diff --git a/README.md b/README.md index bacf43c..328d635 100644 --- a/README.md +++ b/README.md @@ -2,35 +2,20 @@ LASER logo

-## Temporary README for `well-mixed-abc` Branch - -- use `python3 -m pip install -e .` in the root to install the code
at the moment there is only a very little shared code in the poorly named `homogenous_abc.py` file -- in the `tests` directory there are three sample models: - - `test_agentsir.py` - - `test_agentseir.py` - - `test_spatialseir.py` - -### `test_agentsir.py` - -Simulates a single well-mixed community with **_SIR_** infection dynamics. - -Use the `--help` option to see the command line parameters. The code will write a .CSV, `sir.csv`, to the script directory (`tests`). - -### `test_agentseir.py` - -Simulates a single well-mixed community with **_SEIR_** infection dynamics. - -Use the `--help` option to see the command line parameters. The code will write a .CSV, `seir.csv`, to the script directory (`tests`). - -### `test_spatialseir.py` - -Simulates a number of _connected communities_, each well-mixed and with **_SEIR_** infection dynamics. - -This model currently loads LGA, population, and connectivity data for 774 admin level 2 LGAs in Nigeria along with population data from 2015. The connectivity weights are from a gravity model. - -`load_population()` and `load_network()` are in their own functions now to make it easier to customize for another scenario (e.g., England/Wales). - -Use the `--help` option to see the command line parameters. The code will write two .CSV files, `spatial_seir.csv` and `spatial_seir_report.csv`, to the working directory. The former has aggregated S, E, I, and R populations at each timestep. The latter has a column for each community, at each timestep, with the number of infected agents in that community at that timestep. +## Temporary README for `cleanup-for-merge` Branch + +- use `python3 -m pip install -e .` in the root to install the code including the NumPy+Numba and Taichi (GPU) implementations of spatial SEIR. +- in the `tests` directory there are command line scripts to run the two implementations: + - `run_numpyba.py` + - `run_taichi.py` +- in the root directory there is a notebook, `start.ipynb`, which + - sets meta parameters + - sets disease parameters + - sets network parameters + - chooses a model implementation + - runs the model + - plots SEIR trajectories for a node + - plots a trajectory of %I vs. %S over time ---- @@ -38,16 +23,16 @@ Use the `--help` option to see the command line parameters. The code will write ### First 30 Days (EOY 2023) -- firm up team/stakeholders/advisory committee +- firm up team/stakeholders/advisory committee - enumerate necessary features for reproducing/supporting previous and in-progress modeling efforts - - measles (kmccarthy) + - measles (kmccarthy) - malaria (cbever/pselvaraj) - - end-game/end-stage polio (¿kfrey?) -- enumerate necessary features for outstanding questions and issues + - end-game/end-stage polio +- enumerate necessary features for outstanding questions and issues ### First 60 Days (January 31, 2024) -- "paper search" / investigate potential existing solutions +- "paper search" / investigate potential existing solutions - capture development requirements - tools for preparing data (demographics, networks, etc.) - file formats @@ -59,10 +44,10 @@ Use the `--help` option to see the command line parameters. The code will write - community transmission dynamics - agents - cohorts - - \*Sim - - stochastic compartmental - - ODEs - - emulator + - \*Sim + - stochastic compartmental + - ODEs + - emulator - demographics - urban/rural - class/caste @@ -73,16 +58,21 @@ Use the `--help` option to see the command line parameters. The code will write ### First 120 Days (February 29, 2024) -- technical considerations - - single laptop - - single laptop w/Nvidia GPU - - multicore - - single machine - - large machine (cloud) - - beyond? - - Numpy +- technical considerations + - single laptop + - single laptop w/Nvidia GPU + - multicore + - single machine + - large machine (cloud) + - beyond? + - Numpy + - NumPy + Numba + - NumPy + Numba + CUDA +- → best available implementation for hardware at hand: - NumPy + Numba - - NumPy + Numba + CUDA + - SSE/AVX2/AVX512 + - OpenMP + - CUDA (Nvidia)/Metal (Apple) ## Problem Space @@ -126,8 +116,8 @@ Are the individual communities well-mixed or should we also provide for explicit ## Notes -- "light" : How light is "light"? -- "agent" : Cohorts? Stochastic compartmental? +- "light" : How light is "light"? → # agents * state/agent <= available RAM +- "agent" : Cohorts? Stochastic compartmental? → individual agents - "spatial" : How good are the individual community models? Good enough for non-spatial questions? -- dynamic properties (e.g. GPU flu simulation) +- dynamic properties (e.g. GPU flu simulation) → ✅ - ¿Ace/clorton-based state machines? diff --git a/outputs/20240613-190301-engwal-1-7300-spatial_seir.npy b/outputs/20240613-190301-engwal-1-7300-spatial_seir.npy new file mode 100644 index 0000000..ff22f22 Binary files /dev/null and b/outputs/20240613-190301-engwal-1-7300-spatial_seir.npy differ diff --git a/outputs/20240613-190301-engwal-parameters.json b/outputs/20240613-190301-engwal-parameters.json new file mode 100644 index 0000000..662edc5 --- /dev/null +++ b/outputs/20240613-190301-engwal-parameters.json @@ -0,0 +1 @@ +{"exp_mean": 7.0, "exp_std": 1.0, "inf_mean": 7.0, "inf_std": 1.0, "r_naught": 14.0, "prng_seed": 995315, "ticks": 7300, "nodes": 1, "seed": 20240612, "output": "/workspaces/laser/outputs", "scenario": "engwal", "seasonality_factor": 0.10000000149011612, "seasonality_offset": 182, "beta": 2.0, "a": 1.0, "b": 1.0, "c": 2.0, "k": 500.0, "max_frac": 0.05000000074505806} \ No newline at end of file diff --git a/setup.py b/setup.py index 876b138..f279d8a 100755 --- a/setup.py +++ b/setup.py @@ -70,6 +70,7 @@ def read(*names, **kwargs): "matplotlib", "pandas", "taichi", + "pytest", ], extras_require={ # eg: diff --git a/src/idmlaser/community/homogeneous_abc.py b/src/idmlaser/community/homogeneous_abc.py deleted file mode 100644 index 077b917..0000000 --- a/src/idmlaser/community/homogeneous_abc.py +++ /dev/null @@ -1,33 +0,0 @@ -"""Well-mixed Agent Based Community""" - -import numpy as np - - -class HomogeneousABC: - """Homogeneous Agent Based Community""" - def __init__(self, count, **kwargs): - self.count = count - self.steps = [] - for key, value in kwargs.items(): - setattr(self, key, value) - return - - # dynamically add a property to the class - def add_property(self, name, dtype=np.uint32, default=0): - """Add a property to the class""" - # initialize the property to a NumPy array with of size self.count, dtype, and default value - setattr(self, name, np.full(self.count, default, dtype=dtype)) - return - - # add a processing step to be called at each time step - def add_step(self, step): - """Add a processing step to be called at each time step""" - self.steps.append(step) - return - - # run all processing steps at each time step - def step(self, timestep: np.uint32): - """Run all processing steps""" - for step in self.steps: - step(self, timestep) - return diff --git a/src/idmlaser/models/numpynumba.py b/src/idmlaser/models/numpynumba.py index c5b1eb2..b02bb57 100644 --- a/src/idmlaser/models/numpynumba.py +++ b/src/idmlaser/models/numpynumba.py @@ -5,6 +5,8 @@ from datetime import timezone from pathlib import Path from typing import Optional +from typing import Tuple + import numba as nb import numpy as np @@ -194,24 +196,23 @@ def step(self, tick: int, pbar: tqdm) -> None: for phase in self._phases: phase(self, tick) - def finalize(self, directory: Optional[Path] = None) -> None: + def finalize(self, directory: Optional[Path] = None) -> Tuple[Optional[Path], Path]: """Finalize the model.""" directory = directory if directory else self.parameters.output + directory.mkdir(parents=True, exist_ok=True) prefix = datetime.now(timezone.utc).strftime("%Y%m%d-%H%M%S") prefix += f"-{self.parameters.scenario}" try: - Path(directory / (prefix + "-parameters.json")).write_text(json.dumps(vars(self.parameters), cls=NumpyJSONEncoder)) - print(f"Wrote parameters to '{directory / (prefix + '-parameters.json')}'.") + Path(paramfile:= directory / (prefix + "-parameters.json")).write_text(json.dumps(vars(self.parameters), cls=NumpyJSONEncoder)) + print(f"Wrote parameters to '{paramfile}'.") except Exception as e: print(f"Error writing parameters: {e}") + paramfile = None prefix += f"-{self._demographics.nnodes}-{self.parameters.ticks}-" - np.save(filename := directory / (prefix + "spatial_seir.npy"), self.report) - print(f"Wrote SEIR channels, by node, to '{filename}'.") - # sdf = pl.DataFrame(data=self.cases, schema=[f"node{i}" for i in range(len(self._popcounts))]) - # sdf.write_csv(filename := directory / "spatial_seir_cases.csv") - # print(f"Wrote spatial cases to '{filename}'.") + np.save(npyfile := directory / (prefix + "spatial_seir.npy"), self.report) + print(f"Wrote SEIR channels, by node, to '{npyfile}'.") - return + return (paramfile, npyfile) def run(self, ticks: int) -> None: """Run the model for a number of ticks.""" diff --git a/src/idmlaser/models/taichi.py b/src/idmlaser/models/taichi.py index 1a23921..ab412dc 100644 --- a/src/idmlaser/models/taichi.py +++ b/src/idmlaser/models/taichi.py @@ -5,6 +5,7 @@ from datetime import timezone from pathlib import Path from typing import Optional +from typing import Tuple import numpy as np import taichi as ti @@ -150,21 +151,22 @@ def step(self, tick: int, pbar: tqdm) -> None: return - def finalize(self, directory: Optional[Path] = None) -> None: + def finalize(self, directory: Optional[Path] = None) -> Tuple[Optional[Path], Path]: """Finalize the model.""" directory = directory if directory else self.parameters.output + directory.mkdir(parents=True, exist_ok=True) prefix = datetime.now(timezone.utc).strftime("%Y%m%d-%H%M%S") prefix += f"-{self.parameters.scenario}" try: - Path(directory / (prefix + "-parameters.json")).write_text(json.dumps(vars(self.parameters), cls=NumpyJSONEncoder)) - print(f"Wrote parameters to '{directory / (prefix + '-parameters.json')}'.") + Path(paramfile:= directory / (prefix + "-parameters.json")).write_text(json.dumps(vars(self.parameters), cls=NumpyJSONEncoder)) + print(f"Wrote parameters to '{paramfile}'.") except Exception as e: print(f"Error writing parameters: {e}") prefix += f"-{self._npatches}-{self.parameters.ticks}-" - np.save(filename := directory / (prefix + "spatial_seir.npy"), self.report.to_numpy()) - print(f"Wrote SEIR channels, by node, to '{filename}'.") + np.save(npyfile := directory / (prefix + "spatial_seir.npy"), self.report.to_numpy()) + print(f"Wrote SEIR channels, by node, to '{npyfile}'.") - return + return (paramfile, npyfile) @ti.kernel diff --git a/src/idmlaser/userid/__init__.py b/src/idmlaser/userid/__init__.py deleted file mode 100644 index 3335f9e..0000000 --- a/src/idmlaser/userid/__init__.py +++ /dev/null @@ -1,6 +0,0 @@ -"""USERID Population and Community implementations.""" - -from .community import Community -from .population import Population - -__all__ = ["Population", "Community"] diff --git a/src/idmlaser/userid/community.py b/src/idmlaser/userid/community.py deleted file mode 100644 index 0ac9b2e..0000000 --- a/src/idmlaser/userid/community.py +++ /dev/null @@ -1,170 +0,0 @@ -"""Implement a community of agents, grouped by type.""" - -from typing import Union - -import numpy as np - -_FIRST = 0 -_LAST = 1 - - -class Group: - """A (virtual) group of agents.""" - - def __init__(self, indices): - # This is a reference (view) into the Community object's array of indices. - # So, when we move agents, these values will get updated. - self.indices = indices - return - - def __len__(self): - first, last = self.indices[:] - return last - first + 1 if last >= first else 0 - - -# def __add_property__(cls, name, field): -# """Helper function to add a (virtual) property to a class.""" - -# def getter(self): -# first, last = self.indices[:] -# return field[first : last + 1] - -# def setter(self, value): -# first, last = self.indices[:] -# field[first : last + 1] = value -# return - -# setattr(cls, name, property(getter, setter)) -# return - - -def __add_property__(obj, name, field): - """Helper function to add a (virtual) property to an object instance.""" - - def getter(self): - first, last = self.indices[:] - return field[first : last + 1] - - def setter(self, value): - first, last = self.indices[:] - field[first : last + 1] = value - return - - # https://stackoverflow.com/questions/2954331/dynamically-adding-property-in-python - # properties have to go on a class, so create a new class for this object, if necessary - cls = type(obj) - if not hasattr(cls, "__dynamic_properties__"): - cls = type(cls.__name__, (cls,), {"__dynamic_properties__": True}) - obj.__class__ = cls - setattr(cls, name, property(getter, setter)) - - return - - -class Community: - """A community of agents.""" - - def __init__(self) -> None: - self.groupdefs = [] - self.attrdefs = [] - - self._count = 0 - self.ngroups = -1 - self.igroups = None - self.gmap = {} - - self.groups = {} - self.attributes = [] - - return - - # def add_community_property(self, name: str, value: Any) -> None: - # """Add a property to the class.""" - # setattr(self, name, value) - # return - - def add_agent_group(self, name: str, count: int) -> int: - """Add a group of agents to the community.""" - index = len(self.groupdefs) - self.groupdefs.append((name, count)) - return index - - def add_agent_property(self, name: str, dtype: np.dtype, default: Union[int, float] = 0) -> None: - """Add a property to the class.""" - self.attrdefs.append((name, dtype, default)) - return - - def __len__(self): - """Return the number of agents in the community.""" - return self._count - - @property - def count(self): - """Return the number of agents in the community.""" - return len(self) - - def allocate(self): - """Allocate memory for the agents.""" - self._count = sum(gd[1] for gd in self.groupdefs) # get total population - - for name, dtype, default in self.attrdefs: - array = np.full(self.count, default, dtype=dtype) - setattr(self, name, array) # e.g. self.age - self.attributes.append(array) - - self.ngroups = len(self.groupdefs) - self.igroups = np.zeros((self.ngroups, 2), dtype=np.int32) - - inext = 0 - for index, (name, count) in enumerate(self.groupdefs): - self.gmap[name] = index - setattr(self, f"i{name}", index) # save on dictionary lookups - self.igroups[index, _FIRST] = inext - self.igroups[index, _LAST] = inext + count - 1 - group = Group(self.igroups[index]) # [index] is implicitly [index,:] - self.groups[name] = group - setattr(self, name, group) - inext += count # + 1 - for (name, _, _), array in zip(self.attrdefs, self.attributes): - # add a getter/setter for this each property to the Group instance - __add_property__(group, name, array) - - return - - def move(self, source: int, index: int, target: int): - """Move an agent from one group (index) to another group.""" - if target > source: - if target == source + 1: - isource, iswap = self.igroups[source, :] - isource += index - if isource != iswap: - for array in self.attributes: - array[iswap], array[isource] = array[isource], array[iswap] - self.igroups[source, _LAST] -= 1 - self.igroups[target, _FIRST] -= 1 - else: - for src in range(source, target): - dst = src + 1 - isource, iswap = self.igroups[src, :] - isource += index - if isource != iswap: - for array in self.attributes: - array[iswap], array[isource] = array[isource], array[iswap] - self.igroups[src, _LAST] -= 1 - self.igroups[dst, _FIRST] -= 1 - # agents are moved to the beginning of the dst group - index = 0 - elif target < source: - for src in range(source, target, -1): - dst = src - 1 - iswap = self.igroups[src, _FIRST] - isource = iswap + index - if isource != iswap: - for array in self.attributes: - array[iswap], array[isource] = array[isource], array[iswap] - self.igroups[src, _FIRST] += 1 - self.igroups[dst, _LAST] += 1 - # agents are moved to the end of the dst group - index = self.igroups[dst, _LAST] - self.igroups[dst, _FIRST] - - return diff --git a/src/idmlaser/userid/population.py b/src/idmlaser/userid/population.py deleted file mode 100644 index c1a5226..0000000 --- a/src/idmlaser/userid/population.py +++ /dev/null @@ -1,86 +0,0 @@ -"""This module contains the Population class, a collection of grouped communities.""" - -import heapq -from collections import namedtuple -from dataclasses import dataclass -from dataclasses import field -from typing import Any -from typing import Dict - -from .community import Community - -ScheduledEvent = namedtuple("ScheduledEvent", ["func", "nodes", "args", "kwargs"]) - - -@dataclass(order=True) -class ScheduledItem: - tick: int - eid: int - event: ScheduledEvent = field(compare=False) - - -class Population: - """A collection of grouped communities.""" - - eid = 0 - - def __init__(self, num_communities, community_props, agent_groups, agent_props): - self.num_communities = num_communities - self._communities = [] - self.community_props = community_props - self.agent_groups = agent_groups - self.agent_props = agent_props - self.queue = [] - - return - - def realize(self, callback): - """Realize the set communities using the callback to initialize each community in turn.""" - for i in range(self.num_communities): - community = Community() - callback(self, community, i) - self._communities.append(community) - - return - - def add_population_property(self, name: str, value: Any) -> None: - """Add a property to the class.""" - setattr(self, name, value) - return - - def allocate_community(self, community: Community, pops: Dict[str, int]) -> None: - """Allocate memory for a community.""" - # for name in self.community_props: - # community.add_community_property(name, props[name] if name in props else None) - for name in self.agent_groups: - community.add_agent_group(name, pops[name] if name in pops else 0) - for prop in self.agent_props: - community.add_agent_property(*prop) - community.allocate() - return - - @property - def communities(self): - """Return the communities.""" - return self._communities - - def apply(self, callback, *args, **kwargs): - """Apply the callback to each community in turn.""" - for index, community in enumerate(self._communities): - callback(self, community, index, *args, **kwargs) - return - - def add_event(self, event: ScheduledEvent, tick: int): - """Add an event to each community.""" - heapq.heappush(self.queue, ScheduledItem(tick, self.eid, event)) - self.eid += 1 - return - - def do_events(self, tick): - """Do scheduled events for this tick.""" - while self.queue and (self.queue[0].tick == tick): - event = heapq.heappop(self.queue).event - for index, community in enumerate(self._communities): - if (not event.nodes) or (index in event.nodes): - event.func(self, community, index, *event.args, **event.kwargs) - return diff --git a/start.ipynb b/start.ipynb new file mode 100644 index 0000000..4cd3854 --- /dev/null +++ b/start.ipynb @@ -0,0 +1,369 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Welcome to LASER\n", + "\n", + "We will start specifying some parameters here. Meta parameters controlling the simulation itself and disease parameters for infection dynamics.\n", + "\n", + "The `Bag()` class is just a convenience class to make code cleaner. E.g., `params.ticks` rather than `params[\"ticks\"]`." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "from pathlib import Path\n", + "\n", + "import numpy as np\n", + "\n", + "\n", + "# just a holder of values\n", + "class Bag:\n", + " def __init__(self, *bags):\n", + " for bag in bags:\n", + " for key, value in bag.__dict__.items():\n", + " setattr(self, key, value)\n", + "\n", + " def __plus__(self, other):\n", + " return Bag(self, other)\n", + " \n", + " def __iadd__(self, other):\n", + " for key, value in other.__dict__.items():\n", + " setattr(self, key, value)\n", + " return self\n", + "\n", + "metaparams = Bag()\n", + "metaparams.ticks = 365 * 20\n", + "metaparams.nodes = 1\n", + "metaparams.seed = 20240612\n", + "metaparams.output = Path.cwd() / \"outputs\"\n", + "\n", + "parameters = Bag()\n", + "parameters.exp_mean = np.float32(7.0)\n", + "parameters.exp_std = np.float32(1.0)\n", + "parameters.inf_mean = np.float32(7.0)\n", + "parameters.inf_std = np.float32(1.0)\n", + "parameters.r_naught = np.float32(14.0)\n", + "parameters.seasonality_factor = np.float32(0.1)\n", + "parameters.seasonality_offset = np.int32(182.5)\n", + "\n", + "parameters.beta = parameters.r_naught / parameters.inf_mean\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "-----\n", + "\n", + "## Scenarios\n", + "\n", + "Two scenarios are easily available for modeling: England + Wales (1944-1964 demographics) and Nigeria (2015 population).\n", + "\n", + "The E+W scenario caches just the distances between nodes and builds the node connectivity matrix on the fly from $C(n_i, n_j) = k * \\frac {n_i^a * n_j^b} {d_{i,j}^c}$\n", + "\n", + "The Nigeria scenario caches a connectivity matrix from Kurt's work which can be modified by a scaling factor and upper limit on daily \"migration\".\n", + "\n", + "Each `initialize` function returns the maximum number of agents we need to accomodate (for memory allocation purposes), the demographics over time, the initial distribution of agents in the S/E/I/R states, and the network connectivity matrix." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Initial population: 2,462,500\n", + "Total births: 1,111,495\n", + "Total immigrations: 649,201\n", + "Max capacity: 4,223,196\n" + ] + } + ], + "source": [ + "# England and Wales Scenario\n", + "metaparams.scenario = \"engwal\"\n", + "\n", + "# England and Wales network parameters (we derive connectivity from these and distance)\n", + "netparams = Bag()\n", + "netparams.a = np.float32(1.0) # pop1 power\n", + "netparams.b = np.float32(1.0) # pop2 power\n", + "netparams.c = np.float32(2.0) # distance power\n", + "netparams.k = np.float32(500.0) # scaling factor\n", + "netparams.max_frac = np.float32(0.05) # max fraction of population that can migrate\n", + "\n", + "from tests.scenario_engwal import initialize_engwal\n", + "params = Bag(metaparams, parameters, netparams)\n", + "max_capacity, demographics, initial, network = initialize_engwal(None, params, params.nodes) # doesn't need a model, yet\n", + "\n", + "# Nigeria Scenario\n", + "# metaparams.scenario = \"nigeria\"\n", + "\n", + "# Nigeria network parameter(s)\n", + "# netparams = Bag()\n", + "# netparams.k = np.float32(1.0) # scaling factor\n", + "# netparams.max_frac = np.float32(0.05) # max fraction of population that can migrate\n", + "\n", + "# from tests.scenario_nigeria import initialize_nigeria\n", + "# params = Bag(metaparams, parameters, netparams)\n", + "# max_capacity, demographics, initial, network = initialize_nigeria(None, params, params.nodes) # doesn't need a model, yet\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "-----\n", + "\n", + "## Implementation\n", + "\n", + "We default to the CPU based implementation (NumPy + Numba). The alternative, if running locally or otherwise capable hardware, is the Taichi/GPU implementation." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[Taichi] version 1.7.1, llvm 15.0.4, commit 0f143b2f, linux, python 3.10.13\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "[I 06/13/24 18:58:58.599 2411] [shell.py:_shell_pop_print@23] Graphical python shell detected, using wrapped sys.stdout\n", + "[W 06/13/24 18:58:58.869 2411] [cuda_driver.cpp:load_lib@36] libcuda.so lib not found.\n", + "[W 06/13/24 18:58:58.870 2411] [opengl_api.cpp:initialize_opengl@205] Can not create OpenGL context\n", + "[W 06/13/24 18:58:58.871 2411] [misc.py:adaptive_arch_select@758] Arch=[, , , , , , , ] is not supported, falling back to CPU\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[Taichi] Starting on arch=x64\n", + "Model parameters: {'exp_mean': 7.0, 'exp_std': 1.0, 'inf_mean': 7.0, 'inf_std': 1.0, 'r_naught': 14.0, 'prng_seed': 995315, 'ticks': 7300, 'nodes': 1, 'seed': 20240612, 'output': PosixPath('/workspaces/laser/outputs'), 'scenario': 'engwal', 'seasonality_factor': 0.1, 'seasonality_offset': 182, 'beta': 2.0, 'a': 1.0, 'b': 1.0, 'c': 2.0, 'k': 500.0, 'max_frac': 0.05}\n", + "Initializing model with 1 nodes: (initial population: 2,462,500 maximum capacity: 4,223,196)\n" + ] + } + ], + "source": [ + "from datetime import datetime\n", + "\n", + "params.prng_seed = datetime.now(tz=None).microsecond\n", + "\n", + "# CPU based implementation\n", + "from idmlaser.models import NumbaSpatialSEIR\n", + "model = NumbaSpatialSEIR(params)\n", + "\n", + "# GPU based implementation with Taichi\n", + "# from idmlaser.models import TaichiSpatialSEIR\n", + "# model = TaichiSpatialSEIR(parameters)\n", + "\n", + "model.initialize(max_capacity, demographics, initial, network)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "-----\n", + "\n", + "## Running\n", + "\n", + "We run the model for the fully specified number of ticks. Nothing prevents us from running the model for a shorter period of time, inspecting (and possibly modifying) state, and then continuing on with a subsequent `run()` call." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "100%|██████████| 7300/7300 [02:24<00:00, 50.38it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "elapsed time: 0:02:24.914150\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\n" + ] + } + ], + "source": [ + "model.run(params.ticks)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "-----\n", + "\n", + "### Save results (optional)\n", + "\n", + "The `finalize()` function currently merely writes the parameters used and the results (`model.report`) to disk." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Wrote parameters to '/workspaces/laser/outputs/20240613-190301-engwal-parameters.json'.\n", + "Wrote SEIR channels, by node, to '/workspaces/laser/outputs/20240613-190301-engwal-1-7300-spatial_seir.npy'.\n" + ] + } + ], + "source": [ + "paramfile, npyfile = model.finalize()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "-----\n", + "\n", + "## SEIR Channels\n", + "\n", + "Let's plot the SEIR values for a node over the duration of the simulation. For single node simulations without any import pressure, we may have had burnout." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "node = 0\n", + "\n", + "# model.report is a 3D numpy array with shape (ticks, compartments, nodes)\n", + "S = model.report[:, 0, node]\n", + "E = model.report[:, 1, node]\n", + "I = model.report[:, 2, node]\n", + "R = model.report[:, 3, node]\n", + "\n", + "# alternatively, we could load existing data from disk and plot\n", + "# saved = np.load(Path('/workspaces/laser/outputs/20240613-190301-engwal-1-7300-spatial_seir.npy')) # or np.load(npyfile)\n", + "# S = saved[:, 0, node]\n", + "# E = saved[:, 1, node]\n", + "# I = saved[:, 2, node]\n", + "# R = saved[:, 3, node]\n", + "\n", + "import matplotlib.pyplot as plt\n", + "fig, ax1 = plt.subplots()\n", + "plt.plot(S, label='S', color=\"green\")\n", + "plt.plot(R, label='R', color=\"blue\")\n", + "ax2 = ax1.twinx()\n", + "# ax2.set_yscale(\"log\")\n", + "plt.plot(E, label='E', color=\"orange\")\n", + "plt.plot(I, label='I', color=\"red\")\n", + "plt.title(f\"Node {node}\")\n", + "fig.legend(loc=\"center right\")\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "-----\n", + "\n", + "## I fraction vs. S fraction Over Time\n", + "\n", + "Let's plot I vs. S over time to see if we approach or reach an equilibrium. Color represents time: dark blue at the start of the simulation, dark red at the end." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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U5Siqqqr3361qSUhIwNHRkfj4eBwcCvmJJElSlfDnUbgVBc93hwwd3I6GNXuhlx/0blW0Yx28CJ3fE/c7NhIzw+66GSmG25LTYOUEaFk767nnvoR1/+U8lmL8V2sJoavB2b6Ib0ySKoGiXL9lD5AkSdJ93I6GYV9BXJJIan6yfdZz7o4PXtMnKDzr/sWb8Pg0eLQFvPs0fL0JDl0Sz01dA5s+FLPIgsJg6VvQq7XIOfpgpdjn7jfZtAz4ZhO42MMb/UFr8WBtk6TKTgZAkiRJ9/Hdn6K3RgU+XA3bPime4z7dEZ7tDKcC4UYkbDslbo1qQA03kVANsOc82A2B6k5w/Ta0rQ+H5oop9p0ai6AoOgF+2Svyij77RbzuTCA0qQlDukItz+JpsyRVFnIILA9yCEySpOx+2AZjFor7b/aDha8X7/ENBvAcIWaZ3Q167K3h4yGw76IYdgNEBGacdn9pKTSskftYL30DP+0U+6qAqopgKmQlaGThE6mSk0NgkiRJxSAuCT5YDemZsGycCChefKT4z6PRwPZPYPl22HAIQmNEjaBMPYztB38dFef2cISIGGhTTyRk52X6cPH6uCQ4cllsuxMDOj1YygBIkkxkACRJkpSPz36DJVuzHi9/q+TO5VcH5r8mgpypa8HaUtQI8qsDJ+eJfJ9Hmou8obrVxfBXXmp6wNZPRa/S20tg2wmY/AxYylwgScpBBkCSJEn5yB5k5BdwFLePh8GwbiKXx83Yg589yTqvYa+8aDQw/43ib58kVRYyAJIkScrHR0NEDk2GDqYOK73z1vcqvmMZDPDxath7Dp7uJPKMHG3hy99EbtCvU0RBRRur4junJFUEMgk6DzIJWpKqNlWFXWdF8NDTT1Ryrqh2noaeH+TcpijiPd69b2MJO2eCf6NSb54kFauiXL9lSpwkSdI9Fm2Bnh9D72nwzeaybs3DcTEWRMwexGX/2quqkJIBa/eUarMkqczJITBJkqR7HLsqVnNXjfcrslZ1YfNUUcfIwgy2HIPne0DtamLb1xtEFekmNeHABejUpGL3eElSYZV5D9DChQvx9fXFysoKf39/jh49mu++Fy5cYPDgwfj6+qIoCvPmzSvw2F9++SWKojBhwoTibbQkSZVOQoqYNt7wdThwUSwwWs0JJj5V1i17eAM6wJej4dMRcGI+vDMYnu4Mc16Bi0vgh7fhjQXQ5d2sIoqSVNmVaQD066+/MmnSJKZNm8bJkydp2bIlffr0ISIiIs/9U1JSqFOnDl9++SXVqlUr8NjHjh1jyZIltGjRoiSaLklSJbLwb3AaBt2mwJVQCAyDpztA6E9icdPKrJEPBNzAtJjYjtNl2RpJKj1lGgDNnTuXV199ldGjR9OkSRMWL16MjY0NP/74Y577t2vXjq+++ophw4ah1WrzPW5SUhLDhw/nhx9+wNnZuaSaL0lSBbfgL3AbDu/9JIa7MnRiu0GFpjXLtGmlanQvMeXeyhImDcr5XEYmfLxKVJgOCiub9klSSSizHKCMjAxOnDjBlClTTNs0Gg09e/bk0KFDD3XssWPH0r9/f3r27Mlnn3123/3T09NJT083PU5ISHio80uSVP6pKkxaLqot32VhDtOfg6Y+MMC/7NpW2prWgrA1IvC7t97Rsm3w2TqRE7XztOgx+mgYdG1WJk2VpGJTZgFQVFQUer0eT8+cK/R5enpy6dKlBz7uunXrOHnyJMeOHSv0a2bOnMmMGTMe+JySJFUMqenwv4Pg6wldmkBjHzgbLJKDf3sP2tYTtXGqIo1GDAn8fVQsqjq4MwzqlPW8iliw9WYkHLsCLWuL59+qBDlSUtVUqWaB3bx5k7fffpvt27djZVX4ql5Tpkxh0qRJpscJCQn4+PiURBMlSSpDI+fB+gPifoeG0KoOvNEXOjeG5r5l2bLyIToBBn4KegP8sgdu/ASv9IGwWBH0bD0hZojFJsGec+KmUaB9Q3GTpIqkzAIgNzc3zMzMCA8Pz7E9PDz8vgnO+Tlx4gQRERG0bt3atE2v1/Pff/+xYMEC0tPTMTPLXc9eq9UWmFMkSVLlcCYo6/6Ry3Dkisj1kcFPFlVFdPcYywBYWsAnL4rnVu0UgdDybZCWKfYbv1g8t2UG9G1XNm2WpAdRZknQlpaWtGnThp07d5q2GQwGdu7cSceOHR/omI899hjnzp3j9OnTplvbtm0ZPnw4p0+fzjP4kSSpckvLEIm8ALNGiantznbisaqCvXVZtaz8cXWADR/BkG4w91Xo+zE0ehVOXxfPj3hMrC+2dza8/RTUMX5XVYAft8O3m+DYZVizG25Fwe4zkJhSVu9GkgpWpkNgkyZNYuTIkbRt25b27dszb948kpOTGT16NAAjRozA29ubmTNnAiJxOiAgwHT/9u3bnD59Gjs7O+rVq4e9vT3NmuXMzLO1tcXV1TXXdkmSKr8/jsCzs8Tsph2fwsAO4hYZD3M2QjVneLV3WbeyfBnQQdzGfCemx6vAzN/EmmF3tWsgbo+0gJFfg7UWft8vbgriNVoLSM8UK9dfWCweS1J5UqYB0NChQ4mMjGTq1KmEhYXh5+fH1q1bTYnRN27cQKPJ6qQKDQ2lVatWpsdz5sxhzpw5dO/enT179pR28yVJKue+/0dMbc/Uw8qd0K6+2O7uKHqDpPw1qSlmhd29n5cBHSB2PXyyFmasET1qd1fZSDf2ul2/AzcioL53iTdZkopELoaaB7kYqiRVfGkZ8N2fosaPAmz4QPT+SIWjqrDpEGTqxIywgjIIouJhxNciWdrSHC7eBB83uHADnmgvluLQlPm6A1JVUJTrtwyA8iADIEmquLafgi0nYOlW0Blg1kgxRPPdn9C8Fqx4WzyWSpaqQnIa2FrJtcWk0lOU63elmgYvSVLVtve8WME9u11n4XQQ3IyCgJvQtw2MfKxs2leVKArYZUswvx0F8zaLxOnX+8mgSCp7MgCSJKnSCArPva1fW4hNFgEQQE330m2TJDw/G/ZfEHlFTrbwXI+ybpFU1ckASJKkSmNIF/jzKJwLgUlPQdemos7PM53hp50imfeRh1gfOd0AWxKgjiW0tHm4tganw+tBYK7AYGe4mg6j3cDeDDwsRIHByuDUdZi6WuQF3U2qTpBT46VyQOYA5UHmAEmSlF2cDg4kw9JI+CNBFFDb3wA62j34MUddh9XGXikDIlHbSgOpBmhoBbUswd8epntX7GCoxZtwPkTkBDXzhfb1xaw8Wyv4cjQ42pZ1C6XKROYASZJU5azfD8u3i5ler/ct2mt/ioYjyeBtATsSYYgztLYRQYhWgbYXITAzq3KsATiZWrQAaEk4rI2GRx3gRoa4GbI9ryKCH4DLaeL2bwK0t4UnnIv2fsoTO+us2kAfDYW/j4lCiQAONjDrJdDpxfIbATfElPl+7cTCtEmpcOIatK4L9g/Z4yZJ95I9QHmQPUCSVLHEJ4PrcHERBbj8PTQoZN2Z/UnQ9UrWRTo7c0B3zzZrBWpagos5NLGC+T5gfZ8p3jfSodbprMd3zzXaDZrbwO0MOJgEUZliKMwc0Bv3+aIGPOoI/g/R21SWbkbCNxtFQcQ3n4BXv4UV28V7q+0JdlYQHA6pGaJnCETF6R/eguZvwpXbInH6wmJR0FKSCiJ7gCRJqjICbsDUtVmzijRK0aoOJ+lzPs4eCN0b/DzpCBvrQKuLcDgZDiVDGxt4I4/E6utpcCcTqpnDnsSsoCa7Ac4w0CXrcYYBzqaInqafouBSGnxwC7gFm+rDUy6UmFRD1jBccfJxh7ljsh7Pfln0/By8CEcv5w46AQ5dFDlDV26Lx4FhEBQGjfMpyChJD0IGQJIkVWgvzBWLnBpUeKQ5/N8gqOVx/9elGKDPVTiYDI/Yga0GHncQPTAJelgRI4a/0lVwNYPzjaGasQfC3TwrUHLL41P0cCJ0DRABlBki8KmjhaecoIUtbIuH5tYiAMrOUgNtjT09re2g0wVxXwFeDoRxwdDPSew3xQu8iqlHZEscDLoCFgqsqwfNbMC3hGoludiLgOjbTWJB2uw8nSApTfTo+Y0TvXhXbkOf1tCwRsm0R6q6ZAAkSVKFZmGOKRp5uZeY9l4YexJhf7K4vzcJMlqBWbZk4298xAfk8RRoap0z0FlbGxZGiqDmGaecx72TCRtjs3qP7vb6BKXDzJqg1cCoQk7F/8gbhl8TgVaMHlS9SMTWAL/HQH0r+LYWtHrIROIfIiBDhUwVBlwR51voC296PtxxCzJ+gOgJSkwVs/V0BmhbH37eJapKA9yJgfjfxYK1sm6QVNxkDlAeZA6QJJV/8ckweZVYfsHeClr6wjsDC7/kws0MaBwAyQboYAOHGhW9DXpVJE27m8HldJFIvSBSBD1OQGImNLGGa2nwvhdMfcBejB8j4OWgrMd3e580iETs/U1F/tAfsSJXqGkREob1KiyLgNeDc253NBMB0Ywa8H/VH6zdD+JaKPiNheR0GNoN1r0PGw+K9cY6NYbvXi94WQ6papNLYTwkGQBJUvn34Rr4coO4/0xH+PX/in6MGxlwNtU4BPYAF9UJN+HbyLyfe9QOttQTPT4PS1Vhe7zoBTqcCIeTRLClAE87w/r60OSsyBnSKnCpZe4hLIMKi8JFkDTGA55xhaURYljNVwtLfCE8E0YHQlq2q4KFAuntSrcH5k6MyPlp3xDMzcBhsOgpAvhzGjzhX3ptkSoWmQQtSVKl9vNe2H5GXNQ1Clg/YC5MTUtxe1D7krLuK/f8O9q1eIIfEMFHbydxf5irCIhWREJYJvR3gj9jxbR5EDlL19LA0wK+CxO9OL9GwcW0rOG43QnQxwk+uy2ev5oG51NhfDXo6wSXUqH7RXGshlbwcxQ85QwOpXTFqO4ibtkfJ97Oui9JxUH2AOVB9gBJUvmjqvDGYlh3AOJTRFBgYwmv94EPBovk2sIeZ1m0yMl5ywOqFWHG2L02xMKIEHAxAy8LETB8VwMaW+edHF3crqRCy3Oix6ahFUTpoJs99HaEf+NhU2zuWVYKopeosRWkqCJwMgcONc1KwAa4nCoCq/dvisCpox0cbFry7ykvNyPhpx3QrgH0aVM2bZAqBtkDJElSpXM2GJZsz3qsqmJ45KuRRRue+TUWxtwQ+TOHk2FXgwdv09POMMip7BJ0T6ZkDVfdyoCkdjD0KrwRLLYp5Cze2MFWBDk/RcIp45DSDG/Rq9TAOuexG1rDuZSsXqOzZbh8hY87fPQcHLwALceAtxv8/D64yO+n0kOQAZAkSRWCt6sompeUJmYFdWkE/zew8MGHXoUkA1xPF4/vzqx6WGU5O6mvo6hYfSYFphoLP15MzUqSbmglbu95QZxeVKHWamBHvOj5URFDYfcGP3f1c4I+jnA0CQY6g9sJkdT9ZwNwLIOrx8Tv4VywuC3dAu8PE9tDo2DKj5CRKVad93CCpRNlgCQVTAZAkiRVCG4OcHIO7LkA/VqLgKgwkvXw2FU4miI+8DKB9jbgYAZfFrJadHnlaA4nmmflQgHMqSl6gGpZiuRo1zyG+LY1EjlEbW0LrjBtYwZbjbPjvE9CtA72JcKaaHjFXdQjKk21q4viiZCz1tP/LYVf94LBWAlco0CTWvDJqNJtn1SxyABIkqRy7+R1WLELHmsBr/Yq2mt3JcIR4/BNpnFbnB6OPMC09/Iq+2KpvZ3gul/B+9fUwrQiTsn3s4HQeNG79HYwTLkJuxpDm1JczHTZJOjUBLxcYXDXrO1aC3IkOxlUcHcqvXZJFZNMgs6DTIKWpPJDpwf3USLxWVXhwrfQxCfvfbfEw+dhItdltrcobHgjA5oY6/1oELkwX3jBlGql+CYqgWS9SKr+NgyOGafgj/OE73zLrk1R8fDeMkjPFMOi9jZgqwVPZ3i1n6wXVBXJJGhJkioNg0EslHn3q1pyWh77qGJR02FBkGgQy1s8ag/9HcU094tNxDRvP2tR8bhWCS3zUJnZmsFwN4jIzAqAejuWTVvik2HqSth1Gi6EiDysN56A2a+K51PSYNGfYth02COyirSUNxkASZJUrllawPr/gwVboLcftKuf8/lMFd6+Ad9H59y+PxFWR4vhrynVYIxbqTW5UptYHR5xABtN/snTJW3aT7BgswiKVUQwZpkt12nsfFj5r7iflgGjHy+LVkrlnQyAJEkq955sJ253xehg8m0xvLU/EdKz7dvDTlR3/jIia9vYG6IwoYXsCSgWfsa8H72xV+5SqphdVs+qdNuhKNCyDvRuAx8Nz9oeFCaeU4CQiHxfLlVxMgCSJKnCMKgwPxJ+iobTqVl5r4rx5m0B82qA36Wcr6thKT/sitvueLFwqh5INYif/3gPsXDsKI+SnSE2fYT4XTAY4JORuae7fzUGXpsnpsP71YWjl6B9JUp6l4qHTILOg0yClqTyaVU0jAzJqnNz91+An2rBCy5iRtSMOzA/AjrZQg97GOIsgiCp+Ay+Ila9z3EBMQAq/J8XfOVbNu3KbuYv8MGP4v6aKfD8o2XbHqnkySRoSZIqhch4+HQ92FhDRhfYbZzOrgDVzOFFV+hrD87m0DLbCujTqoubVHIecRBLgQCYIf5P9Kr4959YOJcMk7yz1jArC/vPi381CizbArci4Y0nxWwxSZIBkCRJ5dbEFfDLPjD4AY3FNHZ3c9Gz85kXNCujJFwJxlWD9nZgrohq07cz4JVrYpbYhVRxO5gE8e3LbhbWpMFZQdDuM7DnLJwJFL1BklTKdTwlSZIKT2dcqkLRZW2rr4VNdWXwUx60t4PWtmKKfANr+K85rDbO0lMA2zK+wjzWGuI2wTvPiF4gBQiNvt+rpKpC9gBJklRuzR0NWkvQ2kJtDwhV4f887v86qey0s4dfG8CBRIjKANsj8KwrrKxXNj1BigLjB8Lp6xAcDldugeez8NtH0L1l6bdHKj9kD5AkSeWWjQMceRR+8INoYL6PLGJYEQxxg8lesDZazBBbFQmvXIe/YiAoDWJ19z9GcXK2hw3ToUszCIuByDiY9WvptkEqf2QPkCRJ5cr20/DrARjcEVJrw2VjkZ/vImBOEdevksqOmwV4WUJohhh6+jFC3EAUUXzMEaw18LUv1CiloLZtAzF9HqBdw9I5p1R+yQBIkqRyIzoR+n8OOgOs3A275oKjBuIN8HgZLbsgPRitBk62gB3xIjk6Ldt8+RQD/BUrAiNzBdY0KJ02jeglVpFPToPH291/f6lyk0NgkiSVG3o96A1iiQO9AbpPgLdC4GAD2FCnrFsnFZWnJQx3h3UNobM9PGosy2KpZNUPSjXA8nCIK6Vhse4toZ8/aOTVr8qThRDzIAshSlLZuBIK88/Cz0kQZ6wx4xoEUV+Ubbuk4nMzHbQKLA2H4HQxLKYCHe3hYPPSa0dahrg52ZXeOaWSV5Trt4yBJUkqF9YfhIbjYIE9xNUG2gCtIX4QpBvKunVScfHRgoclfOQjiiTe/QYekFJ6bTgfBNWHgOvTsPyf0juvVL6UeQC0cOFCfH19sbKywt/fn6NHj+a774ULFxg8eDC+vr4oisK8efNy7TNz5kzatWuHvb09Hh4eDBw4kMuXL5fgO5AkqTj8cxKRFJKdAhpzscKCVPk86Qz9naCaBcyrXXrn/W0vxCeLhOhZv8LWY2LYVapayjQA+vXXX5k0aRLTpk3j5MmTtGzZkj59+hARkffyvSkpKdSpU4cvv/ySatWq5bnP3r17GTt2LIcPH2b79u1kZmbSu3dvkpOTS/KtSJL0EFQV+rUGa3Mw/x16KDDMGfo7wO+1xWwhqfKxNoO/msCddjDAGXbGwb4E+PIWXE0tufP2aQvmZuL+1dvQ9wOxbtiq7eDxDPR+D5JK8PxS+VCmOUD+/v60a9eOBQsWAGAwGPDx8WH8+PG8//77Bb7W19eXCRMmMGHChAL3i4yMxMPDg71799KtW7dCtUvmAElS6VFVGDwbNp4Czy7w7WAYKtfxqlISdNDwFIRlZm1zM4dbbcVsspJwKxImfg//2wco8FRH2HceohPE86smw4u9SubcUsmpEDlAGRkZnDhxgp49e2Y1RqOhZ8+eHDp0qNjOEx8fD4CLi0u++6Snp5OQkJDjJklSyQhMh9MpsCMBzqRAYipsPAIMgPBOMOwO/B1f1q2UStOVtJzBD0C0DvYniODoYgpkFvM4aA13mPYi1PQADyf4v2ehhXGmoUaBJrWK93xS+VNmdYCioqLQ6/V4enrm2O7p6cmlS5eK5RwGg4EJEybQuXNnmjVrlu9+M2fOZMaMGcVyTkmS8rc1EfoHGXN69IAKfeyh5aNwxlU8RoFr6WXaTKmUtbQRU+R3JUBTa8hQIV4HPQPAShE1hFrawPqGUM8KdCpYFMPX92a1IXgNXA+F95dBnWow9G24EwMvzoLebWDu63LKfGVVqQshjh07lvPnz7N///4C95syZQqTJk0yPU5ISMDHx6ekmydJVc6/iVmzflAAFbYlglknmGULSzOhnhZG5t9hK1VCFhrY0RTSDCIv6GIKNDktnrtbQPFMCjQ4Bb5aMX1+sAv81lD01jys8Qtg23Hxu1nLE75YC5l6uHgDNuyHSc/AhKcf/jxS+VJmca2bmxtmZmaEh4fn2B4eHp5vgnNRjBs3jr/++ovdu3dTo0bB9fO1Wi0ODg45bpIkFS9VhcdswU4RHzwW2Z7Tq3DWAnbWh631walSfzWT8qIoIvgBsbJ8D+PHsINZzv2Cjb2D/4uBa2nFc24bK0ARv6N2VuDhnPXcTWOuUERs8ZxLKj/KLACytLSkTZs27Ny507TNYDCwc+dOOnbs+MDHVVWVcePGsXHjRnbt2kXt2qU4t1KSJBODChNvQ4NLsCQa+gfDEyFQWwvhjWHAdmADEAYosDYWXgwu0yZL5YSZAruaQnhbiG4Hh5uBpzEotjFetbwt4WyyWGvsYX3/FkwaDDNfhnEDYd9c+OA5sDSe09EW7Kwf/jxS+VKm37MmTZrEyJEjadu2Le3bt2fevHkkJyczevRoAEaMGIG3tzczZ84EROJ0QECA6f7t27c5ffo0dnZ21KtXDxDDXmvXrmXz5s3Y29sTFhYGgKOjI9bW8jdYkkrL0RSYFy3uv3k7q5bP2TT4/ij87+5cBy3QXww/pMtaLJKRooiCiQD+DnCtjagi7WEBhxPh/4Lh2SvgaAazfaGf04MvquruBF+NyXpcuzp8/hIM7gr/HBNT5Ru9BGMHwHvDHu59SeVHmS+FsWDBAr766ivCwsLw8/Pju+++w9/fH4AePXrg6+vLypUrAQgODs6zR6d79+7s2bMHAEXJe0B4xYoVjBo1qlBtktPgJenhZKqwJhZevQW5lniKBhYDxlk/5hag7Qnt2sKiRtBYfk+R7iNeB0731Mx1MYfdTaCJrVhgtbicC4IW2YKjiPUiYJLKp6Jcv8s8ACqPZAAkSQ/nuRBYFw9mgI85BOuMOc8BiGEvY1TUoyn8+YEcXpCKbkIQfHcnW1K9UUsbONwCrIopwSMiFmq/CCnp4OYAN38BK8viObZU/CpEHSBJkiqvPcbC63qgn6MYa1czwOwImOlFoqm7A3z2vAx+pAczrzboOsJb1cTiqnedSYFzxVj438MZjsyHeW/Af3MhOAz0+uI7vlR2ZAAkSVKxm+YJlgo00cIoBWr/CMwGww0Y+SgkroWIldC5cVm3VKrINAp8WwdSOkBne7GtgRU0tSne8zSrDS89Dk98DI1fhic+kmuHVQZysqkkScXudVcY4yIuUHXfgEBjtQsVeCT/mqSS9EA0CuxpJuoH1bcuvuGv7E5ehcA74v7W45CYAg62xX8eqfTIHiBJkoqVqoop8HcL1EUnZj333cvwQveyaZdUuZkr0NwW1kVB6zMw/Ubx9tK0aQD1vcX9JzqAfTH3MkmlT/YASZJUbEIzocd1CMmEJd4wygXWToTPf4eODWFs37JuoVSZJenh5Wui5MKpZBjgAq3tiufYdtZw/gdRGLF2NTFNX6rYZAAkSVKx+S0OrhoL030SIQKgfm3ETZJKmqUiqojH6sQMRJdivsJZWkBdr+I9plR2ZAAkSVKx8bcR4+oGoJs1fPE7RCbA+0+Dp1MZN06q9Cw1sL+ZGAbr6QS+VmXdIqk8kwGQJEnFpqMtnG8ANzLhwl54Z63IBQqOgI3vl3XrpKqgsQ3MqFmy5zh9DY5ehkGdZVHEikwGQJIkFavGVuJ2KiMrTyK1GNZrkqSi2BwDS8PEgqkZKiypC72dHv64V29B+3Fitfh5GyBg+cMfUyobMgCSJKlY7EiEhdHwqB2Md4O3+sPtaDEE9sXwsm6dVJXE6eCZSzmXYRlwEVzNYU0D6OH44Me+fkcEPwCXb8KLs2DGCKhT/aGaLJUBuRRGHuRSGJJUNDoVnM5DsvHT5Gg9aCenCUtlJEEH7sfEmnTZL3AK0MMBdj1ELapMHbz4JWw5CompoNFAt+awe87DtloqDnIpDEmSSkWSHlbGQOPLkJLtSmMhpwhLZcjBHP5pAqM9YLoPvOohtqtAq4csXmhhDus+glmvZm2LSYC/j+SuO/TPUag3Evp9AAnFuDyHVDxkD1AeZA+QJN2fXgW/q3A+LWublzl8VR2ed4akVLC2BDOzsmujJN21Kx5iMqGJDSTrYUOMmC4/zQeqP8Dippk6+OIX+OswHL8itnm5ihpBdlYwoBN8vgZCY8RzC8bB2KeK7/1IeSvK9VvmAEmS9EDi9DmDH4DhztAmBYYuh98OQi13ODQTqruUTRsl6a5HHWFDNDQ7nTUspgEiM+F/jYp+PAtzmPYiXAiGE1dF709otLgBbDuRc/+7VaSl8kMOgUmS9EBczeEVZ3G/tRX8VhPeMAO/SSL4AQiJhD+Pl10bJSm7f+NybzM85DHfGwo+7iK/6F4aBTo2gW0zoXfbhzyRVOxkD5AkSUWWZoB370CUHk7Xg5bGhOdd5yAtM2s/KwvoIld8l8qJUR6wJlJMi+/vLCpFz/B5uGO2aQAha+DIRfjzMOgNcCda9ABpzWHx29CiDsQmgqOtSJqWygcZAEmSVGRLY8SUdwWI0MGBemJ718bwtD/sOAvDu8GHz4C3a5k2VZJMOthDVHuxWK+1GexLgG7nwc0CNjQEb+2DH9u/sbjl5aU5sGIb+NWFA/PARlaoLhdkACRJUpHZakQehQLYZftGa2EO/3uvrFolSfenzfb7+mEIBKVDcDp8Hw6flUAF6ZQ0EfwAnL4Ohy/Co62K/zxS0cnOOEmSimyUM8ytDhPcYKVxCOFUIHT/CJ6bCwkpZds+SSqMpjYikDcAja1L5hzWWujaXNx3cxRV0TN1Bb9GKh1yGnwe5DR4SSq6Lh/Awcvi/szh8N7TZdseSbqfDINYONXNAvo4iqVbNCVQwyojU0yXHzkbktJgQEfY/Enxn0eShRAlSSphsTpIv2f6jKdxeQFVlSu/SxWDpQZGeIC1BpyOgttR2BgN4cW8dp2lhUiOTjKWjdgmZ0aWCzIHSJKk+8owwC9x4GwGgRkw6Q64msGhelDPmDi6bCy0rgvVnGBEjzJsrCQV0fw7kGwM6J++LCqZ724KnYtxAKBna2hYAy7fgomDi++40oOTAZAkSQVaHgMfhUGYMW/BXhF5E1F6+C0GLq+HCzfAv4EIfPwblGVrJanoejjCxpisxzoV/owt3gDI2V6sHJ+cBvZynbxyQQZAkiTlK1IHr97KuaBkovGBJZBwAVbtEY9PBMLSf+HSAqhbrZQbKkkP4a3q0M4O/o6FL26JIbFnSqB8g0Yjg5/yRAZAkiTly0oBawVS71lVWwP8oIcxS3PurzPA7WgZAEkVT0d7cXurmqgRZF+Ca9hl6kSytVwnr2zJJGhJkvKUpIfXb0N9LbzgBLvqwDBHcDeDr6vDr39Duk7UAvJ1F7exfWXlZ6li87As2eDnj4NgPwA8h8DZwJI7j3R/sgdIkqQ8/RAjEp8BzBV4xE7cAG5Ewt/GnCAVmDUChnQui1ZKUvG7kwE/RYCfLTzuXLzHnrcB0jMhQwcr/4W5rxfv8aXCkz1AkiTlciVdBD8q4lbtnq9KfT+FnefE/RXjZPAjVS79AmDKDeh7EQ4lFu+xe7Y23lEhJBx2nSre40uFJwMgSZJyGXMLTqSK+4/bwSofMBhgys/QfjJcDxf1fgAcZVKnVMnczFYH6HZ68R57ynOwZw7YWsPGA9D7fQgOK95zSIUjh8AkScrFJttXo6ccxarZfx+HLzdkbVcUeOlReLJd6bdPkkrSj/Xg4xvQxg6ecineYysKtK4PqeniS4Rehfjk4j2HVDgyAJIkKZcfa8DsSKhuDq+4QEgEfLo+5z6qClMGg3kFnMlygBuc4g5u2OKGDd2phQUV8I1IJWKAi7jpVAhMg9pasCjG8RJ7G1j5Liz6A9o0gLgk8feklMAyHFL+ZAAkSVIu1SxgrlfW4+m/wrFr4gO6mhPYaOGVnuV/uvsp7rCHYNrhTRdqosPAP1zlR3ImXtwkntEUfYnuTAyYoaBBXrkqG70KXc/B4SRoYg0TqoveIA/L4jn+Cz3B0hyGfgILNsDnL8MHw4vn2FLhyABIkqT78nTKyvl5+TH49PkybU6hpJDJF+xDj4H/COE6MZwglJsk5Nr3DkXPdN1NCN9xDGvM8cOTJ6lPY9yKo+lSORCSLoIfgIBUGBMIH9yAD2vAa56iVtDD2n9OfKlQVfjvjAyASpsMgCRJymFPEmxKgGcdobOt2DbpSXC1BwszePPxsm1fUd0t4LiJSzm2V8cODQpmaHiO5kU+7gYuoUcliUz2c4vj3GENT8mhtEqilhY62GUFQQBROpgYDH9Ew1BXCE6Hoe7gZ/dg53i1P/y6BxJTRFHEFf/A6L7F0XqpMMp8FtjChQvx9fXFysoKf39/jh49mu++Fy5cYPDgwfj6+qIoCvPmzXvoY0qSlCU8E3oHwndR0DMQ4vQw9w+o9hJ88yc83UGsbF1eZKBnKceZzm7Wc4Fg4jhHOHM5yGz20wBXXLHO9bqaOPIZj7GA/nxLX2rhxDausYAj/B/bWMARMtEDondoF0HcJJ4EsqYEtSLn+F8GBpZzhniKedqQVCbMFNjXHC74wXOuoFUwDXTujofXr8GXN6HbGUjVP9g5mteBsN/B2Q62HoWXvoJ9Z4vrHUj3U6Y9QL/++iuTJk1i8eLF+Pv7M2/ePPr06cPly5fx8PDItX9KSgp16tTh2WefZeLEicVyTEmSsqSqkGm8n65ChioCHxW4EwubjsJb/cuyhTntIoh/uAbAGcJZx3kUVLJfjxoZh6VSyMQDWwbSmB74mp7/myus4Syp6EzbrhNLE9xpRXUmspV04xE1wEd0pxXVGU0LOuDNacLZx01uk8g/XCeJDP6PDiX91qVSYK5AExtY2xDCMmDkVdgZD3pD1j7JevG3kjvMLhxFgYzMrCHmtIyC95eKT5n2AM2dO5dXX32V0aNH06RJExYvXoyNjQ0//vhjnvu3a9eOr776imHDhqHVaovlmJIkZfG1hMXe0MMWVtSApRsh1LhKtqU59Ghatu27l/U93+EM9wQ/AE5YsYynWMszzKNvjuBHj4EfOZUj+LnLESsiSDYFP+L4sJsgprKLl9lMLCk8T1O64mPqHThHJHu5QSxp/MIF9nIDNcdKalJFVM0StjWFH+uChwXUt4K2drC8ATg9ZFfChk/gqc4w8xXo2aZ42ivdX5n1AGVkZHDixAmmTJli2qbRaOjZsyeHDh0q1WOmp6eTnp7VbZ2QkDtJUpKqgtBMaGMNY1xE4UPLdWAwXruXvQktfMu0eTn8xGm2c50muGGOhgAi0RkDDZGYXA13bBlE/ouTaVCohh2hJKIAtXGmAa40w4M2eKHHQDdqcYRbpKNHAeywZB83AFjBKTpTk0E0JJIUdhJMLGl8zRHq48Q14lABK8zxxyvfdkgVxwhPcStOXVuIm1S6yiwAioqKQq/X4+mZ8zfJ09OTS5cu5fOqkjnmzJkzmTFjxgOdU5IqizOp4H9NdOePd4XvvKF1HTh+HWwsoVuTsm5hlmhSTEnNAUTxHX2JJ52p7EIFeuDLGNre9zgKCp/zGEe5RX1cqU3Wwk869BwllF7UZSIdiSKFWySw1TjkBlALJ0AEXKNpwR5C0BuDsKvEmfaLI40oUviU/cSTzgTa40cxX0UlSSoSOQsMmDJlCpMmTTI9TkhIwMfHpwxbJEmlK14P08NF8AOwOUEEQLs+gX9PQ6vaUKucpNDFk8an7DU9tsUCF6zxwZFv6UsMqTSj8I11wore1DM9zkTPp+zlPBGmgavJdMafGkxiK0mIJI1hNGMADU2vc0DLVLrwA6e5ZZxWb4sF7ahOQ5xZz0WCiAdgKaeYTEd8cXzQH4NUyRgMMGMVHL0I7z0HXZpDQjK4OJR1yyqvMssBcnNzw8zMjPDw8Bzbw8PDqVbtwaqrPegxtVotDg4OOW6SVJWMvCmmvt/1tptY+uK9VeDlAnXKUcHDg9wkxBhI2GHB1/TBFlGdzgdHWlINs4f4aAsgknPZgh+AIGJRUckw9e9AS6phTc4pca2oxvNkJUr1px6nCectdvAPgabtt0jkbf7lDBEP3E6p7GUY4IMgGHkJrqc+3LG2HYNPVol/n/wQag0D14Hw3tJiaaqUhzILgCwtLWnTpg07d+40bTMYDOzcuZOOHTuWm2NKUlUQkiGm+CrAZ54wyAADZsLif6HXdEgpJzO7DcYg5K6WVMOTByzCkg8fHLEydo5rUPDBgV7UxQwNk+lCa6ozgpY0xDXP13fBh2/oyZc8Qi0ciLtnWrytMWhSgUPG3CKpYloWBjNvws8R8PKVhzuWnXEamQokpUJotHi8YOPDHVfKX5kOgU2aNImRI0fStm1b2rdvz7x580hOTmb06NEAjBgxAm9vb2bOnAmIJOeAgADT/du3b3P69Gns7OyoV69eoY4pSZJgUGFSKGxPggZaSDVAQysY5wZ37mQlP6dngq6Ur9E6DCzhOFeJ5mmacI1o4kknllTOGXtNnqIhwyn+zFEXrJlPX64TSws8c/TytKY6ral+32PUNeYSxZKGM1bEkgaIBOrnaMJKzqICW7jOacIZRxuuEEsXauCBbbG/J6lkaPK5/yC6toCfP4A3voHEbL1JAzo95IGlfJVpADR06FAiIyOZOnUqYWFh+Pn5sXXrVlMS840bN9Bosn6tQkNDadUqa72eOXPmMGfOHLp3786ePXsKdUxJkoQ9yfCt8VtmQDpoga11wNEMziXCAH+xSONb/cDBpnTbdozb7DAOGX3LYQz5TCMvqarLYpHUhw9EnLFiKX2JJQ0NCg5oscKc9njxKlsACCWJD4w5TT9xFie0TKcbtY0J1lL59XI1iMiEW+nwYU2x7U466IFrqdDBAayKEBkN7wmZOnhjHtT0hG/HQrfmcqHUkqKoqioLVNwjISEBR0dH4uPjZT6QVGkdTIbO13Nu+7c21EqEJhNFsTdvF7jxPWhKcbBcRWUnQSwk/wru7tgwnUfwwr70GlaMDKhMZx+nCc/zeV8ceZ3WNJFri1Uo7wfCrFtiKFkFOjvAvpZFD17uBjyzfoEPlkEDH9j/LbjKnPn7Ksr1u8yXwpAkqXTtTYIml6CLMfhpZAl2CgxwgO62cDIwq9JteFzpDH9FksRX/Md3HGAxx1jIUTQoOT6g3LHBDkuG0pSlDKiwwQ+I3KIZdKV9tuE0bbberGDi+Yi9OZbekMq3iynw/R1x/26vwoEEGBwA0Zn5vixPdwOmmWvFUPSlG/D3kWJrqmQkp8FLUhUyORS+isq5zd4MEhuJ+9fuwOhF4r6NJSx6teTX/spAz7cc5BKRABhQAA0GVLpQkzsk0gwPRuCHhsozDqCgMIH2/MU1HNDSh9oc5BZfIa50OgwyQbqCWBEGL2VLgjYD0//c5mhofAs+r1304/ZsDf/bB1aW4N+oOFoqZScDIEmqQhbH5N42Mqv2H2dCIM34bVWvwsgeJd+mz9ltCn6yj8fbY8lzNK/QPT33Y4clw8iqMNmVmiSjYxfB2GDOtxzjWRrRUhZNLNe2xGQtlDrAFX6sD28HwtoIsXzKzxGQoIcO9vCMO2gLOfbyy8dicdR63iInSCpecghMkqoIvQq9jTPGrRSY7gEhDWFstjSTPi2hQwOwMIPpz5Z8m1RULmarhWOBOSoKNXFkWQUf5npQj1OHITTmJOGcJYLZHM7xvIpKJoZ8Xi2VhZergYUiEp4neIOLJSyqB5NriOdvpMOCUHjhMrx+tfDHtTCHR1vD9hMw8ks4HFAy7a+qZBJ0HmQStFTZ6FXofh0OpEALK9heWyzomJ+SnnWSSDrrOIMGDVrM2EwAdXBhMt25QxL1cUFbih3UcXE6Jk++QVqagTfe8ESnUzl/PpVnn3XBzS33D0pVVU6fTqFaNQuqV7cs9vYEEMX77EYBPLDlB/oBkEQG77ObmyQwnGYMKWCdM6l0JetFL5BNtomJcTrwOixKTNzV0hZ8tHA1Fb6rC71dCj7u0YvgP1b8Pdpbw7XV4O5c8GuqsqJcv2UAlAcZAEmVzdV0aHA56/HFBtDIStw3GGDCSvjnFLw7AMb0Kv7zG1CJI5VUMvHGkSUcYQfXUAFHtLxJR9rgXfwnzkdysh5LSwULC9EJ/u67N5g79w6GezpWWra04fTp5rleP3FiMPPmhWNlpXDkSDNatCj+OgH7uMkVYnicOngbe8L2coOvjTlCVpjxG08X+3ml4nU0AVZHwM44CE2HFANkGq+6Da3hUruCX384ADqOy3qstYD/5kF7GfvmSc4CkyQpB19L8DMGPC2soK4267lDV2D+P3AtDF5fCp+uh+jEhz/nHRIIJpadXOc5fmEMG3mbv1jGUaJJMeX7xJPO9/cM85SklSsjcXQ8TvXqp7hwIYVp027xxx8xuYIfgKtX0/I8xoYNsQCkpans2hX/wG25dCmFUaOu8sUXN9Hrc34X7YoPTXFjGv8xg32kkEl9XLA0zhZrjJscCqsA2jvA/Hpwvg0k6bOCH4ArqdDrLKQX8N/YoQksfBucjcPXGZnwx8GSbXNVIZOgJakKCM+Eca5Q0wK624l8hbu8nMFMI6a+q8DU32DdQTg/98GHwY5xi1nG4n52WGZbQQu2IpIg7tZKAXDC+sFOVERpaQa++eYOej1ER+vo2jWA2Fg9igKOjmZ4e1sQEJCGlZWCk5MZn3+ec1Hk2FgdL78caPq5ODiY8dNPkcTH65k61RvF+ERUVCbR0ToaNLAiPl5PQEAK9epZEROjo2FDa9N+zz13hbNnkzEYwNfXiuefd89xvh84TSQpRJDCPm7SmmrM5TE2cJldhPAKf/M1j+FGKVeqlIpMo0AzWziTDOYK6FTx+78jDv6Lh14FDGu9+ZToqR0/H6y1MKhrabW6cpMBkCRVclE6aH4F4gzgagbBjSB71kptT1j4Mrz+Q9a2S7fFB67ZAxZaPsMdU4CTbFw9/V4q0Jv6OGHFY9lWYy8pR48m8dhjF0lJyfq6HRubNc28enULzp9vwbVr6Xh5WWBrm/vNL1oUzqZNovfH39+WkyeTOX06ldOnb9OnjyMdOthz5kwyHTteIDVVxcJC5FPpdDrMzECvh9q1tbi4mBMcnE58vI6CkhBqYE8kKQD8RgALOYGSpgGdAnZiqY3j3MEfb2ywIJg4NnAZXxwZSpNKVTagMtjTEv6KhtZ28MIlOJUMthpoXIj4ddwgGNQFbK3BqXiXv6uy5BCYJFViaQbwvyaCH4BoPYTpsp43GGDmRth3EUZ2B0cbsNXCnBEPHvwAdKc2lsbvV3ev75PokmPh0mrYMYTmDKEFrqXQg7F6dRTJyQYMBmjb1gYrKwVFEe9z5Eg3Nm1qgKIo1K9vlSv4SU7WMX36Tb7/PtwUsPj6anF0NEdRRKVsZ2fxfrdtiyc1VeyUmQk6HYCC3hhrBQWlc+JEMtHROvR6cZzPPqvJ0KG5qz6/R0d64QtAJGKBKNXKQPQ58dGtQeEHTjOSPxnKRt5lF4e4zS8EcITQ4v0BSg/NyRxe8IQmtrC3JfyvMXxUE74PhbC8vyfk4O0uZmhevUWBgbNUOLIHSJIqKb0Kr96EwGwfrC86Qt1s3T8bjsAHa0X3fIPqEPfTw59XLFgaxmu0ZylHSEOPLZa0xht/fEgiAxssMEeDUgo9FBkZBoYMucbOnVm5OiNGuNOpkz2//x7Nk08606lT7un2N2+m88YbwVy7lsblyzlzgaZN82bixGrcupXB6tVRPPKIAw0bWrNuXTQnTiRja6shOTl7YoeKVquQni6uWooiLmCqChMmeOHnZ8vgwZdo186O8eOr4eAgZp7ZYEE7vNhOsOlIuiSFc6858tQMLXGDbpvWSbt3vTQL+f22XLM3hwwVpgSLnogjibDjPmv73okGv1chIg5qecDL/eHD4aW7VE1lIgMgSaqk/k6An7Pl5/a0g5U1s/J6dHpYuUfcV9Xi+RBNQ8fHbCcMkUU9gc4kkE5rvLAyftw4YvXwJyqCnTsT2LxZDFuZmcGJE81o2VIsdNqmTf4Lns6YcZt//onLlRzt5GTGe+95YWWloUkTc2bOrMmaNVH06nWRHTsSUBSRG3T9ektOn06hdm0tvr5arKwUwsMz2bo1lthYHS1b2mJtraFHD0fc3Y8SE6Nj8+YYPvrohnF/DZGRmbi5mfP+vqYkOKbgfcONPcvTafCoBS8/5sjHaigGRQQ+d0sXuGPNE9SnNnLhqPIuxtgbq1K45TL2nhHBD0BIBExdAX514Um5YvwDkQGQJFVSwZmYMo3rWoqFTrMnNa/dD3+fFPe1FrB+0sOdLxM977LFFPyAGKLpR8OHO3AegoLS6N37EhEROn7+uS5PPpl/BmmDBlZYWChkZqo0bWptCn7ux93dPMcwg1ar8Oqr7rzxhidW2Zb4DgpK44UXslaVVVXIzFSpWVNLnTo5gz1fXzNef70697K6Z8nw4OCsNcBiYnR83gnCwjJJSrrNhAnV+WZeHQAihvtwyzKehAvmqHoFK08Dv69qwrduh1jBWUbSnK7UYA2XOUQofanNaJoV6v1LJW+0J5xOgqA0+LIQS2X08ANPZwiPzdpmVfxlqKoMGQBJUiW0Jh7ejgDMwF8L63xyBj+R8fD2j1mP63pCE59chymSKJK5ky346YAP7XnIg+ZjxYoorl9PR1Xh009v5xkAXb+exo0b6XTr5sDJk804cSK5wEDpXtOm1cDNzQKDQaVVKxsaNbKmRg1trv3MzBQ0mqxetF69HJk4sRrm5oUf3vvnnyZ8/vktNm6MJiMj51CWqsK1a1lDcKtWRTJnTm02bYomZI/CnTu2pkBNZ6Nh7r7L6AeKqnw/cY6fOIcK6NGwnis8SV3cSmnWnVQwazNY2gDm3RKLpj7lCvPq5j/7spoLBK4Ry2Ns3A+tG0DPNqXb5spEFkLMgyyEKFV0k8Ph62jRtf6IDez0zfn8lpPQf2bW42vzoW61/I+XRDpxpOGNA5kY2EwAOgwMpAnWiHwVAypfsJvT3KEl1fmQR4ptFlJoaAYnTybTvbsDmzfH8uWXoVy4IJKCmzWzYsQId955pzoajTjfiRNiJlZmpoqNjULHjvb8/nt9nJxK5jvfxo0xbNoUywsvuNGr14MPPYWGphMYmM7Vq6mkpRkwM4PXXw/M0RM1cWJ1FEVh7lyR5Ny0qTWtW9uRmWlg3bpoXDpl0GlPFMo9BawNKNhjxXL6YEMJr3ArFVq8DpwPZk0WONYK2la9FWCKTVGu37IHSJIqoTecYUsSxOlhqnvu55v6gI8r3IyGlx/NP/hRUdlHEEs4Sjp6/PHBFWu2cAUFERi9SnsAAoigEe4Mxw9fnIstwTkyMpOmTc8SF6enaVNrAgJSTQFBzZoWXLiQxuTJN/H2tqRBAysOH05i8eJwMo0V51JSVHbuTGDNmijGji0gynsIgwa5MGjQfdY0KAQvLy1eXlq6dMn64HZ2tuC336IYONCVTp3s8fXV8uij51EU0VPQv78Ls2b5smxZGOvWRRN32JLk4XWp/dsd0xR6M6At1TlKOC+xjVl0oxbyy115YKMRy9KEZ4JWgcKurBIVD73eFTPCFk2AEb1LtJmVkgyAJKmSuZMJUyKghjmsrwGN7xm1iU2CDh9AWBy0rg0/vJ7/sdZzjt84Z3p8hJum+yqQisjivEk8M9ghCrtxje8ZWCzv5dixZMaNu0lcnAhmLlxIxcZGITVVRaMBOzszFCUTVYXt2+MZPvx6vsdq1KhiDvs8+6wbzz6bc4r8tGk1ef75y7i4mPP66yKoGzXKk8hIHTdvpvPEE85YHfTFq6MBR8UKWyyYxkEMQCIZ7OIGo2mGiooKsl5QGbLQwOFWsCkKejiBd+5R1jz9tgdOXxP3P1wOluZQp7pcIqMo5BBYHuQQmFRRHU2FLkFwN/85r+Gv/Reh69Ssx3ErwfGevODVnOIfLpOBnvz44Mj7dOcMYfzKGeIRibvmaFjDUMyKYRp206YBXLyYZpzhpKNNG2tq17bC1dWcZ55xoVo1C6ZOvcWRI0mEhWWaau3c9d9/jbh6NZ26da3o3r1q/C2vXx/FkCFi4beZM2vx/vtiSfI1XGQNF1GAoTFN2RsSQUyzWFSNivbrGpxaBtOn18xVjVoqnw4HQOe3RC2vGu5wK1L8zS+ZBK/0L9nFjMszuRaYJFVR6+JF8AOih8Y1jz7elrXEDeDFblnBTyRJ/B9bGM46NhOQI/ixxpx6uJoea4DX8Wc5x1nKUVPwY4MF4+hYLMEPgIODxvRBPniwCydOpPC//8WQkqLnscccadrUhv79nbh9Oyv4sbXVMHCgM7/+Wo+uXR156SWPKhP8APz3X4KppMGePVl1EJ6nEd/Qg3FB/qy1uUCoXyRp5jrSNXoSJ4fg8PUdxrx+tYxaLd1Jh9YnwP0g/BF9//07NIFTS+CD5yEmQWxTgTFz4f0fCnypZCSHwCSpEmlrJYITA9DHFpbcM+M6OQ38P4CLoSpPvnmWlj1iuUZTnLHlK/YRTGyuY5qhMJM+eONIKpmEkYQDWhyw4hzhOfYdSBO6GCsXPwxVVfntt1ieeMIRf39bmja1Jjg4JauGUbZq1i1b2qLRiG/C/fo58ccfDTAzq6Jff4FXXvHk118jSUkxMGGCl2m7gsIfX6Uw57/LtPkz9+s8nsxA16vq/tzK2qoIsTQGwEdBMMC14P0BvN1g1jqxjl92mw/ArDHF38bKRgZAklRJrE+AF4yrH8z1hIl5fICeDoaLt8H30atYP3KaoypcJxJXnAgiJse+jmgZRkuaUY3qiGkpNlhSBxdSyWQif5Fp7CVyx4bn8aNzPsFPUpKeWbPC2bkzgXPnUnnmGWeWL69lmrV1rxUronn55RsAvPyyK6++6kZiop6kJAPJyQY++6yGad82bWw5dao5ly+n8sQTzlU6+AEREIaFtUdVyfWz2HAulNabRK+QLhGiVtvi+EQq1jUNmCeak3LdDC+vo/zyS0O6d5eFFEtT9vJUbYowC+xuMjyIFePjkuDtp4u3bZWVDIAkqZLYlJB1/2hq3vu0rAXtnrhO7ZGHTNtSyCSOKNM03DZ40QRPuuKLSz5rdAURSzhJpsdz6I8t+U9fmTbtDt98E2GavbVyZQwTJnjQsmU+xw/KMNXWuX5dDK/Z25vx7be+ee7fooUNLVrIFdHvyi+w7PWyNceNy5w5WlmwZUxvAkISSdUns/arJP4+J/6PPv/8pgyAStnjLnDQD66mgNYMvr4JnpbwvIdYqiYvro6w8RP4ZRcM7gpPdIS9p+G/c3D2OrSoW5rvoOKRAZAkVRLP2MNvCSIR8sV8rl121jD4xRBOGgMRRVFIwgDGWUAdqMnbdMKCgldCrYMLXjgQSgJtjCuRFyQlxWBa/wrA0VFDSoqBr78Op18/B1JTVVatiqZ3bwf69XNk/Hh3Dh9OJipKx1dfeRfhpyDlR1VV3u3SkGmZ0dw0T+RVi+aYo9CirgPgwPG2wVh66Um7ZUZAQCpjxlxj/vw6aLUyVbS0dLCH16/C2eSsbaEZMLmAeqJPdBQ3gNAo6P+hGCKeux6u/gxehRhKq6rkLLA8yFlgUkWzPQmeNM5Q/8UbBt3za5uBjjAS8caRE9zkG/aioCDWSc26wH1Df3xwKtQ5M9ETQwoe2N235k9ERCb/93+3SE1V6dbNFgcHM9588yYpKSp2dho0GkhMNKCq8Pjj9sZ8Hkfeftuj0D8DKafNm6MZNy4QX18to0d7MG3aDSIidPz4Yz2GD8/5c93ENZZyFkWFK0PcuPa7CIBXrqzPyJHy/6C0pOjB9kDObTW18H196FeIMlMBwdD0pazHns5w+SdwtCvWZpZrRbl+FzkAunjxIuvWrWPfvn2EhISQkpKCu7s7rVq1ok+fPgwePBittpCFDMopGQBJFc3zt2CdcQhsmAOsNabI6DGwmuPs5AoZ6KmGPXr0OGLDWLqwk+ts5xrVsWcoLWhNyfe2fPttBBMm3Mqxzdw8Z2LzXceONaRt28Kt3SXlVLfucQID03Ntb9bMhnPnWuXYNpm9nEdMPdJdtuRAP3tSAs3ZsqUJffsWfvkQ6eFNDoSvb4G1BpKNyc1WGojrBIXpjJu6Aj5dnfX4wHfQqQot/1YilaBPnjzJ5MmT2b9/P507d8bf359BgwZhbW1NTEwM58+f58MPP2T8+PFMnjyZCRMmVPhASJIqiifs4RdjAPSoQzLzOI4WM3QY2E+Qab+7C5VGksJ+AnmR1rxI62JvT2hoBn//ncClS2kcOpTEyZMpjBjhypIlNfnvvyRT0qatrYauXe2wt9ewb18SYWG6HMs+3LtIqFR4zZrZ5hkAPfpo7vHRvtTmAtGogHmDDHodT6Tp2obs3RuPs7M5HTrItRlKy+w6MKs2XEyBpifE4LRltuHj+/lkNATegTU7oH0jaNOgRJtboRW6B6h27dq8++67PP/88zg5OeW736FDh/j2229p0aIFH3zwQXG1s1TJHiCpIrpivNb9o93LIUKMNX7zN46udKVOsbcjJcVA7drniYjI3aVz7VpTbt3KYMCA61hYKLz0khtffRWORgMDBjji4mJOREQmLi7mPPGEI88+K3sfHlRysp5VqyL45ptQrl5NY+hQN157zZPu3R3zTJL+h0Dmc9r0WJ8K+5u4ob9jzu3b7XB1leuHlbbfI2HOLTiSCLW0sLmpyAlqaQte9+lfiE0Uy2S4OkDdKpRGVyJDYJmZmVhYFP4PoKj7lycyAJIqmsvpkKlCMytYzEH2cDVH+OOkWnPjjDsOfjdIibLh7Oq27B/hi49r8U8ZDw5Op3btC7m2e3qaExjYDBsbDXc/dj77LIzp0+8A8Oij9mzfXr/Y21PVqapKUpIee/uCO/z1GFjJBf5HVjHEY32diNqqJSSkLTVryh79suB+EKLu+S7hYAYX2xYcBE1bCZ+sAjMN7Pwaurcs0WaWGyUyBFbUYKaiBj+SVJGoKvyeAENui8ef1gzhql0QWsxJM67T5Yw141N70uxzF8ytMtGlm4OqkPgMUAIzRGrVsmTsWDdWrIjGxcWM1q1tePJJR554wgkbGzGkpRjHwN56y4MrV9KIjNTxzTc1Cjqs9IAURblv8ANghoaXaY49lqzlIvoM8PsilT7P1i1U8HPlSgp37mTg72+PubmCubkcviwOfV1gdUTObQl6OJ9ccAD0l7HShcEAO09WnQCoKB5qGvydO3cYP348e/fuRa/X07lzZ7799lvq1Cn+bnVJqhAyb0HyPrB7DMxLdvbM8VToewMSDGCpSccAnLE6goacXxe1KXa0HyOmkOjTLLC3hveegiYFTK19EEePJvP552GEh2dSvbo5x483onHjghcgdXQ0Y/Xq2sXbEOmhDKEhp4jgrGUkFq3SOdcqgNu44k3+U4kOHIine/dT6PWg0YCjozm7drXEz0/mDj2sFQ2hswOMu4bpL7uTA3S9T5mmCYNh9GxRHPG5R0u8mRXSQ4XoL730Es2aNWPv3r3s2rULT09Pnn/++eJqmyRVLPp4uNYSbj0P11qDIXcCanFaFAsxemjmeYiBjdYxqOE6NOZZFRC9ccTNYMfGua1JMTalS2NIWAUfDi7etgQGpvPEE9f54494jhxJYfPmBFMlZ6ni8cLONIQaSSqrCShw/3374kxrsRkMEBenY8WKsJJtZBVhpsBrXhDkD2daQ0YXOOAH1gWX6uLF3nB1NTSqBYOmwv5zpdLcCqVIAdDbb79NcnJWhaZr167x3nvv0aRJE/z8/Hj77be5fPlysTdSkiqEzBugNy4nobsN+kKsaPiADCroVajtfIl6LleAnKs/D6YFcxnIwHODuXmmmmm7sy3o8l/g/YFcvZpG06YBREbm7HmytZVDIBXVa7SgI1kLyR3kNr9yCYCYmEwGDjxHx44nOXkykYMH41FV8PKyNC3CCvDYYzKBvTjV0EILO7iaCp1OQ6+zEHqf71ir/oUD5+HKLXhvaak0s0Ip0hBYjRo1aNOmDbNnz2bAgAEMHToUf39/+vXrR2ZmJhs2bGD48OEl1VZJKn+S94IhDex6g7YpOL0I8b+D86tg4XX/1z+gVfFwwvIkbdzPoao5g596uPEkovDHngCRBHl3scQ/jsP8f2DiE8XXlr17k0hLE/0FZmbw1FNO+PhYMHmyZ/GdRCpVlpjxAf58n36WLdpAdKj8pAYQeUHltzdT2LcvEUWBzp1Pmv7ve/RwJCjInzNnkrG1NaNJE1m/qSR8GAxHjCUvZt+CeQUsd1G/Rtb0+bQMeGUODHsEerYp8WZWCEUuhBgUFMSbb76JtbU18+fP5+TJk+zZs8eUA/TMM8+YEhwrKjkLTCqUqPkQ9pa4b90BdOGAATymgvNLBb70YX0SG8MF5z+zaoOoCo+pzehq5kUTRI9PZDx4vJLzdRoF3hsIXzzESLVer7J6dTTr18dx8GAScXEGNBoRhH3xhReTJ1e7/0GkCuH79TfZ1P8YZtmWWTv/mg03l1rl2tfT04KwsM6l2Lqq6a1rsCAUVESNoOm1YGqtvPdVVVi9HV6fC6mi7DvmGri9HjwqaQddUa7fRe6jrl27Nv/88w+DBw+me/fuBAcHM2fOHObNm8ezzz5b5OBn4cKF+Pr6YmVlhb+/P0ePHi1w//Xr19OoUSOsrKxo3rw5W7ZsyfF8UlIS48aNo0aNGlhbW9OkSRMWL15c1LcpSTmpekg5CrFrIO5XiPsZwiZkPZ96GDKDIDMEbo+B0LfFvjFLIHoJ3BgJgd0g8W/QRUPYe3DRFS56QMohiF8LIV0g+qv7NiXSkMYNJWvldhWFvSG9uRbV2hT8ADjYgIfx79/aEro2hkHt4Z0nH+5HMWtWOKNH32DLlgTi4kTXksEAU6ZUk8FPJdO+jjMHW7uScNoM1QCqAWq/k4ZDSx22tuKzXlFE8DNvXr0ybm3VMLsOvGT8M1OBzwpItVMU8PXMCn4AdAbIyKPqelX0QGuBRUdH4+rqSmxsLO+88w4BAQEsXbqUFi1aFOk4v/76KyNGjGDx4sX4+/szb9481q9fz+XLl/HwyD2D5uDBg3Tr1o2ZM2fyxBNPsHbtWmbNmsXJkydp1kx0+Y8ZM4Zdu3axbNkyfH19+ffff3nzzTfZsGEDAwYMKFS7ZA+QlMuN5yBhXSF3NgMKSLTRuIEhKuux/SBI/SPrNdp24PoO2A/JObYFRJPMeMMf6DUZpOssSUzx5HR0c2JS3VlaHV7N9q3uhx0wdhm42sPv70DnRoVsfgF+/jmaV1+9YRr2uMvCAvbta4i/vxz2qGxOnUqi39snabQ2BusaBlQD2CVrGZzUkBPb0ni8UXUe65CznsLPP4fx2WchPPKIMwsW1MfMrGKPCpQ3QanQ7ASkGOAxJ9hRwKU3IxP6T4Gdp6CmB0wbAc1qQ2IqTFoIWkv45SOoU3Ij9qWqxNYC27lzJ88//zyRkZF4eXmxfv16OnbsyO7duxk3bhz9+/dnxowZWFsXPPX1Ln9/f9q1a8eCBQsAMBgM+Pj4MH78eN5///1c+w8dOpTk5GT++usv07YOHTrg5+dn6uVp1qwZQ4cO5eOPPzbt06ZNG/r27ctnn31WqHbJAEjKIX4D3HwWMBSwkwLmXuD0EkTPAzWx8Mc3dwISch/fYy5o/SD9HCgaEu36McniKAmk46BLwF6fxE2zmvRJGoaLxoxB9jnjJZ/X4ZYxD3vByzD28cI3CUSw88cf8Ywe7UrfvmLOrbv7GaKiRKDm7W3BiBEuPPqoPc2bW+PpKWt/VVZz597m6+OXaLk2PmvsxUgBJtOO7oi6CgaDirX1f2RkiEtLly4O1K1rjZ+fHW+9VcNUhVpVVbZtiyE9XeXJJ13zrE4t5e9Gmlg13koDda2hmkXBM8MMBlGiYOgn8NuerO2KAq8/CYsmlHSLS0eJFEIEGDt2LJMnT2bs2LFs3bqVCRMmcOTIER555BFOnjzJJ598gp+fX6FmgmVkZHDixAmmTJli2qbRaOjZsyeHDh3K8zWHDh1i0qRJObb16dOHTZs2mR536tSJP/74g5deegkvLy/27NnDlStX+Oabb/JtS3p6OunpWen0CQkJ922/VEXoogoOfrxWABmgCwPX8WDmDLZdIPxDyLwN+mREcANgKfYFQCuSpHVBoMYZLygKZKvfrEZMyrHGumX0F5jX+j/GR6ynQ+JRzDFwwbohDbRHsHB+E5ScXTydGsBvh0QSdPsijk5cu5bGiy+GoCiwYUMcXbrYEhiYYQp+NBrYtKmOXKi0ipg0yZvX06rxp3qVn5ScU+JVYCvBpgBIUaBGDS2BgWkA7N+fwP79Cfz0Uzi2tmbEx+u4cCGZEycSOXcuBYAGDax54QVPPvqoVoXPIS0tNa3g7euwyfglx1KBv5pBr3xyezQamL8hZ/ADIk+obiXp/SmqIgVAd+7coX///lhZWfH444/nCEa0Wi2ff/55oesARUVFodfr8fTMOVPE09OTS5cu5fmasLCwPPcPC8uqNzF//nzGjBlDjRo1MDc3R6PR8MMPP9CtW7d82zJz5kxmzJhRqHZLVY0GMaRl/NrbIFD8m/gnaBuCXc/cL7HvDWHvgj5MvM5zFjg8BfpECGxn3CkdXF+HqPeyXmdeC2wfhYRfQE3NdVit7g5vhv5A09RLpuS9pqmXIfUyxP8ALu+L3iILb7aFzmLjUSvMzWDxGGhXxABIo1FQjAsw6vWwd29yjue3bq0ng58qxsbKjKE0IowUthGcI1zvSNYVVFEU9uzxY+LEa/zvf1E5jvHhh0FERmbmOvaVK6lMnRqMt7eWNWvCsbBQWL68Ed7ecvmNgmyLzbqfocLysPwDIFWFd77Pvd3HHRZshBZ1oFfbkmlneVWkAGjAgAE888wzDBgwgP3799OvX79c+zRt2rTYGvcg5s+fz+HDh/njjz+oVasW//33H2PHjsXLy4uePfO4WAFTpkzJEcwlJCTg41PMZXKlCsoAHtMg/QI4DgNL43QL17EFv8zcHdKNlwjL2iJYMmSAtgmkB4C2MTi/BWaOkLIDzLzA5S2wrAuW9SDyA1Pvj8F4T4MqAh5yjUKAmgbR07nbi2QRlYhOvxwUhd3n4eUiVoKtU0fLunW1GTkyOFe+T506ljzyiKzwW1W9TWtepyWWaIgglSPcIYZU7pBMdURQ7ONjxbp1TZg58wZnziRx61Y6R44k5hn8aDTi4qyqMHbsFdLTVeOMwhAWLmzA/Pm3+PzzEHr2dGblykaYm2vIyDCQkWHAzu6hFjOo8P6vBnyaLQn68QJmdikKNPGFM9fB3Ax+eg9OXIVv1ovnJy+BUzIAyt/y5ctZsmQJly5d4oUXXuCllx58qq+bmxtmZmaEh4fn2B4eHk61annPJKlWrVqB+6empvLBBx+wceNG+vfvD0CLFi04ffo0c+bMyTcA0mq1aLXym4Z0D30CXGsuhrcsG0KNVYV/rc8aiF4ogh+HZ8Q2jSXUPQ5p58CqOWiswPk1ccvO5T3OWjpwwHCBc9Z10WnMWXptgjiE8Tv3dvUxOivnsCHS+CI1x7+P+qwg4eNfSc6w5aq6FBhYYHPPnk3h338TeeopR+rU0TJ1aihnzqQybVp1Vq6MxtJSoWtXO/z9benf3xFzczlMUZVpEckmsaSxmDMowD5us5w+pn3MzTV8/LEvAGfPJtGy5XEURQQ8rVrZUb++NaNGVcfbW8uUKYH8+We0KdhWVfDwsGDatCA+/TQEVYU1ayLQ61V+/z0KUDEYYOXKRrz4YtWdefiJL7znA8Fp4qvP/Uov7foaNh+Atg2heR2wtYa567OeT04V26qKB5oFVlz8/f1p37498+fPB0QSdM2aNRk3bly+SdApKSn8+eefpm2dOnWiRYsWLF682JT8tGXLFvr27Wva57XXXiMoKIh///23UO2SSdASKccgej7Er87a1vAOWJTOh+1I1pgWM0VVeTt0EZ0Sj5l6ftobjhBr3oar9TIh7TjceBTI/e1aBRTzWlA3EJS8q15ERmbi63uelBQVc3N4/HEH/vorAUWBmjUtCQ5uVlJvU6rgjnKH6YicTXM0TKQNj5B37/lPP4WxY0csY8ZUp2tXpxzPXbqUTLNmx9Drwc3NggkTvDl2LJHNm7Oqqd8dks2ufXt7jhyRVf0exqtzYJmxmsxrT8LiiWXbnodVIknQhw8fpkOHDoXaNyUlhaCgoPsOh02aNImRI0fStm1b2rdvz7x580hOTmb06NEAjBgxAm9vb2bOnAmIpTi6d+/O119/Tf/+/Vm3bh3Hjx9n6VJR49vBwYHu3bvz7rvvYm1tTa1atdi7dy+rVq1i7ty5hX2rUlWiTwCNNSjZZjBlhEBgJ8i+qKjji2BeOpWNT3ILfbZkaBSF2Z6TMDcY6J50kANqF47RniE2gMYMrDuBxgYMCYAKGhdUQwwKxmEyXQjcGgg+f+R5vshIHSkp4nw6Hfz1V9YkALmchVSQNlRjEPXYzHV0GPiKY/zBNWbQCQdy9qqPHFmNkSPz/gLRqJEtBw605vDhBAYPdqNLl1OEhIiJKYoC7u4WRETkDvD79XNh5MiLXLqUwuzZdene3anY32NFcTkFTiRBPxdwKsLYjpOdKJAKEB5T8L6VjlpI9erVU3v37q3+9ttvalJSUp77XLhwQZ0yZYparVo19aeffirUcefPn6/WrFlTtbS0VNu3b68ePnzY9Fz37t3VkSNH5tj/t99+Uxs0aKBaWlqqTZs2Vf/+++8cz9+5c0cdNWqU6uXlpVpZWakNGzZUv/76a9VgMBT2rarx8fEqoMbHxxf6NVIFYtCratIhVb01QVVPo6rnXFU1+XjW84k7VfUcOW+60vtdGKv+rg5RV6pD1JXqOvWEmmRIVz8MN6hcUE23LyNUNVWf7UXJ+1X19vOqGrtEDbiRqb477yt1+5+PqepFsm761DzPZzAY1ClTbqkWFidUyLp16HBRvXIl79dI0l161aA+rW5W+6r/M91+Uy898PFSU3WqRrNbBXHr1euUOmtWiAq7VUXZrXbocFzdvz9W/euvSLV//zOm7fXqHb7/wSupwBRVtdqnquxV1ZbH779/duExqvrUh6r62DuqevlGybSvNBXl+l3oIbDMzEy+//57Fi5cSGBgIA0aNMDLywsrKytiY2O5dOkSSUlJDBo0iA8++IDmzZuXbORWguQQWCV34yWIXZFzm2IFja+BYgnXWoi8H8zFdo8PwT33kGxJuEwEn7OddGPv04DU3ky/VZ1r2b78+phDQD2wy6dzZu0+GP4d2GsTOP1mK+q4BILNY+CzRby/bFRVZffuJNAF06TOCZ4eXp/Dx6xRFHjpJVd++CGfGvuSlM1pIpjDcWIQU9/r4Mg7tKU2jg90vO++u8Xs2Tfo29eVxYsboCiwcmUYYWEZvPmmF05OFtSte9g01R6ga1dH/vuvVbG8n4pmawz0PS/ua4CMrmIV+cKKS4IJCyE+Cea+CbWr3/815VWJFUK86/jx4+zfv5+QkBBSU1Nxc3OjVatWPPLII7i4uDxww8sLGQBVYqoOzruBIT73c/aPQ/pZ0IcaN2igqS5XNeaSNJUtXCESFWiYWYdPr3bN8fxLjvB1NXDKp+CZwQC1x8IN4+zjb0cm8FbjNpB5DbStwfcIKFn948uWRfH+5DNc3/kUjvbJZKi16DHiL1TM+fnn2tStKycHSIWTho65nGA/t1GA+jgzj0dK7Hz29vtIShJ1qfr1c0Gr1dC5syOTJtWocrWE0g0wOAD+i4cPfaCFLXwZAvZmsLQReN3nz/jjH+GLNeL+k51g06cl3+aSUmKFEO9q27YtbdtWsflyUuVw6817gp9sy1Ykb805t9zpxVINfgCq48Bl48wuJT1ndTJLYLJb/sEPwNZTWcEPQJe6N0TwA5B+EhJ+A8esWl3Hj6dQx+cOjvaizo+lEsLBP38G15ml/t6lis0Kc9pTjf3cBsCOkq0M/vPPjfn88xA6d3bg998juX07g40bo2jSxIa+fV3vf4BKRKsRRRABXrkM7wcDKih6ePMybGxe8J+zvY1IMFcUcKxC5b2qdhEFqepJ2p113+1dcB8PV+qDmp4z+NH6gfeKe19doq4RyTnCcMCKp2nOjcw6uJpBoh46WsOqGlDzPteULzdn3W9ZC1rWbwi32oqZYgB3RoBNN5E0HTGZL99KYa23FWGR7ni6RYoPybhZYIgD90X5zhzLTkUlmlOEsgdrqlGLAVhgi4IMoKqaR6lJKjqiSOUp6pbouZ56yo2nnnIDYOPGKNMssfyW1AgKSmXRols0b27Liy9Wr5S9RCMvw6q7lWIUUBXYHAUfBcLnBfx3TBgs/o1PhneHlngzyw0ZAElVi+fHcOtVsKgJHm+DhTf4boMbA8VFHzNRt8f7h1LvAdnMeWIQPTEX9PG8e0eEEBbAnzVFd/b9tK4N+y6K+x88DWbmFlDjH7jmgZgUr4e0s5CyA0PcCuxReXOIimqGMWAxjognLAHrR8WCrAVQ0XORHwniV9O2K/yIBU748S4e+Bf1xyBVYBoUelGLD9nP/7jK8zTieRqX+Hk3bWrGvHm3cHe3ICEhk7Q0PVZWOf9gBg48w/nzSRgM4OhozvnzyWi1Gt56ywdLy4o/2zFFny34wdi3bfxz3hOb50tMLC1g8rASa1q5JQMgqerIDIfU4+D+Hnh+CBrjwLhdd2gUCumXRaVmjWXBxykhtXDhKKKsq4te5NKpQFE6Ujo3gsgEeLYDDLwbe5i7QfWfIPwtEeTdfgqDRVOU7OubGYz7qTpQjZ+WiWvB7ilQ8k4gCGIjASwCcqcRZhLHMT6kKeOJ5QJmWNGYMVhgV/g3I1VIZ4jkImI+9Vou8RyNSrw30M/Pntde86JLl1MYDNCnjzNr1jTB1VV0mYaGphMWloHB+Cv/6qsXiYzMRFEgJUXP1Kl1SrR9pcFaAz0cYU88eFjA741g2AWI1cHkQsxl0Onhg2VwMQSmjRTFEis7GQBJVYOqQsizkLwfUMHMDjwmZz2vsQZrv7JqHQBP04JaOGOBGZPvZOX/THcrXO/P1lMwZK6Il25GZwuAQNQxCh9vfKBDyTgDgIoYN0ijBlbef4vLVGg/0N+GlM2ocd+S4jwcLS6YY00mSYSyh1gCCGUXeQU/2V1mJTqSABVLnGhE/tXjVVSuso5ITlKT3tSgJwYy0GAph9MqEF8c0WJGOnp8sCcDg6lydEk6fTrJFOBs2xaLj88hpkzx4eefQ7l+PRW9HpyczImL0+VYkiMmJnd9oYpIUeDf5nAyCRrZgKM53OoMf0bBlVSIzgTXAobQ1+2Cr4wduQcuwOWfwN2pVJpeZip+v59UYSVHRLCkVStmOjhwbu3a4j24qmL6NASImg/J+zBdsNXy96GnQaEdNWlg8OZ4atYF36WQX1NCs3Vz347OYwf3z1HRmKrpqiqYacQDMyWcHdpPOKndTJLWExXxk0pO+IL9huHsYjhhHGInz3OeedzmX9TshSKB1kynG8uoy3A0WKLBEh2J3P2ZB/MH2xjOWeajIyVX82K5xCVWEs1ZTjGHf3mevxnAfiahJyPf951BAnc4SDpxhftBSSXKExvm0h1bzAkhgXfZi+E+gXJxGDLEg3bt7NEYr2qpqQamTg3hypV09MZ5Dmlp4jNBUcDcXGHgQHc++KB2ibettFhowN9BBD8AO2LhqXPw7jV45lzBr7XLtgRGbKKoEF3ZFakHaNWqwq2FNGLEiAdqjFTxqenG6q2FWFvt/Lp1hJ0+DcC2iRNpOmQIGvNi6JQMPgrf9wWDDl77E+p1g5Qj3F0oFG0jcJvw8OcpRgGEsZzDgIIa25U4gxgCq2sBwwtZSqWOB9RyF3Hf0tdg585Ejh1L5YUXnPDysmD70RHUsVhHHc+DmJkZuJFQDXeXWKz16QS61iSDOO6wl1h3a7reNMfCoMM2M54W4QGcrNac08pM9HkELp50pjaDcMUPgEaMpiaPc5CJpJM1JU1PEgaSCeYvVAz40AsnGqIx9g6Yk3MRonTjMEosAcRyETda5ng+jViiOEUAy0kjCkuc6MkKzLEp3A9MKjGp6Ek2BsjXiCOJjFyVoYubq6sFR4+2Ye7cm7zzzvVsz2jAONz73nu1aNzYlh07Ynj5ZW86dHiwOkUVxY2sMkkcTRC9QU+65b3vU51hUBfYuF98Uibk/lOvdIpUB8jZOf+lZhVFITk5GZ1Oh/5uuF1ByTpAD0a3by8pT/UDVGz+9yfmjzxW4P439u9nRbdupgV+2r35Jv0WLnz4hvw8Go78BKjgVAPePwNcheAnAQVq/w02xjIOqgr/LYTAA9B9PNTp9PDnL6JDBDOPvabH2rRarAnsAcAoJ1julffrAOK5zCUWYYUn/V+fSGiMNaoKPwxPZ8zTl1FVqFHDggED7Fm0KAYvj3CmjFlJ8O1q+I7WUrvzUczQodfkDDzbhJ7BMyXKNPB0xqMxtxyyGqLBCksccKc9TXkTM3LmTZ3iC0LZDaho0GIg3dirpKCiQcEcFR2etMefT4niDBEcR4sjV/iFTJKyncuSDnyWIwDSkcZORpFOzuzOHizBAd/7/cilEpaJnvfZZ8oFaoAzs+mKZSllXVy7lkL//ue4ciWVevWsmDWrNo8/7oaNTc6huIwMA5cvp9CwoU2lSIS+V4oehpyHv409wuYKRHQB53yGwpJTYeIiuHIL3n4aBnXNe7/yrCjX7yL9j8fGxuZ5CwgIYMiQIaiqSq9evR6q8VLFlbliGaSlQmoqKQP7kWBvQXK3DqgJCXnuX7NLF9qMGWN6fPWff9BnPuTQVHIMRAdjGuqKuwWLekHEErDrBfVPZAU/ABvfgd/Hw8l1sOTJ3KstgtgWfATOboLAg5AS91BNTCGDjZxmGwHoMXDMmPh81yOWDrzgCEMd4DP3go91gbnEco476nba+f9tan50tM50/9atTBYvjsHcQofGCZQnnOgzy5rnu7yAh6Yj9prm3PtRcMazKanmVqahMEt9pulnUVN9gsf5k8dYSwsm5Ap+gGy9MArePIYNXljhjiONsaa6afgsnKNc438cYgrX+I0AfqQxo1GyXSgNZHCYD0lDfIpHcIJDvJ8r+AE4z2IMVOwvYJWBBWZMp6Pp8RViGcN2thHEf9wiJY+Fe4tTvXo2nDvXjsuX23Ppkj9PP+2ZK/jJzDTg73+UFi0O0779UTIzDfkcreKyMYNFDcVft5Ltlh9ba+jeHPaegKc/hCWbC9i5EniocDwxMZFZs2bx7bff0rRpU7Zt28Yjj5Rc5U+p/FJVFZydswKIDJGzoT92BN3WLVgMyXuOZdcPP+Ty5s0khYURFxTE115e+I0ciXO9eqRERtLuzTexcb1PUbPMdPh5JIQcBY8GcP2/nM/fOAkHT0EzBTBArV/EONHyZ+DsxmzHSYX4O+DkBZFX4ecREHEJLGwh4XbWfmaWMG431H6w3qKfOMQBrhuDC5Wu1OEwwajA44YmbLzlx+FU+MQDqt+n7o8FTsYKZhCX4ETtWtfo7HeVt4Z15vweJ37+OQ6AR188wts/rEOv02BhqUOnwBHlMApWtGcmTjQilgCu8BMatDQye4mU6gdIi/qANDMNGYoZPa/vxULVoSgnULzagXXnfNvVmDFocUaDBbV5xhQkhfAPZ5iXY99L/IhqDFpU9JxlAf7MIJT93ORfAAxkkkIEacRwmA/JL/k6ilMkcB0nGtznf0EqabZY0gBnrhgD1QhS+ZZTgMh3m05H2pL34qjFwdJSQ4MG+Q+HBgWlcvq06Gk8cyaJ5s0P88gjzkyYUJOGDStPNcCaVrC+GWyMhBeqgdN9PlN2nMBUU+n/FkHn5tCs4k+Sy9MDLYWRmZnJ/Pnz+eKLL3B1deXzzz/nmWeeKYn2lQk5BFY0qqqSNu51Mn9cmvtJc3Nsj51FU6066Z9OwxB2B/3FC6DXo/2/97F8cRR/vfEGJ5YsybP3pX6/fjz/998FnRyWPS16Z3JQwMoB0oxVn22BQQpUHwU1f4SQYzCnfe7jeTaGjwJg8eNwaVv+5zXTwqQj4N0y/33yMZt/OcstAAbixzO0JtmY5Lsj0ZKBN8V+1gqk5FNCJYGrHOc9MohD1ZsRn2RDTKwLNX2CMTeD2Bs+/P3FKzjXCOP6zWgGvr0Hn8YR4sWqqG9oMA5H1aA3LZmc94mSfkcNGwrZpsyLb5AacJoCVh0g8xIk/Ai6G+CxBOyHgyEJDClg7pHjcIFs4jzfY8rHMh0x6/9egzl9+A0LbLnO/7jICgxkYoY1elLz+amKPA9zbOnELJyon89+UmnKQM/HHOBctlywu7pRg/fJ42+wlOj1Kt26HefgwZzL4tSsaUVISJcyalXJUVW4lQ7uFmBVwKS8A+egx1tiWjzA093gf5+VThuLQ4kthaGqKqtWrWLq1KnodDq++OILXn75ZczMSn6Ko1T20pYsJm3RfCwHDcZ62gxTJVX99m05gx9LS1MPkHn/ASjuHqR/Oo2MxQtyzMxKGzMaxd2DzpMnc+2ff4gPCcl1zvgbN1BVNf+qraHn8gh+AJdaMGYNfPM4pCdCMnC1HaQ0hA3dQZ8JGjMw6MFcCzqRvE34JfjrQ7j0b8E/DH06HFgMSREQdQ26joeOrxT4Eh0GkkjjBfz5ER1JpOOOHZs5QzgJDKAF9S1FloQOaFxAzmgQv5JxdwhIo8PRIQEnx6yhRiefm7yweJrpcdi16igKGPQKcWHOOHnFohp/pm60yf9E8cty1gsyMUDc57k3R70P5g3hdg8gWVSTdnzD9HQt+pHMHdKIxI4aXOVXsgc/NehJTXphgfgG7k0PLiB+t+4NfuypTX2exQJ77PDhBF8QxxX2M4HuLMIeuZBrWbPEjM/pwkR2c52cgUb7Euz9KQwzM4X//mvLyJHnWbMmq4JgTEwmgYEp1KlTuZLpx1+BhbfByxJOtgfPfMqddW4OM0bDh8vE4w3/waZ9MLAC5gPdT5F6gJo3b05gYCDjx49nwoQJ2Njk/QtS0XtNZA9Qboa4OOI8XU0BjP3W7Vg81hOAzA2/kzr8WbGjhQUWL44i88cfsvpR7exQvH1QL1/MfWB3D+yOnQVXVw7OmcOxhQtJuCV6R+6+vt3YsfRbsCDn6zJS4a+psG8B6NJyH7fz49B4G+zUQFABOSGWdvDucVj3Clw3Tn8wNxczyADMrbKOP2AOJITDnq9EF4pjDYjLlr8zLQSca+Z5miTS+YjNRJJEB2oTTRJXjWt+3VUHNz5lACdT4VQaDHIAlzy+W2QQxyHeJJU7pm131/HJjyONcaIpIfyOeJOWgBnNmEANCsjbi18MkXcDGAW0nSD9QP77A6J2tTHHw9IPap7Kc687HOQYM0yPq9GR9kzPsY+Kgf1MIpacvzu+PElzxuaoD7SFQabp9a2YjA8FJ+FLpSeONP4kEE9sqIMjPxNACEl4Yc8omlAfpzJrW2qqniVLbrFjRwxnzyZy82YGZmawe3cbunbNf+JPRWOzB1KN32XWNoHnCog/DQbwfw2OXxaPR/WFFVNKvInFosRWg9doshIl8/pGfvebupwFVvGoCQnojh3FrE1bNE5Opu3669dJ+WgKirMLGet+gUTRy6DUqYvzZbHIpqrXkz79I/Rnz6Cd8jHmHTqiO3mClM6FWzBXadAIu4PHUWzFt/6rW7ZwaeNGTi4TX0HMLC0ZumkTdXv3RhN0EHbOhvN/kysPpO90UA3g2Qjsv4O0w+I6vFaBzAJ+zT+7DdFB8N293d4KPPcjxIaArRt0fl30Gu1bAFs+htS4nLu3GwnDV+Z5imMEM49dBf4cfHHhcwYWuA/AdX7mKj8CKro0Nz6a9R7PDlxHq+YnTDVQTAGRSrasx6wN3vSlKRPRFKYTOOMS6JPE8iHmHpC8HcKHgyHy/q91nQXOeQ+viWU0VhDLFWrRF2965Fnw0EAG/zGBBK5jhTud+Qpbqufxc9lAAMtwwJeOfIklVeNvt6LZwFWWcc701+uKHT/Tu0zbdFfLloc5e1bkBbVubc+yZY3x87OvFOuGjQqAn8JEXbFj7aCOdcH7/7EfBn0kgiErS9g2B7r5lUpTH0qJBUB79+69/05A9+7dC3vIcqmqBUBqRgbxLZpiuH4N7O3R1KuP4cIFzFq2BFtb9Hv3iCuqvT0kJooXKQo2a39FiQxHqVYdRafDrEs3NNWzLkypY1/LnRektcKsRUuoVh39n5tMm82fHYr1yrUoxit47LatLB38DGnJyaZ92j/3BH1dt0BeQzLmVjDtGui3QuYt0d6IGWLXlXm8xM4DMpKh+1sw4AuxbesM2Do9a5/qzeG9s7nP9WVTCAvI+4f52Pvw5MxcmwO4w0y2FlgQbir9OBZXjbfCoKlWrP9178rvaURxntlEcQyAo0d7Me2rD4xPpmN/4CTz/jhE/Y4BGMxSySAGPdl7yBQ0WNCW2bhQ9PwlE0OCGO7ShULaPjDEkKPnB0DbAawfAYcxYOn74OcCDOhJ5ha2eKEpYJXxm+zkHAvRkUx1utGWKSiy3mu5spMbfM1x01+CLdYspDue5aB+08qVobz8ckCOGqoNG9rw4ovV+fHHUJ5+2p3Zs+tXyIBIVWFmiFgY1cEM/msDLe6zMk3tIRAcJu5bmsOVtVCrbEcu76vEAqCqoqoFQPrgYOLr510NValfH/Xq1awNWitIz7qg5qhb6O6OfUAgip34q9IHXCC5TbMcx7N4fSzW3yxA1elI7tAaw4Ws8qSW0z9DO/kD0qd/RMbsLzidCbuzdSY62MHTvaGWl+jo0V8HLK0wG/E6So+3QLMPbo4k50RPFa4DZwGNOVg2h+5joePLud+sQQ/LB8KFv8QxaraFSUdz7/fTMDiVtfgnljaQka1q2Js7ocGjOV7yNr8SRXKObSPwZzsXCSeRx2jEKDridQXuGEfffqgOr2Trgc8kib0MQ2c8jjmOvP7Wr1y/YwkoeIaGM7yDnk8/rYaNjbjoX+MnrrHSeAQNbZmFE01zFR18KGq6SHqOXwYx7wMaMPMG/c2sfTxWgsPI4jtnXs3AwN88iSFbhWotbrRkEtWMeU4G9CRxGzuqFxhISSVHRWU7IezmFqeJwQA4YsnP9MKyFJbMuJ/ffw/n2WfzL5s8dKgHixY1xsWl4v3+tD8GxxLFJ+SUWgWvEA8w7Uf4ZGXW498/gcE9SrCBxUAGQA+pqgVABr2ehPZtMJw9k/OJuzk8Bbi3cLPt2cuY1RdTkA23bpHUuA7odWBjg/WqdZj36YtiTJpXExNJbFYfIowJiBrN/7N31vFSlN8ff8/27Q66O6VLKQUURQxE/Sp2oyKKioWKiYktdgAGKmKAlChIdzdc8nbX1szvj9m7O7N3b98tfvf9et0X+8w+88zZZWfmzPOc8zkYn38J81OPA5AqwneW8gnPlwyFnhawlU3OJDfCtGY1Qs5FYDnm2VBDe2j1J5iqOONFO6x8HbKOwIhHIaFt+T6WElj/GaTtgx5XgiFCXj4THbMfghZuWwhdLwVgm/0omzc8R59d2+lycA96u4gtvhX6e1fKwdoK+hyFLaXyBWpdS+iveCjOZgcbmeJs64nCuG8hIx8oxJJWDLtSmT+/OddeG+3sIyGSzlrM5JDAQEKoQAa2PhCLIWsa2M6CrgXkve16z9gfmq333rEpu7HeSKlbbJUNLY0YSBQtOMwibBQTSQuG8w7aBifIbxwjn7tZ5Wx/z2iivawWXR0kSeKVV47zwQenOHXKjNEoEBqqJSdHdqwFAe64owkff+z9Kvf1zUvH4cmjcs7kky3gudaVxw5KEtz7Jnz0K3RpBf+9D1EBXs+4wQGqI//fHKDCm2/EMvfb8m80bgxnzsivw8KgqAiMRgxDh2JbvhRBUJ882ksuJXTBItX0sG3NamzLlqC/6hp56csN28YNFA8d4Gxrho9EXLXS6Xili/CvCCcVZac6tYbxA6/AvtCl4aMZ1AnDy/sQ3ENa4qdAzA0QWkmmU31wYAV8eKGrrdHBzFQIi2P9b9cyYIVrxsgZlnPREzDWlUn1RwFc6pg0GWCCda0hn8PkspcEBrGB+ylFno82EEej3KcZO6M7x9MkpPWnICWXlStbM3x4AFyhxHw4OwFKHNl0ggka/Qmh3tUJKyaV4/xJCn9ipQAJsDtl4NT0ZRrNaNAt8xcSEh+ym384Q3+SmEy3gJgBKsNqFVm+PIuvvjrLkSMl2GwSO3YUIggwYkQM8+d3Iz6+glSqAEWS4KLtsMKRQFpVMHQZxaUQYqzcWQoUvKYE3cC5ieWnBc7X+iuuJGz+DxjunexyfgSB8O9+JHz+D0Rt24V+0CA0WgFBI6C9+FKMr7xB6OIVhP30W7m1cd2Q8zE996JH5wdA168/xlfeoCx6V/x7BYSHoWkUjWFkLxrrYJgOldbwvmNwqN8wiIl1bhPX7sO+2G3w6EnQ5C3vOz8AHUbCuNdcbdEmp9MvfJguuzc7FZVBcStu7PpOCkWY5srEJdsOxZxmHfewl7f4h4lO5wegO9P5eVV3jqWDJAjouicyf37zwHB+ADSR0OQvCL9BbkulkPum1w8bSjKduZUL+ZJGDK/Q+QHYzFuUOEo1NOB7BARuoiNaBP7iBFezmCWUl8LwF3q9hlOnLHz/fTpbthRQUiJy111NMBg0LF+eQ69eGzCbg0s9WhAg3+Y6Ix46BCkVSWspKDHD10tg33FvWud7fFOYpYGAxnjbHZjffxehaVPC3vsQgKIbrnO+L7Rvj2HMxc625uHHQKtFKi3FOPVRhDrOkmnatVdXbi8oRN8VNAVbkQRopIUHQ+GPUtgrAhLs+uMPOh0+g3lADzh8ECQJ6xcgaUF/11zQRkDkJUgFBVjunIR05DD6V99GW0V9sjox4hE5HmjBZNnIdR8jAU6XRKOFmBbQrDec3QG7FkCni8EUwSsZsE9R8PzWGCghVVFx3fX9RNCWWHrQNVkENCAI2M4U0qJFPcb11Beho6DQMbtY8i+UbgBTf68fVk84fXgMA1GksBwbpch1yfSIjkBtCRsW8gghtvLBGvAaKRSQ5QjSNyPyFjsoxcYoWhAaALen+Hh5iVQQICnJwH33NeOjj2RV+JMnzezbV0TPnhH+NLHGvNMeLtwGRSKkWWHGMfiyc8X9JQnOnwz7UsCoh/3fQsvySZhBSY1mgJo3b87kyZNZunQpNput6h0aCDjEnBzyh19ATrNGmBf8iJiWhpSVif7yK4j8dy2axES5ortCyiD863mqMQSTCePjT2F69oU6Oz8AuqHD0fQ4T7XNvBl0HUHblbJ7PB31rieX5quWYm4chW7KNEhKkjemge1FEM9GQNRlIGixvvQc4m8LkfbuxjLxcsTdFQc31gvdxlNRmYaTHfrA00cg6yBkHYKdP8KmzwFIdTudxkWUFRxVV6u2WfSkLp6KBh2H/8tCt/wQ/H2URmfT6NLF5IUPVEcib4TQywEBpHzImeWzQwsI9OAexvETo5hDD+7hIj6iO3ehJxwtJk7yb9UDNeA12hJFaze5gg/Zw60sp8jL9cKqw/jxCXz1VWeefLIV33/fjc6dw7juuiSn3ETfvht47bXjlJQEj/TLgCi4VVFg+atU+Opsxf1tdjjgWJo3W+Hw6Yr7Bhs1coC++eYbjEYj9913H/Hx8UycOJG5c+eSm5vrJfMaqG8s8+ZiW7MaKTWVouuuIf+Ky7F8Nx/rb79S+qqcvq1t1oywOZ+hu/Aiwr74Gn2vXl61SQgLI+zBgYRc4tqmjZa1Bg3ngXEMoBVoq4MLHWthyy2wMt9MydvPIsS5VQwNkzPP7OvXYn/3Ddf24iLMEy9HKvUgnFhfRDWGi2c6l7zKig9mxsQy+8rLkcoq1DsRSLHA1w6RXD3wa1NoZyxhE1OxkOf0p7Yubc+E2JlcfYmVbduKeeSRVGyZpZBayI8/tCQyMnDiJ1SEXYzzQ2grKW3vRcJpQhsuI4xGJNEbK4XYKeUg31NMNfSMGvAKBrS8z1Dup5tqew4Wnsa7QfPVQRAEJk1qzPPPtyE52YhGIzBvXjd69JBnfWw2ePTRw4wYsYWsLEsVowUOb7aFvo6JKw2wLq/ivnodvHIXRIfLZTGG9vSFhb6h1kHQe/bsYdGiRfz6669s376dQYMGMW7cOMaNG0fr1sFdOe1cDIIWT5/G+t8apNJSim+72WMf09RHCH31NY/veZVFT8NiudiMPRPsOaBvqUHQu5Z97KVNsfx4ip9L4bDiYUsjwE1vX0zi138h5YHmgkvRP/02mpatsH31Gdb7ypen0N43BcOrb3n1Iy3Z/xaWQ8tIadwMm07Htq49aK5N5gXGQXEOvDdILrQq6Nh5z1Z6lMo3AA2Q3xGOad7iFIuc48288hbW/tKDsjmwRo105OSJlMaGY7BaSdnekuTkAM1okiQ4exkUO2q6hV0FyfNA8E8AqYVClnAzNooR0NCNu2jLZX6xpQEXP3GEr9lPqaMwrgAs5jKP4pj+5sMPT3HvvftV28LDtWze3C9oCqn+kwNX7AKjBhb3gCBbyasQn2eBpaam8ttvv7Fo0SJWrFhB69atefXVVxk7dmxdh/YL55IDJJWWUjL7LUqff9ZZn8sjUdHEpJxyqjH7DNEO9xvlf5W0Gwo9xsOvT4G1GK7/COvmXHY+9QS/F6v79r5aw/D/iSy6BvJsMNgk0OGFl5FWLkM8sE9+TIuLh/17AQHNJZdh/OFXr32kE2TzBAsVSrdhTGIA3WmCoSyu4ekYp5K0FN+ehyftYVGRjofj4LrYvazHEUckwbYV7XniovvUB9EKMK4jmPSAxOpnBIZ09NpHqjspncGqKGehTYKYRyDqYb+klqSxjf940tkey3yMbsuNDfieQiw8xBpOUMjVtOEOuvjbpAo5cqSYa6/dxebNBc5t77/fgXvvbeZHq2pG2d2/OqdgbgGs3Q39O0NcAJ8qfk2DLy4u5q+//iIiIoILL7yw6h0CkHPFAZIkiYKRQ7GtXl1lX8NDDxM+63UfWAVkn4QlL0JINPSaAK8PdhUjjUyWnaHb5kPHkWCzyO+ZIiD7S6TDd3B4iY1F70Kho8C0RisnkdkcIQN64CGlH9e+A8bflmO59EKkQwfAFIJx+Ro0Pb2ztPcJa1jFQdk2BGZxJY3cb67LZsJfzzibn9+wjviEo3Q+8AyWUIGT/ZKRNDoQjdzb/TGO7YkjMlJDSYmI1Qo0ioBhLvHKt26AKZcQuBTMg7QbUMVHCUDi1xBxo8/NKSWbxdzsDDJvzBD6Mz0gZxv+vyEiYcaOES2aIPj/eO65Izz77DEMBoHevSP44osuQTMLVGiDF47D3zmQboHeEfB5Z4h0iz+3WKHTjXD0DDSKg4NzIdz/wt0eadABqiPnigNk+fknCide7fnNqCgiV61BTD2LEBmFrm9f78u7W0th9ig4UuaQCZDYDjIOyffF3tfA7d9VvP/+DmA+6Gy+fQnknam4eyQwMQRiNGDKNmMeOQhp2xYQBHQPT0f/rIdq5nWkCDP3MA+740Y/jm5MpG/5jnYbvHUepO4mJyQJvTmfMFHORxWAfVe0IWVwUz57+BoWvDmE6GgN69a15eRJK6+9lsG6HRYKh7UHrYZQo8Tx2QIJgf5TtaTAqf4gOvL9BeQ1v4h7Ie49n88EpbCcLbhS88fwNaHeFIpsoFoUY+Mx/uMQeYyhOfcGmD6QJyZP3s8HH8hFnFu2NPHQQ825+OJ42rYNUC/BwUOH4O2T6m2vtIHH1PqsnEyD5hNc7a2fwnntvW9fbWjQAWoAANvefdjtigxzo0tlNfSd99F17YrhwovQ9+vnm9o2h9conB8AyeH8OEKGW3pwFJSEDVM1u1zWzXM/B/nANitoH5mOYDCgneBI7RcEJIN34k9EJFXZsZFUoBar1cHdf0NMC2JK0ggTS5wB0xLQYeER+r5/mGXvy58xN1ckNlbHRRdFsHRpa7JPdeDvhy38OlUi46MgcH4ADC2g2X8QdgVoQlwpfQUfwOmukPeuT81pwmBMxAEQRmNMfqxI3oCLLaRzkDwkYDEneCIAgqGronXrECRJvpQdO1bKAw8cpHPntezaVVD1zn6k0EMyd7KHS2PTRBh/vqs97QPv2eRLGhygcxTJaqXwjTcQJbCLYHrpVaKPniDsk8+J+PMvTNf/z/dGndxBOVG6sgnIIXfCiIcq37/xO2B0iAfqkrjw3ZWMebvytOrMPv3RPfW8vMttd4PBAKKI/aVnsTz/FJK1flNtIzBxP8PoTXPu4QLiXSpA5UnfJ1eax/WtOMUSJYg9dprj91xJ09gCpk2LJzHRNS8tCAI5gok2SQKh/q8eUH30baDRz5D4ufqnYN0L2Q84aon5Bh0hXMgHDOI5BvEsmgDQnWkA2hCFTnFr2kUWdk8FkAOIBx5oxiOPqKdNrFbo338Tf/2V6SerqmZma7g0DhL10D4EZreDSR6UoQUB/neRq71iK3z6u+/s9BYNS2AeOBeWwOwpKWS2bu2c/ondtAl9nz7+M2jlbPhxSsXvhyfCa2kVv28+CoeHgC0dEqdD4iOgjUKSJBZcey17f/iBlsOHI+h0ZGzZQlFuLpLjs1+7aBEdLrsMqaiI0qYx8pXJgfb6SRjmfFVPH1KeATpEOrGEkkAVaRWlBUivtkcoSHUpRWsFNHa3U/KSl2GEyzEwW6H5/ZCeL7dXPgnDAzdWtGJKN8LZgeB+c2uyBwyVKLPVIxYK+JspFHGWVlzMedzvk+M2UDkp5PMMG0mlmH4k8ji9CQvwum2SJDFrVgqffXaaQ4fU8srx8XpGj45l+vRWdO4cFpDV5M+Y4bHDclbYa20hxu3rziuEttdBpiNlvn8nWP+x7+2sioYlsP/HSKJI8Zw5ZPXp43R+jFdcga63D8pBVMbGueW3hSviLZpUsJxVsgt2t4O9XcF6FrBD3k+glYOKBUFgwvff80RREZNWrGDS0qU8nJVFbLt2zpiSiEaybKkQFoZu+gzV8PZffkTKyEA6cxrxnxWyCGQd+Ip1PM8fPMxPHKP8k5+IlbP8RSbryTId4J/pnTl4cQtSzm/E2sd6kfLipzDxC2yRzZ37WP94BnHXQji0AkSRrcdczg/A8t2KAwTT84ypH8S9A4IyTkKDLwXqM9lNEbIK3DGWkMMRCjjls+M34JkWRPImgzGhZSPpTGWNrKEVwAiCwGOPteTgwcHMmaNOyczMtDJ3bhpdu67n2WeP+snCynn8CMxLgy/OwovHy78fFQ4/vwA6RzjWRC+K6vuKGl1prrzyymr1+/nnn2tlTAO1x7J+PXnXX49YWAgZamE3/eDB/n/i6HcDpGwCjR76TIQm3eH8OyFlC2Qegd4Ty+9jOQ3HbgLzYbktAFogfHS5rvpQdbDhjUuXsviBB8g/dYrsI0do7Jj90k17AooKsb01S3YQS0qw3n8HwurlUFSEMGI0up+X1PpjbnfcPO2I7CeNVm5BtQd4l1PIRVz1RGHRW0gZ2czpt2QLu3nho4dYNL8FGfeOkPsJVvjqCrmDKZJm/9tIb2Mpv0RdSmPtGSwnzoOSlbBwMmydCz2ugf/NC47KhZH3yX8lKyBtPEiFkHkrNFrtE/tj6YiBSCzkE0ICfztmgPrzFI0ZSCGnMBKNoarZvAbqnVMUOTWBjlOAGTumIFmmvOOOprRpE8rEiTvJzFQH2nzwwSlWrMime/dw3n67AwZDYMxDhDjMkICQCmLOz+8BJxdAYQkkxcqT6frAnpirlBotgd1yyy3V6vfFF1/U2qBAINiWwKwHDpDdpYuqfIWTkBASMzJ8q+9TWgCfXAPpB2HcCxDTHN4dBZZiuGIWjJpW9Rg5v8DRq1Etj2gcf13yQVf5DSnn6FHeadNGbggCt65ZQ7NBg5zvW+68Cfu8r+VhNc5arKDVIsyeA0VFsGUDmrseQNO7X7U/+lL28jUbiCaEZ7m0XAzQRu4jj50e97VLAl2tz9HMKAfmTun1DQ/0mkeRLZQucYedITNmTTjbSzrQz7DF5SN0Hg97F7oGe3Q/JHaott1+p3QNnFVEWTbPkeXAfUA621ij0AQCuahqAj1I4S90hDCCdwiniU/saUDGisgMNrCdTK6iDbfhm2XR+iQnx8rff2fz119ZfPPNWUpK1Lfbr7/uwo03BkZhrTwbvHxcXgJ7vEXFTlBWHlw+Hf5zzDxPGg1fPem5rz9oSIOvI8HmAGX17o1t69byb+h0RC9ZgnGkD+cqRTs80w6yjrm2CVqQHM5ZcieYsbeKMcywswnYsxQbBdCFQqOnIfGxKs3IP3WKt1u0cMYBRTZvzkMprkrTUkkJljaJUFiIIFQw2SAIEBmFPiWnyuMpsWBDhwaNY4VZQiKHbdgoYi+vYcU1nlKI7ETe29wa2Yvhw4/yzz9FCIj8PP5hLm+zsmZqKMZIePI4hMbUyG6/IpbA2cFg2QaaRLmKfMwzoPG+4toRfmMHH5bbLqBFcsxA6AmnMYNoz1VEEDxCd+cC/3KaveQwhua0JPCvxxWxeXM+fftuVG3788+eXHxxcEkvTHgGFqxSb/vlRXWWmD8Jqhig999/n5YtW2Iymejfvz8bN26stP+PP/5Ix44dMZlMdOvWjT///LNcn3379jFu3DiioqIICwujb9++nDhxwlsfwe9InhSeBYHYPXt86/yAPOujdH7A5fwAdKyGOGb6u27OD6BLhh6F1XJ+ACKbNmXos88626U5OViKigAoTE3lvzfe4Oitk9EYdBWvtEgS5OViu/VaqvOcYEfkS9bxEkvY64grkRDZzmNs4UF28EQ55+eUpSnzs2/kiVNvMi6sN9u3l5KQoOW666L48tU8xlfi/EhSBWVXzfnwzTVV2htQaEIg5lX5tZgO+W9C+vU+OXQTzsfg4cZa5vwAWCkkhaWs5omAj0U5lzhILi+yhV84yoOsJp1if5tUa3r2DKd/f/l31rSpkS++6MSIEYH1kCJJsiji+kpqg+UVld/27Ofes8mb+NUB+v7775k6dSozZsxg69at9OjRg9GjR5Oenu6x/9q1a7nuuuu47bbb2LZtG+PHj2f8+PHs3u2KAj1y5AhDhgyhY8eOrFq1ip07d/L0009jMgVgpex6QCoqQtu4MUJEBLqhQ11vGI3omjateEdvkJUCrw6o+P34NnDN7KrHKVVE9RpaQMxEaLuwxuZc8NRTdL9RVhm2FBQwKzaW9zt0YHaTJvzz9NP8/OIrLLv0ejRPzoSJN0Ko52VC6efvkX77pcrjbSaFZezjEOl86KgyLgc8r/PYXxCgqeE0c7NvZqSxLwk6uPbaFH76KZ/58/OIbNEaQuNcO7QZAYlqXaHTvZ6BMA9PkIf/dkljBwvunp55M0h1C0qvDiai6cMjTgOMVHxTslLodXsacFGMK36mFDsvs8WP1tQNnU7Df//15ejRwXz7bVcmTz5IePgqunRZx+LFgZEq/2oKjNgGA7dA5/VwrKR8n/emwKUDoUcb17YQo0JvLojwqwP05ptvcscdd3DLLbfQuXNnPvroI0JDQ/n8c8/u5OzZsxkzZgzTpk2jU6dOzJw5k169evHee+85+zz55JNccsklzJo1i/POO482bdowbtw4EhMTffWxfErRO+9gWboUqaAAKT2dqIULCbnzTmKWLUMI9bEK6d4lUJLvmpZo7Yq5wRQJDy6rOrC1eAdklaWl66DdUmj9HYRVPw6nDEEQaKTIfrNbLGQdPKg6U7d99TVZYy5H//HX6I5nQ8sKCvnmV/JI5CAC2ckWHK8lJDLZUK6fljAESe57xNyGMEHPQ9GwfXsJKSlW17KYKRKm7YEr3ofr58Ltf8C9/5Af0lK2vdVjNB18MRQpLp7RDi0SyQ6/TK7S5oDCdCHEvASCI25KTIfc+lfr9kQyfRjFJ4zgXXrxAGWXxhDiiaMrAlpMxNGPJ1TlMrLZz2be4Dh/+cTO/2/0II4BJDnbJXiIcwwitFqBVq1C+PzzMxQX27HZJPbuLWLcuO189tnJqgfwMv8pLnP7iuG5Y+X7tG8Gv70K27+A6xwLDOv3wls/+MbG+sRvDpDFYmHLli2qemEajYYLL7yQdes8PzGvW7euXH2x0aNHO/uLosgff/xB+/btGT16NImJifTv35+FCxdWaovZbCY/P1/1F8hINvmpSCopoeill5zbNUlJmC6/nMiPP8YwZIhvjRLtsPRtsCP/ScDQe+Hp3XD/X/BGNsS38rxv+vuwLRK2RcARZaahCPrGdTKrx403EtXCJVBWzv3SaDA61okFgwHNK7NB64j+CwuHNu0gOgbx6OEql8E604gHGM44enAfbdnEZNJYoeqjJZT+zKGv9C3Pnn6Rh0++T64oMH9bCRdffAyzWT7G+eeHMW5cJEQkweB7odf1oDex/kwCsUcOEXs2i6sOvgLx7SAkVh48sRP0v811sN0/gzmwlWhVCAJET4ewK5EvTQIUL4aT7eB4JOS9WdUIdSKcxkTThkb0ZyzzGMt3XMzXDGUW41lIU4ZyiB9JZzsANiys5glOsIKtzGY/C8jFwx2jgVojIPAkfRhPa/qSyCOc52+T6oWLLopVKFZI2GwSt9++m5QUD1MuPuTh5mBSeAVNqhBZlQCNICeR7A/CKBO/OUCZmZnY7XaSkpJU25OSkkhNTfW4T2pqaqX909PTKSws5JVXXmHMmDEsXbqUK664giuvvJJ//vmnQltefvlloqKinH/NmgVmkKMkSeT+73+k6/Xkjh9P0bvvQqFrSj5c4Qz5nPw0SN3vag+bDH2uhcZdoPMouWKpJ6zpcHIyiAUgFoJFoZERdxNoK1FSrgYhsbE8ePQozQYMKLulgkZD1xtvpO+DD3L90qUqB0k75lJ0+06jnfMt2qVr4ehhyM1BevMlxG89z0xKSBzhc9ZwPSXMpSMn2M+95bK9evEm5/MTYTQnSpNED90FlEihNMu38dDQFOSfseyiTZgQ5VG6YM7fYEdHjhRLah4QFgfTdsMti+CB9dDvVrnILEBpFqx8oU7fn1+ImQmaWEACy2awHQapALKngeRBu98LGInEqIgLOssGDvMzmexmE7OwY+YfHsZOqbPPLr5iGQ9yjGVISBxlKTv5gmIyPB2igWpiQMs9dOUKWvMhu3iENazlDCcpRAzSeKwbbmjEzp0DePHF1mg0EmBDpxMwGv0bljssBvLOh/fawbvtYUYFz6xlPHEDNE8CkwEKiuWiqcFEcIgqVBPRsbRx+eWX89BDclmFnj17snbtWj766COGKmNkFEyfPp2pU6c62/n5+QHpBIknTmCeNw8A86+/Ipa4nha0bduiH1BJ/I23ObnDle3VvBdMeKtipwfkaLuj10DuAs/va+Kh2dv1Ypqg0XDTP//w2223cWb9eobOnEmXa68F4NDvv/NFv34knXceo955B53RiJCYhHDN/5BKS+W4oCLZyRTvvx2haXOEuATsX34MBhOaTp05ODGbk6YyXfiTnOWvck8W7biHOEVR1DSrRP4hC5POWtj7WgYnS51FMLjxxigmT47DE6VWV72wIWVZ7pGNoMtl8mtTJPS4CrY4pCiCcWFe1xy0cSC6xUVo4sF6AgwVLFN6EZcOkICNEv7gemzI55+s4l1WyQ1Osw4JkS28D0AGexjJ6z63+VxiJ5mqmmC7yAagI9G8zmD0AV4s1RPduoXTrVs4Q4ZE88MPZxk/PonkZP/XtTFo4d6mrmDoCyqJ0+7miAMqKYXvV8Klg+CGUb6xsz7wmwMUHx+PVqslLU1d/iAtLY3kZA/FSIDk5ORK+8fHx6PT6ejcWa0X0alTJ9asWVOhLUajEaPR/z+8qtA0aoTQvDnSiROg12NdulR+QxCI+OQT34odFmTCsrfg2AboPhb+et2V7dWqr1zsszLMRyp2fgCavgLa+kt51RoMjP/mG2dbkiSW3HcfWz+U05/PbNpE4/796Xnrrc4+gsmE5s0PEe+60bnNfs/NYLVAlnxztgOhWxPlIjqOG6C785PIBbREndF0/m47hxIMkGhE06kINpnRagVuuy2Gd99tVOH/5cOXwJr9YNDBWzd67AJjXobMA3B8DWz9CvreHlyaQABxH0HqCFR5bmI6nG4DSX9BqG+vsvF0ox+PsYOPMZOrek+LHqtCr+osmznLZmfb0hA4XWcOuH3nZewnl1fYwtPUPEYwULjgglguuCDW32aoePMkPOLQn53TAe6oRAIrMQZOpMnPtAnRPjGv3vDbfJvBYKB3796sWOGKkRBFkRUrVjBw4ECP+wwcOFDVH2DZsmXO/gaDgb59+3LgwAFVn4MHD9JCscwRrJQuWIB00hEopyziKUnou1VeGb1e+Xk6TE2AxS/B/hXww1TIO+N6v8OIqscwNAat+0nvKEOsawxx3k2BTlm1yun8lBEaXz6bSjvxBoTb7nVtSD3jdH5Avj2H7i9GiwhuCdICOtrzAF0orxJ2Uu869cQb5EesOXMa8fHHTSpVhp3xE5zMhpwiiK1odTA8wVlklaIM+GgwWEsr6ByghAyD6BmAAFo3objiqjPyvIGR6HLOj4FoRvMFw3jZYyo9yFIIeaR4fK+B6jGcJjQm1OMNa7uHkjPBxp49BVxxxRYGDVrH9OkHKPRUpt2HrM/DOae5JLvyvj+/AE9OgvkzYHSQ+aF+XXCcOnUqn3zyCV999RX79u3jnnvuoaioyKk4PWnSJKZPn+7s/+CDD7JkyRLeeOMN9u/fz7PPPsvmzZuZPNmV7TJt2jS+//57PvnkEw4fPsx7773Hb7/9xr333lvu+MFG8dtve6z1pO3dG02c5yWTesNmhc9vgntMsPiVivsltYe+VWjQFG2A9A/kDK/kpyBqHDT/FLqfgba/Q5ddsi6MF9EaDKp2cp8+RLf2vLSie+N96FX+zC77n4jcUEizl0+SRyTFhGBDTwjN6csHtGACOtTZeCetIOoc6ouSBAflVO958yrPNJMk+HOb/Dq7CDYdqaRzC0UGXnEWvNMbsirbIQCJmQEtiqHxLtAp/m/M28BexVXZC6Szo9y2QcwghFgS6EpnPJRzAYpIYzffetu8c5p4QviCC1nMOKbTm9ZEYnLcvgqx8RdBGIGr4Oabd7JwYTrr1uXy6qtHefrpQ36156HmoBfka9zCDFhXyaWpcTxEhMLcZbAiyFQK/OoATZw4kddff51nnnmGnj17sn37dpYsWeIMdD5x4gRnz5519h80aBDz5s1jzpw59OjRgwULFrBw4UK6du3q7HPFFVfw0UcfMWvWLLp168ann37KTz/9xBBfZ0V5AYNbBhyAfswY4jaUT7WuVwoy4LWhsO5rsFWhy3JzJWVQcn+DY5Ng/wA4PQ0OjpCzvNosgITbQB8HUWNB5/3p4GaDBzP2s8/ofN116EwmUjdv5rPzzuOjzp3Z8NZb5fprnimfji2YQpxZZS1ePcXW0734kWv5gzsZwlyi6FRuH4D3TtqwaBx7WiWYLv/GL7+88vIeWQWo