIjmPvTq1csFCLoXhZabXb9+fXSVKK30pGVkNQFbtLzsgAEDbPz48dasWTN37wvZYYcd3AMAACCMyuI+BUBGBRY9evRwqzMpWFCQ0LZtW3vvvfeiE7oXLlyYbyzYY4895laTOu200/KlM3DgQBs0aFDK8w8AAABkotAFFqJhT0UNfdLE7FgLFixIUa4AAACA8iuUgQUAACh/kl1eFUBqEFgAAIC052d51ays4pdX9XOn6XjeF1TaQLohsAAAAOV2edVkA5Z4gpYg0wbSEYEFAAAot8ur6uL9o/kv2V8bVySUnx2r1rXDm58RSDDkd1ugrBBYAACAcru8al5ebokBQnHbFncX62SCIeF+EwgrAgsAAFBuBX3xn2gwJNxvAmFFYAEAAMo1Lv6B0vH/7yQHAAAAAEkisAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADwjcACAAAAgG8EFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZgAQAAAMA3AgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+VfCfBABktlaNawa2TaJpJ5MXhFfVPVoE8v5E0012GwDlC4EFEOCFYzpdkKZD2mHMc25eno3rc0jCaXvb5mRnl3raJaWLzBDJzbXmY0cmtV1WTk6ppxtP2kLQApRfBBYo94K6cEzHC9KyTDuMeRa99uqDE23louUJpVunST079foexb4nmbTjSReZQRfwt776us1f+Wfc2zSvU9vuOvXkUk833rTTLWhJhx4cAi2UJwQWKPeCunBMtwvSsk47jHn2fD91ti2csyChtJvu1SyQtONNF5nh3e/n2KyFC+N+f7umTUu8+E8m3XjTTsegpSx7cAi0tkWgldkILIAALxzT6YI0HdIOY54BJCadgpay7sEh0MqPQCvzA61QBhajRo2y+++/35YuXWpt2rSxhx9+2Dp16lTk+19++WW7/fbbbcGCBbbbbrvZvffea8cee2xK8wwAAMpXD06QaRNo5UePVuqGDmZUYDFx4kTr27evjR492vbbbz8bMWKEdevWzebOnWv16tXb5v1ffvmlnXXWWTZ06FA7/vjjbfz48da9e3ebOXOm7b333mXyGQAAAPwi0Pr/CLRSE2hlXGAxbNgw6927t11wwQXubwUYkyZNsqefftpuueWWbd4/cuRIO/roo+3GG290fw8ZMsQ++OADe+SRR9y2hdm8ebN7eNasWeP+Xb16teXl5cWVT70vOzvbbaN/ERy/Za1tdt1/d6u5044JbVd7p7q2du3aIo+JoNINa9phzHM6ph1vupV7nGBZh+6XUJ4rNagXV9rbXdHTKq38K6G0K9TZMZC0g0o3kbSDLOuz27exLrs2jzvdhjWqB5JuImkfvmtz27VmjYTS3rl2rYwtj3RKO4x5TiTtHStWsE3bVY07Xb0/iHTTJe1P5s611Rs2xp1uze2q2qEtW26TrvYlkUik5EQiIbJ58+ZITk5O5PXXX8/3fM+ePSMnnnhiods0adIkMnz48HzPDRgwINK6desi9zNw4ECVHA/KgGOAY4BjgGOAY4BjgGOAY4BjwCyyaNGiEq/VQ9VjsXLlSsvNzbX69evne15///zzz4Vuo3kYhb1fzxelX79+briVR5HbqlWrrHbt2paVlRVXXhXdNWnSxBYtWmTVq1ePaxskh7JODco5dShryjrTcExT1pkojMf12iTyrJ6KdevWWaNGjUp8b6gCi1SpXLmye8SqWTO5u93qSwvLwRZ2lDXlnGk4pinrTMMxTVlnojAe19UTzHONGvENbwzV4P86depYTk6OLVu2LN/z+rtBgwaFbqPnE3k/AAAAgMSFKrCoVKmSdejQwaZMmZJvmJL+PuCAAwrdRs/Hvl80ebuo9wMAAABIXOiGQmnuQ69evaxjx47u3hVabnb9+vXRVaJ69uxpjRs3dsvLSp8+fezQQw+1Bx980I477jibMGGCTZ8+3Z544olA86mhVAMHDtxmSBUo67DimKasMxHHNeWcaTimKeuyPD6yNIPbQkZLxXo3yGvbtq099NBD7p4Wcthhh1mzZs1s7Nix+W6Qd9ttt0VvkHffffdxgzwAAACgvAcWAAAAANJLqOZYAAAAAEhPBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgskNZ0nxIAAMA5EemPwCIBBRfQYkGt4KxcudL9m52dbbm5uQHuCUAmon5OfRlT5sHhnIiw/BZZbjZOc+fOtXHjxtnChQvtoIMOco899tjDtajr4hel5z//+Y+7AeKZZ54ZvZGhgoucnByKuZTp5pIVK1Z0/+64444czwGZP3++vf/+++7YPuaYY6xdu3ZWp06doHZX7qm8v/32W+vWrZvVqFGj3JdHEDgnpg7nxNQK23lxbppdn6ZvSaWRH3/80d2AT//+97//tTFjxtiRRx5pU6ZMcV8arTSlX95Vq1a177//3i699FL3nIIKhkWVfjmfccYZ7qaSugD76quv0rryDCsdx6ro33rrLXvnnXfs6quvtqefftodz9Qdpe+7776zTp062axZs2zFihXuOeqO0sU5MbU4J6a2rMN0XvwxDa9P07e00oRayocOHWrHH3+8vfLKK/bFF1/Y6NGj3QGnx6RJkywrK4sTVynSbeZr1qxp3bt3t2nTptlll13mnteP5O+//y7NXZVbqoR0sbv77rvbKaec4u5WP3DgQNu0aRMXu6Xot99+s1NPPdXOP/98e/PNN13L48knn2xPPvmkbdmyxdUdKD2LFi2yE044wXr16uXq7RYtWrjnt27d6v4lwPCPc2LqcU5MjbCdF3PT9Pq0Qkr3FkL6QnSyOuCAA6LPtW3b1n2ZlSpVstNOO80+/vhj23///cs0n5lkn332sQ4dOtjFF1/synjs2LF2/fXX219//eUi8wsvvNB1UyI5qiRvu+02N9Rs+PDh7jm1oH/00UeuZ+jPP/9kmE4pVfoKJjTsSb0UXqvXtddea+PHj3etSzrWUXq+/PJL22WXXeyBBx5wdfeAAQPsl19+cUHclVdeaYcffjjF7RPnxNTjnBi8MJ4X89L0+pQeixLoAnbvvfe2Tz75xF3YeurWrWv9+vWz4447zoYMGWJr164N+rsqN2rVqmVz5sxxPxgNhbrqqqvs2WefdQHGgQce6L4TJnQnTxdZutjaa6+9os/p788++8z23Xdf91BZSzq20oSFTkbVq1e3zp07W4MGDaJzhNSCpPpCJyqULtUZ3pwKtTxOnz7dDatUmXft2tVdKAjHdfI4J6Ye58TghfG8WDFNr08JLOJwyCGHuGj2mWeesXXr1kWfb9Kkiet2nz17tq1ZsybI76nc+Oeff1y3ry7ENOxpu+22c2MF9byGNWj8oDCRO3nVqlVzlefjjz9ur776qt144402YsQIu+OOO+zuu++2Sy65xC666CJXoTJUxx8NgbrmmmvynYwUbOj41rHt0fwLXRTDn0aNGrkx0U899ZSbdKmeIQUTGiZw5513uoYKNVpwXCd+0SVeg06XLl04JwZc1t7wFf3LOTF4YTkvrlixIjp3LF1/iwQWBfzxxx9uguVrr73mWrtEE3nUlaRx0S+88IKtWrUq+n5FsbpAiP1CkXhZz5w5MxqBK2jQUKh58+ZZz5497dNPP7W3337b+vTp496rYVFInipFDTNr1aqVO57feOMN1/WrcenHHnusK1+9poAOiVmwYIErS7USvfjii9HndXHgnYw0JEoP7+/+/fu7C950aQULM/UOabjkY489Zhs2bHAtvd4Fmo755s2bu8AC8fvhhx9cfTxjxoxog47mDan3mHNicGWtOsJb1YdzYvBBnOpjBQ/pfF6cOXOmGxanVaA8+i1qKFRa/RYjiPruu+8iu+yyS6RTp06ROnXqRDp27Bh58cUXo6+ff/75kX322Sdy7bXXRubNmxdZsWJF5KabborsvvvukZUrV1KSPsv65Zdfjr4+aNCgSFZWVqR58+aRGTNmuOf++uuvyKOPPhr55ZdfKOsELF68OPL2229HXn311ci3334bfX7r1q2RVatWRfbYY4/IO++8457Ly8uLrF+/PnLAAQdERo8eTTkn4N///nekUaNGkSOOOCKy//77Rxo0aBCZMGHCNu/TcVy3bt3IF198ERkyZEikSpUq+b4XxGf+/PmRYcOGRe6444585fzggw9G6tWrF6lZs2bk119/jT6v43rfffeNvPHGGxRxAnr37u3qYpXpN998k++1Xr16Rfbaay/OiQGW9ZYtW9y/AwcO5JxYir7//vvI3nvvHZk+fXq+53UOTMfz4uzZsyM77LBDpE+fPoW+ft5556XN9SmBxf/RF7HTTju5L2L16tXuYFOleeGFF0Y2bdoULbDBgwdHDj74YPcD79Chg7t4mDlzZkq/tEwu63/++ce9R/9eccUV0cpVP2zJzc0t07xnQgA3ceLEfO859dRTI3379o0sWbIksnHjxsiAAQMiTZs2zXdRhuLNnTs30rhx48gtt9ziAraFCxdGjjzyyMiYMWO2ee+6desi7dq1ixx22GEuqCh4YkNyQdz48eOjr99zzz2Rhg0bRlq3bh356quv3EWEjutmzZq57wbxU/B2+eWXR6688spItWrVXHnGUlkfdNBBnBMDLuvNmze7i8avv/7a/c05sfSDONXdnpNPPjltzovfffddpEaNGpEbb7wxeh2kOm3atGku4PAoj+lwfUpg8X8/WB1AZ5xxhvt/z1NPPRWpXbv2NtGe/n733Xcjn3/+eWTRokUp/9LKU1kjmABOFah3YrrrrrtcS64q2MMPP9xdsBEsx08tiirTnj17RgNjOf30091zamHSBYNHrWE777xzpFatWvlOCijdIO7555+PHH300e4kq1b1Fi1acFwn4a233op07drVXWCddNJJkerVq7u65c4774y8//777j2cE4Mv68mTJ5fSXhBPwPzAAw+4hriyPi/+888/rvdk++23d43cCipOPPFEFzjoOQU7t912W/T9y5cvL/PrU5ab/b/xdTvttJMbP6cluhRwabydxpDusMMObuKw9z6Nd6xdu7YdffTRqR2zVs7KuuA26XyDmnQdO/roo4+6ctV4f5W1xu5qIYKbbrrJ7rvvPncce2P827dv724sphV1jjrqKDcWHfHRvCCNv9XY1goV/lelark/TRg+++yzbePGja7MNS5Wa4xrUrHuzaL7tOjuqIif6od7773XjjjiCHdca+y5Jinqvjeai6WbEap+ueGGG+zcc8+1c845x90oTxPm9ahXrx7FnSAtNKBVZVR2GsOtZXt13Grs9k8//eTewzkx2LLWymZanhqlR4vBTJ482Z5//nn7/fff3XlPcxheeukld65Una7J3GV9XqxQoYKbTH7ooYfa6aef7lZ/0m9P8z90XaT5OH379nWTz3We0YpQZX59WibhTBqK7d7yWnLVaqBWrtiuc1pyKeswUNetWmSefPLJfMf0Tz/95FrLdWwLQ8tKh1e+ol4IjcWdNGlS9LmXXnrJjY+lh8K/OXPmRD777LPo33fffbfrlTjnnHMil1xySaRChQpumAP8ia0bdDyrJdQbOqmWUj1mzZq1zXsRbFnH1jVInoY/aYiwyl7DU9W7rLpDvUSal5iO9d52220Xadu2bWTp0qXR59WLoSFynTt3dr3h6XB8lNtm4CVLltg333xj7733nmsR9yJRLafnrdaiJbpi1wbWzZbUUqb151nBhbJOZ1WqVHEt4loJJ5ZadtXC7vUMqcXDW5ELidcf77//fr46Q9q0aeN6K7SSiMerY9S6Dn/U26l7VMi///1vt2KcVpdTC6+WitQSs1qRS6s/UU8nf0x7vcSbN2929YXuGq8WdN2EUCvm6A7y6ulU/UGPcurKmqWS/fFWidOKSd6N7zRaYv369W5ZX30fy5cvz7e8cqrrkSUFjg899txzT1enaflyrXbnUZ7Vg6FRCuq1SIfjo1wOhVLX1oknnui+kGXLllnDhg1d0KBboOsL84bn6KEfvA46rYGuu7lqDWNvCAko63Siykj3QtCQnNhuW1VK3jKRhQXLjzzyiOtm17GfDpVS2OsP0XOx1F298847c8d4H8e1jlvd5C72HjZeEKf7VxQM4vQdcDz7O6ZV3hpaoUDupJNOchcwGj6iu/vqxlwaYrn99tsn87WWW5R1etQfsUHcoEGDokGcbsarIE63G9C/ksp65Lsifotq1G7WrJlbgr/gfbxWrlxprVu3jgZNZS5SzqiLURNh+vfv75YtVZdXjx49Iq1atXLLuXldkLJs2TK3eoter1SpEqu3UNZpvUqOhjhpaTmtHqFjXKvk/Pnnn+51r3tUE1+11Km6TLXUadWqVTmuA6o/REPObr31Vrf0qVb2QOke17HHtkcrpxx//PGRtWvXUtylcEz//fffkddee82tNuMNx/HErqIDyjos9YdXT2sIkRaNadKkSfTYVp2txTh+/vnn0Jxfateu7YZKpYtyF1io8LXkYMElHm+++Wa3BvB9993n1iuWH3/80Y3d1cVXwQoVlHW6IFhOz/pDSwFefPHF7v3UH4kjiCv7Y1qraWl1HFmzZk2KcpS5KOvUCWPAPCeB84vug6R5IVqtKt3OL+UusNDkSS3B+emnn7q/N2zYEH3tmmuucTdkU5TrRYNaikwTXkFZpyuC5fSsP7QgxOuvv879QJJEEJcex7SWs/SOaSZpU9ZhEcYgbnYC55f//ve/7gbO6XjD4HIXWIjW7O/SpUv079gb4Gnd4jPPPDPf6jqgrNMZwXJ61R9qFfOkwwodYUUQl57nRFDWYRDWgHnfDDi/ZPyqUJrpv27dOrc2tEcrh2h2vdaYF02S2bp1q/t/rfOvbWJX1wFlnc40gVUTvAYOHOj+1prnmpgmI0eOdIsN6L4K3jrpWoSA+ycEV39s2LAh+l4mDwd7XN99993ub03W1uRi7r8S/DkR8aOs07f+0L1CvPNiWa1qtj5Dzy8ZHVj8+OOPdsopp7gbi2iJwnHjxrnn9f86sD744AN3wxGtDOAdWFpmTKtc6ItkqULKOh0RLKcG9UdqZepJNp1wTFPWmSpsQdyPmXx9Gsng8XWaKX/ddddFxo0bF+nbt2+kYsWK0RvcaQLMW2+95brKNMGne/fukTPOOMPdiOb7778v6+yHCmWd2rI+6qij3GplmrT1wgsvRIfsabxlnTp1Iqeddlpky5Yt0e7dc8891w1l+Oeff9K26zTdcEynvrw5roMvY86JqUFZp1bY6o85Gf5bzNJ/LMNoHf+zzjrLDfdQ5Ofp0qWL7bPPPvbQQw9Fn1OEq3tUaBsNe7r88svdjUhAWacbtXColUXrWHfs2NHdG+Hhhx+2r7/+2tq1a+dab6dMmWJXXHGFu/eKjn+tMz9p0iT76quv3LrzKBn1R2pxXAePYzp1KOvUClv9saocXJ9m5A3y1HW0evVqO+2009zfummIupI0/lZfkPzfxHV3p8J777033/tAWacbHbfXXXednXPOOTZs2DD3nLp3dSfWZ555xlWgunnVCSecYIcddli+ykh38AxDZZQuqD9Sh+M6NTimU4eyTp0w1h//lIPr04wMLOrXr28vvPCC7bbbbtE7D+sLady4sf3222/uOe/O2hqPV7169ehzoKzTUXmojNIF9UfqcFynBsd06lDWqRPG+qN+Obg+zdgrDu9L0wFUsWJF9/86uDT5xaMVAcaMGROdzBOmLy6dUNapq4wOPvjgaGUkqoy8ClLHr/4/dvIax3RyOKZTg+M6dTimKetME9b6Y7cMvz7NyB6LWDqg9IV5X4p3sA0YMMB1i82aNcsqVMj4YkgJyjo9KiOtfHHNNde44zpMlVE64pgOHsd1anFMU9aZJMz1R3aGXp+GL8dJ8L44fUFNmjRx6/jfd999Nn36dLfWMSjrMMnUyihdUX+kBsd16nBMU9aZJqz1RyQDr0/Tr5QD4B1gimaffPJJN2bt888/t/bt25d11jIOZZ0amVgZpSuO6dThuE4NjunUoaxTJ4z1R3YGXp9m7ByLwnTr1s39++WXX7plyUBZh1XBykgtMmGvjNId9UfwOK5Ti2Oass4kYa4/umXQ9WlG3seiOLrTou5cCMo6E6glplOnTvbDDz+wpGwKUH+kBsd16nBMU9aZJqz1x/oMuT4td4EFkGkypTICYnFcA0gW9UfZIbAAAAAA4Fu5mmMBAAAAIBgEFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZgAQAAAMA3AgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAo1duxYy8rKsgULFqS0hKZOner2q38BAOFBYAEAAADANwILAAAAAL4RWAAAAADwjcAizc2dO9fatm0bfVStWtXeeOONss4WgHLozTfftOOOO84aNWpklStXtl133dWGDBliubm5+d532GGH2d57720//vijdenSxbbbbjtr3Lix3Xfffduk+fvvv1v37t1t++23t3r16tl1111nmzdvTjhvgwYNcvMy4pknMn36dOvWrZvVqVPH1anNmze3Cy+8MN92eXl5NmLECNtrr72sSpUqVr9+fbv00kvtr7/+SjhvAFBeVCjrDKB4LVu2tNmzZ7v///vvv61Zs2Z25JFHUmwAUk4X6TvssIP17dvX/fvRRx/ZgAEDbO3atXb//ffne68uwI8++mg75ZRT7IwzzrBXXnnFbr75Zttnn33smGOOce/ZuHGjHXHEEbZw4UK75pprXMDy/PPPu3SDsnz5cjvqqKOsbt26dsstt1jNmjVd0PHaa6/le5+CCH3eCy64wOVt/vz59sgjj9isWbPsiy++sIoVKwaWRwAIKwKLEHnrrbfcSVgtewCQauPHj3ct/J7LLrvMPR599FG78847XS+G548//rDnnnvOzjvvPPf3RRddZDvvvLM99dRT0cDiiSeesP/85z/20ksv2emnn+6e6927t7Vp0yawz/Dll1+6oOdf//qXdezYMfq88u/5/PPPbcyYMTZu3Dg7++yzo8+r90XB0ssvv5zveQDA/zAUKkCffvqpnXDCCa4VTl3xRQ1hGjVqlOuJUHf7fvvtZ998802h79PJt0ePHkFmGQCKFBtUrFu3zlauXGkHH3ywbdiwwX7++ed871WPxrnnnhv9u1KlStapUyf79ddfo89NnjzZGjZsaKeddlr0OQ2buuSSSwL7FtRDIe+88479888/hb5HgUONGjVc77A+o/fo0KGD+1wff/xxYPkDgDAjsEiCusELOyFpPPGyZcuif69fv961vClwKMrEiRPdsIKBAwfazJkz3fs19lfd9bE01EAtbccee2wyWQYA3+bMmWMnn3yyu+iuXr26G07kBQ9r1qzJ996ddtppmzkPO+64Y745Cr/99pu1aNFim/dpCGhQDj30UDv11FNt8ODBbo7FSSedZM8880y+eR3//e9/3efRnA99xtiHhqQWrJ8BAP/DUKgEaULflVdeabvttptNmDDBcnJyopOsDz/8cBck3HTTTe45dfd7Xf5FGTZsmOv61zheGT16tE2aNMmefvppN/43dtKkxgWrVwMAUm316tXuolwBxR133OEmbqs+UoOI5k6obozl1Y0FRSKRQPJX2MRtKTixXO/TfI+vvvrK3n77bXv//ffdxO0HH3zQPaceCX0WBRUaClUYBRgAgG0RWCQoOzvbdd8fcsgh1rNnTzfRUJP6FFRoZRMvqIjHli1bbMaMGdavX7986Xft2tWmTZu2zTCoIIcHAEBxdBfsP//8001yVv3nUf2XLM25+OGHH1ywERsYqKEmUeoN8QIgb7iT1ytSmP3339897rrrLjd35JxzznGNRRdffLELmj788EPr3LlzvuFfAIDiMRQqCZozoVVLNMFPE/gUVCgYeOyxxxJKR2N21ZqmZQxj6e+lS5dG/1aXvOZdaIgUAJQFrwcitsdBjSOauJ0sDe3UJG/1IHg0X0OTuhOlYMCb2xY7HPXZZ5/N9z4NxSrYa6KlvMUbDqVVrFQ3ayndgrZu3eqCFwDAtuixSFLTpk1db4WGBuyyyy5upZOiuuL90njm2LkbAJBqBx54oOsV6NWrl1t+VfWd6kA/Q5s0DFRLuKr3V723msitNDWBO1EaKqp6WatP3XjjjS4Q0pBSDVvScrYeBRoKhjRXRMGIJqE/+eSTboiXN4dN9bqWmx06dKhb7ltpa3lZzb3QxO6RI0fmm3AOAPgfAosk6UJfQ5O06tO3337rbur08MMPJ5SGJg7q5FcwaNDfDRo0SDZrAFDqateu7VZSuv766+22225zQYYmbmsJ7GR7UxVATJkyxa6++mpXf+pvDUnS3DQt65oIXfi//vrrdsUVV9jtt9/u6tBrr73W5dObw+YFDeoB1rAn1bVquNFqVZpPoRvleTTfTatAPf7449a/f3+rUKGCW71Pn1lDpAAA28qKBDWTLoNpCJPuLKsJ3Gq90jrs+lutbg888ECh26h1Tyc9zcOIpeVldVLzghJNGlSr21VXXZVv8jYAAACQzuixSJAu/NWapkmHWipWrVh77rmnffDBB26uRePGjV3vhWhZwnnz5uWb5Khu9Vq1arngQbSKlIYW6EZNCjBGjBjhxgXHtrABAAAA6Y4eiyQoiNBNoQou/Tpr1iw3nlfrt3urqOhOrQUpkBg7dmz0b40xvv/++92EbU0ifOihh1xPBgCUdxs3btzmHhkFqbFGN+ADAJQtAgsAQNpSI0xJPbi6E7aGowIAyhaBBQAgbS1ZssTd8bs4mmTt3ccCAFB2CCwAAAAA+Mbk7TgnbOsmTtWqVQvsXhUAAABAutECsrrnj24QnZ1d/L21CSzioKCiSZMmpfX9AAAAAKGyaNGi6AJFRSGwiIN6KrwC1d1Z4+3lWLFihVslqqToDv5Q1qlBOacOZU1ZZxqOaco6E4XxuM5LIs9r1651Deze9XBxCCzi4A1/UlCRSGCxadMm9/6wHGxhRVlTzpmGY5qyzjQc05R1JgrjcZ3nI8/xTAcIRykAAAAASGsEFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZgAQAAAMA3AgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAQNrLy81N6XYAElchiW0AAABSKjsnxz675HZbM3dB3NvUaNnMDn5iSKD5AvD/EVgAAIBQUFCx6ru5ZZ0NAEVgKBQAAAAA3wgsAABAueVnDgbzN4D8GAoFAADKrWTmbgjzN4BtEVgAAIByjbkbQOlgKBQAAAAA3wgsAABA4CpUKH+DJMpq/kZ5LGukB448AABQKnQxrDkLBWVnZ1udOnWS2jbMgpy/kWxZZ2I5I30QWAAAgFLBROjUzd/ghoFIRwQWAACg1DAROtxl7adHg94QEFgAAADAodcJfhBYAAAAIIpeJ5SLVaE+/fRTO+GEE6xRo0aWlZVlb7zxRonbjBs3ztq0aWPbbbedNWzY0C688EL7888/U5JfAAAA/A93Oc98oeqxWL9+vQsSFByccsopJb7/iy++sJ49e9rw4cNdQLJ48WK77LLLrHfv3vbaa6+lJM8AAABgmFV5EKrA4phjjnGPeE2bNs2aNWtm11xzjfu7efPmdumll9q9994bYC4BAABQGIZZZbZQBRaJOuCAA6x///42efJkF5AsX77cXnnlFTv22GOL3W7z5s3u4Vm7dq37Ny8vzz3iofdFIpG434/kUdapQTmnDmVNWYeV7qHgR3HnTD9pB5VuWNMOY55LStsikaRWs3LDs7Kyks5P2K718pLIcyLvzejAonPnzm6ORY8ePWzTpk22detWNyRq1KhRxW43dOhQGzx48DbPr1ixwqUT75ewZs0a9+X5/SGBsk4HHNOUdSbiuC49uttzSTfBK8mqVavcubq00w4q3bCmHcY8x5N2ojcj9G5EuHLlykLTzcT6Iy+JPK9bty7u9DM6sPjxxx+tT58+NmDAAOvWrZstWbLEbrzxRjfP4qmnnipyu379+lnfvn3z9Vg0adLE6tata9WrV4/7i9MEc20TloMtrChryjnTcExT1uVVrVq1QpVuWNMOY57jSTvZYVbJ5ll1dcWKFW3HHXcMzbVeXhLXp1WqVIk7/YwOLNTzoF4LBRPSunVr23777e3ggw+2O++8060SVZjKlSu7R0H6AhI5cPTFJboNkkNZpwblnDqUNWVdHgV1vgzyPBzGtMOY5yDTLi7d4m76p+10gZ7MtmE6vyRS7hkdWGzYsMF1j8XK+b8vWF1AAACUN9xZGYgfNwxMTKgCi7///tvmzZsX/Xv+/Pk2e/Zs14XVtGlTN4RJS8o+99xz7nXNp9DSso899lh0KNS1115rnTp1cvfCAACgvOFCCUgMK1llaGAxffp069KlS/Rvbx5Er169bOzYsS5wWLhwYfT1888/3004eeSRR+z666+3mjVr2uGHH85yswCAco0LJQBW3gOLww47rNghTAouCrr66qvdAwAAAEgXeT7mYKTr/I1QBRYAAABAJsjOyUl4idzYZXLTEYEFAAAAUAbWJLlEbrpiHVQAAACgnKhQYMXU0kRgAQAAAGSQvNzcIu9JobuUF3VviqK2ixdDoQAAAIByPn+jRinM3SCwAAAAADLMmjKYv8FQKAAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsAABIQ8neqMrvDa4AIFncxwIAgDRUVje4AoBkEVgAAJCmyuIGVwCQLIZCAQAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAACg/AUWn376qZ1wwgnWqFEjy8rKsjfeeKPY90+dOtW9r+Bj6dKlKcszAAAAkOlCF1isX7/e2rRpY6NGjUpou7lz59qSJUuij3r16gWWRwAAAKC8qWAhc8wxx7hHohRI1KxZM673bt682T08a9eudf/m5eW5Rzz0vkgkEvf7kTzKOjUo59ShrClryc5Ovu2vuHOPn3TDmnYY8xxk2mHMc5BphzHPqSyPRK5lQxdYJKtt27YuWNh7771t0KBB1rlz5yLfO3ToUBs8ePA2z69YscI2bdoU1/70JaxZs8YFF34PHFDW6YBjmrLOROl6XFeoUMHq1KmT9ParVq2yrVu3lnq6YU07jHkOMu0w5jnItMOY51SWx7p16+LeNuMDi4YNG9ro0aOtY8eOLrAYM2aMHXbYYfb1119b+/btC92mX79+1rdv33w9Fk2aNLG6deta9erV4z5ZaS6Htkmnk1Umoqwp50zDMU1Z+1WrVq3ACjGMaYcxz0GmHcY8B5l2GPOcyvKoUqVK3NtmfGDRsmVL9/AceOCB9ssvv9jw4cPt+eefL3SbypUru0dBChASCRIUWCS6DZJDWacG5Zw6lDVl7UeQ550wph3GPAeZdhjzHGTaYcxzKssjkf2UyyveTp062bx588o6GwAAAEDGKJeBxezZs90QKQAAAAClI3RDof7+++98vQ3z5893gYLGgzVt2tTNj1i8eLE999xz7vURI0ZY8+bNba+99nITrzXH4qOPPrJ//etfZfgpAAAAgMwSusBi+vTp1qVLl+jf3iTrXr162dixY909KhYuXBh9fcuWLXb99de7YGO77baz1q1b24cffpgvDQAAAADlLLDQik5aFrAoCi5i3XTTTe4BAAAAIDjlco4FAAAAgNJFYAEAAADANwILAAAAAL4RWAAAAADwjcACAAAAgG8EFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZgAQAAAMA3AgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADwjcACAAAAQPkLLD799FM74YQTrFGjRpaVlWVvvPFGse9/7bXX7Mgjj7S6deta9erV7YADDrD3338/ZfkFAAAAyoPQBRbr16+3Nm3a2KhRo+IORBRYTJ482WbMmGFdunRxgcmsWbMCzysAAABQXlSwkDnmmGPcI14jRozI9/fdd99tb775pr399tvWrl27QrfZvHmze3jWrl3r/s3Ly3OPeOh9kUgk7vcjeZR1alDOqUNZU9aSnZ18219x5x4/6YY17TDmOci0w5jnINMOY55TWR6JXMuGLrDwS4Wzbt06q1WrVpHvGTp0qA0ePHib51esWGGbNm2Kez9r1qxxwYXfAweUdTrgmKasM1G6HtcVKlSwOnXqJL39qlWrbOvWraWebljTDmOeg0w7jHkOMu0w5jmV5aHr5niVu8DigQcesL///tvOOOOMIt/Tr18/69u3b74eiyZNmkTnacR7stIcEG2TTierTERZU86ZhmOasvaruMaz8ph2GPMcZNphzHOQaYcxz6ksjypVqsS9bbkKLMaPH+96IjQUql69ekW+r3Llyu5RkAKERIIEBRaJboPkUNapQTmnDmVNWfsR5HknjGmHMc9Bph3GPAeZdhjznMrySGQ/5SawmDBhgl188cX28ssvW9euXcs6OwAAAEBGKRdN6S+++KJdcMEF7t/jjjuurLMDAAAAZJzQ9VhofsS8efOif8+fP99mz57txoM1bdrUzY9YvHixPffcc9HhT7169bKRI0fafvvtZ0uXLnXPV61a1WrUqFFmnwMAAADIJKHrsZg+fbpbJtZbKlaTrPX/AwYMcH8vWbLEFi5cGH3/E0884Wa2X3nlldawYcPoo0+fPmX2GQAAAIBME7oei8MOO8wtC1iUsWPH5vt76tSpKcgVAAAAUL6FrscCAAAAQPohsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAOEILC688EKbP39+oa/99ttv7nUAAAAA4ZWSwGLs2LG2YsWKQl9buXKlPfvss6nIBgAAAICwD4XKysoq9Pn//ve/Vrt27VRlAwAAAEAAKgRVqo899ph7eEHF2WefbVWrVs33nk2bNtmCBQvs9NNPDyobAAAAAMIcWDRq1Mg6dOjg/v+HH36wli1bWt26dfO9p1KlStaqVSu76KKLgsoGAAAAgDAHFieddJJ7eG6//XbbZZddgtodAAAAgEwMLGI988wzqdgNAAAAgExfbrZHjx6FvnbmmWfaJZdckopsAAAAAAhzYPHBBx/YKaecUuhrp556qr3//vupyAYAAACAMAcWuodFwYnbHi01u2zZslRkAwAAAECYA4vGjRvb119/Xehrer5hw4apyAYAAACAMAcWZ511lt1111320ksv5Xv+5Zdftrvvvtvd4wIAAABAeKUksBgwYIAddthhbqJ2tWrVbPfdd3f/6u9DDz3UBg4cmIpsAAAAAAjzcrO6Ed4777zjJnF/9NFH9ueff7q5FV27drUjjjgiFVkAAAAAEPbAwnPkkUe6BwAAAIDMkpKhULE2bNhgq1at2uYRr08//dROOOEEa9SokWVlZdkbb7xR4jZTp0619u3bW+XKla1FixY2duxYn58CAAAAQMoDi0gkYkOGDLGddtrJza3Q0rMFH/Fav369tWnTxkaNGhXX++fPn2/HHXecdenSxWbPnm3XXnutXXzxxdw7AwAAAAjbUKjhw4fbsGHD7KabbrJbb73VbrvtNsvJybEJEybYli1b3HPxOuaYY9wjXqNHj7bmzZvbgw8+6P5u1aqVff755y5P3bp1S+rzAAAAACiDwOKpp56ywYMH25VXXumCiO7du7uhSbfffrudeOKJNm/evMD2PW3aNDdJPJYCCvVcFGXz5s3u4Vm7dq37Ny8vzz3iofeppybe9yN5lHVqUM6pQ1lT1pKdnfygguLOPX7SDWvaYcxzkGmHMc9Bph3GPKeyPBK5lk1JYLFgwQJr27at66WoWLGirV69Ovqhr7jiCjc0SfezCMLSpUutfv36+Z7T3woWNm7caFWrVt1mm6FDh7pAqLA7iG/atCmu/epLWLNmjQsu/B44oKzTAcc0ZZ2J0vW4rlChgtWpUyfp7TV3cevWraWebljTDmOeg0w7jHkOMu0w5jmV5bFu3br0Ciy0tOzff//t/r9p06Y2c+ZMO/zww93fK1eudBO600m/fv2sb9++0b8VhDRp0sTNBalevXrcJytNLtc26XSyykSUNeWcaTimKWu/atWqFVghhjHtMOY5yLTDmOcg0w5jnlNZHlWqVEmvwKJz58727bff2rHHHuvusj1o0CDXk6DeiyeffDLQe1k0aNDAli1blu85/a0AobDeCtHqUXoUpAAhkSBBgUWi2yA5lHVqUM6pQ1lT1n4Eed4JY9phzHOQaYcxz0GmHcY8p7I8EtlPSgILBRKLFy92/9+/f383FOrFF190Q5F0X4uHH344sH0fcMABNnny5HzP6UZ9eh4AAABA6UhJYNGyZUv3EPUEjBw50j2SoSFVsZO9tZyslpFVt42GWWkYk4KY5557zr1+2WWX2SOPPOJWpLrwwgvdnb9feuklmzRpUil9OgAAAAApH6Pz+++/u2FRXg9GoqZPn27t2rVzD9FcCP3/gAED3N9LliyxhQsXRt+vpWYVRKiXQve/0LKzY8aMYalZAAAAIGw9FvLEE0/YnXfemS+g0N2zdU+LSy+9NO50DjvsMLd6R1EKu6u2tpk1a1YSuQYAAACQNoGFlm/V/SvOO+88O+2009xyr5pA/fLLL7vlZrWslYYwAQAAAAinlAQWmpx944032r333pvv+RNOOMEFGXqdwAIAAAAIr5TMsdB9IAre/dpz1FFHJXTjDQAAAADlNLDo1q2bffjhh4W+pknVQd7HAgAAAECGDIW6+OKL3QTt5cuXW/fu3a1evXru/19//XW3/Ovjjz/u7sbtad++fSqyBQAAACBMgcVxxx3n/n322WfdQ3eUjV3Z6fjjj3f/6jm9lpubm4psAQAAAAhTYPHxxx+nYjcAAAAAMjmwOPTQQ1OxGwAAAACZfoM8z4YNG2zTpk3bPF+rVq1UZwUAAABAmAILLTd70003uRvirV69utD3MK8CAAAACK+UBBYXXHCBW/1Jq0PtvvvuVqlSpVTsFgAAAEAmBRa6h8Wjjz5q55xzTip2BwAAACATb5DXsGFDq1GjRip2BQAAACBTA4tBgwbZ0KFDi5xfAQAAACDcUjIU6swzz7TvvvvOmjZtam3btrWaNWvme103xXvzzTdTkRUAAAAAYQ0shg8fbvfcc4/Vr1/frf60bt26VOwWAAAAQCYFFgoqrrzyShs5cqRlZ6dk9BUAAACAFErJVf6WLVuse/fuBBUAAABAhspO1RyLyZMnp2JXAAAAADJ1KFTnzp3ttttusyVLlljXrl23mbwtp5xySiqyAgAAACCsgUXPnj3dvwsXLrQJEyZs87pWhdKkbgAAAADhlJLAYv78+anYDQAAAIBMDix23nnnVOwGAAAAQKYFFtWqVXNDnOKh961ZsyaorAAAAAAIa2Bx/fXXxx1YAAAAAAi3wAKLQYMGBZU0AAAAgDTDbbABAAAA+EZgAQAAAMA3AgsAAAAA5TOwGDVqlDVr1syqVKli++23n33zzTfFvn/EiBHWsmVLq1q1qjVp0sSuu+4627RpU8ryCwAAAGS60AUWEydOtL59+9rAgQNt5syZ1qZNG+vWrZstX7680PePHz/ebrnlFvf+n376yZ566imXRv/+/VOedwAAACBThS6wGDZsmPXu3dsuuOAC23PPPW306NG23Xbb2dNPP13o+7/88kvr3LmznX322a6X46ijjrKzzjqrxF4OAABKkpebWybbAkC5vfN2admyZYvNmDHD+vXrF30uOzvbunbtatOmTSt0mwMPPNBeeOEFF0h06tTJfv31V5s8ebKdd955Re5n8+bN7uFZu3at+zcvL8894qH3RSKRuN+P5FHWqUE5pw5lHZ6yzs7Jsc8uud3WzF2Q0HY1Wjazg58YUux+dX5LVlDphjXtMOY5yLTDmOcg0w5jnlNZHonUj6EKLFauXGm5ublWv379fM/r759//rnQbdRToe0OOuggd/LYunWrXXbZZcUOhRo6dKgNHjx4m+dXrFgR99wMfQm6m7j26ffAAWWdDjimKetM5Oe4rlChgtWpU8cFFau+m5vU/letWuXOS0Wlnayg0g1r2mHMc5BphzHPQaYdxjynsjzWrVuXmYFFMqZOnWp33323Pfroo26i97x586xPnz42ZMgQu/322wvdRj0imscR22OhSd9169a16tWrx32y0p3HtQ2BRbAo69SgnFOHsi4/ZV2rVq1QpRvWtMOY5yDTDmOeg0w7jHlOZXlosaSMDCwUfeXk5NiyZcvyPa+/GzRoUOg2Ch407Oniiy92f++zzz62fv16u+SSS+zWW28t9ERSuXJl9yhI703kxKOTVaLbIDmUdWpQzqlDWZePsg5qn0F+ljCmHcY8B5l2GPMcZNphzHMqyyOR/YTqirdSpUrWoUMHmzJlSr7WJv19wAEHFLrNhg0btikQBSeirm8AAAAA/oWqx0I0RKlXr17WsWNHNxlb96hQD4RWiZKePXta48aN3TwJOeGEE9xKUu3atYsOhVIvhp73AgwAAAAA5Syw6NGjh5tEPWDAAFu6dKm1bdvW3nvvveiE7oULF+brobjttttcN7f+Xbx4sRtHq6DirrvuKsNPAQAAAGSW0AUWctVVV7lHUZO1C86M183x9AAAAAAQjFDNsQAAoLSpAQoA4B+BBQAgoxV3h2sNndWKg0WtesLdsQEgfjTTAAAymt+7YwMA4kNgAQDIeH7ujg0AiA9DoQAAAAD4RmABAEgLyc5nYB4EAKQHhkIBAEI7F4J5EACQPggsAAAJ9Q4oAAhqW+ZCAEB4EVgAAOLGCksAgKIQWAAAEkKvAgCgMEzeBgAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADwjcACAAAAgG8EFgCQYXSH67LYFgBQvnGDPADIMNwdGwBQFggsACADcXdsAECqMRQKAAAAgG8EFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZgAQAAAMA3AgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAMpnYDFq1Chr1qyZValSxfbbbz/75ptvinzv2LFjLSsrK99D2wEAAAAox4HFxIkTrW/fvjZw4ECbOXOmtWnTxrp162bLly8vcpvq1avbkiVLoo/ffvstpXkGAAAAMl0FC5lhw4ZZ79697YILLnB/jx492iZNmmRPP/203XLLLYVuo16KBg0axL2PzZs3u4dn7dq17t+8vDz3iIfeF4lE4n4/kkdZpwblHJ6yzs7212ZU3H7TNe0w5jnItMOY5yDTDmOeg0w7jHkOMu0w5jmV5ZHIuShUgcWWLVtsxowZ1q9fv3wF17VrV5s2bVqR2/3999+28847u4Jp37693X333bbXXnsV+f6hQ4fa4MGDt3l+xYoVtmnTprjyqn2tWbPGXRz4PXBAWacDjulwlHWFChWsTp06vva/atUq27p1a6jSDmOeg0w7jHkOMu0w5jnItMOY5yDTDmOeU1ke69aty8zAYuXKlZabm2v169fP97z+/vnnnwvdpmXLlq43o3Xr1u5E/cADD9iBBx5oc+bMsZ122qnQbRS4aLhVbI9FkyZNrG7dum5YVbwXBuop0TYEFsGirFODci4/ZV2rVq3QpR3GPAeZdhjzHGTaYcxzkGmHMc9Bph3GPKeyPBKZmxyqwCIZBxxwgHt4FFS0atXKHn/8cRsyZEih21SuXNk9CtIJPpGTvC4MEt0GyaGsU4NyLh9lHeQ+g0o7jHkOMu0w5jnItMOY5yDTDmOeg0w7jHlOZXkksp9QXfGqWycnJ8eWLVuW73n9He8ciooVK1q7du1s3rx5AeUSAAAAKH9CFVhUqlTJOnToYFOmTMk3ZEB/x/ZKFEdDqb7//ntr2LBhgDkFAAAAypfQDYXS3IdevXpZx44drVOnTjZixAhbv359dJWonj17WuPGjd0EbLnjjjts//33txYtWtjq1avt/vvvd8vNXnzxxWX8SQAAAIDMEbrAokePHm51pgEDBtjSpUutbdu29t5770UndC9cuDDfWLC//vrLLU+r9+64446ux+PLL7+0Pffcsww/BQAASFSNls0CeX+i6Sa7DZDpQhdYyFVXXeUehZk6dWq+v4cPH+4eAAAgvPJyc+3gJ4YktV12Tk6ppxtP2kLQgvIklIEFAAAoX3QB/893t1re+vnxb7N9c6vY+q5STzfetIMOWoB0Q2ABAABCIXfpuxb5a1bc74/s2K7Ei/9k0o037SCDliCHhgHJIrAAAAAISFBBS1BDw4ThW0gWgQUAAEDIBDU0jDkn8IPAAgAAIISCGBoW5jknDA0rewQWAAAACPWcE4aGpQcCCwAAAJS7oCWMvSzpPgmfwAIAAAChx9Cwsh8aRmABAAAAhKCXJR2GhhWHwAIAAAAo50FLvPdPKQ6BBQAAKDWZNmYcCKvcgG4oWRwCCwAAUCqCnugKIL0RWAAAgFKhwODVByfaykXLE9quTpN6dur1PfgWgJAjsACAYuTm5VlOdnbKt61QgeoZ4fTn7ytsyS9/JLRNVlZWYPkBkDqcuQCgGAoMzhn5qf20eHVC5dSqcU0b1+eQpAKP7Oxsq1OnTsLbAWUtLzfPLhl+VdLbZudwXANhRmABIP4Ko5y2oiuomDV/VVoELfEELEBZUWDwzy9Pmm1aktiGVRpaxV17B5UtAClSPq8SgJALcnhOsq3oJaVdFnkujbTDGrQAZSESyU06QNC2WVlM3gbCjMAC5V5QF6VBXuwGOTwnqLTDmGcgUwW1JKwCgwnfD7flGxYnlHa97Rrbmftcl3CeAKQXAguUe2G8kA66pTuotMOYZyDTBL0k7Oxln9mC1T8mlG6zmnsSWAAZgMACCOmFNAAkgyVhAQSFwAIAgAwZshTv+1kSFkAQCCwAAMigIUslDVdiSVgAQSGwAAAgQ4YsxXMHay0JywRrAEEgsAAAIE19P3W2LZyzIO73N92rWYmBRdATrBtX2yWhdJPdBkD6IbAAACBNNWrROND3l7a8vFy7er8Hkt42O5v7WABhRmABAEAaSnYuhLbTcKeyoMBg8cD7bfOCRQltV7lZE2s8+MbA8gUgNQgsAABIQ8nMhYj3RnNBDlda8/5U2zj7h4TSrtp2bwILIAMQWAAAkKYSnQsRzzwIhisBCAqBBQAA5QjDlQAEJZSBxahRo+z++++3pUuXWps2bezhhx+2Tp06FfreJ5980p577jn74Yf/dct26NDB7r777iLfDwBAukh0yBLDlQCUpdAFFhMnTrS+ffva6NGjbb/99rMRI0ZYt27dbO7cuVavXr1t3j916lQ766yz7MADD7QqVarYvffea0cddZTNmTPHGjcu29UzAAAo7SFLrK4EoKyELrAYNmyY9e7d2y644AL3twKMSZMm2dNPP2233HLLNu8fN25cvr/HjBljr776qk2ZMsV69uxZ6D42b97sHp61a9e6f/Py8twjHnpfJBKJ+/1Int+yzs72t3pKUfsNKt2wph3GPKdz2mHMc5Bpl2Wea7RslnCa3jbFp534Ckve6kph/A6DTDuMeQ4y7TDmOci0w5jnVJZHItdXoQostmzZYjNmzLB+/frlK7iuXbvatGnT4kpjw4YN9s8//1itWrWKfM/QoUNt8ODB2zy/YsUK27RpU1z70ZewZs0ad8Hr98BBcGVdoUIFq1Onjq8iXrVqlW3dujUl6YY17TDmOd3TDmOeg0y7rPJca8cd7eAnhiSVbl5urq36669i853oCkve6kph/A6DTDuMeY4n7ezqrSyRJjW9v6zznI5phzHPqSyPdevWZWZgsXLlSsvNzbX69evne15///zzz3GlcfPNN1ujRo1cMFIUBS4abhXbY9GkSROrW7euVa9ePe6L3aysLLcNgUWwyrqsiwtS0zHdsKYdxjwHmXYY8xxk2mWVZ9U5rz440VYuWp5QmnWa1HN3yM608gg67WQvpDOxPCKRXKu0f/5RGfHQdqVdzt42Eqa0w5jnVBzXBdPVVIKMDCz8uueee2zChAlu3kVxhVS5cmX3KOwEksiFqy52E90GySnLsg5qn0F+ljCmHcY8B5l2Sen6GZ6TieURZNrfT51tC+csSCjNpns1c4FFJpZHUGn7uZAu6Y7efi7uyrKsk73PSVaWlXo5x1PW6Zh2GPMc1HFd1DGdyDEeqsBC3To5OTm2bNmyfM/r7wYNGhS77QMPPOACiw8//NBat24dcE4BoOxoiI2f4TnZOcWfrICykJWVE8gNA/1e3ClfQQUtZXGfk2TKOd6yTre0w5jnoI/reI7pjAksKlWq5JaL1cTr7t27R4fB6O+rrrqqyO3uu+8+u+uuu+z999+3jh07pjDHAJB6CgxuHT/T5q+If1ysNK9bze46u31g+QL8CtuFdNBBS7qUc7xlnW5phzHPQR7X8RzTGRVYiOY+9OrVywUIuheFlptdv359dJUorfSkZWQ1AVu0vOyAAQNs/Pjx1qxZM3fvC9lhhx3cAwAy0buzf7dZ81cltE275rUILFAupdPFXWld4AGzAwq0Miqw6NGjh1udScGCgoS2bdvae++9F53QvXDhwnxjwR577DG3mtRpp52WL52BAwfaoEGDUp5/AABQfgTZ2g2km9AFFqJhT0UNfdLE7FgLFiQ2oQ4AkHn8TGYHAGRwYAEAyEyJXszH8/6gJ7M3atE44XST2QYoqHG1XQJ5f6LphjXtMOY5HcqjOAQWAIC0aP1PNgAo6eJfr/m510Tx+86zS4YXvXhISdtm57AceSLK4kIpXeXl5drV+z2Q1HbFLVOabLphTTuMeS7L8igJgQUAIP6TToCt/8kEAPFc/Pu910RxFBgwOTc1grxQCrLVOCj6TIsH3m+bFyyKe5vKzZq4O7OXdrphTTuMeS7r8igJgQUAIG5Btv4nEwDEc/EfNCbnpkZQF0pBthoHHbSseX+qbZz9Q9zpVm27d1wXjommG9a0w5jndCiP4hBYAAASElTrP1AWF0pBthoHHbQA6YbAAgAAlGtBtRoHGbQA6YjAAgAyUKvGNVOyDcI5Ph+pE+RQFyDdEFgAQIbJzcuzcX0OSXrbnJibjKJ4DHUBgP+PwAIAMowCgyAnWAd534ZE0w4q3Xi3YagLAPx/BBYAkIGCmmAd5H0bkk07qHTjSVsY6gIA/0NgAQCImy6yA1t3PYm0g0o33rSxrap7tEjJNgDSD4EFACAhYVx3nV6F1Ijk5lrzsSOT3jarmBsoJhOAELAAqUVgAQBAORNUr4ICg1tffd3mr/wzobSb16ltd516ciBBSxABSyLbpFPa6ZBnZDYCCwDIQEFOsEa4Bd2r8O73c2zWwoUJpduuadMSA4tkgpYgA5Z4yiMd0y7LPAuBVmYjsACADBP0ZGWkThAt0kH2KgQt0aAlqIAl3vJIt7TLOs8EWpkRaBWHwAIAMgyTlTNDkEN/gupVCKsgyyOd0i7rPBNohT/QKgmBBQBkICYrh19QLdJAWSLQCnegVRICCwAA0lRQLdIA0sO7IezRKg4DaQEAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAb97EAgBK0alwzJdsAABBmBBYAUIzcvDwb1+eQpLfNyc4u1QCEgAUAkK4ILIAAW6SDbOkOY9phzLMCg1cfnGgrFy1PKO06TerZqdf3CCRoiSdgAQAg1QgsUO4F1SIdZEt3GNMOY54930+dbQvnLEgo3aZ7NSsxsEgmaIknYAEAoCyEMrAYNWqU3X///bZ06VJr06aNPfzww9apU6ci3//yyy/b7bffbgsWLLDddtvN7r33Xjv22GNTmmekr6BapINs6Q5j2mHMcyokGrTEE7AAAFAWQhdYTJw40fr27WujR4+2/fbbz0aMGGHdunWzuXPnWr169bZ5/5dffmlnnXWWDR061I4//ngbP368de/e3WbOnGl77713mXwGpJ+gWqSDSjesaYcxz0BJqu7RIiXbAEC6C11gMWzYMOvdu7ddcMEF7m8FGJMmTbKnn37abrnllm3eP3LkSDv66KPtxhtvdH8PGTLEPvjgA3vkkUfctgAAJCuSm2vNx45MetusnBwKH0DGCFVgsWXLFpsxY4b169cv+lx2drZ17drVpk2bVug2el49HLHUw/HGG28UuZ/Nmze7h2fNmjXu39WrV1teXl5cedX7lDdto38RHL9lrW123X93q7nTjgltV3unurZ27doij4mg0g1r2mHMczqmHW+6lXucYFmH7pdQnis1qBdX2ttd0dMqrfwrobQr1NkxkLSDSjeRtD+ZO9dWb9iYUNo1t6tqh7ZsWWLaZ7dvY112bR53ug1rVI8rz4mmm0jah+/a3HatWSOhtHeuXSuQfKdDeaRT2mHMc5BphzHPZVEeek4ikUjJiURCZPHixfpEkS+//DLf8zfeeGOkU6dOhW5TsWLFyPjx4/M9N2rUqEi9evWK3M/AgQPdfnhQBhwDHAMcAxwDHAMcAxwDHAMcAxZZtGhRidfqoeqxSBX1iMT2cihyW7VqldWuXduysrLiSkPRXZMmTWzRokVWvXr1AHMLyjo1KOfUoawp60zDMU1ZZ6IwHtdrk8izeirWrVtnjRo1KvG9oQos6tSpYzk5ObZs2bJ8z+vvBg0aFLqNnk/k/VK5cmX3iFWzZnJ30dWXFpaDLewoa8o503BMU9aZhmOass5EYTyuqyeY5xo14hveGKrB/5UqVbIOHTrYlClT8vUm6O8DDjig0G30fOz7RZO3i3o/AAAAgMSFqsdCNESpV69e1rFjR3fvCi03u379+ugqUT179rTGjRu75WWlT58+duihh9qDDz5oxx13nE2YMMGmT59uTzzxRBl/EgAAACBzhC6w6NGjh61YscIGDBjgbpDXtm1be++996x+/fru9YULF+ZbGejAAw9096647bbbrH///u4GeVoRKuh7WGgo1cCBA7cZUgXKOqw4pinrTMRxTTlnGo5pyrosj48szeAOJGUAAAAA5Uao5lgAAAAASE8EFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZggbSmGyACQKJY8BCZiHMi0h2BhY8TFSeu4KxcudL9q3uS5ObmBrin8k03l9yyZYv99ddf7m9OWsgE8+fPt5dfftnWrFlT1lnJaJwTU4dzYuqE8bwYSaPrUwKLOM2dO9fdUOT888+3MWPG2M8//2xZWVmhOODC5j//+Y/tsssudskll7i/c3JyCC4C8OOPP9oZZ5xhhx12mHXr1s2++uqrfDeXROle6I4ePdr69u1rH3zwQfQiAaXvu+++s06dOtmsWbPczVSFerr0cU5MHc6JqRPG8+LcNLs+Te/SSqMDbb/99nP//ve//3Vf3JFHHmlTpkxxBxw9F6Vf3lWrVrXvv//eLr300mhwwcVB6ZbxQQcdZLvvvrudcsop1qxZM1cxbdq0ieO5lOk4Vlm/9dZb9s4779jVV19tTz/9tDueqTtK16JFi+yEE06wXr162dChQ61Fixbu+a1bt7p/qUNKB+fE1OKcmLpyDtt58cd0vD7VnbdRtK1bt0bOPffcyDnnnBN9btasWZGLLrookpOTE3nnnXfcc7m5uRRjKZk8eXJk9913j9xzzz2RffbZJ3LppZdGX1u3bh3l7NPGjRsjJ598cuTyyy+PPvfUU0+5Y3zLli2RFStWUMalZMGCBZHddtst0r9/f1e2csstt0RatGjhvgeUrgkTJkQOO+ywaJ186623Rs4888zIKaecEpkyZQrFXQo4J6Ye58TghfG8uDVNr0/psSiBWrjUCtakSZPoc23btnWtYRqqc9ppp4WiqyxM9tlnH+vQoYNdfPHFdsEFF9i0adPs+uuvtwsvvNDGjRtn//zzT1lnMdQ0dvSXX36xvfbaK/qc/v7ss89s3333dY+xY8e659O1lSYMNDfozTfftHbt2rleCq+OuPbaa913oNYllC7V1TVq1HD/r5bH6dOnu95PDQvo2rWr6ykSjuvkcU5MPc6JwQvjeTEvTa9PK6R0byFUsWJF23vvve2TTz5xE3l23HFH93zdunWtX79+tnz5chsyZIi9+OKLVr169bLObkaoVauWzZkzx/1gNBRqhx12cGW9atUqu+6669x3oos2DY9C4qpVq+Yqz8cff9waNGjgKp5HH33UPXRc//vf/7aLLrrIdt11Vzv44IMp4iTp+FSd0LlzZ1fOHl3krl271v7880/KtpQ1atTIHc9PPfWUq6uff/55V5/I3Xff7eoTDRuIvXhAYjgnph7nxOCF8bxYMU2vT2lmj8Mhhxzixtg988wztm7duujzihI1nnf27NmsPlJK1BtRuXJl98P++++/bbvttnNjBfW8xktr/KAQVCRPF7bqDWrVqpW98MIL9sYbb9jw4cPduPRjjz3W9Q7pNZU7/NFkumuuuSZfK5cqeB3fOrY9mn+hQBr+KIhT4PDYY4/Zhg0b3AWZN69Cx3zz5s1dowUSb80Vb4W+Ll26cE4MuKy941b/ck4Mvqx1XlQrf7qfF1esWBFdlCJdf4sEFgX88ccfboLla6+95rrRRSsE7L///vbkk0+6A04t5x51j+kCIfYLReJlPXPmzGgErqBBQ6HmzZtnPXv2tE8//dTefvtt69Onj3uvfuDwd0wffvjhNn78eDc0pEKFCta4cePoxa8muurit2HDhhRzghYsWOBORl4rkcc7cYm6pfXw/u7fv79rSU+X7vUwlvXEiRPdczvvvLMdeuihLkjTCVWrcXnDANTzWbNmTXeRhvj98MMPrj6eMWNGtEHn1FNPtQMPPJBzYoBlreNW9Yb+5ZwYfFmLVoKaMGFC2p4XZ86c6YbFaRUoj36LBxxwQHr9FlM6oyPNfffdd5Fddtkl0qlTp0idOnUiHTt2jLz44ovR188//3w3mfjaa6+NzJs3z03muemmm9xE45UrV5Zp3jOhrF9++eXo64MGDYpkZWVFmjdvHpkxY4Z77q+//oo8+uijkV9++aUMcx7+cp44cWK+95x66qmRvn37RpYsWeImsA0YMCDStGnTyK+//lpm+Q6jf//735FGjRpFjjjiiMj+++8fadCggZtMXJCO47p160a++OKLyJAhQyJVqlSJfPvtt2WS50wq6/Hjx0df18IPDRs2jLRu3Try1VdfRb7//nt3XDdr1iyycOHCMs172PTu3dvVxfXq1Yt88803+V7r1atXZK+99uKcGGBZe4s+DBw4kHNiwGWtydAeTeROp/Pi7NmzIzvssEOkT58+hb5+3nnnpc31KYHF/9EXsdNOO7kvYvXq1ZHp06e7SvPCCy+MbNq0KVpggwcPjhx88MHugOzQoYM7oc2cOTOlX1oml/U//37iG+QAADt6SURBVPzj3qN/r7jiiugPPi8vz/3L6lulU86qQL0yveuuuyL77ruvq2APP/xwd8HGMZ2YuXPnRho3buxWfFLZ6uL1yCOPjIwZM2ab92pls3bt2rnVixRU6HtB6Zf1888/Hzn66KNdXa2LX63ExXGduGHDhrmVcq688spItWrVXKAWS0HcQQcdxDkx4LLevHmzu2j8+uuv3d+cE4Mra3nggQdcQ1w6nBe/++67SI0aNSI33nhj9DpIjSXTpk1zAYdHwU86XJ9m6T9WzmmcnSa6/P77726yX6VKldzz6g676aabXLdT7dq1o+/XpMtvv/3WTfZR1/tOO+1UhrnP7LJGasr5vffeczcW04o6Rx11lBuLjvho/s9ll13muso1aVhd6N4QSq1IpAl1qie08IBokp1WilL39EcffWRt2rShqEuxrFUf33DDDe55nd50ozwNYdCjXr16lHWCNAz1oYcecvWIyv7jjz92QzI0ZERDLVRfcE4Mvqzbt29vxxxzDMdvwGX90ksvuSFSOq7T4by4detWN/xJwzv1O9Nw8ZNPPtkWL17sboSn87iGjGtIqGj+hYZ3leX1KatC/d/4ZxW+JuboAkwnI41/1hhSjcv1ljf1xjvqizz66KNT/mWVp7IuuA3L+QZTzl7Z6njmmE6OKnrN+9HYVu9CV8v9vfLKK3b22Wfbxo0bo8Gc7r6ti1+dyLp372577LFHknstn+IpawXUulPxE0884Y55XZAheVpoQKuYKSjTGO4rr7zSHbcau/3TTz+593BODLasFTSzPHXqj+t0OC9WqFDBXn31VTd37PTTT3cNU8qj5pfp3K0gom/fvi6Q0HlGK0KVdZ4ZCvV/YsfNeV2MGlun7vPYMbl0pftHWadXOXtzWJA8r3xFXdMHHHBAZNKkSdHnXnrpJTc+NrbbGsGW9Q8//JDvvUhM7LBTlfHy5cujc7K2335799DNuAq+F8GWNcd06sram3ORDmU+Z86cyHbbbRdp27ZtZOnSpdHnNVRfQ+Q6d+4cWbVqVVrktdyuCrVkyRL75ptvXFeXWm29Li4tp+et1qIluhQdegYMGGBHHHGE645iBBllnSnHtG4cxjGdXFm///77+cpXNLRJLehaotDjfR+xNzJCsGWt1Vti34vEytnrJd68ebPr4VQvkFp1v/zyS7cUp4ZjqDdIw0foUU5dWXNMp66svVXQUl3mSwrkWY8999zTLZWt5cu9e/OIVrlTD4aGP6vXIh2Oj3I5FEpj5k488UT3hSxbtsydgHSB1a1bN/eFecNG9NBBqKEjd955pz3wwAPuLozMAaCs0w3HdPqUtRRcklDd1RrvqqE8oKzDckyr0UFDK3QX85NOOsldwEyePNnd3Vc35tIwy+23376ssx8qlDVlnczxoUbtZs2aufkUBe/jtXLlSmvdunX03idlLlLOqNtrjz32iPTv398tW7p48eJIjx49Iq1atXLLuXndYrJs2TK3eoter1SpEqu3UNZpiWM6PcvaG3p26623RmrWrOlW9gBlHbZj+u+//4689tprbrUZb4iIJ3Z5TlDW6SSMx/XyJM8vtWvXdkOl0kW5CyxU+FrLvOASjzfffLNbA/i+++6LrF+/3j33448/umW7qlatus2BB8o6XXBMp2dZaynAiy++2L2f+oOyDuMxrWV6teymrFmzpoxymDkoa8q6tM4vug9Sz5493TK46XZ+KXdzLDSmTst3bdiwwf2tVUTknnvucbdGf+yxx9wdn0Wrt1xxxRVurJ26fkFZpyOO6fQs6/r169txxx3nlpSl/qCsw3hMa/iFluTU8Awt15s2Qy1CirKmrEvr/KLVrLT8sIbnp9v5pVzex6JTp05u3oRO+N4kHo1nE63L3aJFC3vxxRfd35s2bbIqVaqUaX7DjLKmnMvbMb3rrru6defFm68FyjpT6mlQ1mERxuO6UwacXzK+x2L9+vXuRlRar9jz+OOPu9n1Wvdc9KUpSpRDDjnEbeMhqKCs0w3HdHqXtdfaJOlY6acryjoc50RQ1ukojMf1+gw9v2R0YPHjjz/aKaec4m4sohuFjRs3zj2v/x85cqR98MEH7oYj6n7yliBbvny5W+VCX2Q57MxJGmVNOWcajmnKOtNwTFPWmSiMx/WPIcyzlfflZvWlKbrT0lwdO3Z0yz1ecMEFbi3gdu3aueW89AVpDoWW6dIdF7V03qRJk+yrr76K3tUVlHW64JimrDMRxzXlnGk4pinr8nx8ZOQci1WrVtlZZ53lvgxFfh5Nftlnn33cZDSPuqF0jwpto2FPl19+uftyQVmnE45pyjoTcVxTzpmGY5qyLu/HR3qHPUlS19Hq1avttNNOc39rJQt1JelurPqC5P+W2nV3Krz33nvzvQ+UdbrhmKasMxHHNeWcaTimKevyfnyEI5cJ0jKPL7zwgh188MHub90OXRo3bhz9Yry7asdOmknXiTDpjLKmnDMNxzRlnWk4pinrTBTG47p+CPOcqIwMLGS33XaLRnkVK1Z0/68IUJNfPEOHDrUxY8ZEZ9yH6YtLJ5Q15ZxpOKYp60zDMU1ZZ6IwHte7hTDPVt6HQsVS1Be71q8XEQ4YMMCNXZs1a1baT4QJC8qacs40HNOUdabhmKasM1EYj+vsEOa5XPdYxPLmp+sLatKkiT3wwAN233332fTp061NmzZlnb2MQllTzpmGY5qyzjQc05R1JgrjcR0JYZ5LEr5QKAleFKgupyeffNKqV69un3/+ubVv376ss5ZxKGvKOdNwTFPWmYZjmrLORGE8rrNDmOeSlIseC0+3bt3cv19++aVbOxiUddhxTFPWmYjjmnLONBzTlHV5OT4y8j4WJd1CXTceAWWdKTimKetMxHFNOWcajmnKujwcH+UusAAAAABQ+srVUCgAAAAAwSCwAAAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAAQWAAAAAMoePRYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADwjcACAAAAgG8EFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZgAQAAAMA3AgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADwjcACAAAAgG8EFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZgAQAAAMA3AgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA3wgsUGreeOMNa9asWfTvvfbay9555520LOGFCxfaDjvsYGvWrCmzPJx//vl27bXXltn+AZS9zz77zHbaaScLs9WrV1tWVpYtWLAgkPTL8lzy9ttvu/Oazhc6xxV0zDHH2KOPPlomeQPSEYFFiOTm5YVqH3PmzLHjjz/egnDYYYfZiBEjkt6+adOm9vfff1uNGjVKNV/lEQES0kUkNzet9qF6qnLlylatWjVX1+y99952/fXX24oVK6LvOfjgg+33338PJK+60NcFvy78w6Kwuj3Ic0lJrrvuOhsyZIg7X3Tv3n2b199991274ooryiRvQDqqUNYZQPxysrPtnCfG2E9/LA2k2Fo1amDjLrk4JV/JP//8YxUrVrR0FXT+tm7dGljaYROJRCwvL89ycnLKOisIuaycHJt/fh/b+PO8QNKvukcLaz52ZELb3Hvvva5nUsf5Tz/9ZHfccYd16NDBvv32W6tfv35cdUWFCqk7Vad73Zxq8+fPt3322SepbSlLlEf0WISMgopZCxcG8kg0YFEr21FHHWXVq1d3J8off/wx3+vqPva6jseOHWtt27a1gQMHWoMGDezMM890z0+YMMFat25tNWvWtH333de+/PLL6PZbtmyxAQMG2K677upa/FS5z5w507X4afjAzTff7Lqn1RVdmGHDhtluu+3mtlUajzzySJEteWp1v+iii+yMM85wn2f06NGFpvniiy9amzZt3Ht23nln97lk1qxZdtBBB1mtWrWsbt26dtZZZ9mff/6ZrxXupptucuW1/fbbu1YuWbt2rWsF0+dQOXz++efRbdatW2eXXHKJNWzY0D0uu+wyW79+fb78P//889aiRQtXfvoMOpEVZcaMGXb44YdH83j11Ve759USd9JJJ1m9evVcq+ohhxxi//73v6PbDRo0yLUWqnz0uVWmr7/+unvtoYcesnHjxrmhAPoMGrJQ8LsvbJic/n/o0KG2//7723bbbeeOneXLl9s555zjPmujRo3cxdjmzZuL/DxAYRRUbJz9QzAPHwGLfq977rmnvfDCC+539OCDD7rnp06d6n6/xdUV+o1eddVVrqdVv9OePXvmG8b53//+10488UT3u9bv+5RTTnHPd+rUyf2roVb6feq3WpC3/8cee8ylf+CBB7rnP/zwQ7e9XtPv+q233opuo9/l5Zdf7vbVvHlze+WVV4rtdZg9e7b7/MnW7QXrE5Vhq1atXN5U72rb2H3369fPunXr5tJu3769ff/990V+L8uWLXP1vspOn//WW291wZzqb+VBjR4qE/1/YfVR7GctqixLM79AuiOwQNLOPvtsdxG4dOlSd8J68skni33/Dz/84FreNL9BF8STJ0+2G264wV2cr1q1ylWuJ5xwQvSC/JZbbnHvee+999wFuE5etWvXdidkDR9QS6BOuN5FekG68P/oo4/ctmPGjLEbb7zRvvjiiyLzp6BBF88KNvRvYWNtdXIfPny4e49aHBVkSHZ2tt1zzz3uJKXPuXjxYpf/WPqcd955p8tz165d3XPjx4+P7lPd6bo48IKdPn362Lx581x6OtH8/PPPrls+lj67ghpdmE+ZMqXQCwdRfhRUnHbaafbHH3/Yb7/95k6mohOnvku1zCn/7dq1c6+phdWj70AXGfqeFLApcPrll1/smmuuccGA8q7PpSEL8VJ5PPvss2673Xff3X12BZ1KV59XwY3KC8gkqgPVmPDJJ58U+Z6CdcWFF17ofnvfffed+52qAUF1kaixQe/RMCs1OKg+9hoNvvnmm2gjkNLSb7UwasTQ7011jPKl/Zx++umuTtN+H3/8cTvvvPNs7ty57v133XWXTZs2zdVNqn9ee+21hMrAT93+6aefuqBGedKQMtVpRx99dL5AS+eX++67z/766y/r2LFjtDwKo7pPPTQqVwU1CmC0rfKjPIgavPT/GtZWkoJlWdr5BdIdgQWSsmjRIlcJ33///a7FeY899nAt6sVRa7hagypVquS2GTVqlLvYVwuNLszVyqZ0dMLRRa0qYq/XQa1dLVu2dMFCvE499VRr0qSJ27ZLly6uRUgtSkVRC6Heo7wofwWpVV4X+7pA13vUcqiLcFGAoZYonaA0vKFv377b7EsnMF2cKz9Vq1Z1zyktBVO62FD5aVtNUtTFvoIEterrBFenTh27++677bnnnnOvedTqp1YutfDrZKVeicKoxUy9SgoAqlSp4j6fTuCi1tMePXq41lG9NnjwYPvPf/7jAhCPLvwvvfRSl0/lV+WpQMwPnWz1nWoIlC5k1OrqHU/6zP3793eBF5BpGjdu7C7YixJbV+iC9tVXX3X1pVq89TvVcKqJEydabm6uqy9U7+hiX6+pftXvMxGqUxRE6Lenh+pe9YB6dZ3qNvVavvTSS+79qpv0+1S9ozypJzpefut2XYSfe+65rmdVn1s9mzvuuKNNmjQp+h69rjpZ9VWvXr2KrBfV4KLGJ+VFPRLKg85RXk90MgqWZWnmFwgD5lggKbro1EWoLq49JZ0YdDLVScqj1jWdnGJPSmqJU2Wvlp0NGza4E0+ydPJTC5j2o8pe6anbvijqui6OWvk1BKEw6llQN756MXQhoP0VHKdcWPoFy0x/e59fwwVihw/tsssurit+5cqV0efUwu/RRUVRkzSV96LKcuPGjS7vCuh0seN9R9qPvrPi8ulHbHnoO1LeNbQi9gJEF05AptFvJ/ZYL+m3ofqkYN2l36l6J/Tb1pCi2KFGiVLjROxwLO1TF9zPPPNM9DkND1IjhFf/x9YJiTT4+K3b1fui4UOxVDaxE+AL1otez0Nhaek8FjvXRfWsn8n0BcuyNPMLhAE9FkiKWqo2bdrkxsV7NMSp2IMtJqgQ9Sbowl8XlN5D3frqJtd4V7X26II9nrQKUl7U8qPuZeVRaR977LH5hvckmqZOnkXlR70NugjXkCR17auHoOC+CktfFwUF86109PnV8hi7fKP+X13x6r1IVHF513egFjLN71DevX3G5r+ofBb1udT6p4sHz5IlS7Z5T+x2OhYUpMYeCxoqwAkWmUYX6G+++eY2F5vF/Tb0ty7mY38fqn/1G9RvW8MHC6vbSqrTinqf9qne2dj96beouQNe/R9bJxSs+4v7/fut2zVfpOCytvo7mSV7tY3KUUNA/aZVVP5LM79AGBBYhIxWbmrXtGkgD6UdL514Onfu7IIAtXhr7K26txNx5ZVXuqEvuqjVSVEnIk0YVEuOWt969+7tWtJ1AtLr2od3MlMLk06mRdFJUNvoYlUVvVrj//Wvf5kfGgo0cuRIN25WLYgKWDS+WHRBrpYqtehpmJg+VzzUKqgucV1saI6KTsDHHXecy7OGQ6hbXr0Imnei3h2Nc473YiGWxlZrvLUmpavXQ2WtoWxe3tVqp+55lZv2U5CGRil/yqfyq3xr+JT3Xfz666/5Lmw0vE1DpXTS1msaxlEcTdzXMXXbbbe5McpKS991UfNngOJWbqradu9gHnu08FXwGnevBg8FzRouGQ+1ZmtOhuZUeL2V6qnwFlBQfaHftIZFqmFGPZ0ff/xx9CJe9UVxdWVRdZ16K5SOeg2VvuZUaFUr0RwrDffxgh0NzYql37/mXehzqp5UA4/Hb92uYUPqjdZ8OdVHDz/8sKsf1XCUKAVmGjamuX4qOwVIGlKm76i0lGZ+gVCIIDS25uam1T5+++23SNeuXSM77LBDpH379pE777wzsvPOO0df1/+//vrr7v+feeaZSJs2bbZJ46WXXoq0a9cuUqNGjUi9evUixx9/vEtXNm3aFLnllltcOtrHPvvsE5k5c6Z77auvvorssccebrvjjjuu0Pzdfvvtkdq1a0dq1qwZ6dmzZ6RHjx6RPn36uNfmz5+vq+DIX3/95f7u1atX9LXiPPvss5G99trL5adp06bub/nss88ie+65Z2T77bd3n+fBBx90efMceuihkeHDh+dLS/u84IILIieddJLbbu+994588skn0dfXrFkTueiiiyL169d3j969e0fWrl1baP5F+VeaRfn6668jBx98sMtX3bp1I9dcc417fsmSJZEuXbq4PKisn3vuOZf2rFmz3OsDBw50ZXzhhRdGqlWrFtl1110jL7/8cjTdefPmue9f5azvSPQdHnTQQa6c9ttvv8i9995b5LHhWbZsWeT888+PNG7c2O1H5fzQQw+V+J0AnrytW9NqH/rdV6pUyf0OqlevHmnVqlWkb9++7lj3fPzxxyXWFfrdX3fddZFmzZq530aLFi0it956a/T1n3/+OXLMMcdEatWq5R6nnnpq9LXBgwe737v2MW7cuG3yWHD/nilTpkQOPPDAyI477ujq0SOOOCJaJ2zcuNHVR3pNv+Unn3zS1Rmql2TVqlWuLvd+x4899ph73ZNo3V6wvhg7dmykZcuWrkyVx2+//bbI8lOei7vUUf2n8tJn3GmnnSI333xzZMuWLdHXY+vCwsTur6iyLM38AukuS/8p6+AGQPrScrNaLrKwu84CAAB4GAoFAAAAwDcCCwAAAAC+MRQKAAAAgG/0WAAAAADwjcACAAAAgG8EFgAAAAB8I7AAAAAA4BuBBQAAAADfCCyQVqZOnWo1a9Yss/3rJnDNmjWL/r3XXnvZO++84zvdY445xh599NEiX+/evbu7EV0ytJ22Ly1+8pKO7r77bjvrrLOsvCrL39SCBQssKyvLVq9eXSb7T3ep/m4uueQSq1WrljVo0MDKi5Lq3rFjx1rbtm2trJx//vl27bXXltn+gdJGYBEieZHctNvH559/7iruHXfc0Z0g27RpY/fdd59t2bLFMsGcOXPs+OOP953Ou+++a1dccUWp5AmW0EVC//797cUXXwyk2Eo7qPOrvF/IR1JQRyayj8MOO8wqV65sO+ywg1WrVs01VLz88stlchyqrn7llVds/vz5tnTpUisvYuvesm64ymQESPBUiP4f0l52Vo49/PUNtnjdr4Gk37jaLnb1fg/E/X615KsleMiQIfb8889bnTp17Oeff7Z77rnHlixZYjvvvHNC+//nn3+SyDVSSd9RxYoVKXSkpaysHNvy1TmWt/anQNLPrt7KKu0/LqFt7r33XtciHYlEbPLkyXbyySdbp06dEq4f/VJA0bRpU6tRo0ZS2/PbL31bt24NINVw0u8jLy/PcnJyyjor8Ikei5BRULFg9Y+BPBIJWFQJXHPNNXbzzTe7k6aCCtljjz1cq7F30jz33HOtUaNGVr16devQoYN9/PHH27QuDxw40HXNn3nmmdHXHn74YWvYsKF7Xq9rf54XXnjBWrVq5VqeDjroIJs5c2a+FsJ+/fpZt27dXAth+/bt7fvvvy/yc/z+++921FFHRfP3448/5ntdw6I0PKqkfSvIqlevnguo5Ndff3W9ON7nVb5GjBgRTefVV1+1Fi1auJN87969tznBKN0uXbq4YQt635NPPlns95Gbm2tXXXWVy5cuHiZOnOie//e//+3K4e+//46+d/Hixa4V9Y8//igxL14L32OPPebSPfDAA0v8DtRafvrpp7vXdDzou1QreuwFyoABA2zXXXe12rVr24knnhjNi+i9o0ePtr333tt9L3p9zZo10deLOqZmzZpll112mfu+1UKsx8KFC7dpzZ03b547PlS2ykPs9+IdkwqW9X3Wr18/3+uxdFxomJW+e29/3ufTMajyqlu3rvXo0cNWrFhR5Henz/vII4/Ynnvuadtvv72dd9559tdff7nt9BnbtWvnAnaPvkt910pfeezZs2e0fHTBKjvttJPLz7hx//8ieMyYMdakSRNX5jfddFP0eZXRkUce6fKqY/a4445zPR+xLZE6LvT71LHUsmVLd1x41q1b54bY6Peqh76D9evXW1lRUBH5a1YgDz8Bi75nla1+F3Pnzi30Pfpd6bhXOev7vf3226N1n/5Vfas6UcfF7rvv7o69oo7DWA899JD7Dr3fhr7TwlrvY4dBFvbbL+n3od+g6gP9tnQ8qeHpzz//jL6unmzvt6/PuM8++0TrjpLqhYLBWuz5QvXA/vvvH/371FNPtQcffDBf3at8qHddvxWvnD777LPoNvH85j3qAVXvvL4HnetULvF8fuVFvz2dc/RbV2+KrF271pW98tS6dWvXuxTP78vroVTDnupwfV/6botrpJsxY4Ydfvjh0TxeffXV0XrlpJNOcmWgc8Ehhxzizh8eHRfqvb/ooovc595tt93s9ddfjx5fqms05EyfQT1zhZ0/Cw411v8PHTrUfXfbbbedO/8uX77czjnnHPdZVc/r+mLz5s3Ffh9ILwQWSMp///tf1wJW0tj1I444wn766SdXuepEcNppp7mK0vPDDz9YhQoV3MWNKkfR6zrZ/PLLL+7k9vTTT9tzzz3nXvv000/t8ssvt8cff9xdrCm9o48+Ot+Fp9LRcCxdnHXs2DFacRbm7LPPdhWYhgaoYizuAr64favC1efTRZ4qQZWLut8VHBT0n//8x+13+PDhrlx0UnzvvfeirysvutDTvrQfVcYKrqZMmVJk3t5//313IlB6d955p1188cWuHHXy04WghkB4VJZdu3Z1lXZJefG+D51gdHH7ySeflPgdqLx14vvtt9/cRb/3vXpuvfVW++KLL9zJU4GYLpBiLxLkpZdeso8++sgdFwr+lL+SjildgCsg0cWKTpJ66IIoloImfVcqF1206MSoY2X8+PH5hr/pJKcATAHajTfe6I7FgnQhoGFWSs/bn+hEqYs8fT79RnTi14myOG+++aZ7v35X//rXv+zQQw915bhq1Sp3IRcbCFx44YXu+e+++86lr4sIBRryzTffuH9VZsqPt1+Vj07aSl/7GTVqVDQ4UCth3759bdGiRe4702fXRWgslYMuaBQ0KvDRxYunT58+LljTb1kXrjpOrrvuumI/b3mkctb3vHHjxiLH9OuC+rXXXnMXmm+99ZY98cQT0WPzgw8+cP+vulGvf/jhh+63U9RxGEuNQLG/De9CuCQFf/sl/T6ys7Ndj/WyZcvc8aD33HLLLdH09P/qtVEdo8+gekmfOd56waN61Tt+Vc9rPzq2lV8FYHpNF88Fy1YX8rpo9srp4IMPLvEzFfT222+735vqJP0evv32W1efxPP5RWWvOlr7Vz0s+l51wa70dN5QUOUNZ4zn96XPpaBGv3GdJ2IbFGIpPyoX1Zmq//R7P+OMM6LHp84FqlOUf9Wnei22UU/fmxovVP8MGzbMnedUTjq+VNco7/pcKs94qTyeffZZt52+c312Bc9KV59Xx5/KCyESQajc/MHJkR4vtwzkobTj9fnnn6u2iWzcuDGh/NesWdNtK88880ykVq1akdzc3OjrH3/8sUt32bJl0efuueeeyBFHHOH+/+KLL45cdtll+dLcfffdI+PGjXP/f+ihh0ZuvvnmfPncYYcdCs3LwoULC93XzjvvHP1b///666/Hte9NmzZFWrdu7R77779/5J9//om+T/kaPny4+/877rgjcswxx+RLZ4899ogMHDjQ/f99990X6d69e77X+/fvH7nwwgsL/Rzabr/99ov+nZeXF6lUqVJk+vTp7u9HH33U7d/TsmXLyMsvvxxXXrzv46+//oq+Xlw5bN26NVKxYsXIt99+G33tpZdecml4edt+++0js2fPjr6uYyg7O9t9H6L3vvvuu9HX77zzzsjxxx8fifeYatOmzTblc9JJJ7n/1/uqV68e2bx5c/T1u+66K3LkkUdGt2/QoEG+7Vu0aBF55ZVXCt13bNqx758wYUL078WLF7vPpH8Lo9fee++96N+nn3565Mwzz4z+PWnSpEjjxo3d/y9fvtyV1apVq6Kv/+c//3FlrrKfP3/+Nt+XvsOsrKzI+vXro8917do18sADDxSan1mzZkUqV64c/V326tUr0qNHj+jrv//+u9vHypUr3Xt0rH311VfR17/44ovo9oXlJ2gb328X2TDBAnko7UTod1elSpVIjRo13L/67lTHxH43eq0offr0cb83+eijjyJ16tSJ/Otf/4ps2bKlxOOwoIK/jcL2rTSK++0n+vtQ3anXvd/+dtttF/nkk0+2eV889UIsHev6Hc+ZMyfy2muvud+M6gj9VmbOnOnOK0qzYN1b2GdO9DMdffTRkcGDBxf6WnGf38uLvtNY+n0VVgc///zzcf++fvrpp+jrOl6uuuqqQvOjY69Lly5x5V3fu9LW7110XLRq1WqbshgyZEj0cxT8bLHnT688Cp5fve9Gvvnmm22uCXS877LLLnHlGemBHgskxRv6pBaQoqgFRK1Q6jJV16m6adWqvXLlyuh7Gjdu7Fp5YlWpUsV1x3rU1eztRy2xsV2p0rx5c/e8J3bFE3U3F9aCJ2qxKWxfRSlp3xpepNZktSTfcMMNriemqP0W3E/s3+reVqueyst7qKvZG2ZVmNjPrBbyqlWrRnuG1KqkVjW1RE2bNs2Vv1qF4smLaMhC7JCJ4spBaasFXUNuPLG9BnpdvRnqXfE+m/JeqVIl12Je1HfofZZ4jqniKI/qqdH+PLvssku+40dDIWLF7j/efcSWj/anYyN2HwXF7lMtpwX/9o5hHRsqA5W3V3777ruv+w0VNyFXZaV0CvtM6nVSS6W+M71P34163WI/c8HvQ/S6ttXwltjPq/LU9vF+J5lOPVhqfVZPhYZAqXVWvX1F9TxqyJHqV7Wsq5fBK0e10g8ePNgNj9LrGu6j33SQCv72S/p9qGVdw2m8oYoatujlX8fKhg0b3G+3oHjrBY/G4au3QT2i6tlU2agn0/tbQ45ih1+WJJHfvFr5C/sMJX1+T8FeVCmsDtY5L97fV1H1ZSJ51/GpHgftS3n39hm7n6Ly6Udseah+029Fw7S840C9K+pBQXgQWCAp6rJUxTNhwoQi36PuXT0mTZrkLv5UYehkGdu1WjCokE2bNrlxlh4Nh1EA4o0djx3/LfpbzydKlX9h+ypKSfvWvAqNQ9UwEnWlq6u/qP2qgo8Vu19d4GmCp8rLe+hEoWAjGaqclZ4uaNTtrC5r78K6pLwU9h0VVw664NHk7tiLgdj0NBxBF7hff/11vs+nk5o3f6M4JR1ThR1PBfOuYCp2DHKyx09R+ytYPrrg14VAsvuIpWND+9RniC0/HceFBenx0HwQXfB5Q2w01E1if6dF0RhtHUuxn1f/r0DKa3zA/6dx8Mcee2yhS1jrAvKUU06xSy+91F2s6fjW8LPY70EXfl999ZX7TamMNQRFkvneNRZev7vY9As2XiSarvKr41BDcnQsac6Il76OFf32dfFdUDL1goIJL5DQ8B49YgONwiRTTgXpYrqwz1DS5y8uD4XVwUqntH9fxeVdc1I0/0JD0ZR3b5+x+S8qn0V9Lh1jqls8hTWOxW6n+k0NfbHHgH4HRTUOIj0RWCApag3SpFyNJ9W/3gQ1jdnXWFFVQKqcVCmqAtRJ84477oir5VcVjS52vBY+jQf3xoqrBUjjRzUWV+PlvX3rZJ0oVWKdO3d2Y2C9fRXVkljSvvW3Wn2vvPJKNy5acxV0kimMxq1qHKwujrWd5nWo3Dwaw66ToyZV6wJYj9mzZ7teh2TpO1FQofHD6lWJNy+JloNaEpWmAiydEHRR7U2i9L5blcv1118fDT60rTfZvCQlHVNqedTJS99nYTQ+WO/RJFFd7GvcsvLfq1cvS4bS0rEeO+Fd5aPJtPp8OiFq/oI3p8UvtUxqTL3GeHstiSpjbxKlLkRUxkWNDy+qTHVRpwBU34VaxeOlfem4Vy+Sxl1re4331zFcGhdxmcbrjdRch4J0PCpA1EW2Lhx1kR0790e//y+//NId9+qRVMu01yta2HEYT+OQGgG0Dy3+oAnJGqfvh44l9XKoxVvH//3335/vnKFGF/32dXGrC1bVucp3MvWCggfNR1I9o3lkKlP1CmouSMH5FR6Vk+qL2MakRCnwGzlypNuPeg+VllduxX3+4qi+j62DVYdpon9p/750HtU8LPWE6XjTRb83gV15Vw++FnBQvaX9FKRzg/KnfCq/yrcWmfDKVo1rsYGIFk/RcaXjWq/pXF4c9b7qvHzbbbdF58vo+PAmuSMcqPlDRkvCNqu5ZyAPpZ0ITRbUD14VjFby8LottRKQJkTrYk2rQ6iVRN23OhnG02qrilmTG7WNusY1Idq78NOkVl0I6kJZJ2D1mCgPya5NrpOqTgBqJVEFHnvRXVBx+9bwBJ04vRVVVPnqIkC9BAXpJKgJzWptVDq6gNDkZ49agDQkQkGOylEVtgKWonpA4qGhAbroV5l6Ew3jyUui5SB6TRdG6uLWfhVoxA490tCQAw44wJ389V0rCNMFQjxKOqaUplYYURkqPwV7X3QhpdZitczpIl1DwnThr+8+GVr9ShcRuqD3Pr+3Kpk+o3r1FBiq5bK0KED0hkBp3xoSos8jKg9N9NfqN3pP7IVpURRI6EJPFxQKtLVtInSRpc+pVa303ahVXhM7y4qWhM3asV0gD6WdKK3k5K1CpBWDFGQqsC1IvwVdeGkFIH2vd911V/SiTfT7V4+FfnM6dtVrpbIv6jgsid6vekoNK0pTDQU6bv3Q967fl9LWkCAN1yq4mpOGLKkM9B7lWxfMydQLOkcosFIdI6p/VTdpWx2LhVF9p3pLr6ucYldfipcCe31O1cnqLdXv0Ft5sKTPXxTVP/ouvGGvmuSv32Np/75UV6ohSfWCzitK11vYQ/WgzhF6XiuT6bsoSOcG9ZhpqJImlate84ZWacEQ9bTpNa1sJZp0rV4HHZf6jDqXF0f7V/kpHa06qPJVgFVULwvSU5YmWpR1JhD/zet0L4uw7wNlQydsDbXwVhBKFbVY6UJKq7YAQd+8TveyCPs+gHSjRjP1nMcuHwsUhh6LEEnFBT9BRWbSpO3p06e7LvSgKYDQvtRmof9Xq5VaJoGgpeKCn6ACAIrGnbeBDOd1X6tLPdm77iZCq7tonoGGmGl/6iXRmFkAAJDZGAoFAAAAwDeGQgEAAADwjcACAAAAgG8EFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZgESJ5uXkZsY9UW7BggWVlZdnq1astbDZt2mQnn3yy1axZ0zp16pSSfV522WV28803p2RfQGnKzcsL1T6mTp3qftupcskll1itWrWsQYMGKdsngPKFG+SFSHZOtj1x3SP2x7zFgaTfqEVju2T4VXG//7DDDrPPPvvMZs2aZa1bt3bP6eJ9xx13tPnz51uzZs3iSqN79+527bXX+sp7pnrllVds7ty5tmzZMqtcuXJK9jl69OiU7AcobTnZ2XbOyE/tp8XBNCK0alzTxvU5JO73q37TXe8rVqzoGjeaNm1qgwYNKvU70SvN2bNn2xtvvFHkez7//HNXn6huTsWNMgGUTwQWIaOgYuGcBZYuFET069fPJk2aVCb737p1q+Xk5LiTdtj8888/7oKjOLoI2H333ZMOKuLZB5BJFFTMmr/K0sW9997rGk4ikYhNnjzZ9UCq93HnnXdOaT5UlyiwSTaooC4BEA+GQsGXK664wr744gv79NNPC31dvRkHHXSQ636vW7eunXXWWfbnn3+6166//nrX46FhNzvssIMdc8wx7nkFCWp984wYMcK1/Hn0+iOPPGJ77723bb/99vb333/bsGHDbLfddrNq1arZrrvu6l6P1+bNm93wH+WxefPm9tRTT7l9aAiV/Otf/7KOHTu6E3LDhg3dZ964cWN0e+1bJ2ztW700Y8aMKXQ/Y8eOtbZt29rAgQPdUIQzzzzTPT9hwgTX46MhEfvuu699+eWX0fIZMmSIvfPOO658tJ2Xn3bt2rn8tG/f3j788MPoPs4//3y76KKL7IwzzrDq1au73geV3U033WRHHHGEK6/999/fFi9e7Fo59Z3stNNO9vrrr+dLw+tB8oaRPf/889aiRQuXR72uiwyPWkH1mvLTu3dvO/74413aAP4//Y6OO+449xtSL2RhXnjhBVevqS5RnXL77be7gET0r+pK1R36bavBQXWDeinuvvvuaD2hR0EPPfSQ+21+//337nX9hgsbhqXeY++3673+2GOPubwceOCB0TpM9VK9evWsfv36rn6Op76XLVu22IABA1wdrc+4zz772MyZM91rqlO812rXrm0nnnii/fHHHxxCQMgQWMAXnUB0srvlllsKP8Cys+2ee+5xQ3l++OEHd0HrvffBBx+0gw8+2LXoKTh49913497v+PHj3QX22rVr3cWyWv8++ugj97cu7G+88UYX8MTjzjvvtOnTp9ucOXNcQBN7kS1Vq1a1J5980latWuXS/Pjjj10wIf/5z3/stttuc3lZt26dff3118XOhVAZVKhQwRYuXOgu1tWCecMNN7gTttJX788JJ5zgTsYqn/79+7sLdZXP4MGDbd68eXbSSSe5Cw69R6/rBKzWSM+LL77oggsNS9O/3nO6uNA+dEI/9NBD3Xe3ZMkSl64uOmKDhYL03eii4ccff7QpU6bYuHHjop//vPPOc4Gc8qPP/v7778dV7kB5kpeXZ2+++aZrlNDFeWF0Qf3aa6+5euytt96yJ554wtV18sEHH7j/14W4XleDgoILBQOx9YQeBV1zzTWukUEX8npd9U08VKf9+9//tp9//tk++eQT95zqye22287V5RMnTnR17S+//FJifS/6f9V57733nvsMapTQZ5Zbb73V1a8asqV6SZ/Na3wBEB4EFvBNrdu//fZboeN727Rp41qwNBxHrVt9+/Z1LWF+qQW+UaNGboiQTmannnqqNWnSxLUKdunSxbp16xb3fnSy1glPvRFqdfd6BjwKftRDoCFXu+yyi1166aXRtPWcWhJ1stUFgz6jN9+kMEpfJ9BKlSq5k/OoUaPciVk9D/ocp5xyiu2xxx7u5FsYncjVA6H3KUA57bTTXPkqcPAcddRR7vMrPe1Dzj33XNtrr71ceWkoxvr1693FhtLwWhX1HRZFLYkKSFTmRx99tM2YMSOaH/WE6DmlpQBFFwQA/keNBWr5VwOIfrdqiFBrf2HUa6vfj+oxBR/6bXp1jepQLeagukaNAOpFCPq3pmBIgYLqEa8uqVOnjutNVX5UF6mX1uthLq6+Vz35+OOPR3uX9RlbtmzpGoX02qOPPupeUz2s+lENPgo0Fi1axKEEhAiBBXxTi74uxtVqlpubm+81r4VdF6TqvtcF7sqVK33vUyfVWGpB18W5WuF1EteFebz7UXe7gpKi0v7222+ta9eu7kSpz6DP6aWtbvtnn33WtdjrdV3Uxw7jKqhx48bugt+joUZKT3n2HtpeLX2F+f3337eZFK9gR88XlX9R3jy6QCj4txTW0umJXUVGF0hqySys7IraP1BeDR061PUequFBQ6BUX+gCuzDq7dOQI128qxFCvQxeXaMGE/UuqrdSr6sxJbanMghqTCg4XCq27ihYHxRX369YscI2bNjggoqC9B41dhxyyCHRelB1jgIMAgsgXAgsUCo05EatWzppxtLcBV1MawiNur41htgbM+wOwJiL7NgTlU5AHnWLb3PgxmynYUW9evWy++67z5YvX+5O4scee2y+/RRHJ8HYk5fSi6VWQ53Uf/31V/cZNJ45Nm3NZ9DwKHX/q8VOQ4OKUvDz6qJcQ56UZ++hE2xRQ8s0H8Kb++HR33q+qH0EqWDZFVZ+AP5Hc5FUN2k+REGaf6AeDfWIqmFhzZo1rv6MrWs0v+urr75yvzH1PqrXMdnfvOZaKNiJTb9gXZtousXV95pzoUYMBR8FaTiUXtNQ0ti6UPlToAUgPFgVKmS0JGw6pq0hQXfddZc7KcbSyUWtXmq90gXo/fffv03rlzc+16OeB80/0Hh9jdPV/xfX5a+Wdp28NLxAJ0L1VmjOg9Zsj4cCBwUl6sJX74smJhb8DN5Qhp9++slNZtT7RC2QOslrW7Wu6WStIUHxuvLKK91QMk3a1ufWiVSTtzUcKjZY8PTo0cMNEdBYbU0E1ThsTZzXMIKyoKBK37vK+/DDD7fnnnvOzbsAyoqWhE3XtNUIoPpJ8yIKW0RCQ510ka2gQRfZGqbpXVir51RDoLSQhOof1UfeIhKqRzWUUavkxVv/qE7VkCXtQ3MZXnrpJTePyltEIxnF1fca+qShkhpGpX2qt1d1RZUqVdxwKAUlek29NGpw0fBMzSNRnQcgPAgsQkQ3r0vkPhPJ7kP3y0iGuuZ1IoldBURjZhVsaC6BTmTqGtcYYY8uqrVCiS7cdXGulryHH37Y9UDouc6dO7v/11rwRdlzzz3dvAVd2GooliYz6xEvjXlWb4PS0fADTUZ/++23o0u8atiCxgrr+Q4dOriTsC7svVZGDU1QC52CGvVYxDsxUjRRWxcTOuGqR0T7VECl8iqqxVOTOzVuWz0jGgalyeb6tyxojLR6qS6//HI3nEGBhr6HVN1zAyh487pE7jOR7D50v4x4qd5QHSOq09QroTlLBemCXL97NYiosUTzF3RR7fUI6qJdF95qiFFAcMABB7hGDtF9MXSxrl4BNbLEczNQXfxrUQrNV1MDh+pmzc3yo6T6Xgt1aNUpDS3VeUKr8Kn+UGChIWNq4FH9sXTpUhdgaf4WgQUQLlmReMeLAOWEghid1HXBH8b7Y5Q1BRu6cDrnnHPKOisAACCFmGOBck/zMjRHQr0dmoys3gD1vhBUxEe9O5q8qaEcmi+icdpaJQoAAJQvBBYo9xRQXHfddW4YlJZ41ORDDcdCfLSSjYYyaKUaLXureR/e2vQAAKD8YCgUAAAAAN/osQAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EViESF5ubkbsI2jNmjWzN954w9LB1KlT3d12/dprr73cXckBAADSVYWyzgDil52TY59dcrutmbsgkGKr0bKZHfzEkLjfr7tT6y7VFStWtEqVKlnr1q3dDdI6dOjgLqi7dOli22+/fb5t7rjjDuvbt6+NHTvWLrjgAnd35hdeeCH6+tKlS61JkyZuu9WrVxe63/PPP9/Gjx/v9hnr119/tXr16llp0X4UFIwYMcLK2pw5c8o6CwAAAMUisAgZBRWrvptr6eLee++1a6+91jZt2uTuWH3SSSfZ77//7l7TDeeKCg5EN1WbPHmyrV271qpXr+6ee+6556xFixbu7s3FueKKK9Lign/r1q1WoQI/IwAAAIZCoVRUqVLFLrroIlu8eLH9+eefcW2j3oBu3brZhAkTos8988wzriejNH344YfWqVMntz8NKdKdoT15eXn20EMP2R577GHVqlWz3Xbbzd577z333Lhx4+zRRx+1HXbYwW3n9dLcdNNNdtRRR7lelXfffdeWLVtmZ5xxhtWtW9eaNm1qt956qws4CnrzzTdtl112sUgkEn3uq6++slq1arnAbP78+da1a1cXkOm5zp0724YNG7YZ3lXc+wAAAMoKTa0oFbqwHTNmjOuFqF27dtzbKYgYMGCAXXLJJW5YVXZ2tgsCSst3331np59+ur366qsuKPjyyy/tuOOOs2+++cZatmxpjzzyiOv5ePnll619+/a2aNEiW79+vR199NE2c+bMQodCaRiX5jvsu+++LiA4/vjjrUGDBu6CX0HVscce64KO/v3759tO+7300kvtk08+cXnxAqmzzjrLBWYKSNRbo2BFvv3220J7Q+J9HwAAQCrRYwFfNPxJF99qif/555/z9QasWbPGvRb7mDJlSr7t1fL+xx9/2E8//ZRQb8Vjjz2WL10FCYV5/PHH3VyJww8/3AUtBx10kAsEXnrppWg6gwYNcvNCsrKyXI9Dq1atit332Wef7YIfvX/VqlX20Ucf2bBhw1zPhgIrXfgr+ChIF/+9evWKvqagZOLEidHPrLkqGgK2YMEC9/8HHnjgNvNIEnkfAABAKhFYwJehQ4e6eRSadK0hRJrA7fHmWMQ+jjjiiPwHYHa29ezZ00aNGuV6Fc4777y49nv55ZfnS3fu3MLnnejie/To0fmCEA1JUjAjv/32mxv+lAgFHx7NJ1FvQ/369aPPKcjy5pkUdOGFF7rP+ffff9vrr7/u0urYsaN77f7777fGjRu7YEtDnxTwaKhWQfG+DwAAIJUYP4Eypx4F9ThoqJAu0NV7UVq0wlSfPn3snnvuKfR19TDMmzfPDjjggG1eU9BTmNjnd9ppJ9fzoHkWXnChYEbPF0afs02bNvbKK6/Yiy++mK+HRitaaU6HfP/993bkkUfaPvvsY6eeemq+NOJ9HwAAQCoRWISMloQNY9rF0XwBzTuI7QkoLZrToPkSmiR+yCGHuEnV3twJDXnS64MHD3YX5rrg9+ZY6DUFClrmVZOtNeypMOo50LK6N9xwg+sZ0RyLu+66yw15KoomuWtZXgU0sUvtanjW/vvv74Ih5S8nJ6fQuRPxvg8AACCVuBoJEd28LpH7TCS7D90vozRojoXmHcTShbwuqgvS3IdEqMVek8VjffbZZ9auXbt8z+lv9QzcdtttridEvQ1t27a1Bx54wL1+zTXXWG5urlvVScOjGjVqZA8//LALLC6++GL3vFZe0kW8JoIXRvfUuOqqq1zvR9WqVd29ObRyVFGUpnpRjjnmGLeSlGfGjBnuHh9//fWX7bjjji4AOfHEE7fZPt73AQAApFJWJHbtSwApseuuu9rIkSPdRHIAAIBMwORtIMV03w71kqjHAgAAIFMwFApIIQ2x0hK1zz77rJsbAQAAkCkYCgUAAADAN4ZCAQAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA8+v/Af2Zg2fKa22YAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "pp_constrained.plot_impacts()" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "3b4edf7c", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2026-02-10 15:58:56.630\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mdynamic_characterization.dynamic_characterization\u001b[0m:\u001b[36mcharacterize\u001b[0m:\u001b[36m108\u001b[0m - \u001b[1mNo custom dynamic characterization functions provided. Using default dynamic characterization functions. The flows that are characterized are based on the selection of the initially chosen impact category.