{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "c73a3470-150b-41c7-ba62-b6ea65a6b367",
   "metadata": {},
   "source": [
    "# Introduction to heat solver\n",
    "\n",
    "This notebook demonstrates basic usage of Tidy3D's heat solver. We will consider three simple multimaterial setups, planar, cylindrical, and spherical, and compare results to analytical solutions. \n",
    "\n",
    "Tidy3D's heat feature solves a steady-state heat equation:\n",
    "$$ - k \\nabla^2 T = s $$\n",
    "with temperature and flux continuity conditions on the interfaces between different materials:\n",
    "$$ T_1 = T_2 $$\n",
    "$$ k_1 \\frac{\\partial T_1}{\\partial n} = k_2 \\frac{\\partial T_2}{\\partial n} $$\n",
    "and subject to a set of boundary conditions on the simulation domain boundary consisting of the following types:\n",
    "- Temperature (Dirichlet): $\\displaystyle T = T_0$\n",
    "- Heat flux (Neumann): $\\displaystyle k \\frac{\\partial T}{\\partial n} = f$\n",
    "- Convection (Robin): $\\displaystyle k \\frac{\\partial T}{\\partial n} = c (T-T_0)$\n",
    "\n",
    "Here, $k$ is the thermal conductivity, $s$ is the volumetric heat source, $T_0$ is the prescribed temperature value, $f$ is the prescribed heat flux, and $c$ is the convection heat transfer coefficient."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4c9bfaa0-3d7d-4404-8e34-ec5f3a770fe6",
   "metadata": {},
   "source": [
    "Package [tidy3d](https://pypi.org/project/tidy3d/) contains all necessary API for defining and running heat simulation on our servers. Note that to use full visualization capabilities of heat solver data one needs package `vtk`. To install a compatible version of `vtk` one can use `pip install tidy3d[vtk]` command."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "410ae59c-a597-44f4-a761-0cc425eb4c8d",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import tidy3d as td\n",
    "import tidy3d.web as web"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b030f382-1814-45ac-8155-e2812ec0e598",
   "metadata": {},
   "source": [
    "## Defining Simulation Scene\n",
    "\n",
    "First, we define basic parameter of the simulation setups. In all three cases, we will consider two material layers: one from coordinate `r1` to `r0`, and the second one from `r0` to `r2`. Thermal conductivities of the two layers are defined by parameters `conductivity1` and `conductivity2`. Each layer contains a volumetric heat source with rate given by `source1` and `source2`, correspondingly. Finally, the temperature at the bottom of the first layer is set to `temperature1` while the temperature at the top of the second layer is `temperature2`. Parameters must be provided in units consistent with the spatial units used in Tidy3D, microns. In these tests we do not simulate some specific material, thus, vales of material properties are rather arbitrary.\n",
    "\n",
    "<img src=\"img/heat_solver_schematic.png\" width=\"700\" alt=\"Schematic of heat simulation setups\">"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "12b6338e-b18d-46a2-8a3f-655a41202570",
   "metadata": {},
   "outputs": [],
   "source": [
    "# basic parameters of simulation setups\n",
    "r1 = 0.2  # um\n",
    "r0 = 0.5  # um\n",
    "r2 = 0.9  # um\n",
    "conductivity1 = 15  # W / (um * K)\n",
    "conductivity2 = 2  # W / (um * K)\n",
    "source1 = 1000  # J / (um^3 * K)\n",
    "source2 = 300  # J / (um^3 * K)\n",
    "temperature1 = 400  # K\n",
    "temperature2 = 300  # K"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "765cc2e9-ebc1-4988-b57f-74755c4ddc9a",
   "metadata": {},
   "source": [
    "To create materials for heat simulations, one must use `heat_spec` field of medium classes. Acceptable types for this field are [SolidSpec](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.SolidSpec.html) and [FluidSpec](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FluidSpec.html) that define solid and fluid materials from the point of view of heat simulation. Note that the heat equation is only solved inside materials with [SolidSpec](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.SolidSpec.html), regions with [FluidSpec](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FluidSpec.html) or for which `heat_spec` is not provided at all are excluded in heat solver. Note that since currently Tidy3D supports only steady-state heat simulation parameter `capacity` will not have an effect on simulation results."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "47c25513-877e-494f-ac77-abdc91c1447c",
   "metadata": {},
   "outputs": [],
   "source": [
    "medium1 = td.Medium(\n",
    "    heat_spec=td.SolidSpec(\n",
    "        capacity=1,\n",
    "        conductivity=conductivity1,\n",
    "    ),\n",
    "    name=\"solid1\",\n",
    ")\n",
    "\n",
    "medium2 = td.Medium(\n",
    "    heat_spec=td.SolidSpec(\n",
    "        capacity=1,\n",
    "        conductivity=conductivity2,\n",
    "    ),\n",
    "    name=\"solid2\",\n",
    ")\n",
    "\n",
    "background_medium = td.Medium(\n",
    "    heat_spec=td.FluidSpec(),\n",
    "    name=\"fluid\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6462e888-4557-4eff-8a30-234bf55b9253",
   "metadata": {},
   "source": [
    "Let us first consider constructing structures for the planar case. We define three overlapping boxes, such that in the region from `x=0` to `x=1` we have a two layers consisting made of materials `medium1` and `medium2` on the background of `background_medium`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "297b95d5-2038-4c59-b348-cf44a345c9a1",
   "metadata": {},
   "outputs": [],
   "source": [
    "planar_top_layer = td.Structure(\n",
    "    geometry=td.Box(center=(0, 0, 0), size=(2 * r2, td.inf, td.inf)),\n",
    "    medium=medium2,\n",
    "    name=\"top_layer\",\n",
    ")\n",
    "\n",
    "planar_bottom_layer = td.Structure(\n",
    "    geometry=td.Box(center=(0, 0, 0), size=(2 * r0, td.inf, td.inf)),\n",
    "    medium=medium1,\n",
    "    name=\"bottom_layer\",\n",
    ")\n",
    "\n",
    "planar_core = td.Structure(\n",
    "    geometry=td.Box(center=(0, 0, 0), size=(2 * r1, td.inf, td.inf)),\n",
    "    medium=background_medium,\n",
    "    name=\"core\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e48b8a36-d8c3-4072-8b1e-904ff782f1dd",
   "metadata": {},
   "source": [
    "Now we can define a [Scene](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Scene.html) that specifies problem geometry for the planar case and visualize it. The purpose of class [Scene](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Scene.html) is to allow visualization of simulation setups without providing physics-specific details such as sources, monitors, grid specifications, etc, and to provide an easy way to transfer simulation setups between different solvers."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "f5186819-6e49-4bc5-84d9-0c6c6049720d",
   "metadata": {},
   "outputs": [],
   "source": [
    "scene_planar = td.Scene(\n",
    "    structures=[planar_top_layer, planar_bottom_layer, planar_core],\n",
    "    medium=background_medium,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2a196772-9bae-452c-92ce-e3c587256a5b",
   "metadata": {},
   "source": [
    "Note that by default the region of plotting is determined automatically based on present in [Scene](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Scene.html) structures. If all structures have infinite extent along a given axis (y in this particular case), the plotting limits are set to (-1, 1)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "c3033acc-1c3e-46cf-9a09-5de81b82221c",
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "scene_planar.plot(z=0)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eaa6d372-63c3-4a7c-a9e9-580873d02283",
   "metadata": {},
   "source": [
    "Custom plotting limits can be specified by using arguments `vlim` and `hlim`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "03233170-1243-4b2c-8856-f1f65b7c2e08",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "scene_planar.plot(z=0, vlim=[-0.1, 0.1], hlim=[-1, 1])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e887a394-8c75-40ff-9233-52902d9b043a",
   "metadata": {},
   "source": [
    "Analogously, we create three cylinders and three spheres in cylindrical and spherical cases, respectively. Note, for demonstration purposes we create one of the cylinders as an STL mesh using `trimesh` package."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "e0b4019f-7fff-49ce-854f-bdd6fe97b847",
   "metadata": {},
   "outputs": [],
   "source": [
    "cyl_top_layer = td.Structure(\n",
    "    geometry=td.Cylinder(center=(0, 0, 0), length=1, radius=r2),\n",
    "    medium=medium2,\n",
    "    name=\"top_layer\",\n",
    ")\n",
    "\n",
    "# create a cylinder in STL representation using trimesh\n",
    "import trimesh\n",
    "\n",
    "# number of sections along circumference corresponding to resolution 0.2\n",
    "num_sections = int(np.ceil(2 * np.pi * r0 / 0.02))\n",
    "cylinder_mesh = trimesh.creation.cylinder(radius=r0, height=1, sections=num_sections)\n",
    "\n",
    "cyl_bottom_layer = td.Structure(\n",
    "    geometry=td.TriangleMesh.from_trimesh(cylinder_mesh),\n",
    "    medium=medium1,\n",
    "    name=\"bottom_layer\",\n",
    ")\n",
    "\n",
    "cyl_core = td.Structure(\n",
    "    geometry=td.Cylinder(center=(0, 0, 0), length=1, radius=r1),\n",
    "    medium=background_medium,\n",
    "    name=\"core\",\n",
    ")\n",
    "\n",
    "scene_cyl = td.Scene(\n",
    "    structures=[cyl_top_layer, cyl_bottom_layer, cyl_core],\n",
    "    medium=background_medium,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "371a4cbd-f57f-4315-a7bb-1103d130470d",
   "metadata": {},
   "outputs": [],
   "source": [
    "sphere_top_layer = td.Structure(\n",
    "    geometry=td.Sphere(center=(0, 0, 0), radius=r2),\n",
    "    medium=medium2,\n",
    "    name=\"top_layer\",\n",
    ")\n",
    "\n",
    "sphere_bottom_layer = td.Structure(\n",
    "    geometry=td.Sphere(center=(0, 0, 0), radius=r0),\n",
    "    medium=medium1,\n",
    "    name=\"bottom_layer\",\n",
    ")\n",
    "\n",
    "sphere_core = td.Structure(\n",
    "    geometry=td.Sphere(center=(0, 0, 0), radius=r1),\n",
    "    medium=background_medium,\n",
    "    name=\"core\",\n",
    ")\n",
    "\n",
    "scene_sphere = td.Scene(\n",
    "    structures=[sphere_top_layer, sphere_bottom_layer, sphere_core],\n",
    "    medium=background_medium,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bcc5449d-b894-4836-aaa5-5ce15ac37e0c",
   "metadata": {},
   "source": [
    "Note that besides function `.plot()` that paints structures with colors not related to physical properties, there is also function `.plot_heat_charge_property(property=\"heat_conductivity\")` that uses the heat conductivity of each structure to select a grayscale color for it. Note that regions where the heat equation is not solved ([FluidSpec](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FluidSpec.html) or `heat_spec=None`) are displayed using light blue hatching."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "d25c5525-8e7e-4740-a290-36461c15a84f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 2, figsize=(10, 5))\n",
    "scene_cyl.plot(z=0, ax=ax[0])\n",
    "scene_sphere.plot_heat_charge_property(property=\"heat_conductivity\", z=0, ax=ax[1])\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "440eeb31-f1cb-49cb-85a6-916e0381a97e",
   "metadata": {},
   "source": [
    "## Defining Heat Simulation"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ca09bb68-dfce-4174-821d-73fe1eca2cb5",
   "metadata": {},
   "source": [
    "Now we proceed to defining a specification for actual heat simulations. We begin with setting simulation domain sizes for each case. Since planar and cylindrical cases are essentially one- and two-dimensional setups, correspondingly, we set a small domain size along invariant directions."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "9efe625d-6931-44b8-bb95-5397989395ee",
   "metadata": {},
   "outputs": [],
   "source": [
    "# simulation domain parameters\n",
    "\n",
    "planar_sim_center = (0, 0, 0)\n",
    "planar_sim_size = (2, 0.1, 0.1)\n",
    "\n",
    "cyl_sim_center = (0, 0, 0)\n",
    "cyl_sim_size = (2, 2, 0.1)\n",
    "\n",
    "sphere_sim_center = (0, 0, 0)\n",
    "sphere_sim_size = (2, 2, 2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bd29940f-667f-4fe2-99ef-5c719ef7890f",
   "metadata": {},
   "source": [
    "### Boundary Conditions\n",
    "Boundary conditions for heat simulation are defined using class [HeatBoundarySpec](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatBoundarySpec.html) that has two required field `condition` and `placement`. The first one defines what boundary conditions should be imposed and accept types [TemperatureBC](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.TemperatureBC.html), [HeatFluxBC](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatFluxBC.html), or [ConvectionBC](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ConvectionBC.html). While the second one specifies where exactly it should be applied. Available options for that are:\n",
    "- [StructureBoundary](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.StructureBoundary.html): boundary of a structure. Only the portion of boundary not covered by subsequent structures is implied.\n",
    "- [StructureStructureInterface](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.StructureStructureInterface.html): interface between two structures. Specifically, the portion of boundary of the succeeding structure inside the preceding structure is implied.\n",
    "- [MediumMediumInterface](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.MediumMediumInterface.html): interface between two media.\n",
    "- [SimulationBoundary](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.SimulationBoundary.html): boundary of heat simulation domain. Note that specific surfaces of simulation box can be chosen using field `surfaces`. For example: `SimulationBoundary(surfaces=[\"z+\", \"z-\"])`. By default, all surfaces are selected.\n",
    "- [StructureSimulationBoundary](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.StructureSimulationBoundary.html): part of boundary of heat simulation domain covered by a structure. Again, only the portion of boundary not covered by subsequent structures is implied.\n",
    "\n",
    "Note that to point at a particular structure or medium, one must set in their definitions field `name` and use it when creating a boundary condition placement.\n",
    "\n",
    "For these simulations we set temperature boundary conditions on the top of upper layer and the bottom of the lower layer. We also explicitly set adiabatic boundary conditions on the simulation domain boundary. Note that any solution domain boundaries, which include simulation domain boundary and boundaries facing mediums with empty or [FluidSpec](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FluidSpec.html) type `heat_spec`, are assigned adiabatic boundary conditions if no other boundary conditions is specified. Thus, setting adiabatic boundary conditions on the simulation domain boundary is not necessary in these simulations and is only done for demonstration purposes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "ec7bc0ee-1d64-4537-9735-84d372d7309f",
   "metadata": {},
   "outputs": [],
   "source": [
    "bc_side = td.HeatBoundarySpec(\n",
    "    condition=td.HeatFluxBC(flux=0),\n",
    "    placement=td.SimulationBoundary(),\n",
    ")\n",
    "\n",
    "bc_top = td.HeatBoundarySpec(\n",
    "    condition=td.TemperatureBC(temperature=temperature2),\n",
    "    placement=td.StructureBoundary(structure=\"top_layer\"),\n",
    ")\n",
    "\n",
    "bc_bottom = td.HeatBoundarySpec(\n",
    "    condition=td.TemperatureBC(temperature=temperature1),\n",
    "    placement=td.StructureStructureInterface(structures=[\"core\", \"bottom_layer\"]),\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "230f8b37-609d-41fb-b3b0-203528cfecc3",
   "metadata": {},
   "source": [
    "Note also that, for example, in case of `bc_bottom` we could have equivalently set `placement` to be `td.StructureBoundary(structure=\"core\")` or `td.MediumMediumInterface(mediums=[\"solid1\", \"fluid\"])`."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a5946c21-9594-4880-93b7-8c3e722c2cf1",
   "metadata": {},
   "source": [
    "### Sources\n",
    "\n",
    "We define volumetric heat source in each of the layers using [HeatSource](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatSource.html). Similarly to boundary conditions placement, heat sources are assigned to structures by using their names."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "ac3cf25d-185e-4db7-90c9-087339b85e8e",
   "metadata": {},
   "outputs": [],
   "source": [
    "source_bottom = td.HeatSource(structures=[\"bottom_layer\"], rate=source1)\n",
    "source_top = td.HeatSource(structures=[\"top_layer\"], rate=source2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1474d47c-eb4e-49d5-8602-99a1ccb63139",
   "metadata": {},
   "source": [
    "### Monitors\n",
    "\n",
    "Like in optic Tidy3D simulations, the results of calculations are stored using monitors. Currently, heat simulations support [TemperatureMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.TemperatureMonitor.html) that record spatial temperature distributions in chosen rectangular region. For convenience, even though the heat equation is solved on unstructured grids, [TemperatureMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.TemperatureMonitor.html)'s can return simulation results on equivalent Cartesian grids in the form of [SpatialDataArray](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.SpatialDataArray.html). If the results on the original unstructured grid is desired, option `unstructured=True` can be used. In this case, the data will be presented in the form of [TriangularGridDataset](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.TriangularGridDataset.html) (for planar monitors) or [TetrahedralGridDataset](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.TetrahedralGridDataset.html) (for volumetric monitors). For more information about working with unstructured datasets please refer to [the tutorial on unstructured data classes](https://www.flexcompute.com/tidy3d/examples/notebooks/UnstructuredData/)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "3c926f82-90f2-4d41-a865-4ec21f0a274a",
   "metadata": {},
   "outputs": [],
   "source": [
    "temp_mnt = td.TemperatureMonitor(\n",
    "    center=(0, 0, 0), size=(td.inf, td.inf, 0), name=\"temperature\", unstructured=True\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "283eb648-74a6-43e4-9136-7edc9ee85d58",
   "metadata": {},
   "source": [
    "### [HeatChargeSimulation](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatChargeSimulation.html) class\n",
    "\n",
    "Combining purely geometric information about the simulation setup ([Scene](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Scene.html)) and heat solver specific definitions we can create [HeatChargeSimulation](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatChargeSimulation.html) instance for each of the three cases. Structures and background medium of a [Scene](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Scene.html) can either passed directly to a [HeatChargeSimulation](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatChargeSimulation.html) instance or a convenience method `.from_scene()` can be used. Note that in these examples we can make use of field `symmetry` to reduce the size and cost of simulations."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "d5b766c7-a714-43ab-865a-b48fe5d397b3",
   "metadata": {},
   "outputs": [],
   "source": [
    "heat_sim_planar = td.HeatChargeSimulation(\n",
    "    center=planar_sim_center,\n",
    "    size=planar_sim_size,\n",
    "    medium=scene_planar.medium,\n",
    "    structures=scene_planar.structures,\n",
    "    boundary_spec=[bc_top, bc_bottom, bc_side],\n",
    "    sources=[source_bottom, source_top],\n",
    "    grid_spec=td.UniformUnstructuredGrid(dl=0.02),\n",
    "    monitors=[temp_mnt],\n",
    "    symmetry=(1, 0, 0),\n",
    ")\n",
    "\n",
    "heat_sim_cyl = td.HeatChargeSimulation.from_scene(\n",
    "    center=cyl_sim_center,\n",
    "    size=cyl_sim_size,\n",
    "    scene=scene_cyl,\n",
    "    boundary_spec=[bc_top, bc_bottom, bc_side],\n",
    "    sources=[source_bottom, source_top],\n",
    "    grid_spec=td.UniformUnstructuredGrid(dl=0.02),\n",
    "    monitors=[temp_mnt],\n",
    "    symmetry=(1, 1, 0),\n",
    ")\n",
    "\n",
    "heat_sim_sphere = td.HeatChargeSimulation.from_scene(\n",
    "    center=sphere_sim_center,\n",
    "    size=sphere_sim_size,\n",
    "    scene=scene_sphere,\n",
    "    boundary_spec=[bc_top, bc_bottom, bc_side],\n",
    "    sources=[source_bottom, source_top],\n",
    "    grid_spec=td.UniformUnstructuredGrid(dl=0.02),\n",
    "    monitors=[temp_mnt],\n",
    "    symmetry=(1, 1, 1),\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "199aac97-7b8c-4ca0-82eb-a5656cd9de96",
   "metadata": {},
   "source": [
    "Plotting function of [HeatChargeSimulation](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatChargeSimulation.html) displays heat conductivity information of structures using gray scale colors, assigned boundary conditions using thick lines (orange for [TemperatureBC](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.TemperatureBC.html), green for [HeatFluxBC](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatFluxBC.html), and brown for [ConvectionBC](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ConvectionBC.html)), and heat sources as colored dots. Specifying `colorbar=\"conductivity\"` or `colorbar=\"source\"` changes the colorbar accordingly."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "92ca500b-64e5-4730-95b4-429a71cc0635",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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GAAAAAAAAAAAAAOSFgjMAAAAAAAAAAAAAIC8UnAEAAAAAAAAAAAAAefl/uKWeE9AwxmoAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 2000x500 with 5 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 3, figsize=(20, 5))\n",
    "heat_sim_planar.plot(z=0, ax=ax[0])\n",
    "heat_sim_cyl.plot_property(property=\"heat_conductivity\", z=0, ax=ax[1])\n",
    "heat_sim_sphere.plot_property(property=\"source\", z=0, ax=ax[2])\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d35764d5-eb4c-4e5b-99c6-d4c05a87ead2",
   "metadata": {},
   "source": [
    "## Solving\n",
    "\n",
    "Now we can submit the three heat simulation to our servers for solving. Heat simulations share the same web API as optic simulations. That is, we can submit simulations to servers in three ways.\n",
    "\n",
    "The first way is to use function [web.run()](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.web.api.webapi.run.html), which returns simulation results as a [HeatChargeSimulationData](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatChargeSimulationData.html) instance."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "56dd07cd-33b4-4de7-8fcf-0b9085d05100",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #008000; text-decoration-color: #008000; font-weight: bold\">↓</span> <span style=\"color: #000080; text-decoration-color: #000080; font-weight: bold\">simulation_data.hdf5.gz</span> <span style=\"color: #729c1f; text-decoration-color: #729c1f\">━━━━━━━━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\">100.0%</span> • <span style=\"color: #008000; text-decoration-color: #008000\">23.5/23.5 kB</span> • <span style=\"color: #800000; text-decoration-color: #800000\">?</span> • <span style=\"color: #008080; text-decoration-color: #008080\">0:00:00</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1;32m↓\u001b[0m \u001b[1;34msimulation_data.hdf5.gz\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100.0%\u001b[0m • \u001b[32m23.5/23.5 kB\u001b[0m • \u001b[31m?\u001b[0m • \u001b[36m0:00:00\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:14:54 UTC </span>Loading results from simulation_data.hdf5                          \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:14:54 UTC\u001b[0m\u001b[2;36m \u001b[0mLoading results from simulation_data.hdf5                          \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "heat_sim_data_planar = web.run(simulation=heat_sim_planar, task_name=\"heat_sim_planar\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "86f3a7b5-cfba-4108-86d2-62feb1ba0854",