0th6NK+wK1zzDcS1c7Uz9sLSpysdPyDRmEAXB82OgKGXvM2yEfJm+dyUZgxT1QQT0BFCgrPdjssYxsvocNeTkkhlK/n4P835XGAYTfiQYVyoUORexWk/WlR3jEaNSiGkqMi/6f6DoiDSEcUgAlfsBHMF4YT/7YJHP4Tf18L4J4Ir7LChFIYHArEUhpibS2bXrkinT6Pt0gVtx44YL76Y0Ntuq3rnuvLlrfDfl5TTHe52KcS1hFUuHSYeXAxdx5QfI+cXOFpBMd1Gz0LjGZ7f8zJ5KSm817Jlue33HjlCjGJGSLJasV0+EtauBqMR4fIJ0L4j0gtPIQGiRuDhfW9iSYrjJgYyhLYej2eVIPqARHGZA7SnhB1tZJG0zp0rj0N79y944CtX++S70LSyib+t38APk1xtjQGunQtNe0NkY9AFftybirTroPg7R8MITY+B3rd1lETs5HCQs2wgmb7E06Vcn0z2spWPCCGOHI44l82aMJBBTC/Xv4HasZNMHmcddiRG0Yyp9FRpNAUTKSklPP/8IXbsKKBjxzDeeKMTSUlGSkrsfPvtGXJyrNx0UxOSknx3zj57FJ477mrf2wTe9xBKuHk/9L1Tfq3RwI7Poavv8xScBFUpjAaqR/F77yGdlp9y7Hv2EPXll75xfgBKClA5PzHN4dJnYPJCuP4dGHK7nH3U62roWEH8jzK93R2z/+Ijolq0oKWHmbU9jmy7MgS9Ht0f/6A7W4w+rRTdnG9Ie6QTh19rhTVSi12n4cIPl9KWRAZQ8dl/yKJwfoBhOpHu3UOqdH4AQhSrdk1jq3B+AHpcBxc8inPaSLTAvAkwqzXMaqsWUAwG4t5RNMyQ6aPfvwINWuLoRFdu9uj8AMTTmVG8w/nMoA2uh4HTrOMIS3xl6jlPd+LpiRy3t5STLOeUny2qPS1ahPDZZ93ZtGkQY8cm8umnJ/nmm1PExy/nzjt389hjB7j44k0+tenpVtBFsXr/xRnP/fp0hD4Ox0gS4b2fvW9bfdHgAAUJFkXwt7ZdOzThddPHqTZF2XDgb/W2x9fA5c/Jae6CADd9Au/mwT0/gs7geZzKilrGVZTO5BtGzZ6Nzq1UyqZ33y3XTxAEhBBXbNIJ5qIttqPPt2Ow2Ln07cXEffoNO4oPVnispFIRjjuWEU9YeCq6+k+sNwyG8X1gUDv4fVo1dtDq4JJXoffN5d/LPwXH/q32sQMCXQKEXO5qly7zny3VpDPXocP1m9nBZ9ixIRFE6wQBTBE255zPrxzFHORK0b/8ksb11+/g6acPMWnSLoqLXb+To0d9WwdNK8Ci7hDm8BKamCC1ggiIskKoErDrKNiD5L+hwQEKEoxjHE+SgkD4LB/GP5zYDkWKwqTjnoPYWmgknXrYbYPjsmXqAhH+LSOc0LkzD2VmMvGPP9Do9QCEJydjK608cyqMdhR1D1NNut84bR7dG3fCdslQsFiQJIkpU1JJTDzIuHEnmV8iQEt5tqfZnmKG9Kt+jbrX/4CFm2HtIVh/uAYf8KpPoFEP9TatAeLa12CQACHhY7laPED4//xrSzUQEOiikECwY+ZnruInJpAaxHWtAoX76Y7BcRs7RB6vsZUVnAzagrWpDg/DU2BKXp6d//1vO6Lou8/WOhSeaim/PlICt+/33O/x/4HW4U2s3Q1PzvGJeXWmwQEKEnR9+2K8+moiv/gC0/jxvjvwsQ2gcUTD9Z4Alz1Tu3EMisKs0ddA99PQeQ903gaC//U4DWFhtL3kErpcdx0IAuk7d/JfJcraGfxLFv+SOzyandNdwc4ax5VLWvsv0tWj2by5lNmzc8jIsPPbb4VM/yoP7BKIEi1HR9RI+XXbcXnCTSPIr6uNRgv3b4E7/4Y2I0GjB7sFvhgdfOnx2iRoegRiP4CQsfKce4DTjnHEo9Qmk5Cwsh//pPOfS7Qlig7EOB9CVnOWWWzjEf4LSifo5pubMnZsgmrb0KEuJcJ5886ycGGa+25eRa9xpcQXVJCdr9FApCL2f9FaX1hWdxocoCDAdvQouRddhHnBAvLvuAMx20cpwIfWwC9PgOj41TftXrtxJCtEXQphA6HVd9Dmezl4NaQzCPr6s7eeEAQBQaPBXElNuAPIUgAScObRRhwY0Lb85fa/VbScMZEYjSuHtPDbHMi2QbaNbqtrJpB3/WAIN0JCJDwwuka7yk5Q62Fw+bsgOjSk8s/AyY01HCgAKPwCsu+FjGsgd6a/rakSAYF+TEFw053N5xTF54CGjb+ZQg/0brey3WRznCCqg+cgNFTLb7/15vHHW9OyZQizZnXg6afVCRV2u28du3uawMVx8rVufT58fbZ8H0GAjx521bq+4gKfmlhrGhygIKD4tddcuYVWK5LF4psD57pFvcXVUkwy4yNImyXr/2QHth7KsJdeosOVV9L52msZ/GR5AUOQZ3+sjsweATgitOXs5epAaq1GvhjEbfyNV0LecL3xZBLE6yBeT49BNdM6emweFJohLQ8Kajtxk9ARWgx2tf+sTjBRgGHdg7NYqmW3v62pFmEkM4b3CVWkzZvJZj8/+tGqcwMrIha3mKpQtMRT/eXlQEIQBF5+uQPHjg1j2rTWjBwZz++/92b06DhmzmzLVVd5rpTgLUK1IEqyA2SR4KZ9sNaDLtA1I2DPV/DgVaATICPHp2bWigYHKAiw/OsKVtUNGYK2glIh9YK5GF4fAXfpZeFDrVFOl75wCgy4oXZjimZcmUhV6Aj5mcgmTRj+0kuEJSVxaNEiSnLUZ7GEnYO84XgNZnSc4nwuvP0dtDNeRrjtHrTTnkTjOLM0wPWG34kRctEnaKFHqPMxSdOkgoDxCsgqdMUGZNX24VYQoK8je0rQgNW3gZX1QuRDoO8gL4eFXupva6pNOI24hE9pjWv67ihLKcRz8ecGqkdzIuilcCwTCOESWqrKkwQ7l1ySQNu2Ybz22jEefHAvvlavucQt43RbBdefm16C2T/B819Dk6vkEhmBTIMDFOCIGRnY9+51tsOfesq7B5x3n5z1JdrAVgp2syx+2Lgr1KbWmGSDsP4QewtET4AWH9W/zfXM95deysa33+aP22/nzdhYdnz5pfO9Qg5hcVT3FoCt9EZCh6DXo33ocXRvfIDm/mlIiS4nNVxTygP99/PbgTZyaoWDy2uYyDd5FDSKhklDYEyPKrtXzHk3QvsxcvxM2m6Ye43nqMtAxdABTMPAngqZN0PxH/62qNoICPTElb4vYWcDb1SyRwNVoUHgZQbyEgMYTysyKGEBR7iLVXzOflKCcCnMnaNHi3n//RPk59t5770THDtWUvVO9cj9zeCl1nJGWNsQuKiCAqlbFQmwVhv8s90n5tWaBgcowLGdOgU6R+xAdLR3K77PnwL/fonHB6fkWhbTPHIFHLwAsj8H8zHQN616Hz9TnJmpcgi2KGqGnVYErloIo5iB3MUw9QCRUTx90WqWWfoDcNKezGUvjKJDmJZYxxl3Qzgk1CD2e/dJeGEhpObB79vKSVLWDK1Onv0pY9eP8N/suozoe8xl6ucCmIMrm0qLiSa4SpVkc4BUtvnRonOD3iTSCZeKfD4W5nOIh1gX9LNBSUlG4uPleMmYGB2Jib6PnZzSDGL0cLgEzt/qOSD6znGu1zERcFEf39lXGxocoABGMpvJGTAAbPIvTYiIQBNViZ5OXcg6AUsdN0G5rqeLuBbQrhalRCQJcn93jVWyEYoD/2Y1/OWXVW27xcLpjXKwcJGj5pAEHKAlJ8gjw+0J89QpK7M+tDKq4HPa5fzJtIEr6D2yCc9nQ44ozxyFamtmU5Fj5VCS5Nd1lpsf4FYb7/eHIGVdHQf1ITHPgRAFGCD3JTjRCoqXQ85LUPBpwGeH9eZedIoYlR182qANVA8MphFNHaVIJEBAohBL0DtA4eE6Fi/uQ3i4lpwcG5Mn7/O5DafNcMpxHUq3wuU7y/f5YCrkLYbtn8P3z8pOUCDT4AAFMCWLFmG3WLAjn8ya6GjvHEiS4J3x5bd3HAF9r4Xptaw1lrME7Bqw45hV0oLJc32sQKLXnXdy6eefo3WII6Zv386X/fvz4w8dyXcUxBSAA8izYmmoIwI3bizBaoUwipkXMY35m7pSOm0yf5zKQcJRQb6Gq4lLFHU4R3QGfV2VAzqNhcs/VG9b8Twsfx6yKlHtDhRCLgJsgFn+sx+HtIsg90nIvAPyAntZyUgk53G3s53PSdLxcEdpoEbo0fAc8sxrWer2/2hHKP6X2qgrhw8XU1goKwz+8IOHVCwv0yYELlA8f/+dC8uzyvczW2HkQzDqYbjwocBeXW9wgAIU26FD5Fx7rfOGadfriV6+3DsH++MVOOE2BS8AbYfAnfMhKqnmYx66Fg5dgnM9TQSSnwRddN1s9RE9brmFiEbqOlMHrztAzl+5gPxxzI4n+MG0U/UrKBAJCREYod9AX90eBEnC9MX7pI6J5bolchZcrxqW9JnjEgJnT33VfRxwF7RX5NMfXALLZ8A754ElwIOjJRtIlcRB5DwFtsAukNmC4RhxBVMoC602UHuSCCUCeYlIi8BoAn/ZvToMHx5H48byheOWW3z/mQQBfu0O4Qqv4WMP5TF2HIYsxzPhml0w+c3ALZDa4AAFKNaDB1W/Gk2rVugSE71zsFQ3eU+DHqKbwMBJnvtXReFmyP5evS3iAmjyXO3G8xOj3nlHVh0sQ4SMb9IBOEIbLBgZRBuSkB+LNm4spm/fo9x881lKSiS22zsiKkqDCMCcV+8kvLiQvjXLgMesWG8f6bkEVc0RBLj6Cw8Hy4fCQE/fCIOEb0HXAQT36usAFsi63edm1QQBgeG8RAeuYjBPEkMbf5t0TqBHw5sM4UpaE4GJW/mXv6mgkFUQkZRk5MiRoaSkDOO99zpX2d8bROvhPUU4aK5N1nVVMqgrhCkUCD74Fb5Z6hv7akqDAxSgWNavV7XD7767gp71wAnF+sq4p+HDEph1EhJreUEuda+FFQLtf6u1ef7CnJ8vC2AoyFuZz9EFZtYgl+9o4SjG+MknOfTvn8Lmza40/1NSY4r7jVTtH24uYc7+5XSsWQY8VkVtnVG11KP0SGQj6HBJ+e2/PViPB/ES4ddBs/3Q6B/FRmVwaOCrXEfQhI5chZEoRKz+NuecoTkRRGAiCwsWROZyyN8m1Qsmk5bsbCv79xf5zYabGkGEI4ZxeQ4sdtPyDDXB8PPU21I9LJUFAg0OUIBi3eCKuzGOHUvEQw9572CpCoel+XmuIqe1JfNrdVtrBF1k7cfzE20vuYSwbuplCetZK2du3k2ZrtFh5JmSp57KKLf/ZZeFE/7EExAVjahxnWrNfp1bY1vevhGSouCSnjCud413r5xJv8JFM6FJX9e2fb/B8f/q+UBewtgbkhZD9HPQZDOEXw2hQyH6RX9bViVm8lnM3azkURZxE4WcRcTOaTaRge8DXc8lOhPtLJHRDi8lj/iYDz5I4bzz/qNz59XcfvsubDb/rC3FKZ4zPvEwufb9c3CeIjLglwCtu9zgAAUgks2GZZ0rIyfszju9dzBzEUQ3ll837gzdxtR9TIty+UQDTZ+t+5h+wBAdSc+dfeh9uhfKGEpJIyCUyGrcvWhJeroNjduZFBICjz8eBwOGwOFsjk+Z4UyuO29/zTPhbhkGqR/CH49CaA3jh6pEq4ORT8Etv8vOahnBlBofOgZingFDd4icAtZNkD444JfB8jiGBbnkipVCljKFn5jIal5gBU9wkiDKzAswehBHC2SxrWWc5gZW8DPH/GxV3Vi0KN35+rPPTqHX/8Xdd/teDX2qoh72n1nwa5p6KSzUBI+5agBz4KTvbKsJDQ5QICJJqvgfbePG3jvWwmch44j8OuMYGGoYnOKOJRVKtrvaXXdDchAsp7hho4iNTESiFGNjIyFt5e9FAjQFZmLeXMYNDGIw7XjmmQzS0+0IAowbF052dnvS0zswcGCoPJggkHfjXRRGRAMQdvIY/P5zjezJzIfF2yHfm7HJ4Ylw0fOu9q4fobD8zFbAk3UjSI4vqvgzKFniX3sqIZaOmBSB0HZKAAsaR/pDNof9ZluwY0fiOK56e6mU8gF7+YMUP1pVN+64o3zw88cfnyQvz7fLpxMSZVFEkHMxx++Eh9xCSccNgUsHQWwk3DQa7PZyw/idBgcoQNFfcAFERBB6xx0Y+nhJTUqSYM1XrnZIPSxTHblJ0RDAEF/3Mf1ADlsowZVF1H1lf6J6uAIP457/ndM/ynFNoaHyaSQI0LatgZgYLeHh6lPrTjGJs9GKIPYZ06qdH1pQAt0eh0tmQZ+nZIVVr9F7Emgc011aI+z7HexBFpuicfsd59wfsLm4OoyM4YNy2wVAi46WDPe9UecIOjRcTLNy29cEcemRq65qxAMPNFdtS0oyYDT69laebIRhZX67LLjEerf6YCFGuPoCyM6B2d/DTQFYt7jBAQpACl57DcuSJVBQQPF333nvQB9MVD/hX/hA3ccsXON6rW8E+oSK+wYwOtR1Klo0Gs+hb653aotoLHbOXDOdo7vOkJJipU0bPbfeGsVzz3n+vI108N5V9zljEkg5Cnm51bLlSBqkOroeSoUMbyr7RyTD5e8BglwG5adb4dd6+F34kvifQKeoFWI/DGLgzmTpCFHNApVttWNjJU9STIBGkAYBD9OdzkS7bRWw101L3a8880w7evWKxGgUiI7WkZZmoU2bVaSm+rbO4lMtwOSoSazXwAwPOTOPfwxo5b95y6DAf7HbHmlwgAKQ4k8+cTXcg0vqk52LFQ0BhtUx1ihvOegU2jlNX6jbeH4ih61sZ7KzrSUKExeT2yYK0agWVJsx+FF+/rmAQ4esLFxYWG7mB+TJh3ABPr38Ds4kK57ePntfnhcurTxbqVtzOfgZ4KYL5HpgXiX7KCop8I0fw5wLoDTfyweuJ3RtIGmtnCIPYBwOmsB1xAU0DOdVunIDQ3mJUbyHHREQMJPPf8zyt4lBzcv04y46YUJOXdpEBi+zDVuQqkPHxRnYsmUwL7zQntxceTr4zBkLn3zi20AbQYBSx1doBQa4xZlLEmSUzQoJ8hWl1OJDA6tBgwMUYIj5+diPH3e2Q2+oZQX2qtizDCyu9XGG3g4RdViuMp+C/WPA4ognQgux4+tioV9IZyW7eVK1rQnjOYGAFGokZcuT2GPk2B4BsBa45n1LSz1fUNPsML8QSo0hLBxwCVLZPNDcz6GRAZqGQL/2UOT58ajEAtmFoNNAh0Z1S9CrFp3Hu22Q4OhqWDHDyweuRzShkLQFjJeBZR+kj4HSAE1FAcJJphPXkEhXImlGhEK8L4vDmM+Bgp7+Igw9E2hNvKL0yCrO8icBGplbTU6cUD84vfbaUaxW3zl17UIhzvE8KEjQax0cVcQoCgK8cLtDSk0ErQYOnPCZedWiwQEKMOxnzkC4Y/nFaCTy6ae9c6APr1W3r3jec7/qIhYh17woww5SgLn7VWAmkz08jc2ttEUE7WlLAiZ0WLo0ocXmrwiLjEQHNOIAGqyEhQksXOhZnTVUcKnTfHb1ZKSkZDCa4MQxV7D70UNw4+Ue9/95I6w/DDYRnllQTx+2MloMhDs9OAtr34b0IErNznsGzL+BlAqWpZAxFCyBX25CQOAiXlFsEdmGB8HKBmrEY/RA+eywlxy/2VIfPPpoK3r1csW7lZaK2Gy+W9qL1cPu/tDaAJIdTprha7eU+MdvgIt6AaJ8qZu/zGfmVYsGByjAyLz0UiiUZ2aMQ4eiTapFGYqqyEuFomxXOyIBIut4nAI3zRh9Y9B7wXYvYqcY9zrrnZhBNOfzLIsoRZ5utot2LPnyclAjDhHHSebMSWbkyHD3IQF4NgunxN3WVp0RJAnMHpa9Nq0Fc/l1/K3HXa/D6zsFviJanw99biu//d9XfWRAPWA/VX5b0SfltwUgBsIJx5X9mc1higjcOKZgIAuz6uxezmkKglh8smnTEDZvHsTLL7fn/PNjmDu3ByEhNayyXEeSjXC5YuFgYHT5PlcOlf8VgLGDfGFV9WlwgAIESRQp+f13xCNHnNvMO3ZUskcdOKJWmWb66rqvq7irP7f+rG7j+RgJkT08hsZZelYmnLYcJ5MiXI7JvigdJ5HrUVjR04VlXHNNxUJrSjHpUFGErEzPHUtKYPGicps7OMKqBOpZBboqrv4UZuRAy0FQdl3d9X3AZlSVI+o50LiVjymumfyAPxnIFMou0fmc5DfuZKOHjLEGqkd3YklQLIMJwClFmnwwIggCjz/ehvnze9K6dSiSH87N1zvA0t6wbSCM9hBF0d4R9ihK8PnvvrWtKhocoABAKi0lrVMnsi+7TLU97JZbvHPAswrBhvhW0KhDxX2rS86vrtfJ0yC6HgQVfUg6SylBroKucQRHCugJozXNiEWrmDxf9GwUexiBBOiwcjGz2Tr7zQrHzhZx7j08QotwkVvpCZNCe+nn+eX212vl+J8QAzxyaa0+Xu0JiYaxb7natlI4uLjC7gGFviM0OgahN+D8HzAGT1p5HO3QoH6iP8oyUhuqxteKSAx8w3BnVpgE/E6ABaXUgq1b82jdehV9+qzlkUf2V71DPaMRIM0Mrx+Hf7LLv//DStfrn1ZBfgBlgjU4QAFAziOPYD+onkERIiOJmukl4YR8l5ooox+u+3jm41CqOPFC2lXYNRCRkDjGe25bdbTlfgQEJKAzTQjHyNHPkjj0cWNAPWO264uKYzQ6GV1zSoNCgI/mQkycq0Pzlq7x8tRxCZIE930hx/8UW+Dhb2r++epMs36Q0NHV/vn2wC3v7I4mFOK+gejZgB5Kl0Jp8Kgrx9Cq3LZMfH+TO1fQoWEwyc52OLpKegcHK1dmYbHIV5hff02vonf9s6cQbtwNc8/CxVvB7HZpuGqo67VRDzrfrtJVSoMD5GckSaJkzpxy2+N+/x1B56WTc63yLloPU6ZWZWyCADET6j6mTxGxOLRWBCCS7gznX5pyNQBzWccu6RQFohlTEwuSXcNqbuY4vZ1uUNaePSyfMoXizPLLW4/FwLxkmJ8Mj8ciB7n/twfGXgkXXw5z5kOHTmAwymnxKS65/hOZYFHElkfUUai71vT4n+t14VkoCTJtmqKvAStIGZAxCLJuqnKXQCCJHqp2KPG0ZGgFvRuoDpfS3Dmj+xPHWR3EwogAV16ZTEKCAUGABx9s4fPjly3xS0CJCMvcLoEj+8JLd0FCNAzr5WvrKqfBAfI3Vqv8p0BISsJ4/vneOd6e5VCo+IW2v6DuY0o2nMWyEu4AfXTdx/QhAlrCcM1ahdNW9f5WUkAAQQPacDugpVmrSK5dtlTdb/Zs3ktKImPvXtX2m1Lh+lR4KANyyp6OEpPgq5/gm4XQqAkc2AsWM6xfDb1bw/49QPm6X//zVxDhkEcgvpP8OjwJdsyHNW+AOUjSs3Wt1e3irx2Zi4FNW0YRTStMxNCI3ojYWc7jrORpSsn1t3lBiQVRJYT4KtuxBqkmEEDr1qGsXt2fO+5ohlYr+DwOqFsE9FDkf3zmoTjqN0sgMw/+2iC/DhQaHCA/IxgMhD34oCoIWfIwi1Bv/Pi4ui3WQ12FrHk4U+DNRyrtGohYyKLUoQmiJYzmuLKfRIdqT9k1Zf/sJgA0b25g6IWxJPfrpx5MFJk7cCBmR5ZYiQjfOnyEVDs86SmRx2gqL3i5Vk5D33xUvTk6rMYfr37Qm6D5AECAwjT440FY/AgsvMtPBtWQ6PdBqe6t6whCqN/MqS6hxDOGNxnEI5xlC6XkUEou6exmPW/727ygJAYjPYh1tkuxU0BwSXa4c80125kz5yT33beXadN8v0T6cEvX69/S4YxbkmuyYsW/URwBQ4MDFACET5lC1GefuW6CoaGIFYji1RlJ8aRjDIcmnSvuW12iLna9jrmi7uP5mAyWO1LgwU6RqgzGEdIoxIwgyE5Qwdo42rbV8frrsrLw9f/+S0w7dcyTJT+fk//KDky6m3/ZWk95wsPhudfV20LltS6923r5sHr476o1hlDKLZlmHQyOrDBdPJgUAdC2Q2DZ7D97akgosbjHnaWyAysl/jEoyHmNAXRzOEHNCUNPAAWm1IK0NFeW6hdfnK6kp3e4TCG0bkcOiFbyyePQuSW0aQJJsQQMDQ6Qn7EdP056ly7k3XqrK7C0oACbW1B0vZB6GE5sd7Uf/0d+sq8rOb+AIyeKiMF1H8+HnOFnjuDK4GrKJLSKVNmFbHO+lmzQtX0ohw61ok8fuY/OaOSOgwcZ85k67f/ADz8AkOE2s35nRdny9zwE05/HWWzs9ecA2OBWDNyvAYQdLiu/7fQWeK8niAFY6tmd8NtxORF2KAyelPJwkolELbRpIBItBj9ZFNxoEEgiBA1wkiLmcbjKfQKZF19s73w9wL0mhQ+I1sNAxWE/OgkWxbXv539g73E4egburzhh1uc0OEB+xrprF1KxQz/csQxmGDwYfdeu9X+wdy9H9QRfXA9KqKIFMsoyoGyQ+1fdx/QhmfytasczQtXOlYpBkic5LHk6Uk97nu3ofuutdFaULTny559IksRhxcx6uADRlcW19xssn5Ea4ORxeOkpTufgcooAgz+TVloPgzAP4papOyHzgM/NqTEh4yD8IVe7ZKF6RjTAiUctV2Ehn7Ns9ZM1wY8RrfNqaAjyW+FttzXj+efbkphoYNOmXIYOXce+fb7VOLpPUeawRIKdivDAxvGuieJmbtJc/iS4/9fPAfS9eiFEynLmoQ88QHJGBvGrVyPoPa2V1JECt8yd5ufVfcyiHahKYITVw5g+QsRGEcdV2w4jL0UVFYncc08av06NRrSB3QJrb+3AU0+5V+120elaV3mR0qwsSrOzaan4b+xU1cP6+SPUsUCzX6Rz3nZnNeVQf4es6Izw+BmY5KYDpDVCVHPP+wQaoVe6XktFQD3EwPmI3txBH+5WzAQJnGI9UhAH8PqTO+hIN2KJQI/ObXkx2LDbJV544Qjp6RYyMmz8+28uEyb41jm+NhkGK2aB+m6Avx23nOsugnFDIC4KBvtSzLUKGhwgP5M9YQKSI2DW/McfaOPjEbxR7XLHn1CQ5mpf9zaE13Ex1pYP+xVxFRHDIOrCuo3pQ44wGytq3YwQ5CDnmTOz+Pr3NM578ygavXzv14eJhIdXvAbVfPhwTDEuBylt+3bCNRCtAQPwUMW+k4sh6hmobr+6KoFbA2GVSaOBDmOg6zWubXYzfDbSfzbVBMMgCL1VDoDWdwbLfjlF3hb4hTG1GGjLaLpyLfKUoMQxVjYEQ9eSYmzsJJt8rHzFIVIprnqnAEWjgdBQ9bVp374ipk3bgyj6JkZPK0C823P7Ww6dye2HYNEayMyFh9+FL//wiUlVEhAO0Pvvv0/Lli0xmUz079+fjRs3Vtr/xx9/pGPHjphMJrp168aff/5ZYd+7774bQRB4++2369nquiOJItZNm1ztEi8GNH59j7rdoR7S3zM+V6cSlxyQc8WDhDTUZ2ES4+jAU1gsEnPm5NPn7cOqCiEx7UsZM6biaRh9aCgRzZo526fXrOGzPMgTwQJ8llfhri7mL4akRs7mBfvmY5LkAMebvaSMUCsmzoeWCj2a0xthyWP+s6e6CALYU0AqBusOSO8L2TdB2nkgBkdKv4kolEvZKazGEuQlHfxBKDpMiuDnT9iHWB+6aH5AEAS+/rq74nolIYoSr79+nB9/9JCX7iXauWWp5jkUXkxus9+BEgfk97vV999/z9SpU5kxYwZbt26lR48ejB49mvR0z4qWa9eu5brrruO2225j27ZtjB8/nvHjx7N79+5yfX/55RfWr19P48aNPYzkf4q++AK7zeasPhXirdIXADnKwpACNO9Z9zGtbjndtuARx7NRhIjLeTPRkg48iQYDaWlWcnJEojq53pds8OOtQwgNrfyU6Xz99c7Xgl7P+SGuW9Ww6ixh6XRwt0udWwAuS12IRoCjvhd5rRiNBsa4FUbd8JF/bKkxyidlR5CWmAX2s36xpqZE0RzB7dJ9iCApTxJAhKPnUlxLt/+QynGCwwn2xGWXJXHkyFDOOy/CsUWeJUxPL19g2Vu80A6mKrQY/82FnfnQqSVEKZyjopJy8nd+we8O0Jtvvskdd9zBLbfcQufOnfnoo48IDQ3l888/99h/9uzZjBkzhmnTptGpUydmzpxJr169eO89dSmD06dPc//99zN37lz03oinqQeyZsxABOefNt5DJbn6IrqJfCeWgBH31r34KUC6WxZNRICV+q2ELdyoanfDVe/qhx/kp+nQJo6bowSjdF1p06LqjDlLoetJ/NBPPzE4BK4Mh2vC4cHoahp378MQ5Vov+2jP3WgkO4mR1dzfVzTrD/Gu7BMs+bDlS7+ZU20in/S8vegn39pRS4xE0ojeqm0G/CUQFdzku+n/pAXxMhhAq1ahLF/ej4QEPTgerVeu9KKunBtGDTzVGkwKz+LuvfLtZsW7rm0SMCMA6mX71QGyWCxs2bKFCy90xY1oNBouvPBC1q3zXK9n3bp1qv4Ao0ePVvUXRZEbb7yRadOm0aVLlyrtMJvN5Ofnq/68jfXQIaTTLr0GUaMhVJFFVK8U50FJoexlhcXDdfUw/yhJYFd8T0IEtPuh7uP6gFPMx4zruxfQY1LUB1q+vASQ0EeIZR1oRnUCeKDVmDFoHA53+yuv5L40+KUQfiyE12qSdNfftd4Va8+luZTObYFYAWHEs+r2b5Mhz/c6JDXCdEH5KvEABU+CGBw3wIE8RHvGOts7mccqZmIO4hkMf3AFrVSFjp9jK1mUVrJH4BMba2Dq1JYIgoQgqDWCfEGMHpQT5SccX2eXVurn7q8CIA7Irw5QZmYmdrudpCR1am1SUhKpqZ7rs6SmplbZ/9VXX0Wn0/HAAw9Uy46XX36ZqKgo518zRRyHtyhZsULVjnzsMbRxXpLI3LIQihx334JM+a+uFG0CZfZJl1WgT6iod0CRhlqLXUu4c0mhuFhk3Tr5jM3ZKT9Vh2KgF9WrsdN08GBu2raNobNm0fHaa/mnxDXxdqwmU77TZ4JGXqopEYzYSsw8E4gTFD2ug5aKeDJrEcxqBml7/GdTdRA8zQpLYAmOtHI9IcTgKu9hpYhUtvIrtzaII9aAdkRxBS2dbRsSE1nBFnw3a+INbr+9OTqdgCTB+vW5nDjhW8d+sOJ58Zk28r8mI4xVLBJkeX+eoUr8vgRW32zZsoXZs2fz5ZdfVjubavr06eTl5Tn/Tp70cUaIIBBx++3eG//3V1yvtQaIqYeYqOIdioYApo4Vdg003NOGoxXLCbm5Inl5IjE9C4ntWQQSlGDBUM2q0ZIksWjiRP559FG+7N6duFRX7NUFNSlk2rk7dOqKBJgkM+/sf4BC3z7IVZ///ey2QYKtX/rDkuoT8wnou0Ho9YDCcTev8pdFNcZ9GQxkaYeNBEssVmBwA+3K6UB/F+TCiHq9xpn9JUlwxr02hZf5rjtcnwzhWvgpzVUh/hFXiCRmqxwL5E/86gDFx8ej1WpJS0tTbU9LSyM5OdnjPsnJyZX2X716Nenp6TRv3hydTodOpyMlJYWHH36Yli1behzTaDQSGRmp+vM2tgMu4Tjj0KHoW7eupHddUWQ22Oup5k1IT5A08tCRF4HW3yI11aOYkxTjUtmOZiAdec7Zjo3VMGxYCInnKQKgAV01TxW7xUKWoxiqtbiYW4e34tErezFJzOPGmv6swsKdGoh98zYxygvamPVCaBx0HKfetvdX/9hSXUIuhuSdEDcXYp5DrnYbA6FX+duyamMgHA3lZ7JS+LdhKawGhKNnNur4xdYEWsBdzYiK0tOzpyzKIwiwaFFaFXvULyEa+D4VCu2wNBtmOPzJCLeHwJ1+9jP96gAZDAZ69+7NCsVykCiKrFixgoEDB3rcZ+DAgar+AMuWLXP2v/HGG9m5cyfbt293/jVu3Jhp06bx11+BoVIsSRI2xZKdafjwSnrXAx0V2jLt6ymX+vgjYBcdGojBM5FYwC5VuxmT0Chmd2bNyuGff0qIH+ZYMhTAgBZdNWsF6YxGEnv0cG2w2Yjbs42Euyaiq2nc+fQXna5rgiWdqB3/1nAAHzLyOTAoio1mH4LTwbGcRPg9EL8UYj8BXfuq+wcIGrSMYCZRtMBApHOpFQQK8O0NL9jpSAyP04NmhDKaptxNJ3+bVGd69IhEo5FngGJjfVsyRRAgSjFpvtWx3NW1DYQ5nCCNRlaI9if+FNYHYOrUqdx000306dOHfv368fbbb1NUVMQtjpTwSZMm0aRJE15++WUAHnzwQYYOHcobb7zB2LFj+e6779i8eTNz5swBIC4ujji3WBq9Xk9ycjIdOqil5P2BZLVyslkzRMUslu3YMe8dsLQQ/v7Q1R58Y8V9q4skQf4aV7skpe5j+ohYBqMlEjv5RNKNGHo530tLs7FqVYkc322W188FAdpQd+32+H+Xsscs0cNUAy+oXSdneKYekak/XAmvBGhsQuOe8MBueL2la9uOudCkV0V7BA7Fv0OWo86ZoT8krfevPTUgng5czNvkc5o/eQAJEQmBPE4QT1t/mxdUXEhTehLPPnIowEpkkNdZe+utLrRsGUpEhI7Jk1v6/PjvdIQbHOo0bRwLBAY9rPsY3v8ZLj8fWjSqeH9f4PdH94kTJ/L666/zzDPP0LNnT7Zv386SJUucgc4nTpzg7FmXPsegQYOYN28ec+bMoUePHixYsICFCxfS1Ru1s7xA8e+/q5wfAH1nL5b4XjlH3U6sh6U20YwqADphUt3H9BHFHMfu0P+JZZjqvVGjTvP33/Ki9KnvkzDZDYRh5Gr61ugYTYYM8bi9cXYNn8rjEyg0RgPyk70tIKSgKyGmhTogOsLzMnbAYVZo6Fg2gD34Zk8iaUILRiCiRZ4BCg5No0CiACu38w/PsZWbWYWVAD/fqiAyUs/TT7dnypTW6HS+v9VHKVZnv1RoMb7yLXy8ECbNhLN+fp7zuwMEMHnyZFJSUjCbzWzYsIH+/fs731u1ahVffvmlqv+ECRM4cOAAZrOZ3bt3c8kll1Q6/vHjx5kyZYoXLK85Gk+xTSE1iY6tIQdXq9st6qFW18Gb1e3G99d9TB9xjHcpq112hu9U7x065IqP6vBIChZtKcWUsJtT1ITBzz6LxqB+etQgkbm6hktYgsBLIz53upo5+miw1FMMl7doM0y+qmiB/YGYtuaBUGUCggBBeuPTYaKsam46+/1rTBBylmIKHbXh8rHys1udwGBDkiSef/4go0atZ/nyjKp3qGdahbgkR9sqQkR/XCn/m5kLa3b62io1AeEA/X/C7mG5y+DNAOhti1yv9SF1r/8FkO2m96MJjgBoAAu5ztcGXEulH3+ci6sSiUTj4dkISGiQyKBm+ZqhcXE8kJXF6hlvkdmsFQCloeE0GTigxvae6jwCDfJtrUXRcXj16RqP4VPi2uE0OPsoiEFQqNN4npwdqQG0EmT0CZqyGEra4KrHlsE+cgiepelAoA2RGBW3xKU1fPAJNFasyGTGjAMsW5bBqFHrGTdug0+zwbqEw5sdoG0IDI2BspJkAxXSfGY/P881OEA+psgtEFuIjSVk1CjvHVBSZIBp60ER21qAKqtME1s/qtI+wEo+pQoBxEjk2bCdO0u5+27XE1LCgDy0Rsn5sWoTKGcID2fVpAfZP3wsEmAsLmT3V1/VeJzhfcKwKDVrfvy2Ftb4kETF1a04AwqDZClG38nluElnIfsyf1tUY2wUozw31/MhUpDWtvIHWgQuV2gCaYO8QnxEhOvKJUnw22/pXHvtZp/a8NwROFwC75+ExY7lLrviJ7l6u0/NKUeDA+RjSr5TLLuEhtLs2DEEnRdj0eMVAn7dRtd9vLxl6nbr4NEcOcwraLCicUjEhzrqAN1yizrm47zr1TM+zaidQGUpEH1WfooUgJTly2s8xvBuOv5KvtS1Ie0MbNlQK3t8QkJniHDoTGn0sGcBFAZSEbMK0LkFa9t9V0CyvoiiGYIiWzGbw6zl3Ur2aMCdG2lHd2IxoqUJEdiD2IHs3z+G2Fj1Q+9//+X4rDo8yKrQZW5kpmO255TicuDvsMYGB8iHSGazOoZDr0fjTc2hrBOQedzV7jWuwq7VxuAmohg3pu5j+ohs/gZwaOtIhNGakhKRnTtd/yfNmmm5ZLJ6XvaCWqbEaoGzXXo6LwDZe2qujvztWpjVdIr6Mvz4fbWyxyfojK5lL9EKS6bAx73AHgCVDysjfDJgdLXFQ1D6p9/MqQ1GIhjEg6ptx/mXDA5UsEcD7ujQsJsczNj5lzP8FeTLYAMGRJfblpvru3Wn8QmuOcmb98D3ZyBb8Xy5ys9KGQ0OkA8p/vtv9QZF4Uyv4B5/Edu07mPmKTSYdAmgi6i4b8AhOeojg4YwIunBu+/mYrO5evz8cyOsgmtDCHqMHsTmqsPFoXCye1+0yMto1sJC7DUsgRwdAmtiL+CYUTGTt3MLpHhROqGuNOqpbuefhq0BUPmwMvS9IH6jelveZP/YUgeiaFJu22m2+MGS4OQMRYhONSX4DR9XBahnbrmluaotivDdd76b3dzvVoHjjr0Qo7hlFPq59F6DA+RDxKws9YZGXhZByFH+0AVoU/Mg3HKkK+JYbNl1H89HlJAKjgwPAWjLNDLS7Tz5pOv/JD5eoHdvk6pQRkwdqmy31EFRbKJzBkg0m7GV1iwI8X2Hv/lim6fUs0DLfq+1XV4nsXv5bf/M9L0dNUXfHTQKR1Pbyn+21JIomhCtiGMBOEBwzWT5k6aEEe3Q/5GAExQFdRzV1Vc3ZsGC3kRGupZGly/3Xe75q+3U7QIR4hSlPDPzfGaKRxocIB+ijVDPliR+6+WA1v3/KBoS6OojCFpx8miCY/bHRjHbuFK1LZo+fPppvmr259ZboxAEgTDFUkgy0bU+7t+lcLZ9V0SNxnkJ3Td3bo3GaO5I2vu82e2cNCie7o8FcK2itheV31aYBrYAT+EHiD8A2vaAALrqFcANJDTouIRZhOOS27BRSqqbAnoDntGiYQrdsaNBREMxdvIJgt9tJVx1VWNuusk1+79zp++qkHaJgKVuyisdFWLr3gx/rQ4NDpAPsVssiMgSgsYLLiB06FDvHnDTAnVbU71yDpWiUejbhAWH+GQmS5HcLmJGkli3Tl2Jb8IE2aHLxrU0acFGbTFLIOr1WI0m5yzQynvuwZxf/QvQ2ze4Xv+VoIi3OhzAOi8tLgC9B2kEKQhS4sUDYD+IXAX3i6AMhhbQ0NXN4c8L8lgWX9KPBEftP/msvZ5/MQepNlQZ55/vSuQ4cqSYTZtyfHbsixIgTuHo7FDUzbbb1YnKvqbBAfIhaTffjB1ZZq143TrvH7BYMb9oqCetHp1CRyj28voZ0+u4n2EaNmwoYfFi1wL0zJmx9OljAlApwNY2/gfg4hCQNBoEm9qJythZffWvRtEQIZtFkpjj+iSrlsLKJbW2zavoDHDjUghR/FYkO6Tv9p9N1UXbAoSyxIQQxevgojXDicT11L+ZLxGD/CbuKwxoVCnwxdg5WEMtsEBjyBB1Juvjj+/z6fGVSil2hTMkSnDa9xqNThocIB8iFbkqjIt2H1yMMo4oGvWkaVGiWHqRguOCWlb6ooxGTOT557NR/hfcemuU87Vyzd9Qh3J57R2+kzkyWrU95+DB8p0rIDoMmjh2P2xorv5fnHZ3rW3zOi0Gw7RUEBSzjvsXVdw/UNBEKWaqSiD3Fr+aU1sEBOwoA+7t5HLCb/YEG71RC8buInjiHT3RqJGJ5s1Nzvbp074TRAR4ro3rtdGtxJrBj8tgDQ6Qv/C1Qq7eVHWfqrBkgfKiWhrAcSgKwulEmSh7CG1pyYMUFwuAHtDRurWeRo1cN2qjwulpREytj/urY4Lp46+WIirir9ZMn17tMUossD9Vfj2jzXOqAG1On/Dv/HFVaPXqR7+T//nPlpqg9DLNC0AMzqf/FgxStRczjXyCb0nPHzxJT/SKH8Je/BytWw9cfbVLwiQpycfV4RWvd1ogUOrMNjhAPkJyv1F5s/5XGYLiv3f0Q3UfTx+D6qecdEfdx/QBZ/iesvpOobRgwzobq1aVxQQJvPpqPILiRp2BqwxCXTJAykY826k7tqho5/aS9OoLA5oUK3CF+kiWNVVoOQkSHD9SfqdAoo1C5VwMjhlDDGPV7ewr/GNHHenOxHLbTrHJD5YEH6HouBZXiaKWhPvRmvrhmmsaoXHcEkpKfPvg1Nz9+VuRX5CS6lNTVDQ4QL5E77qbmfr08e6xRLs66FRTD0tgpUdRxdMU7aj7mF6miCNks9LZzsqy8sADrulsQYC+fdVnZzHmejl2omL1J/upl9R2ZVRv4VsQ4HxF1sRro78Cg1ae0NIAD0wCXyyn1hZREf+U8g9k+Db2oFZEPKVuW1eCmOW5b0Aj4r70nUbNxTj/v9JTMfv7E8eDOh0e4PRps3PhYcuWXJ8qQo+Oh5Ayb0MCUl2v870sh1cZDQ6QjxAEgZCLXOnBEZMm+daA+lgCC5KYHyXbuVHV3nXgFJs3uzLCtFpo0UK9CG1TLDRlUvuimDlimeo0SL37q977Y2L5p/OKmKjYtU+nENm5LbuvbV0Hcz+ptY1ep0k/dXvPj/6xoybou4KmpXpbYfCUfClDi4GuXKXa1pANVn124sqUKkWkNMiDyDt3ds1iiSLMmeO7Yrk6DehEZCk2Owgt5NdGAYb09JkZ5WhwgHyEvbSUkj8VgmQ1VASuMVaL/ABow/EgWA8zQHY3Vz2kved+AYU6/T3zrDq48YYb1EKHFtT/L3V56kvQuPyUuJZqTZn0HdWfPQtRrJf/usuAcx67DFvtU/W9zgB1aQY2fugfO2pKgttMSUkAO5mV0J2JtMX14NUOLxZePscYRzNVOwPfBg7XN8riqAA//ODbeLCmikoz0+6AJ26GE7+XD4r2JQ0OkI8Q3cpelPzzTwU96wlzMc6JDBEorodATovbYm2AzwjZbJIqRliSYNYd96j63H+/Os05w23Gpz9tqC03R0AIECHAVUkRCFrXmpi2BgpgK/e6Xh9ME8oLWp723ZNcjQmLh0jFjaQoFcy1n1XzGZpQEFxiggjBIfrpjoCgcnpSCJJA9AAgHD1K5bSSIJ8BatIkhOHDXenwYWH1oAtXAwoVz2mzTsJLX0DLcQ06QP8vEELVOjyWU16eik53y9AS6uHHbnCrM6SrXZV0X3HNNelknIxBgx2NZOeN+26iIMeV7v7UU5H06mVU7ZOHujhNBLUPVh97FoqAfAkuOAO9pkxxvpfYs2e1x3lotOt1XDhIPdzix/6teZV5nzLyBXV7/qWe+wUaITe5Xge4s18ZhaQ5X+eS0qAHVE0MaOmqiAMqroMoaqAwbVpb5+vFi9NZvdp3IjyNy6IwJJxZYCVmOORHdYYGB8hH2N3qgNlSvPzUblarHNOmv+d+NUF0e3KX6idY2Bvk59v55ZcSEptkynE4AvQ8X9bfiYgQOHWqCTNnxpbbr9BtmltTB/0k5f9Argg6hRN8YuXK8pmBFRCi8NEyCuDkW3+oNeRPHK21jT6hhzoOi2P/QmYQVCjXd3O9FvdByWL/2VIHYnDVNJMQOY2fS3AHEUcUM8Kz2VtJz+BAWQnebocLLljvs2DoWR0UDRGnE9Q82VNv39DgAPkIfRP17EnY5V5WUU50K+TYunc9DKqVvXcR+V9jPVSX9xJjx6YBkipcRrTLzszQoSaaNPGs8ByFeqbOhNFjv+owQhF33kwLWqNrLMlmI+fQoWqN0yxWncSXp4uCZMXvqTDf97pSNcFT/Nnpzb63o6ZIagFNcoNF+VxNGPHOSDYJ2MdSf5oTVOgVt8izbrPDwUifPlFuWyRKS30zI+icARIAHWCC+Ggw1f4SW2caHCAfodFoQKNBxKFI4x7IWt/kusXr2Ooh6Fosdjk/ImAP3FiOTZssCILaKcg8JS/Zffhh+ZmfMorcgqYP1UE4LlNxXTlkhy4336x63xQdXa1xQgyyZHwZMxdSPg7obIBn94S4feeZQVAWw+Q2c4WXExe8hAYtEkbs8mIwpeeAqJ+v6KFYArMgkYIfc7brgdatw9Hpyh5IJKKitISG+kaK2eQehRECFj+fUg0OkA+xS5LTf8j9xMtZJTq30Prcs/UwpttNTAgQOU83SktFx6SDgCgKziC7TSu6ERoKjRtXfMK7Z4Ft5Vit7bC7zSyLYWoxtax91dPE0WkhROHv/LEDGOU2GxHI1eEBbvzL9VqgfgrzehttCLiXQrGneewa6DSjD5JDlCGHFEqCvLaVr1CKIQJ8TYCfZ1Wg1Qo89pgrsSMvz86JE76Z2Uo2gjPuWgJsMO4Cnxy6QhocIB+ijPmQSr2cUrn8Y3V74891H1NSz46gDUx11JwckdJSiIwpRKORnCswzdqf4bbbwtFUIgrZkgRVO4za6yf1c5vaXaKJIDQpCQBBqyWqZctqjzW0rIKyxpHcd88j6g6pp2trpm9o0geGPyMLOOp00HpMlbsEBJHvqtvFs/xjRx1xD3w+wmo/WRJcdEC9ZGQ9BwLI7723Ja6pfBs5OZbKd6gndBooKvv6BKALbPDzRHCDA3SuUuQ2zR3ivvZbC6xuargaPy7eVsJPP8lPNDqDRRV+ctWVEbz2WuWZa8lE0xbZSQnBwEQG1tqOq9USQ2jtdorT5BkEyW4nc0/1VXmfGofsPAhQaoedZrfIwRV/1NpOn3Fmo0MV0g4H6sEh9wWmK1yq21pAP6iKHYKDLXztbxOChq5EO1/rzoFbZuPGIcTGaigrD/Tff5k+O7ZJ+eyZLccA+ZPg/98MJnxR/6uMAVeq2/n1MHVvdltGM/uxiEslvPGGPL1vKTGoNCYuGGnFaKw6q2sS59OfloylO6Y6VO0bGSaXWy0jTaPDFOtaRtToPQdieyJMGUAowJt/uXVY/nttzfQdiV0dLyRI6OxXU6qNNgl0g+QrpQDYA3ymrQL6cXO5bcFe2sFXKDNB95DrP0Pqkexs11L/yy8f9NlxO0XgqqYUAxMu9NmhPdLgAPkQY5cuqrbkzRpOvd1iRNJrH8viJLSrup27vu5j1jM7d1o4flwCdBQXRqhKlxmoXtba6yxkM0f4hQ2sZGetbdEIAnGKM2xtKZRmu+qQrbj77mqP1bMF6BVhM7vc78OlbrIHgUiL4Ti1sTWBGT/mEftG1+vix/1nRx0IJx7BLZ6piGCsb+Z7MhSCFun1VCfQ3yhVNLKyfPeZ9hTgksfvDqF+XkRocIB8SNwj6rgNy2kvPk3q3W4wu9ynDGozZry6nTKt7mPWI4WFIiNGZFB2htntelUtyCyq9x0UKS5yq6jbInWcFmQvTOKEm45aQQ3FMO8Z4XpdakEuZFZGWFi5/gHHxndxeqSL7/WrKTVDOVMSBI5mBSTRUdW2niM3c29zLlSCd6dxY9dqhC8rw8eVTXpLQIH3k6GrosEB8iEmN/XflMGDfXdwcz2kbxobqdvawCoPMG9eMVlZypNZnQZfSvUEA9Xy93W7SSTpRNDKf3mI6CNc35lQg3IYAL0V5cT2ngV7UpKr2qoYBCnaJ9e4XluLwB4ENgO4LxX5U7u/DpzPZFVbbHCAqsW9CsdRA1gJYM2tajJ8uOth1mCohzqR1eThOFzx13v9WwgVGhwgn+JeDsPu7XIYUYpA2fq4aOvCQJfkaidcX/cx6xGzWf0Z27RR6zjHVLMQpEER9+OuDF1T8pGcTsohu0R4I5cTKVlqln3Ru6W6LaSfkb01LWAOgkKNOrf57gLfFmOsPW6OvrsiepBgIBRBcUZoqH4M2v9nMhWOoggcPAd0lG66yfU0ZbFIFBb6JhMsV4/zeqgfDG38rKXb4AD5EHc1aIDi7du9d8DGHctWXxzihfUQc2RSTKOnBlaF7IMH1WtM77wTC4LrJ17K/mqNowwOtdcxULSXYiVSAmy5uc62poZV3Lu4/Xx899xWT1z6mduGIJlJCblf3RZP+seOOiIhuv22G2aAqkOyWz3As0G8DFrGRx+pZ8O//977wf2FxfDW7zgdIFsMGPzsgzc4QD5E0GgwDR+u2ubVZbB+V8mZjmV/R7fVfcxSxYljSwXRN08O1aFvX9fZNG6ciYsvDkG5DFbE8WqN00kRLF2XWmAAV4S6TjEzUNq0OXrk7LCaZIGVkaQoXh90E/GtR6rbWz/1jx01RTdO3bYGpxieFgNKt1lquPxXiwi3mbKtZFfQM3jo1Usti5KQ4H1P5J8tUKT4yUnITpE/aTgDfEyrlSvVG4qLsZ700hNlb7cL99dT6z6m1k0YsDhwbgY7dsgzKno9PPdcJIIgoPyJW6nekuNYXHXTNAhkU/slj65u15V9TVo6X8efd16Nx5tykeu1RXlhDg2CIGh9GAiKCKtGfSruG0hY5qvbJW/5x446Iqs/u2aA/uN9/xkTRIShR4PGWQGoD5VriQUDo0erdcSOHPH+rNbOw+B+KQ1pyAL7/4e+UydV271SfP0dyM1ZyasHLaD2bk/tNt+JaFWEKEpMmZLDm2/Kgd5WK/z9d9n0vnqeRKxGTE8kLmfChshnLK+1bU20gkpLuvnqFc7XWTtrnmL/2CWuZ/hSTYhzdZPufWtto88QBFkEsYw1z/vPlpoQ4iZXoOvpFzPqisktlqkhDb76iAjY0SKiVcVRBSudO0eq2sOGxVfQs/6YuwRopt6m9XNFnAYHyA+0XLNGXSHbW7+CyAQQFLME+Rl1HzN6MKqfTenxuo9ZR+bOLWL2bHXl7sGDy4Jv1I8YZqoWbzzoVgD1OOm1tk0QBG5TTM4YC1w1mERzzWMwBAESHPcxQRlD02tAbU30H7YgiUHRtXFr+zlys5Zo3XSAbEFa3NUfKJ2eYxRV0jM4KClRx4P6ohxGQREEWiWRBgfID2jCwsBodE6p1uZGWC0EASIV07VFObCljorByiUMCchaWLfx6oGtW8tfyAWHg9mCB3GUrge3INCK6Ob2mGJwL4hZQx6MdJ1mGoX4pVCLGCCA6WMhsfQsUWKBMwuedavqZKNPcM9ELAmWWAoNoMjgNAyvsGego8yJCLi7UQBjVS0d1sODpJ8pLFQnYPz3n/fPxXenoZ6QF0D0cx5EQDhA77//Pi1btsRkMtG/f382btxYaf8ff/yRjh07YjKZ6NatG3/++afzPavVymOPPUa3bt0ICwujcePGTJo0iTNnAiflVmM0IkRGYkO+BJ2+//6qdqk9vS5Vt1+7ou4p8aFd5SuoHUj7BU68Wbfx6ognB6h7d9lpiecSNIhokdAgks3SKscLI4Q2uNL9C+uYLdNOr3FqCyknzw3htRNYmzIKtuwZohpLLAqCp9J8t0yTyBae+wUa9tNIKKI1bcf9ZkpdETA6neYwkqvq3oAHiqhZ9mYgkpCgnhkfOTKhgp71x8c/U87jqKQutU/wuwP0/fffM3XqVGbMmMHWrVvp0aMHo0ePJj3d87LD2rVrue6667jtttvYtm0b48ePZ/z48ezeLSv2FhcXs3XrVp5++mm2bt3Kzz//zIEDBxg3bpzH8fyFtcQVdFayfj1nnnzSOwe64RV1W7TVPR3eVqB+eDz1Tt3GqyPbtqmnb/v00WM0yj9tLaFOR0EAzlK9zKPOilkgCYl86paukKwpn/Ye1bp1rcdrnKtOY11kGlrrsXxGeJK6fcHT/rGjhkilP6mcTcl+wm+21JUwErCjxY6W5gRB3FgA4C6FkX8OLB3abOrP5K6hVt/8twP+XAuE4YzDD/W79xEADtCbb77JHXfcwS233ELnzp356KOPCA0N5fPPP/fYf/bs2YwZM4Zp06bRqVMnZs6cSa9evXjvvfcAiIqKYtmyZVxzzTV06NCBAQMG8N5777FlyxZOnAicC5euqTqOIPOllzg9bRpSfavMRsSpl60ANi+q25h2t1D+Ui8LOlbC00/nUqAw54EHQvn7b9fTjCz2pvyZl2LGrairB/rQVtVewNo62dlVDxHp6vijLjWoBaaitEQVQiYBN8a+hBjoefElWai80fBEf1pTfSyr1EtHUvDeAPNJpUyIJa8a8XANQLqb7k/cOSAgaTBoVGUoEhK8V5vPbodR9zkaipyZIbEeu/sUvzpAFouFLVu2cOGFrpKwGo2GCy+8kHXr1nncZ926dar+AKNHj66wP0BeXh6CIBAdHe3xfbPZTH5+vurP2yQ+Xr6oYtbrr5O3cCE5CxaQu2hR/TlDz7ql3r92FTzWHxa8WLvlsIRr3Db47847Z466xEdSko7wcPXPOpIhqnY2K6iKBNQ6GeupW8Xk/kaBK5+bqppJaDq0lrM2rz8h+7QOv/Z4SFM04RGBX6FB0Mo26wCtAFGt/G1RNTntqgavAUIm+tme2pHnFtyfU01ZiP/vRKN2Ds4nSBz3Sjh4sFD1wLR5c47XjvXiZ1BclnybifMh6KqkivbwHX51gDIzM7Hb7SQlqb+JpKQkUlM9P52kpqbWqH9paSmPPfYY1113HZGRkR77vPzyy0RFRTn/mjVr5rFffRI3aRIhHkQQj02cyLEJEzh6+eUcu+mm+jlYG8VUd9lj7OGNMP8pWLegFuPNgpB2ig0SmH3/NGm1SrivlI4aVV5YIpEJqnZONdLaDegIU2SQiUh1KozaRgcdVsvHLfsvCPegDF4tvnhb/lcAdHB3p8/JL4FrPqy1eb5hyV2KhiTPCAUD2sYu50cAQRcksUtu2FAvFUvBJ6XpF/5zywIdhPfjZbxNWJh6VaBtW+8UfJUkmPUlrvpf5+FcAvsmAMJy/b4E5k2sVivXXHMNkiTx4YcV3x2mT59OXl6e8++kt4QJ3Wi3Zg1CnCtLyw5IVtf0eu4335DxaT2o5SprMLnPEvz9Vc3H04ZBzyXqbUX7aj5OHUlPV8cymUzQu3f5qdwYhqEMPy5iR7XGvw31TON6DtTYxjK6W4oIKZLX6gTk/4btmlpMO1vVyy8isDRGVkf8eStken/ysvYc/1vdjmvvHztqiqTUugoCwckKMLhVNe/GpRX0bEDJXrfaX63ca8MFISaT+tZ/5Eg9FMv2wJkMKCqb/RFRJVPaAsD/9qsDFB8fj1arJS1NLdCXlpZGcrLnDIXk5ORq9S9zflJSUli2bFmFsz8ARqORyMhI1Z+v6HzyJBhlB8XTCsapKVPqfhCNBhIdWibuBzm4vnZj6t3UULePhJPv1W6sWtKkiQ5FcXX+/jvemf7uThg9Fa3q/ey70By5YIANDTZOUnshyTN33aZa/spu2oKnc2uwZiWKcsHTZb+qNn+RoJ4lvD6wyrOpseSq2xX8XwUconJ5PQCu2rVEcPvdt6KfnywJLs64xQCF1VEWIxCwWtXXnqZNQyroWTdUCi8xyPcfxxNgh1DP+/gSvzpABoOB3r17s2KFKyZDFEVWrFjBwIEDPe4zcOBAVX+AZcuWqfqXOT+HDh1i+fLlxMUFrnS5NiSExOnTK3xfKq2nKt8zVuCxfGZhFtyaBBk1DBDXRYFeuYQjwaH7QfLdDcJikejSxQjoueWWMAYMMFXYtzWubDgBCRtVT5Vo0dCUWGfasA0rp2qhAbLznXc4skC91PjdSx+yxAzF1YlczkiFEa2hWyg8dL3qrWWXvapqr9wLf+2qsYneJz9IC4ja0lA7PdF+sqTubORbty1B4oD6mQwCp95hfTF79kGUqlDt2tX/EpjFCtcrkpu1TXBJstnhDu9HmlSJ35fApk6dyieffMJXX33Fvn37uOeeeygqKuKWW24BYNKkSUxXOAgPPvggS5Ys4Y033mD//v08++yzbN68mcmTJwOy83P11VezefNm5s6di91uJzU1ldTUVCyWwPwhJz3zDMbu3T1ejkydO9dPMHRCC7j3C8/v5aXDjBE1H9PTE3z+hpqPU0umTctn/Xr55vTFFxaKiir+nmyKAoYSVk7wRrWOcTPqAp5/U7PyFXarlf8efFB1otkFgYND5WWrazKq4QDNfR/OpIBdAptiCUwQ+PLRJG5RhJLZJRj/LpgDLVHJ4qZT1LwWvzd/UHi1uq1p47lfEHAc9blpwDtP/ecaFoXmR6sgXgJVsny5eja7uLh+tY0kCVpeAhsUYZMhZROOjst03//vWWAAEydO5PXXX+eZZ56hZ8+ebN++nSVLljgDnU+cOMHZs6605UGDBjFv3jzmzJlDjx49WLBgAQsXLqRr164AnD59mkWLFnHq1Cl69uxJo0aNnH9r19YtldlbCIJAhx076FFSQtdTp0h+7jnne6W7dnFs4kTOPPsskr2O+j1DJ4G2ghTOtKNgr+FJEDuq/LbTvluD+egj9eyY0VixA2RCrbmTxUIs1Shy2pIklRJ0Wg0rQW98Wta60SAnQGmAj7/6zfn+X2aqdnD/Wex5u9GESQ+Pj1VvLrXBD5tqZKb3+f1mRUMD19e+vpqvkMRSENeoN5rKZ28GA3YP2jUuec4GKqIIG8cVGmDWIF4CVZKWVoIj6hSw065d/cY1FZXAWWWOgxYKFTM+AmDwu/dBYCxmTp482TmD486qVavKbZswYQITJkwo3xlo2bJl/Wvp+AiNyYShSROSH3mE1Gefdaao5/74IwAle/bQxvG6VggCvH8Y/pgNR7bA3n8Ub0qw7BMYc0/1x+s0B6wZkOW6oZPxM0if+SS+w01XEJ2usjPK/QYgspvR9KqGvk97mrKb4wAc4gw2bOiqOHXyjhzhx969sea5AigFQGsyETJyNGVisjZgnVlikKmS7yurgtijO6bJ9iVD6wQ4moFzVePDVXDDwAAJs7GZ4axy9qEsJSQQjKsYe/5QNxdBg2AaW0HvwGYx6qXSKJqWiwlqoDxLUauXW84RB0h+lpadn8hILVpt/f4WfnJTGonuD7mK0z0hQKSUGs6AAEQTGoo2qbxIQt4vv9TduUtoDje/ATNXwQur1e999UjNZoEELfRYBEk3uLbZ82DP9RXvU48ow2cGVFELVEeUIhBaQsAO5JJO1Vlw8W5ZH6/yQ5X7/Nirl8r5KWPcsmUsTnCUVhQkEMSKL6lnT0KvaEj1oNfy8mcwxTVTuOlpGNAG+YzWwLpjARQQvWm2ui1oQQjsS4/duhxBdCvJo7/VP8bUkTzSSEWdpRlyDmQyeZtVpPO6m/7XXQTvEqiSFi1cEcijRzeq17GPnYabZ7japijIdVss+KZXvR6y1gT2Vej/MaE9epTfaLdT8Pff5bfXlk5DIFrx47cUw8e1UCdu+ZS6nf4dWGpfQb06/PSTujRFcnLVjxTtkG/Ecm0wef7hNK+SxzqkSgpDXoj6bD1BBuZKAiPtZjNWD2KaQ957j0ZDhpCk1zIpTAKtCBqJh3KtvJpvZYPZzYaxXaBQ4URpAL1Onvm5Rn0zjg2HyepwJb7bBC/9UffSb3Vmv9us5WXf+MeOGiCZ3wbBlTQpAYR/5D+D6sDffOSohOf6PMO4r7JdGgBeVjiNZd/b8HOkflpWlis9q3PnqEp61pyrHlG349wmTY3AqAAQQYQGByhgafLWW6q2iLyIs2/kSPYMHYqtvtSq73hfPrttjr8VX8N1MfDUSKpdW8HsyPApK29vB9L/9Oqd99df1QVKO3euOp5BRxRGyovYHeU2ttON/VyD6MGxSSCaUNQCiyvYXq6faLWy6PzzmWPykI2m09HtPtdN5z+z6FwF2izC44UiA7JsvFzgWKo7egAK3WKUBGDBenh8lsfPd20/GOAmrvzkQvi3biLWdcNuhXRF4LjGAF2u85891UU8iOS4OkqAZLgJwb2kTJCQwVHk3EctIlqiaU0oMf42K6A5SgEFiI7vTP4NXEVT9OdI3FRJiethKzq6/tajJAlOKDRx9TqwdFL3OT+AkrIbHKAAJbRTJ7qlp5P46KMIERGqZZLCf/9l38iRFe5bIwZcAWGKcHybFYpzYddK+OSB6o0R3kf+t8wBkoC9t8CqRLlwqhdITFRfiCZMqFpUQkBLJ75GqiD2pITd5FWgEv0qt6v2+pV1fM8qAApPnOCXPn34Mjyc9DVrPO4/6LXXVO3+Ro3HEJh3ixz/0288Uf7NkFDo2tvj+ABaDax7AhLdVjee/w3s/ghdkCT4ZgCICqeyzSV+MKQWaFuDAKIORG002vAv/W1RrTBTjFL8S0DLhXiOt2zAxQvO2R8BCR069NxHB7/aVJ+Yza4LQpMm9ZcN2O9GyFJMWj/zIWQoJrYT9bDYs8KNX2hwgAIYfUICTV99lVZff11Ov7B4yxYk9yjg2nLvZ563H1gPW5fAv/Mh7Th8cB/8/oEHQyPA2Ky8yKI1Ew4+Wj82ug9tVd/Ru3SpXjy/nlja8ikVxf+XsN/jdgO6cvXBVrKDr/N/5btWrcjasgXRg8yCPjKSG1JS6OEmaDkz0vOTZIYIpaII29yCs5Obwb+nPe7jTqTbBNTKAxD3IBTUk6RUtUlZCelb1duaDfHcN4Cwlb4J9r9cG4xPVdw5gNnFEr5GvaQ9lseJJEDWHwKYg6hlG/5iCPpz5Hb599+pZGe7kkISE8uXD6opn/4C+j6wea9rmxAH37mVGJvWDirNVfExAWRKAxURPX48iXfeqd4oSey/tJ6k7PuP87z97GF47mJ443q4uyP88QF8eJ/sCCkRtNB3E7TycKM49YlX6oR9/LEZ5RSKXl/9jKJoBtKeeR7fS+cnRDfl1zIG0tn5Ou7bzZwXNo2ixhPKLRWWxRfpQ0O5JTOTiObNy43VSq/h5bDyNjdOPc7a5YshU/GdXX8v/HsCoqKr/GwAX94KrdymmfNKYfpP1dq97kgifDcCfrio/Hvd6qm+nZew24vB8rBqmyB5dooDmeNsZr2H33gc5X+LDag5TIFqxv0C4jAFRsJ0nTGb7YwY8Y9qW6tWdRdBvP9Vt9IWLUCaDHsUoZpxengowGLIGxygIKHVxx/T89gx1bb8v/7i7FtvYc2qY1FJjQY6li/MSrFiLtOiiLn54wNY/xuUKn7dhiRoOxME95PJDvseAruZ+iInx47ZrEOexandhSmMrmg8qPpK5LCD3uR6qBh/Cf3oRVsAWtz2HdpiK/oiT/oqYDCZGL96NVp9xevrj0cZOJRo4M8YHSZg3X1DSLmhI8Mnuzm2QzzoLVXC4LZw6CVo41az8f1V8N7KGg1VfWxm+Hca/D0FPmwBJ/7GOSVYJoA07CUIjfeSAXXHZv4KqciD0J3+Nt8bUwesmFnGOx7eERrED6vBQrfU94k09ZMl9c+2beWrvptMdY9rCnc7bYwXl+8zKhG0AaZ80eAABRHGli2JHqsOqT8xdSpb4+M5dN112HJzaz/4K6vhuueg/xXl3/MUyzxzHFwVBtPOVztCPb4FvVumRPp3sCIUCuunYOr//pePa/an9mdUKB09bJUQEDnJDCQPH/wuxjJqhYDWYit3ZMGgJ6pDBy7fsIFJOTnE96o617OtTuDiEC33r1/EgAOb5XGUZ6VODyMrmKGrBK0GDr0IT7tlYNw/H/ZWbyWtetitkL4LPm4Mm16XU94LPaTtR7aAgRWXfPE3NvNMJPPNHt5pjEbb39fm1Jo0jvAZd3p8rxtjfGxNcLJXIZCqR6D7ORQwvn+/OnmmW7dIEhMrLiFUEWcz4O6ZMHEa3DkTMhV+VUQoNG1GuUvza50JOAQpWFUDvUh+fj5RUVHk5eX5tDBqdbCbzWz2lGXkoNOaNWijo9FGRmJqVotiK+ZimBgJkiJyrapQI1M4vLAUOimi2/5tCaUp6n6CST4pmt0HHV6vuW0OYmOzyVGccHFxNjIzE2s8joiZEzyLhIVcVgElaBzp8AKgozGhef3InWMgfeVmStLSMCUkUHj8ODkH1alVEpDy9bU0vfFa7mQcmuo4Znu2wPJfYPAo0p6+k6QURbV5SR5z9esL6HrxlcRqaufo2UVInArZbpUonhsHz1xWqyFd2EphTlMozSrTVKuYnvfCqPfreMD6RxJPYSm9CMG238PToB5thLnCAruByEfcgoDdWb8OoBuX0IOLCXGLYWugPCISw1nllE0dSCxv4EGSJEiZNWsfjz3mysr87LO+3Hpr60r2KI8oQuwQyCvEoe7qek+rgey1EP07SAKgga4RsGwQJNfcz6oVNbl/NzhAHghkBwhgz9ChFP77b7ntIuqyjW0++YTk22+v+QGm9oYjiuDVqhygsuwvnQHanAcvLQXzFtjsod5TWf29IXshvFP596uBwZCN1bnyJHHkSBStW9dtjT6XZRzjATSICED2ggJyFuaT931RhZ/fhuM7jzBy5sUxZN1/AQBRhDGTO9BWNMFamA/Dm0BRYbm3lPrIx+Ka0Pr7I0QKcDxRzwlRoqNOg7GGN+QSCzSZBjlq6SRevRIe9TBVXW1+vQKOLHQZ7skB0odD0yFw1e+gCawUYpt1LnarLOIp2Nynw3UIoQfQ6mp2c/AHEhLr+YHdrMSOBRyqPwIQRyuu5LmqhmjAwTJSmaHQ/7mSJjxCez9aVL9cdNHfLF8ua7QNGhTH6tUj0dTw4ereF+DDMi1Yt8vusN4QfxssOOPa9s/5cIHbcrw3aXCA6kigO0D2ggK2t2uHLU1dIqHcfVqno+t//5HxxRcU79+PPTcXjV5Pu7lzCW3XruIDfHgvLPlQcUBcy2AxyZDjFtTsfuNr0h4+OwDp/8GrF0JJKQwEEhTjaCJg+HEw1LwiniBk43rsEJGk+pmiLiGFQ4wi8+s8TtxUQfkJNzJnXc2xaeXzOlvSiGm46d2IIqxZDCsWwo+fehxPAk7HNeJEYnMmPD2XM4lNAYk2WjvHgEhga5yJVrqaORObjsPAl+RiqWUYdbD3ebmMRo1I3w5rZ8DR31Ctj6p+gBq46zhEBUDJ5wowF2txPjKIoBHLnM/WaCP2Igh1z47xBdtZzPpy6uQSoUTxP95Ee45o13ibAqyMRi1jMY++tKT+K6X7gyNHCmjb9k9nu1u3KHburNmy6Lw/4H/Kleyyn5YACYOgcCSUKC4JegEsHqIqvEmDA1RHAt0BKkOSJMSSEo5PnUrmxx9XOVHjRKej98GDmFq18vz+4S3wcB9XW28Ccyl0HASz1sgFptJPwC0OUUFPT/4xSZCTjuoGORYcMcQuwnvB4A2gqf4MjiDkIj+vy2NLUv1N7e/ddDub+31WrYo/glbLlUcO8maLZaS7pc0CTGUiRgw0xeFhXNEVjuypdLlI1Grp9WcOO7QGQEIQ7CCoa3olAX0NWqySyHuRJlpXM6902wm46E3IUpg6pgv8dA/klkBSpDyFXd4oO/wwGNI3QGQbyD0FooegdgloPBwM4TD2G1kDPwCRJAmb7RtEq1tGmgQgoDOlo9UGbrB2Gf8xnz2sRKzgzL+bL3xsUXDzHoeZx0nVtlUMxXAOhMo+99xOnn1WHYM5dWp73njjvGqPkZMHicPAprh2DT4P8osh/DpY52Gf/jGwfnjtbK4tDQ5QHQkWB0hJ6rvvcuSB6gkXli2VRQwZQrt33yWiZ091B0mCd26Ff+fB+dfCg196rqr57Qz45U2PSzkeMQBmx8HPAyxAPtArCu5MBUP1FoldDhCAVGsHyJyTgyUnB2tuLsWpqRz75hvOLv2L0uyccg6QtqmAwaCh5Kh89mtCTIz66Doi/5qPuYWWrdNuY88BM1e88xuaZCv5jcNp8dMZdBYbJ4YPpG2uATYqUrCUs2pKHn4VbnuUlwqsPFVgRdBWfnrGCZCWEFrtOJUiM4QrdfDKMrQAgxZWPAhD3J3UU//Az8Pk1xV52TEdYdyvEBfYywWSZMdS0hE47PZOSwTtKLS6B9Bqu/jDtBpxlG0s9ZjpJdONixiMb2rynQsUYuMhdrAHV5DwRSTyHIH/W6iK0lIrISELQBEZFh6upaDg6ir3lST50v/Bd3DfS+r3hvaB5Z/CTZthnoe8hxgdpFwMET4ufNrgANWRYHSAACRRpGj3btK//pqzb7zhuQ/l72Eh3boRPWgQiddeizUzk6J9+2g2dSqSxcKJt97C0KQJkb16Ed6tG1pPAdj5WbJg4tyZcPJAubdtNiguhFAT6HSuChnl7tk6A7z8C/S8uNIy5rGx+Yog6Jo7QGdXrOCf8eOxF3p23MqqeZQh6ODqzhCqhSNZkFMCHeMhwlhmAdgNoLXIl5ey+HHlJ6iw9vncDXDyKKSehgHDobMrc+yu3FI+da8P5oEDcSG0rYG62PVzYP4mR8Pt4tSnOWx63G2Hfx+C7W9XPHOV2Atu2FLt4/sLUczCWtoDcE+Di8MYmukPk2rNVzxKMRkef1Ot6cso7vW5TcFKATauYiP5WNA4nkr6Ec3bVH92JFDZsiWL2bP38803J1BGucXHG8jIqHhtats+GHE75BbIKinuVZEiQiFjDTRfAukeyiJqgC0joGd0vXyMGtHgANWRYHWAlNhLS9l/5ZXkLl0Kdtddy5MDVBE2QShXz0sTFkarJ5+k1fTpHH/zTc5++y2G2FhyNm7EbrPSpkkpbRViV5lZsGmzqx0dDZm58uuwEOjXE46kQG4+tGwKzRrBFjOkbdER3q4Dg9dvQJefwc6Jl5K6/wyJV03kh23dMW74nk1czDrGs/SmlxFtNrrOmoWg0RCS7LlgoSSKrBh6AWlr/qvys0tAuwRIDIfmMY6loep+cVX4LE5n6LYn4MEXK+yXIUr0yyjmRCVj6YB9cSZa1zAmaOTrskI0OlSemUELZ16GuLKwh7St8H1vl+Hun03Qwl1nIdSHUY61wGrbh83SBcFDIRSdYQ9aXQDm6FZAEbl8ySMI2FWLM325mp6MQuvu1TZQKc+znz9IV2WAPkAbrg1y0cjrr1/D/PnKTNwyiVaYPLkt777bG4sFPv8ZnvkAcguhYyuIDINNe8BSXuIMAJMB/v0SnsiG5W7PDcl6+LIvtI+AxNFD0AAANBZJREFUVh4ktXxBgwNUR84FB6gMSZIoOXiQwk2bQBCIGDKEDe3aoUij8rwfVdzHtVqnY+U+Y9KobRhnD5ePiYHq+xBlaIx6rDYrogdjlJW6lW/H9OlDj1dfZfvjj5O7ebPTidMYDFg8lKvwhEkLV7k/AFbTeMlesTqRNUrgxNfJaMxR/NFxBq1pxsUMQqgkbb5IFNloFTkjSkzKL29/c41EOwNstIv01WlZHB6CTlP5jJAkwdBZsPow5WaBVjwIIzoAOz+EVffh/Kbdv+j+T0O7KyGxZ6XH8ieSJCFJBZRYY9DaRQ/f8qUYQ3/zg2W1p5g8vuBhQERAQoNAU7owlqmV/o4a8MwI1lCE6HSAAG6iBXcT+BmAFbF48SkuueSfctsvvbQJU6Z0ZOTIZCQJ+k+UnZ3qxsm3aQqH/oC7tsEnx8u/f3S0/xyfMhocoDpyLjlAnshds4Y9EyZgTa28REV1nRV3B6g+xizrW9mPs2wmpap+1T2+XgMGHZh0MKwdmNwfpB0OgIhrNd19aUsCBMWXYWmsQX/GNX98+rV4CkfLV4jlDOcgnelAC+7mqmpl65ywixywidyfZ+aQcylRRKtzfQMdNbA9KqLKuCBJgmOZ0DQGBrwG2xzxnz2aSKy+ejmhf41G6/7NljUv+go6T6rS3rpiYRHFTEdLJ8KYi4bymVmSVIRd2oGd3WgkAxqhC6JYjMV+A3AGeUJeBLuoeAY2odX/hlY3DEEInjIHh9jIMj5FckSp6TFyJ4GnrxQsLOQMLzvjwSSHQwlLGUx4EM+kxcX9SHZ2+Yel229vwyefDADg2EloPdrxhuvEKIcggE4LowfB96/BliK4wE2FpU0ofHAejAqAMnMNDlAdOdcdICXmM2dIef11chYvpuToUfmuKEly4A6yw6CNjUUymxGLPM/qAFQ+n+TCXauoImq0VEf1HaCy40ea4JLu8tJWZnQ7ii66habxerQ/fQBnFCVHQsKhpFCOT2rbDVJTKJ18J/lNjxGzxIL+8sfI2DoJ4/rj5I+JIH9oKC3vSSXkoJ3c8WGkPRWNBOhTHd9nsvJmK1FMCCdpxgG6cyOP04jqLSWts9gYkuPIxBIkdDr1t3qRTsvvkdV/FHv/2xW0O/USFruBVvrjdDF5qH818kuI7wKmWIjy/tOxSC55NEFWhZTQ0ptw6U/M0jtISEjsws5yoAgkCcFurzpfR5LQCY9gMDyDUK5sS+BioYT5PEMh6lIGDQ5Q7ZCQWEIqz3JItb0docymG3EeHO1AZseOHIYM+YvCQjuNGxs5c6Z8lqYgwKFD42jTJoKz6dD2YiguK3voJmhYxicz4Par5NdTtsA7h0HSqPv2i4YNHiTf/EWDA1RH/j85QJ4wp6Wx5bzzsKSlEX/11XT9/ntAXk7Y2LcvBVtcAa9CaChScXHFs0AaDbrISFrPmEH2kiUUp6TQcvJ9ZP/7N6d++FnRD5VnFBcFqXnqocJCoMhxwoYaodhxjuu1EBoKuUVuBfkqIDEShncW4NLr4fJBkNAJYnrImkR52fC/7pB+BnoPgw+rLp5l5gSHuRgwoyGK1vyC0RE/YCOLvdyKnh0Ijo8o36RF5+xK2YOXrBHZiQyeoQs9iCai0uO2zigixfF5BcGORuuKHReA8Xot4/Q6ztNp6VhyFiGsEWyaCVtfAbQQ2ghKzoAoIokWBA/fXVkWyAFzO37pfpDHR5fv4y1KeZcSHgNRRCOpv6tyiCJa90hND2i4ixDjB/VnpBcxU8R2lhFHM9YwnyJyy/Xpw6X0Z7zPbQtm0ijlSjaWe8BKxMBvDPCLTXWlb98/2by5fJ0vJYIAovg/RBG6XAb7Fc95w/tBYgKs3CjP9Ow/Lv87c7K8355c6PqXo7MibjBUA6cvgWiDFz5ULWlwgOrI/3cHqDLsRUVsu/RSCnfvpsW0abR69FHMZ88iiSKG5GS2XnEFeRs30uTmm+n4yisVjmPJymL/M89gKyyky+uvI5rNnPziC8g4TVKcSNTmz9i/S2RfiuwYNE+CPv/X3n3HV1Xfjx9/nXNn9iAbAiEhYe8NCqgMFRw/KaJVhlvrV6UqiFZFqpXSarVWxEpbwSJaAQsUZQiKIlCVIjtAWGEEAmTvO87n98fJusm9yQ2QAffz7INHzTmfz7mf+8nNOe/7mZ302Qiqgsc+t0OnYe9J/cEdFgj92kOwHxSUwJ5TEB4AHWNBaQXcVyOzu4FPbe+BIYtdj9kL4NQKCO0DYfo0WVGagdNsxKiWb8khBJz9BgwmRNQgLvAuWezlM0L5BcsxUru1oqI7reIPUkMhiDG0YgZmOtQa37HP7qR3dmllkUNUJ0U1v8UJwY9rhtIzbx/Fihk/YXMfRFSs5l07O/laIBFp2WiKCftf9Fkhl5uNFZSyEJUUQEGQjYN/AQ5UZ9XgVI80DbU8AKornZ/pNKrqfpB8S1JEDguZQV1tm+3owViekON+GqAIO7fyA4VuPuybGILfFbLr+/r1pzl9upjrroth//48xo6tPd6npo4dg/h+262MmAz7jlQdD/KHE19DaB2Pums2wJaKPber9QxuvAaub/guRI1KBkCXSAZALcDK9+Gtx9A0sDvA0hE4A5TixQjtaqqnM6L3lwUBk4GaM/o9rc0T2AnKzuqBjzEUHFl6sCAAcxTY88oXBlTAP15/oeKjVfkjhoPmAP94nLl7UHL3A4KSCBP5XYIojbGgGSH4UBGKQ1CU4I89VL/L6EGRBhiJYDahTHUpmk0IVpY6CEBwo8VAm3MnsaOSbw4F4Lc7Z/Fc6tv115ObAEgIsGPilpOrWF98I0FmQeYfFPzMVS1DDWFnB/nciyATA71RCMbBhvKxT24WViynOp3ePeKdAlXUTJtQ/sZKMRsWYjI2YRNWA5RRwg+sppAcejOSL3iHMtwv02AlgInMJpDQpi3kFeQCNgpxkIA/AHY0PuIEH3iYU/kCydxGbFMW8aIIIejS5d81NjVVy//V/iu59dY4Tp4soVWElYSBw/jbctcAT1X06ezhdSymn2eDVv+udistf7muQbBrVMvb4V0GQJdIBkAtxKkj8O+/QOs4CFsOuT/qQVAE+t/6O9Q9+CcYKtc1G0ftVahrakhg5e0AJS+uWfEWFABN30QwfXw0jiAj/seLCNtbhNOqoNqhNDIU/0w7WlAs6pB/Yk0/DJseAGehy7WcQKHZj5CSEhQ3deR2XSK/NlCWB/YCnKis6bKVAYNh+BtdeHDkC9w95J84NQNPfPg3Av1ymTPxGYwGDVWJpxX/wUhCrdcp4a8U8wdUEnDyE66/sKo9q+qkgaH65ryYUBiJgoZKFKoShUWZgaKE1nelFknDyXx+jaNaEGjAfatXGLH8klebsHRXFieCORxmBfp+V7GYCMfMAfLdph9LFM+RgqWFr/ZcUuIgP9/GL37xDd9/f95NihrrWQCtW/uxf/8t/G6BibcW6V8ka1r2NowfXfv49J2w4Ah0DYHHkmDSj1XnvrwWUoIhqYUOoZMB0CWSAVALVXoGdj0K574AnHAB2I6+N0R3oAT9mAVOKtG8t/YR7uz4OQdzezPxhn+6f9CqFtdtHSpbgczoS1W70ZBAqSFpK1qVqJppBq63tcrARQOh1dMtVOP1K/JqQP8xmxhz7ltuC02g/743wD8WbdR72GzrMafnYGsTSE7Ib/WyaGBUHPqWHLguZFnRElRQEsD3+/7M8C7zOJ09iADtdaIjXsTi947n2SU1di33xMRdmLVxlIkXUEnCT1mOqjbR1tKXUTGFZHCEtnRExcBmlnGSA+TgbjZm7TFigYRxN7Mxl7dqSDqBYD3nWcgpjlHi5ruJwOCmy2sqbXisBU91dzo1nnvufyxcmEZWVs17UfXO8oqfVSY/0p/23VL49waFvWkKmoenuwKsmAe3utmmYn4a/GpH7eMA7f3h6C0NfitNSgZAl0gGQFeAM/+GH+7w2AL0j+9/zQN/qlpk8M9Tn+aJm98H4FBGIoczU+h/TTRRw1+Bsiw4vxFixoIlElQTmEJhZWs96HKnofP5vVEjUPK4enRFWi//cgXlgUr5+kRr+l7H293+j2T1EI9ZPyBUdf/tuDoFR73fkau6xTSKS/wI9iuuJ4eG6rIwYTRG7kRwEicry0seRCjHUfCrt4wtSS4X+IQ3KKEAFZVruYNvWYY+skvDgFo5lb0u0SQwgemoqCgtvJWiOeylgBns51w9f2Q1F438I50Z5uWMy8bkcDj5/PPjLF58mFatrLzzzmCOHCng8ce/Z+/efPLz3Xx7ihkBgQn6Hn22XMj8DkUrImHEBI5l1D977bbr4cPfQVgI5JRCj3VwqlTv2YowQ54dyjzcW6YmwIcDL/79NgUZAF0iGQBdITQHFByAA7+FsAF6a86B2RA2kKPRy0jp5LIINiH+udidJorL9OnhZjNkZFhp1cpDmOEoht0vwoWtkPQgaDbYOQMCE+GGLbDtPji5HFBg4Ptgy4GTqyByKPR4BbQS+GoU5O0DcyRY4/S04b0h4Q44uAAyt0BZeZBVrQWoplrBkKP2+er/X71lRQCZt4diDzGiOARaoKE8jRfTxitpqEKrNe6nIuipCn70b9t1teocyEimfdQxhFD57+FRDE3MJyPrF+QV3U/POGgVAE6Oo3EAIyNQag3WaplE+f8U4F2exe5mXJM3gWR1U3iN0BbwoG5uRTjZQg5hGNlNEfnY+ZJz5Hi9AIfAgOA2onmYdkS0gGnuBw/m0q3bchyOqj96o7F8BRKDPxiDoSxH/0O2tNL/O6QTRPR1vZAqMFvBZq+7LTWmFSx9G+JS9P25Iq3QcRUcKqkzm4ujY6F9C+36qiADoEskA6Crw44dToYPt+Fhyy8A2raFn36yEBV1Ed+unTbI+BICEiC818UWE7J2wLlt0O4OSF8FWx+tPCWAMr9ILliNBIh8QnOLKLUYUI0a5jyBpkJRooWs4aEIo4paHtQoZU7CvysABXIGB6IF1J7dolL/4OLqAc5PpdcxyPpV5c8CWOcYzU2m9dVzYKzWsiEElNismIw2nE4jC757hN+uKt9V0cPia91j4T8PQLtwKLHBlmNQ4oD+bWDeFljwX33Bylmj4YHyWcv7M/V0naL0tZ06R0FYI/YUFZLPT2wgjGg60outrGYX+upwKgY0D/2eKg6Pdd6aZPowiq9ZghEzt/E4YbT8GWuXi608cDaVh4g52PiEM3xNDkcprfXdoK7P7x1E8yDx/EAum8imB0FMojVqM86Y0zTBDz+c4/jxAvz9jbz55h42b850TWQM0pfkCOlUdaz2t4wqCvrwHzfNxf5WGNgDOifB43eDfwz0+BIKyr88tfOH9GI8jZ92YVZg3XAY0QIWOqyPDIAukQyArh5ZWYJHHilj2zZBjx4Ks2YZmTLFzqFDVWn8/GDCBNi1CwoKFF5/3cjEic04HbYsFw4vhqB2ED8OFAUbdj7nKw5pacQqsZxUdjOBTwigpHw1bJUvuBETTkLozJ3czlHy2c0bJLKTSHJq3eMqWoCq31fzND+ClBJUBTSh8GjxexQQQpYIJ11JoL1yhJnm32NVyphn/z9+0vrzonE2E0xL8VfKsGkGrKqt8rofbZnMs5/pC/UpgU6MXcpwHDYjso3UNePYpMDwDvDdUbDVMYZqVArklMF2N7tRT7sGRiXD0PYQUt6D5nDCkqz1nIv4BkXVaEMi13Ija1nKOU5jwMj/4378sPI9X6CiMoxb0XCyioXkk42KWiPAcXq7k0CtFqAuXEsoEbSjC5HEX/VT2tMpZQ7pnKCM/gQygShe4ziplKAhMCKIQOWCFwPnarZgjiCcV+iAioq/178RKC6243BoBAe7tgodPZrHrl0XGDkynqCgS1voprDQzvjxX7F+fUaNMwoYrGCNhujrQDV4PcVSQZ8w4RIAmeHVX8H1/WFIbyi0g02D6TvgH8fquJibIOi9PvD/2kBqPgyJAEvDthtsNjIAukQyALq65eZqxMaWUVrq/rzBAH//u4nx4w0EBrbMB9IZMnmTBYSSTRg5HCcBUe2mb0DFWdkSI/CniI4cpDMHUHHgRyklwsoGZSQ5IpQCWyDpznZEW7JorZ6mNRkcEkl8WjQRoRgJNBRQIgLIIsJteRQ0opWzZItwnja9SRtO8ab9WY7aE3EeUbGm2BEmQaRyDk0YKDoeQ+4uK84LBrRiI8IG4kJDtx4QGExOnJprJOXvX8iQ4ZsozA/ih63XIISBxPZHMJscJHTYz7AR31U9X2qOIwUQ5QOQvfrV1z2TLZb2nEF/8vgTxC95Dic2zPjhT9BVH/BUl04p49jj8bzaoC5ZfUo4QsP+RR5rhw3DXKpw5EgOsbFBhIdbCQmp3c3lcGh8/nkaZrPK6dNFHDmSzV/+sgeHQyE83EK3bq34+ecLFBRUda2ZzfDkk71JTAxmwYJ9HDyYy7hx7fj44xsxGusv8bJlh5kw4StqzdQyhUCbW/QAqO4Rf7VMug2mPwS/eB4OdwctGvBHX6NHqYpnvJ1/0TkI3ukPt2zWF5N9vgv8trvXxWlRZAB0iWQAdPXbt8/J0KE28vI8p7FaISkJJk82MmNGy9sXKJtcVrGB05whhzreSI1uKe/oD3aqfRkVAmzCSLqzHTuc/bBpfrQxHOW41p5CEeKSt4PhEAnqMY6K9qTTni7KXkYYv8NYPidfE/C9YzAnRCI5BKMCIamBnF4cWmeLj6o6uWvqQjp2TkUpf/bYbCbOnI7DqanEx5/AZHa6lNmAU18800vedA1WvVWBwd0S2uVu5zFiaU8huUQQe0UMZBYIbAiXqeEruMBbnOECDozAHbTiZeKxI9hxLoclh0/Qu1Mk14VHkFA+ZsuOxiscYy3ZnuZTujDUUe9CCIRdoBU70co07CfKODf3JHnLs2qk1PtVVRWWLh1HcnIokyatIzOzkD59otiw4SQ2W83fV+0p5JUUMyiqPuUSDUTV4LuoKCtHjkwhMNDMhWx9f+mYKNjxcxa/nLqdk6edmCz+5J89qi+aGtQZnEVQfBqCUsBkrrOlZ+RgsFjghANyB8IFAYlnYPlUyA6AsV9DTvUhUHXs51Xz3dYcMr7+OhjV8pdB8ooMgC6RDIB8Q0aGYOjQUo4fryuVPr00MFChf3/45S9VHnhArXej0aZWShmv8Q6lbhcUrH9gck31TlGvNtpaCCgRJtLKbiZLzeF68zeVj05PQxdAP64qzsp1ipwo+DtCWPHFEPYXdMJ5zkSb4Aw6ppwg/UQUnXvsoVP3VIxqAwKUOt67qBHcVZS3rsHhFXmcTsg8F0NoSA4BfiUoCELs7ely4WH+U/gVoeFnGBM8hF7mPl6XtCXYSj6PcpwyIBIDS0jijbLTbLDoMwWFEJWffaNWPhmxRmWZAacQCJyen+/VKr/iEaQIDYNS8ZkR2NJLufDBGWxppRR9m4fjfH0DnivaPer5dChm8EvSl78oPYpLAOSXDAFdwBQGqh8o5a2qioL+QS2D4iNQkArGEIzh3XFoZj29Uj41XeD6ga8+hqfyWhUv6frH0a87JLaD2I5Q1A2+OQdHaoxhtChuZmkpeLWj+4Bw2DQSFhyGP6SCvxHe7Quj4+rPe6WQAdAlkgGQbzlzRhARAbm5gs6dy8hy+VJZcVepukn5++tr4wweDO+8o9KtW8voHN/DARaxzOWYH1Zm8Wu28F/WsKHyeDxtuJ2bmM+HONxOIa45Rd0bXi5sWE2DWlsqX6Nhedx1reTlhPDxPydx/8MfYDbbyM8P5oMF/8f48Z+SlHgEEJQWW7CYyzAYBA6Hyv4D3Vj+719is1nQNEP1F8BTxNQnBj68A3rEwIHzkHoeOkZAbGDVIG1NK38mevGmhNCnLodZG74Sd02LOc/bnMWAoA0WCnCS7uaz4O16TTVKWrmYY01amcaJCTuJe6cThjAjhZtyyHw2DdvhYvyHhhB0fRjZ/ziH/bSHgMcQBgH9wBAKwgalR6DsoH7crws4CgAnaKVgP6X/f/k7wb8zhN2gL3UBeuU788CWrQcx5nD3r6kCgUCRh2jegL5AqxPoAbSFyvHrhcApIAd9cdZIIERAmQJnwXAUgqLAPBB9+caLvZ2o+jY1AQYodbpuUK0Afx0AD9W3GOxVQAZAl0gGQL4rI0Mwf76dZcs0DhwQePOtMjERbrwRnnxSJS5OITtbITYWzOambyXKp4BSbKRyGCMqg+iLofzpvINd7GIvfehJT7pV5jlGOoc4jIYglBB60R0rFrbxAz+xHTt2DKjkkIuzjlEFSnnQ5Fb5EAcjJgzCSBklCMCgNDQAAnCiCIGCkYoFkVy66TCwR+lKO04RSi4OjITTinyKKUOQzrWUaF3IKVQ4FFAKCiSWmJgqgkixWfjnvlR2nivl55190JwGUDX8A6G4QC0fdQqKRcOSXILjghHNriJsKqJURbE4sSaVoDkUAvrmYQi3Ywp36BtR2sCRZ6Lwh2C0PAPWxDK0DCsF+wNBUzAZoWcM/O1WCLLAgh16va1Og1xrGUldSzh0WuXM/kAsqEwbAEM6lxEb42SXoYj15HNBc9JD8+cFUxQHKCUfJ5GYiETlMU5xHA8D3+pU1R0qHBqKUfGiBbQqUK3svipxkvfpGc5MOwplNtfxV12T9f0YTp+Bc9n62GCnwFlsB1SiYsKY9cq1/P69UE6ej6TW32P11hWoaLjVK1CzgSMHTK2qAp8aZa0zvLMADwJh6H1H54BQ9IYjU7XsFf9q7cfn5vKeXtLLbqzqAgwwuyfcmwTR1ZbLyrPpA5czSyHE1LI2LG1MMgC6RDIAkkC/cWdkCB55xMm6deXrczRAXBwMGgQpKSqRkYKlSwWlpVBcbMBgUBg8WOGBB2DIEP2L6Pbt+mu0aaP/97BhEOF+zHGzKaKINazlEIexYKYN8exmd/nZ8gcl4IcfAxjAXvaSTx4GjFzHdQzhGgD2sIvNfEcWWWjCjq18nJJC3S0bQkAeQSwX4ykmCNADL38KCaaAXCUEm3IxiyYKlIrX13+sUl4ek4CEIhPZBidZVq2y+09VqmbTQd3dfjVfU8VZ9YzONmE7Z0ExCAzBTkyRZSAEqkFf4qqC5oCCH0Pwb1+EX6z7PdRqvX75A9fr1rMaD2ghIPd/4Zzf2IbQ3plEDctAtejdYZodSlLtlO3IJPTuWBSzHihqNkHRfoWM+1IRRzNh8nho30ZvprDb4cddkH4abrkBggKr6lqt6DKC0BKNovUK9gMNjApqfW+p/obqCHjCgKGAGQJLwNENSs2ek7t93UsZ5lW7wRmA6V3gcAGsPqm37ISZ4O3+MCnp0lsCrzYyALpEMgCSahJCsHy5k0cfFeTkVI0DabjaGxcaDGAyUWtWmqLAbbfpgVCHDjBtGmRnww03QHKyvmjaLbdASAgcOqRfZ/Ro/XhTsmEjlQN8yRrKsNGP3oxlbINmOGU6HdzuzCZHOc0QdQtWSjGqdhwYSRdtsWDjBPGcoh0OPH+VVZU6xp3Uyf12Cd7ka2i3XwW9xeziXrOhY7oqVA+Aai4vUzm+qUTl2AcpBHXKI7hnDsKhkPV9DCXpQa7lNzkxBdiw5VjKBwqL8llIbiJAb3fP9dQCUj4GGSf6ljcaVbuS+5fnsaEPQCpA73JqXe16CnAI+BoYAAxD/zMsH9aDDX2TZIU6x0R7xeDle3WXVYGEYEgJgf4R0MoCdyZAzJW1EHqzuuICoHnz5vHHP/6Rs2fP0rNnT/7yl78wYMAAj+mXLl3KSy+9xPHjx0lOTmbu3LncfPPNleeFEMyaNYsFCxaQm5vL0KFDmT9/PsnJyV6VRwZAUn2KiwUrVjiZPl2QUXNpjzp53rn5clBV6NULnn8eQkNh924IDIRu3SAgAMLCID4ezp3TAyerm0WW7XY9mMrO1vP4ubn5Op16q1VuLkQ20kLFJzQHyyjkc0o4jFbnZgcqFfunaaiKwAjcqJj5DpuHbTBrqmq9auhvps5WlfK7qygf51OzVcLTOJm6uZ/V502MIYRAFINiEKgGQeHBEDK/aIMlphRbtgVjoANbrhm0i2jGuBwf7bq6gLyZKV7R9XUp12jAFwiLAiEWCDHDNdF6HDg0Gs6WwW1toWuY/ns5kAfFdugYCudLIcaqL0j43VnILNaP942AsOZfoPqKd0UFQP/617+YPHky77//PgMHDuTtt99m6dKlHDx4kKioqFrpt27dyrBhw5gzZw7jxo1jyZIlzJ07lx07dtCtmz6uYe7cucyZM4dFixbRvn17XnrpJfbs2cP+/fuxurvj1yADIKmh9u7VWLHCyfnzelCxapXeKqO5+YKvKAaEaPiw0sagKBAergdDBQWQlVW7zCaT3qpU0eIlhB4kVaeq+nopQUF6QBQTU5XHaISoKLj+ej2YysjQu/ouXICyMj0P6PmKiyE9HVJTq9Ll5YHNBq1a6QtWDhsG+7GxbGAuhfkKbeeG0TnQSOL4MgISNMZHWwhQFEqKFVJTYaGSz96UIgb6WbgvPZSU9iqbL5TxRXgRIy1WbsKfPZTx98JCdppKcBoFpYrGGUVDAO0UlVOahqPiVyYADWKLjMSVmLA4ITPQRpbFjrnEQESRifNBNrqdCqTDmnCy8iE50kD79vBzmpMj7Qs5b3Rydp2FCwPy4cZ81DABqutkoeq0Asj5rBXBo/MxxdswKnoLkNCg+KAfJccCyf8yDIPJScTDZ7DElVGaaaVgXxDGUDsGq6DkaCClJwIrxzEB4ASjExwVgYen1g+B3kpyBoiDyka4arMBK8e/KDWOV+dAb8EJrHGuGFhbfjwFfbBwK6qCGW+XybmIMTS11OjGCjPDlBR4vT9YjeAU4MXyP1IzuaICoIEDB9K/f3/effddADRNIz4+nieeeIKZM2fWSj9x4kSKiopYvXp15bFBgwbRq1cv3n//fYQQxMXF8cwzz/Dss88CkJeXR3R0NAsXLuSuu+6qt0wyAJIuF4dDkJkp2LYNhg5VCAnRgwBFUTh5En77W/jyS/0h36cPTJmir0idmQlLl9Z+GKqq+6DK51zu2NGblgtVw9jNjiPdCHl1TNVRuciZPAI12gkOEDYFUayCU6k1nsXYoQz/mwpQVEHhZ6E4z9SxRlUg0A6IRh88cgp9AG8ucAE9GKmZvm/5cRuQABQB/0XvWqL8vXUWYFXgIGAX0EGBTuXnjgO7y18vCkhCnyG1Dziif4atflDmB84Q9FlSmRAdDTcMh1tGg58Frr8Gsktg1nb4OkMf1FvqAFvFWCv0uMgAmA1Q4sTr6eAAQUa9R624vGnR3wB9IuHBLjCqDWzN1H9OlI+AK8oVEwDZbDb8/f1ZtmwZt99+e+XxKVOmkJuby8qVK2vladu2LU8//TTTpk2rPDZr1ixWrFjBrl27OHr0KElJSfz888/06tWrMs3w4cPp1asXf/7zn2tds6ysjLKyqsGE+fn5xMfHywBIalZC6MHOZ5/BiRMwcSK0a6d3TZnNeuvKsmV6K0lyMmzZAvPm6d1bV73LHQBdzpUMDFzaQNiaLnVgbU0X2UpiMoLRBCGBYDAKHA4n/fvAW78z0iFRT/Pf7bBiDfj7QWwU3DwSIiNg9Xp9kldyIrSuseDe+Qv65zy6doO/14SAcyX6mJk92XorTd/Iqi7BzGKY/RPsOA9tAuDFftCrvOt2b5bestMhxPP1pStHQwKgZtzwCC5cuIDT6SQ62nWHtejoaA4cOOA2z9mzZ92mP3v2bOX5imOe0tQ0Z84cZs+efVHvQZIai6LoY3Huvtv1eKtWVf/94INV/33DDfDyy/pg6hUr9CDpuuv0cTqHD+vdTYcP611M4eF6K9OGDXDmjH4O9JlrKSn6JrFxcbB/P+zYoZ+3WqGwUO8SS0nRgzFF0a+Xk6MHZllZUFJSu4vsYphMemuBxaL/c+mea9jOAfW7nNfTqG/lhEoWi94FGBUBIcFwMkP/fVR0NxqNEBgAfftCYTEcOAQlpeUtgwLCQmH0DRDZSs8bGw0JbcFg1H/vqYfgh5/gbCZER8KTv4JfPah3Nd7/BHyxXt8fDfSgJSgQunaCObOgRxdIOwLFJdCja82xYBX9Za4G9dP/1XTHOM91EHkZZjoqCkSXr6vU282YtGh/eG+4+7zdWrk/Ll39mjUAaimef/55nn766cqfK1qAJOlKZLVC9Z7esDBo375py1BzcT9N0wMpi0Wf5i8EBAdXjXkRQg9wTCY9OPO0cvThw3p3YUQE5OfrY42iovQAbM8eOHYMDhwApwYx0XqglpwC/9sOh4/oA8Kzs/Q6yc3Vg0CHExx2CGsF8W3gQjZoTj0I2fGz/ro9e8Cke/Sgz2zWA8Kj5cvZAKiK/pqt4/Rzfn5QVAwJ7fTXPHwEjh2H3j31oCYoSH+vnuTm6tewNNKgWKsVVnxcf7ruXRvn9SWpJWjWACgiIgKDwUBmZqbL8czMTGJiYtzmiYmJqTN9xf9nZmYSGxvrkqZ6l1h1FosFS2PdaSTJB6lq7Z/7uWkZqM7Dn3wlRdG7+twJC9MHRw8b5v58x5S6r30x3MzR8CglWf/nrdDQBhdHkqQGatax7Gazmb59+7Jx48bKY5qmsXHjRgYPHuw2z+DBg13SA3z11VeV6du3b09MTIxLmvz8fH744QeP15QkSZIkybc0exfY008/zZQpU+jXrx8DBgzg7bffpqioiPvuuw+AyZMn07p1a+bMmQPAU089xfDhw3nzzTcZO3Ysn376Kdu3b+eDDz4A9Nk106ZN47XXXiM5OblyGnxcXJzLQGtJkiRJknxXswdAEydO5Pz587z88sucPXuWXr16sXbt2spBzCdOnECt1p4+ZMgQlixZwosvvsgLL7xAcnIyK1asqFwDCGDGjBkUFRXx8MMPk5ubyzXXXMPatWu9WgNIkiRJkqSrX7OvA9QSyXWAJEmSJOnK05Dnt1zPUpIkSZIknyMDIEmSJEmSfI4MgCRJkiRJ8jkyAJIkSZIkyefIAEiSJEmSJJ8jAyBJkiRJknyODIAkSZIkSfI5MgCSJEmSJMnnyABIkiRJkiSf0+xbYbREFYtj5+fnN3NJJEmSJEnyVsVz25tNLmQA5EZBQQEA8fHxzVwSSZIkSZIaqqCggJCQkDrTyL3A3NA0jYyMDIKCglAUpUF58/PziY+P5+TJk3IfMTdk/dRN1k/9ZB3VTdZP3WT91O9KriMhBAUFBcTFxblspO6ObAFyQ1VV2rRpc0nXCA4OvuI+OE1J1k/dZP3UT9ZR3WT91E3WT/2u1Dqqr+WnghwELUmSJEmSz5EBkCRJkiRJPkcGQJeZxWJh1qxZWCyW5i5KiyTrp26yfuon66husn7qJuunfr5SR3IQtCRJkiRJPke2AEmSJEmS5HNkACRJkiRJks+RAZAkSZIkST5HBkCSJEmSJPkcGQA1wCuvvIKiKC7/OnXqVGeepUuX0qlTJ6xWK927d+fLL79sotI2vYbWz8KFC2ult1qtTVjipnf69GnuvfdeWrVqhZ+fH927d2f79u115tm0aRN9+vTBYrHQoUMHFi5c2DSFbSYNraNNmzbV+hwpisLZs2ebsNRNIyEhwe17ffzxxz3m8aV7EDS8jnztPuR0OnnppZdo3749fn5+JCUl8eqrr9a7d9bVeB+SK0E3UNeuXdmwYUPlz0aj5yrcunUrd999N3PmzGHcuHEsWbKE22+/nR07dtCtW7emKG6Ta0j9gL7S6MGDByt/bujWI1eSnJwchg4dynXXXceaNWuIjIwkLS2NsLAwj3mOHTvG2LFjefTRR/n444/ZuHEjDz74ILGxsYwZM6YJS980LqaOKhw8eNBl1dqoqKjGLGqz+Omnn3A6nZU/7927l1GjRjFhwgS36X3xHtTQOgLfug/NnTuX+fPns2jRIrp27cr27du57777CAkJ4cknn3Sb56q9DwnJa7NmzRI9e/b0Ov2dd94pxo4d63Js4MCB4pFHHrnMJWsZGlo/H374oQgJCWm08rQ0zz33nLjmmmsalGfGjBmia9euLscmTpwoxowZczmL1mJcTB198803AhA5OTmNU6gW7KmnnhJJSUlC0zS3533tHuROfXXka/ehsWPHivvvv9/l2B133CHuuecej3mu1vuQ7AJroLS0NOLi4khMTOSee+7hxIkTHtNu27aNkSNHuhwbM2YM27Zta+xiNpuG1A9AYWEh7dq1Iz4+nttuu419+/Y1UUmb3qpVq+jXrx8TJkwgKiqK3r17s2DBgjrz+Npn6GLqqEKvXr2IjY1l1KhRbNmypZFL2vxsNhuLFy/m/vvv99hi4Wufn5q8qSPwrfvQkCFD2LhxI4cOHQJg165dfP/999x0000e81ytnyMZADXAwIEDWbhwIWvXrmX+/PkcO3aMa6+9loKCArfpz549S3R0tMux6Ojoq3JsAjS8fjp27Mg//vEPVq5cyeLFi9E0jSFDhnDq1KkmLnnTOHr0KPPnzyc5OZl169bx2GOP8eSTT7Jo0SKPeTx9hvLz8ykpKWnsIje5i6mj2NhY3n//fZYvX87y5cuJj49nxIgR7NixowlL3vRWrFhBbm4uU6dO9ZjG1+5BNXlTR752H5o5cyZ33XUXnTp1wmQy0bt3b6ZNm8Y999zjMc9Vex9q7iaoK1lOTo4IDg4Wf/vb39yeN5lMYsmSJS7H5s2bJ6KiopqieM2uvvqpyWaziaSkJPHiiy82csmah8lkEoMHD3Y59sQTT4hBgwZ5zJOcnCxef/11l2NffPGFAERxcXGjlLM5XUwduTNs2DBx7733Xs6itTijR48W48aNqzONr9+DvKmjmq72+9Ann3wi2rRpIz755BOxe/du8dFHH4nw8HCxcOFCj3mu1vuQbAG6BKGhoaSkpHD48GG352NiYsjMzHQ5lpmZSUxMTFMUr9nVVz81VXwb8Tb9lSY2NpYuXbq4HOvcuXOd3YSePkPBwcH4+fk1Sjmb08XUkTsDBgy4aj9HAOnp6WzYsIEHH3ywznS+fA/yto5qutrvQ9OnT69sBerevTuTJk3i17/+NXPmzPGY52q9D8kA6BIUFhZy5MgRYmNj3Z4fPHgwGzdudDn21VdfMXjw4KYoXrOrr35qcjqd7Nmzx+v0V5qhQ4e6zDQBOHToEO3atfOYx9c+QxdTR+7s3Lnzqv0cAXz44YdERUUxduzYOtP52uenOm/rqKar/T5UXFyMqro++g0GA5qmecxz1X6OmrsJ6kryzDPPiE2bNoljx46JLVu2iJEjR4qIiAhx7tw5IYQQkyZNEjNnzqxMv2XLFmE0GsUbb7whUlNTxaxZs4TJZBJ79uxprrfQqBpaP7Nnzxbr1q0TR44cEf/73//EXXfdJaxWq9i3b19zvYVG9eOPPwqj0Sh+97vfibS0NPHxxx8Lf39/sXjx4so0M2fOFJMmTar8+ejRo8Lf319Mnz5dpKaminnz5gmDwSDWrl3bHG+h0V1MHb311ltixYoVIi0tTezZs0c89dRTQlVVsWHDhuZ4C43O6XSKtm3biueee67WOV+/B1VoSB352n1oypQponXr1mL16tXi2LFj4vPPPxcRERFixowZlWl85T4kA6AGmDhxooiNjRVms1m0bt1aTJw4URw+fLjy/PDhw8WUKVNc8nz22WciJSVFmM1m0bVrV/HFF180cambTkPrZ9q0aaJt27bCbDaL6OhocfPNN4sdO3Y0Q8mbzn/+8x/RrVs3YbFYRKdOncQHH3zgcn7KlCli+PDhLse++eYb0atXL2E2m0ViYqL48MMPm67AzaChdTR37lyRlJQkrFarCA8PFyNGjBBff/11E5e66axbt04A4uDBg7XO+fo9qEJD6sjX7kP5+fniqaeeEm3bthVWq1UkJiaK3/zmN6KsrKwyja/chxQh6ln+UZIkSZIk6SojxwBJkiRJkuRzZAAkSZIkSZLPkQGQJEmSJEk+RwZAkiRJkiT5HBkASZIkSZLkc2QAJEmSJEmSz5EBkCRJkiRJPkcGQJIkSZIk+RwZAEmSJLlx8OBBYmJiKCgouOhr7N+/nzZt2lBUVHQZSyZJ0uUgAyBJkprV+fPneeyxx2jbti0Wi4WYmBjGjBnDli1b6s07e/Zs7r33XrfnXnnlFRRF4dFHH3U5vnPnThRF4fjx43Ve+/nnn+eJJ54gKCgIgOPHjzNs2DACAgIYNmxYrfzjxo1j+fLlLse6dOnCoEGD+NOf/lTve5EkqWnJAEiSpGY1fvx4fv75ZxYtWsShQ4dYtWoVI0aMICsrq968K1eu5NZbb/V43mq18ve//520tLQGlenEiROsXr2aqVOnVh575plnaN26deVO888++2zluX/961+oqsr48eNrXeu+++5j/vz5OByOBpVBkqTGZWzuAkiS5Ltyc3PZvHkzmzZtYvjw4QC0a9eOAQMG1Jv35MmT7Nu3jxtvvNFjmo4dOxIVFcVvfvMbPvvsM6/L9dlnn9GzZ09at25deSw1NZU//elPJCcnM3Xq1MoAKDc3lxdffJGvv/7a7bVGjRpFdnY23377LTfccIPXZZAkqXHJFiBJkppNYGAggYGBrFixgrKysgblrWgpCg4OrjPd73//e5YvX8727du9vvbmzZvp16+fy7GePXuyYcMGNE1j/fr19OjRA4Dp06fz+OOPEx8f7/ZaZrOZXr16sXnzZq9fX5KkxicDIEmSmo3RaGThwoUsWrSI0NBQhg4dygsvvMDu3bvrzVtf91eFPn36cOedd/Lcc895Xa709HTi4uJcjr3xxhscOHCAhIQE0tLSeOONN/juu+/YuXMnkydP5s477yQxMZFHH30Um83mkjcuLo709HSvX1+SpMYnAyBJkprV+PHjycjIYNWqVdx4441s2rSJPn36sHDhQo958vPz+fbbb70KgABee+01Nm/ezPr1671KX1JSgtVqdTnWunVrVq9eXTk+KCIigl/96le8//77vPbaawQFBXHw4EHS0tL461//6pLXz8+P4uJir15bkqSmIQMgSZKandVqZdSoUbz00kts3bqVqVOnMmvWLI/p16xZQ5cuXTx2O9WUlJTEQw89xMyZMxFC1Js+IiKCnJycOtO8/vrrjB49mr59+7Jp0ybGjx+PyWTijjvuYNOmTS5ps7OziYyM9KqskiQ1DRkASZLU4nTp0qXOtXNWrlzJbbfd1qBrvvzyyxw6dIhPP/203rS9e/dm//79Hs+npqayZMkSXn31VQCcTid2ux0Au92O0+l0Sb9371569+7doPJKktS4ZAAkSVKzycrK4vrrr2fx4sXs3r2bY8eOsXTpUv7whz94DHAcDgdr1qzxuvurQnR0NE8//TTvvPNOvWnHjBnDtm3bagUyAEIIHn74Yd566y0CAgIAGDp0KAsWLCA1NZWPPvqIoUOHVqY/fvw4p0+fZuTIkQ0qryRJjUsGQJIkNZvAwEAGDhzIW2+9xbBhw+jWrRsvvfQSDz30EO+++67bPN9++y2BgYH06dOnwa/37LPPEhgYWG+6m266CaPRyIYNG2qd++CDD4iOjmbcuHGVx1555RVKS0sZOHAgHTp04PHHH68898knnzB69GjatWvX4PJKktR4FOFNh7gkSVIL8eSTT+JwOHjvvfca9XXmzZvHqlWrWLdu3UVfw2azkZyczJIlS1xahSRJan5yIURJkq4o3bp1Y/DgwY3+Oo888gi5ubkUFBRUbofRUCdOnOCFF16QwY8ktUCyBUiSJEmSJJ8jxwBJkiRJkuRzZAAkSZIkSZLPkQGQJEmSJEk+RwZAkiRJkiT5HBkASZIkSZLkc2QAJEmSJEmSz5EBkCRJkiRJPkcGQJIkSZIk+RwZAEmSJEmS5HP+P+S+Nq3ny/01AAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "from matplotlib import cm\n", + "\n", + "colors = cm.jet(np.linspace(0, 1, params.ticks+1)) # +1 for initial state\n", + "N = (S + E + I + R) / 100.0\n", + "# N = 1\n", + "plt.scatter(S/N, I/N, s=2, color=colors)\n", + "plt.xlabel('S / N (%)')\n", + "plt.ylabel('I / N (%)')\n", + "plt.title('Plot of I against S')\n", + "plt.show()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.10.13" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/tests/engwaldata.py b/tests/engwaldata.py deleted file mode 100644 index 4b870bb..0000000 --- a/tests/engwaldata.py +++ /dev/null @@ -1,5744 +0,0 @@ -import numpy as np - -class __Container: - pass - -class Place: - def __init__(self, population, births, cases, latitude, longitude): - self.population = population - self.births = births - self.cases = cases - self.latitude = latitude - self.longitude = longitude - -data = __Container() - -data.placenames = [ "Aberayron", "Abercarn", "Aberdare", "Abergavenny", "Abergele", "Abertillery", "Aberystwyth", "Abingdon", "Abram", "Accrington", "Acton", "Adlington", "Adwick.le.Street", "Aldeburgh", "Alderley.Edge", "Aldershot", "Aldridge", "Alford", "Alfreton", "Alnwick", "Alreborough", "Alsager", "Alton", "Altrincham", "Amble", "Amblecote", "Amlwch", "Ammanford", "Ampthill", "Andover", "Appleby", "Arnold", "Arundel", "Ashbourne", "Ashburton", "Ashby.Woulds", "Ashby.de.la.Zouch", "Ashford", "Ashington", "Ashton.in.Makerfield", "Ashton.u.Lyne", "Aspull", "Atherton", "Audenshaw", "Aylesbury", "Bacup", "Baildon", "Bakewell", "Bala", "Baldock", "Banbury", "Bangor", "Banstead", "Barking", "Barmouth", "Barnard.Castle", "Barnes", "Barnet", "Barnoldswick", "Barnsley", "Barnstaple", "Barrow.in.Furness", "Barrowford", "Barry", "Barton.upon.Humber", "Basingstoke", "Bath", "Batley", "Beaconsfield", "Beaumaris", "Bebington", "Beccles", "Beckenham", "Beddlington.and.Wallington", "Bedford", "Bedlingtonshire", "Bedwas.and.Machen", "Bedwellty", "Bedworth", "Beeston.and.Stapleford", "Belper", "Benfleet", "Bentley.with.Arksey", "Berkhamsted", "Berwick.upon.Tweed", "Bethesda", "Beverley", "Bewdley", "Bexhill", "Bexley", "Bicester", "Biddulph", "Bideford", "Biggleswade", "Billinge.and.Winstanley", "Billingham", "Bilston", "Bingley", "Birkenhead", "Birmingham", "Bishop.Auckland", "Bishops.Castle", "Bishops.Stortford", "Blackburn", "Blackpool", "Blackrod", "Blaenavon", "Blandford.Forum", "Blaydon", "Bletchley", "Blyth", "Bodmin", "Bognor.Regis", "Boldon", "Bollington", "Bolsover", "Bolton", "Bootle", "Boston", "Bourne", "Bournemouth", "Bowdon", "Brackley", "Bradford", "Bradford.on.Avon", "Braintree.and.Bocking", "Brandon.and.Byshottles", "Brecknock", "Bredbury.and.Romiley", "Brentford.and.Chiswick", "Brentwood", "Bridgend", "Bridgnorth", "Bridgwater", "Bridlington", "Bridport", "Brierfield", "Brierley", "Brigg", "Brighouse", "Brightlingsea", "Brighton", "Bristol", "Brixham", "Broadstairs.and.St.Peters", "Bromley", "Bromsgrove", "Bromyard", "Brownhills", "Brynmawr", "Buckfastleigh", "Buckingham", "Buckley", "Bude.Stratton", "Budleigh.Salterton", "Builth.Wells", "Bungay", "Burgess.Hill", "Burnham.on.Crouch", "Burnham.on.Sea", "Burnley", "Burry.Port", "Burton.Latimer", "Burton.upon.Trent", "Bury", "Bury.St.Edmunds", "Bushey", "Buxton", "Caerleon", "Caernarvon", "Caerphilly", "Calne", "Camborne.Redruth", "Cambridge", "Cannock", "Canterbury", "Canvey.Island", "Cardiff", "Cardigan", "Carlisle", "Carlton", "Carmarthen", "Carnforth", "Carshalton", "Castleford", "Caterham.and.Warlingham", "Chadderton", "Chard", "Charlton.Kings", "Chatham", "Chatteris", "Cheadle.and.Gatley", "Chelmsford", "Cheltenham", "Chepstow", "Chertsey", "Chesham", "Cheshunt", "Chester", "Chester.le.Street", "Chesterfield", "Chichester", "Chigwell", "Chingford", "Chippenham", "Chipping.Norton", "Chislehurst.and.Sidcup", "Chorley", "Chorleywood", "Christchurch", "Church", "Church.Stretton", "Cirencester", "Clacton", "Clay.Cross", "Clayton.le.Moors", "Cleethorpes", "Clevedon", "Clithertoe", "Coalville", "Cockermouth", "Colchester", "Colne", "Colne.Valley", "Colwyn.Bay", "Congleton", "Conisborough", "Connahs.Quay", "Consett", "Conway", "Corby", "Coseley", "Coulsdon.and.Purley", "Coventry", "Cowbridge", "Cowes", "Crayford", "Crewe", "Crewkerne", "Criccieth", "Cromer", "Crompton", "Crook.and.Willington", "Crosby", "Croydon", "Cuckfield", "Cudworth", "Cwmamman", "Cwmbran", "Dagenham", "Dalton.in.Furness", "Darfield", "Darlaston", "Darlington", "Dartford", "Dartmouth", "Darton", "Darwen", "Daventry", "Dawley", "Dawlish", "Deal", "Dearne", "Denbigh", "Denby.Dale", "Denholme", "Denton", "Derby", "Desborough", "Devizes", "Dewsbury", "Diss", "Dodworth", "Dolgellau", "Doncaster", "Dorchester", "Dorking", "Dover", "Downham.Market", "Driffield", "Droitwich", "Dronfield", "Droylsden", "Dudley", "Dukinfield", "Dunstable", "Durham", "E.Barnet", "E.Dereham", "E.Ham", "E.Retford", "Ealing", "Earby", "East.Grinstead", "Eastbourne", "Eastleigh", "Eastwood", "Ebbw.Vale", "Eccles", "Edmonton", "Egham", "Elland", "Ellesmere.Port", "Ely", "Enfield", "Epping", "Epsom.and.Ewell", "Erith", "Esher", "Eston", "Eton", "Evesham", "Exeter", "Exmouth", "Eye", "Failsworth", "Falmouth", "Fareham", "Farnborough", "Farnham", "Farnworth", "Faversham", "Featherstone", "Felixstowe", "Felling", "Feltham", "Ffestiniog", "Filey", "Finchley", "Fishguard.and.Goodwick", "Fleet", "Fleetwood", "Flint", "Folkestone", "Formby", "Fowey", "Friern.Barnet", "Frimley.and.Camberley", "Frinton.and.Walton", "Frome", "Fulwood", "Gainsborough", "Garforth", "Gateshead", "Gelligaer", "Gillingham", "Glastonbury", "Glossop", "Gloucester", "Glyncorrwg", "Godalming", "Golborne", "Goole", "Gosforth", "Gosport", "Grange", "Grantham", "Gravesend", "Great.Harwood", "Great.Torrington", "Great.Yarmouth", "Grimsby", "Guildford", "Guisborough", "Hadleigh", "Hale", "Halesowen", "Halesworth", "Halifax", "Halstead", "Haltemprice", "Harpenden", "Harrogate", "Harrow", "Hartlepool", "Harwich", "Haslemere", "Haslingden", "Hastings", "Havant.and.Waterloo", "Haverfordwest", "Haverhill", "Hay", "Haydock", "Hayes.and.Harlington", "Hazel.Grove.and.Bramhall", "Heanor", "Hebburn", "Hebdon.Royd", "Heckmondwike", "Hedon", "Helston", "Hemel.Hempstead", "Hemsworth", "Hendon", "Henley.on.Thames", "Hereford", "Herne.Bay", "Hertford", "Heston.and.Isleworth", "Hetton", "Hexham", "Heywood", "High.Wycombe", "Higham.Ferrers", "Hinckley", "Hindley", "Hitchin", "Hoddesdon", "Holmfirth", "Holyhead", "Holywell", "Honiton", "Horbury", "Horncastle", "Hornchurch", "Hornsea", "Hornsey", "Horsforth", "Horsham", "Horwich", "Houghton.le.Spring", "Hove", "Hoylake", "Hoyland.Nether", "Hucknall", "Huddersfield", "Hull", "Hunstanton", "Huntingdon", "Huyton.with.Roby", "Hyde", "Hythe", "Ilford", "Ilfracombe", "Ilkeston", "Ilkley", "Ilminster", "Ince.in.Makerfield", "Ipswich", "Irlam", "Irthlingborough", "Jarrow", "Kearlsey", "Keighley", "Kempston", "Kendal", "Kenilworth", "Keswick", "Kettering", "Keynsham", "Kidderminster", "Kidsgrove", "Kidwelly", "Kings.Lynn", "Kingsbridge", "Kingston.upon.Thames", "Kingswood", "Kington", "Kirkburton", "Kirkby.in.Ashfield", "Kirkham", "Knaresborough", "Knighton", "Knottingley", "Knutsford", "Lakes", "Lampeter", "Lancaster", "Launceston", "Leatherhead", "Ledbury", "Leeds", "Leek", "Lees", "Leicester", "Leigh", "Leighton.Buzzard", "Leiston.cum.Sizewell", "Leominster", "Letchworth", "Lewes", "Leyland", "Leyton", "Lichfield", "Lincoln", "Linslade", "Liskeard", "Litherland", "Little.Lever", "Littleborough", "Littlehampton", "Liverpool", "Llandeilo", "Llandovery", "Llandrindod.Wells", "Llandudno", "Llanelli", "Llanfairfechan", "Llanfyllin", "Llangefni", "Llangollen", "Llanidloes", "Llanrwst", "Llanwrtyd.Wells", "Llwchwr", "Loftus", "London", "Long.Eaton", "Longbenton", "Longdendale", "Longridge", "Looe", "Lostwithiel", "Loughborough", "Louth", "Lowestoft", "Ludlow", "Luton", "Lydd", "Lyme.Regis", "Lymington", "Lymm", "Lynton", "Lytham.St.Annes", "Mablethorpe.and.Sutton", "Macclesfield", "Machynlleth", "Maesteg", "Maiden.and.Coombe", "Maidenhead", "Maidstone", "Maldon", "Malmesbury", "Maltby", "Malton", "Malvern", "Manchester", "Mangotsfield", "Mansfield", "Mansfield.Woodhouse", "March", "Margate", "Market.Drayton", "Market.Harborough", "Market.Rasen", "Marlborough", "Marlow", "Marple", "Maryport", "Matlock", "Melksham", "Meltham", "Melton.Mowbray", "Menai.Bridge", "Merthyr.Tydfil", "Merton.and.Morden", "Mexborough", "Middlesborough", "Middleton", "Middlewich", "Milford.Haven", "Milnrow", "Minehead", "Mirfield", "Mitcham", "Mold", "Monmouth", "Montgomery", "Morecambe.and.Heysham", "Morley", "Morpeth", "Mossley", "Mountain.Ash", "Mynyddislwyn", "Nailsworth", "Nantwich", "Nantyglo.and.Blaina", "Narberth", "Neath", "Nelson", "Neston", "New.Mills", "New.Quay", "New.Romney", "New.Windsor", "Newark", "Newbiggin.by.the.sea", "Newburn", "Newbury", "Newcastle", "Newcastle.Emlyn", "Newcastle.under.Lyme", "Newhaven", "Newmarket", "Newport", "Newport.1", "Newport.2", "Newport.Pagnell", "Newquay", "Newton.Abbot", "Newton.le.Willows", "Newtown.and.Llanllwchaiarn", "Neyland", "Normanton", "North.Walsham", "Northallerton", "Northam", "Northampton", "Northfleet", "Northwich", "Norton", "Norton.Radstock", "Norwich", "Nottingham", "Nuneaton", "Oadby", "Oakengates", "Oakham", "Ogmore.and.Garw", "Okehampton", "Old.Fletton", "Oldbury", "Oldham", "Ormskirk", "Orpington", "Orrell", "Ossett", "Oswaldtwistle", "Oswestry", "Otley", "Ottery.St.Mary", "Oundle", "Oxford", "Padiham", "Padstow", "Paignton", "Pembroke", "Penarth", "Penge", "Penistone", "Penmaenmawr", "Penrith", "Penryn", "Penzance", "Peterborough", "Petersfield", "Pickering", "Plymouth", "Pontefract", "Pontypool", "Pontypridd", "Poole", "Port.Talbot", "Porthcawl", "Portishead", "Portland", "Portmadoc", "Portslade.by.Sea", "Portsmouth", "Potters.Bar", "Poulton.le.Fylde", "Preesall", "Prescot", "Prestatyn", "Preston", "Prestwich", "Prudhoe", "Pudsey", "Pwllheli", "Queenborough", "Queensbury.and.Shelf", "Radcliffe", "Rainford", "Ramsbottom", "Ramsey", "Ramsgate", "Raunds", "Rawmarsh", "Rawtenstall", "Rayleigh", "Reading", "Redcar", "Redditch", "Reigate", "Rhondda", "Rhyl", "Rhymney", "Richmond", "Richmond.1", "Rickmansworth", "Ripley", "Ripon", "Ripponden", "Risca", "Rishton", "Rochdale", "Rochester", "Romford", "Romsey", "Ross.on.Wye", "Rotherham", "Rothwell", "Rothwell.1", "Rowley.Regis", "Royal.Leamington.Spa", "Royal.Tunbridge.Wells", "Royston", "Royston.1", "Royton", "Rugby", "Rugeley", "Ruislip.Northwood", "Runcorn", "Rushden", "Ruthin", "Ryde", "Rye", "Ryton", "S.Molton", "S.Shields", "Saddleworth", "Saffron.Walden", "Salcombe", "Sale", "Salford", "Salisbury", "Saltash", "Saltburn.and.Marske.by.the.sea", "Sandbach", "Sandown.Shanklin", "Sandwich", "Sandy", "Sawbridgeworth", "Saxmundham", "Scalby", "Scarborough", "Scunthorpe", "Seaford", "Seaham", "Seaton", "Seaton.Valley", "Sedgley", "Selby", "Sevenoaks", "Shaftesbury", "Sheerness", "Sheffield", "Shepshed", "Shepton.Mallet", "Sherborne", "Sheringham", "Shildon", "Shipley", "Shoreham.by.Sea", "Shrewsbury", "Sidmouth", "Silsden", "Sittingbourne.and.Milton", "Skegness", "Skelmersdale", "Skelton.and.Brotton", "Skipton", "Sleaford", "Slough", "Smethwick", "Southall", "Southampton", "Southborough", "Southend", "Southgate", "Southport", "Southwick", "Southwold", "Sowerby.Bridge", "Spalding", "Spenborough", "Spennymoor", "St.Albans", "St.Austell", "St.Helens", "St.Ives", "St.Ives.1", "St.Just", "St.Neots", "Stafford", "Staines", "Stalybridge", "Stamford", "Standish.with.Langtree", "Stanley", "Stanley.1", "Staveley", "Stevenage", "Stockport", "Stocksbridge", "Stockton.on.Tees", "Stoke", "Stone", "Stourbridge", "Stourport.on.Severn", "Stowmarket", "Stratford.upon.Avon", "Street", "Stretford", "Stroud", "Sudbury", "Sunderland", "Surbiton", "Sutton.Coalfield", "Sutton.and.Cheam", "Sutton.in.Ashfield", "Swadlincote", "Swaffham", "Swanage", "Swanscombe", "Swansea", "Swindon", "Swinton", "Swinton.and.Pendlebury", "Tamworth", "Taunton", "Tavistock", "Teignmouth", "Tenby", "Tenterden", "Tettenhall", "Tewkesbury", "Thame", "Thetford", "Thornaby.on.Tees", "Thorton.Cleveleys", "Thurrock", "Tickhill", "Tipton", "Tiverton", "Todmorden", "Tonbridge", "Torpoint", "Torquay", "Totnes", "Tottenham", "Tottington", "Tow.Law", "Towyn", "Trawden", "Tredegar", "Tring", "Trowbridge", "Truro", "Turton", "Twickenham", "Tyldesley", "Tynemouth", "Ulverston", "Up.Holland", "Urmston", "Usk", "Uttoxeter", "Uxbridge", "Ventnor", "W.Bridgford", "W.Bromwich", "W.Ham", "W.Hartlepool", "W.Mersea", "Wakefield", "Wallasey", "Wallingford", "Wallsend", "Walsall", "Waltham.Holy.Cross", "Walthamstow", "Walton.and.Weybridge", "Walton.le.Dale", "Wanstead.and.Woodford", "Wantage", "Wardle", "Ware", "Wareham", "Warminster", "Warrington", "Warsop", "Warwick", "Washington", "Watchet", "Watford", "Wath.upon.Dearne", "Wednesbury", "Wednesfield", "Wellingborough", "Wellington", "Wellington.1", "Wells", "Wells.next.the.sea", "Welshpool", "Welwyn.Garden.City", "Wem", "Wembley", "Wenlock", "Westbury", "Westhoughton", "Weston.super.Mare", "Weymouth.and.Melcombe.Regis", "Whaley.Bridge", "Whickham", "Whitby", "Whitchurch", "Whitefield", "Whitehaven", "Whitley.Bay", "Whitstable", "Whittlesey", "Whitworth", "Widnes", "Wigan", "Wigston", "Willenhall", "Willesden", "Wilmslow", "Wilton", "Wimbledon", "Wimborne.Minster", "Winchester", "Windermere", "Winsford", "Wirksworth", "Wirral", "Wisbech", "Witham", "Withernsea", "Withnell", "Witney", "Wivenhoe", "Woking", "Wokingham", "Wolverhampton", "Wolverton", "Wombwell", "Wood.Green", "Woodbridge", "Woodhall.Spa", "Woodstock", "Worcester", "Workington", "Worksop", "Worsbrough", "Worsley", "Worthing", "Wrexham", "Wymondham", "Yeovil", "Yiewsley.and.W.Drayton", "York" ] -data.years = np.array([ 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64 ], dtype=np.uint32) -data.reports = np.array([ 44.01923, 44.03846, 44.05769, 44.07692, 44.09615, 44.11538, 44.13462, 44.15385, 44.17308, 44.19231, 44.21154, 44.23077, 44.25, 44.26923, 44.28846, 44.30769, 44.32692, 44.34615, 44.36538, 44.38462, 44.40385, 44.42308, 44.44231, 44.46154, 44.48077, 44.5, 44.51923, 44.53846, 44.55769, 44.57692, 44.59615, 44.61538, 44.63462, 44.65385, 44.67308, 44.69231, 44.71154, 44.73077, 44.75, 44.76923, 44.78846, 44.80769, 44.82692, 44.84615, 44.86538, 44.88462, 44.90385, 44.92308, 44.94231, 44.96154, 44.98077, 45.0, 45.01923, 45.03846, 45.05769, 45.07692, 45.09615, 45.11538, 45.13462, 45.15385, 45.17308, 45.19231, 45.21154, 45.23077, 45.25, 45.26923, 45.28846, 45.30769, 45.32692, 45.34615, 45.36538, 45.38462, 45.40385, 45.42308, 45.44231, 45.46154, 45.48077, 45.5, 45.51923, 45.53846, 45.55769, 45.57692, 45.59615, 45.61538, 45.63462, 45.65385, 45.67308, 45.69231, 45.71154, 45.73077, 45.75, 45.76923, 45.78846, 45.80769, 45.82692, 45.84615, 45.86538, 45.88462, 45.90385, 45.92308, 45.94231, 45.96154, 45.98077, 46.0, 46.01923, 46.03846, 46.05769, 46.07692, 46.09615, 46.11538, 46.13462, 46.15385, 46.17308, 46.19231, 46.21154, 46.23077, 46.25, 46.26923, 46.28846, 46.30769, 46.32692, 46.34615, 46.36538, 46.38462, 46.40385, 46.42308, 46.44231, 46.46154, 46.48077, 46.5, 46.51923, 46.53846, 46.55769, 46.57692, 46.59615, 46.61538, 46.63462, 46.65385, 46.67308, 46.69231, 46.71154, 46.73077, 46.75, 46.76923, 46.78846, 46.80769, 46.82692, 46.84615, 46.86538, 46.88462, 46.90385, 46.92308, 46.94231, 46.96154, 46.98077, 47.0, 47.01887, 47.03774, 47.0566, 47.07547, 47.09434, 47.11321, 47.13208, 47.15094, 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cases=np.array([4,3,0,0,0,2,3,1,0,2,1,1,4,0,0,1,2,1,1,2,0,0,0,1,0,0,1,0,0,1,0,2,1,1,1,1,1,7,3,0,1,4,5,12,2,6,18,17,11,25,9,15,41,22,64,69,173,162,146,139,87,83,107,87,32,31,18,11,14,5,3,4,3,1,3,4,2,2,0,0,0,0,0,1,0,0,1,1,2,0,0,0,1,0,0,0,1,0,0,1,1,2,2,2,1,1,0,0,0,0,1,1,1,0,0,1,2,1,1,1,2,1,3,5,4,12,13,15,17,19,20,5,9,3,2,1,0,2,0,1,0,2,0,1,2,3,9,4,5,10,1,6,7,6,3,3,4,3,3,2,3,14,15,17,12,18,15,14,16,11,26,21,28,38,83,124,83,88,69,57,48,34,38,43,35,27,25,12,16,7,5,1,0,0,2,2,1,0,0,0,0,0,1,1,0,1,0,0,1,0,0,0,0,0,1,2,2,0,1,1,2,2,0,1,6,3,13,20,17,23,13,22,21,8,10,14,23,16,36,34,24,27,10,9,8,5,9,3,9,7,6,14,11,8,17,8,6,39,33,47,40,42,55,43,115,122,169,140,90,88,59,47,28,32,16,34,24,19,11,11,33,32,34,36,18,13,7,14,7,9,3,3,4,3,3,2,3,3,0,0,0,1,1,0,1,1,0,1,0,0,0,2,0,0,0,0,2,0,0,0,0,0,0,0,0,1,0,0,1,3,1,0,0,2,3,8,23,7,27,16,4,3,4,6,3,1,4,4,0,3,2,9,32,24,80,29,88,30,95,155,229,233,171,226,167,198,126,74,69,55,69,65,57,70,35,49,23,15,18,9,10,9,6,9,7,6,3,1,0,0,0,3,1,2,0,1,0,1,0,2,1,0,0,0,0,0,1,0,1,0,0,1,1,0,0,0,0,0,0,0,2,1,0,1,0,0,1,4,1,1,1,2,0,1,0,0,1,0,2,2,1,1,2,1,5,9,15,13,8,10,12,6,17,6,17,21,48,35,112,66,261,138,263,173,234,212,156,186,104,159,121,50,40,40,40,16,34,12,12,10,12,8,9,9,10,8,2,4,3,9,2,3,0,1,0,1,0,0,0,0,3,6,2,0,0,0,0,0,0,0,0,0,0,1,1,1,0,1,0,2,0,0,0,0,0,0,1,0,3,0,0,0,0,0,0,1,0,0,0,3,1,1,0,0,0,0,2,0,0,1,0,0,1,2,2,2,0,0,0,0,0,4,3,2,13,6,22,31,13,39,25,33,14,18,31,17,23,51,58,101,124,92,139,150,176,256,138,87,148,106,34,34,19,21,15,24,20,25,36,8,9,2,0,5,0,0,2,6,2,4,3,1,1,0,0,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,1,2,0,2,2,2,3,3,1,2,1,4,1,0,2,1,2,0,0,0,0,0,1,1,0,3,1,0,2,1,2,0,0,0,0,1,0,6,13,19,38,19,24,5,4,7,7,18,38,23,14,24,45,90,102,148,122,112,190,97,169,78,110,43,50,19,11,5,1,3,2,0,0,0,1,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,1,1,0,0,0,0,0,0,0,0,0,1,2,16,14,27,14,17,1,11,1,5,1,1,7,3,5,0,2,0,1,0,2,2,9,7,35,55,124,188,195,179,204,238,208,116,106,120,87,83,37,35,37,18,17,7,6,9,5,2,0,0,1,0,1,4,2,2,0,0,0,2,1,3,1,1,1,4,2,0,0,0,1,0,0,4,0,0,0,0,1,0,0,0,0,3,1,0,0,1,4,9,0,8,4,6,0,2,2,4,21,10,6,14,6,5,8,5,1,3,1,8,7,4,12,12,30,12,15,3,10,4,0,0,1,0,0,1,0,0,0,1,0,1,0,0,0,1,0,1,1,20,1,29,7,31,10,14,7,6,15,11,27,8,8,12,8,29,32,36,57,53,51,28,17,46,46,93,74,61,32,20,26,11,9,6,7,16,35,49,51,45,11,22,19,22,21,41,31,31,34,65,26,37,41,28,18,14,11,15,5,3,9,3,6,4,4,1,5,2,4,7,7,24,8,16,20,34,59,40,34,28,23,27,7,2,2,6,4,6,1,9,3,7,6,2,6,3,2,2,5,3,2,4,4,1,2,17,2,2,6,11,1,2,6,7,8,5,1,7,2,3,4,15,5,18,12,5,8,22,8,50,23,72,36,23,12,9,6,2,2,1,3,10,8,14,8,6,16,14,16,35,41,22,78,95,65,81,114,152,135,99,59,53,18,25,4,5,7,10,5,3,10,22,24,33,10,5,0,0,1,1,1,4,3,4,1,3,5,0,5,0,1,1,1,0,0,0,0,4,6,14,20,27,20,13,31], dtype=np.uint32), - latitude=53.955, - longitude=-1.093), -} diff --git a/tests/engwaldist.npy b/tests/engwaldist.npy deleted file mode 100644 index 7723c9f..0000000 Binary files a/tests/engwaldist.npy and /dev/null differ diff --git a/tests/explore_seir.py b/tests/explore_seir.py deleted file mode 100755 index 07dcd52..0000000 --- a/tests/explore_seir.py +++ /dev/null @@ -1,77 +0,0 @@ -#! /usr/bin/env python3 - -"""Explore the final attack fraction of the SEIR model.""" - -from argparse import ArgumentParser -from datetime import datetime -from pathlib import Path - -import numpy as np -import pandas as pd - -from test_agentseir import test_seir - - -class Namespace: - """A simple class for storing parameters.""" - - def __init__(self, **kwargs): - self.__dict__.update(kwargs) - - -def batch(meta): - """Run (optionally) a batch of simulations and, optionally, plot the results.""" - meta.resultsdir.mkdir(exist_ok=True) - - if meta.simulate: - print(f"Running {meta.steps} simulations with {meta.replicates} replicates each. Results in '{meta.resultsdir}'") - reproductive_number = np.linspace(meta.min_r0, meta.max_r0, meta.steps) - for r0 in reproductive_number: - for replicate in range(meta.replicates): - params = Namespace( - timesteps=365, - pop_size=1_000_000, - exp_mean=4.0, - exp_std=1.0, - inf_mean=5.0, - inf_std=1.0, - initial_inf=10, - r_naught=r0, - poisson=True, - vaccinate=False, - masking=False, - seed=datetime.now().microsecond, # noqa: DTZ005 - filename=meta.resultsdir / f"{r0:0.2f}_{replicate}.csv", - beta=r0 / 5.0, - ) - test_seir(params) - - if meta.plot: - print(f"Reading results from '{meta.resultsdir}'") - points = [] - for filename in meta.resultsdir.glob("*.csv"): - df = pd.read_csv(filename) - r_naught = float(filename.name.split("_")[0]) - final = df.iloc[-1] - fraction = final.recovered / (final.susceptible + final.exposed + final.infected + final.recovered) - points.append((r_naught, fraction)) - - points = pd.DataFrame(points, columns=["R0", "fraction"]) - print(f"Writing scatter plot to '{meta.resultsdir / meta.plotname}'") - points.plot.scatter(x="R0", y="fraction", figsize=(12, 9)).get_figure().savefig(meta.resultsdir / meta.plotname) - - return - - -if __name__ == "__main__": - parser = ArgumentParser() - parser.add_argument("--nosimulate", dest="simulate", action="store_false") - parser.add_argument("--noplot", dest="plot", action="store_false") - parser.add_argument("--resultsdir", type=Path, default=Path(__file__).parent / "results_seir") - parser.add_argument("--min_r0", type=float, default=0.5) - parser.add_argument("--max_r0", type=float, default=2.5) - parser.add_argument("--steps", type=int, default=200) - parser.add_argument("--replicates", type=int, default=5) - parser.add_argument("--plotname", default="seir_scatter.png") - args = parser.parse_args() - batch(args) diff --git a/tests/explore_sir.py b/tests/explore_sir.py deleted file mode 100755 index 3c5cf21..0000000 --- a/tests/explore_sir.py +++ /dev/null @@ -1,74 +0,0 @@ -#! /usr/bin/env python3 - -"""Explore the final attack fraction of the SIR model.""" - -from argparse import ArgumentParser -from datetime import datetime -from pathlib import Path - -import numpy as np -import pandas as pd - -from test_agentsir import test_sir - - -class Namespace: - """A simple class for storing parameters.""" - - def __init__(self, **kwargs): - self.__dict__.update(kwargs) - - -def batch(meta): - """Run (optionally) a batch of simulations and, optionally, plot the results.""" - meta.resultsdir.mkdir(exist_ok=True) - - if meta.simulate: - print(f"Running {meta.steps} simulations with {meta.replicates} replicates each. Results in '{meta.resultsdir}'") - reproductive_number = np.linspace(meta.min_r0, meta.max_r0, meta.steps) - for r0 in reproductive_number: - for replicate in range(meta.replicates): - params = Namespace( - timesteps=365, - pop_size=1_000_000, - inf_mean=5, - inf_std=1, - initial_inf=10, - r_naught=r0, - filename=meta.resultsdir / f"{r0:0.2f}_{replicate}.csv", - beta=r0 / 5.0, - seed=datetime.now().microsecond, # noqa: DTZ005 - poisson=True, - vaccinate=False, - ) - test_sir(params) - - if meta.plot: - print(f"Reading results from '{meta.resultsdir}'") - points = [] - for filename in meta.resultsdir.glob("*.csv"): - df = pd.read_csv(filename) - r_naught = float(filename.name.split("_")[0]) - final = df.iloc[-1] - fraction = final.recovered / (final.susceptible + final.infected + final.recovered) - points.append((r_naught, fraction)) - - points = pd.DataFrame(points, columns=["R0", "fraction"]) - print(f"Writing scatter plot to '{meta.resultsdir / meta.plotname}'") - points.plot.scatter(x="R0", y="fraction", figsize=(12, 9)).get_figure().savefig(meta.resultsdir / meta.plotname) - - return - - -if __name__ == "__main__": - parser = ArgumentParser() - parser.add_argument("--nosimulate", dest="simulate", action="store_false") - parser.add_argument("--noplot", dest="plot", action="store_false") - parser.add_argument("--resultsdir", type=Path, default=Path(__file__).parent / "results_sir") - parser.add_argument("--min_r0", type=float, default=0.5) - parser.add_argument("--max_r0", type=float, default=2.5) - parser.add_argument("--steps", type=int, default=200) - parser.add_argument("--replicates", type=int, default=5) - parser.add_argument("--plotname", default="sir_scatter.png") - args = parser.parse_args() - batch(args) diff --git a/tests/nigeria.py b/tests/nigeria.py deleted file mode 100644 index e3717b6..0000000 --- a/tests/nigeria.py +++ /dev/null @@ -1,1610 +0,0 @@ -#******************************************************************************** -# -# Population data -# (SIZE: int, YEAR: int) -# Latitude (Y) and longitude data (X) -# (X_VAL: float, Y_VAL: float) -# Area data (km^2) -# AREA: float -# -# "LOCATION": ((SIZE, YEAR), (X_VAL, Y_VAL), AREA) -# -#******************************************************************************** - -lgas = { - "AFRO:NIGERIA": ((183051824, 2015), (8.103029, 9.574646), 915677.3), - "AFRO:NIGERIA:NORTH_CENTRAL": ((26011890, 2015), (6.806454, 8.858425), 225032.1), - "AFRO:NIGERIA:NORTH_CENTRAL:BENUE": ((5379473, 2015), (8.74005, 7.334983), 30948.8), - "AFRO:NIGERIA:NORTH_CENTRAL:BENUE:ADO": ((218307, 2015), (8.000171, 6.806498), 1146.6), - "AFRO:NIGERIA:NORTH_CENTRAL:BENUE:AGATU": ((149264, 2015), (7.897218, 7.865625), 1083.7), - "AFRO:NIGERIA:NORTH_CENTRAL:BENUE:APA": ((156060, 2015), (7.896077, 7.606165), 1199.5), - "AFRO:NIGERIA:NORTH_CENTRAL:BENUE:BURUKU": ((241059, 2015), (9.191679, 7.363852), 1226.8), - "AFRO:NIGERIA:NORTH_CENTRAL:BENUE:GBOKO": ((449950, 2015), (8.883576, 7.370098), 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-] diff --git a/tests/scenario_engwal.py b/tests/scenario_engwal.py index cc9a1c5..011d944 100644 --- a/tests/scenario_engwal.py +++ b/tests/scenario_engwal.py @@ -13,10 +13,13 @@ def initialize_engwal(model, parameters, num_nodes: int = 0) -> Tuple[int, DemographicsStatic, np.ndarray, np.ndarray]: """Initialize the model with the England+Wales scenario.""" - from data.engwaldata import data + if Path.cwd().parts[-1] == "tests": + from data.engwaldata import data + else: # guess that we are running from a notebook in the root of the project + from tests.data.engwaldata import data # get distances between nodes - distances = np.load(Path(__file__).parent / "data/engwaldist.npy") + distances = np.load(Path(__file__).parent / "data" / "engwaldist.npy") nodes = [ Node( diff --git a/tests/scenario_nigeria.py b/tests/scenario_nigeria.py index 28d2f54..359c3f6 100644 --- a/tests/scenario_nigeria.py +++ b/tests/scenario_nigeria.py @@ -1,6 +1,7 @@ """Load initial population, demographics, and network data for the Nigeria scenario.""" from collections import namedtuple +from pathlib import Path from typing import Tuple import numpy as np @@ -12,8 +13,12 @@ def initialize_nigeria(model, parameters, num_nodes: int = 0, level: int = 5) -> Tuple[int, DemographicsByYear, np.ndarray, np.ndarray]: """Initialize the model with the Nigeria scenario.""" - from data.nigeria import gravity - from data.nigeria import lgas + if Path.cwd().parts[-1] == "tests": + from data.nigeria import gravity + from data.nigeria import lgas + else: # guess that we are running from a notebook in the root of the project + from tests.data.nigeria import gravity + from tests.data.nigeria import lgas # Massage the data into the format expected by the model assert level == 5, f"Invalid level {level=} (We only have network data for level 5)" diff --git a/tests/test_agentseir.py b/tests/test_agentseir.py deleted file mode 100755 index 36a004e..0000000 --- a/tests/test_agentseir.py +++ /dev/null @@ -1,283 +0,0 @@ -#!