\u001b[0m\n" + ] + } + ], + "source": [ + "pp_constrained.get_characterized_dynamic_inventory(\n", + " base_lcia_method=method_climate_change\n", + ")\n", + "\n", + "pp_constrained.df_dynamic_inventory.to_excel(\n", + " \"data/dynamic_inventory_constrained.xlsx\"\n", + ")\n", + "pp_constrained.df_characterized_inventory.to_excel(\n", + " \"data/characterized_inventory_constrained.xlsx\"\n", + ")\n", + "pp_constrained.df_production.to_excel(\"data/production_constrained.xlsx\")\n", + "pp_constrained.df_demand.to_excel(\"data/demand_constrained.xlsx\")\n", + "pp_constrained.get_production_capacity().to_excel(\n", + " \"data/capacity_constrained.xlsx\"\n", + ")\n", + "pp_constrained.df_impacts.to_excel(\"data/impacts_constrained.xlsx\")" + ] + }, + { + "cell_type": "markdown", + "id": "cfcab747", + "metadata": {}, + "source": [ + "## Scenario 4: Baseline Design Under Evolution\n", + "\n", + "How much worse is a portfolio optimized for a **static** background once the world actually **evolves**? We take the optimal design from Scenario 1 (baseline / no evolution — installation and operation decided under a frozen 2020 background) and evaluate its climate impact under the Scenario 2 evolution conditions (evolving REMIND-EU SSP2-NDC background + vintage improvements).\n", + "\n", + "The design is fully fixed: every `var_installation` and `var_operation` is locked to the baseline optimum, so there are no degrees of freedom left and no re-optimization is needed — we rebuild the evolution-structured model and simply evaluate its objective expression. `var_installation` and `var_operation` are already in real units (see `PostProcessor`), so the variables need no rescaling; only the objective is denormalized (`scaled_obj * fg_scale * cat_scale`), exactly as `solve_model` does.\n", + "\n", + "Comparing this fixed baseline design against the freely-optimized evolution design (Scenario 2) — both under the same evolution conditions — quantifies the penalty of having designed for the wrong background." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f06552cc", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2026-05-28 10:02:59.505\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m116\u001b[0m - \u001b[1mCreating sets\u001b[0m\n", + "\u001b[32m2026-05-28 10:02:59.508\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m158\u001b[0m - \u001b[1mCreating parameters\u001b[0m\n", + "\u001b[32m2026-05-28 10:02:59.657\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36moptimex.optimizer\u001b[0m:\u001b[36mcreate_model\u001b[0m:\u001b[36m448\u001b[0m - \u001b[1mCreating variables\u001b[0m\n" + ] + }, + { + "ename": "NameError", + "evalue": "name 'postprocessing' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mNameError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[34]\u001b[39m\u001b[32m, line 36\u001b[39m\n\u001b[32m 32\u001b[39m fg_scale = model_fixed.scales[\u001b[33m\"foreground\"\u001b[39m]\n\u001b[32m 33\u001b[39m cat_scale = model_fixed.scales[\u001b[33m\"characterization\"\u001b[39m][\u001b[33m\"climate_change\"\u001b[39m]\n\u001b[32m 34\u001b[39m obj_fixed = scaled_obj * fg_scale * cat_scale\n\u001b[32m 35\u001b[39m \n\u001b[32m---> \u001b[39m\u001b[32m36\u001b[39m pp_fixed = postprocessing.PostProcessor(model_fixed, plot_config={\u001b[33m\"figsize\"\u001b[39m: (\u001b[32m8\u001b[39m, \u001b[32m4\u001b[39m)})\n\u001b[32m 37\u001b[39m \n\u001b[32m 38\u001b[39m \u001b[38;5;66;03m# Load evolution results from disk (no need for m_evolution / pp_evolution in RAM).\u001b[39;00m\n\u001b[32m 39\u001b[39m \u001b[38;5;28;01mwith\u001b[39;00m open(\u001b[33m\"data/paper/evolution_results.json\"\u001b[39m) \u001b[38;5;28;01mas\u001b[39;00m f:\n", + "\u001b[31mNameError\u001b[39m: name 'postprocessing' is not defined" + ] + } + ], + "source": [ + "import json\n", + "import pyomo.environ as pyo\n", + "from optimex import optimizer\n", + "\n", + "# Load the baseline design from disk (no need for m_baseline in RAM).\n", + "with open(\"data/baseline_design.json\") as f:\n", + " baseline_design = json.load(f)\n", + "obj_baseline = baseline_design[\"obj_baseline\"]\n", + "\n", + "# Rebuild the evolution-structured model (same as Scenario 2). This is the ONLY\n", + "# optimization model that needs to be in RAM for Scenario 4.\n", + "manager.load_inputs(\"../data/2026-05-28_model_inputs_2050.json\")\n", + "optimization_model_inputs_fixed = manager.override(\n", + " existing_capacity=existing_capacities,\n", + " vintage_improvements=vintage_improvements,\n", + ")\n", + "model_fixed = optimizer.create_model(\n", + " optimization_model_inputs_fixed,\n", + " name=\"baseline_design_under_evolution\",\n", + " objective_category=\"climate_change\",\n", + ")\n", + "\n", + "# Fix the design to the baseline values (already in real units, see PostProcessor).\n", + "for p in model_fixed.PROCESS:\n", + " for t in model_fixed.SYSTEM_TIME:\n", + " model_fixed.var_installation[p, t].fix(baseline_design[\"installation\"][f\"{p}\\t{t}\"])\n", + "for (p, v, t) in model_fixed.ACTIVE_VINTAGE_TIME:\n", + " model_fixed.var_operation[p, v, t].fix(baseline_design[\"operation\"][f\"{p}\\t{v}\\t{t}\"])\n", + "\n", + "# Denormalize the objective exactly as solve_model does: scaled_obj * fg_scale * cat_scale\n", + "scaled_obj = pyo.value(model_fixed.OBJ)\n", + "fg_scale = model_fixed.scales[\"foreground\"]\n", + "cat_scale = model_fixed.scales[\"characterization\"][\"climate_change\"]\n", + "obj_fixed = scaled_obj * fg_scale * cat_scale" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "1caaa841", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Baseline design @ baseline background (Scenario 1): 4.62873e-06\n", + "Baseline design @ evolution background (fixed): 4.40604e-06\n", + "Evolution-optimized design (Scenario 2): 1.81746e-06\n" + ] + } + ], + "source": [ + "from optimex import postprocessing\n", + "\n", + "pp_fixed = postprocessing.PostProcessor(model_fixed, plot_config={\"figsize\": (8, 4)})\n", + "\n", + "# Load evolution results from disk (no need for m_evolution / pp_evolution in RAM).\n", + "with open(\"data/evolution_results.json\") as f:\n", + " evolution_results = json.load(f)\n", + "obj_evolution = evolution_results[\"obj_evolution\"]\n", + "\n", + "print(f\"Baseline design @ baseline background (Scenario 1): {obj_baseline:.6g}\")\n", + "print(f\"Baseline design @ evolution background (fixed): {obj_fixed:.6g}\")\n", + "print(f\"Evolution-optimized design (Scenario 2): {obj_evolution:.6g}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "19e55a53", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " objective (climate_change) background design\n", + "baseline 0.000005 frozen 2020 baseline-optimized\n", + "baseline_design_under_evolution 0.000004 evolution baseline-optimized\n", + "evolution_optimum 0.000002 evolution evolution-optimized\n", + "\n", + "Under evolution conditions, the baseline design causes +142.4% climate impact vs the evolution-optimized design (absolute: 2.5886e-06).\n" + ] + } + ], + "source": [ + "import pandas as pd\n", + "\n", + "abs_gap = obj_fixed - obj_evolution\n", + "rel_gap = abs_gap / obj_evolution\n", + "\n", + "summary = pd.DataFrame(\n", + " {\n", + " \"objective (climate_change)\": [obj_baseline, obj_fixed, obj_evolution],\n", + " \"background\": [\"frozen 2020\", \"evolution\", \"evolution\"],\n", + " \"design\": [\"baseline-optimized\", \"baseline-optimized\", \"evolution-optimized\"],\n", + " },\n", + " index=[\"baseline\", \"baseline_design_under_evolution\", \"evolution_optimum\"],\n", + ")\n", + "print(summary.to_string())\n", + "print(\n", + " f\"\\nUnder evolution conditions, the baseline design causes +{rel_gap * 100:.1f}% \"\n", + " f\"climate impact vs the evolution-optimized design (absolute: {abs_gap:.4e}).\"\n", + ")\n", + "summary.to_excel(\"data/comparison_baseline_design_under_evolution.xlsx\")" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "d74b8636", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "fig, ax = plt.subplots(figsize=(6, 4))\n", + "labels = [\"baseline design\\nunder evolution\", \"evolution-optimized\\ndesign\"]\n", + "values = [obj_fixed, obj_evolution]\n", + "bars = ax.bar(labels, values, color=[\"#d96459\", \"#588c7e\"])\n", + "ax.set_ylabel(\"Climate change objective (CRF)\")\n", + "ax.set_title(f\"Designing for a static background costs +{rel_gap * 100:.0f}%\")\n", + "for b, val in zip(bars, values):\n", + " ax.text(b.get_x() + b.get_width() / 2, val, f\"{val:.3e}\", ha=\"center\", va=\"bottom\")\n", + "ax.margins(y=0.15)\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7d5a387d", + "metadata": {}, + "outputs": [], + "source": [ + "# Export the baseline design under evolution as a STANDARD scenario,\n", + "# so plots/paper_figures.py loads its annual RF via load_impacts_properly, exactly like\n", + "# the other scenarios. Reference (impacts_no_evolution.xlsx) and evolution-optimized\n", + "# (impacts_fg_bg_evolution.xlsx) are already on disk.\n", + "imp_fixed = pp_fixed.get_impacts()\n", + "pp_fixed.df_impacts.to_excel(\"plots/data/impacts_baseline_under_evolution.xlsx\")\n", + "\n", + "# Quick preview: annual RF (CRF per emission-year).\n", + "s_ref = pp_baseline.get_impacts()[\"climate_change\"].sum(axis=1) # baseline design, baseline background\n", + "s_fixed = imp_fixed[\"climate_change\"].sum(axis=1) # baseline design, evolution background\n", + "s_evol = pd.Series(\n", + " {int(y): v for y, v in evolution_results[\"climate_per_year\"].items()}\n", + ").sort_index() # evolution-optimized\n", + "\n", + "fig, ax = plt.subplots(figsize=(8, 4))\n", + "ax.fill_between(s_fixed.index, s_evol.reindex(s_fixed.index).values, s_fixed.values,\n", + " where=(s_fixed.values >= s_evol.reindex(s_fixed.index).values),\n", + " color=\"#CC071E\", alpha=0.15, label=\"excess impact\")\n", + "ax.plot(s_ref.index, s_ref.values, color=\"#646567\", linestyle=\"--\",\n", + " label=\"baseline design, baseline background\")\n", + "ax.plot(s_fixed.index, s_fixed.values, color=\"#CC071E\",\n", + " label=\"baseline design, evolution background\")\n", + "ax.plot(s_evol.index, s_evol.values, color=\"#57AB27\", label=\"evolution-optimized\")\n", + "ax.set_xlabel(\"Year\"); ax.set_ylabel(\"Annual RF (CRF per emission-year)\")\n", + "ax.legend(); ax.grid(alpha=0.3)\n", + "plt.tight_layout(); plt.show()\n" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "optimex (3.13.9.final.0)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.13.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/plots/data/capacity_fg_bg_evolution.xlsx b/notebooks/paper/plots/data/capacity_fg_bg_evolution.xlsx similarity index 100% rename from notebooks/plots/data/capacity_fg_bg_evolution.xlsx rename to notebooks/paper/plots/data/capacity_fg_bg_evolution.xlsx diff --git a/notebooks/plots/data/capacity_iridium_constraint.xlsx b/notebooks/paper/plots/data/capacity_iridium_constraint.xlsx similarity index 100% rename from notebooks/plots/data/capacity_iridium_constraint.xlsx rename to notebooks/paper/plots/data/capacity_iridium_constraint.xlsx diff --git a/notebooks/plots/data/capacity_no_evolution.xlsx b/notebooks/paper/plots/data/capacity_no_evolution.xlsx similarity index 100% rename from notebooks/plots/data/capacity_no_evolution.xlsx rename to notebooks/paper/plots/data/capacity_no_evolution.xlsx diff --git a/notebooks/plots/data/characterized_inventory_fg_bg_evolution.xlsx b/notebooks/paper/plots/data/characterized_inventory_fg_bg_evolution.xlsx similarity index 100% rename from notebooks/plots/data/characterized_inventory_fg_bg_evolution.xlsx rename to notebooks/paper/plots/data/characterized_inventory_fg_bg_evolution.xlsx diff --git a/notebooks/plots/data/characterized_inventory_iridium_constraint.xlsx b/notebooks/paper/plots/data/characterized_inventory_iridium_constraint.xlsx similarity index 100% rename from notebooks/plots/data/characterized_inventory_iridium_constraint.xlsx rename to notebooks/paper/plots/data/characterized_inventory_iridium_constraint.xlsx diff --git a/notebooks/plots/data/characterized_inventory_no_evolution.xlsx b/notebooks/paper/plots/data/characterized_inventory_no_evolution.xlsx similarity index 100% rename from notebooks/plots/data/characterized_inventory_no_evolution.xlsx rename to notebooks/paper/plots/data/characterized_inventory_no_evolution.xlsx diff --git a/notebooks/plots/data/demand_fg_bg_evolution.xlsx b/notebooks/paper/plots/data/demand_fg_bg_evolution.xlsx similarity index 100% rename from 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index 100% rename from notebooks/plots/paper_figures.py rename to notebooks/paper/plots/paper_figures.py diff --git a/pyproject.toml b/pyproject.toml index c3c28e8..b2d0f0f 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -40,6 +40,10 @@ dependencies = [ # dependencies as strings with quotes, e.g. "foo" # You can add version requirements like "foo>2.0" "pydantic>=2.12.5", + # Fast sparse solver for the background LCA matrices. MKL is x86-only, so + # ARM macs fall back to scipy's SuperLU unless the `umfpack` extra is + # installed (see below). + "pypardiso; platform_machine == 'x86_64' or platform_machine == 'AMD64'", ] [project.urls] @@ -71,6 +75,12 @@ docs = [ "mkdocs-autorefs", "nbconvert>=7.0", ] +# UMFPACK is the fast sparse solver for ARM macs, where MKL/pypardiso does not +# exist. It is opt-in because it ships no wheels: building it needs swig and +# SuiteSparse (`brew install swig suite-sparse`), which cannot be assumed. +umfpack = [ + "scikit-umfpack>=0.4.2", +] gurobi = [ "gurobipy" ] diff --git a/src/optimex/__init__.py b/src/optimex/__init__.py index 935fb8f..50c1f97 100644 --- a/src/optimex/__init__.py +++ b/src/optimex/__init__.py @@ -5,4 +5,4 @@ # Add functions and variables you want exposed in `optimex.` namespace here ) -__version__ = "0.4.2" +__version__ = "0.7.0" diff --git a/src/optimex/converter.py b/src/optimex/converter.py index b885b49..9f5a6d3 100644 --- a/src/optimex/converter.py +++ b/src/optimex/converter.py @@ -19,6 +19,15 @@ from optimex.lca_processor import LCADataProcessor +# Elementary flows that carry no characterization factor are dropped during LCA +# processing, which is easy to trip over when constraining a flow directly. +_DROPPED_FLOW_HINT = ( + " Note that elementary flows without a characterization factor in any category" + " are dropped from the model; list a flow in" + " `LCAConfig.background_inventory.retain_flows` to keep it available for flow" + " limits." +) + class OptimizationModelInputs(BaseModel): """ Interface data structure for linking LCA-based outputs with optimization inputs. @@ -416,11 +425,11 @@ def check_all_keys(cls, data): system_times = set(data.get("SYSTEM_TIME", [])) categories = set(data.get("CATEGORY", [])) - def validate_keys(keys, valid_set, context): + def validate_keys(keys, valid_set, context, hint=""): invalid = [k for k in keys if k not in valid_set] if invalid: raise ValueError( - f"Invalid keys {invalid} in {context}. " + f"Invalid keys {invalid} in {context}.{hint} " f"Valid keys: {sorted(valid_set)}" ) @@ -574,21 +583,29 @@ def validate_keys(keys, valid_set, context): if data.get("flow_limits_max") is not None: for key in data["flow_limits_max"].keys(): - validate_keys([key[0]], all_flows, "flow_limits_max flows") + validate_keys( + [key[0]], all_flows, "flow_limits_max flows", hint=_DROPPED_FLOW_HINT + ) validate_keys([key[1]], system_times, "flow_limits_max system times") if data.get("flow_limits_min") is not None: for key in data["flow_limits_min"].keys(): - validate_keys([key[0]], all_flows, "flow_limits_min flows") + validate_keys( + [key[0]], all_flows, "flow_limits_min flows", hint=_DROPPED_FLOW_HINT + ) validate_keys([key[1]], system_times, "flow_limits_min system times") if data.get("cumulative_flow_limits_max") is not None: for key in data["cumulative_flow_limits_max"].keys(): - validate_keys([key], all_flows, "cumulative_flow_limits_max flows") + validate_keys( + [key], all_flows, "cumulative_flow_limits_max flows", hint=_DROPPED_FLOW_HINT + ) if data.get("cumulative_flow_limits_min") is not None: for key in data["cumulative_flow_limits_min"].keys(): - validate_keys([key], all_flows, "cumulative_flow_limits_min flows") + validate_keys( + [key], all_flows, "cumulative_flow_limits_min flows", hint=_DROPPED_FLOW_HINT + ) # Vintage-related validation # Infer REFERENCE_VINTAGES from the vintage data (union of all vintage years) diff --git a/src/optimex/lca_processor.py b/src/optimex/lca_processor.py index 52f859d..b5c056c 100644 --- a/src/optimex/lca_processor.py +++ b/src/optimex/lca_processor.py @@ -10,9 +10,14 @@ - LCAConfig: Configuration for LCA computations - LCADataProcessor: Main class for time-explicit LCA processing """ + +import hashlib +import os import pickle +from concurrent.futures import ProcessPoolExecutor, as_completed from datetime import datetime from enum import Enum +from pathlib import Path from typing import Dict, List, Optional, Tuple, Union import bw2calc as bc @@ -20,11 +25,378 @@ import numpy as np import pandas as pd from bw_temporalis import TemporalDistribution, easy_timedelta_distribution -from dynamic_characterization import characterize +from dynamic_characterization import ( + characterize, + create_characterization_functions_from_method, +) from loguru import logger from pydantic import BaseModel, Field from tqdm import tqdm +# Module-level caches, shared by all `LCADataProcessor` instances in a session. +# +# Background inventories are expensive to compute mostly because building and +# factorizing the technosphere matrix of a full background database takes tens of +# seconds. Keys carry the database's `modified` token, so editing a database +# invalidates its entries automatically instead of silently reusing stale ones. +_BACKGROUND_INVENTORY_CACHE = {} + +# Minimum number of intermediate flows per background database that makes +# factorizing the technosphere matrix pay off. Factorizing an ecoinvent-sized +# matrix (~44k x 44k) costs ~3.8 s with UMFPACK and turns each subsequent solve +# from ~0.38 s into ~0.03 s, so it only amortizes above ~11 flows. With PARDISO +# the flag is a no-op: `decompose_technosphere` warns and returns, and PARDISO +# reuses its own factorization keyed on the matrix. +_FACTORIZE_MIN_FLOWS = 10 + +# {(project, biosphere db, modified): {flow id: (code, name)}} +_BIOSPHERE_METADATA_CACHE = {} + +# {(project, db, modified): {name: [node, ...]}} for identity-based lookups +_NODE_INDEX_CACHE = {} + +# {(project, method tuple): {flow id: dynamic characterization function}} +_CHARACTERIZATION_FUNCTION_CACHE = {} + + +def clear_lca_caches(include_disk: bool = False, cache_dir=None) -> None: + """ + Clear the module-level background inventory and metadata caches. + + Parameters + ---------- + include_disk : bool, optional + Also delete the on-disk inventory cache of the current project. + cache_dir : str or Path, optional + Directory of the on-disk cache, if it is not in the default location. + """ + _BACKGROUND_INVENTORY_CACHE.clear() + _BIOSPHERE_METADATA_CACHE.clear() + _NODE_INDEX_CACHE.clear() + _CHARACTERIZATION_FUNCTION_CACHE.clear() + + if include_disk: + directory = Path( + cache_dir + if cache_dir is not None + else Path(bd.projects.dir) / "optimex-inventory-cache" + ) + for path in directory.glob("*.pickle"): + path.unlink(missing_ok=True) + + +def _cache_token(db_name: str, cutoff: Optional[float] = None) -> tuple: + """Cache key prefix that invalidates itself when the database is edited.""" + return ( + bd.projects.current, + db_name, + bd.Database(name=db_name).metadata.get("modified"), + cutoff, + ) + + +def _disk_cache_path(db_name: str, cutoff: Optional[float], cache_dir=None): + """ + File holding the cached inventories of one background database. + + The `modified` token of the database and the cutoff are part of the file + name, so an edited database or a different cutoff simply misses instead of + reading stale numbers. + """ + if cache_dir is None: + cache_dir = Path(bd.projects.dir) / "optimex-inventory-cache" + cache_dir = Path(cache_dir) + token = _cache_token(db_name, cutoff) + digest = hashlib.sha256(repr(token).encode()).hexdigest()[:16] + stem = "".join(char if char.isalnum() or char in "-_" else "_" for char in db_name) + return cache_dir / f"{stem[:80]}.{digest}.pickle" + + +def _load_disk_cache(db_name: str, cutoff: Optional[float], cache_dir=None) -> int: + """ + Populate the in-memory cache from disk. Returns the number of entries read. + + .. warning:: + The cache is read with `pickle`. It is written by optimex itself inside + the Brightway project directory; point `disk_cache_dir` somewhere else + only if you trust its contents. + """ + path = _disk_cache_path(db_name, cutoff, cache_dir) + if not path.is_file(): + return 0 + try: + with open(path, "rb") as file: + entries = pickle.load(file) + except Exception as e: # A truncated or unreadable cache is not fatal. + logger.warning(f"Ignoring unreadable inventory cache {path}: {e}") + return 0 + + cache_token = _cache_token(db_name, cutoff) + _BACKGROUND_INVENTORY_CACHE.update( + {cache_token + identity: entry for identity, entry in entries.items()} + ) + logger.info(f"Loaded {len(entries)} cached inventories from {path}") + return len(entries) + + +def _store_disk_cache( + db_name: str, cutoff: Optional[float], entries: dict, cache_dir=None +) -> None: + """Merge `entries` into the on-disk cache of a database, atomically.""" + if not entries: + return + path = _disk_cache_path(db_name, cutoff, cache_dir) + path.parent.mkdir(parents=True, exist_ok=True) + + stored = {} + if path.is_file(): + try: + with open(path, "rb") as file: + stored = pickle.load(file) + except Exception: # Overwrite a cache we cannot read. + stored = {} + stored.update(entries) + + temporary = path.with_suffix(".pickle.tmp") + with open(temporary, "wb") as file: + pickle.dump(stored, file, protocol=pickle.HIGHEST_PROTOCOL) + os.replace(temporary, path) + + # Drop caches of older versions of the same database. + for other in path.parent.glob(f"{path.name.split('.')