   "metadata": {},
   "source": [
    "Alternatively, one can use [Job](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.web.api.container.Job.html) container."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "670ad927-f6e3-42c3-8cad-9fa62bc3667d",
   "metadata": {},
   "outputs": [],
   "source": [
    "job = web.Job(simulation=heat_sim_cyl, task_name=\"heat_sim_cyl\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "64c3f54a-a59f-4855-a26b-ddd38ef090ef",
   "metadata": {},
   "source": [
    "Note: This way, we can check the estimated cost before running the simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "2c798de8-27f8-4f6f-a571-cce7c3caedf6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #800000; text-decoration-color: #800000; font-weight: bold\">↑</span> <span style=\"color: #000080; text-decoration-color: #000080; font-weight: bold\">simulation.hdf5.gz</span> <span style=\"color: #729c1f; text-decoration-color: #729c1f\">━━━━━━━━━━━━━━━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\">100.0%</span> • <span style=\"color: #008000; text-decoration-color: #008000\">7.1/7.1 kB</span> • <span style=\"color: #800000; text-decoration-color: #800000\">?</span> • <span style=\"color: #008080; text-decoration-color: #008080\">0:00:00</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1;31m↑\u001b[0m \u001b[1;34msimulation.hdf5.gz\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100.0%\u001b[0m • \u001b[32m7.1/7.1 kB\u001b[0m • \u001b[31m?\u001b[0m • \u001b[36m0:00:00\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:15:14 UTC </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.025</span>. Minimum cost depends on task     \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:15:14 UTC\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m0.025\u001b[0m. Minimum cost depends on task     \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "estimate_cost = job.estimate_cost()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "967e3efe-716d-436e-87d9-be7a6ecf4212",
   "metadata": {},
   "source": [
    "Now run the simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "d6091955-7403-47ce-9521-e3af45452025",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #008000; text-decoration-color: #008000; font-weight: bold\">↓</span> <span style=\"color: #000080; text-decoration-color: #000080; font-weight: bold\">simulation_data.hdf5.gz</span> <span style=\"color: #729c1f; text-decoration-color: #729c1f\">━━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\">100.0%</span> • <span style=\"color: #008000; text-decoration-color: #008000\">682.5/682.5</span> • <span style=\"color: #800000; text-decoration-color: #800000\">5.6 MB/s</span> • <span style=\"color: #008080; text-decoration-color: #008080\">0:00:00</span>\n",
       "                                                <span style=\"color: #008000; text-decoration-color: #008000\">kB         </span>                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1;32m↓\u001b[0m \u001b[1;34msimulation_data.hdf5.gz\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━\u001b[0m \u001b[35m100.0%\u001b[0m • \u001b[32m682.5/682.5\u001b[0m • \u001b[31m5.6 MB/s\u001b[0m • \u001b[36m0:00:00\u001b[0m\n",
       "                                                \u001b[32mkB         \u001b[0m                     \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:15:20 UTC </span>Loading results from simulation_data.hdf5                          \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:15:20 UTC\u001b[0m\u001b[2;36m \u001b[0mLoading results from simulation_data.hdf5                          \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Warning messages were found in the solver log. For more   </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">information, check </span><span style=\"color: #008000; text-decoration-color: #008000\">'SimulationData.log'</span><span style=\"color: #800000; text-decoration-color: #800000\"> or use                     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.download_log(task_id)'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                                       </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Warning messages were found in the solver log. For more   \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31minformation, check \u001b[0m\u001b[32m'SimulationData.log'\u001b[0m\u001b[31m or use                     \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.download_log\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m\u001b[31m.                                       \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.025</span>.                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mBilled flex credit cost: \u001b[1;36m0.025\u001b[0m.                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "heat_sim_data_cyl = job.run()\n",
    "real_cost = job.real_cost()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fca5fe86-1d6a-4eff-978f-5ff64c464eb8",
   "metadata": {},
   "source": [
    "Finally, class [Batch](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.web.api.container.Batch.html) facilitates a convenient submission of multiple simulations. Let us, for example, submit the spherical case at several different mesh resolutions."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "cec97c0e-22bf-46e2-ad6a-c86434d57318",
   "metadata": {},
   "outputs": [],
   "source": [
    "dl_refine = [0.04, 0.02, 0.01, 0.005]\n",
    "heat_sim_sphere_refine = {\n",
    "    \"heat_sim_sphere_\" + str(dl): heat_sim_sphere.updated_copy(\n",
    "        grid_spec=td.UniformUnstructuredGrid(dl=dl)\n",
    "    )\n",
    "    for dl in dl_refine\n",
    "}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "7d0e29a7-96d4-414e-8ffa-04645612b323",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:16:33 UTC </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.100</span> for the whole batch.                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:16:33 UTC\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.100\u001b[0m for the whole batch.                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "batch = web.Batch(simulations=heat_sim_sphere_refine)\n",
    "estimate_cost = batch.estimate_cost()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "796b1ef2-c9a4-41f3-9455-7c74f0d11ba8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">heat_sim_sphere_0.... → <span style=\"color: #008000; text-decoration-color: #008000\">success</span> <span style=\"color: #729c1f; text-decoration-color: #729c1f\">━━━━━━━━━━━━━━━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\">100%</span> <span style=\"color: #808000; text-decoration-color: #808000\">0:00:02</span>\n",
       "heat_sim_sphere_0.... → <span style=\"color: #008000; text-decoration-color: #008000\">success</span> <span style=\"color: #729c1f; text-decoration-color: #729c1f\">━━━━━━━━━━━━━━━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\">100%</span> <span style=\"color: #808000; text-decoration-color: #808000\">0:00:02</span>\n",
       "heat_sim_sphere_0.... → <span style=\"color: #008000; text-decoration-color: #008000\">success</span> <span style=\"color: #729c1f; text-decoration-color: #729c1f\">━━━━━━━━━━━━━━━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\">100%</span> <span style=\"color: #808000; text-decoration-color: #808000\">0:00:02</span>\n",
       "heat_sim_sphere_0.... → <span style=\"color: #008000; text-decoration-color: #008000\">success</span> <span style=\"color: #729c1f; text-decoration-color: #729c1f\">━━━━━━━━━━━━━━━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\">100%</span> <span style=\"color: #808000; text-decoration-color: #808000\">0:00:02</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "heat_sim_sphere_0.... → \u001b[32msuccess\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100%\u001b[0m \u001b[33m0:00:02\u001b[0m\n",
       "heat_sim_sphere_0.... → \u001b[32msuccess\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100%\u001b[0m \u001b[33m0:00:02\u001b[0m\n",
       "heat_sim_sphere_0.... → \u001b[32msuccess\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100%\u001b[0m \u001b[33m0:00:02\u001b[0m\n",
       "heat_sim_sphere_0.... → \u001b[32msuccess\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100%\u001b[0m \u001b[33m0:00:02\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:17:14 UTC </span>Batch complete.                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:17:14 UTC\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:17:16 UTC </span>Total billed flex credit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.100</span>.                              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:17:16 UTC\u001b[0m\u001b[2;36m \u001b[0mTotal billed flex credit cost: \u001b[1;36m0.100\u001b[0m.                              \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "batch_data = batch.run()\n",
    "real_cost = batch.real_cost()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "280416a8-3f13-4850-a188-147d0fd53d6b",
   "metadata": {},
   "outputs": [],
   "source": [
    "heat_sim_data_sphere = batch_data[\"heat_sim_sphere_0.02\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "abb02e1d-1fa9-4532-8e91-8cdc6697e8e3",
   "metadata": {},
   "source": [
    "For more details on Tidy3D's web API see [the corresponding tutorial](https://www.flexcompute.com/tidy3d/examples/notebooks/WebAPI/)."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f68de674-b957-4fcc-9606-1e1e27cf35af",
   "metadata": {},
   "source": [
    "## Data Visualization and Analysis\n",
    "\n",
    "The solution data to the heat equation is stored in [HeatChargeSimulationData](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatChargeSimulationData.html) object. Its field `.data` contains `HeatMonitorData` instances corresponding to each monitor from `HeatChargeSimulation.monitor`. Note that the heat equation is solved on an unstructured mesh, however, for a more convenient manipulation of data in the Tidy3D python client, the solution results can be transferred onto a Cartesian grid.  If the results on the original unstructured grid is desired, option `unstructured=True` in monitor setup can be used. In that case, the data would be presented in the form of [TriangularGridDataset](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.TriangularGridDataset.html) (for planar monitors) or [TetrahedralGridDataset](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.TetrahedralGridDataset.html) (for volumetric monitors). For more information about working with unstructured datasets please refer to [the tutorial on unstructured data classes](https://www.flexcompute.com/tidy3d/examples/notebooks/UnstructuredData/).\n",
    "\n",
    "Temperature distribution corresponding to a given monitor can be visualized using function `HeatChargeSimulationData.plot_field()`. Note that numerical solutions are slightly extrapolated outside of solution domains, such that interpolation can be accurately performed anywhere in the vicinity of the solution domain. Additionally, data in monitor data objects are automatically expanded with the respect to the symmetry of the original simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "ff9265f8-f2de-4da5-ae75-07cd30d8f109",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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HcRzHcRzHWUeYPXs2pkyZgssvv/xRnb/FFlsAAK655pq+7aOjo5g/f37eb+y444742Mc+hl//+tf4zW9+gwULFuDEE0/M+0MIeNnLXobPf/7zuPLKK/Hv//7vOOecc3KJxNXxcOdts802uPfee/Gyl70Me+6550p/zImyzTbbIKWEK6+88iGvt6ZOg9U9H9s2/vk8Ws477zzcc889OOmkk/DP//zPeMUrXoE999xzlWUDH6lL4je/+Q0++MEP4v3vfz/e8pa3rPKYTTbZZI3+nHzyyfmcnXfeGQ888ACuuuqqvrEuuuiivP+h2HnnnXHppZeulCy96KKLMGnSJDz1qU/tG+cPf/hD33G33XYbbr311oe9znbbbQcAmD9//ir333///X0/L1y48CHHeyzMnz8fIYR8b47jOI6zNvE40uPIh8PjSI8jHWddwIVpx3Ecx3Ecx3GcdYQQAvbdd1/89Kc/XSnhAjx82bk999wT3W4X//Vf/9V37Ne+9jUsXrwY++yzDwBgyZIl6PV6fefuuOOOCCHk0nj33nvvSuNbsmdV5fOMNTnvjW98IxYsWID//u//XunYBx98EMuWLQMA7Lvvvggh4Oijj14pUVXf3/DwMO67777VzsnYbbfdMGfOHJx44ol993DGGWfgqquuys/nsWJuiXqOo6OjOOGEE1Y6dnh4eI1LMt5+++144xvfiBe84AU45phjVnvco+kN+OpXvxqdTqdvjsyME088EZtuuime//zn983j6quvxtjYWN72+te/HgsXLsSPfvSjvO3uu+/GKaecgle+8pW5F+AOO+yA7bbbDl/5ylfQtm0+9ktf+hKICK9//esf8hnsuuuu6Ha7q/z7AWClZPePf/zjfC8TzSWXXIIddtghly11HMdxnLWJx5EeRz4UHkd6HOk46wpeyttxHMdxHMdxHGcd4lOf+hTOPvts7LHHHjjooIOw/fbb4/bbb8cpp5yC888/H9OmTVvtubNnz8bhhx+Oo446Ci9/+cvxqle9Ctdccw1OOOEE7L777njrW98KADjnnHPwnve8B294wxvw1Kc+Fb1eD9/61rcQY8TrXvc6AMDRRx+NX//619hnn32wxRZb4M4778QJJ5yAefPm4QUveMFq57Am5/3DP/wDfvCDH+Cf/umfcO655+Jv/uZv0LYtrr76avzgBz/AWWedhd122w3bbrstPvrRj+ITn/gEXvjCF+K1r30tBgYGcPHFF2Pu3Ln49Kc/DUCSTF/60pfwyU9+Ettuuy3mzJmDl770pSvNrdPp4LOf/SwOOOAA7LHHHnjzm9+MhQsX4otf/CK23HJLfOADH3i0L1sfz3/+8zF9+nTsv//+eN/73gciwre+9a1VJrV23XVXnHzyyTj00EOx++67Y2RkBK985StXOe773vc+3HXXXTjssMPw/e9/v2/fTjvthJ122gnAo+sNOG/ePLz//e/HMcccg7GxMey+++449dRT8Zvf/Abf+c53+koTHn744fjmN7+J+fPnY8sttwQgCcXnPve5OOCAA3DllVdi1qxZOOGEE9C2LY466qi+ax1zzDF41atehb322gv77bcfLr/8chx33HF417vehe233/4h5zk4OIi99toLv/jFL3D00UevtP/MM8/EW97yFrzoRS/Ctddei6985SuYNGkSzj77bOy+++54xSte8YifzaoYGxvDr371KxxyyCETMp7jOI7jTAQeR3oc6XHk6vE40nHWEdhxHMdxHMdxHMdZp7jpppv4bW97G8+ePZsHBgZ466235ne/+928YsUKZmb+xje+wQD44osvXuX5xx13HG+33Xbc6XR4o4024oMPPpgXLVqU9//1r3/ld7zjHbzNNtvw4OAgz5gxg1/ykpfwL37xi3zML3/5S371q1/Nc+fO5W63y3PnzuU3v/nNfO211z7k3Nf0vNHRUf7sZz/LO+ywAw8MDPD06dN511135aOOOooXL17cd+zXv/51ftaznpWP22OPPfjnP/953n/HHXfwPvvsw5MnT2YAvMceezAz87nnnssA+Nxzz+0b7+STT87jzZgxg9/ylrfwrbfe2nfM/vvvz8PDwyvd35FHHslr8lH6ggsu4Oc+97k8NDTEc+fO5cMOO4zPOuusleazdOlS/vu//3ueNm0aA+AttthitWPuscceDGCVf4488siHndPD0bYtf+pTn+ItttiCu90u77DDDvztb397peP2339/BsDz58/v237vvffyO9/5Tp45cyZPmjSJ99hjj9W+R3/84x/zzjvvzAMDAzxv3jz+2Mc+xqOjo2s0zx/96EdMRHzzzTfnbfPnz2cA/KlPfYr33HNPHhgY4K222op/+MMf8kc+8hGeNGkSH3XUUcxcXsO77rprpfta1Wu+xx578A477NC37YwzzmAAfN11163RnB3HcRznicLjSI8jV4XHkYLHkY6z9iHmx6EOgeM4juM4juM4juM4zuNA27Z4+tOfjje+8Y34xCc+AQC48cYbsdVWW+Eb3/gG3v72tz/uc9h3331BRLnEo+M4juM4jrPu43Gk46x9vMe04ziO4ziO4ziO4zjrDTFGHH300Tj++OOxdOnSJ/z6V111FX72s5/lZKbjOI7jOI6zfuBxpOOsfVyYdhzHcRzHcRzHcRxnveJNb3oT7r33XoyMjDzh195+++3R6/XwjGc84wm/tuM4juM4jvPY8DjScdYuLkw7juM4juM4juM4juM4juM4juM4juM4jysuTDuO4ziO46xlPvOZz4CI8P73vz9vW758Od797ndj5syZGBkZwete9zosXLiw77ybb74Z++yzDyZNmoQ5c+bgX//1X9Hr9Z7g2TsTwa9//Wu88pWvxNy5c0FEOPXUUx/2nPPOOw+77LILBgYGsO222+Kkk05a6Zjjjz8eW265JQYHB/Gc5zwHv//97yd+8o7jOOsAW265JZj5CekL6DjrEh5Hbth4DOk4jvPY8TjS2RBZmzGkC9OO4ziO4zhrkYsvvhhf/vKXsdNOO/Vt/8AHPoCf/vSnOOWUU/CrX/0Kt912G1772tfm/W3bYp999sHo6Ch++9vf4pvf/CZOOukkHHHEEU/0LTgTwLJly/DMZz4Txx9//BodP3/+fOyzzz54yUtegj/96U94//vfj3e9610466yz8jEnn3wyDj30UBx55JG49NJL8cxnPhN777037rzzzsfrNhzHcRzHeQLxONLxGNJxHMdxnEfK2o4hiZl5Qu7EcRzHcRzHeUQsXboUu+yyC0444QR88pOfxM4774xjjz0WixcvxuzZs/Hd734Xr3/96wEAV199NbbffntceOGFeO5zn4szzjgDr3jFK3Dbbbdho402AgCceOKJ+NCHPoS77roL3W53bd6a8xggIvz4xz/Gvvvuu9pjPvShD+H000/H5Zdfnrftt99+uO+++3DmmWcCAJ7znOdg9913x3HHHQcASClhs802w3vf+158+MMfflzvwXEcx3GcxxePI53xeAzpOI7jOM7DsS7EkM3jdneO4ziO4zjrMMuXL8fo6OiEjsnMIKK+bQMDAxgYGFjl8e9+97uxzz77YM8998QnP/nJvP2SSy7B2NgY9txzz7xtu+22w+abb56DwQsvvBA77rhjDgQBYO+998bBBx+MK664As961rMm9N6cdYsLL7yw7/0ByOtvJZhGR0dxySWX4PDDD8/7QwjYc889ceGFF6523BUrVmDFihX555QS7r33XsycOXOl97bjOI7jrE2YGffffz/mzp2LEJ64goDrQgwJeBzpPDo8hnQcx3E2dJ5MMSSwfuYiXZh2HMdxHGeDY/ny5Zg7NIJFaCd03JGRESxdurRv25FHHomPf/zjKx37/e9/H5deeikuvvjilfbdcccd6Ha7mDZtWt/2jTbaCHfccUc+pg4Ebb/tc57crO71X7JkCR588EEsWrQIbduu8pirr756teN++tOfxlFHHfW4zNlxHMdxHg9uueUWzJs37wm51roQQwIeRzqPHo8hHcdxHEd4MsSQwPqZi3Rh2nEcx3GcDY7R0VEsQouT4laYhIlZHfkAEt6+dD5uueUWTJkyJW9f1QrFW265Bf/8z/+Mn//85xgcHJyQ6zvORHD44Yfj0EMPzT8vXrwYm2+++Urva8dxHMdZ2yxZsgSbbbYZJk+e/IRdc23HkIDHkc66iceQjuM4zvrCkyWGBNbfXKQL047jOI7jbLAMdyImUZyQsYhboAWmTJnysMmXSy65BHfeeSd22WWXvK1tW/z617/Gcccdh7POOgujo6O47777+lYqLly4EBtvvDEAYOONN8bvf//7vnEXLlyY9zlPbjbeeOP8ehsLFy7ElClTMDQ0hBgjYoyrPOah3h+rK/e0Ju9rx3Ecx1kbrI0ywWsrhgQ8jnQeGx5DOo7jOI6wvseQwPqbi3ziCqg7juM4juOsY1BDCBP0h5o1D2hf9rKX4bLLLsOf/vSn/Ge33XbDW97ylvx9p9PBL3/5y3zONddcg5tvvhnPe97zAADPe97zcNlll+HOO+/Mx/z85z/HlClT8PSnP33iHpKzTvK85z2v7/0ByOtv749ut4tdd92175iUEn75y1/mYxzHcRzHeXSsrRgS8DjSeWx4DOk4juM4a4+JjCHX51ykO6Ydx3Ecx3GeYCZPnoxnPOMZfduGh4cxc+bMvP2d73wnDj30UMyYMQNTpkzBe9/7Xjzvec/Dc5/7XADAXnvthac//en4h3/4B/zHf/wH7rjjDnzsYx/Du9/97tWWfnTWXZYuXYrrr78+/zx//nz86U9/wowZM7D55pvj8MMPx4IFC/A///M/AIB/+qd/wnHHHYfDDjsM73jHO3DOOefgBz/4AU4//fQ8xqGHHor9998fu+22G5797Gfj2GOPxbJly3DAAQc84ffnOI7jOM7E4HGkU+MxpOM4juM4a8K6FEO6MO04juM4zgYLdQKIJqaADDFPyDjGF77wBYQQ8LrXvQ4rVqzA3nvvjRNOOCHvjzHiZz/7GQ4++GA873nPw/DwMPbff38cffTREzoP54nhD3/4A17ykpfkn61H3/7774+TTjoJt99+O26++ea8f6uttsLpp5+OD3zgA/jiF7+IefPm4atf/Sr23nvvfMyb3vQm3HXXXTjiiCNwxx13YOedd8aZZ56JjTba6Im7McdxHMd5ErIux5CAx5EbEh5DOo7jOM76w0TGkMD6m4sk5schAnYcx3Ecx1mHWbJkCaZOnYr/nf40DE9Qb5dl3OJ1i67B4sWLvY+a86TB/q74+9pxHMdZ11gbv6M8hnScNcNjSMdxHGdd5ckSQwLrbxzpjmnHcRzHcTZYQiSE8Mj6+q12rDQx4ziO4ziO4zjrNh5DOo7jOI7jOI+UiYwhgfU3jnRh2nEcx3GcDRbqEGiCAkJaT4NBx3Ecx3Ec55HhMaTjOI7jOI7zSJnIGBJYf+PIiStm7jiO4ziO4ziO4ziO4ziO4ziO4ziO4zirwB3TjuM4juNssITGyzA6juM4juM4jwyPIR3HcRzHcZxHykTGkMD6G0e6Y9pxHMdxHMdxHMdxHMdxHMdxHMdxHMd5XHHHtOM4juM4GyzeH9BxHMdxHMd5pHgM6TiO4ziO4zxSvMe04MK04ziO4zgbLCESQpygMozt+hkMOo7jOI7jOI8MjyEdx3Ecx3GcR8pExpDA+htHeilvx3Ecx3Ecx3Ecx3Ecx3Ecx3Ecx3Ec53HFHdOO4ziO42ywUCTQBK1UJKyfqxQdx3Ecx3GcR4bHkI7jOI7jOM4jZSJjSGD9jSPdMe04juM4juM4juM4juM4juM4juM4juM8rrhj2nEcx3GcDZYJ7Q+4nq5SdBzHcRzHcR4ZHkM6juM4juM4j5QJ7zG9nsaRLkw7juM4jrPBQoFAYYLKMPL6GQw6juM4juM4jwyPIR3HcRzHcZxHykTGkMD6G0d6KW/HcRzHcRzHcRzHcRzHcRzHcRzHcRznccUd047jOI7jbLBQDKA4Mev0CDwh4ziO4zjrJ0sf6GHx4lGAAQTC2FjC4iVjGBtjDA1FMDNWrEgYGIiIAVhy/xhmzxpEp0PoNAHLl7eYMqWDaVMahOBryB1nXcZjSMdxHGeiSImxfEXCihUtVowmjI4mLB9tAQZSAtrEGB1t0e1GBAKCui0HByK63YCBbkC3GzA0GBEnsESw4zgTz0TGkMD6G0e6MO04juM4juM4juM4FcyMexaN4pYFD+B3f7gX9943hrsWrcCddy3HnXeuwKyZHcyeOQkPrmjx4PIWy5a1ACEnCy1h2HQbgBmp14KqPKEkJCLGVowCTGBmpKR/GOg0hJGRBkODEd0GuPLapRjsEjbddBJmzxjAzBldPGXLYez0jGmYM2sQA10Xsh3HcRzHcdYF7l86hrvvHdU/K3D5VUvQ6RCWL0+4f+kY5t/yIAAgRqgYzYgxgMAgAgIRQFryV8cMQURqQNZAMjOQ5PuUGAxCahOahjA0GMEAei1j680mYWSkg5FJAQ882GLHp0/DrBldzJrRxcwZA5g2pbMWnpDjOBs6Lkw7juM4jrPBEiIhTNCK4gBfmew4jrM+seyBHi6/ajHuuGsFFt03hr9ccR+uuWEpQiDEKH8adTM3kRA7EZMmdbHVlgMAgOVjCSDC0FCDSZO6SG0LEBUBmoCm20Ua6wHUAbeSTSRLNsYATGrQ9noALMHIoBgBXfk+1gPalrDVFlPQckKvBW5duAI33vogLrp0EXon34xeK2L22FjC5JGIPZ43GxvPGcSkoYidnzENG80ekGs6jjNheAzpOI6z4dLrJdy2cDluve1B3HDjMvzpivsw2A24Z9EY7r53BQBCIKDpEJomIEZdtKjGxkmTRJJhBrrdBpMlNJTdekzfgsb8e4L7vJHM+YDVnr/w7lEsvHsUIIAT48rrlqLXS+j1GCkBKSXMnjmAGdM6GB1jPHXbEWy/7RTMmzuETTcZ8sWPjjPBTGQMCay/caQL047jOI7jbLAQEShMTBBHaf0MBh3HcZ7s3L90DH+9aRnOOvdOXHntYixd1mKgG/DgCsZAN6LbITSRAGJsvMkkAKg+3st3oYngtpXvY5RdzAAROCVQCAgxoDc6JuJ0CAhNAMAgLctNTUTSY/PoTQClCKQETgmhaRBiACdxzIDETU1ECEmu2WkCYgwYyJnJkqLkxLjkssVI7X0YHQO++t2bEIghCVLGpptMwqv23gTbbDWCeZsMPQ5P23E2DDyGdBzHefLTtowb5i/F/FsewE23PoBbb3sA19ywFCvGEroxoNMN6HQCYvX7YOqUrjqdCQzO4rEsTGT9XmPDKoYjIjAB1QmAxoAZ1uM0BiX9CuShi3Rt5wWWE0FAYHQC0O3GMr/E6LXAnfdIDPu7SxbhN7+7F6MrWoz1EmIkPG2bEWw6dxK2mDeELTebhKduPRmdjgvWjvNomMgYElh/40gXph3HcRzHcRzHcZwnBfctHsU119+PX114N/585WKMjibp8TwYpbdz02DGjC6YgaFJKfdytgRfCCE7SiwRyIlBgRCoySIxoCm+EBBi1POBzmAXvdExcGLE2IgQHftl7rqnGIEQAtBrE5qBrpT4BsBBSoK3vTbPMcQgjhkioNeq65r65pq0xmOMQHeAMKkNfc6a+5b08JVv3YgVoy16bcLIcIOpkzt41d6b4KnbTMaWm01yd7XjOI7jOBscPRWhzzn/TixaPIbb71iO2+9ajkDWw5kAEEZGuphMqh9ryDQ+ciIi+QMRkVm32ZFUl9fRceT41cHlC63eH8nMIKa+CREDjH7xOl+fAYzTl0MMGIjAwEDM2vYdd43ijrtW4HeX3IvlKxLaNmGj2QOYO2cQUyY3eOkL5+Cp20xG18Vqx3HWEBemHcdxHMfZYKGICSuhQ/zwxziO4zgTBzPjmuuX4JobluHKa5fg6uvvx7JlCd2BiKGBiKGhDgYHi2hLISCEIGIxEUJoNHFn5bcZREEdKwwETfABCEFFYUgPP+j21LaInQYMyteJjXzMTokRG3VX50RkWxzXmmQkdNB0uyvdW0r1sdpvUIfilMT4EiMSJQSqxO5A4KT3E2Lud23jDgXCoJaQJAArxoDv/O+tWLEioddLeNpTRvDUrSdj+6eMYIftpmBk2HsPOs54PIZ0HMdZv1m0eBR/uXIJfnLmbRgbS7j9zhUIkTA0EBEbEYynThnoL5ONEo9R/g/6FvVx/TNBYrSH+ndeK+RkrZjH7WOGWKnlODu+HjNfnmncADr2+OsxymJLjWnNoc31+bnBtYjb3a64rZmBFSsY8299ECkBv/3DIoz1GBvP7qLTCdjnZRtj5x2nYfbMgYe4ccfZMJnIGBJYf+NIF6Ydx3Ecx3Ecx3GcdZ6UEn74k1tx3oX34Lbbl6NlxqThDoYGI2IgNE2DadPF9czg3GgvxqiuZxGmpZSilFMUJwvyOWRd/GJxUqfUShKSSPs/i4saKYEoFqc1+hOTCEnHq+w0BASzphCQOCF2ouUCxVXDLPNRJzSFAARkUd3KOFIU0ZkCSUKCAQ6EEKKK6gmJynMwZ3dxfEv5RgAYnBQwMCTPeOHdY1h45z34+W/uwdKly9G2wNTJDZ614zS8+TXzsKmWO3ccx3Ecx1lfuGfRKC758yL8+P8WYMWKhMX3txgairmH8pQpXRWhLW6zsttFiGbZUAnBKC1acrhXVcqpFxXaIVTJ3Gwlvu08RtJYjXUsWSTJRTjWxZC6VDLHdlaa20TnMg07r3+TCdilDpDOnnUBpN6WDdUvo1kJcUKMwPBIB2Bg+QrG8hUt/ueUW3Dit27EyKSIgYGAV+61CXbfeTo2njO4Rq+V4zhPflyYdhzHcRxng4Ui9ZVYfUxj8cSM4ziO4xQuuPhu/PAnC3DtDUtBkTBpMGLSUMTMGV0RhGPICcHUisNYNORQknVBejIDmlRrIlo2EZpkxXrlJglEoEZdx5pwJAoiAmtmrlWhN7ueCQBJT2nL7QUqTuOcQEwqNNsx0DGYAWIEipIMZCAMdEBESIlBQcYIFJGYgaZBaGIxzGgSMvaQRXW0UtK7zAFgJnDQ3oQpgZqSdVTTOBAAagjDHcbgwGAe+9LL7sP5F92D5SsSZs7oYM8XzMRb37CV9xh0Nkg8hnQcx1m3Wb68xR/+vAg/+r/bcP/SMdy7qIdJQxHdrsSO06ZJkNTXwSSX4AagQq9V01kJqoXnfjHaRqgFYqr2mwAMi8MsFgQhcH//WVYXtPWWpiyM6zUSo+jfpPEo+tzPfTq1Xi63s8E4lzRLxR0GgGrssptL3IgiuHMq/a67AxHdgQgwo22BU366AN/8wc2YMhIxeaSDV/y/jfG83WZiZNilKWfDYyJjSGD9jSP9b7/jOI7jOBssFIqgMRFjOY7jOI+NXsv46nfm49zf3Ikly1pMGowYHm6w8caTEFTcBUpSL5gIS4QYQk4omvMkm6NRJQ4JiJb8q/7tNgOLJQMlr6eOZCJJTAZJ7jVB3CQigFPebnaavgqL+fqEpEI4VwJ2baNhhojoujsldVSj7A8pgbpWOjx3DQQSgzuUa0tyCOL4blvpa22OF2a5fgi52qMlJEPHbgQAs5hlNLE5aVLA8HAXiRmpl3DWeffgf/9vIcCMpz11BB846CmY525qZwPBY0jHcZx1j1tvexCnnnEbblnwAP56y4PoNIShSQ3AhOnTzBFdmqkAxbGcY8i8J4dU/cK0Hh8o5JYvqM8i5PhUFgJqI5jY/299f4Ftyg7tgJDjXbscIGOEVXiXJa5M/XPQEwm5CY2QuCxC1Hg3tamaiwSxDFmomYIslqzLgxMoV9zpvyEV13XFJEEqixOk/He3E8FgLH0w4Zs/uAUn/s+N2GLTIWy6ySD2/du52GbLkZXHdJwnIRMZQ9p46yMuTDuO4ziO4ziO4zhrjbvvfRD/c8ot+N3Fi/DgihaTp3QxeXIXI1M0odYmyQHGoOK0iMIhBCCIA1nyif2JOkm4Uc7RxZwQ1DQdQ/svU94GQEXcUvAwmCAcSsISRGAWsRqAOEfYEo9lOxMDLRdBHCxzBjQBqaUXOWXHi5UaJwCBQ8mKalKwRdmU7dIwbbtOj+r8I/WdnxKXe2U2s3Y+i/U+TJi2pGu+97YFmoDhkYCRyR0wM+5ZlPDew/8MANh83iTs/8Z52GWnmQ/30juO4ziO4zxqmBmXX70Ev734Hlzyl/tw732jGJnUIDYRUyZ3ykLFULuN+xcmsoVpseoFvZIOTdV6QtL4UWOtcT2dKcQicJOIs6vSjfIlSo3v4pRm0vYuAFn1G9by3gRwiypmBICoTuZ6vJVjQwRIRSAUwTtEAqe2zKqqIhQh7XC4Wn1JICRKeUiqnhmnBE4AoWodk5KWEmcV84GBwYiBgYjFS1vce/USXHTpIgwPR+zyjGl47q4zsMtO0xEn0FHqOM66hwvTjuM4juNssFDoL5P1WMdyHMdx1ozbFj6IY0+8HpddswTdTsTk4YjJIw0mT+4gNhEUgiSyiETXDUHcJ0Ti4EjiEA4hlvKFOcNGCBRy2W2gOJ7NCWLJPEv6hSAls8UBg+KaCaFyf5SkZYgEcHHDhBC15Lc4T/qInJOAoCJSU5+tOui8CSklca9UQnvShCAzI+qxenF5TnrfKcm99Duy1RmtY1CQrCVzys5sTmUc63cNIrQp5d7cVroxICKNjSE2HSC1oKZBA2DG9AGAGYsXj+FT/3Udli69CjOndbH/fptjrxdv/GjfKo6zTuIxpOM4ztrBxOjzLrgLF1x8DwiESZNE4pg6ZQAAcrlr68cMspbJXBYV5u3Vv+fj/jkuZbOrOHP8QkgKZbEgIYvWeb8e0+dcLntgJW3y+DoOAWo55nK47YzVdottgSJO53o6JSY1kZqpLFCEbksUNSZk5F7Vtj8SKFfTkS+BQyn/XYv4MYIDVyI5awubBEKQOeSYVM6PMWLyZCn7/acrluDCPyzC6FiL5+46A3s8fzZ22XGai9TOk4qJjCFtvPURF6Ydx3Ecx3Ecx3Gcx50l94/hmOOvxe//uAhDgw0mj0TMnTMovZoDclnAxIwmqhtak4ap14JCByIyA02jH2XVghLMmRJFsM49AqmU4hb6HcVWVjEEEndwmyyDiEhBEwcBqW2REovr2sbS6zSxP/kZAqFtWfsSkjiug1w6tSk7t6VUN5frh9IHO8aAlJDF+Ybk+aSUwJHQNI30BOwlIES06nRpGnGPJ3Vfm8ul7kVoAjdzyC4WEBA6MecJWZ0tTejA7DncJjAxOLUgIsRORGpl0QC3KTvUOw1h+kCDqVMZ7ViL//7Ozfjcl67HnFkDeM87tsZzdnUnteM4juM4j4zr/roUp515G377+3vQGQgYGepgeLhTejpX6/2smk7IjmIgO5JNT60XIlYu4zpkzCJ2OUG+5+IIznGmBF7oU6nr+eSKNLItRHNVB+3zXF03X5LGGbJppe213B1zJSAZL7Vl/lkwTwnlCjLPGBm5Lw1zjk+ZrbS3xpJciqDbAkeUzbCWOBJPJumPbfeYuPKdSzlwBkApFWc3A5OGCUMccdV1S3HJX+7Dg8tb7LTdFLz+VfOw4/ZTVt3v23Gc9Q4Xph3HcRzH2WAJkfIHwsc8FvsHJMdxnFXxpZNuwMk/WYDJww2mjHSw2abDkgiskmchBiACYOmrDAJiEKE0NupSDgRQKAJuoNwXWrRTFZIjiogM5L5bxT1j2nP/HACAmqgOaHPT6BcmBJaegZbApEbP1USdjS/zsLKHmmpTG3IIJmwzkBhNQwACQoQm79SrQgEy/SDu6UDgwEBP5xPU9dKJCCAEjtLzOogrPJjDOqXsaMk5Qy07rlZx9Nq273dhalvtYQhAHdwEIJGVHE+I3UbEaV0g0Ou1CDHm5KwlHykETOsCU6d00Osx/uP467B4yZXY7ikj+Mj7t8PcjYYe25vLcdYSHkM6juM8/ty+cDm+f+otuPq6+7FocQ8jww2mzxzsK7ldquKglLe23VHrYDNLjKKO4eyErvpKcwkobejshra40RYdiq+4xEqkjuV8PaVMcxULJGn89xIrcqVE2yLLccpv3zVsbn1BMSwm7S8zDgAcgrWZ7huFE4MtXlVXNcOc2MhOagtviUgr+kAc1VTuUxzTQXVudWFHlkWoebFkkvNiVYacIIK2zmrSpA4mDXdw6x0r8KkvXoOhwYCnbTsZb3jlpt6T2llvmcgYElh/40gXph3HcRzH2WDxMoyO4ziPD9fPX4p3H/4nBCJMndLBNpsPy44YEWLo69mcS2Frgi4SEGKUdJg6NWJnELFO9lX9/TQX1lc6sen09/cjE4erf/cr40cRrTWZl8eq3TCdulYhtMS1/JgS9fUPDDEggZHa/uRncZYQKBZHNXJpRQJzyCULeVwCM3QDkvXXtpsHEBhomRAbQuqVeQcV2ikQUss54SmOaJlPoxXOSyJUzokx6LkB3LayQABaZl0dNTKvgM6AjaGJXf0hRnOhR3Q6CdOmD2DalA6WLG1x8L/+CUuWjuFtb9wcB+y35arfSI6zjuIxpOM4zuPD6FjCb353N84+byGun78Mk4cbxE7A5KpnNHIBG1JXtAi71kva3M51+e2+vtB5c+iPFyuzc+2WzsdUP1vcaJqy9bKuqmDreOP+jacyhpXM7qvsozEWjWtMzdx/rGi4qU9ch1bFsfskO6+eUz55/EbIzTMBXMXFufIOynh2GlelwvsqhDMYSZ4pl+ee6omEkF3XdcsYYnGXJ04iaDMDERge7gBgXHP9UnzoE5dj3iZD2HOPOXjpC2Zj0pBLXM76g5fyFvxvreM4juM4juM4jvOYGRtLOOnkm3DWuXciJcYmswcRu1GcHCEg9drsYo6NiMzmXiH9HoHQqJhq5f/MKb2qPn/jk3oh96LWSXEpEY5IiLEkIC1RZwk6KbPI6lCu+g8C4v7NInq5tu2XCt+krhCoE0WEYr2YOEtUVOaqwqPNL0gWVHtA6+UBUJOH0GemSrIlL238lEAxIiCVe65EeSIRyqEu6pCTIiE71VPLiEjZjZN7EQaZREqMqJnKVPWkRtMBt4zUtjnxSDov1vsGIjA6CooR3QaYPbvBrJldnHXunfjR6bdj+6eM4OD9t8ZWWww/1NvMcRzHcZwnITff+gBO+emtOP/392J4UoOBbsC0aQNVO5JShaavTYv9jLItVfFapoodSxnucaIwGBgnYNdCtp1v9F2DUOLHulw46oWQxVWsVucSs9kYRAjQHjB981/FQ4sBSftI20LNXBEoF+6pnM7Vo7A4u6jtDMqOZvS1gukXo6lyl5eFkpRVfdXWU8zjlPH63eDMobisdUyp1MOIXDmpc/VxQmwYU6cO4P4HEk4+bQG++p0b8axnTMF++26Op207eRUPyXGcdREXph3HcRzH2WCRcqvh4Q9cw7Ecx3E2RO68ezmO/fL1+MtVizF16iCmTu3IDgaaJiJnuKKIzyE2SG2L2BT3NPUlC6UkN6cWACE0QV0oIScAUy+hGYgQo4UkrUITc2lBkLSftn+b26q3cxGbtcxhELez5LsC0IlVOUFNUCZxL4coLpKco9T5BJDm/ooiTtDehkGuJnOLfRUYuYX0n66yjcESiGWLOmcATpDyin2/c9T53GlEMI4BXPXsrvOfMQIpBkTELOqnVoXxSIiRkNpWk4ekTuskCV4icbAnFhcLB3Cvld+jREjcQ1C3dSDJIEoPayCGRsqAx1Dc8ADaHmN4EmF4uIM77xnFoR+/DMNDEQf+w5bY43mz1/Ad6DhPPB5DOo7jPHZ6LeNnZ9+G8y+6Fzfe+gAmjzSYMX2g1qErR7AJ0lZeuwjGMf97rAsGbZEiFyGaYT9rvBbK4r2MOqvtWN1UicmyiBK2uDGGHC7auHkBZKpFWP0aKVepyefmXwGMItKujJXSHk9EqSjEpVuz6NJtqsqBY5wIzuXZsNa7CVXQmHLNbhGsTWDW55FjRZgQXa26BAORoZq5PJ9A2RnNdr+M8iztuhSKEK7tZzhoGXDYwlWJL7sDETO7ETfdugL/9tmrMGdWF3+z+wy89hXzMND1363OuslExpA23vqIC9OO4ziO4ziO4zjOI+bq6+/HYZ+4DJECpk7tYuONJolbGUBqU04umcAZmqjuZ0JoOpWTt7g76g/pFCJiR53VZKUaxY0i3wfp0RxIkmdW2huMkHsNyjUadWhLb0CooA0VsEUIDxBnLwNoGisHqccG7SZYVdBmZgwMdjC6oidzt9KJmnjTC8rzsLKQmjDMBhtrfZgYKQvJ4vppGinb3fbMES7jtUlFYsnRAhDhnRloYpQS4iYgmxubTCoHGkhPQOkDLSXFWUs32usRtBQmJwBR58uMYEK2umxanUJKDIpRxXMGJ3mt2Bzt2mswDA6KeK7XjxHotWOgSBhoOpg1MyIx40snzccxJ1yHlz5/Jt77rqeg01k/Ey6O4ziO46zM4iVj+MlZt+Ps8xaCQRgYCJg6paMxEIoLWqvTZNESEgf2ackaW5o7mDSOgsZJMkRVTYfqdjDm9BX6quJkDZeyk5mqMezafY7qvrFWE7sQAJRWLxbf1qJxWI2TWhb9VYK3iuS2JYRQhG+WxYi1Q7tPv2JoGxkV6LMYjGqBpCn/VPpFc5l/HpoZCf1jBwQgahxtJb91DK5KBzFxX49pMoc0zFUNgFMuiy6XLy5uTgmIhMmTGzy4IuH/zrkLp521EC99wSy85u/mYvbMgVW/Do7jrFVcmHYcx3EcZ4PF+wM6juM8MlJiXPD7e/Cj02/DgjuWY87MIRFw0Z/4416LptPRPtJBk4bQ5GLQfsWAZf0oRBABsRFnbQgBqVUBNv9bLcm/2BBaSB/nXN4xFlG7zgOKNh5Kwo7knNAhEVOzMK7iN0fEGNBr2yKGazVFBrQktTisY9OACOgONOj1Wp0P9SUl7cIR45OfdUZVEoVBxeG2bREC6bOTjJ6VYKQAdJtQJUsZbWJ0ug1IE5PEWhac5fUK6hJK2ruPEyOGUNwnubS5GsRtWgRxE7XyTJnlmYUGCIklyRgiQhRXtS0QaNtU2inmHtxJnjdEMA+JwZHFmdPrIURx1lMICKnF5MldTJ7cxaWX348D3n8p9nzRbLzmb+dK0tpx1gE8hnQcx3nk3HzrA/jscddg4V2jGBlp0B1oipvYWqKEuu9zDtIAFLE3b7JKOzQurgI0LqzHkTiqNJGBFqXhckwtTKNEa9l1PO468oVWEnxRnZedxURScUbF1v57LG5qu8FxRu4SR8bKnayLFilbjisIiCb+sizaNFG4tJ+pTjKxPslNkHWOyffFfaIy580SSwZwfpYmkAMARwYQVKDWsfUrW1zN/eMxJb2e3X8sc6/rojNLkJqkDQ8zY2CA0B0IuPCSe3HWeXdi+tQGh/7jU/D0p02B46wLeI9pwYVpx3Ecx3E2WELUsqwTMVZaP4NBx3GcNWF0LOFLJ92As391F6ZN7mBwKGLKlI6It1Ftv+bmIELT7SDEqG7kkHNHcnxQsbqMH4JsMyc0BSmOncA5CRnMiUzShzlo/e2gbpXs7aiTlrkkooixVrobUL05UEk2ai89CoRGS1ID0N8Tck6MpT90FBuxiNOdaJUIV9KlrX+h9JgWoThpDz+u8oisJcI76hIP6thGo9dE6ivVxizu5aYJphyL6KtCvIjOUvYwEEFyfNIzmsEILOK0zYsSyz4qr5eM0crCARYLi5qfgVZsLdbTm5g0+QjkX4n6TAIRCK26zwmitycgMXiga28fSa6GRstNJgwONmBmnHfB3Tj1jNsxbUqDT31kB8zdeOgRvoMdZ2LxGNJxHGfNueyqxfjBqbfiqhuWYspIB1OndouAbFVuAqmgXEp3o3LlhqpMdl7sWLmfUZflrp3XlfCdey/3OZ77Fw8SatG4X+A2bEGjCOnjyoHbYkIT06nEsZRMlB7nerb5rerhadxplW+IAaz0+2ecUJz691GQuNUq6ZgoXfeRzpcjqZiTS3zXYrkdk9q8nfUPIuVy31Q5vik/b1kBKdfVa1Lt1JaRCISUQhahy6OS+Vslnixus1ToyWOwfA0xYNq0LjgxPv6fV2OzTQfxhlfOw3N3nbGqp+w4TxgTGUMC628c6cK04ziO4ziO4ziOs0oeeLCHU8+4Hf93zh0ICJi7yXBxRqNySZhgDM09NU0WYyn3ehbHRAgqZmdVVpNVQd0iOnaMAe3omLqkI8S9QSpQNypilw/ilswU0TiURF4Cmkg58ZZ7SzdBhWNLRFqyEEBQtzSg5clZHdzZ451d3NJzWeeWE6Uoibx8hyIaE4AYSwIx789OFHss2vta+zwHkt7Mlohl5iJeQ5JyFEvSkAIhaPlDE5Nt7pxWVtGZ5D+kyrvkhFleE5tlD/IsEtC2QNOJ+bUvyUBCsIaJ+jw4JTCpG1yTkwkikndilP1J3DkpsTrTA4L2P4wdYPZgB6lNeN/H/oJn7TAFb37t5th6i+GHfgM7juM4jrPWuOjSe3HM8dcixIDJI40I0uh3IAdbXFc5iMs+dROP66FKQInVqmo0tXBt4jFsoWJddlu/WM9jqa4jcYzEUpQX1uWFl0DlaDYhuQyWZ1Et8LNjg8agEv9JnJWSzVEPC9U1xgeJKNruqpzRtp+1GhDnZ5mfDAAgRmkvQ1z2W4luu7S1ebHzxpcUFzFbWq/YlFhb+BBCcWTb/6yMTmRQy6Wtjq30tEmmcuMxaNuXorbrdj2PtV2NitlWLslE7gSAUpK4OgCTp3Rw35IevvjfN+Cz/981eO+7tsWLnz+rWtTgOM4TjQvTjuM4juNssHgZRsdxnFWz6L5R/PsXrsQ18x/E9KkdDHQbcXrU/f7MqQICqXhrDhfrJW3HRu1NZ4I0qYhqOSnLKxXXjCQLBwa7CDFo4kgTgFqGMQRNlpnDps+CTSDNcVJTJTihJa01OQhof+QqqScr2FnvIxe2FlFanSW2XcoNsozFsvq9ds3UTpQ6SRlIekXLNcvxbZu0R7bNp7hsOHEuRZ4FZi3HXfrsIev8BCA0hF7PehiKKJ6YgQbglrNzOxDAifoSlDbXqElGMIuYz0DTAL1KFKcWlhEV13YnqNtGnwNFyT1WPR2lQ7WMnQBQsGfO4ijShGO+NgAEYNrULm646UEc9snLsWxZDx/7wHb4m91nPtxb2nEmFI8hHcdxVs/5F92N7596K+5ZNIapU7olJgRk0ZvFkLqQkTWAoSqWJK2wA2g8YZpyrowjsZ1ptVmIriBts5IdzlXsJbFrXrJYxsgO5lovL4J3mZAgrVeQx80lsqm6Vt+85PsmL/zTCj226BMW08kCRIvVbIxVbc8VggLn6jxAEZzL1QmBudou87Qy33IOkCrHNQULLClXF2IGGn1RJBYuMWGOUiXYLfdnbWRMCG9T/RjBpJV9ZFTEWjBPSXtL2zMGIiUkHYOzC5v1swnQjnGZD8t7ZXiYMGko4mvfvRHf//EteN0rNsWeL5qTPxM4zhOBl/IWXJh2HMdxHMdxHMdxAAD33rcCR/zHlbjplgcxc/oANtl4WMv+cZXcIyCE7Dy2Ut51KcbYxL5Enrgv5McYoyQDmaU3MYDOQAcpsTqjoeOJa1qShMWBS1B3MLQMmiUrKWTxuGliEbyVLKxrH7pgCceqBGMIVeLPVHPU+cdyXEqWbIw5yRZjlSxFLWRTPiZ/D66cGiYEh77rldZ5lHv/2SzMWU2dSiQ38wikDGPU52P3QkTgnjxzivKaxCCCeGolmddaecQkV0qWvAwmUMv4TROREvR1y08ZIQYkTkjaK1wUckmUkrmiID268zMKAanXqrZN4CBuakk4sqnlCCAkJBASpk8bxLQpCV/48vU45vhr8YGDtsEez58Dx3Ecx3HWDhf8/h78139fhxADJg01mDRJftdHi+OCtHtp21aNrloBJruMVUSOMbudAVQLBVFiC/vZ3MFZuSYVi6m0ZcmtYOwsRgxkVZ+zcF1fsxZ8jVWK33rNLH5b9Rt1Co8v2athK6oL1T9pCRtZXAgAMceUeqjGdjGQ9oPuj1OzyKqVcUzoLkeoqK1hrpVIr6v21KXG5doap/bNtfSrLueLCGyPsUXoe4LEUhWHQKCOtGsx5zNBYj+7V3k5ZTVmQnk+tmARHBCJpMqOLWCsFhCQVSlquuiN9VQkJ6QgrWLaxPifU27GV771V/zj27bGni+a4w5qx3kCcWHacRzHcZwNFtLepxM1luM4zvrKitEW//uz2/D9UxdgxrQO5sweLG6WCBBCvzANqMjcVKWwVaRWR7NsE0G1lGIkhBBzEo+1pF/TkY+mVvqPUBJ/5piWauBlHKgwXq8SzwXDm/rf5KqWIqT8tM0tJc5idBal8+GkrhFNdlFxxcjxZdw6MVdnSy2JaAlSu55ttwRsEbzrJJ/N3a5FaNtUEolWIr2aLyDzZSYkLX0eNQvbtiYIhzyufW2I0JKkLuskQdtL6ISS9LNrcAv0OCFErpK8Ml5sAkaXSwn23LuRgtxDaoGkieBe0nKO8h4LoZGFCsQlEUxSHpICAQlgSppYlgR2AqQsaEo47hs34pfn340D37IlNtt0Ehzn8cRjSMdxnMLFf1qEb/3gJtx97xhGRrpZILZ4Lrc/CRLLxGiL+kq57HJ8cTkXxbXEX33iMfS8apEhAdqGpCrdjX7Xcgh6jbyFARXH+8ZZlVA5XpgO5T7R97VUBMLqhinrE/MJagRfSQAHbFFiicdk4V8ZkHI/GBlTflx5nGgtbrgOI1Vcrudu+/rc0BoLJuSS4awKP9UnAYjEua+1nR1i0Hri5lRPuX82M5dy5LksDxC0wk7/oxSndqCoLWD0ZpiRWD6TEAFtSvIso8TMZCXDiTA4GDE4GPE/P7gZP/zZbfj718zDHs+ftcpn7zgTxUTGkDbe+ogL047jOI7jbLB4GUbHcTZ0em3C//1iIf73ZwsAImw0ZxAUpCcwKOREYk7gBQJRUEFR3LHWS6/+d5BCyM5gIhOKTXzVZFiohGfqF5zteynqqAKrJphqHdZKGZYcJSGGktBb1b/NOeGnjmvThbNArLqt9IxmtImyQzloOcNaoJfEqgnndo2SSJV7luPMxTI+4ZhdzuajYWuXp4m43AvQyjyWfoUpl6UsjmxzIRGVcoyrTnBKAtBEeJtFFr+7QRzRoTjZUy8hcZvd4cnsOgyAAjglxI7Y42Mj98MpISVZlACS43uJEIP0+U69FiBkx3zb0yQiM1qdO1NSdwyj1cUCIejDayKmT2tw2x3L8S9HXY7dd56Gt79xC8yeNbDSPTvOROAxpOM4DnD19ffjs8ddgwceaDEy3MHQpKYsMrQFjiQOZ1Kns5ViLrFaqNzOtSBclNugfZ+t/Hax9kpsFMbFVUQhC91SmaUWqYvATX0uahNrczBXWrfAYkfAFuLlf7urMceT5fFK6O37N5/HHU/oE3Kp+oashQ1KMMyQhZUWc690cbtM6t9Zu6jrWecxmLLYbPeb3eV2cCiVj6CvV10O3K4p7Xzq7citYSQ4DiqoS7zIJNV6yER96PHa7oaTKurE8ikhsYjdejyDEay/tC58YC2TxCkhROmPbT8TCAODhDYBX/7WfHz5f/6KDx7yVOz6zOlwnMcDL+UtuDDtOI7jOI7jOI6zAXL+7+/Gvx97DWbNGMTgQAOmqiy3laTWZGForHS3ZOWkJCNlIdFWajcdcS3EGCWFpT2gm0breDOrmK3jxFA5W7TUoiWhoiToYjQ3tWwPKkhDRdeo/a1NTDXXTN1TkKzUH9DXR652kWTBWpN7gcTpHYL0Zc4ucHVXp1QSleNb0/ULwmXulpg093R9X30eEHOwcCkvnnJpba3iSFW+UM4CsR5Xcq/QlxQpiaumuLeTCr6Uy3FbOW+bAwA0DSG1pee09NGWlf6pTaA29M0j6evdxJDvATGI21tmhLZt0UR5MSkEcBOQeqkkKS1TQQ0otVoGPALqvIkpiVMHjICq/DuAqVMCrr5+GQ781z9h7z1mY/83bY5JQ576cBzHcZyJ4rY7HsRXvzMfV1y9FCOTG4xMjtmBKwv7ijCMWgSuXcXmctaYMPQtflRJN8d+EmcGq8RiMZktdmQZL0Bbx8he/W8lSOtKxKjnsW3TseRQXZhZFZfJyw1tbFs8yXn6leBOGvJKMGelvEu4txoB2+YYLA7L6nMW9KkSeeW52PPUQysHdN/44y6Z2jKmOKstJtXS3yTrNJNdHwS048chxE4AJy6LGmGBLiNEAkPj0hwUo3oPlHE4aaxNARQknh0vpicm2R6tdU0RqAOkT3lKci5CBDipOzpr1oC2pZEiTIRozmyNKScNdwBmHHPCddhi3hAOfOtW2HarkVU8UcdxHiv+6cxxHMdxnA0Wd7s4jrMhcu0N9+Mr356P2+5YgU03mZTd0NCEV6AIIOXkmjmXQ9AkIkTA7hORcxnDgKYRR0yn08lOCklSmutFexVXorGV7AuRshsjxlAdY25lytukp3PZbn3hrF+hHFqSmk0T8jF2frI+zLlkdhF8E5drR8225oQjgKb6NJ1zh1Vir2lK9WtzTKcEdDpy7bYtDpr6vCJiW/LREp1yTJPdzeoEQRHgez3kEuOWAzQXjQnUUtKb83MqzzagpVaSwjqfttX9uV+hlgnXxGUIASzZPLmXxAgpAA30+SbJagagoVASpvICy/nMaHtA6AS0vZ64z0GAvTYhoNcby+J3YHG+JG7lvRtkQAYDPXkuFBizZnRx0R8X4bcX34PXvWJTvHKvTfoWJTjOY8FjSMdxNkSWLuvhG9+7Eef99i5MnTKAkcmdKt6SOLK0NakqzJDGYER9x8M2USltW8RWysIwAvUvPLRgURdQUoD8ySJ09e8qSYWcgMrJbf/uVpVuAkmrEVl7WZ+vX63Vis1N9xX3dzVnvUdUQvW4WeUNdV9j1XSrQU085hwH5TjNdNvqORrZdV0dk2VeFt223JfNVa/BJRaNFl8BSJErBbzv8SIlrdLD1qeaKsHeLijib9tyZc3W94m1DQ8iZBNxji+RPyMEEa9tASZLpSFii5MjAhKYNS7lkHtWW5lxTgzmaiEk6bsi6L7EYAKGhzu4+94xfOgTl2OnHabgve/YFjOmd8e/eo7zqHDHtODCtOM4juM4GyyeVHQcZ0Ni0X2j+OQXrsJNC5Zj6pQuJk1qVNhTdzSpE1aU55ygi7F2vQR1P0N6SauDJaoLOsSyLbUtYhNzCexcClwzYWzJOE3eSam/4qKQ0oSWNypOGVOug/YZNmIsiVDoeHZf+dyKEIp4bNm5WkQOVfpQRF0t58gsLmJtu2zuaepLhPZZmfvGtjkVYVvE3v4SlGo2V7G8bRnM1vtQyiC2qSRCbV45KYpyLctt1l8BAhEjJcrCuLz+UZOZJr5rqXRVnpmlvDl6prgDlGJ2L1OU8VstjRiSnU8l6aeOGNbEopVgZDAiSZ/pEALalKSkPICm05Gf2wQypwyCOmRYyzFydrsTpIw4QRYk/O/PbsNJ378JR/zLdthlp+lwnMeKx5CO42xIpMT46dm34+SfLEC3CZg2bRBAiX3I2rKg/GyL1mzxYIkBJX4IuhqwFnS1YDdssWQe0cTqytWcBdBglaQtDoTEJ/q9xbE6s7JIERKLAqXPdajiVIPy8bU4XMVsKGJ6jqA03pK4uAjTFqdy/WxQ7ScZhUE5NsvPFLVeXRYv2s8ZhsZK/dfJajKXxZK1zmzXSuNrgqvduAmUnep9bmYikMZ4kaWyT74VAByrKkEgNMRVFR3keNCmSVaum2TxIQO5rHdkymIz2zwSl20U5NkleVi2QJJIHNIghvSIKYI1M4E4gQIhEWuALf2rp00bwE23PIiDP/QnvHKvjfHGV89Dt7N+9vN11h1cmBZcmHYcx3Ecx3Ecx3kS02sTfvSz2/DjM27D4GDEtKnd4jgJWq4wiAwr/Z5DdrxIf+e4cnKPgKjHAYTYaK9pLX0tySWSJFITSuKS5BolAVVcEIRStjq7dFmPVwhSyg8AYiPHsrTDztcDivO5v2d1EWt1NgjRSnwX17Y5iIsDhrNw3ms5z69p6qQg5wSfObirFKCKv+Xa2ZkNlKwozM0sYxTDjiTNagdKCowmu0qK47rTMbezJjPV+W0z4ew8kevGyOqKLonPphPQ66X8OvZ6UOEcOSkauqLot0lcLpwSiKQfdRH6JQEYgjzI1Kac0ARYj2UEitmN0/YYgQhty4gEsPZTTMyICGiZAfU8UQjqitH7SYTUsznK2AjSo3BgEOgORHz2+Ouw/VMm4+D9t8JGswcf5m+O4ziO4ziXXbUYn/zCVeh0GgwNNjm+0ggIpDEczIlMKi9HjYZC1WfaFkHmCjYW2+h5fS7qItjaeayRRKmmgzxeLafagki5vLQtyecBRb8O/QJvzD2lSyUbU2+DxU9KFlJrYbhPYO4XjIt4NK7Hdt/1AFsI+cgoLVdIoqRxwrReN3F5HULlqiZo3e4S6+UuOSbqE4roXMWettig1WpLgVH1wxYN2EqQW0gaKcqckwjAssjQYk1xMKfWbk2OCWRxH/K4iCJU50WWkLLiHCR2jlrdqW17MksmvZ72oE4qVpOUJA8AuIngVlafUhCxe2Qk4Oe/uhM//r/b8C8HPwXP333mo3iNHMepcWHacRzHcZwNFtLelhM1luM4zrrGL361EMefNB9TpnQxPNzpc5xQFqClX3SIQR3UVYKQE5oYJYllrmVo4lFdJVFLd1tPZlTlsoP28LNS30A5Jug5vcSVIE1ZPG6aUHoiQxNOAWDtcRdNVI/FDWJVIq0EdXFNI3+tHcVyPU2OmahNpH3uqvLhsGuSlo6GjkGV25nHCd9Qsd1KIpYez5ZAq8zJeU61s1vc2IQY5b5DtGRhEXjtWdfZUHOts5UuNPEWnPthi+ObsjOdiGAGlm5H+kNLuXRG2+r9ELR8t96hOk5SgvaB1sUIWrY7xoBeW7lSrOw2MwIVBzXUWiT3FxEpyfwSwMSglJCI0cSg7hZGO9aCQqOiOAOsJcTbXONRkq7MIESktsXkyV3cevsKHPzhv+CZTx/BR963HTrufHEeBR5DOo7zZGfR4lF8+Zt/xaWXLcHkyQN9AqfFc3lhW24LI7GdiNVlf2ndEtQtTSqgchavawE05BWGOryJ3qAqpgv5eCvFDajfOISqko5KvXWoBOszTRaCyK7cmqYI2MVxDBBzdn4X367sJ1T/ntfOaq7HKVTVuiu3eQVVTmNbDMBFgM6/gmxBoF06i8erGDNoJZssBuvDYYiYWz2mXOFIBWQQwVpsWyxqQrNoxCHfK1jit6Qxm4nCsr08k5akBFDQRQdWth3MiA1EiEZZEMAcVi5TzuJwtoWKVurb2oQzMyIkXmSSaxBHeZaBwbZwMuhcUwLFoFV7KI/f6UZM60T8f1+9Af/3izvw7ndsjU02Glr5GTvOwzCRMaSNtz7in8Acx3Ecx3EcZx3g+OOPx5ZbbonBwUE85znPwe9///vVHvviF7+4SvCUP/vss08+5u1vf/tK+1/+8pc/EbfirAPctvBBfOJzV+Ir374JM2YMYHCgQew0CI3+iVH7PkcQEWInIjYBIRYndROtzLf0EiaI0BiagNgExBAQGxG0Y5RyexSlh2AI4jCmKGOFoMJ3o65qgvYDJDQR6HSiltaWHtUxilhufaEpkG4Tmo7MNaj43GkI3U6/U7ppirM5RklQNtX8QiiirMwXiEHKdjeNjBltP8nX2Ig4nf9EIJL86TZyzzEATZSxmwaIgfM1mka2x4hyvVDuo9sENFHGbqJc167VdKzvYSlz3mkIjd5/GbvcV9TXU8aTYxp9vWR+/c+i0wCDA/KsggrzTcf6AmrJ9ur5yfiyiKB+DWMTEaMll+U1i01EbGK5XtQ/9v4IsjAiEBAa/T7KNUKUMXOyOIjbRd5j0lgyxIAmRsSm0fcGyTm6gKHpdtB0OohNxIxpXVw//wEc+C+X4tcX3vXE/uV0HMd5HPA40pkomBn//e0b8Pb3XYJr/7oMk6d0sqgaQixlufWXPMWyqDHGIDEm7H0jlW9MiAlRXKyk9bdDjDl2lAWFAUF/d4dQxOOgLWPywslQ4jkbmzTODE3MLWay4dniJ5Lr5xg3lDiJtFqNxTd5wSaVa1usQnpMjFFjTI2NNW6JTbU4M0Lai4TqD1m8ZvFQqJ4T5QpEeTx9RhbP2rm5TU4oY4RY4rS8ODQfQxrr6302Zb5Np8TgMUY5zuKz6vnn56BzKVV+qsUKQeKzGMof6OtA9hlAF5mGJspni2gxG/peV4y7ri1CyPff2Ouk5+l7EPraBdLPN/ZzsNY4ssAgVPdKej7sPWXv2xDz+2nSSAe337kCB3/4z/jkF65Er5dW+3fJcZzV445px3Ecx3E2WOzD2YSM1a6fqxSddYOTTz4Zhx56KE488UQ85znPwbHHHou9994b11xzDebMmbPS8T/60Y8wOjqaf77nnnvwzGc+E294wxv6jnv5y1+Ob3zjG/nngYGBx+8mnHWGr3zrBvzkrIWYNXMAkyd3AKipILEmeqoSitGSNFWyTxOLFANCK07Y0Ih7xYRJ6wsMsn9HLdGok6gd0Fri0ZJQ5u61xJKtGI+RNBnVZwHRUt7yfYOIwUESBy+JuBt0DgTA/ikmYk1KyjjmdrEegvKluGRkrwjPRi5/SJaoBHqpFKPWkbVUpd62ukAk6VbKasv4VFwkSPqcS/nCJJUESy9oPbiYbwgBrOeo4zqZK1ysJ4lKqXPSe2saUpexlhTXw5sm6P7iurZnmloRxhNLKe/h4QYpQUp3271rHk76b5P23g7F1SJWFzCknLe5fKSEoswpWbnFBH1uhBQg768maG9tRiAp2U0Noe1pOcagiUdiJLQydrJ+jhEtSUnHEKQ8I6ck5cRZtnW7Yj8/7mt/xVe+NR8nfPZZmKJ/Xxzn4fAY0lmX8DjSmSjm37wMx375ety9aBSzZg5mI24WoalyITcRfQ7mQFnEzbEWFWEx928293Mx+RaBlUIWU217zMfYPompxDAt7T2Qx4Yufuz/d7Ve2JavpzuyUxtVnJrjScrxVI7vqv02ehh/PRr/PdWdW9SNXMrm1M5yiVPk59JnWqrsEAEBoa//tDmgV339/hLnhKr6jtJXnpykCk6eZZ5m5d7WWDWXQA9StIaTFXdHdmOz2ZYBRJ13/3MQh3N2gUeAk64isFLfWtVI4k7uW6gq5bjlOoFsDnW98WKoDhFIrd5OCAAnKe3NABAQQtJ+17otMFKbSqUkDlZuCBwIM2cM4JobHsAhH/4T3veubfGM7abAcdaEiYwhgfU3jnRh2nEcx3GcDRZbFTtRYznOo+Xzn/88DjzwQBxwwAEAgBNPPBGnn346vv71r+PDH/7wSsfPmDGj7+fvf//7mDRp0koJxYGBAWy88caP38SddYrbFy7HYZ+4DMwBm84dQW+sJ0Jj06gAbclETSyZ0zlnFM0ZQWg6TU7uxaYpzhhYYo+L8yIUVwqgrlodD7AkGOVkXl1a0ZJy5hypyxOGQEhJHSM5QSdu5CaKSCqiq4wTovTUk1yTzM1E32B9DlESiqTjhQBQYASMy5ShCNgMRtMAPEZZYK8PTXXWD4SShzMBXs5pkzmIQz4nkPZptHqINkq+tj6pVMp8S9JQRVxNDAaSsZLUSUTbAk0Aesn6dZdy5UlF7SYS2jaCgvYhhJVAh2QeU0LTiLg9NlYlSgH0egxieb+IgCyvoX1v77SmkYUFqbWSjsi9qK2POEJAm5IsnuCg/QIZhATuMWKMMmZghNip3ocBIQI9sPYK18Slvmekr7UkKUkdO1aSMmmfwilTuwAF7P++S7D/GzfHvn87F47zcHgM6axLeBzpPFbGxhI+e9w1+PMVSzBlSgeDQ40sHtQYRVqwlPiNQtDFfpSFZxN5s5BNRWgO1haGSjwoA9k260Gti/xWErg1jhsfjwK5jYjVoI5WPkeDEYtJQxWr6gB9wjRsiL7rUjm0GrPeZsLx+H7O5TKUY+pSZrscY0PW55Y5la/9ZW/r8ctWVhF5pW0ojySvUMznc5kHacsWLgsK7VIxL7isx6pGqn+XmZAPWxEpCxMTW1lwZMEbgSUuTBJXQmP7xAQQZ6Gbycp6U742wKCYRJznAFn3mLQkN4AA3WbvS0ZqWyknbv2lraQ5R5DFn7nMecjxpb3WKSWpfs6M7kBEmxhHfe4qbLvFJPzbv2yPSUMutzkPzUTGkDbe+oj/TXEcx3Ecx3Gctcjo6CguueQSHH744XlbCAF77rknLrzwwjUa42tf+xr2228/DA8P920/77zzMGfOHEyfPh0vfelL8clPfhIzZ85c7TgrVqzAihUr8s9Llix5hHfjrA1SYhz39Rtw/kX3YPLkTna1BK1DHRotqRhK8jAEyk6X3N9ZyxMCKKUNGylfxwxMGulixYNjsjvGXAovJ+hyycJgucHiAIaIi3WCD4wshFs/4raVPtKxCVnMDVrym2D9mZOWYGRJXgZkF0kT5V5Yy2+Tuh6kBHZJKLYtcqnpXivJzuJ24Zw9lOmyJKCSuYNLMjKxzCHkHtWcn6n9hPKIECt3tX0NpA4OqpKLJK50c6cD6kaBlP+2cYO6PCxzSMTgJL2iY6PPwO6/ukBIMp4knDmL45ZgzM87ivgNLr2yJVfHaFT4p0Daw6/0qrbEZdvTG2V1tbMI1EyckyisPQojBbRIsgwgyTsoUECK4nRGAgYGOxgd7YGZ0Rlo5LkxIzYRDRqk7IpOOp8Iji1SL2VBmtTBE5sGbdsihoDUJsycMYCTT70VZ55zO4760A7YaNbgw/7dcxzHWdusK3Gkx5DrL1dffz++cOJ1WL4iYcqUbhGLNZiRWKu4obMYTJVIrDECiMpCQCvLTKHEiCa6xnJcdjmbmB2qpYJki/Ks/LRV0bEy1f3CcogW6+g5tl2bTJPckG61cahsUsG4bwFiJY5b9EbVcbWLnEgWD/adH8o8VtVUtV8mriXnKt6jEsbawsYSMlJfvDl+vL6BCDlms23MuqhznIuauQju/dtNxKZ8MaqukRdrEpcbVqG3IaBVd2c9x0iEhLokNgMtkOv0kFQF4iSveWqTvE+ZwBw0zhVBmhHyIkUA0ltandeywCIipVZjbbkWkcSozARk1zQjkCzKTKziOCeE6p4oJTCAKVO6uP3OURz8r3/Eew/cFrs9c/r4V8BxnHG4MO04juM4zgaLfFhexafDRzmW4zwa7r77brRti4022qhv+0YbbYSrr776Yc///e9/j8svvxxf+9rX+ra//OUvx2tf+1pstdVWuOGGG/CRj3wEf/u3f4sLL7wQ0dS1cXz605/GUUcd9ehvxnnCWXDHg/jAv/0ZA92YRekQpUZf7ttnffxqN0qjwjJE2CUt0w0qArCNRaRuA6gYmIpzFlo6L0SxJJTkHeVEnInPufRildyzceycppHjYxDBVFrElYSk/JFEZ4PyPjZzjImnMqgl6DgntmKUjTFY7pHQVaeI/LUoJRPzxBgq+Mr4gViTgyJyErHcFzin1FivG6pEpQm6gUyQhbp5S9IyqkjPMOGYESKAIIk8Ke8IFZmBbPuGJQ/t/optp4nyHMHi2JbrQWcIdKr5JABI8nzsIRK0ZDjp+Hq1EBkty51TUx3N5Tg05sKxryKeByathiiZ0dTqPdhEA6NNDBAjJnE6t6lFMxAxNtaDOJ8aAK0mFYMaW0T5T60lGBlMsrACiTVJyUBKWgoz5fcqJ8KkkQ5WjCUc9C9/xBteORdvff0WK/2dcxzAY0hn3WFdiSM9hlz/GBtL+Pr35uOc8+/ByEiDTjdmcRhAjgnlW8rxS+mTHCrhGLAgM2iZ7mBlvEN1bha5qS9etLAr5AANOYbMruvK4ZzdvVVsa0J5LQoDFiOGcfFdvW38sUV8tQV3hRJP5lgwPy7KY6xEeaTjNpdx8jadZ+KiodciftRVhAzbTyudX8eYdl0r0U3mVF4FJV6zcShXuSkxMnL1G3u7sMZ1ADQ6t3jQVjxS3hZjEvG+egoM+yzB2dVNIfWp15EDEpWKO5ykLHiA3G9qg8TkhFx5h/UhmXBOZOGgfFZiks8IEodK3Bl0UWhuO5OSLEAFgSmIqI3qs46d2glgJhxz/HXYdaepePc7tsHwJJfenJWZyBjSxlsf8b8djuM4juM4jrMe87WvfQ077rgjnv3sZ/dt32+//fL3O+64I3baaSdss802OO+88/Cyl71slWMdfvjhOPTQQ/PPS5YswWabbfb4TNx5zJx6xm347o9vweSRbnafWtnuUmpPe0UHAoUoIjS0H3S0BJ66UzRDFKMK2bpNHNZA20voDjTojaUiKAfKpbvZEowmVAPV+ZRdyyYUN1XpbktsxVzyWxOClrBEJTpTKXBdVy6T+9BtRZfNidNynP7R8xMDnQZo2bo6J3FQ2/mWpJS6fX2lvCmX5tbnbQ4UskyalB0sc9WEX5XcM7LobGem/gQpRc5OkUCcx21TEcWJGN0ojnBL2tblMnM7M9aEYX4oyInApEm9Up6xlEI3MVmSdQROqSwy6Nh1Sx/CpiHpS21lHLkkMIlYXUUEooTUAoHluXCS17LttUCUeTShQdtL+b2V2oTYRLRtkh7WWgZSFlOYOwbgNgGNJFDNJpQ0QZqolWRoE0GJ0PZaxBgwa9YgTv/FQlw3fxk+cNC2mDa1C8dxnCcjExVHegy5fnHDjUvx0U9djoGBBiMjnSISm3Bcy4Yx6sK+kI/J8UWOI0uskV3RZAsTy88mxKK6niygLDGLiL39onceRy8iixGhC9Vkm+mfefxxjuZcPQe1uF3Eauq7XjnPwqjcUzlr95Tj1tVSaeF23b7d+mMYJyyZCA9Y6KIxYJ5jeYWsvYthYnleJKhEa/9CK8+rf8JASvZ8OFc2KvO1SkdF/JVnwn39qfvvV56dGJVFQM7ieR2MkpQsT8wiROfxJKYLCdoHOqDVZaecki4cpTyfREnjSY0F7cMBGKZ3J5Y4HizrIjnHqnIc6ViRIpKuVCAW23fq9fR1ChpDc1b+R0Y6uPLapXjbey7GEf+yPZ65w7RVPWjH2eBxYdpxHMdxnA0W7w/orAvMmjULMUYsXLiwb/vChQsftq/fsmXL8P3vfx9HH330w15n6623xqxZs3D99devVpgeGBjAwMDAmk/eWSvcu2gU7/von4EYMWVyVx2rUYTWRnwKue+zlefWJFTMLmlCiHWCURNxsbikO9pn2pDEmIrMKnbn0oiaDIKK2HViL38fgwrN0ISWOlJSSQBG6wVNyO4aE0VNlDZRVpwapO5fEV3t+yzmEmkiru9WUGRd6R2dzycgQUpzk5bzzv+8B4jwWeUOQ6zH0mdErP2ercS4/KxVB0Fkk1GROgFtdVw9tkGkY2upcnCdXJRkZVM7iBpG2+rEkqVx5T+WuGWWUuT5mTAQGWiplIQ0R0sgRpsInUaSjqz7QpRyidmRUiclbQGAJTR10F6bQNwvzIv7LhWHjgrN1In6HpEbGxvtycIJe22bgLEVY7B8YNvraanu0qc6QcrChwAp9d3T/ugIaKijrhgpHw+I2A4GhoeBW29bgbe//4847JBt8PzdZ8FxDI8hnXWFdSWO9Bhy/SAlxvdPvRWnnnEbJk8e6FvAlst3Wwxp4m5U17IcpAvEROizct0qOcvv/ijFjs3FV8p+yxyCOu6LGK7n105r2LYyd0IRZbOwjVqINrEc+X6CurEpx6zjxdIyhxCorwx3EaD7zyvCfP/+fuzYcbpr37gmlvYPYrG1zNCq85As1GPOkrTNJ8ZaEK7Fdvmay2/D5GxdBJjPWFmhzjE6m1DdP0+Ls02ol7i+uKtz3Ecm9paHIOErlQWDeTzO0wkgMJHWw0EeoyXOVX+iLnVFiHIUM9ACIEagkD+XEIDUtnLvTNoaR/tEhyRluhPnSju2qCH3wgYjtEljfK2chKYsGNCS3mXRA0CdgGnTBvGpL16Ll/zNLLzz77dEp7N+ulqdicd7TAsuTDuO4ziOs8HiSUVnXaDb7WLXXXfFL3/5S+y7774ARDz55S9/ife85z0Pee4pp5yCFStW4K1vfevDXufWW2/FPffcg0022WQipu2sJc694E585VvzMTTYoOl2QIGQWnGRiuO2KoFIIkpL0lCdzTFkZwnZMdGSh+b8kMRkYkanE5FSKgJ2QC7hKYk16xtYuVdQknZAKeEdKtGa1Z3cNJIEtN6CpGWqg/Z/rnvqURaeZe4hVq5mQBKnkJLT5mq2PJElBk187iWAoAJyBKwcdiApCl2SkurMtvuqxWITlrPjBijJPRXVs3Wb0YRxx1oCLhIiUt95uWRigPRbrn7FmBtEkoyEKHk2STWa+wRA06gYHiSJGUkF8HIDiExoIqPXIySIkzhUTmqqkqO5v7bUdReXufbwa3v6/HJJ9eIK740xorrjrQy8lNaWOeYS5zGq61mTkwHo9cTKQnp+pxP03iXpmPQFlmQ1gzqN9B2ECNttSlJSMkRJgGryOvVYHOjMoAiw1ANHiAFJ3TsxNKAYMZOAL/73X3H+RffgfQdug8EBT6M4HkM66w4eRzpryl13r8D7/+1PoBAxeXK3TyXNcV4s5a1zqeJQtsnCxyI418eC0LfoUX4/U47finO532WcY7h8DQtqkMuAFyd3iWNCLMfZxrq0d10xxhZAFkEY5Z4rgTnHOuMU51UJ0eNFfaCIq1IGvH/bqo4vwm7p5byq0uGUb5UsZK1l4hyv2jWKW7q/zLcJzHYNW+S56nsoc7Le3pUxeKXj5flREabB1bHla9vWx1rpbiBpLJZD5yQ1jKD3TbB7Y11YyXmxZtIFjIga/I8rO65lj2BteHJxbg4I+iGjbZOu9yQwMaipSnpH5BsnJqlSlJKW9wY4r6Bg7YvDYCSMjHTw2z/ci1/8+k587uM7YovNhuE4LkwL/onKcRzHcRzHcdYyhx56KPbff3/stttuePazn41jjz0Wy5YtwwEHHAAAeNvb3oZNN90Un/70p/vO+9rXvoZ9990XM2fO7Nu+dOlSHHXUUXjd616HjTfeGDfccAMOO+wwbLvttth7772fsPtyJo7ly1t88Ki/4M67RzF5clcTMYwYG03wiUPUEohZkCZNJlFxOlt2KBDlRGCMmmgkFY6hIl1ixBBLMjAnliSRJi5TIQRNSFYODSIpDW49i9VckZOSRIROh7IIbcksc7ha2cZa7rXkHIWSiAOk9F+ILIJzJHVic7625CLlBrp5G2enDex7VtFZ54Qq2SfJQM798wBGK9kzBNSJVq4Sh+X8NlkZbhGTwajuAQCzCKMk5bkjiXs4Af2JSFWhmQPMlMJIiJHQtuW5xCCu7fwaMatwTTmJRyTPLbAc21ZPnFWEZi7jBK0Hbq9FSgzOZdahY5dkY4icj7eFCSkRWpT+idYDHAS0YOR+5UkeFFsfwyjCdGqLNShGKbEYUITvxIzUa6WPtJVuzL0kCaGrjuwQNOmYZIFHEBdMaluEGNH2egghYPLkDq64din2O+hifOzQ7bDbM6fDcRxnXcHjSOfhOP+iu3HCSX/F0GAnC8qMUmEnO5AJyM7n3NalEpp1EWFQtdkW/uW+0hpz2jhZDLYgoSrZbccBeu1sKQYAW8xoJwC2Vs7OD3n1YtGmqRKgrRUNcy2+llg29Ik5RaCuK+OUMtVlniYEjxev831UAjRQKgClKiALdVyczysKe97Oek9lRjlmqmPjECz2Lvdp+2o3daOuXZtKEZLL3Oq5F9c09z0L+96uYoK1lf8uCwC4Gsc+F8g17Pi84DCFYrK2+Fsr6ORgNxDAhMiMBHE7o++10L7TIWRxHFW8R9pzJ4SywFNK7WjMnSSGtEWYFFgE8yRvDNKFjyHYQkYG6QJSirpgUjRwUJL3Qrcb0ekEHPaJy/EPr98cr9jLF/c4DuDCtOM4juM4GzCkws1EjeU4j5Y3velNuOuuu3DEEUfgjjvuwM4774wzzzwTG220EQDg5ptvXqn32DXXXIPzzz8fZ5999krjxRjxl7/8Bd/85jdx3333Ye7cudhrr73wiU98wsssrofcfOsyfPCov2BoqIvJk7taErsSmLODuV+UDlVPPyvRDaggTfpvYCREbcxcO0cCAU2jmRWYUCzXizFKYoeoL3kXQtBEpSQXQwQ6VuqaqC+JZYmtJqrrQJNQMYhgGiNQ5yetamRJtKlbWnNeMXJOf8lmLcWdHRPq6K1FYFIxE2KwyElChgijgXP6L5rrwk7VvtKkzgi5n5QnKf5jm6mOq9cPQURnKX8tc2VQnjwBJXmm9xzZXNFyQGLNkWk2NnH92nFO8lkOz1TtVM2oTkZKmWuZXwwluYjAWvJb82xqOm5b5ORhLjlOAFic9jIPQtsyopbRZJLkpiUlO43Me2wMpQSjPqy2lTGaJuaH3muTivHy4Nq2h6aJIlK38uIEdZgHMKgB0CYwUnEOxYBOjBgbG9N5EBIlpJaKW9r6lAOwigKpBTpdwsyZg/jEF67G29+4OV7zd5vC2XDxGNJZl/A40lkdy1f08F//fT0u+cuSvl7StmAxi9C2zVRQiymrAEyEX9L3UnE+W5xXHNS26C0W8ZIpV7OxajuAxH0AKkEafWJ4oCreqN7DZIsX7QIaZMZYRNU8RuDVxKGl2s94obU+rji8WfeVyZrwXW6ixBCyqZTeHr+wrzqoXKxCWqbIIsss7Oq9p6QVh8K4cXKY2y80989QF0lyefYpO6y5nJMoHzK+FHctstt5Vv7bnrXNr94morbElnZfRtui74VgBoK2nTExHOqqlvdbBGnp8IRWHzchUAQIaJPeY2AEsBqZKbfckYWOrTikoQ+WdfGp7U/iwk9Ici6zViJigCJS22osr1WaQsiu7EhadUrvb2Ski+/++Fb8/tJ7ceghT8G0KV04GyYTGUPaeOsjxPWSGMdxHMdxnA2AJUuWYOrUqbj8gFdgcrczIWPePzqGZ3zjZ1i8eDGmTJkyIWM6ztrG/q74+3rtccpPb8V3/vcWzJzeBch6NAfpJU3aMzrGkhCsBWlI4iY2EaGJfQ4OIusxXRKA5nahoD15o/QNDFpeO8bKVQNLCMo8m6aUeZR5mfCspfJId+h/zQ0dQ7+7g4KWptYjTXw2QTcEcTowy3HZxZuTnUDtQC59+IrAXv9szuOo9yUUJ2+ZdckXlvup70jGNLc3oyTx6jxjPW69n2D9qO040h7VqlbbV/QnQM1AwnlcuXhbDlfHM+Xr27WLlK/bUnEupwS0idAERots/tBEZEBPL9DnsmGZb+3MgZ6Tkl5bE47WIzExo225COGa9B0ba/OzadtS5hGQ41nLMXICku5vk6jlnKQcJLfiPk9JMov5sTGjHUvota30k9bXFCxObCknzkiplZ+ZwSmV75nxwANjmDwc8cV/3xlDgxHO2mFt/I7yGNJx1gyPIdc+t93xID7yqSvAIDSdkAVREYaLsxm2MBFWyjsgxKolC1GJ/6he6Ii8PY9BJkCH3F4mX1dL2JSS3uX8Eq/VIrc5sXUv1ccUYbnvPB0vjNtfBXnjYsYimpZ9lGOS2gFtx5eYBHlhZaEsSJSYdRzEsH7ddagG1BGZ0LYlnh4fOzKAXltKj/fPoByTIz3uF4GNlKi6NvedVOvtdt954WOO/yjvM7G6iM/lnP7YsMyFNXa0m09VvDb+erbR7if3s07cd4zFdAwGt8gxIwBwy3nhJtiul0TvZi0nrvORkuE6Zkrihrb5yMZ8/ZQSOEmcaIsoWeNe227npcRYtnQM/374DnjK1iMrvyjOE8KTJYYE1t840h3TjuM4juNssHh/QMdx1lVGR1sc/u9XYMHtyzFr5iDqXs6W5AhNzC4Vc7SIwGy9/4KU2q5FZy27KI4XSyKGnMSKTcz/nplobT3grKy2JRBzQjEnLUuST0RkE11LMtOSfNFEZgqo13iPT/4VIRkwR3IA0Ohn+Z72Nm5iSYQVEdyE4gQ198D2xFALodLLWfT34qKwvfXPgLir+0VnRiRJXlmvZ0vUESXtLa0irt0TS6nBlktGMxLnfKAlUoPOQhxJnF1DddLPxHtLgIEIxOb1JtWqZX4RZfK9VhzSdhyH4kgRoZwRI6MhcUz32uIMaqIlE1X0Znl2lLRvOJdkqCSJ9WC7liZ15dnKs8oJRmZE7ZnODHVz29zUpa/idgtxpRAAChGtCssxBrRIsJc9UVBlHZIUjurW74n4rB52eXaBIAXNA4gZSUXyEIMmJBOGh7sY7bX4+4N/j099ZAds/5T1JwnkTAweQzqOsy5z/kV347hv/BXDQ02JH7O4XCrlACYiU+4lXf8B1cIs6Xn9JbtBspiOQh0TEqztLsGE5lDiSD2eLF6q+kqDCLHRiM+uxSZ6Uj5ffpaWMRbShUi5dLbtzwsL2YTccSI4lfimv+S3VQaqBHCU8uB1zJbvtxJzA4pT2dYXUt9YZW4op5XnwEAT83TLfhsTRbg2Tbkmx6rQhYd6XH396tFKbJUq4ZVsjtbXusRiNn7dQ7pf1M+SuO4rixDtGDNHB12omFrWlkBFdJbrlOMl7iVwSjIOEno9yrEg1I2dn0WQ4JvstYhaZQesr1EAOCCROrFzeXF5oJFZy3MHrRwk24kBzjW7tXQ4kYrcrPOzmDoArLFmks8ckyd38NHPXIl/eN1meOXeXtp7Q8N7TAsuTDuO4ziOs8HiZRgdx1kXWXjXcrz3I3/C4GCD4ckdwBwsltTTxBZDyiRGzUqJAzlIqe2q9mGMVt67P7lo4jTIynRTFp9jY+W4qwQjtJyh9nbOSUpY72ARJa3HsSQaAZWm8/cmWptLWYRrSRw1HQDJDBuSvMn9qTXLFCPl/U0D1G7opKUEc2dhbtEEubi5Jeyju1xeRWkq+4r4m1NOOYlnruZArCXI5bkFUq9x5TChnCUDSr89htT8Uzm4coXA5kPZrJHdKIG0RKAlV/ONMBKHfP8mQgeIsMwqUJOJwPo6MCeoSpufW0oiaCeSxG39a60sEqB8T20SIbqo6PLas/V5TmytAPsyr2znkPTwS/peahpCr1ecMlYCUu5bxrVFBDYJW/yQWrnPEALQyHGBVdyODGKW91VgJCZEaJ/qKgnf67VoQGhTAhABbuW+c1a47nPYIjYBM6YP4iOfuhLvPmBr7PmiOXA2HDyGdBxnXSQlxgc//hcsWLgCI8OdsliPSqntUNlsS0xovw9RzhkvQmsMEGL5WSrr2O/kMkZemAatwGOCrMYE/QsaiwCOPF2r5pMnmuccQjk3x6/AuFYc5WsOU6qS3H1jV+PaBCy+6BOx+8Yt28vCxyLGhxxQsj3+7OStIlH9WgTc8sIAnXHzK1Kv0Gn6d0qbmDJIaWWj17DPDyp622rKupqOtLGhHIuXseQidQVve7bjHc71eyglLrFsX9nzcq4sQqxungkxmpBdzR/Vc49SyhwcEEICa59nZollTdjPq0sZumgzgBvO7mdSVztxKLE3tCJPsgWlocSMMJe2xqutfr7Jiy8DQEl7XOtngyaIc9veD7pScvJIB9899Vb85KzbcNxndsZA1yvwbCh4KW/BhWnHcRzHcRzHcZx1hJ+fdweO+/pfxSWdV1OXxGBfH2kTlxvpOS1JRUnWkGbGYkMgiggRiE2DlNqchMyiNImzOovWAGKIlbAsWJvBprHES0nShSAOVECSSYDNl6tknrldpe+w5KxIheWSkJSexSKuIif8ivBrScUQuEpAilQfYL38WPpGR/k+cZL71SRRbqGIkmwUWBNbJhLb/KneLdfO54jLQubLJj2vRDHRtGWjKtOWptJ0G5iKW5g1CSYl1ktCzxJ9drbK/0VY14Qaqztb+uTJAwxU+jr2WrmXoKbiaIlHZiAAvV55TpwICHKtGEXttnLjlv9LOUFdbjOau56BVhcNAOLMqY9rmoDUmrpfyniKKychtSJsk91xLIJ1YEYK0o9QEp096RvI6uyGlM/sEGEsMaJWHDARPwTSGyCkpJnG2K3KebdgkDhxgrhhQMCMGQP47+/ciNPOXIBjP7FzX39Lx3Ecx3miWLJ0DJ/8/NW4694xTB7pIJfZ1oVbZKW1+0RgQggxi6e5zDcsvouViExZNLbjgwnUFlfqiTHYojkLAuvzLQa1qEfHirWLm3L8VYvMZfEgtMWMjSBfcrxhsZPGPOVZoO9+TPe0WKTWR+tqOzn+zJdi7dFdLS60PygxHesCwHIWV/Eg+r6zOfQ7ncu924a6ak9/BR/qK5lNZL2jOb9GNnBVPRsNbDEktAoOgxqVT5NV1tFnklAFuSQLA/WeU+Wktuo7oZFy4UWPpj43tM0iu6xLMAwiaeeSr22huM7TFi/GGGQ9obquzR1OeqMSQ7IFxSBIH2orPS59oCXeTyrKIxAISftPE0KElgy3yQRQasuqULuXBFCI2rta7okZ8uGGRZBmBijJe3d4UgejYy0O/bfLcMQHt8NGswfhOBsKLkw7juM4jrPhUi+hnoixHMdxHgOn/PRWfP/UBZg9ewiACM6ApDtibEDmfCZbGU1oOlHLeCMnnIo7mnK/aAKhaQJaW9mv7oQQS3/pLAybK5uKuySoCC45FsoOaStTGANyP0KqahlKyUMbw5J8ORsKIqATCW1Cdi4HKi5pE60BQuKURWH5KjkeObaIwwEpJ/DKPaX8HDK1IK2Obdj0ssPZJFcbh9EmuWvRuVNfYtME9Sr3lxN6miaFud21eLQmDuWRWd/nnOdSx3Ob76GkOtmSt1yyeLmUOXMWnpM6mDlY4jH1JRmjljFvc/lvRhMIbcvy+lqPRIYIvwH59WUwIos4zQmgCFArCbzUEnrJftWauxqAllhkBlJgcbTb/LMVR131DTA6JtlTK83ZdAi9nlw9tYwUCBFSPtEStlJuXEp7tr2ESHL/RITUJoQooriVDI8gcCtCc9S/DxyB3lgvl25kIqSQQG1CCrLgg8GgJK6X++5v8f5/+zP+/SM7YMrIxPWNc9ZRPIZ0HGcd4oYbl+ITX7gagQgDAxHFhVyppVSJ0lQq4gStLJMXOFp80eei1sWS+Wcdo+8cFQRDKCK1/u7Nbuu6ZzSQHdfShqYsSrN5hUr4q+NS+ZmyOJtvc1yMaVV6jJDnULbVsWExk3OeZ78AbNvKGDZ+LVHatE1MR3V+LbwCZeys6+cnUSr1ZOmzOmdVvzoo9O8Tgy713QM0Jre+yiYiM9n4lLflWFJjKwrlebA9L7vJtoxfy+9S9YfLOUFEbFtgafONofSlttjaFtqauGzzAliF5RKDy4LOIAsZs4gsL0IkzkK0rQYtbws5J78mVqGb7JWQYxDURq4vSkAE6+cPpqDXS+qMt5Y0bGtD9Lji7rd9nU7A8tGEQ4/8Cz548FPxrB2nrfzCOk8uJjKGtPHWQ1yYdhzHcRzHcRzHWYuMjSUcc/w1uOyapZg2rYtcZpEAilGSJ03MScFc3rCpS3xXCUZ1LodYuaCt/DUBMfS7YSypFKtkYYyaWNSkX4iUE1lEhBhLOUQAaGJxz/QlNSGicwyQ+QJZVLbEViAGIlTQlVLclgsSFy6DwGgCZ8E42gE5CyjzkGno95YJIq5cFpz7S+cq1AyAExj2vMR5bURimGFDnpeUwZYS2LA8LIhSTlYyq8siaA9kzdlZEsy0ZC0KKL2fNZHHXEr5hSDZM3FWpOx8CdrTOj8DAC2H/JpYucRkAm9gqO6aS3kzAsCEEBISCI26WBKLdB6jTLQT1Wuj5QdTkodufaSD3mPKqV0tgR4I3ailEJmQqLyeY2PqsicRiO2ZsFYJ6NlCg0Cln3Uqzqsmz0PKdLeaBGzAaC1x2Qloe0DTkeRg0n6EYoYmfb9IX2owI3aiJkST3E/SbT1C2yZQZFAiJAREUocNy3s8IWGgCyxd1uKQw/6ETx7+dGy52fBD/8V3HMdxnAng1xfejS985XrMmN5V4bh2RsvvuxCbLLKCiuAsZbnHCdAa8FGgvDARur24mqvjLfazUuEhB0YIlfCNfP2io8QQq3LgRUCNuZVMiSmt3/NKrUaqSi2rFqk1PgwWm9q5lCs912KxPCK9T+6fby1V1lLQeJ0phCrmqw7uE4htb989moArF45ZXB13zaLQ5tc1aVDa58munnd9XRNHE6o+0ajczllIla8NbGyUUuD6MKzLSYzl/EhWsUbmGbSaDCdGm8xFbhVurEpQcXzn9js6EXFGo9pviw5YFytWnz0ogiDVkphZ+0Hr5yONncUJLgPJ+0db/lB5M0g5bn2izOCk5b5JK+kASAjIATEYrG/CEGUhpEb2sIW2IYqbunr19e9bwuBgg08eezXe9KpN8cZXbwbHebLjwrTjOI7jOBsseeX3BI3lOI7zSLlv8RjeeODvsPGcIUwaDJoMC5K4SOL0RKwEZ00exiiN9CQpE6tEnyRXQkPZXW3OaABorCEdSdKs2419vYtFeJXrxdxPugjJwfpSK3aMOFqLC6WIz4zAIi6a29fEX8Cc2EBDtt/KMCInfVTzzvvEIKFCtVInCQO0HHhOaiVEqkv7FTd0AJAoaB+/Fi1bWUoZ1Z5rY0knFcll7io614qzCcM6f10jAEs92X/NMWHJQ65KdBO3auYgFaAJnaZFYilTXRJmrAlBezptdmu3LFnIBklLLFL1HNX9y5Ysk3tIrK9ZJcoTgFYTnU2U20gqoFOyOUIFWi1jTiJaxyS+EUskkyUTLXlrThmdC3Ep79hotQDrM23vTdtv70F5n4honhJXx1tCuSd9AkGIMYKZEWJAiNLPGgw0FND2Uu6LLcq9OO+ZExAIkQiplcShvN0DIght28rfV2jlx8AY6Aa87yN/xmv+bi4OePOWcJ6ceAzpOM66wLdOuRk//fkdmDF9oIrlzCkNFar7Xb5ZuI0hu5tzNRfdmV3M+fetVcAJsEWCRJVwDS1tnYVsjaeItCwyANKyy7B5VrFlFceuVM67Ep/r84zirC777XwAov2G/DjKGFa+Gyqs2jZ7XrD/lFikxgRcrZCe3c3IsY9eq8iPWSDuE7dzTFyumWM7Kvv7L17dv80xSvUbAkOq03AZou+6lfhaz5LLfcqiwv7S5kZK+XQwkYyRS2aX6RG09DcqwVvbs+Tzub8vti2sbNtKHM/PlbL4XZcsbxq5uaQ3mHQcMPWNzckEaY1dg8SQzLqgkkVoJj2WQUjaS5rUMc3JPsvY35gkC125vHasz4hAkJWtVJzSLP3N7RHIYlYGtzLmtKkDOPWMO3D7whV4zzu38fYwT1ImMoa08dZHXJh2HMdxHGeDhSrX4ESM5TiO80j40+X34SOfuhybbTqM2ISStNCkXBQrswjPgUAhqsgsXykSCEGdJqXndNOJyD35NBsVqkZ5TQAQA6xQeBadI0AUKmEPxb2syaCSLLSkHmVxWRJxjEaF7VbdpN2ihSPmzI0Iu0zW602kWNHNS19Agrh9AUkSgQgNpexyAYpRIVKqBG/WZJkk6ETQLpkwAiMSgaBNi4O6na3cIaDJI3Vyxzxt6AxV4A4AJUlYSWc6VBWrUeRn+VqSk9rrukoRApoc1VLoJmKLE1vEUethbclFJukJzSQltVmdNzHJ76WUSK9ee8Ah5b8JSOYMSUATEpgJbbLZISfuWk7qEiEV+fU5JJk9BUITpB+1JKP1/nPCkXN7vZaBThCht35FiBgrRuXpaPtmJC3LXpwxIihbIrhtKZcqt20plW1BLUuBWfsUEpoYkJhFaNdnGWLA2GgPjTpcpHS3/MXgQOAUALRgDkhtEqc1EoK++VqWOVnf6jlzAk7/xR248ZYHcNRhT4fz5MNjSMdx1iajoy2O/vzVmH/zA5g80hFRN5fephxLWnyISgiRxY7lWEJ9vInLIVcpkRi0OJ6JbOFj7bTud2mHUAnSKOJyFsghLtp8PbDOQY4rzueqdDjKtjLm+NiU+o4FdOGkiYHjxjJBPDt4UeK9un2wLKirdkIF8ernWB2TzbkVtlagL6CEbSiLJoFqvSPVTmc7gHPJ7vo+ASDacavSqXROKzmn63uzZ9ZIjDf+eLtvnUaJSfW5x8C5PU1igPUB1U5sylV/0Ccc51LdRH3uaLkmj7tfyqK29ZoO2kM6gJACIySpogNWB7bGtNZDGiCQLmq01QkxkIjSVJcaVzGdAxqrSNSmXFWAelK+W/pYl0pJgQI4EjglcVbrg4gmRls1H0gcKq5sxtCkBn/4y334l4//BUd9cHtMndpdxYvprM9MZAxp462PuDDtOI7jOI7jOI7zBHPS92/E//7fbdhk42EVeGNfYqn08dOkXRMRiBCbqMk+SRiGGLIYmcvkWVk6Hc9czebosAScJe/EIR1ygs9ONAeKJcXERY2cOLSx7bNwIEKnoZzcaUysJilZnUVyc9qgSLZm5A6aGQuNJGygpbdJdoLBaEhEZnM+d6KUqc73Z45mvbZcS8pfm4MkqNWZIMJyNIGWUvE25ykz7KaKlzrp/BMCJYC1LB9JYiyXvmY9WhNnlpiDjmvlMNkcLgAAsYkkTYLJfdrTsjlwNQvkZ2tPIAVzm7domdT9qwlmJDBFBEiJcmaWkuMgsDaCjkFNHomQiPSZl7xlzlFqUtaSiZ1G7qLXg4ylb5R8LuvsE0CNitb6TGIUV3ZShw7DHOKCuHdYSyvqaxxYHdN6DMsiiZC4/D2AOa9FQG978n7MCUR73awUaAxo2xaBgvQUt/dpRx3SRNK3mhmpieCUQNrAm6ImNAFMmzaAa/+6FG/+x4vw7RN273OJOY7jOM6jZcnSMRz+icux9MGEwaGmLGpUoTiE4n4mjfFgP1eu5ixim+isC7rqvtGyRqsI0BJHUBHlqoWQWWRWMVunVY1VhGhgVU5p6ELKcl4tPBv19rrndO34FZEUsLjIFhpm/aau4gNkEd7GMTe17CsCcXG62rMATFTO2+0SeVmixZI2Ivcda2PZojwTnmWhJFVBlwm3dm2u4krSuK8cZ/fC465rca5tl4V6dg6rW1semE3bFl3ac0hsCzDRb+jWxYhMQNDxrB54UqE7BMrCe2IupcSpfKawajis+3MczPZ6SksXu88Yzd0szysASNV1wJAS4imBVeQmFc4DGJy0go+2fbFHFiiCtRdOHcOHGGTBLANBY0FGks8ZzKCUbLWpHE+sbmvoqgUGt23+O1REbYnvuwMRi5e2eM9H/ozPHbUj5swahOM82XBh2nEcx3GcDRayErQTNJbjOM6acNR/XoE/X3E/Np49JCuczemh3xOq5GIMiE2Ucovmdsn7NMlHQYVNssbKKhhKYjE2JVEZovTL7XOpUHFDWyLQSsfFQOh0CGO9fqeCJPwkaRRDcZhYIo9J3NHSKpurhJxOj7QUtRytJg09zpKEQcRaK7HIIDTEoMDo6DYTuZuYM29QqV6TnSUR2AlJRFri6pomO7KW8E6Vm0USR1KWuwWj1SRhqPpGk7rAWQRfJiSKecZBaxhKiUBL1iI7lluuErDMiMEE5KBTaE3RBdDTLKAsYkgs59jl9Iq5hLilHKNmMM0Q0qqjxHpbtyh+atbnDiLp4xwlschgBA7oafIwkpSpTHZfQRKPxOKCaRpk8RgAetZOT18P1vKJqWW0tbMnJ4j1/KgOaOY+Yb/TSO/ytqXsoklJk4zMSCS9pG2BRptSdoehYXCbQJ2ItpekB2HL2W3AKYnz2Zw7icCanA0ISMRoiNBGAvVatBBHNpMtLZD0bUDA8HAHK1Yk/L83nI//++7zMTjoKZgnCx5DOo6zNrjjzuX4t89cgTYBTcdczSVuJC23bQu8SoxZnM3y75cKgTHmX8FWutv21e7nWqyjQIihUm4JiObMVld0Foyz4Dy+RHdpl5IXSwZZGMcoAuj4Sj1RBcEsXOsY5ZhSQSXr0iZYV+JzMKHWzg3V9/o8dPmiCucmCHNekFdKpOuYek8WUWWxuxaWq0WOec72vcbF9iuhXii5Okr1IJOZVdrOz69cGbbQsVplWM4zwZlUN9Uz7PVhuw/9fACLdhjVGkKNm+rbDkj5+cgBps/mFxq2qKDEjTkMrxbDWqxn74v6eDk8aKnuck8iWMulYgQ4BGnxogKwCPdB4tIklZDalLRVj8aQkEWHtggjlxIPckxiXdSJUITtEHMFHutDTSHpufpZh6TqlCyESEACgradoZRkoWU34oMfvwxH/Mv22HarkdW/EZz1iomMIW289RH/VOQ4juM4juM4jvME8YEj/owFty/H9OldUIywfn+x06BpGnVkSg9cIkLTaUSUhn2ILSJzKdmo5RTV6ZKY0ajDWvqsURGyidA0UYVosRjHaOUXUSUPS5LQhOpc0hHFcRL0g3WTnSfFBSJ/LJFTu0kkIWMuhmgN6GD5Kc6JNun3p9kwqQ0t8wAQUURfOTnluVnJPsBypgkAo1FHtIndkkSUsnusDueg80s5o9dq0pTRUIseRxSnSpVcBABiRPSQe8iV7CYQUk7CWV6wS23pr5dLqDOAtqwxIElqRW3S3MvOklAlVM0VI27w1q6v5QdZBX5JWVZJTmI0XNKHicmOULcLI5GVAk9oqHrhmHId9WTPD2XOvSTp0QRG0wBIOi4jO71DBKACcALQaB3MNsmrRiyLGwKrg1yfT9DS7PbeTMnmL9cJADgwmk7oc7gA+t4IJGW4m4CIgDHuyfsuBvRGtZ9gIKREMsdWegiCTOyWv3+tbpNj9f1IDcZWjIrwHwiDADbbdAiveftF+OZxu2DOrCE4juM4ziPl93+8B5897jpMm9LNMR1VgjCAHFdarCExmJbWrpzPUWNQWTAn2xkqMFuZYzJBuxKUNR4sorP+noSV5FY3s1UhqQWYKtbM/amrRZHWdcaE6rqKD1CVzs7XK8J1XudZbj+PDRSBto5RTT6Vx2cVVEqFm5Bbl3B5BvqfGJEX9RFVAnIlNOdFf1TOM1ey7a/d4JVOW66FcjyRLfqjvr1ANuGiVN+R2C/pSPkMslYxKw8jC/C4lK4G8vkRZv4tC1WtL7OJtVICG/m9mN3NGoexPvxqXarEyyHfoYjGas8OeTtURMdKWDUdc7mTPXAmWTTIyAsYzVlOUcTzpIV92MqP62qOJkSkVgVuhgjO6nhmW5CgHyQ4aclusLR40dWirAsiReBv5YZE/c6LVZM9QFjVInn9CATO9cmBTrfBh/79crxjvy2wz56brPwQHGc9xYVpx3Ecx3E2WLw/oOM4TxQpJfzDe/6AlIDJIx3pH81SCs7cLbHbgEeRy7qhSoLV/f5MgK6TcrGRPtRRkyAmRjeWBKrKK8ZImniU0UkTfaQlFeuyiVH7AluZP4ByYtASQLmcoonW1o/ZfjYhOgvVKjyTSKDRykFXro2gyS9SV3bIYqokcKQcYzkeSJLAZBGh6xKM1JfQkzFClZiTe9AeykHnxpauDHn+2lAZkdrsd5Ey6prBJBV/uVzfYNKjKahIDhWvyySyb5xJE8SlvHcQv0ZxJwOI3PaVsWYSETiQTbWULZfcn76mAUjc5idnffRYk4WcBXfKpRgTi/2FIudxGRHRyiGqOA3SxQQAQFIOMjLAnMAhaElvSRb2Cb3QJOH4JHSjoneCZUcRGnFaEwFNQ+j1WBZOBOk/jWhz0ZLfLEnDMVX0YwhoWY6LSR3e3QZg6UPddBoZJ0nfaARxP8vPDVLbloUP9j4OQKQAClGSjiGCKSG1CaGJaJix8UaDeNt7LsExH38GdtxuGpz1G48hHcd5Irnkz4vwH8ddh2nTBkpcaH9y35KqPHe1L2icmX9fNU35FRbK8cV9bOdqiWtb4FiJvVaxB1Up7Sw66zUtZsyCcTV2sAWPKs72Cdahig0qpbYUGSqeY4tFc0xaC9E6ZsjXLuPA7l/3iS457l7yMRIn1bGvBYp5HtB404LNap/N0xZZ1iXHs9CbF0f2C845VrVYL1+d0X+kxIDySMt9RJi7W6+h4m9+FtDY2OJUUF5oyEAWkRlQp3F5bbLYrKczSYWbxvZxEZZTKjdjpcBBsvDQSlwzSFrLqCaL2nlNQOTiWLbrWy9qEZn1/tgEfFmsmzTkJRWqwQDre1ri3yDluvMrKbEmWkbSSQQQOBCSquxqcM73A6sgZQJ4KIFxbBqkXitrOVMAQsoCd14kYO8RDuXBmbAPxvSpA/jG92/GQDdizxfNgbN+4z2mBRemHcdxHMfZYKFqNfdEjOU4jrMqem3Cm//x9xga6mBwKKiAFXJ/shAigtYuDKrqSsJP+5QFkmNyX8CQe8+FGNQtXVwpllgjLadIeTsQoojXtcPEEoCWaIpaGtrc0iGURFliK/MtIqz1rtYiyEU8pnGJFkCEWxOmA9SDmw0TiFqmWwsmI2lJ6vKvNKuQbZ3uSu/l2k2ihptqW4K5EYhSVSJRnMAmlot4rtkuTWBFSrAy5ESp3JPNhwDLnKkRF/3N9ghSLtySial8RyE7t21PXRKR+sYo9xetvzVJKXD7ngBEzRKasA8g35u4iuXFEFNI1JdKEqkJSZJz9f3BkrVaUjv32gaYkjzDACSO0sc6AUBEq7nZwAkUgbbVe7NrM4Fyg0JJwMnxMrqI53LngRgc5WzrPw11UbdJhHYKhF4PaBqZX68nr0OW9oOI2K1uj1FKNXIQV3Zg6S8o7pyg5R5JnNKpxApSMj8iEaPttfp3NmhfaRm3N9YiNAHtWALpjcTYgKjFpptMwmFHXYETPrszttp8GM76i8eQjuM8UZx3wV340jf/iqlTu31isjiYLabTOC6ELKZaC4tcAUdXCQaYmG0206pSTl7MWMePMr7FnQDnSj1FyKUiBNt1oTFj/qfSjqdKQC59hUOQ1jImPBexGhpX6jU0/rKFlbLQ08TkKnrqO3dlgRoaj5bzLH6z+Lk+jvPcbYFlXqOWg0Mdg8p2i32KsMzaB7qimlfdBmVVjNOt+7Bxx48RoomnOoOQo2g93hZaUg5h8xBWoQYEjpW4q68lp+qpaVUji+tTKmXL7VkmtucCQMVdjlphRy+aWvks0gYdX68nMaTEjFm7ZfsMI7GmVU2y/tOBKMfITJTnHwC0bbnnpIIw6bMglnkFlk8rDKnOI4stCYmSFkKSxZwpWaTO9g4BhQTSntMcAmJicJR4k4jFqZ2SPgdGTEnLfPffIOuKgKlTOvjqd27E4vvH8Lp9Nn3I94mzbjORMaSNtz7iwrTjOI7jOI7jOM7jxIPLW7ztPRdjaLDB0KQuct6LoOI0IC6VaoW+il1EAcwJbZukpLcmC62UcIhVojAEFZ37P+RaQlHE54BopR8teZjF55IYFFcNo8l9pzkv/Nf8Xj4+O5ct+cbimC2uFkaZEiOG4vAIwaoxJk3gMSJJybsAbZedS4HL+YSEEBgBCYESxlKUHs/iDUZDPdTKLqEHqOs595Y2oRlASq2K8AChRbT0Wrao2JElyWd+YX36MGFcxg2Q9BLn/oWojqleGYQsy8t/ozwNvRe7EsBIliIFa0dou26sxHIA8uQo6GthznJ93lEyiMxAyxERY0gU87UiGC1LyUJQ0tSauIZbBH0PyHZmewpAE4DRVkqPcxQ3NiUpRoiG0GvFcd8mRqOidNJkcEle6g1Ezk+Jkrz/OEkZbw4At/J+I9YEob25mBCjlWq0ct/yjFqttx1CABr9mWWM8vqIOxutOo4YQCtJfc1YIoSAXk8WT6TUQ2pbxEZSKm2vvO9ydQN98AmSmIyxARjYbF7EB464DO8/cBu8+G9mw3Ecx3FWx3FfuwG//t09mDy5W4nHoYjSehxpXCnfl/YtfaK0fm8r+KzfNGCLG6PEb5WyGrRtiI0vAnBcpWAsv2uLwB0D5YWUJiBmcTfkS/S5pC0mNXHVxGeTOO34aNV5AC0vrt/D7q2IuOUZlUV+tVhtmHCdYzwq55kAbpVoVOPPgq/FseMKv1THyIFFgLb9vHKVnRwuUt/PxSVdxrE9Fifnc5K0ZynvDSuFXeZhQrCFqam+QhbS1XXNpWd2YitzTRKb2RBcfVYgAEEj2ioU1neoxHqxaLCii5drc2JEENAAbZL7UXUZRFp6W/8EKjEhJ9b75qztxuo51m5rc4unpEJ4q88S4honlkWZ1GjfZxIxmyCxco+kQpKs7whSVjxJVZ2QCEwRrAEuBXVHa29qMKSndJCYWLYHEFpokSItcZRAKSBpO5/h4Q5++JMF+Mvli3HUh54Ox1mfcWHacRzHcZwNFlsFPlFjOY7j1Nx773K87X1/wKwZQ2g65lQNoGhlE4HQNCJgkazsj5pUDE2QnmVMCDGqM1oShKyJs9jIsVHqbPf1gZa+u3Jc0yklEymIGzU7UiyRmJOdANTNUUp/S+JT8iiM2Jhmq8k0Kk5jEyBJtxUniibfyBwmKmJH68sr15XZaHJPRWy2EtohF7tGUCdzE0yYTSJakziOo4nDxJLksQSn5U6REFQctSuTCsDiIK6SeyoiZ9dLfoX7fxKvbauJJ3341T0xac/vcU4WKflXSnybpF2uYd9R/s5mKkK+icgBoJ69MjnxmjSFJp5oZNc6CAjoIbF2QSQCcUKbUnZfAeIwJ5azAwX0tA+1vHDyJVIoHhFicJQb66WASHX/aMj4IEmCJqAlSXoSKPcJ5Mr1zer8ZwaokadJpOez5O3a1l5feeZNY32nVbBOkJ7XbUl4M7fSQ1qzyKnV9z0kUc96XtsmtEggFtd1YkZAQAcdKT9JALNkfOU5Blk80e2gbcVjHihIOXQQxno9zJo5gM+feB1uuuV+7L/f1nDWPzyGdBzn8eYHp92KX190DyZP6fSJsrUbOsdyVvo6V9eJfccjL24UpbeuriOCMqmgS1nADqAcswaqe0nrojcywduq6cgcsgBdic5lLkX0BExk7hdDbQwAOR6VAzgvtrTjCXVZbDvX4kWdo8YTInDbuZzPlWihv81MiTera6sbF+Vxl24uhHyeSr+55UwJ6mwhp45D1fi2Xw/ILmZQnquNXaLRfgG9bwFklKo1pT0M8vJHs0XbolNb0Ke6b1/faEBiuKivW2IbRwRVrp+prTa0G2a7D8paLKxSdRbJgUQqANvUSeaR9LgmQqsEsS4CFJdzW4Xa+RkEKss8s/ov92jxpTiq5bVPiTUuLDFk28riRSZZXGvxJALQUERKrFWdgo7FKk7rJ4bEoMjaX1rKiUddzpmoWo0ZAGjFoYRU9a8mjSlZ2+CkPDciYHikg+tuXIbjv34D3v2ObeCsf0xkDGnjrY+4MO04juM4juM4jjPB3L90DH9/yB+w8UZDuXQ2p4TQ0Y9gdXnuQNJzWtNN1ERJQARCp9NBo7X5Sm9pSH4kaFlvKi4P6wlIROh0pGx3t0vq9BRROuhXEzr7RWogainF7JABsjskWnLRnC4oIjTp/hCATkx9LmvoHHO/ZgBECU3gcgyQ3SwxyLOQJKK5nQmR2nwMAER1EBDaPnHbSovnz+kqxvbLzfYopZGdFhLM+/OD1iLbYEajIrAlHYFUqlGreppLiaeejqBCcoiInAAKoNRTV44cbeK7zKoF5evnVB6s63SioM5u852Y/aIFqfwcEHJaVZJhPTBI+v4RclKS1b5hd8mQ5HLLpSC6vP7iYu+x9C2XPoakbptSDj3BykDK+6ETE9qkCybYehdqUpXk9e4QMNor4nNKUuK96PpajrGRJGhq5Wdz2lgSlxKysC3vJT2OCWgY3NOkaou+ntQpsZbrlodA5tIP8iwjtO83AlJKCAx0Ox2kDmNstAduE0II2rcbaDoRKSWkXsrPklkcL22vB+tpOHvWIH585kLMmDGIV+41F47jOI5jfPPkm3DGOQsxeUT7QWf3c6hqUpMuEBQXdS6hbS1e1K4crBx3sNLeJmDbuf2u6pCd0Spa57hPr6fH2c+59LeNDUAWaVkFnSJIFxeyxaBFlLbjbMGYxJY2IFSULtco1Xn6nc9ZrNW40OJk2WdBAqMJ1QlgreLDxTmd45k6nrT5y77Qdy09XscZj8WvoW9/qZJjdXJsfP1UkKPOAuf/lihx/Gj2IEx2N9G5X8CKGnxVyyjt/2AVtM1ZnONyWxhYPSdzKedpssT8bSoRrb3mpRd2uYfaNZ5UJDYNlwEgAjGVnwmy4LFNco+Uyn0xc16ga/2m7b2XtDF0CBr7UQBRqoRrW9wrgT3DzuUsahNDek5HW2yrixbbVMqk63YE6UfNWjo/poREKl6ziNcStQMIjLYny0/loevfjUDylHI/7oShoQa//cO9WL4i4dB/2rYs3nCc9QgXph3HcRzH2XCxT8sTNZbjOA6AJfeP4V0fuARzNx4SwZmA1CbEJqLX66EZ6IAgpbdBQVzSllTUBF5oImJU4dpcKJqJI7JS2qGIxBQQ1fUiLmdNLGrp705HkymW9IvF4kF5TFQOGi1VVwndlneTOZZe0UWcLi4V6wWsBhyIm1mTMiRJokBW+ps1wWWJv5SvlfsIghGozc84aF9nS3HlPtFcJUWz+Jw7DSOgzdvFmTxeiJafgzbN4zx/AJxAnFRkDiBzhWg5cLkASaJJbhXmngn4/9n787hbs6o8FH3GmO/6dlO7qQ6qADtuMApEREFJcXJ/13NDrgnnl6O/5B71Xo8YI5p4DjlRcvVIEsAmigJRxAaIiYhRAsaGJDYYxWPiPXLtIokIgig97CqKqtq79q7a37feOcb9Yzxjzrm+2kUju6hmz1G/Xd9q3ne+3Vxrjfd5xvOMGn2IHQBWFDjMCwQrTAqys3NTkAhBKCqwU3YSzu8BLBtVvCKCKiuSqC6NZg5deBLygMNkCUtGVAShHGpwh8S507Qp72blzfZQFAsqrKlvhNcy7L4Noa4Ks/EOpqbC33gYi4aSGojXo0907GPrW5ingYCiSVogpmILkAqWFDiKUmHtYftdrfcZFEHr55fzt5Qo1oiiEecxCKQAkAJxj89sUbimWgZxZPScVAM2m4IqHWxNAFQlfO4b4e2Ig1nZc1HCieD6647ix1/zHlx3zR6e+gXXX/L7ZMYDNGYOOWPGjPsonv+it+Dtf3YBV1216YTtQDorqwODfBQULcwVe9/nRkqTaG4ENJIAZmFjEfKJwqJJbflg5pSpmM58sKWk0r++dsnnrpLu9t275DPAXJbLNPJZu1paIDuEW1deMw9tRZKdoIb0/DO32VTOuXz8RJNk9bYN5e/1YaWztHGGbQNI0rsRxwLmc/GeMRlk6V3LQS4dmY8OBKOzTczQPgXoxHakoSMhmUsd3kgvRrTMN5nkRsFoZtNo+Uq0bRlI7ZEeFzAH7ucczHdYL4rsWa3M/5z9mM3y2vRrbsydMgVuZLskKR65qO0UPiQBHU9EfOh3HS44UGHOJS0/y/mTBH2Q1dLOEXjcqtJzvyLwbDnTTnlmuQJTixY2KhDrhRVWx3nEc6lK5ySDW5w4EQdUw758iZy11grh3HQtYeVt9Piusb9Hjy5405vP4lnPeRN+8Luf2D43Mx4EcTlzyBzvQRiTmJ4xY8aMGTNmXLHRrM0u01gzZsyYccfZA/zdf/h7OH31EZSlIPv3lWWBW0XdrtgcOdJ6+RUqX0LNHAif19rAwvF7alm00YW6dBK7kcu0PC5LWDzqAP6VksDLoDQpVEI00BEDCZ39/hKO6kBQqqM1wTiCdAHyBQiTrX817QfFUdSoICCoI9FzOBQYvfdzEcciFgQoABEqmilpLan2baRvJ55By+3Y1SS4ExBMVMkhbgjSl+fDAaBCPQjbtpyRpPVQVCskbMLrCqGFX5DGtNmzQoLVoV6peAnoyrxbQ8ZYa4COcKTEQryGZR86+ZtwmUjQ6kIltjbyWqAuEGypbinx18PSPMNFoVjhiH7WqaJ2niOVfqYImcHR+5+bV7gU9saWDuqph8LaY383ApgHrGiDJbciDjOKEaQR0YsKqjeYtNk3QtjXEGhosPFaGRAEtaOBgc2akRPc3Qn68UpLfj76/E+AtDjl0gSRo9Uf162OsgRgqCqoNZYzjd7RWgrquo1iD0QRihmgQwNMq8D+XRcAd2z2FnLbMb+uueYIXvyyd+ArPng3vux//FTMeHDEzCFnzJhxX8SP/uQ7g5Q+HpB92HYX5lraej6jWXazTzSL1uKhhrKauSGohm7EMAsXmwp6ye+zwYKbxY+ZSIp2tfTYR7oT0WOho3YyOsnglpPGb6lAdohm8HdaNXO/MV9kXin9efymR8Yi0gngJJ8zH81iyx2SOd9XsMBvaCszLNfWb2So9dcwEtRA5Km717KkPXaz7d4du2t/ew7sbQnv42V+5v08gcWh5sPyOWpvyNy2tsNhJ+E5qLYB0GGnj+eCRk4biXAh9d5V1LF2STK/cJ0k5S0WdB58kv9jv+ckjmumYTmqS2OpBYDypZqpN7ftHjmbwxsBre3a9vwwCekkqCOXjWXMrO1TkNXd4rsdTtojZSGHe+OzNf+v3AezuM9yNtxxhxnzZwELOR3ioZZ2M+ayMUYBYGJUaDvUFJHSGqQUWI1C2yNHC87dWfHCH3obvuVZnzXJ6QdJXM4cMsd7MMYkpmfMmDFjxowZM2bMmDHjMsRtd+zjGc/6PTz8+mMoizZSGgQBy94GexKWv7LsoWwKxbFBSkspoeDcLCSl04oxVdNgj+rYnqh2slijR59IKDETIBxVJ6kACdvEtCtGByu5Tkn1y6BE0S6wDqCNy6Q9t5JobgppSVVzvJDG0Dk2YF1lAw8ClffUhUBM9E/OsQBHDVKaWFCBB5iYABF7TO9qOxhuoYKm5EUxeAG6t/1Qc3SVsg3dnn1Av2Qgso0KaYXUChOLIgMWFxCLbOfRhcAaBsDVKkwFbgp4DeWTrwhFd5LTDlglMMt9coFjRVr9BXAYSFzHJAnUkdQP7NdhOgKjTcdDGjvOdvSGlkTjAiTzFRAlcd0jr7XzmaPCUeJ6uBFoEwKoCOAOoS5Py0bL81LiNTPpPbG5QUeomtPeUZOsTrBRALDXXwDrvAYqUI+egYRb2S/Tsa6CZeGruQ+1n9Zm7V2AWuPzZWa0/eZn98geQU1e7NXC1lHClt9Ww9Hjx+O8rTWWNaN9uOCaq4/gta97P+rq+H/9rU/DjBkzZsy48uJHf/Kd+D/+z1tx/BhJ6UYwS8snh94tCJI41c9JDLPgUeiOI52UVo4ngp7/FQl1NThs0cgTZVBXNwJZGnl870pp6eML87OBVBZItKgZ88VmTY5mjT0S0lnM2MjuJKVbDuutCC6cYHqemkVuTQ8rzPfo/nOYiM6iyyjczPdje7pDROf2cv1OPLfe0HwGRXMJ2t0akEWTukNMo+WwPZOlA8z4nPu7Y9/N7R/KgtuzorTdHtTQeU+Q28t/eeRZXAgBKhPMIGnRikiByOPSgVqYwzsl05lC5zW33AWwkBDp2hNku9EByUlWZ34VaS6JbObYzuVM03FnIKP5fE2FsvDMuXdHGweUvaHzyEeCt9bczzhDS9qE85wsUqJ3dOvpHfvCqksS3OEmZBYH5KrhGFWDkBYnk57JtRZ2EuI9jXJOeRRKSlQcw82xd6Tgj952fpLTMx50MYnpGTNmzJgxY8YVG+1m/zKNNWPGjCs37jy/xd//5j/Aw647GqRy6+MnBPlKqJhVsejCftESXcWoPFmWYJyz11+hGgYEDcuS6FxXf6aqelmkjSmQRj6XQ8AhQNBNBS4BkqTypTQgcejHl0S0CEQsekhLB8BKkuRNqeHYFCJBJPmUKpIgL1MNzHUkaEyFBXHu3SI8iMJBGSKAeCXI6SSYg7F0FCqn10ZKAgjimNIMZQ/gLhDxVhjgHorqRnA3GQe4TwCopvZKdXQS2m4kvivUtaN5BLhElOR5ykO0w4Vk3ovl+A6v7ENNtCxpdkH2o1N4zgMIBBWGAHmLh9W2QnlMtD70ysPNCyPtqjkB3qChCxxGYDbMuYPUlnbi8uoXEsYODRCSDLHR2ruiK1EcRpIZMC8oMFSE5+OisfXtmkwyix0Kewl6qHpUafntobAGeN14ys2CPA9VjodDAAFbkeibXnnt3ASlhKK6LAFehio65r+po9boP61FAyx1sCehw6GxLQmQMcsHhDbnq1eoh9K+imI5sgS4ml6QK+00jfmDOK6+eg//9j98AI98xDH832562Ef7yplxP8fMIWfMmHE54/kvegv+5M8u4NixpRHMgoEcFm0E7qhWBoSFhVxaBUWHwshGHPP5SBg31TVIHEsjpYc21hABlsEFpJPUaEq9IJg7IZ05ZLPqRuSMsjPGwLMjc9pOl8ZriLxAW2qJdOtZtG+jU3HWx23LenNqUfEmxMUwlmQxIgcqSqeXRjKPxHPELlGdtt62s0ye69xOH2Ekrw0jOWxAdh3mHlhbNgsnOTP4zIal8xynqfhIT/d9CrLX2i4l/Tykt7BMF4Gd42y5pDBrJBEcJZCRIyVrm5brbT0HzB3FpfWwpo44cluJAs7kiFdHb5EDNFcdQeSdlhbgKlH4ad65XRYnGoBlCXK4Vu6ns7UKtx+3Y2nf3c90HoPmhPbIJTWV0c5WNgp4kX5vYZxkhqEiVdu9gDiLL0uBWBQzRsVlbDpcepgDc2+KkjwXNs/ODw6AIySn/8E/eRN+6Luf2D6XMx6YcTlzyBzvwRiTmJ4xY8aMGTNmzJgxY8aMTyDuPL/FP/jHb8LxqzYoS6GFIa0Si0KXwt58gdapKqRoAD+lg4YOb32hO/oHLFy29W3WVKwoSkHvB0hiuvfAI1ktvd9ZgpIlgUOV9hhAU52kwXMChktJMtybDR8Q+5y23UUcqtZxElb5JzEt6lBPe/BYW9Kam2Msahi1GgutxIN6zv2MnsgqK5U1oVII7pQ2i80j0DsIxF0KwYM3fTCsNvhObFC/NCyPMKgH8Q1Yw4SIGHdi3mo7liT+3WqeXKJpJMhzQ7t+hgHOOSgT8R1wKa3HG3GOUAkXHrexwCCuIOcbLbbz+jmCwHb3TjontSoBFiahq3CshO2yoABYm5Y8rmCNAociqChol9cqQcdu6VldoFpDQe29L7YA2BRHtYBXGyUv7RTDzFGUV6opmnMiCkljNMXWaoBV6s7VUatEz3cP5UklaKipSCGK3dVPiioON0dl40WLGgSUolgboJuFHBJkMy0iXQSotDIvBeYVSSCUzQIxQV1rFDoQ1Lzm2iN46Y++A5tF8dQvuA4zZsyYMeOhH//6374Hb//T8zh+1WYgnbO4sbS8Dyxo7L2eNRx6+GsUhZC6Q0gn4byjfEYopcMmvJPancBGc9EB0Htat3+7hHcWOKY1N/heGZSbzf4b4zid4B4J6nGseO79WDDYRh9+H729S1NuI9/rZLdkfirSc9WW+3ayuf1lUaW2xLBbekf0XLiv52hy3mwt0/ILUsZZwNkTztiXYRu5Hfcc2XfI4zjmccukrkkUMyVs/ai7+7QMftyZBVv7vyPyyb6dvpXsT91GSjcjUBWctj0koWO70vK62CwLLz1yb4igDmchR2fNbuRsAO25o0jRC4Lg3cnJ8/xzBIk8L68qhcZQxNy3ZK7do6tOVaqtI+/v91SDq45KqJbj5g1iQboncewSc8thYb9dY8fHfuZ9vwCohkuRRTuY+Hw62/ekxXgUfqoALgpXga212dGbA3tHC86eXfH9r3gHnv33PxMzZjzQYxLTM2bMmDFjxowrNoR9XS/XWDNmzLjyYn+/4pnf9F9w/KoFyxJKaKEyWlWjEj4BviSdS7c6hBM8KxI23ui9+QKQiWWNkgItjmVZGhGd63iqdwVNgR2kdQdAgAR4nEQ5doC0BPpEndaJAdDtLfG6BiMa+5gEtoS1YVjuEZgj+ysSttwCG3oMpnI6SM+wi06IjD323KFiVEQE0lSQsFntACwAISnqCPCmq5KDyAaMdtEJEnE7JIMVYTXd7Lh9vae4hKSvWva5JnCZ/Hl6EyKUyQmGmZT2WlpZCiT6yAExlghglcepoYqREvvXLmhev9i2YR0udDvdEAgKpMlbTNImW/lujJG97rpBOhXdbFaYZHVMOUdBHpORiNbWZ9qQvcWBlUro1O2EvaTBuJQ5QU4BzCpEFJUon+f8KmFruEgooJciqO6oLgQTCQ4vHqpj1wYU1uooKhyTDgAl1C9mBCMpSAFivG4jGXO6rjEvShGgAAsU61qhJqiro661gfXLUrBu4zi0hL1lbl+V2/UoNgEMKEqQ06ksKsBG2EPQYDVAymuuOYoX/vDb8R3f8jg84XGnMeOBGTOHnDFjxuWIf/vv34df/LUzuOqqDfOagZROJ5zsFz2S0q2QEUFY87HzdyfHCkJZ2e4lnmvp6msdiOa0AO+kdNp2Jwk9EMk7PaVz+z6838nn3e0MpDQGQlr7Y9VUJye53NvRJAndvjWH5wqHMk/N1xs5G8P1XFMii4nz3cno3IduOx3ZUBK8scyupXdTeAswkrXh4HOPpLIrr7m8tHcy396pV2z7Ds/8UTrZzGUcw71A7rf34oKkufs+cr4o4JmnIojrIrkvkvxyK65rtuiiTc2b+2ve7cVDbU3yH9FixttOR1Fl5v+FimoYz7Rkzt8vdCOjSdJ2N3Jn8WK8Z9oJ3ywfFM1e3GjPhaSzAoAibL6Z//V+1Jkzxrbz2oY7VaqXqWymlXhy/Q6HFUVxj3y8erj+CJ13coIlcZ9jZ+FytcgloRCLUoHIvqNlkDCxtVqjsJR+6UeOLfgv/+0OvOzH/xTf8Hf+AmY8MONy5pA53oMxHpw67xkzZsyYMWPGjMsRoiC784n/k48vrXrZy16GJzzhCTh16hROnTqFm266Cb/8y7/c3j9z5gy+6qu+CjfeeCOuuuoqfP7nfz5+9md/dmeM2267DV/5lV+JU6dO4eqrr8bXfu3X4vz585fl1MyYMeOjx7oavuF//wMcO74MfZ3DdjsBvhF1Ew3yT5sapUSvsQS6qLAWBXv+CZRe2UsJdK1WWh2qNOBQVLBsFMsSwOCinZQOxQqwLMBmie0uS1eyiDqW4lgWw1ICNNloEs9BSpcCbJYgrAP4C5VzUQKAEspmlQBOCgxFKooamv03OpFcNNZXMYjUGA8VKknQxnYKkvm1UF1TwbtgxeJbFFtRKJOIXs8VahXqFYXPk3QuXiF1G+/XFVq3sYzFcvAVageQukLqGuPVFWoVxQzFop+02gHEVoiFVbPSIjz/SbMEd+7fFgUG9RVqW4ht2/6pbaF1245NfA1QNcejpbi6Q8zbtosbSq3Qth+17a+sW8AOAK9c1lHqFqVu41i5T5r76YaFy2k94PnIc+p8b4vFD6CovC6pMM/r2IldEYNK7ddWou93zglQyRSCLou5UCrfC630oqEI0RLjFXEUYXGAhnp/4ZzcW2IOFjFslgCzN8WxqKOULLAgsD58FtIlQAS9N7sKlkWxbPpnOdUtURwS+1BKB+qhaGD/shSkk4FQyVKWJSc+pNC2b7BOzb/5nZFuC9ddvYfnv+iteMvbz36Svs1mfNwxc8gZM2Z8gvGvfuqd+Le/8IEgpZO4JREdSunSSGOF8utCGykdimdtbVzGgkgwlwz3Hmm/RZ2UxkAW8/dsIJxV4jcxfyNVpP0rZfdfktBt3UZmZ16Mlo/yZzB+i8vwT6V/Lbb02VtuARLKRb2NpwpsFFjEW15apI9REOsr89XITWL9zF8ibwH/ZV47/BWLnIK5Rv4TjtVeQ2X+Fzmrcn/zn3KdIsbcyKBYuR/xfpHIhyJ/Yi4F7+NyvcwzYz0uj8r1mXfxvVyn77PxnHK/kL2zY9wco7Rlcn3uo3rL+aVdn8zFfPdc8jwX6ec/rrEzN/Tm6hQ5Wiy7iGM5VNyQrYTiulifG+jrRssXaXNqWeJfzqvmFjXMe+V92e78zX85x3Vn/ovEvVhZct2Y70WyqGOc98wZ22dQms1+3PMNzgNl6BVftK2LoTd8u8fM4pVS+ncGN3Hk6ILf/O3b8B3//K3347fbjI8YlzOH/DjzyAdSDjkV0zNmzJgxY8aMGfdDfMqnfAq+53u+B5/5mZ8Jd8erXvUqfMmXfAn+4A/+AI9//OPxjGc8A3fccQf+/b//97j++uvx6le/Gl/2ZV+G3/u938Pnfd7nAQC+8iu/Eh/84Afxq7/6q9hut/iar/kafP3Xfz1e/epX389HN2PGQz/MDH/vm/8AawX29nQAG7SBEqUoRLSRyGVZULIHVAItmwXrdsXe0SNwdyyb0oHJZVSuCJYFWNeout9stOmGo2ffrqVitgLsAGM8TjWwkriLxwn8BAmt+VraH1IFEbtu2NDbL9ehxgKbEsrP3B4b9nYATb0Rz4UDt/UFDXwLgUSoggscxdcYwQULgsBsfZ/hVEprEKfOHnUAtNl6G938PEjbvAC2NjGGusMRBLfD4bVGfz8nGOrpE0ilijuyZ5y4paQiVNfZGC/7CWcTZO5vKkWEym6IdgVMSjqoREmljVBZEVblFdBC6z7l+c1JpYALzCtEC9xXIJUUVrltBVCpXKEJuWQvxRVuShVLjFc8jqukUkcB+BZFBBUbAAaXAp5BuEQfbJEKR2EvZqNyp9KOMAo4nES1K5XlolCTZgOZ+7Z4qEPyqq+WdqCOTeGsog17NYEUwGsUUyws6Mh50RRGFuoi8+w9yCvkAhFr6ptUG9U1Ph9loVVjdextFtQac9bg0FVhlfOtlDhXFmRCiIEsrB7FARMUMXi1UBVR+QIJ14Vrrz2C573wrfjH/9tn4fOfcM29fhfNuPJi5pAzZjz44z+/8UP4lf90C06e2GtEltAFpymWk3UDf3v5OIllIdnVyGXpeWNrK8PnEGFBIseTbt8NpatKEtZt/cwPezFkEGOdiE6V9EjqjZbdGJZN62xVsM0GuH4nDJXvC3j8/OUP7qXnnDG+xXHD2/q5WpKucU66XDacfLjcYOOdz5Pci57HWViZhZJ926EaTuI4lcnReibG6H2hM08bcwqAClrvyulOLUV+zL3LmoJ8K/Kscdw8yQBzscj3ixrMY23JlFJymLTvbid6Z/uWTVtcuI2htzSkk+7DmTEFlcVo+9Weiw8eR2hjYFBAK3NjOntD3NpZiX7MaK5AzRbbUy0OKq57CJjbFaddd1zcsOru+aCKwBWofC2U0jF+uNwEsex0YCouUViMKPSAGZz9lsSY07YdiWsVxSMF5pbdh+JWohSY1XAsavOIc6DETmlhp6AmTZfYBjy2kxL1UuIg4Dh2bMFb3n4nfu4X34+/9T88CjNmZDyQckjx9HmYMWPGjBkzZsy4QuLcuXM4ffo03vlP/g5OHd27PGNePMCjv+vHcfbsWZw6derPNca1116LF73oRfjar/1anDhxAi972cvwVV/1Ve396667Dt/7vd+LZz7zmXjrW9+Kxz3ucfjd3/1dPPnJTwYAvP71r8fTn/50vO9978MjH/nIy3JcM67syM/KJzKvH6rxjP/1d+BScPzEHuBAXSvKZoGWEsDKskS/6bROBLDZbACVBsZpKc26bdkUlKLYbJZYpgF+2AETSwE2m9L6my1LAE6paEnwbykd1BzHKhLqgehn3fj0phpZSge/BEbSO8CqvaXuEIIN+BMglNCHe/zlOJW9owNwdHgDxxap8EZgYyAnu4I6yNgkNoEgox06dKMTolKSSA9VxzthBNHMYLTkDkw0t5FAIijU7kS3uieeBU+Pv4C84jHJb0eQ5C4CtZVWfQOkmKQ2fEDENMhiz3UBEaUlY55FA0brbhm47qy6RzMZjL+qaLClB8BopQyYIKFGEbgsCNI6JlE3gwyy2ajQyLEo56CGWlEljdM70CkOrFDAeUwESg0Ccw0b7gT9hvXMgOoLetu/BB4FRR3bqqi0c0xgMdd3B9Y6WD32Swnz6Dsdp94Tu4N72IBXS5vIbrO41gRgge1BRbWw+3aLeZxFG06S282xv78NG+/VCGoarBJ8dkOtFgS0I3pq1wrbVsCd429JTCjqtuJ97z+Pf/X9n49HPeI4ZuzG/fEbNXPIGTM+tpg55L3HH/zhHXjBD76NpHT85qdCsikhJfs/60AM6469d+Z2rV1MWy/byMRvrxRBYU+V1lO6EdLMSVORmUrsJJhJTLc+1+giPWDoBS09FwVG4jrzyFg2ldmNgJPk350tZnxnDIFDS5LFnXwOQjmLJpNUZREfSd8Y3ts2pJHQSVbvFkgmCc7d4vNhf6IasZPEsHvYejeinTmeD8R3y1Mh6EbTzHNGQnKHAs5XMDwjcU5y1odX8zSgkcbS1gvCl2sPOWbkYv2oc4jIr0p7Du/0ufvuNr2t1/tYuw/vO+29h+f52EzaehjOjFnkbiABbTkuMv/bJaarS1hqZz9rP7RtZz7IlWIc32nrkjlhktOA87Vcxpn3ZV7Xl82/ZsbbAm6HOaWZkzyPHNGR+WO0uHG2gIH1PNPM4WaxzRr7YyTCPcdhixhkuxiz+OfA+QtbfP3//Bn4q//Xh2PGbjxUckjgE88j768c8uPzC5oxY8aMGTNmzJjxEePcuXM7//b39z/qOrVWvOY1r8GFCxdw0003AQCe+tSn4rWvfS1uu+02mBle85rX4OLFi/iiL/oiAMAb3/hGXH311S0ZBICnPe1pUFX89m//9n1ybDNmzIj4X/73/4JqwJEjimxCt3d0j2AhAFWUUpq1olBJDQJ3aektGva/m82Cvb2CZSkkrhMgJJhIRGtZNJaB0AYx1TC7wKG25514FqGFXbNb7JZ4zYYvSWVa/u01fy1vahNB2Han9aAgrJ0XdRwta9hWg5aAtHVetFsOJiinalhkhcCxwLCgYsEaY/k+RFbaYnsQth4KaLFu1y3utLOmxaFVgBbXSkW1ePRTlrqGLfX2gBbVB1jSStvCvjv6S1uMUbexPdpdw1ZI3QLrQfSatrDKxroFtgd9HxxhAb7dJ+HtkFqbRbhs0y6c1uDg8usKtSDIxQxYt9B1C1kP2rFJjddgK2AW67vHe+sWaPvFc1DDPnyxAyy0HF/Wiyi2tuOK89PPbduvGscrzSKd2yRZn2rvAlqQ+4riB1iwYoOKDSpEgEUMqhWF1x7CogVafQs7Uqf15Z6uWNSx0bSmDHVTKUPfyAGiTUvvtJeP+ctCC83iiwBuiwJLWoTyc9bVYGh2pKMF6VJiPTeglPj8hWorLByDGNAdW8gjRxYsS8GyYWHKoDprBRgkGooqii4orAARESybBbpEAYGq4FGPOI6v/ab/gg/f8dHziRkP7pg55IwZD/34r2+5A9/24rcOpHRXSqMR0IdJaf5WKVXGY72bBhFdNK2BtS8PFjUOpHSS16IKgaAs8VuUv3+NlE6LYe37BMHQKkYOrSMt78yCyFb4CKpdNRXI8T9hLho23GgFjvdUTw/ksQAibNnB8bpdN+2gNW2uu5K60IY6rKBr5L062FpHGV632aa1dlhup322RWuYZrs95tCOgjVeb+NUKrTTijtJZ4OyLUpYaXNsVCzg+rDhb77e/+2+b3x/RVp+lxwbKwRR6Lk0y+60/K5cNo5nwbpzPHFteLxYh30fz0+3C0+HpLa+Dvbhgx36rp26Q8tgt573J2D7lXRbknRzYoEBejFDv8/hPMqiWU42GeaclizG7cUTOUd7oS66+5SkC1bOveHz2T4bvYgj5qCiLCxEzuX5GYk8mOsh7wnjvk+LRiHybg+kWEdGtwNuD7v7kc4HMlh/n7hqgx955TvxC//xA/f5d9uM+z8+3jzy/s4hp5X3jBkzZsyYMeOKjbjZvzx1ejnOp37qp+68/vznPx/f9m3fdsl1/vAP/xA33XQTLl68iBMnTuDnf/7n8bjHPQ4A8NM//dP48i//clx33XVYlgXHjx/Hz//8z+Mxj3kMgOj98vCH71a+LsuCa6+9FmfOnLksxzRjxox7xjO/6fdx/q4VJ07sQalIVSIfhb3CyhJ+2KNqRZfSxkhAUFMFTVARMiilCQaW0kGPVLkkUNLBihi39UPLdlMj8ILsrRbAT+wHwULtgJ+g92ATgkYpCo51xl50HuRfCjQcrRdwkofZoy5VLC7C3nvxD6AChWAX4FQ6c1AjcenWlzPqcqmMFqxIo0FNYpc7RM0ESeaucs19hIeqVWwNZYUosB4EKJQSCyBI70S1UEOhbZTcqsJrV740RXS1pvKAV3TJtSPtvdPKGjC0/mDuATCZQSDwdbCdBBdtUigh2elwy6W2AdmpU4WjgFQqxgH4CvWA9cKqMgBxI+rnNcZRAFYL5znNv4VlBy7w8BUMcNC2ME3/bGlW3sJtGJAejAAcC0KdvVJ9riKACxShORdx7ClQaUVuXiBCO0XEqVzS5tJpc18574T2jhZXPEhng1mAdYpQtJSlK65FJJQ5OXf4Oc3PCeCoNfZv2ZRQtZi3c2we9o1QAVyhxQGErbcq4MrzsDrKskBqDdV2rQHUbxZUZ59207Ayjw8nRA2PuPE4vvzrfgev+/G/jBNXbTDj/o+ZQ86YMePjjZs/dBHf/ZK34frrjqCroLuNtmbvWRWIlk5AsVixMEFLslpJQJVk00hUqfQ8UpkEJlHdyG8wrxzIM5Ek47SR0trI4E7YJSkNDNbdIlGAmHnpkFMiSewhbx1z11QlC8no/N2FCIvZ0MnJoY9xqp0xrE/t7WDrTZUzyU7hPo7K5HyuMG6bOeVo+838JfentQVpV7cvb8xKc73IRuLVLKyLqG2M/vowONATcADN1SdHz3xzWDSasYzr9O04eD6br1Ecp7PQMN1tcu9T8124aGV+7sP75jqcZ6A65xkl1tZ+J5nxSt9lzy3RlcgPndimuqYSuLq062oaim+ji0+k7AInuW0eeV3ce8Q2NWskRZjHAcY02WKawBCFiqFwjnsuoysOEMtp2hZpV36rGtY1J37ca4QFd+SG7pGKC+3bFQLjfqUTkq2I4ubwH4ebMYeO/SniMAmFOYS+5V6g2RYGgNFOvH1YzXH11Ru88qffg8f+xVP4C59xAjPu/7icOWSOB3zseeQDJYecxPSMGTNmzJgx48qN8a74cowF4L3vfe+Ofc6RI0fudZXP+qzPwpve9CacPXsWP/MzP4Ov/uqvxn/6T/8Jj3vc4/Dc5z4Xd9xxB37t134N119/PV73utfhy77sy/Cbv/mb+JzP+ZzLs88zZsz4uOKXfu2DuOPOFddcfQRphdcq1BtwR7I6bRUJ+gXBXAB3aNGm2kwyu1XaE1DUwnUTJBKw2v6e4GBXTIeCNMcWKlDMAC29b974tafi2JCwBtCAIG3q0xjDqXgOA+xQvXZrRSI/QAP+XEgSR/MzpBIlQKhUihASE5LRzrG8W27ToDnGTsttq+h9lYlh2XYgsIHsDQ0RCFXMHfgzZOe+VP6yBTLEtrFMDdIajiC6STB73Sewq4nnkUAeQgSoW0B5u20V6RkYx5snMfqJI4l4zg8BdprkJdcvbrGOEiVDEMPBfAKCizDhmGy0JyKNeGb3urgCIpDC7UUzZhQEES0CWIl9L6hBQEOgUgI9Ewl1jAvghkowRHyFYGngnSL7TOccoa2kCNwLgIo9lZgJTnAw5yWM/QZDOVxzehJc3ojEa67tyCDAphD4NGBLm8oOica8daGNKNDafycfvVkUa03Q2dlnOsltoNYo/KieCmsS1B7fBVYN1UItE4C5oBr7A5rR8SDIbPEElisMjlI0LL9JrMc8cYgqFgU+5ZFX4e9+43/BT//oUzDjARAzh5wxY8bHEecvrHju97wliouy8Am9CErTmluSfAYJZkUqkpNLjBwwlktSWsZ1hrxS0robg8ITaMR2EsyQ/F2Tvo0h70R7Prjy5HPkPmUuyBw1Fa4yKFEHq24dihtFhsJI7lCrwRTmoYNCOrbf3XvyfHaSeqRPWSjZnmMgoZ3b6iR1KpxF2HoGHM8HB6HWt1r6eMxBNXnZRv8O5PGhvDZ2wlv+520t7pf3cTI8T1jmPxxXWu0lTzbb0fQte9vCYAjeiGTnsMb3Dh9jEVLzaZEtcdyhz44Xitju/qPCXdvYQTZHgWZLh0WipzPHLLze5nlu0Vu/WOxP3o8U7ptJpKjVer4HjTEEiBw35xUHVSW/a8wVmT4HF87z6zFPnfmmeFp4SywLwPn+sjjW1SEFLI6MAcMSXKJAxJS5NKBVeEfCq6GRTzoi51ydimrOE7f4zLob4Bokt7GPeNEgpBG24Pm9AonRrz51BN/+4rfin3/bE/Cw6+89t5jxSYrLmUPmePjY88gHSg45iekZM2bMmDFjxozLGKdOnfqY+7rs7e21ysMnPelJ+N3f/V38wA/8AL7lW74FP/RDP4Q3v/nNePzjHw8A+NzP/Vz85m/+Jn74h38YL3/5y3HjjTfilltu2RlvXVfcdtttuPHGGy/vQc2YMQN/9u4L+NF//U5ce+3Rrl4ZFS1FaaFYsBSFLAWlyUMcaccICQtgFSFYSBARHeRrCmkiZKmSzn7PDaAELegU7DXdn+e6EGBZCPy5Y9kE4BPbo4qkba91e6P9XNgeJpC3qKGaNzgoIZci1uCtblNIi0Q4gDX2DQ7h42bLaGFZWNxQwft0WwcgjUCgh0pZfG1kcqib1wCWaO2dyJ3YmgcZYF9dIUWjP7QqhD1+RdD7S48MJQG1kEmsZDANSYOGrIHKl0DZGlAYluAC1LUN1YlGApbZ6I6XCeZwXUI0TaVDgIM8BnP2FV/bthPkSnWJC6C5r229uM6u0s45LOaccz8SCIQKFCsVGIDDgLJp11/d4VogLjCl2kYk7MvdYkztQGhFoXI6yeG1zQIfwE73eK6IvtpHdIV59ApUGEwkCPL8jJToUa0CmFdUKzA3LETXzR2mAXZkP8OcGquHsjzVNKgEcYdTFqc7FNLZg1GVKuvCXojeTnvUBZRQR4vG+bACCMHJRaIbuuR0Mqdixum2QNCR88SqwSQsPk3aVwjKYthsFP/yp96JZ37lozHjoRczh5wx46EZ62r4xue+CdVot91I4mBuo2BRBoJZWs4IEr6pmm65YmN90ZaPdjKpXu6kdLfvjlwyc8tdknn8122J8zVgfN4V0+N6TDuZr7IYLt9PZfRAPo+2yU3RTGI5x5IkoRG2zhEskkPreDzsJ+2mJZfLzCNPl+2Q47GU7eSvAKh+9rYfyVrmaj1fzqSpLxW718dqeatjGA9MQKIQcndc7z2gZcjfhtWcxYHC3GHcy6TeY/e9rZPKXIG0PHt35Minozg1m60oCe3cPwfEGgGeRXS5rw5Bdc7ftu0aimb2q1all47HvpijufNkfhVFoKkzj3GKBAFtnvmdtz7TmpegxLnxVuBJcj52GxBHoZraPUhlEQFvCyKFHvM7p0IZDlUhydzfN9s962G4JFk3ibT9Rt7nMCc1ACgONe4Lz8tg+tSuq2Q7HE1ymuWeeb+gaIS6qgBLgdXarnPsnWOzKfiHz30TXv7Cz8epk9N956EYH2se+UDJIScxPWPGjBkzZsy4YiP771yusT7RMDPs7+/jrrvuAtBv0DJKKc1m9KabbsIdd9yB3//938eTnvQkAMCv//qvw8zwlKdMNdWMGZczbrv9AM9/4R/h2uuONqBQBCjLgp1+XsKesqXwtQQUdlXNSpBCSW7n81RQA6Faye2kAjoBRADYbLqSc+FdXUllC9Aq7xOcLAWtB28cQ6pHQv2RZLWKYVMc5tlfDg2oE/FQZIO9+RLASzJY0o5bobJ2sBBA9rcTBOgVBGn0tUsAboGFVbNbJ3oh0dcYawoMANr2yXoxnteBJbSuWOnoTig6UI3kc+3LV0NTVyeKZcMxIcG8QKycluACiXVD1hHATyqsKwlngnQ5viCtrLl/UrgfXXEep0+bSltJpDscqAFEew7r1iyhE8wGx5Vk3REXX2oHLfOqSN12GFPoZ6gl7NZ9GwuuFbbsNRmNGpUwLnBZaM0eimqDQGyFoUDcUASooMqb887bGYhmfaHEr6hekBaVYb8tWMQaOKkl4WReH14FBeBasYigWsVqpYHRUuKwqvdtbxwwcVSTKHigL7gCAAFGkfgshXI/ztC6ohHLQvWJmTVle3wfaMwJ0EaxAOoOEyptJOauqaBAQlUjGtb6FXANwl3UIa5AcRRR1LXC1wpVxdGjBb/6n2/Bpz3qOP4fX3QDZtx/MXPIGTNmfKzxfS9/O7YrsNkE9Ro5XfaDpnVyJAYA0HtFA43A7krnJLW7arqRUySCS1M9D5bSbPXS+lZzc2NRZLaEgfQix5GI3s1l0fPSlkOCJDh/uw+ppnO9WNYHAruT0F1BndbbXIZJoJAIzTxUKUBFy2mtEdm9bzSawXXLqxvZytyV62g+H8jYpGalrSdAU0jvEtotc3T0gkkS0FmEFoWMGnmI2e66ecGcxZxDiuiQnSLMeE0B50lwIFdwVLgU5mzOQtGelTNV6oWgLmjycM+M3ZGK21zXm/14qq1Z7NjOtmPJ/cr1hOSzR5HhwiOuGJTUXpkrcaz01U4SXJKwRndccokci/O+8f/i8AKISVNRZ3GEUZGsJUhed6F9N1DrOMdIMGfxZxLmkqS2H3rOHJEFmjC2Emq5r6IUjzJLB6QyT1dHgaBaEOhNNW0IJx229YGBPuJxIHGm6StljmorT0pcWy3RdkbBNjWxMzhyZINvf/Fb8cLnfU7ca864X+Jy5pA53icS91cOOYnpGTNmzJgxY8aM+yGe85zn4G/8jb+BT/u0T8Odd96JV7/61fiN3/gN/Mqv/Ao++7M/G495zGPw9/7e38OLX/xiXHfddXjd616HX/3VX8Uv/MIvAAAe+9jH4q//9b+Or/u6r8PLX/5ybLdbPOtZz8JXfMVX4JGPfOT9fHQzZjx0Yv+g4qv/4e/hYdceCRCxaLdPXArVLjIANEr1R9omolt6p9plx3aRYKLQ7jsBESSASJCRaulRKd1UKEg1zAC6lbRW9KZ61oYMJq0XAGXr9TwsmyR2vp7W2dL6Q+dQQUrmtlUc7lsSzqlysLY9tTVsu1MB4g5FkqsBWgXo5lAH4BWwNaGr2CFaS4uTbAaoemafZoJIwh7TMOt4W6qYSURnn7noSRz74EAQi957KKNtK6lV/uG/UXkT5CQSaeuPtabMhUNs+4okmcMnmoeaPeLqOD4B7KVAREMRoSWKFJpndR227fDWs1ua3EkhIQQvpWOeAvh6gOx75nB4WSB1C8cw1z1s2h0ASmmgpjqBX6kEDD2Ibl8JxApq2cR8RSVoqZwbW7goTArg3QbSQZJWgNW1zfVQ34RteeHFUAmLcaeautLKXLPIISTWEGfPSwRo6YLo72wBEAKhiNFCBQ5C3VJrfBbis0ngcCCz3b1bLCrHzs+JegCkRaEWtpfLAlp38/NTNJRK0K4csgqvBmNvbAA4cULw8p94F/Y2wBf9d5OcvhJj5pAzZjx44rWvex/+6x/diWPHl5b7aWN9Y5nMC7O9C4BOQidpLJFHqtJxB11VXTR+zxspPI4hbA8zqKlzmfjtT5J7IKWl54ydUNZG2mnmmQOPmjlqK5BkK5gkrnNZ1SiGHJXQQJLgu9beAmePaucy/W8486T9dieuSzvzFo4+3EZJcrkRyQDgaMpuJnSR53p77nCk6bQ4nYC854E9P0vmkmO3XDSvhJNAj/fcK6ncHCu2GT2brb/OxDTdfXgG+jZRI0P3JCvbjQTMa7QOySbjQCNah82SDAaJYDq5tP3tjjUObT2jDdJyc3bnRpYMesvTePEB9lTu7VWAaBdTXbl/gLEgMXJN3kOZcLzIl7yltwJzb4R6pMzeLLSbGtpjbleS0JmDx/tZY0ql8iKRl+V1ItGrCLedFGFHG5e88Km+TxcBvidxHxIy734Pk+uqhEuQx6VDQRSemjvcbXDlic+8VYept17SXgoMlQS4oyzCfYz7rpbca7gxGO+1ShF86MMH+JFX/in+wTMfgxlXXjyQcshJTM+YMWPGjBkzrtjIivPLNdbHE7fccgue8Yxn4IMf/CBOnz6NJzzhCfiVX/kV/LW/9tcAAL/0S7+Eb/3Wb8Xf/Jt/E+fPn8djHvMYvOpVr8LTn/70NsZP/dRP4VnPehb+6l/9q1BV/O2//bfx0pe+9LIcz4wZMyL+t+e8CddefYSEdCeUVTSsfZUko0Rluy78J2HtDST4F+sVWm6LpmqaIODYZ1r78+QSs8/fDhgonXxO4LIU9kNDAHRLGcC8BP2QAOKghFaqTohUiQCKtYGKaYMI9OV6f75UmgSgt5G1jZMN2NTZr88Ni4cy2uFUR1csVBC0nsdpT7eSlJZQT4hRyUJ5QgcXLQCgukXqQRoJbLWBrw0Y9ErQxyBGwtiC5I3hUuVM1Uzz/CPSk/5+KZHQASQM+QLS/rvJhao3xUI7PbmOkS1dEylMeQeRsZSB5Lb3V2CzF/tuNYoenFblwmXg7C+daPDS3081sDstFYEd5DhBWqsNmEatsLJpvb4dBsu5x7MlEo3Hw9mwoJjDwqQ7yhOMp0IWZP9xALT+DuAy1TKh2DEYwdAFBnNl72mBeYVZjBUOh46lBDgZHH8nifMUm6T1oqNoKG3MArCuCmi07eMcGdRAvJSgjWN+/iABaDrnk1HhUqujLAY3wCT7TCdQTFtG0ej9rrEMzOA19tdqB6DTbjVA4LjG15ze4Pte/g48+tNP4tM/5fhH/hKbcZ/EzCFnzJjx0eI///8+hJ/9xQ/g5MkNgE4ud4KYxWYqKCxeBHr+B6Arp5GFjfmW9N/nJJDby8wPmWdqK0pMFXMS5Gj70R53DnNHMR3bid/8VtyF/l4jrJm2FMn38z068bQ+1EH4teIteN8e+rqgMhrMX5PAzvw1CezYn5bNNKV0UzO35fo6Xekc+VmRtRHlAKiItqRbacmdJLGTMB4TOj9EREdBY1clZw7aCzazoLLve+a3aOuMOxX5rWWC0F+TbgcexKq2IsIgq5NG5glu9tvZM9q57uBe02hkIT1fITAYBAsp+xi3tp7P1aO4EUhCmUcqDk0ltsfocV7YI5lbcObqySGLoh2DWe+SbRI5Y2ZqrR5TuYwPltkOLIqmPrbhhBalEJl22NChXQvPfRHByvmXdwat/7YwX2be2O4GJD5nZnksjrqifX5cI1eF5fF254D4DuhK9bhw3r4rUBHL572RSLTOUSqkoXCrw7yJYhg3h7lhs1fwxt+7HY96xPvxt/6HR2HGJz8uZw6Z432s8UDKIcV95xt0xowZM2bMmDHjIR/nzp3D6dOn8Z7v/Hs4dfTI5Rnz4j4+7bmvwNmzZz/m/oAzZjzQIz8rV+q8fvXPvRe/+GtncPTogs3RPdS1YlnCsluKYikFIGEdipSCsikN4CtlGQC+UFgvi8LcsWzKjm23iGBZpD1uICDfj02laibI6RHAi/eoTgFQln6bVyTI5CKAqDWwsBHTQFjJEahrffbEsCgahNOsFAEswl7RAgC1g4hYsSAV1l01Il6hRHqa4R/VIg2Aa8Svh4U11dPiQTo7/0bEmFJJCtvaHAjj7YqGatkWYl0pk8Ch00IxCeudxm5jE2EkMtatwb2undzN90oJRXaqft2C6G7qFJLUY3j2bR7fI1hIQMxJWt/Tpm0AIS7V7NH5uiQoKfBUlIsAZcEOAj0A4V6W2G5MQK7H3UryXuJvRYzlTRZVstViqKCpnjGEktlFsaI0ECVni0FQsWlnYOgcieoKd6XQpf+NPoMBqmY/aUP2AxS4R69D96gLgAdoWmu3cwQIDkJQLdY1916LwLmy1vjr5lgtLB99WAZwmDnW1YIwr131sj2Iz0g1Q90anEy5eZDQZhaAoRnWg7VZRLpV2OqwusY+rQE01nWFrY5qhle88PNw9GjXiF1JcX/8Rs0ccsaMjy2u9Bzy3e+9gG963n/DNdccHchdhS5lN88TQSmRVwKdKIYCqiWI5dIdd9K1JwsZhYpIEYGUtNKOsbRIaw0DeBRQ6rCupONOktUDkdzIc28Fk4D3XBRJHLOgUvrzRbqLS6qgS2EOJtLyw+z1nMR1vgaSzqUR00l4d+JZpA6W3N6I7rT5jkLMLKAEgGgdIo36y0xjsONOItl5bVIhTVI6s5bguRtdGjkqxlzWB0o310lKNY2o6zCu9yUl7KOl7ziJcE2+G4D1nAtoy485cid+x3+DL7h0TXYUEzJPRJDXQSqTYE4yO4+a41ojtpOoFZjocGaH9cECRR8svp1dur3vo4MCY65nDriXtq9o+V7kcfH+uK5Efjek8u2OxLMVS6T8xmTVDS1X9Cxk5EbS5CjyQB6j9RwR8Mj38tJb5O2ZO0Y+6Sxe7I/B1+var0I1R4igYz03a7bhobL3liu6xfLG5tixTRYXmKFG0tr2wz3U1ma15Zhnzx7guc/+LHzu46/GlRgPlRwSePDmkVMxPWPGjBkzZsyYMWPGjBmH4vW/fgav++UP4uTJTQO1NpsNzK31h8bQE7oBjO7QRbEspVW2F9oupoo6+/IBozo6QUBNt+VGaIsEOd368rXHBPcUBCM7KBhvO9UE2QvQd1QuXdWSoB5QEsRrdoqHbBIxAn5daSKIdXtn6EEV4qGkCPCtBhlMu+bWb3ogoZXPm0qEKmhNQhUAat3pVY21dllrJdinCl/XtpxUg2cvR+5PW96Bpmw29oj28TEtwDWs92Kd3g/O3WNbCCtzpIp43fHhBhlxjplqiwprxDQVEaXsEOQBDi7c5+E8xMRp9uZt4lgFtJAwX7hfDrEtRBSuEue47HF8oDeDlFhOw+Y8To0BUiBmsLTa1linuMFtmAlag5zOQxZD2IPncTgUK9w0FN05ryFQrEhzS1BDHSbtnC8iSDW5U0ojtHAvJJ+V9o9sFQi6bsdpIRjoLtFWm5chews2tVilqrl5wId9txngJezBA5D1ptIxoyW3CIs+BGuN41024bCgUGATc8vMgWpQUayrB3FuQFkK6lohAlQTaAnyHWatlUBYuANigud+71vwoud/DmbMmDFjxgMjLty14jv++R/jmquP8GdZm0p5LALL33AJBnYgh1PF3Ino5qTD1QrlyZk/IgsXNS23O/HdxgHa+IC037zMNdPOu+0D0PYjH5cxR83f75HQJikdj+P9Urq7iqCT0blMFkU2dx9Ebtryg7THhgNiJKrHtjLW+VahFTdz1cj6OvmMIW8VKn3BnDWIaaBZIcMvTUzncx/6Qw/KZsmcMV8Y1pXoMgw4hjwaPWciyZjzJLfriPYy4D6OBLGY3UMxqdwlYz4mzC/HLeY+lfZ/QePI6VrjEsWFGMjfTjZLP+50QoKwODFKDq3didASWzwIYdFQ+zp7LLc9lKZMdpcUCNNGmzmkBPlc2PbHnLr2xl4nwR/vaZKzOR8p784aThOgmKPSnlvRDrel7Y74zIVJUlyBEK5LS9nNPATQ+Rl3DO146DZQOrENePS6BgBTqBis0L2H/aQLnDbkw2eOxSdFDTB2QOdOR2ufUE97sue8Z4Ty7FoknKdPbfDCH3o7XvKdn4uHXX/5SNIZMz7WmMT0jBkzZsyYMeOKjfvThnHGjBkP3Hj/mbvxr37qXTh1+gjtsVMhCpRlCdCkJEATZNOyaBCBEnRxgo+qMoCRMYwSnGukNDrwF6AglxvUK6loGZXSAJp9dwJ42dOvKKEjSUDC22uFz919R21Ch8gA9cSxIMgxH14v7DEdkZoIAFgBWPT2M1p7u4WFd6pBvEKtNpAvwTW4QcyCeB7fcwtFdMJgqbg2C7K6Lc+TUbehWHYPENhIggNB1JpBkolMG8SEAkWA7T7ahTb21FNaHwbiBK+1NxVGjOW1hoIanWvmGY6xfFi+IVWXemwN4wsSclBb1wrUUMgIECpmnmtZ1wElBrAsBMPWvi6PhScDopsApvygI111hatCysKxed2pBnfN42EvZduiQQpZJIACqw6UBNC3MUPcSb4LTBd2lo7/Vi/RmzwBQwTAaChwdi1cIDABSeoFAaFWLL5ilQVGa8n2S+zsZ4iY/wHQEuQVYDWHFKB4ktUSHww6H+oSRPMKvgdanifZrRKAIASV1t6qwLp2O0nnZ6o6P98C7kiCsZk7SCj617X1DTULUFyoXlJavLoAtVZoWRBQLfCBmy/i1T/3Hvy//9anYcYnL2YOOWPGjEuFu+O7XvI2VCd5DCqeSRiX0hK4lvsBJK6VOaR2ZXPrMz2wufm42Xw3tx2QfOrEdCm6SwS3wsjMN4NYyyLIXvfmbf8i7xxswLMoEr3IUQ79y6+1heyxwFkImct7y0fLuG6SyqRKMRRPdgIbjVgUGLqlt3XiG+nHEtvoHiz5N8i5XaqV62fBnvfXx6JC9SS021VveWW6/IA5DhotCyDb0aQDD/KNruNO0jtW7blm5GNbpAOOCCCey+eQaaiN9nrB2uabQ2mNLU3t28oFJNq/RGg7J3CL3EsKr2PupzYSOur42lE2Ajy10dTC94xd8vxwPRZmRpsf7ek5meNFjUpoKsXdUXiDEu1ejHllbtNRnYWDPL78la3c16LMBbmODWk0BFik23DHjmrr++0epLHBd24jIu915mr98xYtYPiedzcCDzl33EuwcDaLKRXhsOWIAojcD9Hoo26IndYShY9xb+LRY9sjb3QITPp8rBCIFLgYrAIuhiNHFnzbP38rvv87noC9zWFnphn3VdyfVt4PpJjE9IwZM2bMmDFjxowZM2Yw9vcrnvu9b8GpU3usbC+0UFTaaGtTlyxLQVlKMlVNSV0WvQeQqA1EBMcDloWAJfv6BZAQwGCtAaOoEtiUfJzASYAqo7o6FTSqFoAjSCxqWL8FUOlYSgB1KxWegGPROliDk3CmjbdK2MqVVKx417EqQb/sId1IZzMUd/aLrihNVRJkXlomBjlaY7wknRMkrGu3JaRnsjTv5EqAL5hFT5CxEoAREsiOTkSDO5+v5fNaAbewqHYPUpoEt5el0ceeRDj7/4rKjnq6MZJZyJBKbPju6wC8Rl9odw8CWrhPaZ9tFe7W5gWswktB88Yc7PrcDVLi1l6WBTjYB9HvBva1/UnUbbuNl1u/ylDECHt+C8IRwBFzG1uDFGskKSw+E24HcF1oMwk4VmgpQdYLt6+0ZydBLVbD4lsXiFQUODyV6JJ24yTpERR0FDrQAUBWpL2kCFBt6JtOQHC1Do4uBKyrCdxiH5YGHgrVNoBV52cvgENRYIE0pYqTYK6VNvhLvAeL5wm/9v6ZgKvAV/ZUF4d5JUiZ4HscZFEFNgvcDXU1LJulqWXqGsUcZgCkBJnelNqOo8cWvO6XP4i/+BdO4Mmfe+29fbXNmDFjxoxPQrzgB96G97z/Lhw5srCgkJSoO4qWIJdKeISIdgJZFFAZ1NFDHqktoaODjo55JsnsLGBMgkyGsUdiWfpvFIBGSkfRZBZOJgHdyesk2XKsJKVjvzvhSEMhqHYSmWlr7L8mOZyW3z0/7Q02gKXQXpvvZS7T2814I7jj9MQPcpLdozr6sMNPKKUz55Q2dpDKu2R0UqVi1ohaDPuZkflptKqJfUASixb515jTZj7dslESvFlY4Pli26ceWU/XnXbyxUoik/s0jA0kGRr74RpzMIsTjfsFAN4mXIQCUK8kt8Pm2yQ7PAfpvOPm4+O2FSZZZhCTQR1NSR3HalRNUx0uwtbLWVggw+4wV3SwLzPdfVwBcSqlJchb5oKQIMHNomgxiGBgkbTtzvkcuVzerYQyu58K1SiqhGUPdc4qWoPH/I68tJR00um5fJLUbb5JnAyh0tlU232ASCjJTQERhVYbbjecxYq8rwTiepjDtLcdggJqCpdoF6OiqHSCUmXRqALnL1T8f77tv+Gl3/VEzJjxyYxJTM+YMWPGjBkzrtwYpYmXY6wZM2Y86ON/eubv4GEPvyqIJ0nyi6R0KU25CJEAFsNPMIglhkhCLUPP6CIoIq1HdO8vKKG2TlUFQZ0GFBLRC4wolQ0B7C0lieUA8MjeJfbXFCQqhrIJ6Gej7EUGwUaNKmrDop2oTQvE6M1HMpLPAVot0v5QAKitDWgKUrpigTVLRHVaayf8ZjXGIMEsVls1PxAEZCifG1TWmUEzwGoHAEUAGCSBnrTeriSvgSCSG0LGHmwe+lqn7Tcg8PUACXg1gnhdw/Z6XftroHV3Eqi0XExeOg7NYrtu/fehJnlL0pJKZjcDtMCtRgEDL6UfbIOsrDXmohHkFER/aOUGnWOJwLcHHai02gjrprTOfTGL9VcysIlNhm90bN84H2lH7og5H5dpAL6Qiu0S6FhdCZgZXDcE3Ii4khAWB2ArXAsK1risukn0FCVPtQgcQURn/8KKsHAUMbgrVFYABdUJ4AeyG3NCnH0DBYsGie+yoIgTiGS/QSpr4IKlRD9pQJGtEFOUzl2Kz6EiSPWQdDXQMchpRa0W9t20RDeE9b/xMySiQVrDQ+1mgFdvxHWML3CLHtvKz+hqAZCHfWSBm+Pqa47hO7//Hfjub/2LePxnX40Zn4SYOeSMGTMOxe/8wW34r390DidObSL/KaWRxEnqgspISSVxKd2mW1OhrJnINYeeLGqUJKUxjNf4ReaWmkR0J6EzpwxLb2/PG6HN2rmRlG4q0CS80S25g5TujiFJYmsjmklQC3puOhDV0qy7RwJ6IIUZSUrHb7tFntRySjr1MH9cmKe2AksWT6ZHS6pps5VLt+7O17O9zLAMwNe9vZeOPUJmecxhd0jrdAwy6+S8szUNej4IAGLcZhbeASRBxz7ZLUVknacg+4lHyxZ6xzSCmObYDhgJaDEw8xGEjRDnVyvYlHAIkk4Ge0sSs5cylbcA2FekWWfHXUT/TTMABQqXynwLbN1Cshid4A4lcGynINXQin5WLJ5n9SAvR0EU7DlJZ+FjVWDxsPNOMl+FxYeed1Sh/leeI4c38XEFoC6R6rNaQIVFh0BXtqv0AkIFlexhYY/8nIJuOCCJDdDWG1ROs3Ah5zdzx6b1Vg0fIffWrcdSSa+xboUFEa0e13uteWBxHyA+kOOI+9hasWwUH/rwFr/0a2fw9KfdiBmfhLicOWSO9yCMSUzPmDFjxowZM67YaGrGyzTWjBkzHtzxY69+F06e3MPekSUULkliIm76NVE7kWaNCFWqoR3LspDAZj+1RKFShcI+010d0/tLHwYBuwImlNXxHskw2bVbVHKZRRylWLM4jF0Na+8E/zYlgBMDaEVMkAbAIgnooaFehXbeI9AmQIOcxNcAHz1IP4VDbUsFdQaVzvybqmiBAHXbiPTwlbMAi+qKVJvEEEFWdxDRe19pIBTARbp62Qm2kRh2Et1x8EZutfajStI7QSHjGKKNZPZcjtfCScjDHFhKbNJqkKae/baFXLd0Mjhh15W9r6UCvgVUQy0hgFP57Qe0XFdaPfOi+7rSzpnnIqXz1YAlqhpcBF73G3BpImElSlAb7FsciKX1iQQAShV2rd2ns1oojsde1BIgJ8oGJgRos5+hk9CuCZpKqKtZTCHgdeb+CdawigydSpZgcHY4geUgg4vE3K1QSLP2jnGrK4qEkgYS00oEWDRJaiqoARLQYTWqAqw1CV804K5A4BQDrXRlL0sQ9yvrDnKaRkFLAK9l+AQYEACjRP/pagrAoq/oGoe4bApMBesa7gNg70ItJQohLPe9kxzQ+M6BOW54GPCPv+uP8HM//tRuFTvjPouZQ86YMWOMD926j5f86Dtw4uSm5WxdnUwCkeQg0sY1XXik/0tisVlzQxoZHMVXfMyf4kZqi7Sf5yyiHMln5et9f5KsxtBWppPM4+4WAbSEUw/4Xsle0ohcUyDdZps23Wn5rRgJ5oHgluHQ2+u2Q2ADUWCZSukkslvvZ0EQ0D4ss0NOJ4FMF5/YPbqw1E4yu0cum0SxRx6jbi2nbAWWSTini0/uaHPyYU5lNpDdXGZYvL8goaqGt9/+uPLOIjtpF6Mfi5M8HpbNR+kANOwzhe88ONDZRhvBG4WATIaQnLXw/U5gx/47IAaTIIldg/wODpSEcU4gj3xMSPoKLcGj/EBQojt07LcIxNdQWUOj4FVsMGQXOFu35PlUYYGgRbFiEuR5EeOehb5KkqdFImelgtokVMswD+I8W7do5G5VmetquO9YdVSm3nDeMrS6z55DmvXf97TXzuLWsTjE3XkWnIZB8Xk1zil6e8c6lsrrUHS37NhTRZ05NkIV7w6HAVV4S6ok7lm0IHFSjh9f8Kqffg/+4l84gcc8+gRm3LdxOXPIHO/BGJOYnjFjxowZM2bMmDFjxhUff/CHt+M//MczuO66I7C1wmqNftJFUZJ0lAQLRtAw1CzLUqLyfAATs39UgHldISMaltsJMBYqLhOgSNI5e04L0Gy2CwSiPihSvL2nBQ3IEw1COvvxIcFCrrNRkr4SJF8ChZAg+LLPdPZT67aGdQC5nIBdACzFHYKKNKwOMtogVtn1jlaISVJbAoQOOG2v15Wvk1236I0n5sC6pUdeks/eyGy4AwdEokh8pzV09peGOXtBd5Bo7PNnNZXb3HY1QB1uA8luFiBcbidBwe2WZwkkpVMBQXK2M5d9PS7jS6GCuHtGcw/gvgb33eQVBPrM4QmoCrivQaJrWhdmIUUCrQK4VUgpcLBHscV6QZxLEOQigYbldUhb7GVBr2pY2OePKLbtB7i3twdEFzu4lLBjB+C6EIisgMdfgRH1o9W9BQme2vziNbhzgoiFY3K2tWIMh0XdAvenSJzXRSuqKzYl+hYC4VZgsFiOKK0RiIzPcp9OKlSceNhyhjVkKFXMASiwbAS1xtUKC/AACwvtJCnajs8sr6pBsCiwuqCYoJYKMfZGXASLCtaD2E+hREdVYbCos4gm8rBa4dVR19os3U9ffRT/9HvejBf8k8+55PfcjBkzZsy4/LFWwzd92x/iGO2770lKSyOgVbPwShphKWUo4CJhlXlkI6Yzr2yENcdS3SGgd+27O9lcchtJPgu6q0/b5yC7JNi8ln9qkSGHTKK5/4199+bsUdBzziSlY2z0v8wVtKmpK98b885OLjcLb+aqkQlY3zaioK8VvzntuvMiuUHNkZpcgUUOa1wvCW2qYIXFlrstZVjNlkWKFrlMK7dr/aWB7B3cng+kdieTGVkMmfOBuUezss6ckevn+wL0Hs0DQS6eeWYnq2TYbs69KODrebADQWoj81CFa9nZhySW4RUiNZr4uLZNFVrNGC2soWGzHbunMK3AYONtEEBim3CJXtFpPyShqFb0Y4k8G6g0/m7/abRLiT7VBQ6HuUCbmjsmbJgPOQnpyNfUqY5WwJnTpf22M6c0Po97K5LYFmS3ehQrOos14F0Qu66+Y/qURHQT3jNar3lxmjEJFIbq/Py4RNsb43GLs8jU2z0qHFH04hKtjcB7L8R3hVltfexBpbaE9zgAx4kTGzznn70ZP/6DT8JVxzeYMeO+jklMz5gxY8aMGTOu3JDLaKEjl2mcGTNmfNLj7J1bPP9Fb8XDH3asqxFLIVCm8JqYiQNKIzk3aNk0ICFRvlQ5i6aqOv6OffkABNFG4plPUUonpROw0VSVaAhh4RS2WucdgbD2btbaqWBBqKILAUGAIMSgaNlRkwiXbbKOrlFoNt6g6tkTyIs+046wkUu7Q3ht6ua0OtTBOhFuTR0SzuBBYCIVIwCX6YoUAUgAE/HJ96iCTtLX2Y8PZvDGIiL8mIGwczaDLksAOuC1XWssn6gtglgOtaoDqS5J5pI9gLPPWxK5HJFW3bxYjkSo+kUTbaB09v8jIsmzjlApi7CfNfpxamxPkAS7w9dUpMSE8rVCizbLcGHPQC8VEO7HUrrqBiSfa8qIl9in7I293cb4Zel23Vpi/lNNo9uDeI2+iCLRhzBIZ4WYErjTKHpIa3J32iuuABYsvgYIWAlsosBFqJAGwrCwpAYGkBpWkZBGZItLA7gdvFz8rLk4CXJtIJ6xKKGqkygmDEoQvcJZYML33VCdZLejqZSFNuHuHoS79imYxEFNy24Jm0iLhovEqwO5V1XIEuMcrN3KUySUOCIKxxrjcL29PcWfvutuvPbfvRdf/iWfihn3YcwccsaMGYwfe/W74vclyeHW9iVIZyVJqFpaceNY4NjttJWKRoTDTqGzDqLIsZHSSgKZJPeojr60ffdIVsvwezJsm4RV8pyZT2q2oCmdqA5L4E76LpoFkIP7z0iwIwhAsBBSEaQjf7WpiM70h7lpjuEOFfZZZt66IHLFyNR6rinIfsyRm6ayOfJLg3rlMnSjQW6PDjaREAaJaysLKdHHScvuLGI0Wnxzvd4TOfPYQxPFqL5uBDE6yZ0rjNtgfpcXRDJnzbwqr2WS0AMZnbngznba71aS923x9kBaJW6jjdFz02jTEn85b1yAskFXPbMFkCsAhdQ1lL0SOZdYtEnJoy6SiuEkxJU5cdiSKwnoNfqmcA42vS/vTJyFiQKIo9rK2RF3L+IeRDnCVtwQOV8aBbkL56QAJYoX14HbVwiyA5EhiGjwM2XVW/FnFl0ECd2V2/k5ALy1fYl0nvbf6J9Ji81HbqsKdYvSB0Mc41Li3sBjHnh1QC2KQdXhNZZ3fo4j0VTO3QKzChWNvBPD/QmZ86tObPB9L/sTPPcfPQ4z7sO4nDlkjvcgjElMz5gxY8aMGTNmzJgx44qOv/uNv4/rrjsWFmvN5hBAEspamu22LgWFCpUGEtJeLftMl0KrZNklntOuW1Ww2dOuHBlAw1SYFE1eMNUkYQGsAJQNeJUgRzg3OwpBwiJRIV/Ud0jqUWWdUI5I73u3SIB6RQyHrRDHfwLH0lQj1lQlDZBjT+mmaAbHM4PWdYecTnWzWAIkPpDRoXLOftJIYpZjQYLo9XytrkEgg/2f15WKahKgKVcAAHfUg4MGTgqE48Q59bW2IgL3IKVTLS1lYU9nAGuc66Z6SMvF3B6CQIzTEtbfYdMJuG05N4geZT/qUU2TrKcHIuzb9JIuoZDOScx1Yl/6uFYHoJLW2uIBYuX18ySggVCHp0Lr4ADY2yNRneiaQpLUFvajBpXOpQzXEgBtvxUS10OjxyBKgTs7DCoQdPEW4oIiBQ6Di7InYSB01QHoAsEKl4VFGwYDsBBYNHgjq+G0GfWErLV99tplpvW9WBDeRXj94MCi8JXu8B5FIElGwwWuhESVduC1W4SnXTdRZKhFT+yYE5281sZoh11lFYvejyZYikVrbwXKUnBEBVYNVSp7fzv3pcDWKIAIsh84fWoPP/mz78dNT74On/ao45gxY8aMGfdd/N6bbscbfvPWsPBmIdnO38YQ35MQ1qKNXA77be1FjELymdVRSk/s0a1HQH7jHoRzFEspf8+bA48M/zCS1xgKIzvB1vpiSycE2zgYckvml0qVaxZE5mtC554l1cxJSrPPdFNjIwspvbn2CHNTIXPcTaC95QIRTpU0ILZt/aRBIhpu4ezTE7ZOCltvlSIW7j8y5D4769C1R/i8kdJZ1LcTkSu0vJVKWcl2Gy0vzbMZ4+/Y8nKddtPAwshOSOdiHrkh1dMChMV25rK1F6nGcunm08doj7T0i2wWKSQi9xQfbmwQOW2kNsMEcw+nHLcgiz3tvY3K48qCyCxN6OmvB+tLmlrbnhUJ9TRZWyyt/MCihQ6PxxGOOOZRCCHsrwwS0bV1tZbWkVzY6gXurV/1AvC13LcgkdUBU2lpNOi0Y4og2QHU4VyX0m5DhtYvVF+XAhFrtt+ppk5zJZDEFldY8WbrHYp5Fk3KMMfiwwdZPdrAxNlp/HN8DqV9nruLE+ewCJZF8dZ3XMAv//oZ/I3/++w3PeO+jUlMz5gxY8aMGTOu2Eib3cs11owZMx588R/+4wextylhxX1I6bL7GJASvdQSXEywMcC/AE90XFcQZBGBRBVg2ShUdAdEzH7VFLRioWVi9PADwaOg1rSgARDp6lykqy+y/58ORHWqWwSGRUlK07ovxk+Az/g6iW+kbbejWH+sqWr2sEGUtJ/22nvpWYVmLz94WMp5beBgU6EAO2QxatqFoytFErgbfe/c4OtBs9l2OLBdB5CudgU09wIIW+6mdnaHjVaI7o2c9lqbCh5msDWIcqeyugGFJDOlDISyJ5lNe22tzdIxD6uhsEa1uYbCRHL7DoCq3lBh8DgIUivC3luQZHIZEMXSVTWIOeiJMlPJjG2QyQIQTM2VHb4sSDtRXLwYKuqS1o208vaYPOIC8HMhlUCkduC5K4GMpOwK1FBMg24EBgEKLQPFAFmowXbAgvAuMKy2RvGHH6CKQqRAAj4GguYmaV7CghsKt+hSbaDy2tCA02oSCq4isNXbGA6+zj7SbJ3NIhPBWkM5Hfx3kNSKsF105JQhebwCUMdmU+AFWNc12narNBWPyqic5vUsCslCCBFkT0DRKGAIlblCNOacltLt3sXx8IcdxfO+9y145Q88aRfgnnHZYuaQM2bMuP3sAb7/X/wJTpxYSOh2UhpjDnk4r1TZseFupOgwxsgihyXyLrEM/qT3XFQbIY02DnZJafQiyKauzvRALk1Kxxg958yiyMKizCya7IR32nbTfps5aNhxYzhOKqE5XuyKtRw194eUKIpUOvRkMw/+83TzcSh7QichDQdV0iyOTIau5axo9GTKYXsP57QxSQV15LE7/suZl7ozd5U+FtAV0umLbqnejt9uoSsOMl+iE06cpHTuyXUQeZsN288TmrmssaJNQ5Ksq8MzP82RVYCV+zuqNnNSwanCTdV/JEFxmSo8rby5DYhGXifKHIgTobJrskjrZS0ALakL3CP3iaktcNtSybwgOyCjka6RnxnifBmWOB3Ie5rIiV00ym6Zjqt763mtSQaLR+ca77y7g6Q2P4dKgtyZMxoJb0kHHHNUEdLm7FE9fC80IawLLzvtuXl+M580i9w0nQlqNZSiWNMlhw4+Vbyp2+OUS9v/mBNtQsJdelGrhluDobb5o65B/nNOhysTWExq8Oo4dmzBK1/zLjz+L57Ep33KVZhx+eNy5pA53oMxJjE9Y8aMGTNmzLhyI5u9Xq6xZsyY8aCKM7dcxKte+26cPr3XQMQOxLDvLfJl3SF4UlUaiupR7QJaLAJSgGWRBv6ltfeoWmkKFQKG5RBAiCSv1ZujsohjUQAkn4Mj60SpwkIJyjEC4DOUBAyRAAqJZsT72rSl1q27CfAV9oAOy0L29LOkBB1Ahdgadt1cJklWWNh6w9YY4xDBjHUlEDgopEWBuhLs4zjriux6B6vwde0EMftIOwBY7wvtua8I++MEBgN4G/o/O2BrVzTXdZv8fJC0qYRJ9bUI1dYEiCzA0mibLKHcFsDXNc6ypcJWg/xOADgrCQzw6vAElBPiGghmAE0lbZU9uVnMUBYCauaQtYIyeuKj7CudauC0K6+0KN+uHUQnEe/pE59T3gwoS1wbWqC3D0e7KqE6oU88fAFaU83cN85buIbtoGhonGUlyVuogw4YUmiXDQgW8S4silMGUOkc+iba77MjYYNhpRPHhWCcs48fXOPzotoswEHl8wLQ6jBU1pXK+s0S1tlm3bIU/GypoCl/OL0ADwV1NWBZSt9zFZgI1rVCLRQ4Uvndks70wzwI8kBgGvvc9peybtH4ZAuB9bUCr/1378NXfOm09L5PYuaQM2Zc8fGPnv/fcGSvdDIZaAmcpvpZU9ksreBNRVmghUZki+hOgeQ9FM65rITSWklsSP727iyDZuldhp9zoQU48v2W+konrVkUmV9LyrwULKSK17oiunDwRmJLpCajPXf8PnqmDPH7C2uq6KaEliCdhb7JjSxH5qje/grzUweivQ6svRYFkUlSA5mXIonMdOUZrbpbnsvlWyuY7Bs9ktCeHC7zW2suOe0Nt1Bde5KsmbwMfag9+zD3titZwiiSftdDFmgDwQy0Yjv3ITlCZesWbqsOxHMkFjwfwd66ll4Zm0cgsf8+9gxqRRLch8pJooPbDzjmSEQj8ipT5om5XwjNsolyktboJu0rrHUH59VkLqmcAe4VOjjk5JwP9TQL9tpMMKRiW4bdpEAaUIdZaR2C2uHmMnBy87xfY8Fg0WjbEk5WYf3dVM6S41IFHW21oebtEhZ+cCLtpusOCeU4nSyGlkj2q1m/dmDxI4CiUc6RRb6Siam0qwlVRWWBhGgfJ7+nDBbbMfB7zHHyxB6++dvfjJ962RdgWWaOctnjcuaQOd6DMB6cez1jxowZM2bMmDFjxkMsfviHfxif8RmfgaNHj+IpT3kKfud3fudel/3xH//xrrzgv6NHj+4s4+543vOeh0c84hE4duwYnva0p+FP/uRP7uvDeNCEmeM7XvwWnD65By1p3z0onUuJvoCq0W+a5POyWbAs8XopQV4rQcKyBKhY+HwphYoYaePHXxy6fh0vEg2AI63DAzRwbJa0S7Qg1zTVKB0EXAqtuZOQhoeaukUCf/E4QMFK4i57uRkkiTP2iVZL20JDmB4biq8BHnol+LaiuAGpsrZQR4ttqapmD8Baaa9tgG0BWwkmhgV0U6NYDWI6+0eva5C82334dgs/OKBVd7cE92rNchuVy9foJ23V4LXCD7awdYVvK+xghd29j3pxH3V/n6+vqBcPgNVC7bFW2HYboFq19q8ebFGpyK7rilor6v6Kul3j+cGK9e591P0VflAbWW60Hve1wmrFevEA6/4W63ZFXStsrajbFWaOur+FmaEerLFdM9o2I/pd2wpfK7A66sUD+HaFbVfYdot68SLq3Rdh+/uwg22ci4NtnIMa58pWC3K/riDTCl9rjEnLddQK3x7A1y384GKMc/FiO8dxnSpBxihGkMp5lmN7XHOxGu8TIFZbAV9jvjnBYluhdRtzymvwrl77XET0Is95mQUUoIJKEA4CYVEfNvJt3jdlTVfY9B6ZCZpHscfSXA7CorSUVIs5NovvEtJCJwPpRSgN3E8rVU9MOuxX0+4/HxdKBrSw9zw4lgi/axSbvSW2l8UwCkAURfP7iVavAogqjhxR/MwvvB9vefu5y/ztOWPGjAdizDzykxv/7vUfwMV9OqYkaddU0GmBrU0hHWQzfyNKktJA/qBkexhI/o7EctIKG3Ugl9H6QIfodew1nSR52hujE+TcXmntY8L2uBPUnZRWDRceZVsYZWGZisVz5qeZp7YWMfAhP6VSWoffXg13nqWpqOPvIo4FmWtGW5kiK1RWLLId+kMb84Jw7Vks8k/NPIQ5RvEKRQVQm6OPGi26PfpHRxFlFFaKVaitkPUAuu5D6gqpB5B124ofM+cUWyE18prMheKxxbLrFrLd9vyorpB1C9keQFrutJtnxTbiX+SJK3xlrruuwMpcbt0C65Z5MV8z212f78f43L+6xvbXNfIzo234ugXWg5bPyTCOtH/r7jmoK6Ru4/zULXR7AFn3obWfS7E8x1m8yvOf7kq+Rklh5nce9yLqhnLoGucyUVRQseG8KFjZfigLbL3NqwJHgaG0OWvD3BznXhbk7s7fnNdZT5KOUvk5af9KfqbQPhdZSKhZXJzW7cPnMC29k5wW6cWOWegsbZ18P/I8Xfr3SH6vZHGpDkUurWCEeaSmUwNfi+8ntEKZ/K7K77O9IwWvfM27P1lfqTOuwJiK6RkzZsyYMWPGlRutBPwyjTVjxp8zXvva1+LZz342Xv7yl+MpT3kKXvKSl+CLv/iL8ba3vQ0Pf/jDL7nOqVOn8La3va09P2zX+sIXvhAvfelL8apXvQqPfvSj8dznPhdf/MVfjLe85S33AB+vxPgn3/Vm3HmhYu/IAi2d8Mmb+/aRDoaXZHGQ0aKKosregB3oAwgclAAYl02gfc1qEV0w0a0WvQOJA6ghEqLXBEGCRA5tctgmZv9oH5YNZfVoqQhB6xkdBLZDpcJdCAz2nnipSAGAtK3WpjBJsC+VzbR/zh7TTSmNAKssbLWl0lLRHagHtOqmmgUIVfXQB7pZdgtavz4HSKBS+btu0ey4SUrauvKhhQrYh57S4dMX9n8kmZ2yCFHAV4dZ9PSz6qEwhqSLNvchevzm9fPVoncf0LcjyjGCDBcRGFXgaH3+Qr3g1ZAqKTODWqpbBFYrTC1UFmuFV6fdYZzvmvbYkmIaWqtvt9FTTgKUAkFkX4OUD3toR+spVxROBbb42sH1dQtgw76JvAJmkCNHeV4NsCVUM7UCmw0bMQ9othMYcwWMsypfhxDJM9olAmIH8LIXNoNAFBaUwn1jf0AecBDOtC43B9TieJGW5KGjCfmxYfU9iMRcNol+zqH4CUNQpQMBdVcBSzrgEv2pFyBsxVNN43Q9yOug0cvbNRT0SuFKXu/WN9E7EKnapgJEFNstkP3eKwRSHIpQ8FQ2m7ZqWDZLFCnAwmZc4+MobSOAeICWQPSbfvbz/hv+w79+KjabqUu4rDFzyBkPoJh55Cc33veBu/Bvfu69uOrEZodMyl7QwkQsiSKgu+50pXQWNJUudhPBkqQ1i5TSOTkEdmHNKyUVzgOpleSV9L9ddd2LIJcFjWxLAg1gbsntpIVykm+NIJNUQ6MRZ0W7srlbdxuJ6Pi9TRJwLI7M3BRp+T249uTvYZDd2UrGIEaFdepps4iNCmeBNMK5WXlnDpPqaVuHfNYjX20EauaidKWBQSpzSF5n0BEo+zOnErstlHltS9IiMleUxkrSEcfDwUfaycdO0uDM/Ueldri+8LW8sC1BZR6sBa1lSyvBA5gEddW2AFKZM3Vrpjj7QiKepGWqmHM9z9yDuQzUIZXriUZ7Fz6OixGOOyJOFTTgMGhd47kq4CsgcV8Gj8nqLihwmNP63DVcdCT6KMep0LDoBt1lPAr2Ck2/gcjrnMl9qJujABHcvWiFznstj77TxrdzGeNyznkc+R6VydIcsdFOFW8RFolaAYlZFYWQJW9TYkHhtZbMMbOwRMOZoArCgcl4r1kBI4m+FGE3JG/W3JHuZ5sXFqoIIFqQLXYil3SoKSyE6xCJe7G9vYJf+88346YnXYu/9NjTmJDMbgwAAQAASURBVHEZ43LmkDnegzAmMT1jxowZM2bMmDFjxv0c3/d934ev+7qvw9d8zdcAAF7+8pfjF3/xF/FjP/Zj+NZv/dZLriMiuPHGGy/5nrvjJS95Cf7pP/2n+JIv+RIAwE/8xE/ghhtuwOte9zp8xVd8xX1zIA+S+LN3ncc73n0Bp04doZrRoaXQGrEQ3FPoEv2gl6Urn1tl+tAbSlM5rWgW36lW6T36BKWAlt5JSksjopfBSU8I7LUeaSOoGKMT9EtgMACuUEiP5ndGFWkqAawpBUDQkDQpkKS0Vy6LNuYu6EcgLp97rNMgr1qhtoVYEJgCBHnZ+kt3QDHQmLV756Wa2gzu1tv4UdUBOHz1UIkkYFcNXtd2FJKEdK7nCEIZaKrpFg72nO6P3b2RzmkTbrX3iLbsT8izMAyFIEZj7rhViJaBHCe5mqhWrlMK4B4WfXxVIEA1rO1cA34Qk0GLdkKzZO/KtAAM8lJV4UJyPWYovCLOkwRBrUXhldc57cVpT+jucNsPYnlZGuDo64pGrG8PgCTB9/cD8ColAEgsJL9XAEsQzyKh2ikLvFJ9VBbAV6iHTWPFPiBHANQAFQ0N0BTZxLlxh4mg+ArDAkf2I/egq6WAND0MGipnX2nHGGckrMGBIoLVaqiMEVbfizq2tDhU9nU2ow2nE+xEAPHVJEhhgonkHgI7JontLjBzKlUctTpqlWxbyVoMH1QuPDUStosOxDW3BFYdAiURj+ijvihKNZhEn2l1R2XhA0Tw8OuP4l+9+l34+1/9f8GMGTMemjHzyE9e1Or45u94M646vmmFhRq2Gb2lSxYcZoUg04XMJcPwgu1dCkk9iaLGJKWj0BFUXca/IqN9d5LenXwGkpgLXrKTy52YTstuSM9iVKURzElWi/gOKa1DfqpJLo+kNNKFJIhHbTnr4FoioWINQhotNwVy+UF57eECpOnY0wogmWvx9ZKqZ8/8zllYl248tSl33SxU1M7lzCG+cjXHTksZMxb+RT4Y9WzW+00nid2S1SSmex/qxkuz/Upm3flOtptBtSB5M4MxktZJNg/kYiOsk0TObaVUl8u71oGwzivRzLThrGhtmawMhaFJZ7ft54Qiec5lpFZwkjaiNiy8ZSg0VYCFBmbMUYEgqQeyNNyXuG+CaO0iFWbaCFsVRbSCMbjH+XJoFJ6KNftu8ShoCOIaEK+Ili8s+jBmVEn65/+DNYZ57JPC271Y5pDK8wgHOi/P+0FFK+pseZ5EOxev0pbXvE3x+My0Wtt2zr19/sV7LXARoKoAzmNdAF+l5Z4FQdCLe5DwFp9MN2demmNHflpEUJMMZzGKq0ChYYkOx4mr9vD8F70VP/kjX4BjRwdr9xkzLkNMYnrGjBkzZsyYccWGyADuXoaxZsz488TBwQF+//d/H895znPaa6qKpz3taXjjG994r+udP38en/7pnw4zw+d//ufju7/7u/H4xz8eAPDOd74TZ86cwdOe9rS2/OnTp/GUpzwFb3zjG+8VUNzf38f+/n57fu7cQ88Cdl0NL3rZn+D06SMkmbWpWbuiRFGWEmS1JtCXRFWqmzsYCEezWwwCWu8BFpZlwIcA2qkBKVIdlSv5ddKAO1ogxnpAocKzu60ZQc6uSAEci1J90sAiIJWiXZ3ivae0B9UXWzJacFcstgaYZbWBhaEGoYogATquFwgKOrCXcgGeSQl5QV4QrmboKmeChuPjGtuDeaie2cTX08KbyzuCgHVHKFAQCmY2okZTn1igQGmNHaCXR59nM6SQPN9PEKqHk8B1mKX6WVHXFSk6B9aPPiGFSm+2Hl72FlQS7TkXPdW1uT/u7BnNa1BIgMOgS5CTDSctgqIlADYqpd0MdSuQpWA92EKTfG791WNSusT1Rok+fuJG8pmfCbMR/Yava7zv2yDcqc4WhKzXeY3EAyBDDVtulCXgQgvQMuY9LQoBuFeU1QYFdQKnDpMlgF0RqBGYFQmFM09a9OETzv0EEmOubBTYmoU1ooTwe9FQ1JgH8KkFDfhN5YwWgXEuoRWQSByXJTgZBRgrqMD2APnB6Zw1C6oKVYOXWE4X5ZyNS+HJawii2MFWuIeiHkuBVMFqLDIQhZXsqV1RSoEcAX7j//wQ/soXXjcVL5cxZg4544ESD5Q88krIIQHgNa97L5aioVrmbz+QP40tMUNLkkRabpdtYZLwU7ZhQCtoRCPrtAxEN4bckz/TmUeOeakIsCwslJJuDZz719Yht5h5ZOFrjUyW+BnPx53U7qroMvSZDhJ7UEUDCALMuuU3881GWmceKt1COeg/a68n+dxJ6U5Uw8PWWeGItiBdBZ2kM9KGGtxPrySjmROOjj2MZrXdFMoy5LKOkXhuP+R5gkk0u7MdjFMtvKOARrgHjaSzsw+ySBRQjuMnGX04mGu3ZRB5HUjAC8lkz2VIXDcHmnUgjimhD+W09Hw3Jfe5n8Ibl5zn8QaLdR2OBVmkCeF9gBYIyeOYB6Xvv5QoUkzCXLh/QyFA3BT1GWIi8Z5Ylm7G+EmmN6JaoG6xngbRWtxQWbRo7pHHebZC4f0P87icjaKOmqRvKyrgsTsNgPK2RWKKFAiqxTw3B3Nwzm7zljdmu+4sXF6lTwcpzFVZTFmrx2c8rxHPkxbp0xVZYJpTgkUBwm2qQt1ba3Xb+YIAbxVTVc2iSAVOntjgFT/xZ/jGr//Me87DGX+uuJw5ZI73YIxJTM+YMWPGjBkzrtyYNowzHgBx6623otaKG264Yef1G264AX/8x398yXU+67M+Cz/2Yz+GJzzhCTh79ixe/OIX46lPfSr+6I/+CJ/yKZ+CM2fOtDEOj5nvXSpe8IIX4Nu//ds/wSN6YMcLfvBtuHCXYW+vNBBEtUA3pQOE2gE+EUFpamlpAKGykr2w+r6UJKXTPlF3wLzNQpCyEWbRSzbwoCSsBMEResOJom90gn3xWihURjvE+Luwn3RTUyP7TUd/NckeurS9i/2IXryhvzFaHKKpDaJXXOgMUnGSfYKjP563vm+AAwcHHSSr0Q/QqVhpoJ7XlJMGucwxQKIXBPRSPW3bUOoGGRtqFqtrJ7VZHRCvDWprQZDWCJCumoVNH5zq6fDac7cAadrlIXmdVuLNGtxgtRPUboaDgwMcHOxj3a5Y1xXryn7Rxp7Q7d8uqBgkY5DGqgItBUtZUJaCzbJB2WxwZLPB3pEjKAtv2/kzU5YCs22onjv/CgCoxgIEB2RRoAJVLSchrK50BZDgzVV4fjsxrXtLgFkW5wkaFuop9YhtHpDQFvhCJlYVWAl+OgHD7M2oASxCuC0v8JSMSICnYiut9BXuEgUMzT6yADUAt7AtXFA0qwcULoV1C2EhrlgBFBiUjuapWK9oHgIeM39RoSBeCW1qENuCBiAWEUB9FE9hKbEvoZz2sEA0gZMAXy2ucSiY095U6ZQZFopaAKvOQhYClpA4juw3ysmZIGcVYCkFa6XdadGwYKwWNQKlhNVjUfga1+HEyT38k+95C376R78QR/am4uWyxMwhZzxA4oGSR14JOeS733sB/+5XzuAkLbyRqV3r8QoSwpkz8ntco7Co8XnZ3kOceSjzwVI6id2KITGMHXnpqMxOdjgLpBo9NxDRymV2LLhLfo3lGjwU/pzrsHxw7N7y1W7THQRzYd4ZhY/MY6UOX5PZ67fbe2feWNCtsLNYMvtEd6tuDCQ1+xW3nG2NtjM+2HOD/ZM5hjuLvdiruOWiqYAeyOnoQT0Q0QMp3EjjQyppJ5voJMS9LeOAbZEVp54FmywSXLcr9g/2sd1usd1uUeuKulZs6wqrFbXW5qzS2EQAEG0qeNWCUgoWLVg2BWVZsGw22Gz2cGQv/srQFDnV+Y1E53MhmZsFipKsaiafIiSDhxxCeIHrwKjmbOLkiSJKbT2NfSjmdESeHk1Twj1HSE5bXSG6oKDCmEcKljjfAsDD1j5U0R5W13CEtbcEOYys9KXCWAC4wVzaZ0VQm7+UO++tNAjrPJrCU7FYjO4y1C14kMjZOSi/FxaNHFE8rLqtORAIW9ig1TzEdPLm4lUlKfd4Pb9HHDFGRVqxx3dB5twuwuOJvNT5eXN+1wRXTaW5Dd9ZPKdC9XZc2vzwO5aN4rd+73Z80VPvwBP/0tWYcRliWnkDmMT0jBkzZsyYMWPGjBkPurjppptw0003tedPfepT8djHPhaveMUr8J3f+Z1/7nGf85zn4NnPfnZ7fu7cOXzqp37qJ7SvD6T4s3dfwB++5RxOX32kAX4J7gX5XBqwp+zj18BGTRBoAAAR5FHJfoAEDpYl+3oBkLDwXqtjofolrdwStylFu9oEaIKEJJKJaRJT6uCdQFA0yecsevemTilAV6LQvrsQ7AOBw+JrKKbdAVQU2nbDsfO6uEOqJWVHEAQEAit7S9Pq2Xq/ZwCQdRt/U91BQhtrJUhEAhTxGtYwsW5oDRUpqRZ26+Ccr5Wvk4xOApg99qzWRiyDKgIzG15PFElD3cL7erMK38ZYB/sXcdddd+Pui3fj4OI+Ll68iP2DA6zsa+0cO0UtnqQs0ECdBJ34Yit6yF7Xjpw/IM5JgJRzcW9vD0ePHIl/x47h6LGjOHrsOFQVtayhjFUBDKhuQWYfkEVlT3TzaG5nbHInJQhnbeChEQysBNQVshcgINYVWBbYujbFl48qGg0r77CiLE1xge0aduCtP/cCSIFjDXBTNCzGjT0M1y1cl+jb7AB0j0Ah1UQOqBpMKoT983iGm5qmWCqkY/5XCNKiMK5MENAm0bPQyTRX9nE30tmhzI5ncIeKoJSwRqwIkB50Vg90MUC9Sp5+gYCCe5QSPRKreStSEEW0wRbBsghq7ZaRS6FU2tlfHPEdAQDLssDW2kBDcUfZLICsHSTVCqXdJUrs/zVXH8GP/Zt34xumpfeMGVd83Bd55EM9hzRzfO8PvR0nTywDWTw46fA3XDQV0iyU0rT7HohqEZRFBwIb0U5mIKKBJIdS0BqFki0HTfU0+vNCBXUWSbbl2jIABFEYKZ1Ey3S3tDxTWv7Zc8xdUjpVz0oF9EhKq1onqJGtZPrz1k9aIvfrLWno5OOhmlZfWSgZ+Zr6Cs08K3PMwao7nXGiMJK23w5oK6gcSee6S0o3lx7mao28RnPzcTr1tGuDJKX7+q1e0ByoK9ZacdeFC7h4913Yv7iPu/cv4mD/AAcHB2Nd4UeOSymmMwf7KCEANpsN9vaO4OjRIzh6NPLH48ePY7NZQvKbKmg4nJbdLt0NwHMfVAErUUyYE8NL3KS4Q3zL9QFYWkExMWEuJ2UJFbAB0Yy5wNctUNJhJ9ZTMbD1MgpieZcDQBZEBsbu0hKEsknhPUp2IU/FsnKOBdGsed/BwmIlSW+WhL2jSDrvxJrmVP2TrB/5eh56++yletqArDuJ1XgvZ8Ej83OZnzXeM5rDVVhMkZ89galDXZmrxudjuNPgdxGJ6hIUvUGhBsjiWFejAjo+w+bRXgaucKXHkAuMBaAAL4NLVgHg5IkF3/+KP8ErXvT5ODotvWdcppjE9IwZM2bMmDHjig2hEutyjTVjxp8nrr/+epRScPPNN++8fvPNN99r77/Dsdls8Hmf93l4xzveAQBtvZtvvhmPeMQjdsZ84hOfeK/jHDlyBEeOHPk4j+DBEWaOb3/xW3Hy5B665WFWi0u3GaadXWHvtQR+tBxSwGjYLHb7b2n9o1XzXxBSSoAwFdJAABJLSQCzAxcQ3AMMVDhk7OMnAfp1XUy3SUwVirhDNIC9WCxI6bBRNDitugvVJ4A0NXFacAfoZ6GQFkCQ6hKjitog6xbSaFSqJaz39WsktgdAh6ZCrkEE5wGk+nnd0pqbQJ+GDMES+Kvd8tuoOEloJ8FBq2FtXtOGm32k3dKWO16zGuP5YH29PdjH+TvP46677sKFCxdw18W7YWuoYOBxvZyq5ATDAETv4yagkUZwp8JYiP4mluUJdKKjW80SHL1wIWz8ahDjd989zOiYU0eOHsWJ4wEwXnXiKhw7fhVEBOv2IObqUqDV4HtL9M52DH2qHW4rsNCGlP0KE5Qyq1D6CsqywG0LKE3bqa5291AXGQ+YFtRe+mcHXmnXzQNbSMpXAdQgUiASRDHcIbY29bJvASwLXCwASxG4LxCzUCZTcRIKm+hWmYrlKLooQeyyj3WYhgsgBo3VeQUKingAiQmRJ6DIV1ePz6opUKpjFYF4EAF1APPS/QAAFgKFa43P9VIktNwSdowm7SMBd0VRA1xQpca4DhRX1GrQoqGuBq0s1QEEOV+30Su7WqUaiX3GlYCsOZbF8Ou/+SF8wROvwZM/9xrM+MRi5pAzHijxQMkjH8o5JAD8xE+/G+fOVxw5WnbI6MwjszVMY5IzZ4Q0RxJhshduGGiPsygNbXUZCGj0vDVVcdLzCmXe2Unp/rsYP+tp+d3/kZPbeS2OYSClkb+B/ee8t5VhmVeqoNvy1l9LUnokqDNXRTj5DAbNkVOypQyQhHPvQV1IUsO7olo9iiEbSZ0OPSSU2/JDDio9CYvXII2sljULLElKelc3Z5Fk2nqndTSskrg22HaL8+fP464LF3D+wgXcfdddOMj89lLk8keKnjzurNpeTnXvsNwlhwHo7nOA8+fv5PyJ5Tel4Njx47jq+HEcP3EVTp48hbJsSBIDXpZhFGn5N4ROOKKRi1T0m5bi6H2oI6eKyZGOOx7kNDzsxnNOVoXrQpVvfBCKSbPlhgMCRcGKihJFH65x/rVAfUXFkAtGCSKiwLDEfQ+iSNBFWv9oQyiioeFkE3cQnlrrRmab0e67rSst9Y30lTmi9FwfQk5eAfX+eus1nYXKcD6OXu+AwsTpEu8QJ/HMYkTV+BvT0qkc55y1/hmGpK139pHm/moU42pR1NXjQ15jh1TCyce9tu+rtDaHKF74w2/H8/7RYz/6/J3xEeNy5pA53oMxJjE9Y8aMGTNmzJgxY8b9GHt7e3jSk56EN7zhDfjSL/1SAEFQveENb8CznvWsj2mMWiv+8A//EE9/+tMBAI9+9KNx44034g1veEMDEM+dO4ff/u3fxjd8wzfcF4fxgI8feeWfIVsbu9PukOplKSVuEEvYeosI6lqx7C2hcC7aVDFJLpeioUhJ+2NJDEYaQdVIaMEAFHbwrylWBFTSeAMPlSBOaa8lAAikxCKBQJVKMoyKaxiKBukMidcCDLSmRgGCcGv23MhefUlI975+0VM6SMzYDG0SSUA3EjtJytyGk+SmYhpAAHxUMwsQoCD71vkaj51AoRt79NXK9RB9owXRC3q7JUHtVAFLAxMrEBbVImETKBLkNvdr3Q+188HBPu48exZ33nke5y+cx/7+QVcLECwaAUHjWI25ZPhAMCeh3OZBLtP98YaZ2R+37e6+3Dazi2nGk4t33439ixfx4dtua2OcPHECJ06cwMmTJ3H8xInoswcPQhqhAhFIqG6LoMEC1RtAKKKQoqhrhW4WqqkBMYEsgFfrrbQJWoEWhLKUuOaikKVQlM7r4whA0x1SiNaVmG2yBijm2Ze6BJAoVqNAQbJPdfboVADZzzGsCZUgXFgtBthcIPwwGlaU1MyQ7A4a2r3CY0kC6mE9ae4NnlSqc1QcXgSLOVYBQDAy5wCxwfhMGpBO7NnqfCmCdSWgPICawEBEiMCKYKE6JsDx7FUNlEWBKnAxWJW+roY2TQuoKItznqUjp05u8KIfeht+6mVfiGV5cIJYM2bM2I2ZR973ceaWi/jlN5zBiZNH+s+zZjFS5IkQgZKQEwhzxySu0UlpjPbcndxWVbbTDbIZ0i2+d3JL/kZkH+ocLwvbDhdJZX4qw25r24dsF4OeRw5kdZDS8XtVhnwy3jdqU5PkDkVstpfR7CENoGQ7mVw/FdFp2w1DyYJEH0jt7C/t3ZY7c0vJHJMW0pl3BlGdOWh/DWuN3/bak6pUVAOIKrGht7RnPmrWz17acFOVbXXFuTvP4fy5O3Hu/HlcvOsu5h5xDu4R7v0Ph2wPuY7kRQZ2HILubTjJGxv3fjVkGHdYN+dd7sd2XbE9dw7nzt2JrIo8dvQoTp48iRMnT+LU6dPhwJMKaTOw2iHyCtUoPBwqHwRr9I2mI5HXQVHdCjodogvX8fY3yFNtf2Onw97e8yQ5bcbHIkMDXIRZnKNK+OhEtquhQJZof2PirUgxskH2hRbAsuDAaZstbCHj8Tk0E0CDEDYE2VzBdSUKVEtxoLJFTH4XONp6UQSc2WvcD1a656TqOe4Haa9eqTSXfr19+Hw6HXUcQkW0whA7OFqGw7uFeLivx4BR9BjFnspPbIjeo9gxCh3j87Ysijf/8Vn88TvuxGc/5uQ9J+SMGR9nTGJ6xowZM2bMmHHlRisbv0xjzZjx54xnP/vZ+Oqv/mo8+clPxhd+4RfiJS95CS5cuICv+ZqvAQA84xnPwKMe9Si84AUvAAB8x3d8B/7yX/7LeMxjHoM77rgDL3rRi/Dud78bz3zmMwHETes3fuM34p/9s3+Gz/zMz8SjH/1oPPe5z8UjH/nIBlpeSXHmlot4w//3Q7j26r24qQcI/Cm0lE4WD8RiWZYGAKS1ohY0ZYqQBMrK91RKt2jAIQB4VPaLNBGBsno9Ab5N8VY5H32l0artG1CI7O/ntFw0pI1imNQl9qQocgCk5iDBHoJ/ALrSBN6IaQwgX+/vF9Z8Uldo+MzxfZCU7j36pEZ3t05EO3CwBeBd2ZzyULNQMFMFbetB60Xsax2UxfG+e/SazucAwsI7l0kSudawBfd43dY1SHCRUD6b4fz5O3Hu7DmcPXsWF/f3g2NOe2WSyilAaaRw18Y0gtl9F0BMQDHfN/PxrRaNoB7j3n5Dxh3hfCJsNRDV4/467jh7DmfP3QmRD6KUglMnT+D06atx6vRpLJsNXQE4t6uGON0cugh0WQL8E2tjV3N4YX8/ks/KHtWi2nrqOe243e6GLEuorFfOvIUgJa3oIQrxA2Bvj9dTIMumzxNxoDpUS9garrX1HoxGfwvcF6g7rAlzNJTUKlQVF14TR4drV0A2w+VgL3UJa0nJa83Pl7pEb3KQUHBB9fykSQMjw5ZbYO5YFNiu7DGNLIQBHRGzjzSvGQHIKGRwthawUA7RUUAV8FIIWFqoW0RRiqF6AJdlUdTVoFoAr1GMQCDZqkXvcc6zvSML/uVPvgt//+9MS+9PKGYOOeMBFDOPvG/jB/7FO3Diqr1kYOP3MH8XcE8r727xrcwbtbXBSOWzlm7zLSSgswASLHiM6EWMvZCRuSjSkSeJ5YgUb8uhf8r9b6+pDH2jL7VOkta9N7SWQ2poQZDMMth1NxW10zmk57DxfiellQ4+oNpZqZ4Gc6yujE577nDygW2be09TRVvPc5vCua7s+1y7PXcWVnr/PY42M7lejRzVkvXMdjGGi3fdhTvuuB1nz57DhQvnmX7uJHm7fw899sMPhsVa3t/y2kME87BuJ7S9LSBZiJZjHl4xj69tcExS4/HdFy/i7osXccuttwIAjh87jquvPoXTV1+D41ediHMXE5m59pbFg5yEZG0br4wabV6iEhiQykJEgyepTSZdLXqhRE/k6EcNWUNhrYWFgo7iabWtnIsVcEFFCdcrBMlsEp2mIR7Li0KpdC4s0wS02XFHv/WwwZYkst17DudBRkPjXFcP1beTX0+SOwsTRSXqIIz5HvNLD347lmVhZ7W+HaC76aSSOk5td9RyWmxHbWh8b6QvVKrU1Wgh7uEm5BVwDVpcIbAaOypKlyJ3qFFprgIpkYv2ogPHyZN7eOm/eAd+8AVPRCkzd/lzx+XMIXO8B2FMYnrGjBkzZsyYceVGLw+/PGPNmPHnjC//8i/Hhz70ITzvec/DmTNn8MQnPhGvf/3rccMNNwAA3vOe94RFIOP222/H133d1+HMmTO45ppr8KQnPQm/9Vu/hcc97nFtmW/5lm/BhQsX8PVf//W444478Ff+yl/B61//ehw9evSTfnz3d/zgv/xTXHM6AEURYNnbtL66TR1Kclo0ekY3m25+tt3CdlfVASkoBdAGOII23kFyl9Jxn3ie6EwQpEXQ+v8t6onHtK+jDuwFsFDG1wkSlrHHHxJgcSxqUKkNAAECFNKmTDGoUxUCoFC1AqvQVI+A4KBR/WypGQ2FSPZjQzWgbpHN1tzqoM5wYBukdCo5bLsN4rKu8O3a9iEtyaNXNPtPm8P4vpnDD9Z2ErwazC3AEtpqJ7Fct7RlNPaY3gYZfee5c7j99ttxx9mzqLU2NfTh6Hii07K793BrhLKnCmJ3JR+fHsIbkji+t3CCTY1gxj3HBwlzSh/6fkq3o+9K7Vh2XVfcdvsduP32s4AAJ666Ctdccw2uvuYabPb2YMUCFBDAavR+LloCwEqVUFp0gkDYarBFAxAWQLQQRAxAVCnJcGeBgkgQxptN2Gi6R99pUeDgAFg2cUjNlj1As5R5yHYFlhJAsUQxidcsXhAUM1hZEEBbAVaDLwvUKoXcAaKa7vE6raih+0IRRXVgo9tsgYjwIXe4UFutgFuS1v26qDrMBZrXhf34LGQ00WMaEgCphmCL7uOtiKVW76o2jXVrzeuoMGPva4KLWUQAHrubQVXgTkIbg7VsCbv0VNW5FdRasben+D9+60P40qc/Ejc+/Mr7PbhsMXPIGQ+gmHnkfRf/+qffjXe9724cv2pBWnan+lmVatD80SehJgXtuzdU1PyMk4ODdtU0tNt0k7pqNsJZpFiSzB6tv/lr1PJXbr4oOtGNYbcEbCHjjaQeyef2OAsoFUP/6Hyvd/DN5UV2e0h3a29D0czzPFoNsxhMk3j22lXXTmtvq0FUi7M3NNXSlW4+bpBm383iSpLHweZ5PF5ZOJkXMtvE1DWIZuNyQCijHZGrWOW5dfgaJPZdF87jjttuw+23346LBwcx3kg2D8Vf8RbP0TCPgkTenVuHSedLpaaHfx3k0N97SWcvub18o5PjqVIeXuRxpRX0XXddwF1334UPfPAM9pal5ZAnTp2OAo2l8Pg9cnwtANZuFyMCuEYipGRtJe4nUFfQhqoXe9Cm2wWAho2110jQRDRamYAtS6AwLRATmChUNRxmEPdobitcCnuZo/WkjoJFwyJxj2HN/jvPnLXWLkAUHQriMCql0CKOAgAsKjbwlkRo9c0LlDlgtqje0i2+XXt+3ooIKt+IfDCLTpOUxo4lf6XLEdof7i2/PGpL4blhS+Y8romSPbdK1bYnm95npYjC1aEGuCqdp4A776p44Q+9Dc/5h599iQk242OKy5lD5ngPwhC/ZLn2jBkzZsyYMWPGQzfOnTuH06dP44M/8q04dezygCvn7r6IR/wv34OzZ8/i1KlTl2XMGTPu78jPyoN5Xv/ET78br//1WwJQVG2Wi7qUUBSWINaWUlpfaV0KCu27N0dKU9CmTfTxk0ewbJTgZJLScZOvA/642dDum0ShkpDeLDKAhAQI1VEUKJo9+AIUKhoWcQHCoL230TXGBoG8tEwUxyIVRdJ6sGJp9t0B9qmvAZDQGlGbMjrIXzEjMJgAH6DrfhDVabUYTGb0mM7XjORxdcBrWHMDybR19Ykb/GDbwC+zGs8N8R4c4sC63bZznkraSgW0r7XztauFFbMhFNMW+3z+zjvx4Q/fitvvuANWjUrVDB7DgAoGjmhB9A5ksxwiortKpa/b1r/E6+21MS7xvhDckvH9HOtSYx4+mpx4CVRdggkfxz554gSuu+5aXHPddVAtUYzBCSxFoUsqRgwalRjQZYEUkvWi7TU9JMlKxXTbXlnC4hsx9g4QKRpIOu0hgXjuEv9QwkYyDkDgpcB003ofughcN/FXAvbOdU0LgFDfVFG4FJgs1NcICCsCAA58gbvCXOGeXS9DEb6tJfRhDphLLIO05+49qatp1Guw8WA1ac6gqzlqDcvGnA61OtbV29xMUrpWo2Oosx7EcOcdd7eLmOTIdruyF6ChbmPg6ob1YI0+6vznq6HSEr/WGkUb1fDKlz753ifVgyDuj9+omUPOmPGxxUMhh7xw14qv+l9/F9dcexRNFZ2tX1IVrcz/SqECOZTSYKFjV1CTMBaqpfl7WUoQ2SVdQaiWTiI6LMGzJUwnpktRkse09E4SmzlmjkEeHFq6sroT1pFnqnhXT0snnUsjmwERC9KbpHTPPR1Fe9/oVEQXFoUpklSMQsiCrnzWpoJO22+H0oo7ekzXvj4Vz2pr5LQskIxfWwPWeN0tii2DrAacOS+A3j6GeWtz4cke0rWyn7Th4K678OEPfxi33fZhXBxyVgC7jzEULg5vXTpl+0jJnO/82QmRnW20/O4wpSP3ePAxb7/VPR7exrAP4+O9peCaa6/D9ddeh6MnT0RBRiqjk3RrfXT7c7TcDVG6p2y9UgpzPYllaOmd4zk0nHBK5HJgQaYp1dQi8b5EKW7kg4i+1Qiiu6JEv2mPXNchIYpHz/0ivwuls+drzP9yeffI9fpywvwrbL9TrB+C+3jPQAG/dcf4uO1xjgnU1VuhQTW2KrLMC533o97qLyrvbXKMnNNRvAustc/zulorus1CVjeLHJJtluIWzXjPVLlsjhe5pnNnP3zbPl7xoifi4dc/eAuVHio5JPDgzSOnYnrGjBkzZsyYceXG5bTQeZDa58yY8VCOixcr/s3r3odHPuI4tBTaJhaqopemOCmqJMuiOrxZHVIFE72kqZIhYqQqHdhLpYsMfYVltFuMcVQ7KFgGYDAtEoOUJMgm0pYBqGDxsWdf1vZb1vM3UjrHcFjYFKe6xUk4AwH2uQ+AYAANmkoVq2h2h8mYprVg9rxbDxJJQSv/r9mfzzoxDQfWNZk7OLwpGrwafN228QP0AOrBNnhjozIaQF1re+zmsW5ic9VRtxXbg33ceuut+PBtt2H/4gGA3R7RAJqq2JuNY1e4COI856ujMmVwS+wKFT+0QD5p444bHxjmYbv5mqfyPBcbie5xlENkeILRO9sHaIEo/VhzZT688/x5nLvzPN7z3vfjmqtP47rrr8PJU6ehmwJxC4WvJEEfkt26HkD3CkH26Cdt+1vYwmIPCGDRL9zh0LIAEMi6Dhx7AcLNMXqGbzZsCm4EIw2ojnDidngplBvTBtIMogbf7kO0tEMK5Yx21YA41A0mDmCBuqFCAPaWpoEhCJs31wFvVQJhbRhKlRpgJkgMmKG6omjYPJpRryLsaKge1osCJPftawCUqmEMn+oXzb6D0l0wRaM4ol0ucewdjZ73ZgESpqrG3UNOLRLHbGntHQUey7Jg9RUFCAtHEZhV3HV3xU/+zLvwP/8/PwMz/hwxc8gZMx7y8crXvBunTu61fGDs4yzI3LB0l51WpJV54pBJsKhoJJ5FdegTzcIu3JOU1my/0VTTw2sDKZ1/Y/wklSXryHaW621hsmjNSTZ3pXTJVhXweCwY+k4n2Zw5aPaR9mg14ySv4YAEIa0+ENEtDzX2nCZZTYJNgEZcwzxU0sg+0xjIaqqv69pek1RDu/fHJK19HchpktcAIm+pK2679cO49dZbcf7Oc/c+MQ6Tx8Pzlo8dTtbudeVLLUOyO+dT5qt87OM6fF3Goe+Vlx4S2UP7t6OavvTKO8sfHBhuPnMGN585g+NXXYXrr78e1113HXSzF3mdVQAVnsWIIr1gEVm8UQETFkF6KKpJKEMQjjwWGZqgRv60ak7CGNOjmXKcgTT4dt4lKcwqcykBEI+rALQ6YD5o3CbdplxRRGBi4UjjQaTTpCn01EVb3m7w6M3s3my9JTy2Eb2lha9FSuiIVNctdkNzSivrd5H5HZhPxp5GwaJANYoXtUQm6xL3QS4SPaShsOIoTpWzo88RybnF7zHmq3FN4nii6UCJ46y8DwSdBLj+Nac3+JFXvhPf9s2P/UiTZsa9xeXMIXO8B2FMYnrGjBkzZsyYMWPGjBkPyfjO7/tj3HD90QbyyYDIBdAWqpdOJndET6l6UYIfKtELsCyFVtYCXUhk6wBU8r5wWUjcSVgwOoClkKhqWFP2jgYBAm/CUbNun7wUohS0USzSVdTaQMEBUASApgeN190qyg4JnSppgnwwFCepnNbe8FCd+BYoC9yNwF+uAyqLAzREgn1wAn/ZT9qRMlG3SjKa/aLXtSuV2Uva11B7JymdFfpeQ/05qqirGXxrOH/uHG750C24446zsckddTR2lSYAzLq9Y763wy3jED6XLQsPc835JAXqCBJXXOJvAwrGFUfSOoBAJ1mKlFU0fGFYjyy8j0Og44zEnRpoKTz3Ln2HG2YpvUd1rRUfvu023Hb77Th65Age9rCH4bqHXY+yt6AsQUJXqpK0aFgqagBhavz8rJW0LtVkqpBqsMWaQlqA8BFNBT3V2X5gwGavg7la+nKlRKEArQjdDViOQGpFIQDo9FEUcag5DJW2hUoSunkXspdlRUV8ph0V2aE9MERHfNwMLg7zUN6UEp+damEAqSqhPnbtn1GEsz0ISmIA8bMX9LJ0pcyKJKTze6P3JNf+QQ67b1HsHY0e3KiA14BdpSjUPXoYti8SAouqrb+6cDw3tieowPFjBT/zCx/E//Q/fiqO7HXl+IwZM2bMAP7s3Rfwn37rVpw6FW0gsm80EDbB4R6iw+/1GHyxUEE99J0OIw9t3/2RoyI5n+auo+zj0klpbYWOyWnE8yyIQiOtAXJ3o0J6sAFOUjrsmmPbCxxIlbTkUWTbmMxXk5BmDgu2y4B1tXWWfPFxFkj2ljII8pjW3XAukySr8T3LVjNJSkfO2vpDs+ixu/bUyBsGRXTLT4Gw665cZlRMm+Hg7rtwy5lb8OEP34o11dNJCMcp3ole7PcRJtBhhbUIWhXazlT5KITSpZTah0jsex3hnpWZu8f1kTaL3WOX4f+HH9511114z3vfi/e/73245tprcMMNN+LoVVfFPPc+8dwsLL7LEnMvGWhwMmuN94C2vGz2opUL0v4egG3hGvmpmsGxDUtv0r4iQltth7gyhadLAYJ8jtlYmAsmqa2deIbG9BlyaI3ReUtGcpdFiIJo+SQOrENxoSLI30pyGtLtvZWXxPIzq3Ftwk0+CyP7ye7Oz7wfMIcsUbDoqJFf5mfXY7vZkKhAWhFlESqh4a3YWJAFu3yWxdaLQGuQ+YKcO5Hrv/Udd+J333QbvuCJ137U+TRjxqViEtMzZsyYMWPGjCs2Ejy/XGPNmDHjgRPvP3M3/vhPz+Pqq/fajXYSNAlMNFY4iSEJS8VGPpO8Ewn1ZvaFTWI7UcRURauiWXfH6vG9YMa+fjJgMG4NYEmArwzKyYVV890WMSwSS6pWkEoVQfb3a3beMHbQpTIFDvXa+0lXKlsS5HNLthZiW6pLaleeOEKdyt58YmsnRq1GHz+j/SEQZHOyb84efXVthKqvKwm2GlZy1drfIFUdtq6wg7VZxnm1UHtuKyDRO9m3hts+fCvO3HwL9vf3mzVdRiqgd5QlIMc84mHELu9JOl8iHB3YuwdSyenRGeoeBOAcqUohUAoS0oe324hGv+eL7UQ25JjDBcWa7/vQb6w9attNHjOOwz362d198SLe+7734f0f+ACuv+46PPzGG7B37AhKWQABKosJNDxFYdsVkrb4JI9jeht8KVBaUzs/P75yu4W/v8tCm/YD+LIXc8+2HUmvBuCAYN4KbI7EXMzmmdVDZV23YQWpC+DRbzqKJ5aY824QKRCw2KFsYDAscBhSByIkqGvYQLKHoLiFxSoqP8RhESns2VcIgK4VYaGvGlbe/O4ApPevRpADdeVMIfC4LPFlUCvnaMPFHVokIdLoaa3AutK63qOnY4FDdYOD/ejr3fpMMzdRif6Lwr7dsZ7g9MkN/s3PvQ9/5ys+HTM+vpg55IwZD+143ve+BadOblqemDmjaiFBPfR7HvtIA7TnDhVnFkaK5GKZI/J3hL8+oJJaS76eKmcZCOdOSksrsuyq6cwpo5c0i5wwpLvDoaBtOYoYD6uqixhfy5yzry/S9KhBLrdlsqiSOWaS0ZlPAkD2lw4j466WNgN8DZV0FlFWg/jKIkqSgUlAs3gSQPzGp003CySR/aIdLd/M990MWLc4f+eduPnmm3HH2bMchglh5v+tEpCbQb42vDA+vBThe5hMTnXy4fcPRy5zj/dbBtcI33vd5s5LfC1vNEYnnXGdLNa9BKftQwFdJtGeSlwzrBDc+uHbcOuHb8PJkydww8MejtPXXBNkc9GWe0ut0YtaAKHHvJgjMp1tDK2FVXzMa7QAsvSJbA73BVJCdR0OORWiG7hq5HuizAHjuGIOVUA0SGEeTJDepJ09elnDo0gDLIK0zvhG4QXCdadIFCkmt24OFHNUfp55ZwRVB6pki2eIg6478Xxd87MXxSvhnhNUuVmS1J0wlrAkiFs4Qbh/wbBWaQpvDCppUY28+NAth5bIjdd0uepVKSxipUNDKfBaAVWYx+fuxFULvvcH347XvOILsSwzj/l44nLmkDnegzEmMT1jxowZM2bMuHJDaC11ucaaMWPGAyZe/MNvx+mTUXUvqrBqWDZL3GQjiDNRhSZ57I5F2PcvB3FH3a6QUrBsCOapsDUuFZAlrHlHe8VcDuiYUX5FJDhIXo9t2IJsbmoXBItV1LG0vn0kpzXgBEGFSoVAAjhBENfsjIa0SkydABLkI6FdRjDPVhT28mtgYbP0pjoFADyXAWDs2bdjhxgAUrPIZi9bpDraDLbdEvgDfLuGGrrGfnkNKz07WBMBy12P/rhbh63R9+xDt9yCW275ELbb2F4XtXR1QFpYNwXAAMw2UCYRI+SLlyCbc4VDZHQQ37L7eADsUn3gh0DInf2RJDBHkJLHkY2tCSB2QPAQiDhglDu7n8pr77vfsUrvgFUDOIOgdneYVdx8yy245UMfwrXXXIMbHnEjjh073vpQO1EzLQu8OsxWqGziM+P9PFcYymaBW3yWdG8DKQW+VsiGSFyJPu5St0GsLwtkDZV+uAcSXGyMbomDE1rw1xVYNqFS53x2N5huAK1hZSgCk2FuuEFp9iiiUFjYMIqHgiaQbJ7agupCctepmAFCHWNwC6lbKQgAzwDh61sLUN+tK+PSaF8llNSqaPNEG2nhBAOVx49WPJMXdN2uw5yL9ZelYLtvBKA5N60SPw4Kwvh5EQWWvYJf+NUz+KL/7np8xqdehRkfR8wccsaMh2z8xm99KAij5rbTCw7zu7gVoUHaT7Xm71ISx23EkZweHHzgrR2MapIV3cnHQRK5kdFsxTuoo1veOeSfqcAG6NRDgjlayZA8lrD5bnbdJNyA7Dm9S0qjFUDG72Dkod5fk2wz09vN9NYzLMZ0g7pBEe47agb1KHYUr10lTQI6+01jUE+jbqmcdkTLGTAP9WZJ4k0Z3XtOwxGvu+Hsbbfhg2c+iAvn7+IRe/8bNwn3IGaRp/RQjAWRWZD5EcnizEuBSy+3s86lXjxEasu9LLazjHz0/brEpg/3mZZ77JM35XBM0p6733nuPO48dx7Hjh3DjTfegGuuvx5SolVMFBJWWnUb4IXEmiOoqugnLikpFjrmQCAapXpRJ7iFucW4CMtt8wPAFxQB3BcYi/fMANPCHM6Zz9HCOzI6KqilPYPzngwl/ooA3n140pxHzYO4lhhJWbhYkevH59DZxkZUoN5JZSBI6mqRG3psGgpBCs5jr9Fy+93aAqH8WlHUuq04U8H4k3lsrjfcU6iQeDaqxemVIHEv4iTMnRLucOSJc3f82IKf+8UP4Mu+5FM+0iyccTguZw6Z4z0IYxLTM2bMmDFjxowZM2bMeEjFf/yNM/jALfs4cdUGAAKwEIQVsAiWJfpNC/v39X8FWfJeVMImtylVAgXInl8BDibQ2MFBIAAC3QEPw8a7AYfq7XGzPkxwESSjh+c69PerDixiJLA07LcBktIGGSCWaF5WkX3X4BXSeq2RxK4VikrCj33+6sr1QWKaFou2UtEwqC7cAuBYtwEuqTarRF+pUKEVdwCNTsI/FBBYDb7WwBVrhYjCWLVva7ditLXC1opbztyMm2+5BbXWeyikkQrpRHoG4nbg89pru+jaQDrv2HJ3MjPBxG5l12CiNmTgrvckt3fGyXG9934OUlJ3xxSORUJVROIyUim/M2bu82Epj/djS8i5q13ieEZeuzHKA+F+2+2347bbb8fVV5/GIx75SBw7fjwWLYp1fwtdtM06aFoHAlINsllQtytQtAFZRnDf1iBWxQGU4Uxuae0tvP6FgKCFcgpOG3D14KdFgfUArgtoVggsC9S2cNmQkF6gVmGaQJy2XuJp990+OxL9CkPpwle9wjz60itqgJ0CLOpwOh2slufXUQCs6tC06lbHRmgtaYBv2FNciJeLhB13XiWuE/6O/fslye9lr6CUAjNrPafTAn/ZW8JGfa0AFM5rUtc1Rq/AsllgVI2dPLng21/0VrzypU/GjBkzZlzpcbA1vOq178axYwGZp5q5/Q7nd/Lw3Zy9plutUEbacNPSO34mRxV1PkbLMVPl3PNK5qEjEd3UcTLsY5Bbms7JiBwTCiyCHSvvdOtIu+G0784UIE1J8jepCHMRKqWXoZ90d/BxlKaUHklpb7/h6isV1LTq9hXKPDGU0+nWY8w5s6c0SedURHOdyFPXUEsDUQhJ8nlUSEdh5Io7br8NHzxzBnfffTePrieG6bJzrwrmS7zn9/beJZXT91jjI2/r3nYBh+bYxzLEjmp7yHcPxyECu52Tw8tcaqeYZ/ZizMhx7rr7LrzzXe/CBz/4Adxww4249rrroZtN9DYuTrvvIKulLMDCPEkLgE00YIaykHQFXCM/ggMWuZpLErgO9QL3yH8MK9SWZpsd7W2iMjj6Qcc48WkSCAyVtLNCW1Gge8XKUl8HaPidhZganxe2YA4ldl6nUDw7iWtFHIqYo7bHyFtPQCTqKQStuDZvYkQ98mWNcar1z3LUBkiQ23T74TcUUNjD2hzGdaPOU+L4OSWC6BeoF5hXiB2aC0C7Fwa/r9wdm72Cn//lD+CL//sbcPrU5qPNxBkzdmIS0zNmzJgxY8aMKzeSGbpcY82YMeN+DzPHK//Ne3DixAYi0RNaSgmL7sLH7PWnJMvGPtGlCNXO7AuYQGHJG/3e42tHqULAsFCpkoroBixKkMfLck8SMO7vE/wxLGoNeMq+ZUXYvw/REyzVzxAjKR3rShLO7lBUqDuBPws1ildadQfop57EtTe1SlTkEwT0gZSu0Ys6FCvhOedmwMF+U6aErXd0Gx5tFJ1EdCUZibVCliDWYtkgn70GqJjkbt2u8Gq45ZabcfPNt2B7sG1gTVKqfkkA0Mc/wdF36hgjrOfutL3bJY/jEknbl1EdfckQ53b6JhJUkq7Dz0Vj/6moatshGR398bKPtzTwVFQ60X34d2fEREfSWsb3Q4k7HuY4jPs9z5ETuL7j9rO4/fazuO7aa/CIRz4SR44eRdmU6D9dBL5GP+mytwQ6nuubQczgmwWyrvAq8GXhcaF99prSaFmAg3344sDeXqin24cq95nqmepA2ZDgtsCrVSA1gMJaDyCyABrKaPEo1Vhsi4rCQpP4kCoqWkdqiTlh2BBgF2iihyJYrUK8tM/shtb+Wyv97Hk/sUU5XytoLRmhghCA85joZs9e2TFRSqESXOL7TSStuZ1kP50TimI14/eZA0sU5NRK54SlQAk0Wo3Pt0gQ1XeeP8AfvPkOfN5fuhozPsaYOeSMGQ/JeOWr34Vq0SUiCd9ehCgs7hvVz7T25nMA6AWLUQC5q7ruDPA9CO7hdZU+jrLgsdl6Y1iOeWc8DgU2OS6QK2/vF/GukAaXb8rJ3O4hBbR2UjrVz0lYa+ahAxEdh8B1mw23RSElFdPh6tNtu5FtZZxWys62M3TyCXvuKJxs9txZgFkrix4j5/Tm9sPX1opzd9yG97/v/bhw5/kooBuLF4FQ5+KepO898r2PhbT+aGTzPZjlexknrsg93r7nK8PyH9Nvie+scq/7MBCSHykO25K3fI75asbdd1/Eu/7snbj5zBk88lGPCgW1LLE7Sma2rrG+kvpVDUlyVCGyoHDh+CRlxdlahfmVcD7QEcAUUF/YQTpycqtG9XT0mYYosr905IIFEIN4+ueA817gEndiiihUdhYzQge77yS7eb9iKrz3AtXiQIlbn1jaqLz2ILAlSeeUZjuY7yWZLq33ddqF56kW9reGR1sAq96IbjqU8710DLNGbIvyHsSlF78Y35e8ntIKaLMA4eiRgh/40Xfgef/osR9ltvz/2fvXoM2yrSwUfMac6/uyrlmXfd+wN5uLB47dIn2ktTmn9ZyjNGx/nOgfGq22ESph+EODHx1Eh7bdHSBBhIBBc2hDBBU4SiigzTmGFw4bZUNpA1tQlN4e2LsuWZVVlZWXqsysyqy8fd+75hj9Y1zmmOv9qkBI9q6snKPqze+9zDXXXHPdxnqeMZ4xLexu+pDe3z1ok5ieNm3atGnTpt23Ri4Nepf6mjZt2uff/uknzqMuRiqrLqJCDaS1nBz0U1nDYvJl9vRvGSkARU1pKj2DhQpZljQCaPTnQGExmeMuu6g8mkaw57p9/h4mbegSzUSa1QIAB0Wi7lghjvVUYhwUr9vn9aaBGkChknuVj7WmtAF9xb4nbqiyaji+1f2DNAURRcAiJuGd5LS59UxpgWakrDsFj7xetPWPdVVhvGbZ1DurL+2kq2VSoxTwsWZZ88pox13im5uKHbddw+tXruDlV17B7ujYYJAu262r7FrcAcr4Zz7x2yBafaEu76w7KLKZN+Bdzo7uX3aC3KW7tXOOZcXa+dgd26FYHkijsG5NsnADNORsbDH5RMogkXRQvHe32eYYz0hc5zFF/4BKdwvAYBQiXLlyFVevXsX73vc+fPgLvgAHDxxCUTaoHPvtY9RTB0BlzcIqKpZIRwIcLkaGNpXqPlj0mBABMWkNQbF1Hx+BQmaxgE6dgmGFEKwgqRCX8i6W2QIAXCDFj/ui+S9Ns3EYFGR0VQYaIAUEGQWVCgRNlyNClRVCmoKmGSoKUlYD4/ycZiHUIliTfDpBLMMZkY8tpKvUUotOEpMFu4hlP9syRTNn9NqgZLOISV3acc8sKLVofXb0+oaenY5StO6iZW4LLKtPGkQKxMjtR08f4nt/6Hn8wHf/F/vH+LQTbfqQ06a9++yNa8f4xM++ive855T5eCXIZg8kgwUXFQ/AyuQy9PrbVXmSok56BTcdWdBdGry3J/Mlxz4G8rr0biv1sdlty/xRSWo9RughSX/b5hV47VrW8jKEePl4K5ygbkZ+93IzEFH/Uh1Hvf+7dLesNk4jwoVVwcf91FDnUX+zf98zqKlZsGRkTqtikHgQZLPvk4T37Tev49zL53D9zTf3iONcVgXo7p6kNr8+yfzr0bZIGcTo0s1b7tn7yYo75r9l582DB7sPmx1Nb49+EJ3Aq/vtZltm5i23bS8Icuw0PiUiO3zJTMLbcneOjvD8Cy/g4UuX8IUf+QgeeewxULWiyrVC4CVboIGJAFCqnocEUBNIXSIQtNRFnz2ITRmrgIoGJAIFhQGmgiIFUgQibMernW9FfW6OUIsFlcwXI5fzBgpVPUdtUYGeS2LPUxqCWsEWAJp5+Z7pLJbsT0Z2UySDq29Lpk6gyxYCGvU+/Ngh6HUhsqvTsw7ZfnUC23eN+HFHfZdQ0etOoQIWtrlCrIjsIkPCGvTJ/XgkdzghqAvw//u163jx5Zv4olkW5jdkd9OH9P7uRZvE9LRp06ZNmzZt2rRp094Vdv3NHX7wR8/i/e97yEhoitp98RA+IIOIrOgO6gF18Yduy54uBkA6eFjIsq6tT9Ko9KrFni1DxQhsdHBQiSHpoCQRlsIhoVgKoxaLhGcJssplEEtkR+tnJaXZMgB6qm6x78SXJYCsTp9LdJOsoKa1qBUMBCCaYY1V6/dJ0wxqz2JxKUVZdwgJb5fzNiKaWzOwkJRwbJrxLAZeyNr0+12DMFsGNQLcQBPwruHmjRs49/LLuHnrFthrUmdwz8fjW+34i1hGcBj1BgHomNSg/cbC/TtblmH1BS2rJiCfDUDYcZ5UM3A7LgDbYoVbKFDS+NK3Mex9YLJT2SFdDsTxpVimZ5NTJ3vRQcnoL9XZlnRM999DL3DAal997TVcff11fOhDH8T73vc+0MGC5XABQGhrU8XF44ZyuACktdh5pR4gAs2eolOHmgVSqx6Xvv5aNcChFh0ka3tUlarW45GAukA8yGJZjAheLRO6aqZzVZlvACi8olFFEa21VyCaEVIc2vPzqaCQ59gIIE0BO9FsGSIBRPtkO64Wk/WmopR6M/ARQJDDShBYBg57XWu14kXoIUFKA0CtBY3ZlBAUYVTIFeAm+vvKPSOmKWi5NtsmO44jmMave6qBCSLCzVs7/PA/Oos/9X/6GKZNmzbtfrS/949ewmOPHUS4WXIejQ3qKjtAD16kWsKvM6kby2zuktu57IuSQV2Vh0r6TJ4BbYGRxYOXOolMIFTSIKmeLZ1IZJK05k5AF7vn9brVo5Q3qFmJGf0NQUR7nWj1MSpsHSHnrXWjo50FPVZRNR5KmdAq2c09M9qCJtUvVV+SIFYWZu3t3B81qW5YOQrZ7Tq52zRDej26g/OvnMNrl6+YX2h3d0Io1oTLJX2eBj/u1yFk3/K7/H1Er/o6NmSttx2CDtGX8e0aF7A2W1I6kd6esZyXc39S3mK7tlnkb2cnEdruY+5tc5pXfy+Cmzdv4umnn8YTjz+OL/zIR3D44EPaOjLkV2A5UAJUEKVNtO4xA1Q1+xgAivp6IgSp1VTeq/pDgLYHjAHWM6OggaB1nQl6XjMEFSsYCwp5frVuRbNtLBqmGcS/nms68asFNhYNnzSVK/trPlgF0Lx2s52LntEc8ZLUS7dAdNhsAaYauKhj6oerZWY3AVXNuC6AqgoV0umkfi3QOXE1oIKGZhnulvFeimZvW9yxB+lIsUkMmW/9XQA89ugBfuAfnMW3/d/+V7+xY2jaNExietq0adOmTZt2P5s/od+tvqZNm/Z5tb//4y/hySdOdVCkaI3okO2zlA+XY6wHNRHYUPKMeqUxwME+AzGs26X23xQ4VBIIgUdq9iSBsCy9PlspgsWk50AmqejZLg4EOlhGBKCBTHYR6PLduY6fg06CioKGGjX7jA7z7BPLUCncZfbI8gMAWO1edEluIOr+wdrDZLbBbH+NOWusmdOWySlNgUNpDdwYsmrf0hjMDdIUlFLpbmtfCetuxXpnh1defhlXrl611WaQbJTt3kJ1pn2MAaXLjQyMtLAB7Ys7iDbIeDsZHQT2Bgi0dwru2N+E6W3xvSHLGyebJkk7sOdYpASA5P04qK3zbe19AGmIMVcJnfZsj95W0iTSgHPm7siARAcByUjqdV1x7twreO21y/iij34Uj5w+jXq4gIzM5lqBlUEFYOYAxahWJVlrBR8dm2yjoW2yqtQ3s0J7TFprcF01q4bY2jUQagoo0GOpGJinAScMloKQVOcVYlnEwgAVPW8EgmIg4UqHcYyoNYUVyYA6iIL4IDRpYKm2vwRETa8XArvuANKUeK6F0EIWXvl2IgTwJzY5DkyWom1bcxBSyWcAet0SlcH3AASqpPKLAlAFIAULWZCAXfMkdoBljjsCSoSHHjrAP/6fL+D//Ec+iqXem5kXn1ObPuS0ae8qO3fhNn7ul67g9KOH3Tey6yMZIR2uZApqjMsqCKVaAFQwv3Y3seU8k3osE9MDhTxwSclvXw+iz5D2tvsHetWMoQa1M5ROUudxZl+zAFiKmP/qgZD+eyelATb1nk5Q998k9cf9O5ffFs+MNoJQGNSOVRpZBNQaiqwmp53IZ5f5ZiWoAUDammpMi/qXniEtDOx2eO3VV3H+lVewuj87RNr1v1tfbPA3sxPnwXna6O0Poq3jxz5HvpM24/C3PYrRvpPw12SgR7tCjn/eX707cgTa20prFO384No4sG+1Tf67B4fmCN1oPmZiy2ZbR7+d8frrr+PaG9fwoQ9+AB/48IdBBweheKU+y2LRfwXYHWs2tAcL16rHhDSgLJF5rT4nQchI4VUg5WATmKnzWqSq1LYFVXStnSSZD6BI08zreBapKqNtbjRBVa+YNEB2EcHKZH6jBkL7VGiysc6Gx5aS1Zv2zOQcKOp1q/2ZUwVxBMykMZz2yGeCODou0s+60aaIRQBWU7k3kl9dbw0AlVo1wNh8S4I/dHgQpc1pLerTM1RK3Xzep5+/iU//2jV85e98bP+4mzba3fQhvb970CYxPW3atGnTpk2bNm3atHverr+5w7/+xct4+OHDTjRaFkuJetJbghqRjRLtYeDiUjTzuRDq0sHAg4MS0erLMkotay3BDgrGT5aRQgZCkAOARjyVYtnPG8nuYogIkYIExWsDwmWZHfDSTOcKzTipmipgtaaBqPsnDEIDsaMSWqOXXHbaslA0i5oVCDSAQlYFCYWVhHbgUEBKWAOaqbLbdcBQDEQTqEyeSTZDBMJipLX2324zrrz2Gs698grWdVUSjXs17SFV16fVPw6YmRO4PSM65K8DEZMtBhgA20nEdxfr7uuK4fgv1Dl8iNUo9rSEYXQClwUc6kQnsBSB+SVJ8QSA9/VuttrBwC24yBJAYWTsC0zmD7GOsU5gHxLFPyeYkdV37tzBM88+i/c8+SS+4CMfwXKwoC56MnADKqomF7eWJPONMGbPhAJwsABL0VrUtSg5bXrYAkRbJahVPlwJV0MORTM5qFgARNG6f9RWoGhmfKDzPpOi5xukqZw3VL67ocCz3by2ey2sZG7Mt2ZVMys5XWFJPdwDCzQLjtG4oBatHc5sRPGKqPVZHc4XCwpBv4asqyooHBwUNHZJ+ILV9mfbpez9AlQhSx4TlQS3/V8cyGVRgr4KmvQAlUceOcBP/MuL+D9+/MNvscOnTZs27d1p3/r/+gxOP3xgPEwBOfnlvqFlKbqkcPxmgTzul9VFSTUnivVHz6DuJJR/0ExJbVhqSUR2yrD2dhYIGUSzEZg9yNGJLCObLYtaFYHCowpie4nAx0RWm+R3zoauxdR6knQ3ieg9DmzZp37j0yxp9UktKNICHUtbNTPa7/0uzZ0lvduqpLZYreCoF9168KQHQZo/Ko1x68Z1vPjCi7h16xZy0J2XurDdYF/KQD6PbqTsv//1MqOtk8jE3rKx4Zvuu1ODPzf4oPvr3Pf9ThiXr8DTZIf24zfuB4LdRwRo2+jXI6q333mwXF5euh/r2eECCZl8ZsYrFy7iytXX8dGPfRSPPv6kniOrHp1URVlbKgA1zQSu0ODSQkArEKtHTssCNICKliSSUiwY4xgiFVwP4LnMDEIh1cM2D1F9Oug5ySCQlJDlLj7jBDA3gLSIOwtUhYcR55iQqug4wb02VTFoNr1LITTpMt5OJpMYodzsN38urOrlMZsCEfvUEmoVtNWebdH9RwGg8v2aRS0i4XOG2JIVqS61oFkpJfUlNfO7NTtoC+kzYzybarBjr0UtePThBd/+15/Gj37/790/RqZNO8EmMT1t2rRp06ZNu3+NCjahs7+1vqZNm/Z5s2/9rs/gwQcPTbo7EdHw+oAG6i0VhTyrhTxgXskrC0sn8mzGglr1BVG5bif4PJPFJRaLAYiVFFDQzxIgYTVAE6LkckguohN/DgyqZLcEqFBMWtGzV5S0ssxJiGaaCHqWdGSoOKioGSkkq5LNwiitaTsnpdlq93mWimelQDogKBzL629AlvRuu51mTjedVMUOGSKCdrzGXPPawLtVibNdw9GdO3jx7FncuHlTCbMgjqmv34CtDZaYAD+HUvRPZAbjLUjqwfaBxz1McftdkMB91fGdf/bs2BTFHtkttn1ee3tLCue2vi2Mvh0+O725S/xtAU5KHw149MxsIU+qsnSMDWJq6Rpel07bJhCXlPykJLV+5cpVvHHtGj76kY/gife8BxVQ6fbKqIcL4LWPqaCgKSIhCvWp/DajEkFKARnpTZGttEJoAbkUY5UOUjOr5CM5aFhBZDX/WoOAATpA4WMIDiDVziCTO5SixHIRBmQFl4JCSwRGKCjJgBQclBUiJWQZXVZfazYTRBhUiso1sme3KCm8YyOqi4CFgkSmovu3sM131ZrS66qgYq0KasLIZSHDCBsZmKknRbF9kuujl6p1ERsYIA0yKbVoLfdaQFxQFgKvwKlTwN/9sZfw8T/4AZw6rJj2NjZ9yGnT3jX27PM38MYbx3jssVNQRtezJXtGMygFOLqEt6vu2Hd6L/eSCXpvr7W3Ub+xy347mYziyhgIQtn9R8DWRZ4UZySfLdxluXVx9x8Xu4RrKWwxCW9CKRzkdfdTuZPS6GViPItaV5lIaShRWIyE7rWj9X2V1epCrxbexSA2NR+T5Pbf1VfluJcXL9vBAuHWSWor4SFeY3ptEG6Q42NcOHcOF1991bJQzVwhaGNR1kRk+BwTmB3NEwlpu78OPmMmlBH33/QNulc39plcqzzI8XMe2wmflYDM/qU32a5r9ByzrLeT3BL7ezMf/rCyHWf8TsO4YkweWOjzvg2CjMxrwe2jO3jmmWfx3iefxBd+9KOoDzwAWgGRqjL6hazEi/LT6uVaAKLoU42mExuPDQaTSfNzUWlvBqQsIFHqGbVaSSQYOV3hilKFKpj0W6/DDAsjKUTQKMSuF1A0OVn9OfGwESXXwxeEmK+oj14uUKNli+w8T7umT2mX/fb9QOTHMOLZI+TL2V19zXaWQoAUsAU+01LRPPjYlwUsY9uOBFMYYhuM+o6AkNHtBUAzX90IcIDwC//2Cv7L/+17MO1t7G76kN7fPWiTmJ42bdq0adOm3b+WH6DuRl/Tpk37vNj5i7dx5sVbeO97HkiA3ybrpCgpvSwus6jLUoFlVZNK4RIGmUXAarguCv55HelsTko7kCgGDERNwKLghY7Hs55NgZFEQUID+xxcVAxIs6A98zkAQ6stXaFgXZVct6+hsL4cWNHafQxqOwUAiSwzpXVC2jKoqbWQUAQkMqTFZBjBopnRbdVBsphsNwMrG16nfWkdaUHbrZoZXTQLWjOngXa84vKrl/DyufOaeQAHxigyqwHnSyWyozteZ0iMRKMB/ApCeuRn01ow/mbJJUHsAYjoAF9yL9U6kd2UMq4lcdYnkuHDcPr6grjupLZklHPk3/tnAcSAuR7t0OclFnZyWsR2n5HpLsc3MtNpfWkcBiAGqIsOnrMIeLfihbNn8frrr+OjX/RFWA4PsBCBV1aVACKwrJClaA3zWjRQhAUAg9cVZVkU6DK5atSqx61l0aNYtr/LNgKaWWMS4cIrUCqIVq1BvZyyGoOWNc5sAQO6zY1dZlFJ8iqEghXNtwuLguskaNLPYxFJgKPS6+THKwkKVWhWECxzXQFQJs3FLgDYgD0QXHFxA1SLERJKYK8AeGU0qy29im5LEQKWouecZYgRF9QiWg8RAlDFcdN8HQ9KKFTAhQ1wFDx6+gDf87efxV/6xq94++P2frfpQ06b9q6xv/tjL+L0o4caiGT1nvWabKnNdg32c9X9Q7/fUsp0zko8EXhmi4ZCDzovEXWqve/qLUa+r7g/ixQMadmPJbUjaH1aAJ20ho9jlPXWftnaZh9T72M5S9rlu/Wu31CdjAajCoOwBlFdci1pk7MuXiNarL40NyOqxb4XDX4cMqQZ3JTklnU1n1X0frquuHn9Gl58/nncPjrSDZbsIJmPk/bzXq3jgSSV8QWMv23f5yYnEtHbr7dkc7rXy6bd9pZw0vrHrkxyvJNT4SMOA0m+pH0mbNucdD9KTm00O2HuNvfFPdJ/Y+GDbrbp8pUruH79Or7oYx/D6SffYxLwFUJsgYsLpGzGrkWV0X1dLftS2gquB4A0CAGVYTpSrHWkuUCIAVpRSkWDgKTGMwVFNWo/R1XNCCQofpyB4LLY1hJEYhnPpM9wMDUl69gDDFmsOk06HP19BdAso9n9e8+W9mU8kLdUQVtNlhu2bogFc+bdQ+bvI7anFtJgTdGzHiQRCAIAVAka+6xZ7pp9HRcW2zZ9tnjooQV//8dfwtd89ZNjEMK00e6mD+n93YM2ielp06ZNmzZt2rRp06bd0/aDP3IWTzx+gLIUzZYuFrVOmuXsoJ+YVB0n8ITsAZ4KoTo5bQhfBwRVsjeyYiAmp+i8pWeh6HdKSCv44GRytfptpWj2oz8+OgGt4KFJIvqzvn8PlfN2aEQAJaUdNJQGEqBitWwT7qS0ZzezZqWUIKMNbEg1pCmBhsEAM2t2yqp1eNFWzWo2MljWnZLSLOB1p101XSezEdsO3OwsUxqCo5u3cfbsWbx5/YaRew6adFK6Z0WbOOJJwF+AXr2tE72RcWwP615nODdHWiyTvLGMS+Ul8tnnZiTIMYxPt0lA8NQFB0F9uLo9nomxl8WSN8dJVCewOxM8cM4OdOWvTibkOwBO6GQ6saFg8L62RLV1mPhqMlRV7IPjIsyCN964hhs3fg0f/aKP4vEnnkBlAZYa8qhoUPIZrMfUwQGEGcXOUWLNZEEtwNqPWT0mWeUaCVZUz4jqUvq483GzHttvFYRjgAwKKVWBSmloTKDClg1taguk0ouMhmJ5X0IFLPq+gtFQba4FLA1EVWsKOoENlTsU9Ey2qEsOWHCKYaqkyqRO+iu5ULCu3INimqBU0vNLnOzQK05pSnQTWz3pSMFW5FMaG2ipUpW6zwmlFbCN4fAA+De//Dpu32l48IGZNT1t2rR3t/3a09fx7As38ejpA713ROqxRzAC5Pq3pGS130c9AxrAENgIWDsnov3e72o5lcxvLP030uDHMvifaRjBKOt9Y6karFSsX9LLefiVRB7QmO495leWKB9jSjxwlR/WPqymtFoLgtprSDshTdJQeUURI66dkGYnn9mUSFy224hpZisr478JsDZQ2yFUeZhNwcfI63WNes98fIRLr7yC8xcupIDADaGc+V2RUVHmpPb+3fDZvDJzUl0px4MJsw/lCwx89z6HnNad+jbfMvzU7Myh+6T9QMD+9gA6t36ghN86Lrc3rkSG5mZDCRhB+IOx3lAV2G7XhvDf23RXF7Ll3TcexkQ43u3w7HPP4f3vvYYv+OhHUU4dgqD7X6QHJkKc2S2gZipOS405JPeJStXgxgI99qgOG05oECEUFIisADU0WoCywM54METrTIvXW9YiLBX6RNagFaq9re4JJcBVFlyCYS4CoIiWhxFEMExDD3RmAYiBVbqKlhPKRK7gZQpVoj58a12tK2pH23Op+n0c+5Usi1oaDwE0GmBNSsA7MU5Q4lojpS1YQI8DMUUf7/eN6yue+oXL+G//q/e95XEwbRowielp06ZNmzZt2v1sJeum3YW+pk2b9jm31y4f4Vf+l2t44olT8Z3Ki2ltaZU+6xnQXvfMH9qFuRNlkYGSAUeXYfRLhgIdteY2CqocLAoMKJ8mVqfPiW0FR2qx6HjyDOmemWKQj31ecUCsJJuDiICCgtJQiAMALML2fcpQceCocSzjAJpL1oGbZkJzquPXUjYKNwUCV5NVXFdIY4hLLIpmrEgT8G4XIBivVouaBdyafl4tS3ptuPb6Gzh79izWde3AnO64IVO6J1E4KX0SYOiZCxgzkwWWL5C+ktRFBt5csjr3z2RtxPp1opqDPFcR5wRObgjq7Xcx1rSu+JwI9i72mEBTwbBOiq8HRLATyWLS3wnAjN8KxzCDnqZxDgN8FYnM4ow+DkR+ALAGwxnYKCLYrTs8//zzeN973oMv/OhHUZhRa1Uy1IhlEg36QGkaOLLTQIti4KZKeQNA1fk/PNRjd0UHx0ILUdUBRKqCZ1W3VBOWJWqFMhogNa4HQirjraCkZmozgMo7CGmtaaEKRumgPLUA5ldUAF6HUMG/pQArq+yjqtEXHFSggVBYIEJanrDpAFiApQBNIyNQq5XkLsCyFLSm51wpfo1RwlqvaxpY04RBTYzc16AHMSWGAlJw04BKkBLvQIGU0MQEEfDoowf4sX/8Mr7hT3wM097Cpg85bdq7wv7qX/8sHn10Cd+wWHoy2XUzy3BrwJIRQ04qkwd8JQIbFhQZfXngFtl9iAbS2i8nUVe65D5J/VIjtZ20AsWqoh9YoFMk41HKpoZouRnqvmmFy4NzIqW7xHchNpUf9SUBkwCHqO8pRlqb36ly3lYv2n1SLwXD6XteUzCkaLkZJ6pdXtj9zkRSS2Mc37qJ559/Hjdv3kw+0n6A4FtaXmYga0cfcvjefhPe+JXWMJfPGLo6qU8ayezshyL1l12srVT4lvYdXDHxHjqRDphvmccT7uLYmwdRbkn38Ek7cw2k/vcI6twu20mktWw+RN+CV197FW9ev4Yv+ZIvxQOnT+szG7MuUgRo6hmDBVQF1LQEiyw1yg4VrBquWwBpYkoFAsGCJk3Pa1eWkQagoAoBxGDRWtJsviRBFaAaKiAt/EKIqB9m50mFZkpLEbDosvr7aMb7qvKOaJCIl3V2/zSeNcXkwIs+b1KRXpiarV010St7UKCi2c5+DQgf3dYpTGjUCXRBUx/SdxUVoIgS92zXLrKsajvwpBCKZaIDggcfXPA3fugM/pv/8r1jUMW0bnfTh/T+7kG7N0c9bdq0adOmTZs2bdq0aQC+628+g8cfOzTA0MC/0sk9gCLyu7qMd9Xs6VoKaq1aR7po7bG6FMuw1qU9e8EzWGBAz5DhYmSXZlxa1jSASkoSVwM4K4nxZ1a3jzS7BQb+ERQQLWDUorLHCyGIZIGSWqogp+RkBwJNWtnGS6yZJ4WPgHVnwGDrJHRbrZ0SyMRJwnvdmcx3yp5uHFnAnrEq6wpZtY1Yrb92vFMiumkWLLcu6b3eOca5l17GmTNn0EzOu2N3EpkPvhmdSN4Ae6IEqrACMSIykNKy+etGTnynfkjIMsBtMOwL2na1nhntbYQlSFv/O0h4+/xkwBL5mOwgpkB6+5TtHeNJ2+t/HSzU7U7ZRjYPMR++HCeAMeFDDkydhORK2jl9ez2Tvk/wHvbq45CeBS8ieO3KFXz2s5/BnRu30VgDF9rRsdamawxurNn0bbVgB1YJz6NjXa9vC6Dygl7/vK0q271a/fRVs63IVAP0xFQ50OIy9f57O9aXHetkkvZ6LlmWl8FssHf+iSA4IMFSxM5TPw97OIKDflR6Tc5aWa8LBajFAH+yxPAayWADseDv/ZpUi9c27FkxQWaQkR6VUGpBrZ4Jo1NRl0VlZqEakP06pvUTPUjh8KDin/zURdy6ve4dG9OmTZv2brFfe/o6jo+xf8GFKZmoY2ZKOrDgHWd9/b5ufmfOkK5pediivkxcs0kzpL1WdZb/tmVrlJgxgtkzo/37NOylCJYqqEWCwK5QArrA7h1+b0H/DUZEOyldzHctnikNxN/qJDQse1pEs6X1Jq2+J6/9r0l1a+a0yXez+aLrMWhd9eUS3iJGQLcNKc2Qxnjj8mv4zGc+o6S0W/K/9iiwvSxq2f9rwZjje/UxJPlXydEZXupz2U/svqT0AE73zfw/387wcXOfOib357Nf7y8anMNtu21fqan5pQIBC3fflWUcN9ytTBncm/FB+rOAdZ7m0JunMW3J6ZP2TZ6KzT66fXSEz3z2s7h88YKWBkrHRZQT8ucbD3zw42o9BprKxhM3JZdtvCRN65xzQxE7bqUf4yQezNuDM5xI8/Oh+PfEEfyRz6uyOU97cIgFhhQxv87O32rPimk5Fw8qOdDEnj/z9SKWKXptyYHWkRFdur/oFpymXYt6sE2/hhUqaVnYYHQmQmmiR8Hg1GHFUz//2v7+nTYt2cyYnjZt2rRp06bdv+bFve5WX9OmTfuc2tPPXcezZ2/jPU8emiQ3NIq7lOHBezlcLOvZMqAX1dIuiy6jUopkQF/ptfuqyizqX1gNQM2MBvRZ3bhuk1+074ysAgi1CmD1aD16PWr+pWxpHbsBgSb/CzgZCBRqCngkeoxE6/o5OUqe7cpNs01NShGiWdClrZGJAl61vWewRJYAABGt+eygz7oaxmRAm2VTS2taL9rqkClxaNnTAoAI7WgH3jXsjo9w5szzuHXrVgB0QCIbPbM372BJ32yyS1yWPX+Xlz4xWUN0r/WmVnjN2+dV5+4EQSTrmDmONyekJTS/TS47skic+k3bEduqwQWStoOlZ0O7hbx5fi+pT/RMrGESA5cUBGIlaVipuSQCVtdT+jqNau0SlhxZ6hCbz83kif2lUoKcvnXrNn7tM5/Bx77oo3jiPe8BVUJb15Apx+ECokWzWHarZqMQQK1A7PyTdVWEbrdq3z7eAqAcDDuP7NhFKRC732sF6QND9CgkRkmARqUDvo7xsUCq2LlpQLWJmTapAChqBC5FsDN57UJsct+dvFCZ0xQyUzSwZKk65F1TwnmpVvMaAiEVLKiWHeO1rEsBqpUhaM2zpgVYGLKqRKRYzcCDwwMAotnVrDk/FcBqc0+A6n9ruovJ1AKPP3aIb/qWT+P7/9p/gWkn2PQhp0275+3v//hLePSRJa7LJQhnu27XatnKXiomEz0A1bIhfzqhkwMYycjt4kQOYezL1ldK53a25LOTRUOdalKlDS0JMSoCVUjPsnbVHRKAOIIju5R3J9/IFH08M9q9hPy5yKr3eGUzEUoiorWkPViSRP1NAOaLWkb0ulMfNNeWBrrfKQzZmay3AHx0B+fPncPFS5f21HFGx9G+fisy+m2I0PADIwhT9hq5/0Tx3v0kGBGd1kfmm2/WE+OT3tEJo9ofY6z07drJ0E6SQzlmT/t2ps59W1iGtq634227y0rq+zYnR+275C/uO9Z9c2xQfb35OSBvp/XVhPHiSy/hxo0b+OgXfQz1wQeVHK92nNXay5c0jxQg8xVXvc9W2LNOjWcelbvWbGCBa+NX84tdaaqBY8N9n5twt51HzYIaxQq/sBO6AFSnx2XCCR6DwgWoAqz2aECi56hYkOFqtaXF5yErbVkfi5V28UcaFqv5bLWi1X+EZoqTXuO4QOeIfHr1DUFQivr/mlFeNIjEnj1KITCqesFkAZvS9DlGTK3H3j/4QMU//Kfn8N/+79+PaSfY3fQhvb970CYxPW3atGnTpk27f83DTu9WX9OmTfuc2nd//3N47LFFQYXSa/WR57BQAVUnmg0ktCd5BSI0exoFQElR5KHsnTJVjE12cNAzFkUIy0Lx4O+y3oCSSVoWVjrYiJ496eCGZ00WaKaL8oeWQV0cDGRUBwBZjOQ2qT5x6W4jmNkyPa32tJLTDtIYoJLRtcYKCjYG2k5JXxEFBXN2tBHZLtPddivgGdMiaK2Bj3aWtWtS3ruGG2++ieeffx673a4TvolsBWBEs+FpJzGn3u4EUHG/bqB/nz6TA4G5IcWPA3B40uVcEgntS/IoiR0y8WnlmyFsBrb/O22+p/SbxDo62Rljog5eZY4aaVy+aqppXtMKbbf0ZQYC/a3ARp/ccfm+viwnDnBreOHsWdy+dQsf/shHwMerjocKcKwZ+AcPnlKQcKdjlbWBCvcwgqNjPbl2Ow0QYIEsC9COQNVrRwOCBVT02EJheOF5ClDS9h83Qw71HCoomk0EI+hZwTgxoF4gEFqwkGA1Vp6IASlWk9PBIbbeFKAsomoHVXXFwVYPcF1h1xSvD63BL0fHTk5YzUp4PUGb16IykT15zwJriqD5edZsOK6GXpS05gIspw6wHu80s4d0PxcqENI61AcHgnOv3MTNWysefmhCR3s2fchp0+5pe+bMm3j2hZs4fdpUd3JN6VJASwmiejAnr12q29kdI5iDpCP3KymkwXvmZCeudXFKXdPwt5Pd2PQRt7U+plz+xXxOV8dw36SS+xv9e/VBmyVBStzFRn/V7pGyoiS5bpiPqT5n67+ZfwowqDlZzUpUu9qLSXRHGRnPMHb/s61Y79zB8889hzdDujsY0/7ezbN8c3SifX8iqSu9L3JC2n8anE9vLp0otH3Xu9r3RRPVOgZAxpQODm7v8C380Lc1SW/CmUudFRm+6j4n5YU7r+59cJ8JyQ4meX+ptE3yUbsDu9mYvoI0/0bG5mgOH+3GV71y9Spu3bqFL/sdX4bDBx8O/xuAlSpJ218s8o8BtNXOAdK5KMWcswYtwlxAMGKbYfWj9VmsajEUNKo2b3qGVBKsFnBYzZeCNDBVc73MT4OeVy350V7CSUAoZDQ4ASLh1EXmtDTbZ2zEssDKuowHBZl/6X6fHwpWStqCYf16Yken1ZhPiuDq+4JtOVWWGvaX7WAioNQKkU5eu6KEFODamzv863/zGv7A/27Wmt6zu+lDen/3oN2bdPq0adOmTZs2bdq0adPua3v18h1cfPVICSP0B+HA+YpK2S5exzZnsxhY6KBhIa0jnQnKshDqosT1HggIe29Z0mL4xlK9fp/jMYo8OSENdKykupR3YVDxen5ObLLVMetgoNbza6her8+yolVGsRlprXX6KkySWwSQ1YDDLMu9mnxdA+12SkoLAGHLhmbIujOJ6Y1M9rpC1oZmNaXFlmlrAx+vYJfFBrAerXjt0iU888wz2B3vOp5xAkZFcGyzg4Qqd2gfWVRW2+QGe+ZwlxoMjC8BiAkz3TdRACjkrwPQ7H1EPznjBhhIaf+bcLO9ly+qsO4Ad56INQ5TlIHWPJbcjvM8dElvBb+or4MQ8uSyHeAwpi5h2etgY5AI7+uwTiSmJwUF5PGKlTIXnL94Cc898wyObx9h3a02p3rsrbudgm0mpd6O7Vj0OuYEeE10ETG5z2brMjnJplL2LmNPLjHJLY51+PHltdrbDp4BpjLeTc9HaXbOMBZTH/DtCdAfmtZSItsMVmNeQrIxUuG97p9NfMh8F2AhQa06LK836kExpfYSAx4wUyuwHJQ4Fgid8KhU7LqlmX5UO+kCux4utVqd1ESKFN/fgiefOIXv+dvP7R8g06ZNm3aP27d992fx2GOHKXhRnb1imdEAwk9E+I+e+ZylcRHctF6rS8+QJvsMJ5QLSi2d23OfMV5pPX6v8PWgk8j6N5HG7kNmXjP1q75o9zXjPXqwZC8h0f1OMpWeBQ2EZvLeQDHFnirNXnYfNSlkwKWVG0pbUXgFsfqbWjKD01+TY153kONjyNEdLdOxrrj95nV89td+DW/euBE+kN7L/X3aoTl7eUtK65v+x92WeJk/u/UBBX1dnJVlejmVKKuSOu4lWZJvJNJ96uQ3jQT1ZmA+/j3S+6TfBwc4fbQx5XVzXtUJkt0ybt8wtyG5nuZ/6MtlwjfD2u6rvE3p+a3PcJqbLLUugtu3b+Mzn/kM3nzjqirprCtkd6zHjz3XUGvm/8Gk5c2Xazs9JtcVkJaCeRmFV6udno/tpscpgAptW9FMRYfhqgF+jpWSz1Xuz3f2LFhiGUSwswcw+PnXfUY7N9HP/RRREDPlz6j5+lBgSkOwZ133Bf2ZtpoChD20FrsA6Dqkj630duGTDgHf6L8nFYgCwsMPHeB7/tb0Iae9tc2w12nTpk2bNm3a/WuO7N6tvqZNm/Y5s+/8G0/jiccP9SG8dJDPH5BLrfaQjf6E7gBhdSKng4sB3hlIWOMBXLt1/KS49C0B1ZYrpMkeBwsMSGDUheDqzok9tNp/Dh66RLBYporS2U5uubxij6rX30BAtRq6Wgu3AbxDEUFhq6Er0gk5bl0y0er+eXa04ikuxa1Zol6zzYE4tAbe7bSuG0RrSFu9P2ktluHIgBHs7uxw7qWX8Nrlyz2iX3QuMsiV+MtkCYwFErHZZfUAh/7S8uKtjEwVnbUTidemBKdnegQRjhObb0Zm67DldKwJI/Txo48/tiVJkHc8z7NNzKj/KP45/7QF9HJ2iGU1dNltiSUl/Zvnn4h67eoEkgkA8drJVpM4NtaXE1GpSB+CwLI99FCgouOLUaRteePadXz2s5/F7/gdXwYQKZF6uIDWpjLUDQAxCirabkWpFSw7BQhrBcqBZjgRQLsVcnCgMoq8goqxu6sdGAWgVSDLgQKTtSqOCAB1AURraZYmaNyAsqBggVTN02aqKCZXSCCVdURFIYZQ0SwUURlDkabHJhWbF6sjSAquNhTLatHsZZik9+rz1ezaYVk0AgKTIOTAE6GBQiBWKce1SSxfK6EJNOO8aXZ1EYKIZQS5xmQtqBA06HKRYVc0+/rgEPg3/+4qWhPUmnbetOlDTpt2D9u587dw63bD4anFiGW7r5nKjt4He0Y0GWFNtaB4tmFkeLpOD/TamRxSL41A9o/feYdASSeKcuBRIqmV8LKAo4UsAAl7ywdZ7eQW9HqufqpK85YNST1IfAtQSpfl1hxSDiKNIErumQ9CkTndCWbyMjCiBHVZV8usNmJ3Xa2UjPmLptYjq2dIqw8rreHalSt44YUX0CKbOmY1+TZmySeSzec9UndrG5+ql15xf6s3i4za/CVk8EGHrrdjiIZ0Qqvt95aBmvrwbcv+8ehRbtdOeRDoD0UCGda1mSYPeshdSOpDJPohEEASP6uCz8Y59ntc3sTNfpFMTqdtHDbHlyNg3a149pnn8NGPfgTv/eAH9ahYYSVkap8XZWgBWUFVTHbaHg3bCvZAV/d/UHUZAVD6MxjYrgMkEKpGTMdTG6wWipZSIbHEZULPLLckbYGS5TaPBV5NhUIZiHwxP69NTaeaT1cK+jOm+YY+zVryBaocZGpUQza/7RNdtOiyaLYfybbXnhZs/SALxK4F3Nj8f7tG2b5Tme8C4aa/kwYHHxxW/If/+Ab+N7/rcUxLdjd9SO/vHrSZMT1t2rRp06ZNmzZt2rR7yq6+foSnn7uJemCZJyAUUiK61IqyVHvec0CwBIgI+IM0oS4WPZ4yE3W5xMyhgwQZNCyBFni2NKyWn4GXgGZCAwHoVQcHo0+XVBStEQjGUti+lxSN30CyRj1pEgGjgNqKyjsAKi1YpEfXk2WHkv2mqcPNwEAY8QwAiZC27FM0JZ7JMx8SCc07rSkt9pdZICuj7Rpk18Brw/HtIzz/3JmRlLaJ9PrQvjoEmCcdeBT/2LNyRTgSPNQENj0gX5w7OOjZKQEspoUlSaEr0csDaBND2A4pjU2J7z4eTyDxjGIwWfZ433wnqHt2trVnStuKsQb3XmYLYr3D+DbZMz5nCpjmBSnN+bbPnpEeE8Hepb5hSLyP7HUH5Yd9GUNJbVNWutnRnSN89rNP49a1N9F2mnXfdmscX5q9n+qZrxYMEUET3DOnuRkIV1K2vQDNMrJcMhRI54aD6khmQL2sKO24k+owsFV2CrgbWO+19ioxiBhL0fO8ElCpdQICem0pTlv4MZhJBCKUqnWnc8aKB9AEEEgu+SgBqLrpb3rNq8VIFPj1z/aW/eZtSylYDg5U6tuW9azA06cP8H/5f/4HTJs2bdq7xf7hPzmHx08fjlh+KZ2csZeYA1hMdtWv06C486nZJba6RLcROf59zjb0DGxfzlYd94JsRMCyUCj2OMcGinjLuL+wEVmF1P+sRezelMvJMBYnwu3u5lnXRH5P69nSGugIU+fRe2mVVe+PzGOdaM8sNVKauGekqkrPCnJS2rJXXXmnk9ICaYzXLlzAmeeeG0np5Bu6hT/lP6es2r2sXJgvgu7behvBuI5xPf1eDScg0fvu/qa9+IQxyNi+K/RkfzCt2xRkopyOt288+lL+O8u4bPKDfV765rzFODefu4KRT0pXMYp5SeOPZybpv53ojw5d5PXz3r48qXxPdspFGC+++CIuvPRSP348A59dQWfVjGnRrGlad90nFA2mKH7c+rHpEvRsNdOZUUWDJwoQfqNmUptSTj6XPMAYHhyiz3WqUKDncJRxsoBlr1UtnMhpO8/9WdPVnwtpTGUPSEEQ+USqpuPvYT5fqTA1CM+ARifjPfClpA77HyBd7XIG9djOfEy/mNn3jzy84B/903P7+3HaNMyM6WnTpk2bNm3a/WyJqLorfU2bNu1zYv/3v/qrePLJU1gOlgCZYMBfXZYAFPVB3mkZMlnuDCV2ICekx8rYRhigRTMQPcK+k0WILJZSXFKxAxMVRj47IGiAo4OVxcjvYoTTUkwKLiE/BYIKDtluCCsoILsAD9GUbBOvNZ0kDkWMgFt3lk2wA6Vs6AAEHaRxWW8WrbO7W+M3Zvss0M+tmSy01gFsbcV6Z4fnnn0Wt27fjm3ogF8GE9NnA+lOyo5QnDVl+zoJZwAsHFdMTKj25aAibcbQwS7yTA5fWfqzHcf4UWCF9vQzIYGORtA6iOn7wbIvxKWofRLIDjJYZoz3UXybKPjVYXrynEkfRzQJAFQXjKwfb0CwY9yPkzQsFqDQXv8ddezr9nklilzsIP4pIDn0pBl0cp6IwCLY7VY8/fQz+OIv/mI8/sQTKERYdysqC2ipaLKioOoxWaoCZ05YF9EMtlKAVY9r9gwOCFCqZRGvIDYFBWZIsUgSiEeU2JxZVj5bVrUwFl6xLouClVSwAGi0QrBYlgxZ7WlCJUETBqH2voWtBRT4L0Blmxs7RgQEL1xZjAxZqgU3eG1BAzQFAAqhrb09VdLz0A6WdbUzwlFN1u+1pCKBGiCWbe1Z8qUUFCrgohLqRASqFQ8/UvDs89dPODHuc5s+5LRp96S9/sYxfuHfXcXjj50CAAtQLBE06ASL/m8kDGjwLfvLJXJhEt16za2FQja3mEpPcQlwGLlkgUCdlHZ/sr9qTcRTiQF2ssqJafc1ASPE9C5YLVO6B0imzwQAWd7bnCriyJQuYiSbMY89IAtK5EWAFwfp3BV71l5Wxkhpv8+C02tde6b0uuL8Sy/hwqVL3XGAjnPPPTuBeN77bvt+IGjHnnNPPVM6/d1r5ZuzqRUjnr1Kvb35Yif6wqnfIGLTonvb4X6k95nHvGmvfoAMbcj9nfDvKC3j7+1ProXuP0Q7inEK9tWAgDHoL8bHm3tnfn8SEW1tJP/uPqste/7iRRwdH+OLPvbFKKcO9dmttX7i+ElngRbSyJRz7HkhiFVB4VVjOE0RB9BzXM8aBpust5ZvKRBqtlkFkFQaBfp8RFT0/CFgKcDKSXqbgWb7gEhQhFCroLEGQAuA5m6cDJwxCHp9YMBqYpuPZ8GutRJa02BHbhIZ1mRzUUTng0tBBaNBVMmnqtMoKKqE5TuxAMRWPgsaeNM8gCeul3bckV7/pKkD+9wLN/Dc82/iy77k0ZP37/1od9OH9P7uQZsZ09OmTZs2bdq0+9fyk//deE2bNu233ZgFL758G4cHBdIYpRbU4pK5nhkNBLjimS5GGLI92VNBAg1HacTFiOhlIRwc6HsCrF5gz4ipBajVs1KsRmxRkrra82YtiEzppYg9gDEKVq1VRkpWAZbtgg5mKTBooF8ivUvbYVmPtfatWAS+WJaLZaagHWutv7YC67F27GCKflDAcF0hx8fAqjXZRAS87sBWS1qMtG6eSW2gmgjAjdHWhna0w3q8Ynf7CE9/9rO4cfMWmCWypSmvdcCcOumZM4mZUwZzyrSIRTJeGFknqVcnPhOyN2Qgi0nYbQCw3E3O1BiwPmZLljFwjg1VEkCG2U3bogfeZpt6DULxcQXSLT1LOmWwcOPUvx0NOaPkJIw2Nmz/R1+nE/nDPFnGcWTyWPuOe/R5jyz4RPiPwR/7mePbv2tjPH/mDK5evozVMqaby8dbJIiWSW9onj3t2USN0Y6Oo8401p3VHNQ66oh563vIa1pqdsyaMmpcHr+Pt/AKWncoaAHmFwFU/lvPzcjxGbZVUCE4IMu8sSzqApXcrnapKkUJ7aUAB5ZtXSzbrVSAqn/Xa/vBrkPLUrrSA41/vYwpec1oC+JQvrwTLXokGahozDcRoS5V921jPP74If7WDz+PacmmDzlt2j1pf+MHz+DRhw+C5cmZhk5guXS3BzSCUra01Y4mI5dddcf7KDmN2cwDH0u0TaREalcIWGq/rntQWvYuqOg9IsabCWoALtG9WLtKnpEpqY31BSOeTZ2nwDKjASOmnZxWsrlYCRkyv0xr95oqiWVMR31p993E3je/31q2dGtaF3hVApt3O7x45gwuXLw4+i0bH+8t7QRSWrOKpddDDp/RboadnUa6jSe1Hgu+jPd2L2XzYbaktHcjEpnMMYQ2+pXeR6w6+bRigaPjK/uMbD7k5rfcJsYxTgs3GZOjPfD0pDmNGtrdh+jjTOuN+tXjXI6Taj6S7488iLwPeTNgMzrpffKrr1y5gjPPPoN2506qWX4Ux9rwkqbPFrY+aitUncoz/rtEPURCet7PCX/uIjs//Lwp+XyKbfDzTj8XK9Pk8vo5eNmvH5UAV82h5BcK0jns82DXoaX2+tF5ojyb2VVw4pkYqRMPsPGv7bpWqqs1UFwrIyCAPNimpqAdb2e+qPV5+tFD/Pd/e9aaHuxu+5D3qB95b4562rRp06ZNmzZt2rRp96X9P/7qf8ST73lA5WZLMQBGMwYhnmNKlkWZyBYH71IGS6mEuugPLrMYD9cA/MFdo9KVlKbqD+OAJwsAPfBZ0DNZPBETBghqw5ypApAxkIVWlXMLcLCZlLcEuOH1pIkbELmaUNBEDGzhFdTWkPXW36DAoAFBYsRdEL4JbZK1BVjkMnh8vLPMaAOw1qZEYBMjEBuObtzB008/jTtHR+MOS6BVZDgEArfZuVucMAFTnQceCdG+oC1q4FgAZwzNiBAnW09GNwMg9P6Bvg7rk5sA4tnHJ43fx9HBOZe47rvDid4NgMexZMLZfKG+rQFsNt9viOM+tj1tZsandDs59qvGJhgBnUHFvGSa4g6c5h2m2xjbw32s8V3sHN+W7bQpYcwCnH3xRbx28ZLKelvgAx+vWO8cgXnV9q2Bj9ae6Z/ATlm1Dbihk/8Nsh7rGJyoJtvpAAoLiij5DGYLDVCg3aUZq+ygmTarjVf3jYKQDQRGIVaQkfS8qkHzY5Dwr6WDkqX4gaIXE3EQMREIS8mksxLOKu2aa5R6AI1n3+k1rR7oNY4qgSoiAY2srp0ClTmgBwYqaqaMA4uPPnqIH/9nr2DatGnT7mU73jE+89x1LeUCk50FgEyqeGMa/UInpbvCTgnfMQju/B6dqA4fMvXl5LYT3upXUpBJxfzITk4hgpq8jRLIYv6jEV0jJx7WyS/PntbyMRoIxUZcW8CkEWtZmri6RLcoIV1SdjRcsUdMKrmtnWBsDFqPlSBcV8huZ6VhjiGNjZRe8cJzz+HylSsx3kzs7nlub0dmJkfF58FJ3LzI4NO4HxFkcyZUYZLQiUx1P2qP0d6QzwJwlM5BkN6dGM+D6BLhW6KZN2PaI6KNoN6Oxbce0ufSv9IAv/5dlhcftovT/A7zgKFtlMWRPMaTfcch/1224x0XkO1vSH265LnZtevX8ewzz6IdH5mPKOCdBdvudlrLvDXQbqf1zn2uLHPfa6PrXw26KMIpaNH8RWnQ88LPEbYAkaalXAqjFj2/KqmPSNSDRtzy02acn3Yelxy3kq4HtfTrQn4e1fO2k8KIr7sSmAfT6PWoXyVcHUmvZyW97DP2r397ChKxwkx8Uwz+1ctHeP3aMaZNyzaJ6WnTpk2bNm3a/WsJQLgrr2nTpv2227/79DU89FAFVQUEa60hvw0iCDeUpVoUd1HZX3sYr7Wg2nLFWWR0cA9QskeJm/6U7RmHxdXgTKaxUJdkjL9FoQpd0uT8gAAitI0DlMBCnPqwCHqk+tIOjggDaBGpT4AS1G1F4R2oHYesogJJXSaReAU1k+luq6M5CtrsdkrUWR1fr8sm6wpYXWlplhXaGLImYG+n8t23b93C0888jTt3jvcALuYMLvlbB+72oMZumdwEAq8jECjIYW9seQi5nrX0dQzZz6l7B7Yy2R0AZCKqOdWg9vFwkJ7oBChkM64+F3uAW5OxGSEGlPuJrBxJzZq24fiNImt7O/d7w4ntliB1M6inh86YAeTb7iR7xmqRx+oHe2wSpW2Rvp9iB9hvRJ14Z8HL587h4oXz4J1mWLFJIYIB3nXZevHj1sHF5vXPd1FX0GtQKymtoLjWuuwBHk5qU6GuNtAMRLcs7CKCKp49pplhxcDLAg8o6eew1ptG/HVAMqX5JNxOJ9WvAwACMCQD+Vwh1gkK57K1zTDpQXLECkSvf0utqEvVsgQwpYhSLEhHa1F7f2RZMKUWJbWJcPr0IZ458yammU0fctq0e85++l+/ilpqIn/1TRA4gH52v9I+wwN+og06qY1cCsbX5HK91P0Y8t8FUUt64HDIfNZOJhUnmtB9zbwYef1oEKholrQPOZPQhVSi24m08DctexMCy4YWVQfxrFEAMCKapKFIUxUR3qlvKSvQlIjuNaRb1O9VZZK1Bzy2ZoShtWkNfHyMM88+i9dff92mbnAyYj73yNgUmNabJTLTyNONt9X7Nd/Ps2LF04K3jk72/4IEZxtTHwKHz4u+vVtyNfU/ZjinzOO87ZKHs/k9u9HeJoIrx/6jUWzrZlw+Vyzq36btiuXcZ+yOZJofVyIyglyMsPW+tzb00/3ME8np7X7fPj8I1B+0tjduvIlnnn4a65075sf581A6LkUsYGLVLH57ViptjQBfrDsNPOQGYlOhkmZ+oJ8fnjXNdt5kfxC9djS6f6jByqaE5eeotamlk9L66r8B/W8B+nmPTjKX4bqVeOGiEzW4G3Z9igRq9z/LuDKKABy7LkV96h7EU0xyzDOqt8oSAPDwQwf4J5+4sH8s3K92t33Ie9SPnMT0tGnTpk2bNm3atGnT7gk7c/YGHnv0QIEXoD9x2199WK76IOwP0qWgLoRai2VZG6xoEeYaOV5CYrEUYFm0blethFOHSgq5lJmDBYDiGpQj1y1q3iUTnWx2qW4FblwyEdBsaYCIQ9pNDBQEjAyzJYtotgoAqyPNmrES0f1OaKPXoubVADcMoJKSdq0DOVDATY6OFfSxmtXsWadrA68ruDUwN81ePdbM0Ts3b+PZZ57FbrdT0vQEgKnjTB1MInQZ6sjWhRKOgAJjDnpZCeboYpCQFs/0Hb8bgKy8Zgm8cOgrhmd7yQGznD3dxyN5U/Rndulw7IFoiG1kcEuS3sxDG6R1RRsCtoCcjy0OOd9/2GxLAJlpm2n4uTdPUuMhq56z03MmOfI+sLUHELqfgZ3nZe+YcJAXsblgZpw/fwEXL1zAuluBldHuHKPtTGp+pyBis2MQIlb7XDTjhW0crLXPPSMrdnoKzqDWADaJbtbag1WMJAZr0IdLk8KARQcmoVnRZJL7cJCSoKAj6e9+RPXMGpfZHgFLByl9PQ4CKglNwzWICDg8INSKqEMaSn5GkCxLz4Qu1DP0Si1YDqvK1Fp2TCkFVKvJLjrI5XtEa4E/9ugBvvd/OINp06ZNu1ftf/qJV3B4qgYBHWRKofAZ9RrbZW3VZUzAPxlJHR9lUNHxgCK/hhdXqLBraiaxi5M92MpxGzFlhHgxP9dVeJx0rqUTzANpRcknjHHkQEr1GTzbs9egZgu2MoJNVlQnpEPeWDRb2u6bStStStwlB4tWLSej5B+bqk8PmkRr4HWH5559Fm9cu5b53PAJ1TZkZbaTSGknUCOD1/0ohIpO929SACLc1ZNeTmXjHyJ8SrKE6d5HbjOMydplv0raSKxL43FMuU+BBmQO8uLdF83LxfYkolaYbX2yaXvy/HU/V1+6GupzM8y/vTay5Cy8N97Ei4c/PvrJbx1oMM5n6mDzkxc+unHzlpLTR0dGSLtqVD8OyYJ1qRlZzTrAwqse76acQ5CuDsA5e5qDqCY7ZyqpT4jwG1MQCIx8pl6jucTvnC8vcY7W6ipbYoQ2+vUH5hfm5ShfR0ZFhhyw2H8vnYCm/nzsPqq39d99TeQXO1Bc1zTwuoSyWChJFKXP61LwUz9zCWsKcJ42bfl8D2DatGnTpk2bNu3zZs4o3a2+pk2b9ttqf/N/OIPHTx/Gw7GTLko+FyNYlHgBOpfpEd75ywLS2lmkeYJZytuNlBNSiVyrIZ3ByBoP/7EiLISQUvT6YdHeItZ1KAZkUMNhWeGcIdFq8onNJLjXkE9USepEogUEk4AcB1+ALlsMq+cHILI8NgCQSnt3gKgd7wwoYyWoI9tFwZvGDXfevI1nnnkGu926IZ8VbKLxq3ifsySyDYCXAEJjG2EOhGSbmRwgpshe1LgT5mlFNg4aQEffB8OHRKyKAbJ6YPTtjK+wsUzkZsA6Bpb68R8G8lZBvjgmvT46dA79+5Bcjj7snxiU9PnEODc+BWTrFtF+Y72iWUAOYomz2/vdjJsefdr+TiRrbtOnoc8D2ba/cv48SiG8/4MfRF2qZvBXBlDQHACHZjqXg8URfMhuh3LqUOeriJ4HRJDCIIa2aytIKkRWRfGkGEFuTIBigLod3HROeAVoAYrWoBZmZQAEJm/Y4HunmhLCEQ6CgGbRawL7gU2EpTCaGAEi0Mz3QlibgY3F2otl9hVgZUGtqXR2zKOSHWxyk8yaxVJIwIF0Ckj0uOuZLTp+zbgrsUmIgANbdyWcfek27txpeOCBivvepg85bdo9Zf/xM9dw/WbDo4/ouUul6P3WswwHZriTOST9njeSPHZfO0HeltCzFzsBDQASdV49BiiCjpysjiAjfVWCkkXWvlL2SZ0f2q8fHcGRAIiMWMtS3gA8UFKDIzmyQIup9UTN3GAUlXQjWLCXEXVgI7pbz0DdvjxLWqzmL68rzjz7HK5dv66Ta35jV2nR7Yg/QZxmchLD71s1nfgxfM7UR19w8xv2+zc/O/up7lvG/Tv5v32x5Afu9blpm0bU3+dtRvIbdcVDwOC2n+G3tG7q/uN2ucGXMx+Q9nq2hu7LhMOXnHYyP1X8A6t/F8sBQjmgs4/Tz6y8+07wsG29yXPPzx0Abt66hWefeQb/2Zd/Oao3x2J/Cahivp8GA3uqsCyLPm8VO2btGZKk6TaIBhAzEQoqBC2R4qwBgFSsQo/6rK5M4CQ/EQNSYW6dufcSZLLYe4iRxKxjbgRUEFpR95Zt8z2ApTW7vticMRNqFYv/JKxrz+b260UpGvQQ1z0hKytTQNBa5lQI0iQOP4p2NuZiI2aBkG6vHn763KbPFYKyFPzkz17Ef/d/+PD+/rzf7G76kN7fPWj35qinTZs2bdq0adPuhlHpT/+/1dc96gxOm3av2LlXbuDZ529CTC/bwYfI8FMUEWWp0HqrJbKmHc0rFViWqpmExSUcgbJ4BkuXMEvJBwEI6cO49Af64iBIriGNFNHuX1ntPrBmN4KxEEctMqc+FfxZQOS1bVUuWDNUVDquCkemikf/k2h2da/px1rjjw08zJkTa67716xmtJLQAExWcWckmWUVUNE6v0erZl4AOLp5G08/8zR2RmjrnPVJc8DuRPNMFDdxAC19mcnKTeZIBxF9+byzMGbaiEl172W/SJcuDLBxBDXFa3Izh7y1+LI+LknEt2eHDHWuO4aI9H7IdpG+LojkTelzM6zT2rFn3PtROGaJQzYv/y4yVsRAx+10juBeB7rzfNtYIHv4Laci1zGfA4kq458YY1+vn3cvv3wOly9dQrMs/rbTmtMQBcpgwQptNcDbl9/tFFBsWvtSAJP2br5zVabRs2YcbDeVgZAjtTGRCCqz1RYEIgNGWINQpMFy6oIIAAFL2aESoxqJkCUcjf7vmTSyIRjsmjLUEy1iAQJO8seVMEiOGnWjE+lRNYO6WK1AzWLRHeuECOCuDKWMP7+ImZz3owv+4rd9GtMwfchp0+4x+6c/dQGPPrwMpIxe21wQN1378l2QjEQjDBLfhQCqZDK2pkxhDLQmIo4EdNSlThnUgwS4X+tTNnUxUjrL7fpvMFKr9+/ZlYxa9MaqbRkuFwzvpgiImpHX3MlnWGAk+r0vfEzPFGWtmUzMgKwWNGmy37yC2OWxnZQWCGu5GHFVk3XFC8+dwbVrb3RHyf0gAE4Cdz8qOVQDqWzvmLsvsXF+wo8fyGUJ0jf7aDEG8RYCgQd0JgWeNK7GKl8twmMWNHP3y3JG9Um23b7NnIRf6ZnV3H/raeYnzdEJxujZzJD9Mdu2NOZR1tu3nX3+OGZoO3ejn58d3/x+f191nzg7jclZ9HGan+v7YFBq4r6Omzdv4tlnnkE7PtZnnnXVY9EzpL3kkWh2NHiNZy6IRDklP969lIsmMNvzGTzz2c4bsSxoYYt1YSWiQxHHJLuJLVBZ7HPPru71pt33y+d5P/8rpXgaf+4M3y+XFtA111AT82uMK0Ygrj0lt1lKlL4KZQlKoQrJR/Rt6/WsPVvax0R44FTFz/7c5bc5Ee4ju5s+5D3sR86M6WnTpk2bNm3atGnTpr3j7Vu+67N4/LHDeIgO4NCeiUUkavMBiIfgYpmAgEV/B/CnZE2tCDAyZ0NnMFGX7XJlVGCgHwawr5B0IgsCWK3ZXieMUeFZsFp/FlD8psSwdwZqaPamZ0Q7kSUJ9HAgRwk0l+lm0HpsBJyBPE0BwaijB3Ry2mr0yqokHK8rmBuwcoBpvHbZb24Nx7eO8OyzKt/dsaARCJPhH4qxZPOMgA71dZDJQeLAsBys3GdRA6AauFP7R5qxfR69L+n37Zgk9SLRAuRNN4StNw+SN5btc5JrvQW46oi4aDZyR22ggKHPywm4on9F6bj3aemTQwGqaltrbH3HwdYAKRKdpT01bKtmC+s5k0n/kP2DA4MGqKfePEsisrCHSbVJDIYAkRWfszJeevkc6rLgife+B3VZwLWYDCNDagF2K1AqeLeLjHYpLt1f9NivDNh7iAB1AZmyAlhAuyPIcgooFTCAnYUta7qARDSDRAAS1oyQOF4YBYRFdlhpAUzgW6RLLK7MQSCsZbGMawGTAEydBCDAa0L79gtpBgwb0OsENcQDaXrWVAYhS7FjiAilCFqzZPF0TdNMmX5wlVrB684OR8uaMZRTiHB4WPHZZ2/sH5jTpk2b9g62a9d3+JVfvYbTjx7qPcaiEMuGOFFiphoRZCoSTsh4bdWIFOpOYhDZ5FnPnaQGYO9pWIw2nwHPILV7S7gPXQZ4771L/KLfVnuJCP9O4l7kBFmvg2uS4GCAgGIkdGGvmcu9vjQ3JeVgJTB4NWUfu6+2ZuSel47RMhpaUmO1UhuaMf3S2Rfw+rU3+g4aAgq3zmImNWnzW/KrnHDeNAt/xv3fRHSGMk8mNr1F+i5kuzc+Iswn922Qrb+bN4tlO/q8GSd8KWMDyj5fql0eNvZO23kcu4L7irqq7ouSOS/7y/dt54YeTAGEKtA4JM2odVJT940919AJCjwCgCzLmjSL15Wxxn7tWPBIYkr7JPxdW6ASbty8iefPnMGXftnvQDkEsOqZhupOmj/E2apa03RkCIiqLwBUAE2vGWxZzHAlLIEmX1OBEKGC0Uj9Q6KCYkEARAwRPVspnhl1/YUAr1yUAxy9jY/U918h8+eKjit8fqQgFOuk2DOrPhLZuq3/8AX9sOX8/Nnb6PRq2QIRzcpmW4mWM6gQmG9u/jLcjyxFnyNJ8NIrt3H25Zv42EcexrRp9yadPm3atGnTpk2bdjdsRAd+669p06b9ttm583dwcFA66FctQwW9lrSDfCo97PVTKR6q3fS9AgMiFIBMJvIKWZ3pHKUe77WdR7XXotmQFYKlOgmt4AACJ1EoQeBAhRN3HTisWE1aUYIAI5PlVXDQQAxJRHTTzE7iBqzHJtlNHSDybACCZglwA46PIOsK3qmEuGsCa907hks2OynddqtS4o2xHmk9wKOj45jPIaMX9nabIXsCSBeAIlKWsL28JnMnnjvw58uxvaJrXw316emDQs8OsYa+jv7ybJFOYlMaq64+0egJLCMxUCepXcLnUTzTRXqmSs4AF7KMGMPVEtG4mcU0b9ttA7ixZYenbfL1+7YrGz7sDytdHnO43a+Rud58H0tf1veTyQx6pnjMt4NuYiBV3ogEDuePnrWTD5YXzr6IN9+4hmbZ0ny8ot0+1rrnIpYFIx2Y9G1eG7A2YF1Nrt4PDF83dwKeG9COI8u6sGVSs2bI+LGqWdOeIcZR413P4VRD3s9t8nnz81/3g16BNJtbiQxgKZp5U/yaEnUJBU4WO8FQjPzo8Th2QCZ02MkPvybkOID4jbSGtHdBTup71kv1666u6PHTh/jJT17AfW/Th5w27Z6xf/RPXsZDDy5xU9drs18MYdc+z55GBOS4u+hZ1XYhNlJuzLKOK/3G53QGz091l911Alt/00zFUrRPrx07kMyRSQl4vVkNlLR+jTQi6rVtNSvTMjHh9aM5yKuu3mEEq6wgWZWUBtsyjKzcExnRsLIyApVDdtUer+nbVsi6U1Jaupz3hZdfxmuXr4TD8ZZXvyC5T3B6nIBOpPPgwLD6LB5UKZH9a1m+bKxaQ8rStj/ul6ZM5U568+BPhToO9/Hs8cWC0Z/d+mf2eSt73mtkW3Zykv4RpP7kpOVPXsdQw/qEcULG7Rm21dblTud2foasZdi8NmwytG0/cN8v7hv3YyEdFzHO9IAQ+9id3+zwd6NCcVxcu3YNL549q6Szz1FrkN3OpOeb/m0NWHfqG7KfE7p+sprScS6A4zwhrPbbGnL4PYjEM6H7+ef1qF0AHH6uFj3PifS8LsVEv5DdhRycok+zpapmT0nPw0BWxKG47sRMb56L+0/9Ilm8na/Mr45U7LqIfh20ZWkbGUOD/gQee+QAf//HX9rbX/ed3W0f8h71IycxPW3atGnTpk2bNm3atHe0feJnzuOx0weIOn72t9RqWc/VMgrZsl+MEIQ9bEOzo5WvcgBA2zgAoCCJrs+Bw1oIBwthWcgAwk4kO2g4AI3xkK7SiXWo+Scm6asy3h1DsfEYKkPiGSct6klDuJNgLpnYVhS2tkbE6fIJFLR6flRIM1VE9rJSZDVymkWJahHwnWO0ox14bfpda+Bdw3q0w5nnnsPNW7c7CJe3Yg83SqSoCJgToJfSNAe8Mf9Fz5geM3MVaKIMgvkyBoAF4JXAw0yWbjO8fb1KqncQMohfe68kayebc58YXp7BrtsxEPWp6wDV0NfrWckDqQ3E+nIfwzoxArzefxD7vt4ENlrHCMltf4WUJfpcurShEc09ezqBW/5bAhIdXGXhcZsCyKS+Lh83UWwWM0Ma48yZ53H75k2sRztg1ewuaUpSMzN4t7Pj1efTtouQaqxvgEyTboRlUhOPgCixy3t7cIi1M5lSr8kJB+ehxLJvjR/rtTCW0uAyjU5SVOoyqx7QUop4znW/ttiYgogg4OCAlMiuTnTo9S5ntYsY8eF8CjmZbQQM9XZUSxynpRZ9lWrrNDKmFDzyyIK/9cNnMG3atGn3iv3PP3NJy7hAfUcAkS0Z5Ir5izQQOIjsavL2pZPK3r7E504GRYkED2YsoxrPKPO9JZ+6vLf7l4USYV3Qy0CkFywwqpIGOBW7t1T0e0wPeHICW8u+FGhNaa9PG0FXgiDc3GcgEVCzrGiwBUk6Ma33TrQW91Y0zZS+fPEizl+82P0v9wP8XpSJx7iVnuCrNY57fJCcw9LZh3N/xz4z9hzWIHhtXEFGy3g/DZ+JO+ndg/0GJyt+YyubE3LfieQdP2fC29eXfCYLYOTWfSjfJjFFnL2+fB3bz07MbuXAN/MGkZAPt5WMrvNAdI+vwakcfMyNz5z2XN/l7neKkcj9GW08EMbDIwd1bgM8r1y9ggsvv6yBEk7iNwZWf+4SO7YtyMJlu7nZuWDni8t+x7lh57c9l5R0PgGdoC7u05FLf9v5WUzKGxpUEtnS6NcEP+9r6YS1Xx/02kHxDLqV9s6cZSnZX/Tv+vUq1md+X/cZx+uf+4Nu8Wzu73Nwo0lMl2rBPZXwb3/lDRzvhgjmafepTSnvadOmTZs2bdr9a3QX67Hco3Vdpk27F+xv/t0X8N4nH4gHdaOy1MgfxkuXSiwAGRFda9H3sIdie7iu1QHBYu2MgPaHc3tib6wggEq8GYBQ9SFdAHhNMIhgqQZOUK85rYCBktRBWBGByAALafrgn9CVADbEZBTFsqShNcwCHNGUkD4bUXvaSWglp6Oemn0nXo/X6601hqyWnbHrNaMVPAJkFfDKePmll/Dmmzf2gR8HZ5ABK/+uE8p7mcAiA+Y4vBeT8AuQkPf2fe+qr0OJ903UeOpzs+DQxr91rnQgk10Ge7O8FHRgjLyfLsXttcDztIBg2cP6QdDfOyEauojiWTjWt0k4DzXe0jT40BzkjvHauBx8j4XJ/snbl3/KQ4m+7DgtRaUWi5PRfszb/vCYCbKtFIq58Q5jH1Mip/1ASsSAAGit4bkzZ/AVX/EVqEsFNwZRAy0VcCCXRY9vAzGFGeXgAICA1hVYFghaTJJLRhLpgMXHk4l+aRBRgpaloAiDReW7hcWuDSZhiGLbqJnVjIJCYhnJhEpKYDMJBAuEKa4VTY8aLAXYsV3HgigWoAlaAUpTWW3HUSFkipa2jloA9OCX1vzIEs2kYUapAAogVEFoqFLQVgYRoS5VAdtSwMRxzJATMkxoXHD7TsODD9TtUXj/2PQhp027J+zTv3YNhwfFSJyevefqOChF60QbyyNwcqX7gi7hTSX5jvBgxRIBk5FsOBBB6nP2u3IiraF+ZC09UEhJLL1ua+1ZDIQ0ovZslug2SW5rnxwA1wcyAtqzpyW+K8Kq1iOCKvZ9BFwlxR4LxMqKIRCT9XayLzKjuZPSlgF8/fXX8dJLL41+XURH+XATKTowjmmHnujLyfjHfaYtkypIAZr9e3U73FcCOmFOvcON/5odu4i1pN5W3KnduqWSN88+UOlupPT+t1Lj4qSlQGWykz+nPlcvA9Pntx9r4zhEnw/gfpu9bFwhWx9zFZ6g+Wp9bojtcwoyyEGz4aAmeXufX0rT2gcqfZmhLzqhXf+THg7718xKoorg/MWLODx1Cu/54AdBtGg7XiGcZMGbZkALEYAFVEmfp7SeDQSE4uNnAYitRjOhiqCJmCcoKNTAqCgQK9vEIaJPqCCM01UhEKLwmeHlovQQQZFeWodYVXZWVlltSfunWra4x0zUQiaOpXOo0t1dLQuguM4wk/q1jC7JXQoKC7jYbiyE1vQ5TZfB4MuXWlQPKO0/ErHnhoZHHznAv/6F1/C1//UHcN/a3fQhvb970O7NUU+bNm3atGnTpt0N+41I4vynvKZNm3bX7eio4fCwoiwVpdYOFAZgaC8i1FJBQpE17QAj0EnpUskAyH7q1tpBQgDDewIAk9iFZazkeq4EGaLXS3FZROuLHKQRAxEZFVprWjNYgJy1Ung1wNCWZyWjNXNTo/aLSXdTs2pkng1tJKiCWEnazrM61lVljQHwbgex5VTi2Ag9Qcgzr0fHkN2Ktlvx2qVLuHz5Smx7z4g4ASMcALtOWKZvEviX2mQ5wER0ZjAwQ2T+N0tvAy6KJyBJ12UHCoeMccNMY8pStnLK6BUZ28c6fK6kz4dnIXfJQ4p22PQjRtT2+ZL+G05YN2CZPml9LGme+m5nlr2SjQ52DvvOQcbNPttM+/anTbttRnZvLUCAjn3fadtB6jTv65ivcQ5EgOPjHc6cOYPd0Q6yNrTjndVQt/Y7letmZj2+mSG7HTzrBrudguXc+ggj8yW9TM4bvCqRyyoJHoEhdi5K2qmFNYtGr0hsWSd+rlvlab8WGAkdGW/USwMoaOhZbRmUJFSrcXpSxourQCgR0ksbxHWv2rJLIvz9IDGypSYJSLFxRVYM2bW1Fjz+2Ck89fOvvc1RcR/Y9CGnTbsn7Cd/5iIeefhAr6PVr2dWW7r0jL7BxCW5XcIb7mpq5nJ1mW8CVbhDaDWqvYas+4Wb63EuEZPIb4/Zcr4iXuRXZA5S2bOfbTG7fisJPWRjEpRhIpf17tLBgKCaFHFkinoGtHjApAdAtp5VK6sS0S6LvPpv7nfqPdLrSsu6w53rb+L5M8/v+3XZ9xDpQXsbvzF8vSRH7b+ovxSbNCxPQwe+XvcSk6/FnFyxlMHrMtnZxwmnMfmV5vNFWRj3t7J7YT4mDyVkPOtbs6q5bSW4x0xqbLOss68aWdUuBS7DerhxbxNj6rutl7OxDPSW/aK83b5taSzmvArS73nc/kqZxuP+kXGOw5fsX+T9v+eT2jiHkjGCJNPet+XFsy/izddfh+z0mUhLvuz6imFRf01rqkfJpLamzGlV0wE8m1pXTBFUbJLdJusNl9MnBhHbue9/dVnPqK7Fz1sdeyh0pWtA+IbDdWIMSunXF8S1K19/XLHBjaiXy4IRznHNKz0jO9qDkn/Ynyd6Ax24P4/rV0pcnzos+Bf/6tXtXry/7G77kPeoHzmJ6WnTpk2bNm3atGnTpr1j7Wd+7