/usr/bin/env python3 - -"""Test cases for HomogeneousABC class.""" - -from argparse import ArgumentParser -from datetime import datetime -from pathlib import Path - -tzero = datetime.now() - -import numba as nb -import numpy as np -import polars as pl -from tqdm import tqdm - -from idmlaser.community.homogeneous_abc import HomogeneousABC as abc - -timport = datetime.now() - - -def set_params(): - TIMESTEPS = np.uint32(128) - POP_SIZE = np.uint32(200_000_000) - MEAN_EXP = np.float32(4) - STD_EXP = np.float32(1) - MEAN_INF = np.float32(5) - STD_INF = np.float32(1) - INIT_INF = np.uint32(10) - R_NAUGHT = np.float32(2.5) - SEED = np.uint32(20231205) - - parser = ArgumentParser() - parser.add_argument("-t", "--timesteps", type=np.uint32, default=TIMESTEPS) - parser.add_argument("-p", "--pop_size", type=np.uint32, default=POP_SIZE) - parser.add_argument("--exp_mean", type=np.float32, default=MEAN_EXP) - parser.add_argument("--exp_std", type=np.float32, default=STD_EXP) - parser.add_argument("--inf_mean", type=np.float32, default=MEAN_INF) - parser.add_argument("--inf_std", type=np.float32, default=STD_INF) - parser.add_argument("--initial_inf", type=np.uint32, default=INIT_INF) - parser.add_argument("--r_naught", type=np.float32, default=R_NAUGHT) - parser.add_argument( - "--brute_force", action="store_false", dest="poisson", help="use brute force tx instead of Poisson draw for potential targets" - ) - parser.add_argument("-v", "--vaccinate", action="store_true") - parser.add_argument("-m", "--masking", action="store_true") - parser.add_argument("-s", "--seed", type=np.uint32, default=SEED) - parser.add_argument("-f", "--filename", type=Path, default=Path(__file__).parent / "seir.csv") - - args = parser.parse_args() - args.__setattr__("beta", np.float32(args.r_naught / args.inf_mean)) - - return args # might return vars(args) if we need to return a dictionary - - -def test_seir(params): - DOB_TYPE_NP = np.int32 # measured in days anchored at t=0, so all initial DoBs are negative - SUSCEPTIBILITY_TYPE_NP = np.uint8 # currently just 1|0 - SUSCEPTIBILITY_TYPE_NB = nb.uint8 - ITIMER_TYPE_NP = np.uint8 # don't need more than 255 days of incubation or infectiousness - ITIMER_TYPE_NB = nb.uint8 - - print(f"Creating a well-mixed SEIR community with {params.pop_size:_} individuals.") - community = abc( - params.pop_size, - beta=params.beta, - exp_mean=params.exp_mean, - exp_std=params.exp_std, - inf_mean=params.inf_mean, - inf_std=params.inf_std, - ) - community.add_property("dob", dtype=DOB_TYPE_NP, default=0) - community.add_property("susceptibility", dtype=SUSCEPTIBILITY_TYPE_NP, default=1) - community.add_property("etimer", dtype=ITIMER_TYPE_NP, default=0) - community.add_property("itimer", dtype=ITIMER_TYPE_NP, default=0) - # We're not using these, yet. - # community.add_property("age_at_infection", dtype=DOB_TYPE_NP, default=0) - # community.add_property("time_of_infection", dtype=DOB_TYPE_NP, default=0) - - _prng = np.random.default_rng(seed=params.seed) - - # initialize the dob property to a random (negative) value between 0 and 100*365 - # I.e., everyone was born some number of days before the start of the simulation - community.dob = -_prng.integers(0, 100 * 365, size=community.count, dtype=DOB_TYPE_NP) - - # select INIT_INF individuals at random and set their itimer to normal distribution with mean 5 and std 1 - # consider including +1 since the first action in processing is to decrement the infection timer - initial_infs = _prng.choice(community.count, size=params.initial_inf, replace=False) - community.itimer[initial_infs] = _prng.normal(params.inf_mean, params.inf_std, size=params.initial_inf).round().astype(ITIMER_TYPE_NP) - community.susceptibility[initial_infs] = 0 - - # We do the dance seen below a couple of times because Numba doesn't know what it can - # do with Python classes, e.g. community. So we use Numba on an inner loop with the - # argument types explicitly passed and call the inner loop from the more general step function. - - # Note that we use the _NB (Numba) type versions here vs. the _NP (Numpy) type versions above. - - @nb.njit((ITIMER_TYPE_NB[:], nb.uint32), parallel=True, nogil=True, cache=True) - def infection_update_inner(itimers, count): - for i in nb.prange(count): - if itimers[i] > 0: - itimers[i] -= 1 - return - - def infection_update(community, _timestep): - # community.itimer[community.itimer > 0] -= 1 - infection_update_inner(community.itimer, community.count) - - return - - # Note: we add the infection_update step _before_ the incubation update step. - # Otherwise, we would set the infectiouness timer at the end of incubation and - # immediately decrement it by one day. - community.add_step(infection_update) - - @nb.njit((ITIMER_TYPE_NB[:], ITIMER_TYPE_NB[:], nb.uint32, nb.float32, nb.float32), parallel=True, nogil=True, cache=True) - def incubation_update_inner(etimers, itimers, count, inf_mean, inf_std): - for i in nb.prange(count): - if etimers[i] > 0: # if you have an active exposure timer... - etimers[i] -= 1 # ...decrement it - if etimers[i] == 0: # if it has reached 0... - # set your infection timer to a draw from a normal distribution - itimers[i] = ITIMER_TYPE_NP(np.round(np.random.normal(inf_mean, inf_std))) - - return - - def incubation_update(community, _timestep): - # exposed = community.etimer != 0 - # community.etimer[community.etimer > 0] -= 1 - # infectious = exposed & (community.etimer == 0) - # community.itimer[infectious] = np.round(np.random.normal(MEAN_INF, STD_INF, size=infectious.sum())) - incubation_update_inner(community.etimer, community.itimer, community.count, community.inf_mean, community.inf_std) - - return - - # See above about adding this step _after_ the infection_update. - community.add_step(incubation_update) - - if params.poisson: - print("Using Poisson draw for transmission.") - - @nb.njit( - (SUSCEPTIBILITY_TYPE_NB[:], ITIMER_TYPE_NB[:], nb.int64[:], nb.uint32, nb.float32, nb.float32), - parallel=True, - nogil=True, - cache=True, - ) - def transmission_inner(susceptibility, etimer, targets, actual, exp_mean, exp_std): - for i in nb.prange(actual): # pylint: disable=E1133 - target = targets[i] - if np.random.random_sample() < susceptibility[target]: - susceptibility[target] = 0 - etimer[target] = ITIMER_TYPE_NP(np.round(np.random.normal(exp_mean, exp_std))) - - return - - def transmission(community, _timestep): - contagion = (community.itimer != 0).sum() - expected = community.beta * contagion - actual = np.uint32(np.random.poisson(expected)) - targets = np.random.choice(community.count, size=actual, replace=True) - - transmission_inner( - community.susceptibility, - community.etimer, - targets, - actual, - community.exp_mean, - community.exp_std, - ) - - return - - else: - print("Using brute force iteration for transmission.") - - @nb.njit( - (SUSCEPTIBILITY_TYPE_NB[:], ITIMER_TYPE_NB[:], ITIMER_TYPE_NB[:], nb.uint32, nb.float32, nb.float32, nb.float32), - parallel=True, - nogil=True, - cache=True, - ) - def transmission_inner(susceptibility, etimer, itimer, count, beta, exp_mean, exp_std): - contagion = (itimer != 0).sum() - force = beta * contagion * (1.0 / count) - for i in nb.prange(count): - if np.random.random_sample() < (force * susceptibility[i]): - susceptibility[i] = 0 - etimer[i] = ITIMER_TYPE_NP(np.round(np.random.normal(exp_mean, exp_std))) - - return - - def transmission(community, _timestep): - transmission_inner( - community.susceptibility, - community.etimer, - community.itimer, - community.count, - community.beta, - community.exp_mean, - community.exp_std, - ) - - return - - community.add_step(transmission) - - if params.vaccinate: - - @nb.njit((SUSCEPTIBILITY_TYPE_NB[:], nb.uint32), parallel=True, nogil=True, cache=True) - def vaccinate_inner(susceptibility, count): - for i in nb.prange(count): - if np.random.binomial(1, 0.6) == 1: - susceptibility[i] = 0 - return - - def vaccinate(community, timestep): - if timestep == 30: - # do a binomial draw with probability 0.6 and set the susceptibility to 0.0 for those individuals - # community.susceptibility[np.random.binomial(1, 0.6, size=community.count, dtype=np.bool)] = 0.0 - vaccinate_inner(community.susceptibility, community.count) - - return - - community.add_step(vaccinate) - - if params.masking: - - def social_distancing(community, timestep): - if timestep == 30: - print("implementing social distancing") - community.beta = 1.2 - - return - - community.add_step(social_distancing) - - # Add one here for room to capture the initial state - results = np.zeros((params.timesteps + 1, 5), dtype=np.uint32) - - # def record(timestep, community, results): - @nb.njit( - (nb.uint32, SUSCEPTIBILITY_TYPE_NB[:], ITIMER_TYPE_NB[:], ITIMER_TYPE_NB[:], nb.uint32[:, :]), parallel=True, nogil=True, cache=True - ) - def record(timestep, susceptibility, etimer, itimer, results): - """Record the state of the community at the current timestep""" - - results[timestep, 0] = timestep - results[timestep, 1] = (susceptibility > 0).sum() - results[timestep, 2] = (etimer > 0).sum() - results[timestep, 3] = (itimer > 0).sum() - results[timestep, 4] = ((susceptibility == 0) & (etimer == 0) & (itimer == 0)).sum() - - return - - record(0, community.susceptibility, community.etimer, community.itimer, results) # record(0, community=community, results=results) - - start = datetime.now() - for timestep in tqdm(range(params.timesteps)): - community.step(timestep) - record( - timestep + 1, community.susceptibility, community.etimer, community.itimer, results - ) # record(timestep+1, community=community, results=results) - - finish = datetime.now() - print(f"elapsed time: {finish - start}") - - # This appears, with some testing, to be quite efficient - the Polars DataFrame wraps - # the existing Numpy arrays rather than copying them. - df = pl.DataFrame(data=results, schema=["timestep", "susceptible", "exposed", "infected", "recovered"]) - df.write_csv(params.filename) - print(f"Results written to '{params.filename}'.") - - return - - -if __name__ == "__main__": - params = set_params() - test_seir(params) - - tfinish = datetime.now() - print(f"import time: {timport - tzero}") - print(f"execution time: {tfinish - timport}") - print(f"total time: {tfinish - tzero}") diff --git a/tests/test_agentsir.py b/tests/test_agentsir.py deleted file mode 100755 index 0d1165a..0000000 --- a/tests/test_agentsir.py +++ /dev/null @@ -1,242 +0,0 @@ -#!/usr/bin/env python3 - -"""Test cases for HomogeneousABC class.""" - -from argparse import ArgumentParser -from datetime import datetime -from pathlib import Path - -tstart = datetime.now() - -import numba as nb -import numpy as np -import polars as pl -from tqdm import tqdm - -from idmlaser.community.homogeneous_abc import HomogeneousABC as abc - -timport = datetime.now() - - -def set_params(): - TIMESTEPS = np.uint32(128) - POP_SIZE = np.uint32(200_000_000) - INF_MEAN = np.float32(5) - INF_STD = np.float32(1) - INIT_INF = np.uint32(10) - R_NAUGHT = np.float32(2.5) - - SEED = np.uint32(20231205) - - parser = ArgumentParser() - parser.add_argument("-t", "--timesteps", type=np.uint32, default=TIMESTEPS) - parser.add_argument("-p", "--pop_size", type=np.uint32, default=POP_SIZE) - parser.add_argument("--inf_mean", type=np.float32, default=INF_MEAN) - parser.add_argument("--inf_std", type=np.float32, default=INF_STD) - parser.add_argument("--initial_inf", type=np.uint32, default=INIT_INF) - parser.add_argument("--r_naught", type=np.float32, default=R_NAUGHT) - parser.add_argument( - "--brute_force", action="store_false", dest="poisson", help="use brute force tx instead of Poisson draw for potential targets" - ) - parser.add_argument("-v", "--vaccinate", action="store_true") - parser.add_argument("--seed", type=np.uint32, default=SEED) - parser.add_argument("-f", "--filename", type=Path, default=Path(__file__).parent / "sir.csv") - - args = parser.parse_args() - args.__setattr__("beta", np.float32(args.r_naught / args.inf_mean)) - - return args # might use vars(args) here if we need to return a dictionary - - -def test_sir(params): - # Let's define some types here so what we allocate in Numpy has known analogs in Numba - - DOB_TYPE_NP = np.int32 # measured in days anchored at t=0, so all initial DoBs are negative - SUSCEPTIBILITY_TYPE_NP = np.uint8 # currently just 1|0 - SUSCEPTIBILITY_TYPE_NB = nb.uint8 - ITIMER_TYPE_NP = np.uint8 # don't need more than 255 days of infectiousness at this point - ITIMER_TYPE_NB = nb.uint8 - - print(f"Creating a well-mixed SIR community with {params.pop_size:_} individuals.") - community = abc( - params.pop_size, - beta=params.beta, # add the beta property to the community for use later - mean=params.inf_mean, # add the mean property to the community - std=params.inf_std, # add the std property to the community - ) # add the std property to the community - community.add_property("dob", dtype=DOB_TYPE_NP, default=0) # we will initialize DoB below - community.add_property("susceptibility", dtype=SUSCEPTIBILITY_TYPE_NP, default=1) # initially, everyone is susceptible - community.add_property("itimer", dtype=ITIMER_TYPE_NP, default=0) # timer > 0 indicates infection, initially 0 - - # This doesn't quite do what we would expect since Numba uses its own PRNG - # and I don't know how it is seeded. - prng = np.random.default_rng(seed=params.seed) - - # initialize the dob property to a random (negative) value between 0 and 100*365 - # I.e., everyone was born some number of days before the start of the simulation - community.dob = -prng.integers(0, 100 * 365, size=community.count, dtype=DOB_TYPE_NP) - - # select INIT_INF individuals at random and set their itimer to normal distribution with mean 5 and std 1 - # consider including +1 since the first action in processing is to decrement the infection timer - initial_infs = prng.choice(community.count, size=params.initial_inf, replace=False) - # prng.normal() _could_ draw negative numbers, consider making the minimum initial timer 1 day - community.itimer[initial_infs] = ( - prng.normal(params.inf_mean, params.inf_std, size=params.initial_inf).round().astype(ITIMER_TYPE_NP).clip(min=1) + 1 - ) - community.susceptibility[initial_infs] = 0 - - # We do the dance seen below a couple of times because Numba doesn't know what it can - # do with Python classes, e.g. community. So we use Numba on an inner loop with the - # argument types explicitly passed and call the inner loop from the more general step function. - - # Note that we use the _NB (Numba) type versions here vs. the _NP (Numpy) type versions above. - - @nb.njit((ITIMER_TYPE_NB[:], nb.uint32), parallel=True, nogil=True, cache=True) - def infection_update_inner(timers, count): - for i in nb.prange(count): - if timers[i] > 0: - timers[i] -= 1 - return - - def infection_update(community, _timestep): - # community.itimer[community.itimer > 0] -= 1 - infection_update_inner(community.itimer, community.count) - - return - - community.add_step(infection_update) - - if params.poisson: - print("Using Poisson draw for potential targets.") - - @nb.njit( - (SUSCEPTIBILITY_TYPE_NB[:], ITIMER_TYPE_NB[:], nb.int64[:], nb.uint32, nb.float32, nb.float32), - parallel=True, - nogil=True, - cache=True, - ) - def transmission_inner(susceptibility, itimer, targets, actual, inf_mean, inf_std): - for i in nb.prange(actual): - target = targets[i] - if np.random.random_sample() < susceptibility[target]: - susceptibility[target] = 0 - # Add 1 because the first action in processing is to decrement the infection timer - # So, for example, if the timer is initially 1, it will be set to 0 and the individual - # will be removed from the infected pool before they have a chance to infect anyone. - timer = np.round(np.random.normal(inf_mean, inf_std)) - if timer < 1: - timer = 1 - timer = timer + 1 - itimer[target] = ITIMER_TYPE_NP(timer) - - return - - def transmission(community, _timestep): - contagion = (community.itimer != 0).sum() - expected = community.beta * contagion - actual = np.uint32(np.random.poisson(expected)) - targets = np.random.choice(community.count, size=actual, replace=True) - - transmission_inner(community.susceptibility, community.itimer, targets, actual, community.mean, community.std) - - return - - else: - print("Using brute force for potential targets.") - - @nb.njit( - (SUSCEPTIBILITY_TYPE_NB[:], ITIMER_TYPE_NB[:], nb.uint32, nb.float32, nb.float32, nb.float32), - parallel=True, - nogil=True, - cache=True, - ) - def transmission_inner(susceptibility, itimer, count, beta, inf_mean, inf_std): - contagion = (itimer != 0).sum() - force = beta * contagion * (1.0 / count) - for i in nb.prange(count): - if np.random.random_sample() < (force * susceptibility[i]): - susceptibility[i] = 0 - # Add 1 because the first action in processing is to decrement the infection timer - # So, for example, if the timer is initially 1, it will be set to 0 and the individual - # will be removed from the infected pool before they have a chance to infect anyone. - timer = np.round(np.random.normal(inf_mean, inf_std)) - if timer < 1: - timer = 1 - timer = timer + 1 - itimer[i] = ITIMER_TYPE_NP(timer) - - return - - def transmission(community, _timestep): - transmission_inner(community.susceptibility, community.itimer, community.count, community.beta, community.mean, community.std) - - return - - community.add_step(transmission) - - if params.vaccinate: - - @nb.njit((SUSCEPTIBILITY_TYPE_NB[:], nb.uint32), parallel=True, nogil=True, cache=True) - def vaccinate_inner(susceptibility, count): - for i in nb.prange(count): - if np.random.binomial(1, 0.6) == 1: - susceptibility[i] = 0.0 - return - - def vaccinate(community, timestep): - if timestep == 30: - # do a binomial draw with probability 0.6 and set the susceptibility to 0.0 for those individuals - # community.susceptibility[np.random.binomial(1, 0.6, size=community.count, dtype=np.bool)] = 0.0 - vaccinate_inner(community.susceptibility, community.count) - - return - - community.add_step(vaccinate) - - # Add one here for room to capture the initial state - results = np.zeros((params.timesteps + 1, 4), dtype=np.uint32) - - # def record(timestep, community, results): - @nb.njit((nb.uint32, SUSCEPTIBILITY_TYPE_NB[:], ITIMER_TYPE_NB[:], nb.uint32[:, :]), parallel=True, nogil=True, cache=True) - def record(timestep, susceptibility, itimer, results): - """Record the state of the community at the current timestep""" - - results[timestep, 0] = timestep - # results[timestep,1] = (community.susceptibility > 0).sum() - # results[timestep,2] = (community.itimer > 0).sum() - # results[timestep,3] = ((community.susceptibility == 0) & (community.itimer == 0)).sum() - results[timestep, 1] = (susceptibility > 0).sum() - results[timestep, 2] = (itimer > 0).sum() - results[timestep, 3] = ((susceptibility == 0) & (itimer == 0)).sum() - - return - - record(0, community.susceptibility, community.itimer, results) # record(0, community=community, results=results) - - start = datetime.now() - for timestep in tqdm(range(params.timesteps)): - community.step(timestep) - record( - timestep + 1, community.susceptibility, community.itimer, results - ) # record(timestep+1, community=community, results=results) - - finish = datetime.now() - print(f"elapsed time: {finish - start}") - - # This appears, with some testing, to be quite efficient - the Polars DataFrame wraps - # the existing Numpy arrays rather than copying them. - df = pl.DataFrame(data=results, schema=["timestep", "susceptible", "infected", "recovered"]) - df.write_csv(params.filename) - print(f"Results written to '{params.filename}'.") - - return - - -if __name__ == "__main__": - params = set_params() - test_sir(params) - - tfinish = datetime.now() - print(f"import time: {timport - tstart}") - print(f"execution time: {tfinish - timport}") - print(f"elapsed time: {tfinish - tstart}") diff --git a/tests/test_spatialseir.py b/tests/test_spatialseir.py deleted file mode 100755 index 6afa431..0000000 --- a/tests/test_spatialseir.py +++ /dev/null @@ -1,254 +0,0 @@ -#! /usr/bin/env python3 - -"""Test spatial SEIR model.""" - -from argparse import ArgumentParser -from datetime import datetime - -tstart = datetime.now() - -import numba as nb -import numpy as np -import polars as pl -from tqdm import tqdm - -import nigeria -from idmlaser.community.homogeneous_abc import HomogeneousABC as abc - -timport = datetime.now() - - -def set_params(): - TIMESTEPS = np.uint32(180) - EXP_MEAN = np.float32(4) - EXP_STD = np.float32(1) - INF_MEAN = np.float32(5) - INF_STD = np.float32(1) - INIT_INF = np.uint32(10) - R_NAUGHT = np.float32(2.5) - SEED = np.uint32(20231205) - - parser = ArgumentParser() - parser.add_argument("--timesteps", type=np.uint32, default=TIMESTEPS) - parser.add_argument("--exp_mean", type=np.float32, default=EXP_MEAN) - parser.add_argument("--exp_std", type=np.float32, default=EXP_STD) - parser.add_argument("--inf_mean", type=np.float32, default=INF_MEAN) - parser.add_argument("--inf_std", type=np.float32, default=INF_STD) - parser.add_argument("--initial_infs", type=np.uint32, default=INIT_INF) - parser.add_argument("--r_naught", type=np.float32, default=R_NAUGHT) - parser.add_argument("-s", "--seed", type=np.uint32, default=SEED) - - args = parser.parse_args() - args.__setattr__("beta", np.float32(args.r_naught / args.inf_mean)) - - return args # might return vars(args) if we need to return a dictionary - - -def load_populations(): - # filter out the state and national level LGAs - lgas = {k: v for k, v in nigeria.lgas.items() if len(k.split(":")) == 5} - # from dictionary with key and values ((population, year), (lat, lon), area) extract population sizes - POP_INDEX = 0 # first item in value tuple is population info tuple - SIZE_INDEX = 0 # first item in population info tuple is population size - pops = np.array([v[POP_INDEX][SIZE_INDEX] for v in lgas.values()], dtype=np.uint32) - - return pops - - -def load_network(): - gravity = np.array(nigeria.gravity, dtype=np.float32) - - return gravity - - -def test_spatial_seir(params): - DOB_TYPE_NP = np.int32 # measured in days anchored at t=0, so all initial DoBs are negative - SUSCEPTIBILITY_TYPE_NP = np.uint8 # currently just 1|0 - SUSCEPTIBILITY_TYPE_NB = nb.uint8 - ITIMER_TYPE_NP = np.uint8 # don't need more than 255 days of incubation or infectiousness - ITIMER_TYPE_NB = nb.uint8 - - pops = load_populations() - pop_size = pops.sum() - network = load_network() - - print(f"Creating a spatial SEIR model with {pop_size:_} individuals.") - community = abc( - pop_size, beta=params.beta, exp_mean=params.exp_mean, exp_std=params.exp_std, inf_mean=params.inf_mean, inf_std=params.inf_std - ) - community.add_property("dob", dtype=DOB_TYPE_NP, default=0) - community.add_property("susceptibility", dtype=SUSCEPTIBILITY_TYPE_NP, default=1.0) - community.add_property("etimer", dtype=ITIMER_TYPE_NP, default=0) - community.add_property("itimer", dtype=ITIMER_TYPE_NP, default=0) - community.add_property("age_at_infection", dtype=DOB_TYPE_NP, default=0) - community.add_property("time_of_infection", dtype=DOB_TYPE_NP, default=0) - community.add_property("nodeid", dtype=np.uint16, default=0) - - # iterate through pops setting nodeid = i for next pops[i] individuals - nodeidx = 0 - for i, pop in enumerate(pops): - community.nodeid[nodeidx : nodeidx + pop] = i # assign to pop # individuals - nodeidx += pop # increment index by pop # - - _prng = np.random.default_rng(seed=params.seed) - - # initialize the dob property to a random (negative) value between 0 and 100*365 - # I.e., everyone was born some number of days before the start of the simulation - community.dob = -_prng.integers(0, 100 * 365, size=community.count, dtype=DOB_TYPE_NP) - - # select INIT_INF individuals at random and set their itimer to normal distribution with mean `inf_mean` and std `inf_std` - # consider including +1 since the first action in processing is to decrement the infection timer - initial = _prng.choice(community.count, size=params.initial_infs, replace=False) - community.itimer[initial] = _prng.normal(params.inf_mean, params.inf_std, size=params.initial_infs).round().astype(ITIMER_TYPE_NP) - community.susceptibility[initial] = 0 - - # We do the dance seen below a couple of times because Numba doesn't know what it can - # do with Python classes, e.g. community. So we use Numba on an inner loop with the - # argument types explicitly passed and call the inner loop from the more general step function. - - # Note that we use the _NB (Numba) type versions here vs. the _NP (Numpy) type versions above. - - @nb.njit((ITIMER_TYPE_NB[:], nb.uint32), parallel=True, nogil=True, cache=True) - def infection_update_inner(itimers, count): - for i in nb.prange(count): - if itimers[i] > 0: - itimers[i] -= 1 - return - - def infection_update(community, _timestep): - # community.itimer[community.itimer > 0] -= 1 - infection_update_inner(community.itimer, community.count) - return - - # Note: we add the infection_update step _before_ the incubation update step. - # Otherwise, we would set the infectiouness timer at the end of incubation and - # immediately decrement it by one day. - community.add_step(infection_update) - - @nb.njit((ITIMER_TYPE_NB[:], ITIMER_TYPE_NB[:], nb.uint32, nb.float32, nb.float32), parallel=True, nogil=True, cache=True) - def incubation_update_inner(etimers, itimers, count, inf_mean, inf_std): - for i in nb.prange(count): - if etimers[i] > 0: # if you have an active exposure timer... - etimers[i] -= 1 # ...decrement it - if etimers[i] == 0: # if it has reached 0... - # set your infection timer to a draw from a normal distribution - itimers[i] = ITIMER_TYPE_NP(np.round(np.random.normal(inf_mean, inf_std))) - return - - def incubation_update(community, _timestep): - # exposed = community.etimer != 0 - # community.etimer[community.etimer > 0] -= 1 - # infectious = exposed & (community.etimer == 0) - # community.itimer[infectious] = np.round(np.random.normal(MEAN_INF, STD_INF, size=infectious.sum())) - incubation_update_inner(community.etimer, community.itimer, community.count, community.inf_mean, community.inf_std) - return - - # See above about adding this step _after_ the infection_update. - community.add_step(incubation_update) - - @nb.njit( - (SUSCEPTIBILITY_TYPE_NB[:], nb.uint16[:], nb.float32[:], ITIMER_TYPE_NB[:], nb.uint32, nb.float32, nb.float32), - parallel=True, - nogil=True, - cache=True, - ) - def tx_inner(susceptibilities, nodeids, forces, etimers, count, exp_mean, exp_std): - for i in nb.prange(count): - force = susceptibilities[i] * forces[nodeids[i]] # force of infection attenuated by personal susceptibility - if np.random.random_sample() < force: # draw random number < force means infection - susceptibilities[i] = 0.0 # set susceptibility to 0.0 - # set exposure timer for newly infected individuals to a draw from a normal distribution - etimers[i] = ITIMER_TYPE_NP(np.round(np.random.normal(exp_mean, exp_std))) - return - - # pre-allocate these rather than allocating new array on each timestep - forces = np.zeros(len(pops), dtype=np.float32) - report = np.zeros((params.timesteps, len(pops)), dtype=np.uint32) - - def transmission(community, timestep): - contagion = np.zeros(len(pops), dtype=np.uint32) - np.add.at(contagion, community.nodeid[community.itimer != 0], 1) # accumulate contagion by node, 1 unit per infected individual - - transfer = (contagion * network).round().astype(np.uint32) # contagion * network = transfer - contagion += transfer.sum(axis=1) # increment by incoming "migration" - contagion -= transfer.sum(axis=0) # decrement by outgoing "migration" - - report[timestep, :] = contagion # contagion is a proxy for # of infected individual/prevalence - - np.multiply(contagion, community.beta, out=forces) # pre-multiply by beta (scalar now, could be array) - np.divide(forces, pops, out=forces) # divide by population (forces is now per-capita) - - tx_inner( - community.susceptibility, community.nodeid, forces, community.etimer, community.count, community.exp_mean, community.exp_std - ) - - return - - community.add_step(transmission) - - # @nb.njit((SUSCEPTIBILITY_TYPE_NB[:], nb.uint32), parallel=True, nogil=True, cache=True) - # def vaccinate_inner(susceptibility, count): - # for i in nb.prange(count): - # if np.random.binomial(1, 0.6) == 1: - # susceptibility[i] = 0.0 - # return - - # def vaccinate(community, timestep): - - # if timestep == 30: - # # do a binomial draw with probability 0.6 and set the susceptibility to 0.0 for those individuals - # # community.susceptibility[np.random.binomial(1, 0.6, size=community.count, dtype=np.bool)] = 0.0 - # vaccinate_inner(community.susceptibility, community.count) - - # return - - # community.add_step(vaccinate) - - # Add one here for room to capture the initial state - results = np.zeros((params.timesteps + 1, 5), dtype=np.uint32) - - @nb.njit( - (nb.uint32, SUSCEPTIBILITY_TYPE_NB[:], ITIMER_TYPE_NB[:], ITIMER_TYPE_NB[:], nb.uint32[:, :]), parallel=True, nogil=True, cache=True - ) - def record(timestep, susceptibility, etimer, itimer, results): - # def record(timestep, community, results): - - """Record the state of the community at the current timestep""" - - results[timestep, 0] = timestep - results[timestep, 1] = (susceptibility > 0.0).sum() - results[timestep, 2] = (etimer > 0).sum() - results[timestep, 3] = (itimer > 0).sum() - results[timestep, 4] = ((susceptibility == 0.0) & (etimer == 0) & (itimer == 0)).sum() - - return - - # record initial state, state _after_ timestep i processing will be in index i+1 - record(0, community.susceptibility, community.etimer, community.itimer, results) - - start = datetime.now() - for timestep in tqdm(range(params.timesteps)): - community.step(timestep) - record(timestep + 1, community.susceptibility, community.etimer, community.itimer, results) - - finish = datetime.now() - print(f"elapsed time: {finish - start}") - - df = pl.DataFrame(data=results, schema=["timestep", "susceptible", "exposed", "infected", "recovered"]) - df.write_csv("spatial_seir.csv") - print("Wrote SEIR channels to 'spatial_seir.csv'.") - sdf = pl.DataFrame(data=report, schema=[f"node{i}" for i in range(len(pops))]) - sdf.write_csv("spatial_seir_report.csv") - print("Wrote spatial report to 'spatial_seir_report.csv'.") - - return - - -if __name__ == "__main__": - params = set_params() - test_spatial_seir(params) - - tfinish = datetime.now() - print(f"import time: {timport - tstart}") - print(f"execution time: {tfinish - timport}") - print(f"total time: {tfinish - tstart}") diff --git a/tests/test_userid.py b/tests/test_userid.py deleted file mode 100755 index f31b5b4..0000000 --- a/tests/test_userid.py +++ /dev/null @@ -1,530 +0,0 @@ -#! /usr/bin/env python3 - -"""England and Wales Measles Model""" - -import json -from argparse import ArgumentParser -from argparse import Namespace -from collections import namedtuple -from datetime import datetime -from functools import lru_cache -from pathlib import Path -from typing import List -from typing import Tuple - -import numpy as np -import pandas as pd -from tqdm import tqdm - -from engwaldata import data as engwal -from idmlaser.userid import Community -from idmlaser.userid import Population -from idmlaser.userid.population import ScheduledEvent - -# [X] vital dynamics -# [X] network connectivity, gravity model -# [X] maternal protection, binary -# [ ] age-based mixing -# [X] seasonal forcing, sinusoidal -# [X] routine immunization -# [X] SIAs -# [X] age-based initialization of susceptibles -# [ ] correlation between individual level acquisition and transmission -# [ ] non-uniform shedding - - -def main(args: Namespace) -> None: - """Main function for the England and Wales Measles model.""" - - print(f"Running England and Wales Measles model with\n{args.__dict__}") - - network, population = initialize_model(args) - run_model(population, network, args) - generate_results(population) - - return - - -def initialize_model(args: Namespace): - """Initialize the model from files and arguments.""" - print(f"Initializing np.random with seed {args.seed}... ") - np.random.seed(args.seed) - - places = get_places(args.nodes) - num_places = len(places) - network = load_network(num_places, args.g_k, args.g_a, args.g_b, args.g_c, args.g_max_frac) - - # Create a list of communities, one for each population in pops - print(f"Initializing model with {num_places} nodes... ") - pop = Population( - num_communities=num_places, - community_props=None, # ["population", "births"], - agent_groups=["unactive", "infants", "susceptible", "exposed", "infectious", "recovered", "deceased"], - agent_props=[ - ("dob", np.int16, 0), # day of birth - ("susceptibility", np.uint8, 0), # susceptibility to infection - ("dmabs", np.int16, 0), # day of maternal antibody 50% waning - ("dri", np.int16, 0), # day of routine immunization - ("etimer", np.uint8, 0), # exposure timer - ("itimer", np.uint8, 0), # infectious timer - ("uid", np.uint32, 0), # unique identifier - ], - ) - - pop.seasonal_factor = args.seasonality - - def init_community(_population: Population, community: Community, index: int) -> Tuple[np.ndarray, Population]: - """Callback to initialize a community with its properties and populations.""" - print(f"Realizing community {index:3}... ", end="") - - community.population = engwal.places[places[index].name].population - community.births = engwal.places[places[index].name].births - community.ri_coverage = args.ri_coverage - - max_pop = community.population.max() - init_pop = community.population[0] - - unactive = max_pop - init_pop - # Adding a little to the susceptible population to help the initial infections take root - # susceptible = np.uint32(np.round(1.0625 * init_pop / args.r_naught)) - susceptible = np.uint32(np.round(1.0 * init_pop / args.r_naught)) + 1 - recovered = init_pop - susceptible - # add groups: unactive, susceptible, exposed, infectious, recovered, and deceased - print(f"{index:3} unactive: {unactive:8}, susceptible: {susceptible:8}, recovered: {recovered:8}", end="") - # unlisted entries will default to 0 population - pops = {"unactive": unactive, "susceptible": susceptible, "recovered": recovered} - pop.allocate_community(community, pops=pops) - - community.susceptible.dob = -np.random.exponential(2.5 * 365, len(community.susceptible)).astype(community.susceptible.dob.dtype) - community.susceptible.dmabs = community.susceptible.dob + np.round(np.random.normal(180, 15, len(community.susceptible))).astype( - community.susceptible.dmabs.dtype - ) - community.susceptible.dri = ( - community.susceptible.dob - + 270 - + np.round(np.random.uniform(-30, 30, len(community.susceptible))).astype(community.susceptible.dri.dtype) - ) - community.recovered.dob = -(np.minimum(np.random.exponential(40 * 365, len(community.recovered)), 88 * 365) + 365) - community.susceptible.susceptibility = 1 - - # if engwal.places[places[index].name].cases[0] > 0: - n_infs = np.random.poisson(args.init_infs) - print(f"Initial infections: {n_infs}") - for _ in range(n_infs): - i = np.random.randint(0, len(community.susceptible)) - community.susceptible.itimer[i] = max(1, np.round(np.random.normal(args.inf_mean, args.inf_std))) + 1 - community.susceptible.susceptibility[i] = 0 - community.move(community.gmap["susceptible"], i, community.gmap["infectious"]) - - return - - pop.realize(init_community) - - pop.add_population_property("contagion", np.zeros(len(pop.communities), dtype=np.uint32)) - pop.add_population_property("report", np.zeros((args.ticks + 1, len(pop.communities), 6), dtype=np.uint32)) - - return network, pop - - -def supplemental_immunization_activity(population: Population, community: Community, index: int, tick: int) -> None: - """Supplemental Immunization Activity.""" - print(f"Running an SIA in community {index} at tick {tick}... ", end="") - print(f"Considering {len(community.infants)} infants and {len(community.susceptible)} susceptibles: ", end="") - dobs = community.infants.dob - susceptibility = community.infants.susceptibility - iinfants = community.gmap["infants"] - irecovered = community.gmap["recovered"] - cinfants = 0 - for index in range(len(community.infants) - 1, -1, -1): - agedays = tick - dobs[index] - if agedays > 270 and agedays < 5 * 365: # 9+ months to 5 years - if np.random.uniform() < 0.9: - susceptibility[index] = 0 - community.move(iinfants, index, irecovered) - cinfants += 1 - dobs = community.susceptible.dob - susceptibility = community.susceptible.susceptibility - isusceptible = community.gmap["susceptible"] - csusceptible = 0 - for index in range(len(community.susceptible) - 1, -1, -1): - agedays = tick - dobs[index] - if agedays > 270 and agedays < 5 * 365: # 9+ months to 5 years - if np.random.uniform() < 0.9: - susceptibility[index] = 0 - community.move(isusceptible, index, irecovered) - csusceptible += 1 - print(f"Vaccinated {cinfants} infants and {csusceptible} susceptibles.") - return - - -def run_model(population: Population, network: np.ndarray, args: Namespace) -> None: - """Run the model for the specified number of ticks.""" - population.apply(update_report, tick=0) # Capture the initial state of the population. - - population.add_event(ScheduledEvent(supplemental_immunization_activity, {0, 3}, [], {"tick": 290}), 290) - # population.add_event(ScheduledEvent(supplemental_immunization_activity, {}, [], {"tick": 42}), 42) - - print(f"Running model for {args.ticks} ticks... ") - for tick in (pbar := tqdm(range(args.ticks))): - # 1 vital dynamics (deaths, births, and immigration) - population.apply(do_vital_dynamics, tick=tick) - - # 2 - Update infectious agents - population.apply(update_infections) - - # 3 - Update exposed agents - population.apply(update_exposures, inf_mean=args.inf_mean, inf_std=args.inf_std) - - # 4 - Transmit to susceptible agents - population.apply(update_contagion, tick=tick) - transfer = population.contagion * network - population.contagion += transfer.sum(axis=1).round().astype(population.contagion.dtype) # increment by incoming infections - population.contagion -= transfer.sum(axis=0).round().astype(population.contagion.dtype) # decrement by outgoing infections - population.apply(do_transmission, tick=np.int16(tick), beta=args.beta, exp_mean=args.exp_mean, exp_std=args.exp_std, pbar=pbar) - - # 5 - Do routine immunization - population.apply(do_routine_immunization, tick=tick) - - # ? - Do scheduled events - population.do_events(tick) - - # 6 - Gather statistics for reporting - population.apply(update_report, tick=tick + 1) - - return - - -def generate_results(population: Population) -> None: - """Generate the results of the model (files, plots, etc.).""" - np.save("report.npy", population.report) # Save the raw report data - plot_report(population.report) # Plot the susceptible and infectious traces - - if False: - df = pd.DataFrame(population.report[:, :, 3]) - df.to_csv("report.csv") - - return - - -@lru_cache -def get_places(num_nodes: np.uint32) -> List[Tuple[str, int, int]]: - """Get a list of places for the model.""" - Place = namedtuple("Place", ["name", "index", "population"]) - places = [] - for index, placename in enumerate(engwal.placenames): - # Create list of tuples of (placename, index, population) - places.append(Place(placename, index, engwal.places[placename].population[-1])) - - places = sorted(places, key=lambda x: x[2], reverse=True) # Sort places by population - if num_nodes > 0: - places = places[:num_nodes] # Only take the top num_nodes places - - return places - - -def load_network(num_nodes: np.uint32, k: np.float32, a: np.float32, b: np.float32, c: np.float32, max_frac: np.float32) -> np.ndarray: - """Load network data for England and Wales.""" - # Create a list of indices for the selected places - places = get_places(num_nodes) - indices = np.array([place.index for place in places]) - distances = np.load(Path(__file__).parent / "engwaldist.npy") - # Only take the distances between the selected places - distances = distances[indices][:, indices] - - network = np.zeros_like(distances, dtype=np.float32) - - # Gravity model: k * pop1^a * pop2^b / N / distance^c - # TODO - ¿should not include population here, but use instantaneous population at time of transmission? - N = sum(place.population for place in places) - print(f"Total population: {N:,}") - for i in range(num_nodes): - popi = places[i].population - for j in range(i + 1, num_nodes): - popj = places[j].population - distm = distances[i, j] * 1000 # convert to meters TODO - move into k - network[i, j] = k * (popi**a) * (popj**b) / (N * (distm**c)) - network[j, i] = network[i, j] - - outflows = network.sum(axis=0) - if (maximum := outflows.max()) > 0: - network *= max_frac / maximum - - return network - - -def update_report(p: Population, c: Community, i: int, tick: int) -> None: - """Capture the current state of the community.""" - p.report[tick, i, 0] = len(c.unactive) - p.report[tick, i, 1] = len(c.infants) + len(c.susceptible) - p.report[tick, i, 2] = len(c.exposed) - p.report[tick, i, 3] = len(c.infectious) - p.report[tick, i, 4] = len(c.recovered) - p.report[tick, i, 5] = len(c.deceased) - - return - - -DEATHS = 0 -BIRTHS = 0 -IMMIGRATION = 0 - - -def do_vital_dynamics(_p: Population, c: Community, _i: int, tick: np.uint32) -> None: - """Do the vital dynamics of births, deaths, and external immigration.""" - year = tick // 365 # Determine the year to look up total population change and births for the year. - if year < (len(c.population) - 1): # If we are not in the last year of the data - doy = (tick % 365) + 1 # Determine the day of the year 1..365 - delta = np.int32(c.population[year + 1]) - np.int32(c.population[year]) # Determine the change in population - births = c.births[year] # Get the number of births for the year - - if births > delta: # If there are more births than total population change, then there are deaths - deaths = births - delta - deaths = np.int32((deaths * doy // 365) - (deaths * (doy - 1) // 365)) # Interpolate the number of deaths - immigrants = 0 - elif delta > births: # If the total population change is greater than the number of births - deaths = 0 - immigrants = delta - births - immigrants = np.int32((immigrants * doy // 365) - (immigrants * (doy - 1) // 365)) # Interpolate immigrantss - else: # If the total population change is equal to the number of births - deaths = 0 - immigrants = 0 - - births = np.int32((births * doy // 365) - (births * (doy - 1) // 365)) # Interpolate the number of births - - iunactive = c.gmap["unactive"] - iinfants = c.gmap["infants"] - # isusceptible = c.gmap["susceptible"] - irecovered = c.gmap["recovered"] - ideceased = c.gmap["deceased"] - - global DEATHS, BIRTHS, IMMIGRATION - DEATHS += min(deaths, len(c.recovered)) - BIRTHS += min(births, len(c.unactive)) - IMMIGRATION += min(immigrants, len(c.unactive)) - - # 1 - Handle non-disease related deaths - for _ in range(min(deaths, limit := len(c.recovered))): - target = np.random.randint(limit) # Randomly select a recovered agent to die - c.move(irecovered, target, ideceased) - limit -= 1 - - # 2 - Handle births - dobs = c.unactive.dob - dri = c.unactive.dri - susceptibility = c.unactive.susceptibility - dmabs = c.unactive.dmabs - for _ in range(min(births, index := len(c.unactive))): - # We will move the last of the unactive to the first of the infants. It is more efficient (saves a copy). - index -= 1 - dobs[index] = tick - dri[index] = tick + 270 + np.round(np.random.uniform(-30, 30)).astype(dri.dtype) - susceptibility[index] = 1 - dmabs[index] = tick + np.int16(np.random.normal(180, 15)) - c.move(iunactive, index, iinfants) - - # 3 - Handle immigration - for _ in range(min(immigrants, index := len(c.unactive))): - # We will move the last of the unactive. It is more efficient (saves a copy). - index -= 1 - dobs[index] = np.random.randint(0, 365 * 89) # random age between 0 and 89 years - susceptibility[index] = 0 # Assume immigrant is not susceptible - c.move(iunactive, index, irecovered) - - return - - -def update_infections(_p: Population, c: Community, _i: int) -> None: - """Update the infectious agents.""" - - itimers = c.infectious.itimer - iinfectious = c.gmap["infectious"] - irecovered = c.gmap["recovered"] - for index in range(len(c.infectious) - 1, -1, -1): # Iterate over the infectious agents in reverse order - timer = itimers[index] - 1 - itimers[index] = timer - if timer == 0: # If the timer has expired move the agent to the recovered group - c.move(iinfectious, index, irecovered) - - return - - -def update_exposures(_p: Population, c: Community, _i: int, inf_mean: np.float32, inf_std: np.float32) -> None: - """Update the exposed agents.""" - etimers = c.exposed.etimer - itimers = c.exposed.itimer - iexposed = c.gmap["exposed"] - iinfectious = c.gmap["infectious"] - for index in range(len(c.exposed) - 1, -1, -1): # Iterate over the exposed agents in reverse order - timer = etimers[index] - 1 - etimers[index] = timer - if timer == 0: # If the timer has expired move the agent to the infectious group - itimers[index] = max(2, int(np.round(np.random.normal(inf_mean, inf_std))) + 1) - c.move(iexposed, index, iinfectious) - - return - - -def update_contagion(p: Population, c: Community, i: int, tick: int) -> None: - """Update the contagion.""" - p.contagion[i] = len(c.infectious) * (1.0 + p.seasonal_factor * np.sin(tick / 365)) # Add a sinusoidal component to the contagion - - return - - -def do_transmission( - p: Population, c: Community, i: int, tick: np.int16, beta: np.float32, exp_mean: np.float32, exp_std: np.float32, pbar -) -> None: - """Do the transmission.""" - if (contagion := p.contagion[i]) > 0: - iexposed = c.gmap["exposed"] - # TODO - iterate over groups to get N (i.e., if we change the groups, this code breaks) - N = len(c.infants) + len(c.susceptible) + len(c.exposed) + len(c.infectious) + len(c.recovered) - expose_group(beta, contagion, c.infants, N, tick, exp_mean, exp_std, c, c.gmap["infants"], iexposed, pbar) - expose_group(beta, contagion, c.susceptible, N, tick, exp_mean, exp_std, c, c.gmap["susceptible"], iexposed, pbar) - - return - - -def expose_group(beta, contagion, group, N, tick, exp_mean, exp_std, community, isource, idest, pbar): - """Expose a group of agents.""" - force = beta * contagion * len(group) / N - num_exposures = np.uint32(np.random.poisson(force)) - pbar.set_description(f"Contagion: {contagion}, Force: {force:.2f}, Exposures: {num_exposures}") - if num_exposures > 0: - dmabs = group.dmabs - susceptibility = group.susceptibility - etimers = group.etimer - if num_exposures >= len(group): - # raise ValueError(f"Too many exposures: {num_exposures} >= {len(group)}") - print(f"Too many exposures: {num_exposures} >= {len(group)}") - num_exposures = len(group) - for _ in range(min(num_exposures, limit := len(group))): - target = np.random.randint(limit) - if tick > dmabs[target]: # infants aren't susceptible until after maternal antibodies wane - if np.random.uniform() < susceptibility[target]: - susceptibility[target] = 0 - etimers[target] = max(2, int(np.round(np.random.normal(exp_mean, exp_std))) + 1) - community.move(isource, target, idest) - limit -= 1 - - return - - -RI_CHECKS = 0 -RI_DOSES = 0 - - -def do_routine_immunization(_p: Population, c: Community, _i: int, tick: np.int16) -> None: - """Do routine immunization.""" - dri = c.infants.dri - dmabs = c.infants.dmabs - coverage = c.ri_coverage - susceptibility = c.infants.susceptibility - iinfants = c.gmap["infants"] - isusceptible = c.gmap["susceptible"] - irecovered = c.gmap["recovered"] - global RI_CHECKS, RI_DOSES - RI_CHECKS += len(c.infants) - for index in range(len(c.infants) - 1, -1, -1): # Iterate over the infants in reverse order - if tick == dri[index]: # If today is the agent's routine immunization date - if tick > dmabs[index]: # RI vaccine doesn't take until after maternal antibodies wane - if np.random.uniform() < coverage: - susceptibility[index] = 0 - c.move(isusceptible, index, irecovered) - RI_DOSES += 1 - else: - c.move(iinfants, index, isusceptible) - else: - c.move(iinfants, index, isusceptible) - - return - - -def plot_report(report: np.ndarray) -> None: - """Plot the susceptible and infectious traces from the report.""" - - def plot_trace(report: np.ndarray, index: int, trace: str) -> None: - """Plot the trace for a given index.""" - df = pd.DataFrame(report[:, :, index], columns=[f"{trace}{(i+1):02}" for i in range(report.shape[1])]) - axs = df.plot() - axs.set_xlabel("ticks") - fig = axs.get_figure() - fig.set_size_inches(18, 12) - fig.tight_layout() - fig.savefig(f"{trace}.png", dpi=300) - - return - - plot_trace(report, 1, "sus") - plot_trace(report, 3, "inf") - - return - - -def parse_args() -> Namespace: - """Parse command line arguments.""" - - TICKS = np.uint32(10 * 365) # 10 years - NODES = np.uint32(32) # top 32 places by population - EXP_MEAN = np.float32(7) # 7 days - EXP_STD = np.float32(2) # 2 days - INF_MEAN = np.float32(8) # 8 days - INF_STD = np.float32(1) # 1 day - R_NAUGHT = np.float32(10.0) # R0 - SEED = np.uint32(20240227) # random seed - SEED = np.uint32(datetime.now().microsecond) # noqa: DTZ005 - - parser = ArgumentParser() - parser.add_argument("-t", "--ticks", type=np.uint32, default=TICKS, help=f"Number of ticks to run the model [{TICKS}]") - parser.add_argument("-n", "--nodes", type=np.uint32, default=NODES, help=f"Number of nodes to use [{NODES} - 0 for all nodes]") - parser.add_argument("--exp_mean", type=np.float32, default=EXP_MEAN, help=f"Mean exposure time [{EXP_MEAN}]") - parser.add_argument("--exp_std", type=np.float32, default=EXP_STD, help=f"Standard deviation of exposure time [{EXP_STD}]") - parser.add_argument("--inf_mean", type=np.float32, default=INF_MEAN, help=f"Mean infectious time [{INF_MEAN}]") - parser.add_argument("--inf_std", type=np.float32, default=INF_STD, help=f"Standard deviation of infectious time [{INF_STD}]") - parser.add_argument( - "--r_naught", type=np.float32, default=R_NAUGHT, help=f"Basic reproduction number [{R_NAUGHT} - beta will be r_naught / inf_mean]" - ) - parser.add_argument("-s", "--seed", type=np.uint32, default=SEED, help=f"Random seed [{SEED} from datetime.now().microsecond]") - - DEF_K = np.float32(500) - DEF_A = np.float32(1.0) - DEF_B = np.float32(1.0) - DEF_C = np.float32(2.0) - DEF_MAX_FRAC = np.float32(0.1) - - parser.add_argument("--g_k", type=np.float32, default=DEF_K, help=f"Gravity model k parameter [{DEF_K}]") - parser.add_argument("--g_a", type=np.float32, default=DEF_A, help=f"Gravity model a parameter [{DEF_A}]") - parser.add_argument("--g_b", type=np.float32, default=DEF_B, help=f"Gravity model b parameter [{DEF_B}]") - parser.add_argument("--g_c", type=np.float32, default=DEF_C, help=f"Gravity model c parameter [{DEF_C}]") - parser.add_argument( - "--g_max_frac", type=np.float32, default=DEF_MAX_FRAC, help=f"Maximum fraction of outgoing infections [{DEF_MAX_FRAC}]" - ) - - DEF_SEASONALITY = np.float32(0.1) - parser.add_argument("--seasonality", type=np.float32, default=DEF_SEASONALITY, help=f"Seasonality factor [{DEF_SEASONALITY}]") - DEF_RI = np.float32(0.75) - parser.add_argument("--ri_coverage", type=np.float32, default=DEF_RI, help=f"Routine immunization coverage [{DEF_RI}]") - - parser.add_argument("-i", "--init_infs", type=np.float32, default=1.0, help="Initial infections [1.0]") - - parser.add_argument("-p", "--parameters", type=Path, default=None, help="Parameters file [None]") - - args = parser.parse_args() - - if args.parameters is not None: - with args.parameters.open("r") as file: - params = json.load(file) - for key, value in params.items(): - args.__setattr__(key, value) - - args.__setattr__("beta", np.float32(args.r_naught / args.inf_mean)) - - return args - - -if __name__ == "__main__": - arguments = parse_args() - main(arguments) - - print(f"Deaths: {DEATHS}, Births: {BIRTHS}, Immigrations: {IMMIGRATION}") - print(f"Routine Immunization Checks: {RI_CHECKS}, Doses: {RI_DOSES}")