[0]}.*.pickle"): + if other != path: + other.unlink(missing_ok=True) + + logger.info(f"Cached {len(entries)} inventories in {path}") + + +def _flow_identity(key: str, meta: Union[dict, str]) -> tuple: + """ + Identity of an intermediate flow, independent of the background database. + + premise assigns a different code to the same activity in each scenario + database, so activities are resolved by (name, reference product, location). + Legacy inputs (e.g. old pickles) carry no metadata and fall back to the code. + """ + if isinstance(meta, dict): + return (meta["name"], meta.get("reference product"), meta.get("location")) + return ("__code__", key, None) + + +def _biosphere_metadata(biosphere_db_name: str) -> dict: + """ + Map biosphere flow ids to their (code, name), loading the database once. + + Returns + ------- + dict + ``{flow id: (code, name)}`` for every node in the biosphere database. + """ + db = bd.Database(name=biosphere_db_name) + key = (bd.projects.current, biosphere_db_name, db.metadata.get("modified")) + if key not in _BIOSPHERE_METADATA_CACHE: + _BIOSPHERE_METADATA_CACHE[key] = { + node["id"]: (node["code"], node["name"]) for node in db + } + return _BIOSPHERE_METADATA_CACHE[key] + + +def _node_index(db_name: str) -> dict: + """ + Index a database's nodes by name, loading it in a single pass. + + `bd.get_node` costs a few hundred ms per call, while iterating a full + background database takes about a second, so identity lookups are served from + this index instead. + + Returns + ------- + dict + ``{node name: [node, ...]}`` for every node in the database. + """ + db = bd.Database(name=db_name) + key = (bd.projects.current, db_name, db.metadata.get("modified")) + if key not in _NODE_INDEX_CACHE: + index = {} + for node in db: + index.setdefault(node["name"], []).append(node) + _NODE_INDEX_CACHE[key] = index + return _NODE_INDEX_CACHE[key] + + +def _resolve_node(db_name: str, meta: dict): + """ + Resolve an activity in `db_name` by (name, reference product, location). + + Mirrors `bd.get_node` semantics: fields left out of `meta` are not filtered on, + and an ambiguous identity is an error. + """ + candidates = _node_index(db_name).get(meta["name"], []) + for field in ("reference product", "location"): + if meta.get(field) is None: + continue + candidates = [node for node in candidates if node.get(field) == meta[field]] + if not candidates: + raise KeyError(f"No node found for {meta!r} in '{db_name}'") + if len(candidates) > 1: + raise ValueError(f"Multiple nodes found for {meta!r} in '{db_name}'") + return candidates[0] + + +def compute_db_inventory_entries( + db_name: str, + intermediate_flows: dict, + cutoff: Optional[float] = None, + biosphere_db_name: Optional[str] = None, + project: Optional[str] = None, + base_dirs: Optional[Tuple[str, str]] = None, +) -> dict: + """ + Compute aggregated background inventories for the given intermediate flows. + + All flows are solved against one technosphere matrix, factorized once when + there are enough of them to amortize it. For an intermediate flow :math:`j` with unit demand, the + aggregated elementary flow vector is :math:`g_j = B x_j`, i.e. the column of + :math:`B A^{-1}` belonging to that flow. The per-background-process breakdown + that `LCA.lci()` builds (B times diag(x_j)) is never needed here and is skipped, + since only the aggregate enters the optimization. + + This is a module-level function so that it can also run in a worker process. + + Parameters + ---------- + db_name : str + Name of the background database to analyze. + intermediate_flows : dict + Dictionary mapping intermediate flow codes (foreground reference codes) to + identity metadata dicts with keys "name", "reference product", and + "location". + cutoff : float, optional + If given, keep only the ``cutoff`` largest elementary flows (by absolute + amount) per intermediate flow. Default ``None`` keeps every non-zero flow, + since a small flow can still carry a large characterized impact. + biosphere_db_name : str, optional + Biosphere database to read flow codes and names from. Defaults to the + project's configured biosphere database. + project : str, optional + Brightway project to activate first. Needed when running in a worker + process, which starts without an active project. + base_dirs : tuple of str, optional + ``(data directory, logs directory)`` of the Brightway installation, for + worker processes that would otherwise fall back to the default location. + + Returns + ------- + dict + ``{flow identity: {elementary flow code: (name, amount)}}``. + """ + if base_dirs is not None and str(bd.projects._base_data_dir) != base_dirs[0]: + bd.projects.change_base_directories( + Path(base_dirs[0]), Path(base_dirs[1]), project_name=project + ) + elif project is not None and bd.projects.current != project: + bd.projects.set_current(project) + if biosphere_db_name is None: + biosphere_db_name = bd.config.biosphere + + logger.info(f"Calculating inventory for database: {db_name}") + db = bd.Database(name=db_name) + + activities = {} + for key, meta in intermediate_flows.items(): + try: + if isinstance(meta, dict): + activities[key] = _resolve_node(db_name, meta) + else: + activities[key] = db.get(code=key) + except Exception as e: # Catch exceptions (e.g., if activity not found) + logger.warning( + f"Failed to resolve intermediate flow {meta!r} (code '{key}') " + f"in '{db_name}': {e}" + ) + + if not activities: + return {} + + # No LCIA method is needed: the inventory does not depend on it, and the + # characterization factors are applied later, per system year. + lca = bc.LCA({activity: 1 for activity in activities.values()}) + factorize = len(activities) > _FACTORIZE_MIN_FLOWS + lca.lci(factorize=factorize) + logger.info( + f"Built {'and factorized ' if factorize else ''}technosphere matrix " + f"for: {db_name}" + ) + + bio_meta = _biosphere_metadata(biosphere_db_name) + reversed_biosphere = lca.dicts.biosphere.reversed + row_codes = [] + row_names = [] + for row in range(lca.biosphere_matrix.shape[0]): + flow_id = reversed_biosphere[row] + if flow_id in bio_meta: + code, name = bio_meta[flow_id] + else: + node = bd.get_node(id=flow_id) + code, name = node["code"], node["name"] + row_codes.append(code) + row_names.append(name) + + entries = {} + for key, activity in tqdm(activities.items()): + # `lci()` is bypassed on purpose: it would build the full + # (elementary flow x background process) inventory matrix, of which only + # the row sums are used below. + lca.build_demand_array({activity.id: 1}) + # `reshape(-1)` guards against pypardiso: its `spsolve` squeezes the + # result, so a single-process background database yields a 0-d array, + # which sparse `@` rejects as a scalar operand. + supply = np.asarray(lca.solve_linear_system()).reshape(-1) + aggregated = lca.biosphere_matrix @ supply + + rows = np.flatnonzero(aggregated) + if cutoff is not None and len(rows) > int(cutoff): + largest = np.argpartition(np.abs(aggregated[rows]), -int(cutoff)) + rows = rows[largest[-int(cutoff) :]] + + if not len(rows): + logger.warning( + f"Activity {activity} has no non-zero inventory in '{db_name}'." + ) + + entries[_flow_identity(key, intermediate_flows[key])] = { + row_codes[row]: (row_names[row], float(aggregated[row])) for row in rows + } + + logger.info(f"Finished calculating inventory for database: {db_name}") + return entries + + +def _assemble_inventory_tensor( + db_name: str, intermediate_flows: dict, cutoff: Optional[float] = None +) -> Tuple[dict, dict]: + """ + Build the inventory tensor of a database from the cached per-flow inventories. + + Returns + ------- + inventory_tensor : dict + ``{(db_name, intermediate flow code, elementary flow code): amount}``. + elementary_flows : dict + ``{elementary flow code: name}``. + """ + cache_token = _cache_token(db_name, cutoff) + inventory_tensor = {} + elementary_flows = {} + for key, meta in intermediate_flows.items(): + entry = _BACKGROUND_INVENTORY_CACHE.get(cache_token + _flow_identity(key, meta)) + if entry is None: + continue + for ef_code, (ef_name, amount) in entry.items(): + inventory_tensor[(db_name, key, ef_code)] = amount + elementary_flows[ef_code] = ef_name + return inventory_tensor, elementary_flows + class MetricEnum(str, Enum): """ @@ -99,7 +471,7 @@ class TemporalConfig(BaseModel): temporal_resolution: Temporal resolution for the model. Options: 'year', 'month', 'day'. time_horizon: Length of the time horizon (in units of `temporal_resolution`). - fixed_time_horizon: If True, the time horizon is calculated from the time of the functional + fixed_time_horizon: If True, the time horizon is calculated from the time of the functional unit (FU) instead of the time of emission database_dates: Mapping from database names to their respective reference dates. """ @@ -130,21 +502,59 @@ class BackgroundInventoryConfig(BaseModel): Configuration for background inventory data. Attributes: - cutoff: Cutoff threshold for the number of top elementary flows to retain based on impact magnitude. + cutoff: Optional number of top elementary flows to retain per intermediate flow, ranked by absolute inventory amount. `None` (default) keeps all non-zero flows. + restrict_to_characterized_flows: Drop elementary flows without a characterization factor in any category. + retain_flows: Elementary flow codes to keep regardless of characterization. calculation_method: Method for calculating the inventory tensor. Options: 'sequential', 'parallel'. + n_jobs: Number of worker processes used by the 'parallel' method. + use_disk_cache: Whether calculated inventories are cached on disk between sessions. + disk_cache_dir: Directory for the on-disk cache; defaults to a folder in the Brightway project. path_to_save: Optional path to save the inventory tensor. path_to_load: Optional path to load the inventory tensor. """ - cutoff: float = Field( - 1e4, - description="Cutoff threshold for the number of top elementary flows to retain " - "based on impact magnitude.", + cutoff: Optional[float] = Field( + None, + description="Optional number of top elementary flows to retain per " + "intermediate flow, ranked by absolute inventory amount. Default `None` " + "keeps every non-zero flow: a small flow can still carry a large " + "characterized impact, and dropping it would silently bias the result.", + ) + restrict_to_characterized_flows: bool = Field( + True, + description="Drop elementary flows that have no characterization factor in " + "any configured category. Such flows contribute exactly zero impact, so " + "removing them only shrinks the optimization model. Set to False (or list " + "the flow in `retain_flows`) when a flow is needed for a flow limit.", + ) + retain_flows: List[str] = Field( + default_factory=list, + description="Codes of elementary flows to keep even when they have no " + "characterization factor, e.g. flows used in flow limit constraints.", ) calculation_method: str = Field( - "sequential", - description="Method for calculating the inventory tensor. " - "Options: 'sequential', 'parallel'.", + "parallel", + description="Method for calculating the inventory tensor. Options: " + "'parallel' (default; one worker process per background database) and " + "'sequential'. Scripts using 'parallel' must guard their entry point with " + '`if __name__ == "__main__":`; notebooks need no guard.', + ) + n_jobs: Optional[int] = Field( + None, + description="Number of worker processes for the 'parallel' calculation " + "method. Defaults to one per background database, capped by the CPU count.", + ) + use_disk_cache: bool = Field( + True, + description="Cache calculated background inventories on disk, so that a " + "new session does not have to rebuild and factorize the technosphere " + "matrix of every background database again. Entries are keyed by the " + "database's `modified` token, so editing a database invalidates them.", + ) + disk_cache_dir: Optional[str] = Field( + None, + description="Directory for the on-disk inventory cache. Defaults to " + "`optimex-inventory-cache` inside the current Brightway project.", ) path_to_save: Optional[str] = Field( None, description="Optional path to save the inventory tensor." @@ -196,7 +606,7 @@ class LCADataProcessor: """ def __init__( - self, config: LCAConfig, foreground_db_name: str = "foreground" + self, config: LCAConfig, foreground_db_name: Optional[str] = None ) -> None: """ Initialize the LCADataProcessor with the LCA configuration. @@ -207,9 +617,13 @@ def __init__( The configuration object containing all settings for demand, temporal parameters, characterization methods, and background inventory. foreground_db_name : str, optional - The name of the foreground Brightway database, by default "foreground". + The name of the foreground Brightway database. Defaults to + `config.foreground_db_name`, which is itself "foreground" unless set. + Passing a name here overrides the one on the config. """ self.config = config + if foreground_db_name is None: + foreground_db_name = config.foreground_db_name if foreground_db_name not in bd.databases: raise ValueError( f"Foreground database '{foreground_db_name}' is not defined." @@ -255,7 +669,7 @@ def __init__( self._characterization = {} self._operation_flow = {} self._operation_time_limits = {} - + # Vintage-dependent parameters extracted from exchange attributes self._foreground_technosphere_vintages = {} self._foreground_biosphere_vintages = {} @@ -268,6 +682,7 @@ def __init__( self._construct_background_costs() self._prepare_background_inventory() self._construct_characterization_tensor() + self._prune_uncharacterized_flows() self._construct_mapping_matrix() self._construct_intermediate_costs() @@ -389,17 +804,29 @@ def internal_demand_technosphere(self) -> dict: @property def foreground_technosphere_vintages(self) -> Optional[dict]: """Read-only access to vintage-specific technosphere values.""" - return self._foreground_technosphere_vintages if self._foreground_technosphere_vintages else None + return ( + self._foreground_technosphere_vintages + if self._foreground_technosphere_vintages + else None + ) @property def foreground_biosphere_vintages(self) -> Optional[dict]: """Read-only access to vintage-specific biosphere values.""" - return self._foreground_biosphere_vintages if self._foreground_biosphere_vintages else None + return ( + self._foreground_biosphere_vintages + if self._foreground_biosphere_vintages + else None + ) @property def foreground_production_vintages(self) -> Optional[dict]: """Read-only access to vintage-specific production values.""" - return self._foreground_production_vintages if self._foreground_production_vintages else None + return ( + self._foreground_production_vintages + if self._foreground_production_vintages + else None + ) @property def vintage_improvements(self) -> Optional[dict]: @@ -409,7 +836,9 @@ def vintage_improvements(self) -> Optional[dict]: @property def reference_vintages(self) -> Optional[list]: """Read-only access to reference vintage years.""" - return sorted(list(self._reference_vintages)) if self._reference_vintages else None + return ( + sorted(list(self._reference_vintages)) if self._reference_vintages else None + ) def _parse_demand(self) -> None: """ @@ -432,18 +861,18 @@ def _parse_demand(self) -> None: for product_node, td in raw_demand.items(): # Validate demand is on product nodes - if not hasattr(product_node, 'key'): + if not hasattr(product_node, "key"): raise ValueError( f"Demand must be on Brightway Node objects, got {type(product_node)}" ) - if product_node.get('type') != bd.labels.product_node_default: + if product_node.get("type") != bd.labels.product_node_default: raise ValueError( f"Demand must be on product nodes. " f"Node {product_node['name']} has type {product_node.get('type')}" ) - product_code = product_node['code'] + product_code = product_node["code"] years = td.date.astype("datetime64[Y]").astype(int) + 1970 if years[-1] - start_year > longest_demand_interval: longest_demand_interval = years[-1] - start_year @@ -454,7 +883,7 @@ def _parse_demand(self) -> None: ) # Store product information - self._products[product_code] = product_node['name'] + self._products[product_code] = product_node["name"] self._system_time = range(start_year, start_year + longest_demand_interval + 1) logger.info( @@ -472,11 +901,11 @@ def _construct_foreground_tensors(self) -> None: It processes only process nodes (type=process_node_default) and handles three types of edges: production edges (to product nodes), consumption edges (from background or foreground products), and biosphere edges (emissions). - + Additionally, this method extracts vintage-dependent parameters from exchange attributes when present: - vintage_improvements: Dict mapping vintage years to scaling factors - - vintage_amounts: Dict mapping vintage years or (process_time, vintage_year) + - vintage_amounts: Dict mapping vintage years or (process_time, vintage_year) tuples to amounts Side Effects @@ -499,13 +928,13 @@ def _construct_foreground_tensors(self) -> None: indicating if the flow occurs during the operation phase. - self._operation_time_limits: dict mapping process codes to their operation time limits, if defined. - - self._foreground_technosphere_vintages: dict mapping (process_code, + - self._foreground_technosphere_vintages: dict mapping (process_code, flow_code, process_time, vintage_year) to vintage-specific amounts. - - self._foreground_biosphere_vintages: dict mapping (process_code, + - self._foreground_biosphere_vintages: dict mapping (process_code, flow_code, process_time, vintage_year) to vintage-specific amounts. - - self._foreground_production_vintages: dict mapping (process_code, + - self._foreground_production_vintages: dict mapping (process_code, product_code, process_time, vintage_year) to vintage-specific amounts. - - self._vintage_improvements: dict mapping (process_code, flow_code, + - self._vintage_improvements: dict mapping (process_code, flow_code, vintage_year) to scaling factors. - self._reference_vintages: set of reference vintage years. """ @@ -516,7 +945,7 @@ def _construct_foreground_tensors(self) -> None: for act in self.foreground_db: # Only process nodes (not product nodes) - if act.get('type') != bd.labels.process_node_default: + if act.get("type") != bd.labels.process_node_default: continue # Store process information @@ -531,7 +960,7 @@ def _construct_foreground_tensors(self) -> None: TemporalDistribution( date=np.array([0], dtype="timedelta64[Y]"), amount=np.array([1]) ), - ) + ) years = temporal_dist.date.astype("timedelta64[Y]").astype(int) # Ensure all years are included in process time self._process_time.update( @@ -542,14 +971,15 @@ def _construct_foreground_tensors(self) -> None: # Skip if temporal distribution is missing or invalid (empty arrays) if years.size == 0 or temporal_factor.size == 0: logger.debug( - f"Skipping exchange {exc.input} due to missing or invalid temporal distribution.") + f"Skipping exchange {exc.input} due to missing or invalid temporal distribution." + ) continue edge_type = exc["type"] input_code = exc.input["code"] input_name = exc.input["name"] input_db = exc.input["database"] - + # ========== Extract Vintage Parameters from Exchange Attributes ========== # Vintage parameters allow foreground exchanges to vary based on installation year. # Two attributes are supported on exchanges: @@ -562,10 +992,10 @@ def _construct_foreground_tensors(self) -> None: # Format: {vintage_year: amount} OR {(process_time, vintage_year): amount} # Example: {2020: 60, 2030: 45} or {(1, 2020): 60, (1, 2030): 45} # ========================================================================== - + vintage_amounts = exc.get("vintage_amounts") vintage_improvements = exc.get("vintage_improvements") - + # Process vintage_improvements attribute if present if vintage_improvements is not None: if not isinstance(vintage_improvements, dict): @@ -574,10 +1004,15 @@ def _construct_foreground_tensors(self) -> None: f"got {type(vintage_improvements).__name__}. Skipping." ) else: - for vintage_year, scaling_factor in vintage_improvements.items(): + for ( + vintage_year, + scaling_factor, + ) in vintage_improvements.items(): self._reference_vintages.add(vintage_year) - self._vintage_improvements[(act["code"], input_code, vintage_year)] = scaling_factor - + self._vintage_improvements[ + (act["code"], input_code, vintage_year) + ] = scaling_factor + # Process vintage_amounts attribute if present if vintage_amounts is not None: if not isinstance(vintage_amounts, dict): @@ -593,41 +1028,51 @@ def _construct_foreground_tensors(self) -> None: elif isinstance(vintage_key, int): # Just vintage year - apply to all process times from temporal distribution vintage_year = vintage_key - process_time_vintage = None # Will be expanded for all years + process_time_vintage = ( + None # Will be expanded for all years + ) else: logger.warning( f"Invalid vintage_amounts key {vintage_key} on exchange {exc.input}. " f"Must be int (vintage year) or tuple (process_time, vintage_year)." ) continue - + self._reference_vintages.add(vintage_year) - + # Determine which process times to apply this vintage value to if process_time_vintage is not None: process_times_to_update = [process_time_vintage] else: # Apply to all process times in temporal distribution process_times_to_update = years - + for tau in process_times_to_update: # Store in appropriate vintage dictionary based on edge type if edge_type == bd.labels.production_edge_default: - self._foreground_production_vintages[(act["code"], input_code, tau, vintage_year)] = vintage_amount + self._foreground_production_vintages[ + (act["code"], input_code, tau, vintage_year) + ] = vintage_amount elif edge_type == bd.labels.consumption_edge_default: if input_db != self.foreground_db.name: # Only for background consumption (technosphere) - self._foreground_technosphere_vintages[(act["code"], input_code, tau, vintage_year)] = vintage_amount + self._foreground_technosphere_vintages[ + (act["code"], input_code, tau, vintage_year) + ] = vintage_amount elif edge_type == bd.labels.biosphere_edge_default: - self._foreground_biosphere_vintages[(act["code"], input_code, tau, vintage_year)] = vintage_amount + self._foreground_biosphere_vintages[ + (act["code"], input_code, tau, vintage_year) + ] = vintage_amount # Handle production edges if edge_type == bd.labels.production_edge_default: product_code = input_code - production_tensor.update({ - (act["code"], product_code, year): exc["amount"] * factor - for year, factor in zip(years, temporal_factor) - }) + production_tensor.update( + { + (act["code"], product_code, year): exc["amount"] * factor + for year, factor in zip(years, temporal_factor) + } + ) if exc.get("operation"): self._operation_flow.update({(act["code"], product_code): True}) self._products.setdefault(product_code, input_name) @@ -636,19 +1081,25 @@ def _construct_foreground_tensors(self) -> None: elif edge_type == bd.labels.consumption_edge_default: if input_db == self.foreground_db.name: # Internal demand: foreground product consumed - internal_demand_technosphere.update({ - (act["code"], input_code, year): exc["amount"] * factor - for year, factor in zip(years, temporal_factor) - }) + internal_demand_technosphere.update( + { + (act["code"], input_code, year): exc["amount"] * factor + for year, factor in zip(years, temporal_factor) + } + ) if exc.get("operation"): - self._operation_flow.update({(act["code"], input_code): True}) + self._operation_flow.update( + {(act["code"], input_code): True} + ) self._products.setdefault(input_code, input_name) else: # External intermediate: background consumption - technosphere_tensor.update({ - (act["code"], input_code, year): exc["amount"] * factor - for year, factor in zip(years, temporal_factor) - }) + technosphere_tensor.update( + { + (act["code"], input_code, year): exc["amount"] * factor + for year, factor in zip(years, temporal_factor) + } + ) if exc.get("operation"): self._operation_flow.update({(act["code"], input_code): True}) self._cost_relevant_op_flows.add(input_code) @@ -672,10 +1123,12 @@ def _construct_foreground_tensors(self) -> None: # Handle biosphere edges elif edge_type == bd.labels.biosphere_edge_default: - biosphere_tensor.update({ - (act["code"], input_code, year): exc["amount"] * factor - for year, factor in zip(years, temporal_factor) - }) + biosphere_tensor.update( + { + (act["code"], input_code, year): exc["amount"] * factor + for year, factor in zip(years, temporal_factor) + } + ) if exc.get("operation"): self._operation_flow.update({(act["code"], input_code): True}) self._elementary_flows.setdefault(input_code, input_name) @@ -702,16 +1155,60 @@ def log_tensor_dimensions(tensor, name): log_tensor_dimensions(biosphere_tensor, "Biosphere") log_tensor_dimensions(production_tensor, "Production") + def _disk_cache_dir(self): + """ + Where the on-disk inventory cache lives. + + Returns `False` when caching is switched off, `None` for the default + location inside the Brightway project, or a configured directory. + """ + config = self.config.background_inventory + if not config.use_disk_cache: + return False + return config.disk_cache_dir + + def _pending_flows( + self, db_name: str, intermediate_flows: dict, cutoff: Optional[float] + ) -> dict: + """ + Intermediate flows of a database that still have to be calculated. + + Reads the on-disk cache into memory on the first miss, so a fresh session + skips rebuilding and factorizing the technosphere matrix. + """ + cache_token = _cache_token(db_name, cutoff) + + def missing(): + return { + key: meta + for key, meta in intermediate_flows.items() + if cache_token + _flow_identity(key, meta) + not in _BACKGROUND_INVENTORY_CACHE + } + + pending = missing() + cache_dir = self._disk_cache_dir() + if pending and cache_dir is not False: + if _load_disk_cache(db_name, cutoff, cache_dir): + pending = missing() + return pending + + def _store_on_disk( + self, db_name: str, cutoff: Optional[float], entries: dict + ) -> None: + """Write freshly calculated inventories to the on-disk cache.""" + cache_dir = self._disk_cache_dir() + if cache_dir is not False: + _store_disk_cache(db_name, cutoff, entries, cache_dir) + def _calculate_inventory_of_db( - self, db_name: str, intermediate_flows: dict, methods: list, cutoff: float + self, db_name: str, intermediate_flows: dict, cutoff: Optional[float] = None ) -> Tuple[dict, dict]: """ Calculate the life cycle inventory for a specified background database. - Performs an LCA for each intermediate flow exchanged with the given database - using the specified LCIA method. Intermediate flows are mapped to resulting - elementary flows to construct an inventory tensor. A cutoff threshold is - applied to filter insignificant results. + See `compute_db_inventory_entries` for the actual calculation. This wrapper + serves cached databases from memory and assembles the tensor. Parameters ---------- @@ -721,12 +1218,10 @@ def _calculate_inventory_of_db( Dictionary mapping intermediate flow codes (foreground reference codes) to identity metadata dicts with keys "name", "reference product", and "location", used to resolve the activity in each background database. - methods : List[tuple] - A List of LCIA methods represented by a tuple (e.g., - `("EF v3.1", "climate change", "global warming potential (GWP100)")`). - cutoff : float - Number of top elementary flows (per intermediate flow) to retain based on - impact magnitude. Used to reduce computational complexity. + cutoff : float, optional + If given, keep only the ``cutoff`` largest elementary flows (by absolute + amount) per intermediate flow. Default ``None`` keeps every non-zero + flow, since a small flow can still carry a large characterized impact. Returns ------- @@ -736,70 +1231,24 @@ def _calculate_inventory_of_db( elementary_flows : dict Dictionary mapping elementary flow codes to their names. """ + cache_token = _cache_token(db_name, cutoff) + pending = self._pending_flows(db_name, intermediate_flows, cutoff) + + if pending: + entries = compute_db_inventory_entries( + db_name, + pending, + cutoff=cutoff, + biosphere_db_name=self.biosphere_db.name, + ) + _BACKGROUND_INVENTORY_CACHE.update( + {cache_token + identity: entry for identity, entry in entries.items()} + ) + self._store_on_disk(db_name, cutoff, entries) + else: + logger.info(f"Reused cached inventory for database: {db_name}") - logger.info(f"Calculating inventory for database: {db_name}") - db = bd.Database(name=db_name) - inventory_tensor = {} - elementary_flows = {} - activity_cache = {} - - # Resolve each intermediate flow in this database by identity. The tensor - # stays keyed by the foreground reference code (`key`) for consistency - # across databases. - for key, meta in intermediate_flows.items(): - try: - activity_cache[key] = self._resolve_background_activity(db_name, key) - except Exception as e: # Catch exceptions (e.g., if activity not found) - logger.warning( - f"Failed to resolve intermediate flow {meta!r} (code '{key}') " - f"in '{db_name}': {e}" - ) - function_unit_dict = {activity: 1 for activity in activity_cache.values()} - - lca = bc.LCA(function_unit_dict, next(iter(methods))) - lca.lci(factorize=len(function_unit_dict) > 10) # factorize if many activities - logger.info(f"Factorized LCI for database: {db_name}") - for intermediate_flow_code, activity in tqdm(activity_cache.items()): - # logger.info(f"Calculating inventory for activity: {activity}") - for method in methods: - lca.switch_method(method) - lca.lci(demand={activity.id: 1}) - if lca.inventory.nnz == 0: - logger.warning( - f"Skipping activity {activity} as it has no non-zero inventory." - ) - continue - raw_inventory_df = lca.to_dataframe( - matrix_label="inventory", cutoff=cutoff - ) - - inventory_df = ( - raw_inventory_df.groupby("row_code", as_index=False) - .agg({"amount": "sum"}) - .merge( - raw_inventory_df[["row_code", "row_name"]].drop_duplicates( - "row_code" - ), - on="row_code", - ) - ) - - # Vectorized updates to `inventory_tensor` - inventory_tensor.update( - { - (db_name, intermediate_flow_code, elementary_flow_code): amount - for elementary_flow_code, amount in zip( - inventory_df["row_code"], inventory_df["amount"] - ) - } - ) - - # Vectorized updates to `elementary_flows` - elementary_flows.update( - dict(zip(inventory_df["row_code"], inventory_df["row_name"])) - ) - logger.info(f"Finished calculating inventory for database: {db_name}") - return inventory_tensor, elementary_flows + return _assemble_inventory_tensor(db_name, intermediate_flows, cutoff) def _resolve_background_activity(self, db_name: str, flow_code: str): """ @@ -921,22 +1370,113 @@ def _construct_background_costs(self) -> None: self._background_costs[(db_name, flow_code)] = price - def parallel_inventory_tensor_calculation(self, cutoff=1e4, n_jobs=None) -> dict: + def parallel_inventory_tensor_calculation( + self, n_jobs: Optional[int] = None + ) -> None: """ - Not yet implemented. Could improve performance significantly by parallelizing + Compute the background inventory tensor for all background databases in + parallel, one process per database. + + Each database needs its own technosphere matrix built and factorized, which + is the bulk of the work and is independent between databases. Results are + merged into the module-level cache of the parent process, so a rerun in the + same session is served from memory. + + Worker processes are spawned, so a plain script calling this must guard its + entry point with ``if __name__ == "__main__":``. Notebooks need no guard. + + Parameters + ---------- + n_jobs : int, optional + Number of worker processes. Defaults to one per background database, + capped by the CPU count. + + Side Effects + ------------ + - self._background_inventory: Combined inventory tensor for all + background databases. + - self._elementary_flows: Updated dictionary of all observed elementary + flows. """ - raise NotImplementedError("This method is not yet functionally implemented.") + cutoff = self.config.background_inventory.cutoff + project = bd.projects.current + biosphere_db_name = self.biosphere_db.name + base_dirs = ( + str(bd.projects._base_data_dir), + str(bd.projects._base_logs_dir), + ) + + pending_per_db = {} + for db_name in self.background_dbs: + pending = self._pending_flows(db_name, self._intermediate_flows, cutoff) + if pending: + pending_per_db[db_name] = pending + + if len(pending_per_db) == 1: + # A single database gains nothing from a worker process, and staying + # in-process avoids the spawn requirements entirely. + db_name, pending = next(iter(pending_per_db.items())) + entries = compute_db_inventory_entries( + db_name, pending, cutoff, biosphere_db_name + ) + cache_token = _cache_token(db_name, cutoff) + _BACKGROUND_INVENTORY_CACHE.update( + {cache_token + identity: entry for identity, entry in entries.items()} + ) + self._store_on_disk(db_name, cutoff, entries) + elif pending_per_db: + n_jobs = min( + n_jobs or len(pending_per_db), + len(pending_per_db), + os.cpu_count() or 1, + ) + logger.info( + f"Calculating inventories of {len(pending_per_db)} databases " + f"in {n_jobs} processes." + ) + with ProcessPoolExecutor(max_workers=n_jobs) as executor: + futures = { + executor.submit( + compute_db_inventory_entries, + db_name, + pending, + cutoff, + biosphere_db_name, + project, + base_dirs, + ): db_name + for db_name, pending in pending_per_db.items() + } + for future in as_completed(futures): + db_name = futures[future] + cache_token = _cache_token(db_name, cutoff) + entries = future.result() + _BACKGROUND_INVENTORY_CACHE.update( + { + cache_token + identity: entry + for identity, entry in entries.items() + } + ) + # Written from the parent so that workers never contend for + # the same cache file. + self._store_on_disk(db_name, cutoff, entries) + + for db_name in self.background_dbs: + inventory_tensor, elementary_flows = _assemble_inventory_tensor( + db_name, self._intermediate_flows, cutoff + ) + self._background_inventory.update(inventory_tensor) + self._elementary_flows.update(elementary_flows) def _sequential_inventory_tensor_calculation(self) -> None: """ Compute the background inventory tensor for all background databases sequentially. - This method performs time-explicit LCA calculations for each background - database listed in `self.background_dbs`. For each intermediate flow in the - foreground system, it calculates associated elementary flows using the - configured characterization methods and applies a cutoff to retain only the - most relevant contributions. + This method performs LCA calculations for each background database listed in + `self.background_dbs`. All intermediate flows of a database are solved + against its technosphere matrix, yielding the aggregated elementary flow + vector per intermediate flow. The results are stored in a sparse tensor structure that maps: (database name, intermediate flow code, elementary flow code) → amount @@ -956,14 +1496,11 @@ def _sequential_inventory_tensor_calculation(self) -> None: # Iterate over each database in self.background_dbs sequentially cutoff = self.config.background_inventory.cutoff - brightway_methods = [ - char.brightway_method for char in self.config.characterization_methods - ] for db_name in self.background_dbs: try: # Directly call the _calculate_inventory_of_db method for each db inventory_tensor, elementary_flows = self._calculate_inventory_of_db( - db_name, self._intermediate_flows, brightway_methods, cutoff + db_name, self._intermediate_flows, cutoff ) # Store the result in the results list results.append((inventory_tensor, elementary_flows)) @@ -1007,12 +1544,15 @@ def _prepare_background_inventory(self) -> None: with open(load_path, "rb") as file: self._background_inventory = pickle.load(file) - # Populate missing elementary flow names from biosphere database + # Populate missing elementary flow names from biosphere database, + # read in a single pass rather than one query per flow. + names = { + code: name + for code, name in _biosphere_metadata(self.biosphere_db.name).values() + } for _, _, ef_code in self._background_inventory.keys(): if ef_code not in self._elementary_flows: - self._elementary_flows[ef_code] = self.biosphere_db.get( - code=ef_code - )["name"] + self._elementary_flows[ef_code] = names[ef_code] logger.info(f"Loaded background inventory from: {load_path}") else: @@ -1020,7 +1560,9 @@ def _prepare_background_inventory(self) -> None: if method == "sequential": self._sequential_inventory_tensor_calculation() elif method == "parallel": - self.parallel_inventory_tensor_calculation() + self.parallel_inventory_tensor_calculation( + n_jobs=self.config.background_inventory.n_jobs + ) else: raise ValueError( f"Unsupported background inventory calculation method: {method}" @@ -1033,6 +1575,50 @@ def _prepare_background_inventory(self) -> None: pickle.dump(self._background_inventory, file) logger.info(f"Saved background inventory to: {save_path}") + def _prune_uncharacterized_flows(self) -> None: + """ + Drop elementary flows that carry no characterization factor. + + The background inventory keeps every non-zero elementary flow, because a + tiny flow can still dominate an impact category. A flow without a + characterization factor in *any* configured category, however, contributes + exactly zero to every impact, and only inflates the optimization model, + where the inventory is expressed per (process, elementary flow, year). + + Flows listed in `config.background_inventory.retain_flows` are kept, as are + all flows when `restrict_to_characterized_flows` is False. Foreground + biosphere flows are never dropped. + + Side Effects + ------------ + - self._background_inventory: entries of dropped flows are removed. + - self._elementary_flows: dropped flows are removed. + """ + if not self.config.background_inventory.restrict_to_characterized_flows: + return + + keep = {code for _, code, _ in self._characterization} + keep.update(self.config.background_inventory.retain_flows) + keep.update(code for _, code, _ in self._foreground_biosphere) + + dropped = set(self._elementary_flows) - keep + if not dropped: + return + + self._background_inventory = { + key: value + for key, value in self._background_inventory.items() + if key[2] in keep + } + for code in dropped: + del self._elementary_flows[code] + + logger.info( + f"Dropped {len(dropped)} elementary flows without characterization " + f"factors; {len(self._elementary_flows)} flows remain. Use " + "`retain_flows` to keep specific flows (e.g. for flow limits)." + ) + def _construct_mapping_matrix(self) -> None: """ Construct a linear interpolation-based mapping matrix between system time points @@ -1118,6 +1704,20 @@ def _construct_intermediate_costs(self) -> None: interpolated_price ) + def _characterization_functions(self, method: tuple) -> dict: + """ + Return the dynamic characterization functions of an LCIA method, cached. + + Deriving them from the method costs ~0.12 s, which dominates the actual + characterization when it is repeated per elementary flow. + """ + key = (bd.projects.current, tuple(method)) + if key not in _CHARACTERIZATION_FUNCTION_CACHE: + _CHARACTERIZATION_FUNCTION_CACHE[key] = ( + create_characterization_functions_from_method(method) + ) + return _CHARACTERIZATION_FUNCTION_CACHE[key] + def _construct_characterization_tensor(self) -> None: """ Construct the characterization tensor for LCIA methods over system time points. @@ -1125,7 +1725,9 @@ def _construct_characterization_tensor(self) -> None: This method computes characterization factors for elementary flows across all system years, supporting both static and dynamic methods. It handles metrics like Global Warming Potential (GWP) and Cumulative Radiative Forcing (CRF) - when dynamic characterization is requested. + when dynamic characterization is requested. Dynamic metrics are characterized + in a single call covering all elementary flows, with the method's + characterization functions built once and reused. Side Effects ----------- @@ -1138,13 +1740,24 @@ def _construct_characterization_tensor(self) -> None: dates = pd.date_range( start=start_date, periods=len(self._system_time), freq="YE" ) + years = list(dates.year) flow_codes = list(self.elementary_flows.keys()) - # Pre-map flow codes to Brightway flow IDs - flow_df = pd.DataFrame({"code": flow_codes}) - flow_df["flow"] = flow_df["code"].map( - lambda code: self.biosphere_db.get(code=code).id - ) + # Pre-map flow codes to Brightway flow IDs from a single pass over the + # biosphere database instead of one query per flow. + code_to_id = { + code: flow_id + for flow_id, (code, _) in _biosphere_metadata( + self.biosphere_db.name + ).items() + } + flow_ids = {} + for code in flow_codes: + flow_id = code_to_id.get(code) + if flow_id is None: + flow_id = self.biosphere_db.get(code=code).id + flow_ids[code] = flow_id + id_to_code = {flow_id: code for code, flow_id in flow_ids.items()} characterization_tensor = {} @@ -1154,72 +1767,100 @@ def _construct_characterization_tensor(self) -> None: method = config.brightway_method metric = config.metric - df = flow_df.copy() - df["amount"] = 1 - df["activity"] = np.nan - if metric is None: # Static LCIA method_data = bd.Method(method).load() method_dict = {flow: value for flow, value in method_data if value != 0} - for _, row in df.iterrows(): - flow_code, flow_id = row["code"], row["flow"] - if flow_id in method_dict: - for year in dates.year: - characterization_tensor[ - (category_name, flow_code, year) - ] = method_dict[flow_id] + for flow_code, flow_id in flow_ids.items(): + if flow_id not in method_dict: + continue + value = method_dict[flow_id] + for year in years: + characterization_tensor[(category_name, flow_code, year)] = ( + value + ) logger.info( f"Static characterization for method {category_name} completed." ) + continue + + characterization_functions = self._characterization_functions(method) + # Flows without a characterization function are skipped inside + # `characterize` anyway; dropping them here keeps the frame small. + characterized_ids = [ + flow_id + for flow_id in flow_ids.values() + if flow_id in characterization_functions + ] - elif metric == "GWP": + if not characterized_ids: + logger.warning( + f"No dynamically characterizable flows for {category_name}." + ) + continue + + if metric == "GWP": # Dynamic GWP (year-specific values) - df = df.loc[np.repeat(df.index, len(dates))].reset_index(drop=True) - df["date"] = np.tile(dates, len(flow_codes)) - df["date"] = df["date"].astype("datetime64[s]") + df = pd.DataFrame( + { + "flow": np.repeat(characterized_ids, len(dates)), + "date": np.tile( + dates.values.astype("datetime64[s]"), + len(characterized_ids), + ), + } + ) + df["amount"] = 1 + df["activity"] = np.nan df_char = characterize( df, metric="GWP", + characterization_functions=characterization_functions, fixed_time_horizon=self.config.temporal.fixed_time_horizon, base_lcia_method=method, time_horizon=time_horizon, ) df_char["date"] = df_char["date"].dt.year - for _, row in df_char.iterrows(): - flow_code = df.loc[df["flow"] == row["flow"], "code"].values[0] - characterization_tensor[(category_name, flow_code, row["date"])] = ( - row["amount"] - ) + for flow_id, year, amount in zip( + df_char["flow"], df_char["date"], df_char["amount"] + ): + characterization_tensor[ + (category_name, id_to_code[flow_id], year) + ] = amount logger.info( f"Dynamic GWP characterization for {category_name} completed." ) elif metric == "CRF": # Dynamic CRF (cumulative RF over time horizon) - df["date"] = pd.Timestamp(self.config.temporal.start_date) - - for _, row in df.iterrows(): - flow_code = row["code"] - flow_id = row["flow"] - df_row = row[["date", "flow", "amount", "activity"]].to_frame().T - - df_char = characterize( - df_row, - metric="radiative_forcing", - fixed_time_horizon=self.config.temporal.fixed_time_horizon, - base_lcia_method=method, - time_horizon=time_horizon, - time_horizon_start=pd.Timestamp(start_date), - ) - rf_series = df_char["amount"].values + df = pd.DataFrame({"flow": characterized_ids}) + df["date"] = pd.Timestamp(start_date) + df["amount"] = 1 + df["activity"] = np.nan + df_char = characterize( + df, + metric="radiative_forcing", + characterization_functions=characterization_functions, + fixed_time_horizon=self.config.temporal.fixed_time_horizon, + base_lcia_method=method, + time_horizon=time_horizon, + time_horizon_start=pd.Timestamp(start_date), + ) + + for flow_id, group in df_char.groupby("flow", sort=False): + flow_code = id_to_code[flow_id] + rf_series = group.sort_values("date")["amount"].values + cumulative = np.cumsum(rf_series) for year in self.system_time: cutoff = start_date.year + time_horizon - year - 1 - cumulative_rf = rf_series[:cutoff].sum() + if cutoff <= 0: + cumulative_rf = 0.0 + else: + cumulative_rf = cumulative[min(cutoff, len(cumulative)) - 1] characterization_tensor[(category_name, flow_code, year)] = ( cumulative_rf ) diff --git a/src/optimex/optimizer.py b/src/optimex/optimizer.py index 1ddda40..a410b3e 100644 --- a/src/optimex/optimizer.py +++ b/src/optimex/optimizer.py @@ -83,11 +83,11 @@ ``` """ -import dill import pickle from pathlib import Path from typing import Any, Dict, Tuple, Union +import dill import pyomo.environ as pyo from loguru import logger from pyomo.contrib.iis import write_iis @@ -164,9 +164,7 @@ def create_model( initialize=scaled_inputs.ELEMENTARY_FLOW, ) model.FLOW = pyo.Set( - initialize=lambda m: m.PRODUCT - | m.INTERMEDIATE_FLOW - | m.ELEMENTARY_FLOW, + initialize=lambda m: m.PRODUCT | m.INTERMEDIATE_FLOW | m.ELEMENTARY_FLOW, doc="Set of all flows, indexed by f", ) model.CATEGORY = pyo.Set( @@ -234,15 +232,15 @@ def create_model( # Store sparse vintage overrides as Python dicts (not Pyomo params) # These are looked up at expression construction time - model._technosphere_vintage_overrides = getattr( - scaled_inputs, 'foreground_technosphere_vintage_overrides', None - ) or {} - model._biosphere_vintage_overrides = getattr( - scaled_inputs, 'foreground_biosphere_vintage_overrides', None - ) or {} - model._production_vintage_overrides = getattr( - scaled_inputs, 'foreground_production_vintage_overrides', None - ) or {} + model._technosphere_vintage_overrides = ( + getattr(scaled_inputs, "foreground_technosphere_vintage_overrides", None) or {} + ) + model._biosphere_vintage_overrides = ( + getattr(scaled_inputs, "foreground_biosphere_vintage_overrides", None) or {} + ) + model._production_vintage_overrides = ( + getattr(scaled_inputs, "foreground_production_vintage_overrides", None) or {} + ) # Precompute sets of (process, flow) pairs that have overrides for O(1) lookup model._technosphere_overrides_index = frozenset( @@ -494,8 +492,103 @@ def _build_active_vintage_index(m): model.ACTIVE_VINTAGE_TIME = pyo.Set( dimen=3, initialize=_build_active_vintage_index, - doc="Set of (process, vintage, time) tuples where vintage is in operation phase at time t" - ) + doc="Set of (process, vintage, time) tuples where vintage is in operation phase at time t", + ) + + # ------------------------------------------------------------------ + # Precomputed lookups + # + # The tensors below carry no decision variables, so they are combined here + # as plain Python numbers. Reading them through Pyomo `Param` objects inside + # the expression rules costs one indexed lookup with full index validation + # per scalar, which added up to tens of millions of lookups and dominated + # model construction. + # ------------------------------------------------------------------ + active_vintages_by_process_time = {} + active_processes_by_time = {} + for _process, _vintage, _time in model.ACTIVE_VINTAGE_TIME: + active_vintages_by_process_time.setdefault((_process, _time), []).append( + _vintage + ) + active_processes_by_time.setdefault(_time, []).append((_process, _vintage)) + + system_time_set = set(scaled_inputs.SYSTEM_TIME) + process_times = list(scaled_inputs.PROCESS_TIME) + operation_flow_data = dict(scaled_inputs.operation_flow) + operation_phase = { + process: ( + pyo.value(model.process_operation_start[process]), + pyo.value(model.process_operation_end[process]), + ) + for process in model.PROCESS + } + + # Background inventory of an intermediate flow at a given time, collapsed + # over the background databases: sum_bkg G[bkg, i, e] * M[bkg, t]. + inventory_by_background = {} + for (_bkg, _flow, _emission), _amount in scaled_inputs.background_inventory.items(): + if _amount: + inventory_by_background.setdefault(_bkg, []).append( + ((_flow, _emission), _amount) + ) + + mapped_inventory = {} + for (_bkg, _time), _weight in scaled_inputs.mapping.items(): + if not _weight: + continue + for (_flow, _emission), _amount in inventory_by_background.get(_bkg, ()): + _key = (_flow, _emission, _time) + mapped_inventory[_key] = mapped_inventory.get(_key, 0.0) + _weight * _amount + + # (elementary flow, time) -> [(intermediate flow, amount), ...] + mapped_inventory_by_emission = {} + # (intermediate flow, time) -> [(elementary flow, amount), ...], kept on the + # model so post-processing can rebuild inventories numerically. + mapped_inventory_by_flow = {} + for (_flow, _emission, _time), _amount in mapped_inventory.items(): + mapped_inventory_by_emission.setdefault((_emission, _time), []).append( + (_flow, _amount) + ) + mapped_inventory_by_flow.setdefault((_flow, _time), []).append( + (_emission, _amount) + ) + model._mapped_inventory_by_flow = mapped_inventory_by_flow + # The flat form held the same numbers a third time; the groupings cover every + # use from here on. + del mapped_inventory, inventory_by_background + + # Characterized impact per unit of an intermediate flow, i.e. the background + # inventory already multiplied by the characterization factors: + # (category, time) -> [(intermediate flow, factor), ...]. This collapses the + # sum over elementary flows out of the impact expressions entirely. + characterization_by_emission = {} + for ( + _category, + _emission, + _time, + ), _factor in scaled_inputs.characterization.items(): + if _factor: + characterization_by_emission.setdefault((_emission, _time), []).append( + (_category, _factor) + ) + + _impact_factors = {} + for (_flow, _time), _emissions in mapped_inventory_by_flow.items(): + for _emission, _amount in _emissions: + for _category, _factor in characterization_by_emission.get( + (_emission, _time), () + ): + _key = (_category, _time, _flow) + _impact_factors[_key] = ( + _impact_factors.get(_key, 0.0) + _factor * _amount + ) + + impact_factors_by_category_time = {} + for (_category, _time, _flow), _factor in _impact_factors.items(): + if _factor: + impact_factors_by_category_time.setdefault((_category, _time), []).append( + (_flow, _factor) + ) # Store category impact limit data for constraint generation model._category_impact_limits = ( @@ -529,13 +622,15 @@ def _build_active_vintage_index(m): model.ProcessDeploymentLimitMax = pyo.Constraint( model.PROCESS, model.SYSTEM_TIME, - rule=lambda m, p, t: m.var_installation[p, t] <= m.process_deployment_limits_max[p, t], + rule=lambda m, p, t: m.var_installation[p, t] + <= m.process_deployment_limits_max[p, t], ) model.ProcessDeploymentLimitMin = pyo.Constraint( model.PROCESS, model.SYSTEM_TIME, - rule=lambda m, p, t: m.var_installation[p, t] >= m.process_deployment_limits_min[p, t], + rule=lambda m, p, t: m.var_installation[p, t] + >= m.process_deployment_limits_min[p, t], ) model.CumulativeProcessLimitMax = pyo.Constraint( @@ -578,14 +673,10 @@ def in_operation_phase(p, tau): # Operation limits apply to TOTAL operation across all vintages def process_operation_limit_max_rule(m, p, t): - active_vintages = [ - (proc, v, time) - for (proc, v, time) in m.ACTIVE_VINTAGE_TIME - if proc == p and time == t - ] + active_vintages = active_vintages_by_process_time.get((p, t)) if not active_vintages: return pyo.Constraint.Skip - total_op = sum(m.var_operation[proc, v, time] for (proc, v, time) in active_vintages) + total_op = sum(m.var_operation[p, v, t] for v in active_vintages) return total_op <= m.process_operation_limits_max[p, t] model.ProcessOperationLimitMax = pyo.Constraint( @@ -595,14 +686,10 @@ def process_operation_limit_max_rule(m, p, t): ) def process_operation_limit_min_rule(m, p, t): - active_vintages = [ - (proc, v, time) - for (proc, v, time) in m.ACTIVE_VINTAGE_TIME - if proc == p and time == t - ] + active_vintages = active_vintages_by_process_time.get((p, t)) if not active_vintages: return pyo.Constraint.Skip - total_op = sum(m.var_operation[proc, v, time] for (proc, v, time) in active_vintages) + total_op = sum(m.var_operation[p, v, t] for v in active_vintages) return total_op >= m.process_operation_limits_min[p, t] model.ProcessOperationLimitMin = pyo.Constraint( @@ -612,127 +699,126 @@ def process_operation_limit_min_rule(m, p, t): ) # Expression builders using sparse vintage override lookup - # Base tensor is always 3D; overrides are checked first for vintage-specific values - def scale_tensor_by_installation(tensor: pyo.Param, flow_set: str, overrides: dict, overrides_index: frozenset): + # + # Environmental calculations combine installation and operation contributions. + # Economic reporting also requests each part separately. + # The index only covers (process, flow) pairs that carry data: a process + # consumes a handful of the intermediate flows and emits a handful of the + # elementary flows, so a dense index would be almost entirely zeros. + def scaled_flow_expression( + tensor: dict, overrides: dict, overrides_index: frozenset, part: str = "all" + ): + pairs = {(p, x) for (p, x, _) in tensor} | set(overrides_index) + rates = {} + + def flow_rate(p, x, v, tau): + """ + Flow per operating unit and year, at lifecycle stage tau of a vintage-v + unit. Cached; equal for all vintages without overrides. + + This is the per-tau entry, NOT the sum over the operation window: the + latter is what one unit emits over its whole lifetime, and using it as + an annual rate lets a single unit deliver its lifetime flows every year. + """ + key = (p, x, v, tau) if (p, x) in overrides_index else (p, x, tau) + if key not in rates: + if (p, x) in overrides_index: + # Vintage-aware: this vintage's rate at this lifecycle stage + rate = overrides.get((p, x, tau, v), tensor.get((p, x, tau), 0)) + else: + # No overrides: all vintages have the same rate + rate = tensor.get((p, x, tau), 0) + rates[key] = rate + return rates[key] + def expr(m, p, x, t): + is_operation_flow = bool(operation_flow_data.get((p, x))) + op_start, op_end = operation_phase[p] + + # Installation-driven part: flows outside the operation phase scale + # with the capacity installed in vintage t - tau. result = 0 - for tau in m.PROCESS_TIME: + for tau in (() if part == "operation" else process_times): vintage = t - tau - if (vintage in m.SYSTEM_TIME) and ( - not in_operation_phase(p, tau) or not m.operation_flow[p, x] - ): - # Check sparse override first, fall back to base 3D tensor - key = (p, x, tau, vintage) - if key in overrides: - flow_value = overrides[key] - else: - flow_value = tensor[p, x, tau] - result += flow_value * m.var_installation[p, vintage] - return result - - return pyo.Expression( - model.PROCESS, getattr(model, flow_set), model.SYSTEM_TIME, rule=expr - ) - - def scale_tensor_by_operation(tensor: pyo.Param, flow_set: str, overrides: dict, overrides_index: frozenset): - """ - Scale tensor by operation, summing flows across active vintages. - - With 3D var_operation[p, v, t], we sum flow contributions from each - vintage cohort operating at time t. The flow taken from the tensor is the - one at the vintage's current lifecycle stage tau = t - v, i.e. the flow - *per operating unit and year* — not the sum over the whole operation - window, which is the unit's lifetime total. - """ - def expr(m, p, x, t): - # Only apply operational scaling to flows marked as operational - if pyo.value(m.operation_flow[p, x]) == 0: - return 0 - - total = 0 - # Sum flows across all active vintages at time t - for (proc, v, time) in m.ACTIVE_VINTAGE_TIME: - if proc != p or time != t: + if vintage not in system_time_set: continue - - tau = t - v # lifecycle stage of this vintage in year t - if tau not in m.PROCESS_TIME: + if is_operation_flow and op_start <= tau <= op_end: continue + # Check sparse override first, fall back to base 3D tensor + flow_value = overrides.get((p, x, tau, vintage)) + if flow_value is None: + flow_value = tensor.get((p, x, tau), 0) + if flow_value: + result += flow_value * m.var_installation[p, vintage] - # Get vintage-specific flow rate for this lifecycle stage - if (p, x) in overrides_index: - flow_rate = overrides.get((p, x, tau, v), tensor[p, x, tau]) - else: - flow_rate = tensor[p, x, tau] - - total += flow_rate * m.var_operation[p, v, t] + # Operation-driven part: summed over the vintages operating at t, + # each at its own lifecycle stage tau = t - v. + if is_operation_flow and part != "installation": + for v in active_vintages_by_process_time.get((p, t), ()): + rate = flow_rate(p, x, v, t - v) + if rate: + result += rate * m.var_operation[p, v, t] - return total + return result - return pyo.Expression( - model.PROCESS, getattr(model, flow_set), model.SYSTEM_TIME, rule=expr - ) + index = [ + (p, x, t) for (p, x) in sorted(pairs) for t in scaled_inputs.SYSTEM_TIME + ] + return pairs, pyo.Expression(index, rule=expr) - # Create expressions with sparse vintage override lookup - model.scaled_technosphere_dependent_on_installation = ( - scale_tensor_by_installation( - model.foreground_technosphere, - "INTERMEDIATE_FLOW", - model._technosphere_vintage_overrides, - model._technosphere_overrides_index, - ) + technosphere_pairs, model.scaled_technosphere_flow = scaled_flow_expression( + dict(scaled_inputs.foreground_technosphere), + model._technosphere_vintage_overrides, + model._technosphere_overrides_index, ) - model.scaled_biosphere_dependent_on_installation = scale_tensor_by_installation( - model.foreground_biosphere, - "ELEMENTARY_FLOW", - model._biosphere_vintage_overrides, - model._biosphere_overrides_index, + # Economic reporting needs the two purchase roles separately, including + # installation-driven flows outside an operation edge's operating window. + _, model.scaled_technosphere_dependent_on_installation = scaled_flow_expression( + dict(scaled_inputs.foreground_technosphere), + model._technosphere_vintage_overrides, + model._technosphere_overrides_index, + part="installation", ) - model.scaled_technosphere_dependent_on_operation = scale_tensor_by_operation( - model.foreground_technosphere, - "INTERMEDIATE_FLOW", + _, model.scaled_technosphere_dependent_on_operation = scaled_flow_expression( + dict(scaled_inputs.foreground_technosphere), model._technosphere_vintage_overrides, model._technosphere_overrides_index, + part="operation", ) - model.scaled_biosphere_dependent_on_operation = scale_tensor_by_operation( - model.foreground_biosphere, - "ELEMENTARY_FLOW", + biosphere_pairs, model.scaled_biosphere_flow = scaled_flow_expression( + dict(scaled_inputs.foreground_biosphere), model._biosphere_vintage_overrides, model._biosphere_overrides_index, ) # Internal demand has no vintage overrides - _empty_index = frozenset() - model.scaled_internal_demand_dependent_on_installation = ( - scale_tensor_by_installation( - model.internal_demand_technosphere, "PRODUCT", {}, _empty_index - ) - ) - model.scaled_internal_demand_dependent_on_operation = ( - scale_tensor_by_operation( - model.internal_demand_technosphere, "PRODUCT", {}, _empty_index - ) + internal_demand_pairs, model.scaled_internal_demand_flow = scaled_flow_expression( + dict(scaled_inputs.internal_demand_technosphere), {}, frozenset() ) + # Which intermediate/elementary flows a process actually has, so the sums + # below skip the pairs whose expression would be zero. + technosphere_flows_by_process = {} + for _process, _flow in technosphere_pairs: + technosphere_flows_by_process.setdefault(_process, set()).add(_flow) + biosphere_flows_by_process = {} + for _process, _emission in biosphere_pairs: + biosphere_flows_by_process.setdefault(_process, set()).add(_emission) + def scaled_inventory_tensor(model, p, e, t): """ Returns a Pyomo expression for the total inventory impact for a given process p, elementary flow e, and time step t. """ - return sum( - ( - model.scaled_technosphere_dependent_on_installation[p, i, t] - + model.scaled_technosphere_dependent_on_operation[p, i, t] - ) - * sum( - model.background_inventory[bkg, i, e] * model.mapping[bkg, t] - for bkg in model.BACKGROUND_ID - ) - for i in model.INTERMEDIATE_FLOW - ) + ( - model.scaled_biosphere_dependent_on_installation[p, e, t] - + model.scaled_biosphere_dependent_on_operation[p, e, t] + process_flows = technosphere_flows_by_process.get(p, ()) + background = sum( + amount * model.scaled_technosphere_flow[p, i, t] + for i, amount in mapped_inventory_by_emission.get((e, t), ()) + if i in process_flows ) + if e in biosphere_flows_by_process.get(p, ()): + return background + model.scaled_biosphere_flow[p, e, t] + return background model.scaled_inventory = pyo.Expression( model.PROCESS, @@ -741,19 +827,37 @@ def scaled_inventory_tensor(model, p, e, t): rule=scaled_inventory_tensor, ) - # Helper to get production value with sparse override lookup - def get_production_value(p, r, tau, vintage): - """Get production value, checking sparse overrides first.""" - key = (p, r, tau, vintage) - if key in model._production_vintage_overrides: - return model._production_vintage_overrides[key] - return model.foreground_production[p, r, tau] - # O(1) check if production overrides exist for a given process/product def has_production_overrides(p, r): """Check if any vintage overrides exist for this process/product.""" return (p, r) in model._production_overrides_index + production_data = dict(scaled_inputs.foreground_production) + _production_rates = {} + + def production_rate(p, r, v, tau): + """ + Annual production of r by one running vintage-v unit of p at lifecycle + stage tau, cached. + + This is the per-tau entry, not the sum over the operation window: the sum + is the unit's LIFETIME output, and using it as an annual rate would let one + unit deliver its whole lifetime output in every operating year. + + Without overrides the rate is the same for every vintage, so it is cached + per (process, product, tau) instead. + """ + key = (p, r, v, tau) if has_production_overrides(p, r) else (p, r, tau) + if key not in _production_rates: + if has_production_overrides(p, r): + rate = model._production_vintage_overrides.get( + (p, r, tau, v), production_data.get((p, r, tau), 0) + ) + else: + rate = production_data.get((p, r, tau), 0) + _production_rates[key] = rate + return _production_rates[key] + def operation_capacity_constraint_rule(model, p, v, t): """ Per-vintage capacity constraint: var_operation[p, v, t] ≤ units of vintage v. @@ -782,6 +886,20 @@ def operation_capacity_constraint_rule(model, p, v, t): rule=operation_capacity_constraint_rule, ) + def as_constraint(expression): + """ + Turn a rule result into something `pyo.Constraint` accepts. + + Sparse expressions can collapse to plain numbers (a process that has no + flows of the requested kind), in which case the comparison evaluates to a + Python bool rather than a Pyomo object. + """ + if expression is True: + return pyo.Constraint.Feasible + if expression is False: + return pyo.Constraint.Infeasible + return expression + def product_demand_fulfillment_rule(model, r, t): """ Demand constraint: total_production == external_demand + internal_consumption @@ -794,40 +912,45 @@ def product_demand_fulfillment_rule(model, r, t): total_production = 0 # Sum production across all active vintages at time t - for (p, v, time) in model.ACTIVE_VINTAGE_TIME: - if time != t: - continue - - tau = t - v # lifecycle stage of this vintage in year t - if tau not in model.PROCESS_TIME: - continue - - # Get annual production rate for this vintage at this lifecycle stage - if has_production_overrides(p, r): - production_rate = get_production_value(p, r, tau, v) - else: - production_rate = model.foreground_production[p, r, tau] - - total_production += production_rate * model.var_operation[p, v, t] + for p, v in active_processes_by_time.get(t, ()): + rate = production_rate(p, r, v, t - v) + if rate: + total_production += rate * model.var_operation[p, v, t] external_demand = model.demand[r, t] internal_consumption = sum( - model.scaled_internal_demand_dependent_on_installation[p, r, t] - + model.scaled_internal_demand_dependent_on_operation[p, r, t] + model.scaled_internal_demand_flow[p, r, t] for p in model.PROCESS + if (p, r) in internal_demand_pairs ) - return total_production == external_demand + internal_consumption + return as_constraint(total_production == external_demand + internal_consumption) model.ProductDemandFulfillment = pyo.Constraint( model.PRODUCT, model.SYSTEM_TIME, rule=product_demand_fulfillment_rule ) def category_process_time_specific_impact(model, c, p, t): - return sum( - model.characterization[c, e, t] - * (model.scaled_inventory[p, e, t]) # Total inventory impact - for e in model.ELEMENTARY_FLOW + """ + Impact of process p at time t in category c. + + The sum over elementary flows is folded into the background inventory + beforehand (`impact_factors_by_category_time`), so only the intermediate + flows and the process's own emissions remain here. Writing it as + `sum_e Q[c, e, t] * scaled_inventory[p, e, t]` is mathematically the same + but builds an expression tree that is orders of magnitude larger. + """ + process_flows = technosphere_flows_by_process.get(p, ()) + background = sum( + factor * model.scaled_technosphere_flow[p, i, t] + for i, factor in impact_factors_by_category_time.get((c, t), ()) + if i in process_flows ) + foreground = 0 + for e in biosphere_flows_by_process.get(p, ()): + factor = scaled_inputs.characterization.get((c, e, t)) + if factor: + foreground += factor * model.scaled_biosphere_flow[p, e, t] + return background + foreground # impact of process p at time t in category c model.specific_impact = pyo.Expression( @@ -858,7 +981,10 @@ def time_specific_impact_rule(model, c, t): # Time-specific category impact limits def category_impact_limits_rule(model, c, t): if (c, t) in model._category_impact_limits: - return model.time_specific_impact[c, t] <= model._category_impact_limits[(c, t)] + return ( + model.time_specific_impact[c, t] + <= model._category_impact_limits[(c, t)] + ) return pyo.Constraint.Skip model.CategoryImpactLimits = pyo.Constraint( @@ -896,6 +1022,60 @@ def cumulative_category_impact_limit_rule(model, c): else {} ) + def warn_about_unusable_flow_limits(): + """ + Report flow limits that cannot do anything. + + `OptimizationModelInputs` rejects unknown flows when it is constructed, + but assigning a limit to an already-built instance bypasses that. The + constraint rules below are indexed over the model's own sets, so such a + limit would otherwise be dropped without a word. + """ + known_flows = ( + set(scaled_inputs.PRODUCT) + | set(scaled_inputs.INTERMEDIATE_FLOW) + | set(scaled_inputs.ELEMENTARY_FLOW) + ) + flows_with_data = ( + {key[1] for key in scaled_inputs.foreground_technosphere} + | {key[1] for key in scaled_inputs.foreground_biosphere} + | {key[1] for key in scaled_inputs.foreground_production} + | {key[1] for key in scaled_inputs.internal_demand_technosphere} + | {key[2] for key in scaled_inputs.background_inventory} + ) + + limited_flows = set(model._cumulative_flow_limits_max) + limited_flows |= set(model._cumulative_flow_limits_min) + limited_flows |= {key[0] for key in model._flow_limits_max} + limited_flows |= {key[0] for key in model._flow_limits_min} + + unknown = sorted(limited_flows - known_flows) + if unknown: + logger.warning( + f"Ignoring flow limits for {unknown}: these flows are not in the " + "model. Elementary flows without a characterization factor in any " + "category are dropped during LCA processing; list them in " + "`LCAConfig.background_inventory.retain_flows` to keep them." + ) + + without_data = sorted((limited_flows & known_flows) - flows_with_data) + if without_data: + logger.warning( + f"Flow limits for {without_data} can never bind: no process " + "exchanges these flows, so the limited amount is always zero." + ) + + limited_times = {key[1] for key in model._flow_limits_max} + limited_times |= {key[1] for key in model._flow_limits_min} + unknown_times = sorted(limited_times - set(scaled_inputs.SYSTEM_TIME)) + if unknown_times: + logger.warning( + f"Ignoring flow limits for years {unknown_times}: outside the " + "system time horizon." + ) + + warn_about_unusable_flow_limits() + # Expression for total product output at time t (in SCALED units) def total_product_flow_rule(model, r, t): """ @@ -903,21 +1083,10 @@ def total_product_flow_rule(model, r, t): Uses each vintage's annual output at its lifecycle stage tau = t - v. """ total = 0 - for (p, v, time) in model.ACTIVE_VINTAGE_TIME: - if time != t: - continue - - tau = t - v # lifecycle stage of this vintage in year t - if tau not in model.PROCESS_TIME: - continue - - # Get annual production rate for this vintage at this lifecycle stage - if has_production_overrides(p, r): - production_rate = get_production_value(p, r, tau, v) - else: - production_rate = model.foreground_production[p, r, tau] - - total += production_rate * model.var_operation[p, v, t] + for p, v in active_processes_by_time.get(t, ()): + rate = production_rate(p, r, v, t - v) + if rate: + total += rate * model.var_operation[p, v, t] return total model.total_product_flow = pyo.Expression( @@ -927,9 +1096,9 @@ def total_product_flow_rule(model, r, t): # Expression for total intermediate flow consumed at time t (in SCALED units) def total_intermediate_flow_rule(model, i, t): return sum( - model.scaled_technosphere_dependent_on_installation[p, i, t] - + model.scaled_technosphere_dependent_on_operation[p, i, t] + model.scaled_technosphere_flow[p, i, t] for p in model.PROCESS + if (p, i) in technosphere_pairs ) model.total_intermediate_flow = pyo.Expression( @@ -942,6 +1111,7 @@ def background_purchase_cap_rule(model, i, t): return fg_scale * sum( model.scaled_technosphere_dependent_on_installation[p, i, t] for p in model.PROCESS + if (p, i) in technosphere_pairs ) model.background_purchase_cap = pyo.Expression( @@ -955,6 +1125,7 @@ def background_purchase_op_rule(model, i, t): return fg_scale * sum( model.scaled_technosphere_dependent_on_operation[p, i, t] for p in model.PROCESS + if (p, i) in technosphere_pairs ) model.background_purchase_op = pyo.Expression( @@ -1005,26 +1176,9 @@ def total_cost_rule(model): # This includes both foreground biosphere flows AND background inventory flows # (flows from intermediate flows going through background databases) def total_elementary_flow_rule(model, e, t): - # Foreground biosphere contribution - foreground_flow = sum( - model.scaled_biosphere_dependent_on_installation[p, e, t] - + model.scaled_biosphere_dependent_on_operation[p, e, t] - for p in model.PROCESS - ) - # Background inventory contribution (via intermediate flows) - background_flow = sum( - ( - model.scaled_technosphere_dependent_on_installation[p, i, t] - + model.scaled_technosphere_dependent_on_operation[p, i, t] - ) - * sum( - model.background_inventory[bkg, i, e] * model.mapping[bkg, t] - for bkg in model.BACKGROUND_ID - ) - for i in model.INTERMEDIATE_FLOW - for p in model.PROCESS - ) - return foreground_flow + background_flow + # Identical to summing the per-process inventory, which already covers + # both the foreground biosphere flows and the background contribution. + return sum(model.scaled_inventory[p, e, t] for p in model.PROCESS) model.total_elementary_flow = pyo.Expression( model.ELEMENTARY_FLOW, model.SYSTEM_TIME, rule=total_elementary_flow_rule @@ -1205,9 +1359,7 @@ def solve_model( raise RuntimeError(msg) model.solutions.load_from(results) - logger.info( - f"Solver [{solver_name}] termination: {termination}" - ) + logger.info(f"Solver [{solver_name}] termination: {termination}") # 4) Denormalize objective scaled_obj = pyo.value(model.OBJ) @@ -1246,7 +1398,9 @@ def solve_model( return model, true_obj, results -def validate_operation_bounds(model: pyo.ConcreteModel, tolerance: float = 1e-6) -> Dict[str, Any]: +def validate_operation_bounds( + model: pyo.ConcreteModel, tolerance: float = 1e-6 +) -> Dict[str, Any]: """ Validate that operation levels respect capacity constraints. @@ -1288,7 +1442,7 @@ def validate_operation_bounds(model: pyo.ConcreteModel, tolerance: float = 1e-6) existing_cap_dict = getattr(model, "_existing_capacity_dict", {}) # Validate per-vintage operation bounds - for (p, v, t) in model.ACTIVE_VINTAGE_TIME: + for p, v, t in model.ACTIVE_VINTAGE_TIME: operation_value = pyo.value(model.var_operation[p, v, t]) # Units available from this vintage (operation and installation are both @@ -1305,7 +1459,9 @@ def validate_operation_bounds(model: pyo.ConcreteModel, tolerance: float = 1e-6) max_violation = max(max_violation, violation) elif max_capacity > 0 and operation_value > max_capacity * (1.0 + tolerance): violation = operation_value - max_capacity - violations.append((p, v, t, operation_value, max_capacity, "exceeds_capacity")) + violations.append( + (p, v, t, operation_value, max_capacity, "exceeds_capacity") + ) max_violation = max(max_violation, violation) # Generate summary diff --git a/src/optimex/postprocessing.py b/src/optimex/postprocessing.py index 5dc6ac2..793706c 100644 --- a/src/optimex/postprocessing.py +++ b/src/optimex/postprocessing.py @@ -458,15 +458,40 @@ def get_dynamic_inventory(self, biosphere_database: str = "ecoinvent-3.12-biosph - amount: flow amount (float) """ fg_scale = getattr(self.m, "scales", {}).get("foreground", 1.0) - inventory = { - (p, e, t): pyo.value(self.m.scaled_inventory[p, e, t]) * fg_scale - for p in self.m.PROCESS - for e in self.m.ELEMENTARY_FLOW - for t in self.m.SYSTEM_TIME - } + + # The inventory is assembled from the solved flow values and the background + # inventory data rather than by evaluating the `scaled_inventory` expression + # once per (process, elementary flow, year): the latter walks a deep + # expression tree hundreds of thousands of times. + mapped_inventory = getattr(self.m, "_mapped_inventory_by_flow", None) + inventory = {} + if mapped_inventory is not None: + for (p, i, t) in self.m.scaled_technosphere_flow: + amount = pyo.value(self.m.scaled_technosphere_flow[p, i, t]) + if not amount: + continue + for e, factor in mapped_inventory.get((i, t), ()): + key = (p, e, t) + inventory[key] = inventory.get(key, 0.0) + amount * factor + for (p, e, t) in self.m.scaled_biosphere_flow: + amount = pyo.value(self.m.scaled_biosphere_flow[p, e, t]) + if amount: + key = (p, e, t) + inventory[key] = inventory.get(key, 0.0) + amount + else: # pragma: no cover - models built by earlier versions + inventory = { + (p, e, t): pyo.value(self.m.scaled_inventory[p, e, t]) + for p in self.m.PROCESS + for e in self.m.ELEMENTARY_FLOW + for t in self.m.SYSTEM_TIME + } df = pd.DataFrame.from_records( - [(p, e, t, v) for (p, e, t), v in inventory.items()], + [ + (p, e, t, value * fg_scale) + for (p, e, t), value in inventory.items() + if value + ], columns=["activity", "flow", "date", "amount"] ).astype({ "activity": "str", @@ -477,11 +502,12 @@ def get_dynamic_inventory(self, biosphere_database: str = "ecoinvent-3.12-biosph # Convert year integers to datetime df["date"] = pd.to_datetime(df["date"].astype(int), format="%Y") - # Convert flow codes to database IDs - biosphere_db = bd.Database(biosphere_database) - df["flow"] = df["flow"].apply( - lambda x: biosphere_db.get(code=x).id - ) + # Convert flow codes to database IDs, from a single pass over the biosphere + # database instead of one query per row. + biosphere_ids = { + node["code"]: node["id"] for node in bd.Database(biosphere_database) + } + df["flow"] = df["flow"].map(biosphere_ids) self.df_dynamic_inventory = df return self.df_dynamic_inventory diff --git a/tests/test_background_inventory_performance.py b/tests/test_background_inventory_performance.py new file mode 100644 index 0000000..76a381d --- /dev/null +++ b/tests/test_background_inventory_performance.py @@ -0,0 +1,284 @@ +"""Tests for the batched, cached background inventory calculation.""" + +from datetime import datetime +from pathlib import Path + +import bw2calc as bc +import bw2data as bd +import numpy as np +import pyomo.environ as pyo +import pytest +from loguru import logger +from bw_temporalis import TemporalDistribution + +from optimex import converter, lca_processor, optimizer +from optimex.lca_processor import ( + LCAConfig, + LCADataProcessor, + clear_lca_caches, + compute_db_inventory_entries, +) + + +def _config(**background_inventory): + """Config mirroring the fixture project, with overridable inventory settings. + + The on-disk cache is off unless a test asks for it, so that each test really + runs the calculation it is about. + """ + background_inventory.setdefault("use_disk_cache", False) + years = range(2020, 2030) + td_demand = TemporalDistribution( + date=np.array( + [datetime(year, 1, 1).isoformat() for year in years], dtype="datetime64[s]" + ), + amount=np.asarray([0, 0, 10, 5, 10, 5, 10, 5, 10, 5]), + ) + return LCAConfig( + demand={bd.get_node(database="foreground", code="R1"): td_demand}, + temporal={ + "start_date": datetime(2020, 1, 1), + "temporal_resolution": "year", + "time_horizon": 100, + }, + characterization_methods=[ + { + "category_name": "land_use", + "brightway_method": ("land use", "example"), + }, + ], + background_inventory=background_inventory, + ) + + +def test_inventory_matches_bw2calc(setup_brightway_databases): + """The aggregated inventory must equal what bw2calc computes for the same demand.""" + clear_lca_caches() + entries = compute_db_inventory_entries( + "db_2020", + { + "I1": {"name": "node I1", "reference product": "I1"}, + "I2": {"name": "node I2", "reference product": "I2"}, + }, + biosphere_db_name="biosphere3", + ) + + for code, identity in ( + ("I1", ("node I1", "I1", None)), + ("I2", ("node I2", "I2", None)), + ): + lca = bc.LCA({bd.get_node(database="db_2020", code=code): 1}) + lca.lci() + expected = { + bd.get_node(id=lca.dicts.biosphere.reversed[row])["code"]: amount + for row, amount in enumerate(np.asarray(lca.inventory.sum(axis=1)).ravel()) + if amount + } + computed = {flow: amount for flow, (_, amount) in entries[identity].items()} + assert computed.keys() == expected.keys() + for flow, amount in computed.items(): + assert amount == pytest.approx(expected[flow]) + + +def test_repeated_processing_uses_cache(setup_brightway_databases, monkeypatch): + """A second run in the same session must not recompute any inventory.""" + clear_lca_caches() + LCADataProcessor(_config()) + + calls = [] + monkeypatch.setattr( + lca_processor, + "compute_db_inventory_entries", + lambda *args, **kwargs: calls.append(args) or {}, + ) + processor = LCADataProcessor(_config()) + + assert calls == [] + assert processor.background_inventory + + +def test_parallel_matches_sequential(setup_brightway_databases): + """Both calculation methods must produce the same tensor.""" + clear_lca_caches() + sequential = LCADataProcessor(_config(calculation_method="sequential")) + clear_lca_caches() + parallel = LCADataProcessor(_config(calculation_method="parallel", n_jobs=2)) + + assert parallel.background_inventory == sequential.background_inventory + assert parallel.elementary_flows == sequential.elementary_flows + + +def test_cutoff_keeps_largest_flows(setup_brightway_databases): + """A cutoff retains the requested number of flows per intermediate flow.""" + clear_lca_caches() + entries = compute_db_inventory_entries( + "db_2020", + {"I1": {"name": "node I1", "reference product": "I1"}}, + cutoff=1, + biosphere_db_name="biosphere3", + ) + assert len(next(iter(entries.values()))) == 1 + + +def test_uncharacterized_flows_are_dropped(setup_brightway_databases): + """Flows without a characterization factor only inflate the model.""" + bd.Method(("only CO2", "example")).write([(("biosphere3", "CO2"), 1)]) + + clear_lca_caches() + config = _config() + config.characterization_methods[0].brightway_method = ("only CO2", "example") + processor = LCADataProcessor(config) + + assert "CO2" in processor.elementary_flows + assert "CH4" not in processor.elementary_flows + assert not [key for key in processor.background_inventory if key[2] == "CH4"] + + +def test_retain_flows_keeps_uncharacterized_flow(setup_brightway_databases): + """Flows needed for flow limits can be kept explicitly.""" + bd.Method(("only CO2", "example")).write([(("biosphere3", "CO2"), 1)]) + + clear_lca_caches() + config = _config(retain_flows=["CH4"]) + config.characterization_methods[0].brightway_method = ("only CO2", "example") + processor = LCADataProcessor(config) + + assert "CH4" in processor.elementary_flows + + clear_lca_caches() + config = _config(restrict_to_characterized_flows=False) + config.characterization_methods[0].brightway_method = ("only CO2", "example") + processor = LCADataProcessor(config) + + assert "CH4" in processor.elementary_flows + + +def test_disk_cache_survives_a_cleared_session(setup_brightway_databases, monkeypatch): + """A new session reads inventories from disk instead of recalculating them.""" + clear_lca_caches(include_disk=True) + reference = LCADataProcessor(_config(use_disk_cache=True)) + + clear_lca_caches() # as if a new Python session started + monkeypatch.setattr( + lca_processor, + "compute_db_inventory_entries", + lambda *args, **kwargs: pytest.fail("recalculated despite the disk cache"), + ) + processor = LCADataProcessor(_config(use_disk_cache=True)) + + assert processor.background_inventory == reference.background_inventory + assert processor.elementary_flows == reference.elementary_flows + + +def test_disk_cache_is_invalidated_by_a_database_edit(setup_brightway_databases): + """Editing a background database must not serve stale inventories.""" + clear_lca_caches(include_disk=True) + LCADataProcessor(_config(use_disk_cache=True)) + + node = bd.get_node(database="db_2020", code="I1") + for exchange in node.biosphere(): + exchange["amount"] = exchange["amount"] * 2 + exchange.save() + bd.Database("db_2020").process() + + clear_lca_caches() + processor = LCADataProcessor(_config(use_disk_cache=True)) + doubled = processor.background_inventory[("db_2020", "I1", "CO2")] + assert doubled == pytest.approx(2.0) + + +def test_disk_cache_can_be_switched_off(setup_brightway_databases): + """Nothing is written when the cache is disabled.""" + clear_lca_caches(include_disk=True) + LCADataProcessor(_config(use_disk_cache=False)) + + cache_dir = Path(bd.projects.dir) / "optimex-inventory-cache" + assert not list(cache_dir.glob("*.pickle")) if cache_dir.exists() else True + + +def test_retained_flow_can_be_constrained_end_to_end(setup_brightway_databases): + """A retained, uncharacterized background flow still drives a flow limit. + + Impacts are characterized per intermediate flow now, but the inventory is + still tracked per elementary flow, so constraining one keeps working. + """ + bd.Method(("only CO2", "example")).write([(("biosphere3", "CO2"), 1)]) + + clear_lca_caches() + config = _config(retain_flows=["CH4"]) + config.characterization_methods[0].category_name = "climate_change" + config.characterization_methods[0].brightway_method = ("only CO2", "example") + processor = LCADataProcessor(config) + + manager = converter.ModelInputManager() + inputs = manager.parse_from_lca_processor(processor) + assert "CH4" in inputs.ELEMENTARY_FLOW + assert any(key[2] == "CH4" for key in inputs.background_inventory) + + model = optimizer.create_model( + inputs, name="unconstrained", objective_category="climate_change" + ) + solved, _, _ = optimizer.solve_model(model, solver_name="glpk", tee=False) + fg_scale = solved.scales["foreground"] + unconstrained = sum( + pyo.value(solved.total_elementary_flow["CH4", t]) * fg_scale + for t in solved.SYSTEM_TIME + ) + assert unconstrained > 0, "CH4 only enters through the background inventory" + + limited = manager.override(cumulative_flow_limits_max={"CH4": unconstrained * 0.5}) + model = optimizer.create_model( + limited, name="limited", objective_category="climate_change" + ) + solved, _, _ = optimizer.solve_model(model, solver_name="glpk", tee=False) + constrained = sum( + pyo.value(solved.total_elementary_flow["CH4", t]) * fg_scale + for t in solved.SYSTEM_TIME + ) + assert constrained <= unconstrained * 0.5 * 1.0001 + + +def test_dropped_flow_limit_error_points_at_retain_flows(setup_brightway_databases): + """Constraining a dropped flow fails with an error that says what to do.""" + bd.Method(("only CO2", "example")).write([(("biosphere3", "CO2"), 1)]) + + clear_lca_caches() + config = _config() + config.characterization_methods[0].brightway_method = ("only CO2", "example") + processor = LCADataProcessor(config) + + manager = converter.ModelInputManager() + manager.parse_from_lca_processor(processor) + with pytest.raises(ValueError, match="retain_flows"): + manager.override(cumulative_flow_limits_max={"CH4": 1.0}) + + +def test_unusable_flow_limits_are_reported(setup_brightway_databases): + """Limits that bypass validation must not be dropped silently.""" + clear_lca_caches() + processor = LCADataProcessor(_config()) + inputs = converter.ModelInputManager().parse_from_lca_processor(processor) + + # Assigning to a built instance skips the pydantic validation that + # `override()` would run. + inputs.cumulative_flow_limits_max = {"not_a_flow": 1.0} + inputs.flow_limits_max = {("CO2", 1850): 1.0} + + warnings = [] + handler = logger.add(warnings.append, level="WARNING") + try: + model = optimizer.create_model( + inputs, name="unusable", objective_category="land_use" + ) + finally: + logger.remove(handler) + + logged = "".join(str(message) for message in warnings) + assert "not_a_flow" in logged + assert "retain_flows" in logged + assert "1850" in logged + assert not [ + constraint + for constraint in model.component_data_objects(pyo.Constraint, active=True) + if "FlowLimit" in constraint.name + ] diff --git a/tests/test_lca_processor_foreground_db_name.py b/tests/test_lca_processor_foreground_db_name.py index 360ede6..e783cc4 100644 --- a/tests/test_lca_processor_foreground_db_name.py +++ b/tests/test_lca_processor_foreground_db_name.py @@ -7,7 +7,9 @@ from optimex import lca_processor -def _minimal_config() -> lca_processor.LCAConfig: +def _minimal_config( + foreground_db_name: str = "foreground", +) -> lca_processor.LCAConfig: temporal = lca_processor.TemporalConfig( start_date=datetime(2025, 1, 1), database_dates={}, @@ -17,7 +19,7 @@ def _minimal_config() -> lca_processor.LCAConfig: temporal=temporal, characterization_methods=[], background_inventory=lca_processor.BackgroundInventoryConfig(), - foreground_db_name="foreground", + foreground_db_name=foreground_db_name, ) @@ -45,11 +47,9 @@ def _patch_processor_methods(monkeypatch: pytest.MonkeyPatch) -> None: ) -def test_custom_foreground_db_name_is_used(monkeypatch: pytest.MonkeyPatch) -> None: - _patch_processor_methods(monkeypatch) - config = _minimal_config() - - monkeypatch.setattr(lca_processor.bd, "databases", {"custom_foreground": {}}) +def _patch_brightway(monkeypatch: pytest.MonkeyPatch, *databases: str) -> MagicMock: + """Stand in for the Brightway registry with the given database names.""" + monkeypatch.setattr(lca_processor.bd, "databases", {name: {} for name in databases}) db_factory = MagicMock( side_effect=lambda name: SimpleNamespace(name=name, metadata={}) ) @@ -57,6 +57,14 @@ def test_custom_foreground_db_name_is_used(monkeypatch: pytest.MonkeyPatch) -> N monkeypatch.setattr( lca_processor.bd, "config", SimpleNamespace(biosphere="biosphere3") ) + return db_factory + + +def test_custom_foreground_db_name_is_used(monkeypatch: pytest.MonkeyPatch) -> None: + _patch_processor_methods(monkeypatch) + config = _minimal_config() + + db_factory = _patch_brightway(monkeypatch, "custom_foreground") processor = lca_processor.LCADataProcessor( config, foreground_db_name="custom_foreground" @@ -78,3 +86,48 @@ def test_missing_custom_foreground_db_raises(monkeypatch: pytest.MonkeyPatch) -> ValueError, match="Foreground database 'missing_db' is not defined." ): lca_processor.LCADataProcessor(config, foreground_db_name="missing_db") + + +def test_config_foreground_db_name_is_used(monkeypatch: pytest.MonkeyPatch) -> None: + """The name on the config must be honoured when no explicit name is passed. + + Without this, a config pointing at a non-default foreground database is + silently ignored and the processor reads whatever "foreground" happens to be. + """ + _patch_processor_methods(monkeypatch) + config = _minimal_config(foreground_db_name="custom_foreground") + + _patch_brightway(monkeypatch, "custom_foreground") + + processor = lca_processor.LCADataProcessor(config) + + assert processor.foreground_db.name == "custom_foreground" + + +def test_explicit_foreground_db_name_overrides_config( + monkeypatch: pytest.MonkeyPatch, +) -> None: + """An explicitly passed name still wins over the one on the config.""" + _patch_processor_methods(monkeypatch) + config = _minimal_config(foreground_db_name="config_foreground") + + _patch_brightway(monkeypatch, "config_foreground", "explicit_foreground") + + processor = lca_processor.LCADataProcessor( + config, foreground_db_name="explicit_foreground" + ) + + assert processor.foreground_db.name == "explicit_foreground" + + +def test_missing_config_foreground_db_raises(monkeypatch: pytest.MonkeyPatch) -> None: + """A config naming an absent database must fail loudly, not fall back.""" + _patch_processor_methods(monkeypatch) + config = _minimal_config(foreground_db_name="missing_db") + + monkeypatch.setattr(lca_processor.bd, "databases", {"foreground": {}}) + + with pytest.raises( + ValueError, match="Foreground database 'missing_db' is not defined." + ): + lca_processor.LCADataProcessor(config) diff --git a/tests/test_single_route_lca_comparison.py b/tests/test_single_route_lca_comparison.py index b4e4c89..26c6565 100644 --- a/tests/test_single_route_lca_comparison.py +++ b/tests/test_single_route_lca_comparison.py @@ -1,344 +1,371 @@ -""" -Test for single-route system comparing optimex to standard LCA. - -This is the simplest possible test: one product, one production route, no optimization. -Verifies that optimex produces the same results as bw2calc.LCA for a trivial case. -""" -from datetime import datetime - -import bw2calc as bc -import bw2data as bd -import numpy as np -import pytest -from bw2data.tests import bw2test -from bw_temporalis import TemporalDistribution - -from optimex import converter, lca_processor, optimizer, postprocessing - - -@pytest.fixture(scope="module") -@bw2test -def setup_single_route_system(): - """Set up the simplest possible system: one product, one route.""" - bd.projects.set_current("__test_single_route__") - - # Biosphere - bio_db = bd.Database("biosphere3") - bio_db.write({ - ("biosphere3", "CO2"): { - "type": "emission", - "name": "carbon dioxide", - }, - }) - bio_db.register() - - # Background database - bg_2020 = bd.Database("db_2020") - bg_2020.write({ - ("db_2020", "electricity"): { - "name": "electricity production", - "location": "GLO", - "reference product": "electricity", - "exchanges": [ - {"amount": 1, "type": "production", "input": ("db_2020", "electricity")}, - {"amount": 0.5, "type": "biosphere", "input": ("biosphere3", "CO2")}, - ], - }, - }) - bg_2020.metadata["representative_time"] = datetime(2020, 1, 1).isoformat() - bg_2020.register() - - # Foreground with single product and single route - fg = bd.Database("foreground") - fg.write({ - # Product node - ("foreground", "Widget"): { - "name": "Widget", - "unit": "kg", - "type": bd.labels.product_node_default, - }, - # Single production route - ("foreground", "Widget_Route1"): { - "name": "Widget production, Route 1", - "location": "GLO", - "type": bd.labels.process_node_default, - "operation_time_limits": (1, 2), # Operation phase at process times 1-2 - "exchanges": [ - { - "amount": 1, # Produces 1 kg Widget - "type": bd.labels.production_edge_default, - "input": ("foreground", "Widget"), - "temporal_distribution": TemporalDistribution( - date=np.array([0, 1, 2, 3], dtype="timedelta64[Y]"), - amount=np.array([0, 0.5, 0.5, 0]), # Sums to 1.0 - ), - "operation": True, - }, - { - "amount": 10, # Consumes 10 kWh electricity at construction - "type": bd.labels.consumption_edge_default, - "input": ("db_2020", "electricity"), - "temporal_distribution": TemporalDistribution( - date=np.array([0, 1, 2, 3], dtype="timedelta64[Y]"), - amount=np.array([1, 0, 0, 0]), # All at construction - ), - }, - { - "amount": 5, # Emits 5 kg CO2 during operation - "type": bd.labels.biosphere_edge_default, - "input": ("biosphere3", "CO2"), - "temporal_distribution": TemporalDistribution( - date=np.array([0, 1, 2, 3], dtype="timedelta64[Y]"), - amount=np.array([0, 0.5, 0.5, 0]), # During operation - ), - "operation": True, - }, - ], - }, - }) - fg.register() - - # Impact method - bd.Method(("GWP", "example")).write([ - (("biosphere3", "CO2"), 1), - ]) - - -def test_single_year_demand_builds_stranded_capacity(setup_single_route_system): - """ - Demand in a single year, for a process whose operation window spans two years. - - One installed unit yields 1 kg Widget over its lifetime, delivered as 0.5 kg in - each of its two operating years. Asking for 100 kg in 2022 alone therefore forces - the model to install 200 units and leave the second operating year of each unit - idle: the delivered amount is 100 kg but the built capacity is worth 200 kg. - - This is NOT expected to match `bc.LCA({widget: 100})`, because standard LCA - implicitly assumes every unit is fully used. Expected here: - - Construction electricity: 200 * 10 * 0.5 = 1000 kg CO2 - - Operation CO2 in 2022: 200 * 2.5 * 1.0 = 500 kg CO2 - - Total: 1500 kg CO2 - which is the LCA score of 100 kg (1000) plus the construction impact of the - 100 units' worth of capacity that is never used (500). - - See test_multi_period_demand_matches_standard_lca for the case where the demand - profile allows full utilization and the two methods must agree exactly. - """ - import pyomo.environ as pyo - - # Standard LCA calculation, for reference - widget = bd.get_node(database="foreground", name="Widget") - lca = bc.LCA({widget: 100}, method=("GWP", "example")) - lca.lci() - lca.lcia() - lca_gwp = lca.score - - # Capacity worth 200 kg is built, so the impact is the LCA score of 200 kg - # minus the operation emissions of the 100 kg that is never produced. - expected_gwp = 1500.0 - - print(f"\nStandard LCA GWP (100 kg, full utilization): {lca_gwp}") - print(f"Expected optimex GWP (single-year demand): {expected_gwp}") - - # optimex calculation - years = range(2020, 2030) - td_demand = TemporalDistribution( - date=np.array([datetime(year, 1, 1).isoformat() for year in years], dtype='datetime64[s]'), - amount=np.asarray([0, 0, 100, 0, 0, 0, 0, 0, 0, 0]), # 100 kg at year 2022 - ) - - lca_config = lca_processor.LCAConfig( - demand={widget: td_demand}, - temporal={ - "start_date": datetime(2020, 1, 1), - "temporal_resolution": "year", - "time_horizon": 100, - }, - characterization_methods=[ - { - "category_name": "climate_change", - "brightway_method": ("GWP", "example"), - }, - ], - ) - - lca_data_processor = lca_processor.LCADataProcessor(lca_config) - manager = converter.ModelInputManager() - optimization_model_inputs = manager.parse_from_lca_processor(lca_data_processor) - - model = optimizer.create_model( - optimization_model_inputs, - name="test_single_route", - objective_category="climate_change", - ) - - solved_model, obj_real, results = optimizer.solve_model(model, solver_name="glpk") - - print(f"optimex GWP: {obj_real}") - - # 200 units must be installed to deliver 100 kg in a single year - total_installed = sum( - pyo.value(solved_model.var_installation[p, t]) - for p in solved_model.PROCESS - for t in solved_model.SYSTEM_TIME - ) - print(f"Total installed units: {total_installed}") - assert pytest.approx(total_installed, rel=1e-3) == 200.0, ( - f"Delivering 100 kg in one year needs 200 units (0.5 kg per unit and year), " - f"got {total_installed}" - ) - - assert pytest.approx(obj_real, rel=1e-3) == expected_gwp, ( - f"optimex result ({obj_real}) should be {expected_gwp}: the LCA score of " - f"100 kg ({lca_gwp}) plus the construction impact of the stranded capacity" - ) - - # Additional check: verify postprocessing extracts correct unscaled values - pp = postprocessing.PostProcessor(model) - df_impacts = pp.get_impacts() - - # Sum all climate_change impacts across all processes and times - if 'climate_change' in df_impacts.columns.get_level_values(0): - climate_change_cols = [col for col in df_impacts.columns if col[0] == 'climate_change'] - total_cc_from_pp = df_impacts[climate_change_cols].sum().sum() - - print(f"\nPostprocessing climate_change total: {total_cc_from_pp}") - - assert pytest.approx(total_cc_from_pp, rel=1e-3) == expected_gwp, ( - f"Postprocessing climate_change sum ({total_cc_from_pp}) should match " - f"the objective ({expected_gwp})" - ) - - -def test_multi_period_demand_matches_standard_lca(setup_single_route_system): - """ - Same single-route system, but demand at MULTIPLE time steps. - - The point of this test is installation-impact accounting. The process has a - 2-year operation window (tau 1-2) and its production temporal distribution sums - to 1 kg over that window (0.5 kg per year), so one installed unit delivers 1 kg - of Widget over its lifetime. Serving 100 kg in 2022 AND 100 kg in 2023 therefore - requires 200 units, all installed in 2021 and fully utilized in both years — the - demand profile matches the production profile exactly, so this is a case where - optimex must reproduce the standard LCA result. - - Note on test design: demand must line up with the operation window for LCA - equivalence to hold. A single isolated demand year would force the model to build - capacity whose second operating year is never used (legitimate stranded capacity), - which is more impact than the standard LCA of the delivered amount. - - Demand: 100 kg in 2022, 100 kg in 2023. - Standard LCA for 200 kg: - - Direct CO2 from operation: 200 * 5 * 1.0 = 1000 kg CO2 - - Background electricity: 200 * 10 * 0.5 = 1000 kg CO2 - - Total: 2000 kg CO2 - """ - import pyomo.environ as pyo - - demand_by_year = {2022: 100.0, 2023: 100.0} - total_demand = sum(demand_by_year.values()) - - # Standard LCA calculation for the same total amount - widget = bd.get_node(database="foreground", name="Widget") - lca = bc.LCA({widget: total_demand}, method=("GWP", "example")) - lca.lci() - lca.lcia() - expected_gwp = lca.score - - print(f"\nStandard LCA GWP ({total_demand} kg): {expected_gwp}") - - years = list(range(2020, 2030)) - td_demand = TemporalDistribution( - date=np.array( - [datetime(year, 1, 1).isoformat() for year in years], dtype="datetime64[s]" - ), - amount=np.asarray([demand_by_year.get(year, 0.0) for year in years]), - ) - - lca_config = lca_processor.LCAConfig( - demand={widget: td_demand}, - temporal={ - "start_date": datetime(2020, 1, 1), - "temporal_resolution": "year", - "time_horizon": 100, - }, - characterization_methods=[ - { - "category_name": "climate_change", - "brightway_method": ("GWP", "example"), - }, - ], - ) - - lca_data_processor = lca_processor.LCADataProcessor(lca_config) - manager = converter.ModelInputManager() - optimization_model_inputs = manager.parse_from_lca_processor(lca_data_processor) - - model = optimizer.create_model( - optimization_model_inputs, - name="test_multi_period_demand", - objective_category="climate_change", - ) - - _, obj_real, _ = optimizer.solve_model(model, solver_name="glpk") - - # Diagnostics: how much was installed, and when - installations = { - (p, t): pyo.value(model.var_installation[p, t]) - for p in model.PROCESS - for t in model.SYSTEM_TIME - if pyo.value(model.var_installation[p, t]) > 1e-9 - } - operations = { - (p, v, t): pyo.value(model.var_operation[p, v, t]) - for (p, v, t) in model.ACTIVE_VINTAGE_TIME - if pyo.value(model.var_operation[p, v, t]) > 1e-9 - } - total_installed = sum(installations.values()) - - print(f"optimex GWP: {obj_real}") - print(f"Installations (process, year) -> units: {installations}") - print(f"Total installed units: {total_installed}") - print(f"Operation (process, vintage, year) -> level: {operations}") - - # One unit of the process delivers 1 kg Widget over its lifetime, so meeting - # 300 kg of demand must require 300 installed units — no more, no less. - assert pytest.approx(total_installed, rel=1e-3) == total_demand, ( - f"Total installed units ({total_installed}) should equal total demand " - f"({total_demand}); a lower value means installation impacts are amortized " - f"over more production than the process actually delivers" - ) - - assert pytest.approx(obj_real, rel=1e-3) == expected_gwp, ( - f"optimex result ({obj_real}) should match standard LCA ({expected_gwp})" - ) - - # Per-year impact breakdown from postprocessing - pp = postprocessing.PostProcessor(model) - df_impacts = pp.get_impacts() - climate_change_cols = [c for c in df_impacts.columns if c[0] == "climate_change"] - impacts_per_year = df_impacts[climate_change_cols].sum(axis=1) - print("\nclimate_change impact per year:") - print(impacts_per_year[impacts_per_year.abs() > 1e-9]) - - total_cc_from_pp = df_impacts[climate_change_cols].sum().sum() - print(f"Postprocessing climate_change total: {total_cc_from_pp}") - - assert pytest.approx(total_cc_from_pp, rel=1e-3) == expected_gwp, ( - f"Postprocessing climate_change sum ({total_cc_from_pp}) should match " - f"standard LCA ({expected_gwp})" - ) - - # Construction electricity is consumed at tau=0, i.e. in the installation year. - # Its impact must therefore show up in exactly the years where units were installed. - install_years = {t for (_, t) in installations} - construction_impact_per_year = { - t: 0.5 * 10 * sum(v for (_, ty), v in installations.items() if ty == t) - for t in install_years - } - print(f"Expected construction impact per year: {construction_impact_per_year}") - for t, expected_construction in construction_impact_per_year.items(): - assert impacts_per_year.loc[t] >= expected_construction - 1e-6, ( - f"Impact in {t} ({impacts_per_year.loc[t]}) is below the construction " - f"impact of the units installed that year ({expected_construction})" - ) +""" +Test for single-route system comparing optimex to standard LCA. + +This is the simplest possible test: one product, one production route, no optimization. +Verifies that optimex produces the same results as bw2calc.LCA for a trivial case. +""" +from datetime import datetime + +import bw2calc as bc +import bw2data as bd +import numpy as np +import pytest +from bw2data.tests import bw2test +from bw_temporalis import TemporalDistribution + +from optimex import converter, lca_processor, optimizer, postprocessing + + +@pytest.fixture(scope="module") +@bw2test +def setup_single_route_system(): + """Set up the simplest possible system: one product, one route.""" + bd.projects.set_current("__test_single_route__") + + # Biosphere + bio_db = bd.Database("biosphere3") + bio_db.write({ + ("biosphere3", "CO2"): { + "type": "emission", + "name": "carbon dioxide", + }, + }) + bio_db.register() + + # Background database + bg_2020 = bd.Database("db_2020") + bg_2020.write({ + ("db_2020", "electricity"): { + "name": "electricity production", + "location": "GLO", + "reference product": "electricity", + "exchanges": [ + {"amount": 1, "type": "production", "input": ("db_2020", "electricity")}, + {"amount": 0.5, "type": "biosphere", "input": ("biosphere3", "CO2")}, + ], + }, + }) + bg_2020.metadata["representative_time"] = datetime(2020, 1, 1).isoformat() + bg_2020.register() + + # Foreground with single product and single route + fg = bd.Database("foreground") + fg.write({ + # Product node + ("foreground", "Widget"): { + "name": "Widget", + "unit": "kg", + "type": bd.labels.product_node_default, + }, + # Single production route + ("foreground", "Widget_Route1"): { + "name": "Widget production, Route 1", + "location": "GLO", + "type": bd.labels.process_node_default, + "operation_time_limits": (1, 2), # Operation phase at process times 1-2 + "exchanges": [ + { + "amount": 1, # Produces 1 kg Widget + "type": bd.labels.production_edge_default, + "input": ("foreground", "Widget"), + "temporal_distribution": TemporalDistribution( + date=np.array([0, 1, 2, 3], dtype="timedelta64[Y]"), + amount=np.array([0, 0.5, 0.5, 0]), # Sums to 1.0 + ), + "operation": True, + }, + { + "amount": 10, # Consumes 10 kWh electricity at construction + "type": bd.labels.consumption_edge_default, + "input": ("db_2020", "electricity"), + "temporal_distribution": TemporalDistribution( + date=np.array([0, 1, 2, 3], dtype="timedelta64[Y]"), + amount=np.array([1, 0, 0, 0]), # All at construction + ), + }, + { + "amount": 5, # Emits 5 kg CO2 during operation + "type": bd.labels.biosphere_edge_default, + "input": ("biosphere3", "CO2"), + "temporal_distribution": TemporalDistribution( + date=np.array([0, 1, 2, 3], dtype="timedelta64[Y]"), + amount=np.array([0, 0.5, 0.5, 0]), # During operation + ), + "operation": True, + }, + ], + }, + }) + fg.register() + + # Impact method + bd.Method(("GWP", "example")).write([ + (("biosphere3", "CO2"), 1), + ]) + + +def test_background_inventory_handles_squeezed_solver_result( + setup_single_route_system, monkeypatch +): + """A 0-d supply vector must not break the background inventory aggregation. + + pypardiso's `spsolve` squeezes its result, so this database - whose + technosphere holds a single process - comes back as a 0-d array instead of + a length-1 vector. Sparse `@` rejects that as a scalar operand. + """ + lca_processor.clear_lca_caches() + original = bc.LCA.solve_linear_system + monkeypatch.setattr( + bc.LCA, + "solve_linear_system", + lambda self, *a, **kw: np.squeeze(original(self, *a, **kw)), + ) + + entries = lca_processor.compute_db_inventory_entries( + "db_2020", + {"electricity": {"name": "electricity production", "reference product": "electricity"}}, + biosphere_db_name="biosphere3", + ) + + ((_, amount),) = entries[("electricity production", "electricity", None)].values() + assert amount == pytest.approx(0.5) + + +def test_single_year_demand_builds_stranded_capacity(setup_single_route_system): + """ + Demand in a single year, for a process whose operation window spans two years. + + One installed unit yields 1 kg Widget over its lifetime, delivered as 0.5 kg in + each of its two operating years. Asking for 100 kg in 2022 alone therefore forces + the model to install 200 units and leave the second operating year of each unit + idle: the delivered amount is 100 kg but the built capacity is worth 200 kg. + + This is NOT expected to match `bc.LCA({widget: 100})`, because standard LCA + implicitly assumes every unit is fully used. Expected here: + - Construction electricity: 200 * 10 * 0.5 = 1000 kg CO2 + - Operation CO2 in 2022: 200 * 2.5 * 1.0 = 500 kg CO2 + - Total: 1500 kg CO2 + which is the LCA score of 100 kg (1000) plus the construction impact of the + 100 units' worth of capacity that is never used (500). + + See test_multi_period_demand_matches_standard_lca for the case where the demand + profile allows full utilization and the two methods must agree exactly. + """ + import pyomo.environ as pyo + + # Standard LCA calculation, for reference + widget = bd.get_node(database="foreground", name="Widget") + lca = bc.LCA({widget: 100}, method=("GWP", "example")) + lca.lci() + lca.lcia() + lca_gwp = lca.score + + # Capacity worth 200 kg is built, so the impact is the LCA score of 200 kg + # minus the operation emissions of the 100 kg that is never produced. + expected_gwp = 1500.0 + + print(f"\nStandard LCA GWP (100 kg, full utilization): {lca_gwp}") + print(f"Expected optimex GWP (single-year demand): {expected_gwp}") + + # optimex calculation + years = range(2020, 2030) + td_demand = TemporalDistribution( + date=np.array([datetime(year, 1, 1).isoformat() for year in years], dtype='datetime64[s]'), + amount=np.asarray([0, 0, 100, 0, 0, 0, 0, 0, 0, 0]), # 100 kg at year 2022 + ) + + lca_config = lca_processor.LCAConfig( + demand={widget: td_demand}, + temporal={ + "start_date": datetime(2020, 1, 1), + "temporal_resolution": "year", + "time_horizon": 100, + }, + characterization_methods=[ + { + "category_name": "climate_change", + "brightway_method": ("GWP", "example"), + }, + ], + ) + + lca_data_processor = lca_processor.LCADataProcessor(lca_config) + manager = converter.ModelInputManager() + optimization_model_inputs = manager.parse_from_lca_processor(lca_data_processor) + + model = optimizer.create_model( + optimization_model_inputs, + name="test_single_route", + objective_category="climate_change", + ) + + solved_model, obj_real, results = optimizer.solve_model(model, solver_name="glpk") + + print(f"optimex GWP: {obj_real}") + + # 200 units must be installed to deliver 100 kg in a single year + total_installed = sum( + pyo.value(solved_model.var_installation[p, t]) + for p in solved_model.PROCESS + for t in solved_model.SYSTEM_TIME + ) + print(f"Total installed units: {total_installed}") + assert pytest.approx(total_installed, rel=1e-3) == 200.0, ( + f"Delivering 100 kg in one year needs 200 units (0.5 kg per unit and year), " + f"got {total_installed}" + ) + + assert pytest.approx(obj_real, rel=1e-3) == expected_gwp, ( + f"optimex result ({obj_real}) should be {expected_gwp}: the LCA score of " + f"100 kg ({lca_gwp}) plus the construction impact of the stranded capacity" + ) + + # Additional check: verify postprocessing extracts correct unscaled values + pp = postprocessing.PostProcessor(model) + df_impacts = pp.get_impacts() + + # Sum all climate_change impacts across all processes and times + if 'climate_change' in df_impacts.columns.get_level_values(0): + climate_change_cols = [col for col in df_impacts.columns if col[0] == 'climate_change'] + total_cc_from_pp = df_impacts[climate_change_cols].sum().sum() + + print(f"\nPostprocessing climate_change total: {total_cc_from_pp}") + + assert pytest.approx(total_cc_from_pp, rel=1e-3) == expected_gwp, ( + f"Postprocessing climate_change sum ({total_cc_from_pp}) should match " + f"the objective ({expected_gwp})" + ) + + +def test_multi_period_demand_matches_standard_lca(setup_single_route_system): + """ + Same single-route system, but demand at MULTIPLE time steps. + + The point of this test is installation-impact accounting. The process has a + 2-year operation window (tau 1-2) and its production temporal distribution sums + to 1 kg over that window (0.5 kg per year), so one installed unit delivers 1 kg + of Widget over its lifetime. Serving 100 kg in 2022 AND 100 kg in 2023 therefore + requires 200 units, all installed in 2021 and fully utilized in both years — the + demand profile matches the production profile exactly, so this is a case where + optimex must reproduce the standard LCA result. + + Note on test design: demand must line up with the operation window for LCA + equivalence to hold. A single isolated demand year would force the model to build + capacity whose second operating year is never used (legitimate stranded capacity), + which is more impact than the standard LCA of the delivered amount. + + Demand: 100 kg in 2022, 100 kg in 2023. + Standard LCA for 200 kg: + - Direct CO2 from operation: 200 * 5 * 1.0 = 1000 kg CO2 + - Background electricity: 200 * 10 * 0.5 = 1000 kg CO2 + - Total: 2000 kg CO2 + """ + import pyomo.environ as pyo + + demand_by_year = {2022: 100.0, 2023: 100.0} + total_demand = sum(demand_by_year.values()) + + # Standard LCA calculation for the same total amount + widget = bd.get_node(database="foreground", name="Widget") + lca = bc.LCA({widget: total_demand}, method=("GWP", "example")) + lca.lci() + lca.lcia() + expected_gwp = lca.score + + print(f"\nStandard LCA GWP ({total_demand} kg): {expected_gwp}") + + years = list(range(2020, 2030)) + td_demand = TemporalDistribution( + date=np.array( + [datetime(year, 1, 1).isoformat() for year in years], dtype="datetime64[s]" + ), + amount=np.asarray([demand_by_year.get(year, 0.0) for year in years]), + ) + + lca_config = lca_processor.LCAConfig( + demand={widget: td_demand}, + temporal={ + "start_date": datetime(2020, 1, 1), + "temporal_resolution": "year", + "time_horizon": 100, + }, + characterization_methods=[ + { + "category_name": "climate_change", + "brightway_method": ("GWP", "example"), + }, + ], + ) + + lca_data_processor = lca_processor.LCADataProcessor(lca_config) + manager = converter.ModelInputManager() + optimization_model_inputs = manager.parse_from_lca_processor(lca_data_processor) + + model = optimizer.create_model( + optimization_model_inputs, + name="test_multi_period_demand", + objective_category="climate_change", + ) + + _, obj_real, _ = optimizer.solve_model(model, solver_name="glpk") + + # Diagnostics: how much was installed, and when + installations = { + (p, t): pyo.value(model.var_installation[p, t]) + for p in model.PROCESS + for t in model.SYSTEM_TIME + if pyo.value(model.var_installation[p, t]) > 1e-9 + } + operations = { + (p, v, t): pyo.value(model.var_operation[p, v, t]) + for (p, v, t) in model.ACTIVE_VINTAGE_TIME + if pyo.value(model.var_operation[p, v, t]) > 1e-9 + } + total_installed = sum(installations.values()) + + print(f"optimex GWP: {obj_real}") + print(f"Installations (process, year) -> units: {installations}") + print(f"Total installed units: {total_installed}") + print(f"Operation (process, vintage, year) -> level: {operations}") + + # One unit of the process delivers 1 kg Widget over its lifetime, so meeting + # 300 kg of demand must require 300 installed units — no more, no less. + assert pytest.approx(total_installed, rel=1e-3) == total_demand, ( + f"Total installed units ({total_installed}) should equal total demand " + f"({total_demand}); a lower value means installation impacts are amortized " + f"over more production than the process actually delivers" + ) + + assert pytest.approx(obj_real, rel=1e-3) == expected_gwp, ( + f"optimex result ({obj_real}) should match standard LCA ({expected_gwp})" + ) + + # Per-year impact breakdown from postprocessing + pp = postprocessing.PostProcessor(model) + df_impacts = pp.get_impacts() + climate_change_cols = [c for c in df_impacts.columns if c[0] == "climate_change"] + impacts_per_year = df_impacts[climate_change_cols].sum(axis=1) + print("\nclimate_change impact per year:") + print(impacts_per_year[impacts_per_year.abs() > 1e-9]) + + total_cc_from_pp = df_impacts[climate_change_cols].sum().sum() + print(f"Postprocessing climate_change total: {total_cc_from_pp}") + + assert pytest.approx(total_cc_from_pp, rel=1e-3) == expected_gwp, ( + f"Postprocessing climate_change sum ({total_cc_from_pp}) should match " + f"standard LCA ({expected_gwp})" + ) + + # Construction electricity is consumed at tau=0, i.e. in the installation year. + # Its impact must therefore show up in exactly the years where units were installed. + install_years = {t for (_, t) in installations} + construction_impact_per_year = { + t: 0.5 * 10 * sum(v for (_, ty), v in installations.items() if ty == t) + for t in install_years + } + print(f"Expected construction impact per year: {construction_impact_per_year}") + for t, expected_construction in construction_impact_per_year.items(): + assert impacts_per_year.loc[t] >= expected_construction - 1e-6, ( + f"Impact in {t} ({impacts_per_year.loc[t]}) is below the construction " + f"impact of the units installed that year ({expected_construction})" + ) diff --git a/uv.lock b/uv.lock index 3870fd0..641e7f1 100644 --- a/uv.lock +++ b/uv.lock @@ -1697,6 +1697,30 @@ wheels = [ { url = "https://files.pythonhosted.org/packages/cb/b1/3846dd7f199d53cb17f49cba7e651e9ce294d8497c8c150530ed11865bb8/iniconfig-2.3.0-py3-none-any.whl", hash = "sha256:f631c04d2c48c52b84d0d0549c99ff3859c98df65b3101406327ecc7d53fbf12", size = 7484, upload-time = "2025-10-18T21:55:41.639Z" }, ] +[[package]] +name = "intel-cmplr-lib-ur" 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