lU8cFg7MORAoZHHYmmtpWot1HpAyPKIgIKIIMLhqQUPPLAk4lmzWPylgMAos+hAIQCrB+aAjsrzVgMDvJSZEm7WOzEKtSCaFdCEAYTSwQMY4CBOSAsgDVXYFlB5uAATpUU7l/3GajXSPG1jbZYRbQS0SwkaYSeeySKiYFXTLNOxHp1gbSuuX3sDL587F+Dfnmw1MICEmuTgoJ725zLOAQZuwSOk9/n7EwAoycs0VrLWgbaYPwQBmonYGGrgihL1nQ1ZQdQejHJ+GURLxLn371LcW0BNqMuXJ2CyyzByau/goAx99TGPX0gG3JK0Ywb2kMDHwXK9Rl9n3o2+7SzDb4MNpDIMb+TIMh/I8hhSAjgzOZ6PnfjjMu7bDRDcunULL559AW3XDOTtx7GCqXacky7vxzwbUAsnqddV993aFQaorcB6rAAk23lGRYHGQj2TTBxIBEhWwIFCsYKKMWklzvUIZCEnDKzWfEoX8l3qy2j2W7NdZmP3a5uIKTzoNaQQsFiQTa2IDD2xa9LhYcVDDx0CIJRa9FQ16UUlWirKUlAXBRPjuIYSKx5gIyw4PCD85CcvnnBgTJs2bdo7x27eWvGLv3wVgJI0QVh6BrTXlKae8Uz9gp38NA+K9J7zPZDim9zEiSFsPkcWNlHIgGPwE6m3T2sa/ciefBr3E0i6NUu8Stx3KNoTsZHSQNTCFSPWvIa0NBReUTmVkYnsaPU3ia3utGdVt2Zk9GoS0Yx2dIwzZ55DY8+gljw8G+5JzkrfFEq/D5LX2z7cB0qUaEwHb/rf+j5ONJ9AoLp/xtnnNZ9Okq8Ufm74OBLbHCVgTsjYHvZZsMXcZaxDbhvdP2s+zv4Sbm/RL+AkepY/D+8sjTv7aBwy3uZnSd423zfQcWYCOW/iMBwaXKQIbEz7LR8HnRfP68y1n0+w7bGUjzXW9T3//Bkc374Vkt7hCzavod4s2ND3n9WgZi/fIigiKEZOF7HnMS/vAj+vpNdrd6KZXIZfB9WJ5vyew1fM5/2gymCvauevn9/RPsjkdL3Zux7lZ1ZrS67elIlO63lzTYuf4NfIzbWUavQN0mcsX8eZszfx8iu33mInTrtfbEp5T5s2bdq0adPuX/NCO3err2nTpt11+3//7efxhV/4EDyLr1aTVYsH5IKDBw4tk5CQQ7o1cxpgESwAjo9XiCxYFn84lyCkAUEpmh9SCFiWnu3sIKGgc0hL1eUzcS1CoGKgJ6wWmAOOZLKHCSh0K+hZ0vryKHsAbYcilt3JYjVuDaQzoIQ8Ut/Je6+Ntq4jMNYss8FIaBCBd5bxYqPmdUW7c2zAnOD41h08/8ILSv7pRva58I8Z+ctYUCyTfgcG8lKzPD2zWIGnLP994vrQl3egA/H7ScBjGkfeDAOgO2E69gd0Ij5nTPW+LXvesG7yVQygY8qp5d7I8bcR3pG4l2RZ7MCABCrd6KAhAZbzNWYFDRMyTkdGuUMufbO++K1EyEQc945TkQOTGWQXgpSeqd63nEIS0MnNkHX3HevbF8D6ZmYaBxovIrh69Q08+OAFfPBDHwIVwtoYy6lDSEXUXedVxbGpFsi6xjUEUgI8dXlvtDUQOldnR1OZfDqws5NXAAtQCioJhHdgOkRhQCpDLOuuGnKskuG6E4gANk10EYrMGEDQRGe5EExK3EBFARr0+lOrndY2UX5cFAiowsTJSVUlvY5o9cNayZd1ZRwf7xDcjOjxI6VAmkpRFpOkdVWJ3Z0jbV8IS61YWVBqgTDjlYt3cOHSbXzoAw/ivrTpQ06b9o63p37+NTz80IGzv8j3lrjXbH4iwJQpXP4bkelXemSQ3i/8d3RFni737bVWccKL+nJ6Md8QUOh+Ysqc9Nt6zeViqJPLcIIrCCdT5lH2MMiwkjMvIYA0zfDkXkamtGYkW6qt29YenGXqIaF206w2r5N83CC7HV54/gzu3LkT9909k5F0HHy2aCLxN1wbQWorQ1vJ32W/yIlQ9zd8ddE/p/fJp01kK/sYNkFz/ieUd7DZpqH5ngOo/bN0pjCNW1flPgSirnF8739E9Fja9L03T+Fv2LOU2GcAVmQ8+tUATnfXRKWmsy/pxxqz/UY2D9mlNn9xcPgoxqxj4f67pHnITnAeEyUZcO/H29s+8mWHEFcWrLsVZ557Dl/+FV+BenjKtrsA0OcmOjhABCxCfSASBtoOoEMIvP500bItlVB8/QVgWUFY7NmPTMIbURIGpIGNw3ZKvwaoIk8uOyDqy9kw3W/sTrlfpwDqrmfvj7ovWizguTXY9cmCJEFaugoCF+QqBHC6RBYQmMwHLRrUq/4ig4WG5xzE2PUg6f699v3o6UP8s39xAX/hG74U96XdTR/S+7sH7d4c9bRp06ZNmzZt2rRp0971duX1Izz0ULXn2zFbRR+KCcui2dTNZZglWkc/gT0StO3KaI3xwAM1kWCUHt4dQ6JYjxPUVAjLgYIESwUyu+g1/ow+g4N5BZZZGfiBAQTgTkqLqCwcrx34azslqAUKFHID8WqE9Rp1YIVICWsjk9GspjT0PVqLDGlpXqvZQEQoEMe7Fa01rEc7iDCkCdYjlU1uq8sed6xhi3kB1MG4IQtFbFvtc67bHNkbqbe8XCKlfZ/EvjFiLUjanJFtDULyEd7O3/aM8MiOFsc4PQtHQSGx3cg5U8WAR8884aY1uJtnXSBLFyItJzHm/vPwocsttr4Nvu4AB1O20d6YHeCVzTj995zMKz1rxkHWLkHu45bIKHccGsPwpb+o74/9HaV/PEHYgeHtvsnTlg6TgUz3v+fPn8eNN9/EerSG9Px6+whtTZnRDpbnefIa1Ltj3Vd2jowHGAPLgX62c62wgfKtB3MQ70BgVNYM6wIBmFGFDfj3CaMgDlxhIaRWbTv9uuF4r4N4pQiWIihVyRFXgChV/2ZcGvBrmB67BwcFpQDrqscVDQ1jhoNngR/PrWk29rJ0MJlUttFzch599AD/00+cx7Rp06a9U+1f/+JlHB72cgREAGpBoRL+XkkEcikFtFQUcjlul+0mqyM79l+qyd9u0PVOCCEWytmJ8dnlcu1zdaUe+8LvB0uVILJz36quwcG7eyZmMfK5ugSKBTsOssFGcKrssPqQUUMa7ruJZZGalLE6RNZWjITedZ/U/SD7e+H8K7h27do4Ofk+PxDRm5t/NNl+n3xM+L1dCeNQ53E/KJVo6f6h9dkkqdrk3zaui5PSIqnkTNfoFste5qZ/ZfN77jNLaYdvyLDsZ/fVXK569OvCz5U+ZvZ2vpw9B2h/SOVfxnV3Mr5vT5f8tu1ImdJ9e2Cfs6+HruIei9j4mEO9R3/rGd2RPR596v5j25+DZLe7mPlYOOl4yT5p3pEnNL116xZeevEl3TaTP48M9Lbace2+oZ9D0p/R2AI3/DyCy+GLKl5FQAeGYGQ1/a1CfcWo+R6S3/5M6RnW6NcFAIsHQdvFwH+vRJ2fpJPkuv2s0QY5WMZ/UYlu2LWv9GCIPAbSIJxiK3ZZ72LXUcCCdAjqN3rweB8EagF+5X/ZXBum3Xc2ielp06ZNmzZt2n1rQnRXX9OmTbu79s//xUWcPn0YdU2peuZJARVgWVQAyoE6gIK4IZO0LbWgLMUe8gtKVanaZSkWLW6Zh/ZkVF32zAFBO7VrAv08YRvSiewSZJOSS7U4wRSUbAcFqQN+BVDZOFbp7ioGRDgwKE2lgnlFbCx7jVwBdjvLorY6f0miW5rL+9kIjKTTF6Md78C7HXht4Mbg450CXk3Qjle89NKLuHXrzj72IzLgPY5EeY3bkwCgAUtycDD2GoblttLbmbvN4GCWSlR8lAeAy5ft2KAEvjRmpGBvXQ7g5cB/NhCQ83pzH6lWXwB1JrkYO28AN3ubDlr2/nQTFBFikdiVw7RHTcH+Q884QcfjNv3m9ltZ7aFmIfq2xoZlcjvtr+0+i/HvT+/wbQQSBPLlHWyOm82BKCJ4/vnnse52AYRzE8iuoR1r7cB2dNylvZl7gIZv77qzwYgFcWiWFzGDdsch3WhHj57DIhYk0mJOSFQqtUozYFK7jaw0qyXoZIEdhBAxhYZQWhAUe18yYVHIrk2I60jPPepBOxlkLIViHywm0a1ZgC73Xew6WYJ8AWwXmHpEtbZ+kY1sQLuO/qtP3b91pqcPOW3aO9uuvn6MMy/cHP058vIuGF9wf7DE/Ymc8PFG9l6/pygL475eJrvHYKGuBLL9OV+7i9WKjcoJG9IofMjwL03CF0ZeBVml0t4lEVtwoguiKjwm1a0E22pBkC5DbAFrw2+2jJGVZOQdRSkMl5LuZTKuX72K8xes5EMifsPSPZ3yd+HkdP9A3/u9GOYabUlKCZnr7CwRNoGKHnCH3m8PaMzLWvAe9+UFDDZfg5Msdh/nxnGJAMi0Hb5OI2yzPLawBjryqn76UBeaZf+7plLfvDZdrm1Ia/cTpW9v+NBGhu/tDxm3i60EDTNDwEFi+7z05RBkdibSnSwPv9f6JndQOf2NIM5xLD5vwCYoIK17OLbyPVWw38aWu3L1Ci5fvDgct/l41lrqSSWA9bwprPLdSlarVDeZL0iiQYmFVxSTBYeY5D04AphDGYEElVzqW4KILttBp+DnuGbEed2vHyEcli5bPhtBJNM4Rd5Cg3RSZnsQ0EDuKXmf0V6vT5mcHi2eran38sb1HZ458+Z+4/vA7rYPea/6kZOYnjZt2rRp06bdv6ZhnHfpdW86g9OmvZPtEz9zCXVRYk5roTpKBxBV/RzZJUohOuAYD82lP2gHiGjnqxhAQv3528gX67ZY9HmWUfSHeQM1SsqQdhKqFAGcwLasSQUOGIQVFS2i5Emajdd+JwCkOS4kpIp62p21yTmPCnjQuvYof7ZsaRYl2YyUg9eRTtksncB2VhRAEzRmXL18BVeuXN0QlgwnpW31cMLuJMukMYBO2jJ10JE1Q2ILVjohLKmvgKbEoMmEscUykbWd8E3PMh6yM9ABMt8GX4Z7tga3lNkyLAdEQkReIXK7DeCX1438dwRCB5DPgcU0XwGYbsbqx3Nk2dgKKI97kzGTVxnAbN5/27GChv09YIGS53FcVjbfaeb1hsxGB886Gd7HTb6OeAG73Q7PP38GvNPMcqK+HdwUxObGkFXPATQHF01+tDFkZ5L3bIEdXredm8lEWmYZyAdu56xnlgFcXNlBTIa/g5AVDQsaClYDFmEynGzXE47rRyk9Uw3oNUT9+C4QdTlAncCwa9ZSYcEhiHloDQN5UmwBsuCdcF384kfetstgUqkDOR0ytTpC/LtfuYr70qYPOW3aO9r+P//sHB5++CBY3ijnkP6Nv6VnRbtSDlEvd2FSHwi3M2q3ms/pgURxbbTFXPZWL+Q9cKh2msdfEr6lS2y7xC56p0ZYdX9UIguazFnMyj1kgVD9vsIWICVam1YaFrgyj92LmFHWY80M9RIxbPctj6azbNLuF2rgI4yo3t2+jbMvvBDOy5aUdp8u/x2dy/xC3ANP/PkkF1QEYv6wk6iR7QwkkjatYkPSihO4aVzdH7S+wvfmYS7Ut2ZrxqNfJt1PYgsUzeSzj8uznj172TOzw5dLv8cccPLzGoNb07rYvs40DkFvl8ediVlJzwqR+Zz2YRDvmUBOvm6U5sn+XijxGMntzyy+P/J+PunvZj+fdKz0/ey7Kw88fRbByy+9jDtvXu/kdBDU6M9SOyuRJC7/rucCMYNaA607fQ/RAGMxVYLN+eaZ0X4uUpybfi7bAP08LqqsU4tgSc+q/Uq22f54NrU2/lxbUy1762erJO2Ed/bzdH0W9F3SxS2XEigw+fikKpF8mr2rbqp/8MjDB/iRf/zyCTv2PrC76kPeu37kJKanTZs2bdq0adOmTZv2jrNzF25j52ALEcBe81alE7O8NgB0choJBIRKiNkDcAYmhiwUJ2osO6Y/MxPIwUMHC8wOKlBrr+mnjSw7BT3ynYhRitYDJBJUOFjYJXt75qWtwUANSINAJb6JVwMBW8hF07rzBXR5z5ZuDbKuCehhMLcOIlk2BgCsBixya/DaYMe3buPFl17sdaXdTgKMgF5TOJPYntmyByx1AGXIdPDlbOeITekASFk2xUCEb8Gm9FUAbpGlkQAy/08kgDzPfuEADW37UtshM9jHlMeQpA/1oEtzRgpQDuiqxA/7mSssXjw4QL+eyZwnzn53ye3Ixh62NLVFgIku7R7DEcOb9ua1g7SdjE8vIOoj5/NMQdYEigoCeHVyWo8FHpYdJKd9LwzHUH/75ps3cPHCeXBkQ+s+Z5f0bs0A4DX9RawT3IC1jQBsALGrjtFlSsXOx7brA4j9LUnOUccwBJEAKNB6hVRdxlsCLIRnwoDj2lDIJLwdsHRSw5YLmUbp1z2inhXtoCMZ0Bjza9dOXQdhwBuDxNEPuo4CgmXBUAnQ95GHF/zUU69i2rRp095p9v/9xctYlmI+nCtL7LM7GrjYl6N8sdVvTGXCroeRdah91NJ9SO/b+/BsQ78uE3xdnYQqxYgjXZX10e9zHgAZmZSJdKL0XhfvksCAElqRUW2Zz57Zqdb/lgjI8uxPy6J2yWK/ia+rFrk1ck64AUbMQRiy7nD27AvYrab0k/0JX+f2XpuIwvibXuHFDH7HxgmJbFvs9adfuZ/UBnJ08L+iTV9vrCPe7o9bBANJHJLeiXTmxpHV7K/Br2M2EtqJ4v57+HQi3ceLZa19rGvTb1pfZFX7mLytkdxdjvyEbc1T7r6b/01Bk3m5HBTQs8Sl76LusPd+3TXODwDuH8Ywut81BDVsj5/s1w0OOeAlWVgYz7/wAmS3dnnudYW0NR0rbM9clkkt6fzIagO8ArLukcYUPqLVb7cAk1rG83X0BRNZbH9UWdszpGX/euHXByedJfVlQY21Zn+xX8v8GbsriTmd7N8D1eS7a9IWj1aJGNXs7dIvTqX7lP0/9Us//avXh+eGafeXLZ/vAUybNm3atGnTpn3ezCMM71Zf06ZNu2v2sz/3Gh595MBIEQItFV1m0R6ojXQmk0+kWvpDumWxlAgi1n5q7Q/cAeqZLG6xiG8BUGDSuaKndy1iD+UuWa0Qgsp2MxYjjiq1ABq8hl9PWfWRdbBFAQmKWn1k4GAx9i9Ia0IAIS4trKRaktEzgkrBmFTHzQnp42PNInVZYwAwGW8H6HZ3dnjhhbNgVnKME8gjhD1cZ88CsMqfvYu8MMW4QwIcSGBpxpcSGDX87nLIo+S2sO1z9knpHfo2BLXr76PbBID5EA3co7K5zmegbm8O+hv/aPAP8upou/De/IqS02XcDgBaW5w6Te+ZVcJKpRPFoWPt46CNcQAEaRKBHnkYZOAhUSfYxUlURq8X5+vP+ybG1AnlHNyhSgU9uzcv6FukCgk24BNMRCIw5fyFi3js9GOgWrDgAK00zfBYKqQAlZudkTtQfUAPEhRboUDaCrLSAHoAVZA0SCOgikqncgNqjX0grSnYJiqNKixgKgAqpCjZ27yv2ArdZ8UwWCKrP1gAYmAnwFL02GYQRIrtQ1vOdioXqPKAzzFpUEIx9qKlIIctYd2aGHGiQT68NrsQ2ryXoiBrUcUG5k66CHS7pBSgMUolPHf2xon7511v04ecNu0da69evoPbdxinTiGIEb/uuX9IVFA08mdY1u+fhBLL6DW4oMSy2k2tiA9OEntw47KU4drrGYdEXVo8c+Wewejy4UTSM6Ph7/3+KPHyUYNkE1xpZBi5rwmooI+XiuFOmHlb62qYDfc9vdyFs7BG2Mnawu+Uxrh04TyuX78+kITOm21dRP/9pM9OrA7lSex399uCOD5hzPvdJ5946K8PLJOluZ24X+iqKdv+Ja2TleyMbOGhn7RukqFN52h9mzbz4vdhOfk3/yPNfAvK6+8+HhFFgCCR+oAM1rrq5G6iazSliSLos0ME89p37r9DjyAicWex/26+dygAbPw6XadEL/AuxMdi80nROLZt+Coc35P+9uXCtWR9YLh9+zZeeelFfOEXf7F+V0mPdxCo6vEuTKoUsJA6bOJ+UxwgiZw1hSt7TgHpe6Jqc8B63xd/BgXMu8QqNhdE+gwa+839Rd1nsOdUEaA1CkLaxILiuuNzBPephVCK+KZjWQrWlWMZ+P4nrW2/+vLkm1J0fxSx00H73XvGg6DUCkFDaxTzI/qwDNh3B4eEX/3sdfyv//PHcF/Z3fQhvb970O7NUU+bNm3atGnTpk2bNu1dbT//i5dxcFCwnDpAPVgChBnq9xGMLCQjjfU3J50PDqpJeysguCw5QtyNINKzW1wNqz8vStTwcnKaAJVXA1CJsSSJb5GU2Qkn3yglwwYCBpeFc1k9cnCDVU641yrrMsYKDO5A66rycU5Ur8cqP7ezmrqt6ZoMNPRMBQcdhQW8W2M4wg2tNVy6cAE3b96MkZKDOujDjswDy9yQ9De37W9H0JBtLNpVykIOMLC3lciS7uBXBv88G5pTljBg2R+27sh2TqBk1H82oLBnROft7IMhUJeCjOyPlIls/bII9v6zbeOUnRLZJNgf59YUA07rDoA0jTfLc8f2YMgEHzG/MYs6y0jGXHq/zKmtgm3b7PEUO5AG3edFAsx1gD+dg/m4kr59ns3eD9LUra83jhPNeGlHK0Raz4QxRQAHz5hFzxOT9e4ZTaznzrpaNthqYxXNjl4bwCpr6mNwScaeJYOQciTblhLnuwKRBAUD2UFb7wOAhIyjKjIcmI5/1KsnDYzx4BivH1qdyLBGeWoVmOyfPevPQeVlIaDa8Q1CXQqqLUAOcnm/xngI9Lp76sEHUJcFN28xnn7u/qwROG3atHem/czPvYZHQ8Y715XOmXvoJHMiyswbVOKQMqGM4PdGLxLhW/Vsw7J3Lda/nUAcSs3YNdYXKaX7nj50QIZ1O/nca9Zmslp91D4EKx8DgGBZny4l3JplRbvP6b9L/675fdHki1P5GJeyhgB33ryO8+fOJ39O0h0wEXj641vuv6yeEj6kiBLh2X/K/mm4pt1fcd8xxhH1jH1Q7kvlbF4tMZNcNeu4yzvLsD7udaLNzws/JktzJz8r2jZGaw0tZVKLZy1zWq1lY/PK8Zv/DkEs4xnRbdV+h6zsLBfuw0r+IXOfA3a/rbv7SRGIU1a2u23Jj2Zftvus4DQHeZ8kPzv81MEP7/tZbP+HnwgZzsOwwb/04wjRh3u/8bKNuPTqq3jz9avw8kcQ0eOcGcTS60w3U83xzGlf7XC+aGkYAsec+XlZ4xyNS1IKNGFT2MrfpW3w9cR1az97Ol9X9Hm1X1fSZRD+7BzB2pZR7c8KQfhTv67F9JKr7dh1Mo0vB0mQj56AuCCRBn/7Rj3y4AGe+oXXTtqT0+4Dm8T0tGnTpk2bNu2+NbGozbv1mjZt2t2xn/m5V3HtDqEsi4Isa1OyJDJOugwYyAlkgxKdYK6Ih2F/6AYUH/AH8pw17RhIf2C352h7iK4FOFw0yJsM3AM0g6WTkwqTFAMUSlEp70oNB8QoaPEiaSGrWIVRDeCovEOFA4RrAHEKjKwBcAQq5uBgY+fu4BsqxzuVpgMsM3o1uW4DjtaGtrYAjm5dv4FXzp838jSRg9nkhL8OBKb1uxy2t8mwyiD9nYhvljSTIl0KMYGPQfJmCWpswMsk9z1IQovKFMLxm0wsb7bHBqR/sjQiRkxzwNF83av0VzMwMWoE6hi8drWsBjR6W+nzIDYnzAlE832SQc+Yx+2uGkG+ASTdmrXJcqRBnQYQuyGjPWggAcN5H3q3mjVCw3edYO7HSqb5MzjWUS0ZtzEBmyLA7dt3cOGVV9BMwltEgy9kdZAdGrCxrpDWwOsKOd6pdGOwt6LSjV5rWk+XAAZD5tHmw+Ubqwiq7FTGH7Dz2V8KTupvqoZQC6MQG7nsIL1to2fgUKphX3T8B1VfA0Bo0xMkRPqtkyS6bQFAkoKVAnQiugCFClgkDqcSKhROhpeQo23Hem158r0P4//6rf/x5OPqXWzTh5w27Z1rP/HTF1EXz0weSWcYYUKl3zfJnEUyx89LGGTTa7GRPq7YgyTjbf5oVlfppHf3NwGgVEIlz7LWWrK91myX4+39dAKsEoPIiGZrWwrbPcAVe7hnSoNR7D4Un2GkGqf7VMgR+8uCJNtqv0uX62atJ52lsPnoDl544QWwZ4luSEYXbQkyEOjOQGKBux8b/wz3+v6TdZhkxcM/Hhp2HzWPZ0/y2klX90ka98C1JAntXTOzlsNp0suj+HqMSBYWtJ0GfoZsdiJ1OepGn1BK5EQfPDupGz/Qf/PtaOY/BhGu28FsZPiuBaEdxLETy0aQr62hBdGOYT29XSrFIvtzKtwDE2NuRDab5NubCG0v5zQ8G/grzcuwj/Nc9IUk9RFJ2+FqdVr1xRdeBN++HWNQkrpLeuuzmZ03XuIlgjN6sDDBnvE4nY9RT9r9whbnI8VThT+HcigfaOkWjmuAE9JurrLQr22I6wmRPreWmq6FiZR2c0UID87uxHa6xqEEeT3WoC4olbpct/dnfrsrm/Vtc+La2hTgZ3/+tf1j/V1ud9uHvFf9yCnlPW3atGnTpk27f23KME6b9o60H/wHZ3HqoKLtVpRaQUsJINFJ6Wy1FhQtphU1rWqJeGyN6i5Itf42kd+wetGJtKklgRgENCbsWLAYgOhyiT0ynFGV+VKQwRA48npgDhYAgLjMtxHSVpO2yGqgB+CFfJXUs++YrX/qNW5rAY5XMCvA4SBJ1McTgRwdo626nDQG73YGjMEAJcHuzg4vnn3RtqUgpJYNUArgyMDGkwAEhSAUbBskDBMLqRwqjaAk6TY6G5alu22x3lcylo1U4UBkxhqHZR0Q1azfzeA9A3u7Th+OzQERIiMbRPB62vm47CAa7x2v0WZDElNaVxx9zsfy3uKGLQkgndwHQVEo31Wx3WRj9wkim+5RJjPGVJTopw3Q4VPc39hyebyx7S7/R32/mNyfZ1H0/ae/l5q3pR8nnXAVqMJB2t0icU5fuvQqnnjyCTz8+GOoeiIDImhHer5QreC1abZGrXBgm1oD7LhXQLSBDg91HGyFvqUAwqC6INBV1NjHGmgh2r6QCYXrcd1EVEodhFoEkYMuCjoKWMcLle5ebav9mlGtVmBjQmt9PkR6lnWpAFmNTY/36HEfhFoLmDXjWoTQVg2UUMlzQHakcp6VQLRA1hVtZSNrLPDDBuTS7yKC9c4R1t39BSgCmD7ktGnvULt89Qg3bzWcOrV08iMHXTnxDPcHKa5rmTTRv9DAH5em8C/Sb4JebSP8zhT42EvKqLm6jy+Q/UNdJkn7BvGsEsnVrsPUFx9eldj61JsqkZJihdQXIw98BNADptzH1PuXlpBZI4saYiSh16B2snPdBYkt66qKO7dvJ4dJTbx/YCQNt3+R2/iS0UnqU0ZfzdumvrvPivTdZt2xXp89c7S4rx+pH7HfPOjP/YWhzE3yYSM712Wzh02VPua97ctzYQttfNtg+bfuZfRD1kbGgw96bHhXXEYfldLBFX51AcTnRuyAFAuksINX2PwO2kh5+5pYa41IHl9618WmxXxDpD5sDvJtUux5gXQZe9PbZico9wGk3/Iatc87u2O8cu4cPvIlX2oS3gWyipK2xBBT0wEAFA/kEC8Mo32VA3umYVQwgAbBoucdadBGcUeaGliWOF8rGE2KHZGjf24eIhqsTj0nD54AJj/PUhBMOm6KurDx2/AqUHVxGg5l+zH5fiBIERQm9VPJx9avs6WkMlAwRYgiECn2TCn9eux+8VLx2WffxH/+n53GfWNTyhvAzJieNm3atGnTpk2bNu0dYd/7vd+Lj33sY3jggQfw+37f78Mv/dIvvWXbv/N3/g5+/+///XjiiSfwxBNP4Gu/9mv32v+ZP/NnAnDz18c//vHf7s24K3b59WMsByWAB63zVyzruZPKToC6ZKJnsDjS4VnSVKjX0A2SGoARb9UyYKohCwl3NIxHejR6GQHIgDzEiDyT+44HLdFo+IwoERnB5VCMCIpL5qGDZxT1/HpEvtYDdPnuHXC8AzcGFSPV1hWytiDsxLJHnfATaeC1aeaosYHr8Q6vXrqImzdvRibCmJnbhy+wbJK9yGwj26ytZMDNSLtBOjuyI/wvYt0Z0Bva21x1Dtb6bUlu0EBDlSI0acRVSXiOrBL4IDsq1mDgm40dLmWIcezs2c6+Qs9G6d0FjikYgTXft5v3A07q+615Fox+dolFVdhM6+RxvKiE4XAL1E9inSoJyZalY9LqfcepeUZ630w9Jod9Me5L394B703tmRnSS5/vzQfIxmIn4dtl6zsHjGE+dS5efPFF8NEOnoGk8phNs6cldXJ0rO/YMn5WzX6hUjQ75ugY2Kl8KYmAWpJxlKZz5OenAe8UgSYWKJLGGNkj8GuCZ89Q5ztEBqxZr1ueJaM7Q2t7S4CBIOrXpKJ1qGt1wiUTIx2BLOn7ABaJIhuaikvRdpRSfy8K0OqoQVYG4dFHD/AT//ICpk2b9vmz6Ueq/fwvXcEjDy+ILMAgYEwy26+w5Ndk9RE9p89r7WoTu3IncjFImviATqZ54GNyEMMXzb/ZZ2X1KF2TpWdLh9tq136gl5shiQxpJIluIqgUMJwzdIUf55jCWYLfj/xvkTbez7wdt05oi2W1st3MWbOnj27dxIULF7rz48GRNjnu27wVGd3ludH7QBoqJO7xXR7bPTa2MWVHrPs84TSkki/hQwkgosuL+Vfu28Rf+DKe8ZwyowVG2stYEsX96Nbb6VC4v5h7aZgopdK/84xdl/j2jGtmDsluCd+wt4/tiBcP65U0T5pVzT2zOst95/lK2y0+RiDNQ/8bfulGDr37xbHXh+PBudrYjv7Q0McRu7Y/b+S+ZNjvwwEWf0P9yF1eW6f38erly7jxxuuQ1uI4ho0nzjNp+ozmQcEALBXc1Am6r0nmrEe2Nfxaon9dZav6dQotBY4k/8+uC/5diiHQawf1IBh9xE1qDt7I1uyB2P61L++/DX7o3vOePk95JnUvdWDP6LDncYzLkfmeQzY2abtHHlrwc790ZW890979NonpadOmTZs2bdr9ayeGjP4WXtOm/SbtH/7Df4hv+qZvwrd8y7fg3//7f4/f/bt/N77+678er7766ontn3rqKfyJP/En8LM/+7P41Kc+hY985CP4uq/7OrzyyitDu49//OO4cOFCvH70R3/0c7E5vyX7t79yBY88coBSK8pBAS0OKhIiwroAy8GC5WCxyGwABiwSgLIQ1p0CLfFAbSROCbJGa616vVXHuRbXlBJPjvGMxFTry055j7Iv6HK8mg1s7YlB1DRTJcBDr+GHWNEAVkhqI60DECIAipJia0vXHhvLavLDDgx596w1dtvxqvV2V83+VFABAAuOb9/B+fOJVNrgOfmzE1E+/kwa03aZQH18/6X2aYyBH5mcoGfUDsvaWIexxSAogE9fd14+VqK7wMC49N1q49lZfT2T2g7AMfCsDuYRCMK2rzUhQuW4WSDenwjQpH+fieVVdBmvhd1k+D6SU3wOfBszEetS47kW4S6BlKtvA/q2JwlF3xe+N70+Nux8Qqhxpon04yuNI7LPDfjduxvm9pT2ZwZ2Y7+lucbbgYzb3evtVNL70sWLWO+sMV5dRKK+tAYrKLja66gLYDWpqXiUChQJlGbBIX39RTSgpAzyoTCZx47AEhxIdLlG2HdGYpPuGAEZCd2vOXBJVKCrNDiomeqJOqhoCeIACMtCphaRyhb0nYZSi/HsDAFQlthBsX8KFSxLVeUKAx2LX4sXAqqWXHjkkQP89R84s93z726bPuS0d5BNP7LbL/7yVRwclH6PsIAcvfDpdczPObILawTuWK1VXaxTSE4IR3fpFaRy7WUR+qoJgMQ1WHuzazF1ElqG9nZPimt8WmZYXu8DPQHbb6J27xE20N/uTdzLxxBYM6KD5FVHgcInhd4fudk9Tvp9Lgg7W21rePHFs2Dm5K/6kGT8u/0ukdUj4dlvy0iBm+Oyo18WzcVJUR1vJ1lzMGQUZNEuWyZS07jE5LbRAzbH4M1E2hohzU2AFPznfakseG/bcqCjEc6yitabZpfhts1v5oZ42ZeBa9a2rTF49RrXEoGUbUuaJ1ly9dvQCXDpPuSQgc6bbYdYsGfavvQbvA52zLGXQOlS3V3ZyQIDnDDuR0rfv90RTzubw02Kw0uMON9jxH9jx6Ufvy+99BJkXdOxxqnEi51P0PNjkPi28ZGpTRHrsl0+P5WJgRiB7JJIev6WomMqFpgYASoxUIp/i0ZEwn3NUCECEPE1ZKVerIMIVEzt4b/bdcwvmf1vVhpTBR5/zHKfUxOA/XqKfi11EhrSoyGTQyq2jn//6TdwX9nd9iHvUT9yEtPTpk2bNm3atGnTpn2e7bu/+7vx5/7cn8M3fMM34Hf+zt+J7//+78dDDz2EH/qhHzqx/T/4B/8Af+Ev/AV81Vd9Fb7iK74CP/ADPwBmxic/+cmh3alTp/DBD34wXk888cTnYnN+S/Z3f+xFPPTgksAIxMOrk5ulDKhfApjUSilYDhYlW6K2tBhY6KSO9Sfa/1JhJPUYdb5UXcZrePUIdf2uZ0MLctZKIUYlQenQg0XZ9wyV4jX9vAcRk4VrCXwx5MnYVF23Z1r4y0iz1jq4s64AFAhjB1McRCIAzOB1xXq04tzL5wZZaSUnJbITOnjngGHP5o3fkIYsvq86QNIJXW/YLfqL3d2l9XJ9ug462l+vixf98Ch5bWCIY0o5C6V3YoCjg5PDdmTyXPoiQABqcODQtzPhS0EICyAreiZzT7I1Ulv6Mnk72X/H/rqHCUQC+NCzSnxnyHa7ZbsLdLqM/B76bXrADFggEBktPn9ddBpd5lzG7jLA6R8d0OqAp39n5+legEGaIW+bNsY55gsXL+H4+EhrSTcejgXP8FKwdw0yOkDx3fEAPvq5Q14/UHzH2XHpNQVlhRP7mn2mEqrimTJQghom5K3Zeybrb9tEVnMasO8JoHEW7dolqAUIdVl0sLEu+lnPw64O4cv2XSGhMrEsFf3iZud6QkJLoZ78v2VIREmX7WE5bdq0z51NP1Lt1u0Vn33uTXTHEXr9d9LJSBEiU9JJRum/TAOhAGRX71Koq/Okdfi12lUniinxeBYi4AFE1NsPXEIPHtL7QCefcrBSv0fYZ0gEPxavKxvrgt2fjRgTRnHiDP1+BGmbAKuc1dvCDxOvLe1+Kqu08dXLr+HN62/akMbgtCHb8iTHI/3m/qbeYp3I7X4GPCt62GfSl3WyODsrqXn0n3zWPRI2Zelqm/3Awui3jWSsBhdaVrKNg02diI2AdcK5GXEtOfs5ghjHDOa8MTmTOI8t1HwswNGzrFURxkhrdjK5Z3Qz9+2FeCAlQ1L/2UfdV+6R5Ie5v8l9Prn7dd2vTzskvXydeX/Sdie6r+v7KPlu0of59vbrHIcAcPv2bVy6eEGfpVKNcT8HIvAh15j28VqtdmJ1/Iv5c4CgigY0ui8pJrPvWdM5mzq/AFiws0T70p1guP9ml7v+mfqzK9Cfif16FOo6RZdRRQmBP2a7D64EddHgG7K5zpE22F4/bQjUg37iCuzBzX7Bs+eAV68c4fzF27/e3pv2LrNJTE+bNm3atGnT7l9zPd+79Zo27Tdhx8fH+OVf/mV87dd+bXxXSsHXfu3X4lOf+tRvqI9bt25ht9vhySefHL5/6qmn8P73vx9f/uVfjj//5/88rlx5e5mso6MjXL9+fXh9ru3sy7dwuKSafx5pnSTHXGK2WLazZ6lAEO1KBZalDlHe/vALIECj5UDJHQcImfuzdsjjOnhIvS6xSyj6834thMUk1joq55nUyi72rEkJAEOEUfhYs6M9s9rrwg2EnESUvX7mAGUGST2XF4aodDFzB88MuOHdCoCwHq24fu0NXH39jZCt3rP03ZYklMQCU2pLhAEsc7CwA3gJw8ogHzowJQkoDPAQQCaEBzALfQ64dYBuyOjwgVJaV5rO7fbGmEQQ9ael/w3VS4YWBV47+KYJtgLeCXjHCuSt4zK8E81+yXhws36aRBZ2rHNPWhGdBO57oR8vmdLMOHvMPQKo5JakJ9Mk5MwhbknGEv0Q9QycYT/E/vN9nY7R6Bf9WEcKFMm7IB1jg6T70Kb3z+xga8O5l1/GerRqHMauGUhrEvYs+r510N0DO/Q893PLdxgAKn1G8zlnhAIEqGI1POEy/CbTT1AgEmI1B3VHeOiGgFBJldgVxEy7zbLm/PLlmdE6Z35tQsxdLUqKHCxO1I/ndq79Vyvh8FQ10NBWEGBi0RIAdg2uJapmx3fk+w2CRx6q9xeoOH3Iae8Qe6f4ke8EH/JT//YqHnpoScRvduT0rStPqIpOSURJup4C7ugpEV1gEt+dMNZuKfxMASIxOywyE8dh5M8e+DjE/pCuvhQPghw2AYCgEEd2Zaj22A3eJb4hDGJG4Vxiomd0ghtKlIrhni2d73UuBc1i5WJWlTluK/j4GK+csyz7k5jB5EOkyLPhb17dQHIOzmFyMLn7KuEqh8ssfUnJfoj5k4MP6b5MyMkYIe7lU3hYLstW5wxiiPkenAjjoYyMlgthJ3Qb9/VbX7xylGxRclnL7nBjtLVpOZLVguhWtt+alavR32DLM7MqoWTCPYh+0XGYNDgEOs7WyXT3ncOf3Wy/pHl0gpZtXBEA6fLqfgzJZt6TLzj6nTLszz7ltuwYXTceJ9nXSft8e7zl13CqxrL65uLFi9jdvq1+oB33XvIlzgfpKjheXsalu4umuPeyMzYvJKyqBUk63yNXC5R49uCTUlx9y9ZjGdIEWMkVoIDi/Ae6uo4HWQukX3d8W6lfbbIf6QS1ft8vODmAppBdD8u20/7eesg0dRDksa9TgBAR8OjDB/iJf3kR943dbR/yHvUj781RT5s2bdq0adOm3QUTorv6mjbtN2OXL19Gaw0f+MAHhu8/8IEP4OLF39gD2l/6S38JH/7whwdQ8uMf/zh++Id/GJ/85Cfxnd/5nfhX/+pf4Q//4T+M1tpb9vPt3/7teOyxx+L1kY985De3Ub9Ju3PUNBu6kEXx+5Nyf4hWSVkEa+zy3f4QXWuXsPWH7WIP0CKMZUFIeNdSVNI6PRU5fqIgpT7oLzVlpFg7j1rXaHQlnreR7mpeu8/rjsEILCXMqgOlvnLW2rXEznKy1pJedz1b86TUxJbqRicyViw7VAGshna8UwBsbZDGePnll4duelYA9khC2zhtl5kuOQHzQVpeEADfBnoKUiu+k9T3FmQKYhghSR3LjEnz2luS4fY+tjineMZzBt68WYBveVlvb3Ph6um+DUlmMXDOhujbZRtdqlEJblumbQA6x9psrNh7bQh/34YMKmbQd7Ms0Ocx72DF2/rc9uRgAhgJZko7PO/vjY3gsYG33jat/yQMEXBwEZ2FFRtLR6K1nQPttvwbb1zDm9ffQFtXyG5FO9op4GzgLkQCkCVxsJgjQ+bEQbGA1h3AVo9amp6r3KMOSPR815qlmjWN1kACVItCUO5CD1qtFWrvYRcf0gCWkq4zOTmlfydBiq/Onzt2a0xGKUWJ6oOuCFHriGHVChwsVYlohxQLATBJx2pZghYUFIAlKWUuAB55+AA/+CNnTz4I3oU2fchp7xR7p/iRn28fEgB+5VffwKlTVT9E2p/5kS7ZrT/ab/CLKnrwoV03/fqJdAHOTA1RqOsQaVBQcDOC4botYj5pal/gxJINoSQimjqZlIfpgUo5QMnvHYIu/V0sGLL6dyEJnBQ62OS+k6oHmW50qPfEyxytLIHNgovnz+N4t+v+CLpHt0dGby38EE5+z+a+juFjZPN6/wPxnPvNQYmeURsS16lzD/hr3ceMPm2b82clnbWv1nq2c88qzj6Y9q1+ocQYtrWcQ7K7WaazBwyuGtgoK4N3rAGEHlDY0verBRf696YmFBnUw4uDfM9lZtgJc5/H1sn15pnrKcg1E7/x2Xe7zWfMeew78y2jjnZWpknHA/YDCsyTHPvbHBuxv8V88vB/3+b4G/r3LvS71hrOnXt5zFr3ki6tqwbEX1fBEjvPotSL9teDmQUwtZwKhJ+o5zrbI17fumrkc455yX/jWbQ4kd2vL+7zRaCOBbn4dQ7WJlxP9Guac52DOoSPivQ5u1a7TlYL1xYAoSqBfOECABQU9S0pPUnYb3UhPP/SzZP31bvQ7rYPea/6kcuv32TatGnTpk2bNm3atGnvVPuO7/gO/NiP/RieeuopPPDAA/H9H//jfzze/67f9bvwlV/5lfjSL/1SPPXUU/hDf+gPndjXX/7Lfxnf9E3fFJ+vX7/+OQUW//m/vIBHHz5QqcOcAkgJXARQ6oJS+8MygVCWgrLow25jBe0OlhIP305aa0a04OCg4OAA8PrEIH1Q94fxWl1ykYOE7PKIHWDwcel7z5Au0NrSCII6RwQTa40/ATp41hpIdibNxgYUiNWNTjWpLaNTgaUGOT7W7zQsXrNYAMi6go/XwFxyHWBZG9qu4bXXXsXR0XGMyzMrHQwdwMBMPm4wns7bZXBK9pfNc+AzJoLQCPbdTXTiMrlNEMFeozn9tll9jLm3HNfHzTMRaAQ483KOXVEG0dDbE3mVYJPwzuCYZqSQgeQsrNtcdNd1FHsY3bhBiQTMEp/j1JikNjmAaoEeNG479bc2AYAUAYnNO/XNpNJl1cnHLH0MfrwMQw7Uy+Sfx42K4yPXf887UA9xPXPIBisCEKNLr0b0yHYSxJbTbTl37hU8evpx0AEhMluIIiOJDkjlviGgpWpQSK16fh0fA7WATj0QwKX/pcYQrAAOQJUgzLo8q04710MQr5B6CBLBghU70hRmr0EI9Cw7/9eJh4KSL00oJGAh+6vfF1IsvJDotc1wXo8hgAAHB8BSCXeOCOvq66QIWoi5ED1m9PpXwDBwG6K1qFnAxBrgw5nc0eVKIZx6oOIXfunyCTtl2rRp72S7W37k59uHBIBP/9p1LAdKTJP9oz6N+YvB0CDuVUG7kMQ9RqClWLw2NPm9Nwge9Sn9Ot7JGwsASiR4KV3aG0DPTswMdhn9SiewIimR9CYY39myBAmpYB1OJ7lcwYfE7+GABzxqoKRJezt56/c3SNTTFWatk+vkW8r2Pb51E5defXV0uKT/FRkzUvfMfST1UFXNIzlcQ5AegFy6pft04xdDlqxtLlhyt/p9kI0I/7/7bNz9Zbs3+nsAkWmcIu6CnGXkoMhwiEayexz1pn24KqlRmtRCY3Aq9Z/iK9+eOAE266QWAWa6LlsvaQBvl5s3P6zo7of5JtpW4pgn8r2ofgqR+n49KEN9XiqUfGr3g7tagTTp8SL+JbQZbXxWlD4vg59pjYP27A9wb2l6nKYHH+r+0dWrV/H+a2/gkSffo3XDQVpXmgCwnbEimhldDhBS8sxAqXZ+amAHkyh5WPScFJvn4rNHjIaC2h8u4nGDioCY4lwGqc9ebN+kTUcPcOwlDCJIRuJxMU55v36RS3RjfF9qzJQ+Q/sxRnpNE/Jgcj1W/Jgar2VGnJLosQDR/WZj9NbPPX8DR8cNpw5jpdPe5TaJ6WnTpk2bNm3a/WtUMKRK/lb7mjbtN2Hvfe97UWvFpUuXhu8vXbqED37wg2+77Hd913fhO77jO/DTP/3T+Mqv/Mq3bfslX/IleO9734vnnnvuLYnpU6dO4dSpU/9pG3AX7ed+8TIeeNDkt0uJB3yH+2rVSGuVhys9Q6V6XaxOuulDN6NWfcR3JNCjv1vrD9dRm9UIac1C6UBOjjjvrB4CUPDMRgVSNsgZOjgoIBRWMNAWB8na63+JPb6b9K8OUiV1IccdVGwNaDtgbR1QDPk8JazhdeMiu6CDHADQ2ooLFy4mElZ/D0ArjV/HSpvMlJTNvNc8IYYJJHTMp4OHsDEZcGfEqgOGwd8htd+uaw9QxAgY5g1K2RORad0kOE5xgLhjQqaEyXnn54QhG4qCLL7MWFOxv4QZWEiJa0IC16wp+3HiMO1mW6skclxBLSrUbz/FlnFwjxU8lCYBMioYRMNhDIhmCymSrQQ19d9IEqjXcdaYf98/ZMQ5fA5EDFHry3pXftwN5PQJwGFgcIZK+hw58Ux23sRwqC8oINy+fQdXL1/Gez7wPlQUgBlcgEo1spn8GBVmUKl6flnKiEgBjo9Bh6T3+cIAE7SQs0p7SxNQVfUFrQtQYvtJGESEHVUUbmhUgHJgBAT1KSSgCIOpGvDIICo692lyglMRQMAgqgEcL4sClMdWw9w3r7V+KpDtX/aADgPgHecuRJDiyCxBREHwZjuilIqGFmMREQ1+ANB41ettDjp4N9v0Iae9Q+yd4kd+vn3IF166iVt3GKcPq/lO6j9lSVpA7x9BHAcRvZEUdecwfwXPcu7Zfp3UKXH/ies0OSmjJLd7EeFN+LBoJI9Clpe8jfqZiyuJExDSvnCpX69v650LPMhRCCrljYbqki6WJZ2dFM/yRFuVfBMvPcNxj/S6urI2vPLKK0FIOcEvPptOGm6IYm+biWcZHIrNd8MQefQfnDiWDVEsqQ3cKw+nNDmi2PiH1l/rbZ001t8kqfO43+CKNdmv7dvt91gi0iDIPWLafIE0Zi+X4kRiDDPPI/WAibx1qg7VfaEIvMwnQNFSSMzcgyp8ZQw0I52j1nlMB4GFLevWnwn8AQnhiwQXLoQYjJdtiWFQOuck5ghp7AJWH2hz+Gg6eEE/kdI8+mSEL22/bZ1ESfPm/mqcdKM7eu7cOXz56dOgg4PYJjJVr3gmZUBWAi22RgsA0UBiBgpQhECkDlkjAqkWgx4jNO6lAoEQqw/qTwR2vVgK0IQhTZ9A/XuyuY7gYtLtpgKg9esRoEGO5uYBFvTofr8eDiWuKwN5DfO7eZy/Uij8RD/nxD8QKbEuPdBVx2w+dXrGWA4r/t1/eB3/1e9773anv/vsbvqQ3t89aPfmqKdNmzZt2rRp06ZNe5fY4eEhfs/v+T345Cc/Gd8xMz75yU/ia77ma95yub/21/4avu3bvg2f+MQn8NVf/dW/7nrOnTuHK1eu4EMf+tBdGfdvhz1/9mYQTgBQlwOT7qZE9gBKUBmIYw/zAQrZA3JkVJMCNV53FUjYjgN8JdUHTA/mAILwDmIHChGUIplLBhLZXEtDBvqidphJ/xaIZmgKK/jHLUC9CEdnAw0N2NLafjuV7F53Xc6Om2V/al3pqFcXYKCCJl6HzrOlL52/gNZazFuWsB7eyOZ9Ntm8tsuiA23xdcIEe79ODlOX/D5pXTbXGcx0kDDqQG/BOwcbfSnfXpM4BBuA5v2EtHdqy2RKzWI1n6X/toplr0MJ4Wby0F6bMKEzwtD2jpglaUWVlBZgFSPDpcs/2jZ1eUaAG+2NV1ySMm/PVnoxz0lkSKVJ9nX7Nm4zd9IcunmWEzMHrCZx7MlJsRqGm6djI+/zE4+rlEVv6x9qnicwMwdgAMAr58+Dd5qxsu4a0GysxUDB5ueSrlCBae7BHQCEtVYgctCHn2PSQMz9/AUAbnF+e/xBifqeK1zGW6CgdYX0WqFAqEZYco1uH5yssOtjUQA0Z9X5FJWUbNL3FVnNQZVf9IykUq1GdunHvTa3ax/rXFtYA0pVioVKRalWn9q2+6GHKj79mc99Xdlp0+5nm36k2k/97CU8/GA1LiQcNv9nL2AmCW8D0KtpsaCkmqMRjVyR3hVyV0EmD8RO75m2tVj9iurZ2NS5sdxn7ase14cesKnZ0k7zedY1wwMgwav5nt2nJCdQ7V5G/h1zv8dJvsfZ59ZCwvjWjeu4+vrrJ+8IwXAPHn+ze2q6n5P/3fqaQyd9uVy2pPuu3TOMMVi95b4shmXcV/AsZhH3i9DlrjNhHXLT7gOaNLX5DC7x3ceG8MN4pyVEVG5bX21VGe5mctnM/TteGbwz6e5VZbu17Iu9VkbbNfvd/M5V0HbWT+PUV1+n18LmXTPp7uw/QsfvMt72LNH9AjFf1A8N6f509GXbDv877vMoj2M7ibmXtfHvJP61r7elabYHR+xO96FG3zB+OylIIjdz/3TT5MbNm3jj6hXIasd/W5MfCD0wGBHUAW4W5IE45/L86Trcd1wB9CDnPtnq1/n3er4nBQLpBHRN1xrfDL9u+IWieISKrmzvGoV0jdm7nqU2/frnFDchAqjt+jlOX64yPS6bmhjpDTx0quKf//R9VGd62syYnjZt2rRp06bdvyZUIHcpuvBu9TPt/rRv+qZvwp/+038aX/3VX43f+3t/L77ne74HN2/exDd8wzcAAP7Un/pT+IIv+AJ8+7d/OwDgO7/zO/HN3/zN+JEf+RF87GMfixqCjzzyCB555BHcuHED3/qt34o/8kf+CD74wQ/izJkz+It/8S/iy77sy/D1X//1n7ftfDt77codVCuY51kskaySCCd90I7HbgSqFU/hastS40E3IuGjHwPxxGtNW0/spFACA+Hy3PqovZXxLmCrPw0AK6r/PpDVrDVkSWVwAZXDK+1Ix9hWA1IExpoZ6GGgoSOWBoC47JlANKOn7QK8Uc29Y60Fx0pqE6AAVVOydHd8jIuvvapg0NbE5iuDtQGqjCRXgH158S3omLuFBEShXTq4lwHH3mH0kOs8px9OlDtMGbgZxKL83Qnb3TNUKLry9Wp2wAikxpiMzI35skNNTPbQj6lYT5P+BeV+Urs8PgFkBVDR1wffTIrMHjIG0wE+WhIUZFnLwqKyib7rUhBIBH1s8KKBBO67XL+v6bOvygnahGiJzVFIpNp69DhI608DyNkvHcQ6aYD9+7z7+3gEx8fHePXVS/jAhz6E5QFC2+1Q6wF4XVGWA6Bo0AYtS7pUDPk3mh3TGlBV0UCHbfKU0qCTv4LqAhjQLyIo1CCtghefDiN1wfZeQNQgqPbdCq8QquLwNa55lLaxFBVMcDnvnNynhwJBqh5vpQC883nyOeoZSstSAGlYV82QyvtZYs45wEPNWlfgWTOsLbOcGQ89tOBH/8eX8bt/52Mn7Kd3l00fcto7yaYfCbz8yi3Uxe/Fg2eC/as6BpKFigY1Aoi/oWxhxA6VkWIJX0b8U5f1Dk57rEQTd7hi99zhrkbuZyKIop7RKuhrke6Leltzkiqp71hECepqst0lBU/mfijVyaW22yOlwxdqqwZJQiC7Hc6fe6XP8SYY7GTqD0N7/SMxh92/0RftfxWUpfq6vo8QUttwQjIR8E4qIxPSPvHo/Q4BeYKNck//6z4RW92M7TKhKGS704MPg6g+YZJ0Wi2Y0Y8LllC8kZaPh+63aV3qNSSyzXWA7DiyoLvf1e/tmsirzxYsDIqHoJ6pLe5H+LYWLfPhx5snA+uhL4hMYunjcwWe2JmufCNiykEEVwsAYCpC3ZfO0vr6u+j2xaNfP6nSE4v96b4ksCFDt86iffYpjMzh2B+C8+cv4PHHnlBlIi4A6XMakT0DVAl1JWor7KJh88QgVLv+2PkL9smDEANSUEiXb0IueqT7Sbyci/fQt9lfpVgQrV8TvG/xuerH0DYAJvoiDbpm7j73lsd3/97ixS1wUee5VkJbtbQLW60iPZakr2xY/wknRAGuXd/hfrC76UN6f/eiTWJ62rRp06ZNm3b/2jYE/bfa17Rpv0n7Y3/sj+G1117DN3/zN+PixYv4qq/6KnziE5/ABz7wAQDASy+9FHKpAPB93/d9OD4+xh/9o3906OdbvuVb8Ff+yl9BrRWf/vSn8ff+3t/DG2+8gQ9/+MP4uq/7Onzbt33b51Vm8e3sv//+Z/DII4eoSzWAsNjDL/Vtpx55TZHNolmPkfVn7zUrEAi4wgknMrnuRR/8/TJQM2ho/5CxkjlyHBBQ8YdpBSVMuc4oJ6eV9G9Fs7rRmiEdXLtJt9FqWZRO/LCgkOswO2hoUIRwz5R24NAzc1tT8GhtmllhD/m8rkrGrprF3Y5WXLp4cSRn9zIICCGh179ScM3mMrCfIRMgAUrbPg1E6nWoT4AuhyGJTzGcwO7N+rr2+on+0yLSs3pzXV2wfc8AhMAra6apCMT7T+PYzpfErjAgNRF6sc20+Zw2VOLzuPkBujnwWgQwnMs7VAzQtqXZAB30YQMcSeVDHbkSEcXSAoy349tX7AixA6MBhJc+zxnQMj42lvXftxvlgKfN1wDu+/wGSO/EQQ8UEJYA90XYMjPSKsQziUegMZYX4NKlV/G+938gsqL5uKE8UCDc4rgkbpCdLstYdP4dCPWxenAMGMQEVIZAZb0LvHuB1gIlNAFQdDkhy2STAsWRtV5hBcAQxTZJIGLXNBKwNIhULAXYtZ4lnsHh2B9QoNDjBSrs90KgA2C3WuCCxb14fVRmtuutHkNOyvhxRIXioOkZNUUJbzCIiypILAtADb/86ddxX9j0Iae9g+x+9yNbEzx39iYeeeQwSJZuJusN6r6jX8ssEpHsZkbFpb97O68N7bV3O5vj5WEA9QFSQCV8mX5L9C5L6STYQC65vwlYwGN4BeE7bP3RqClNgmrLRHUPsHN/+plXu+eyBlLxqmofwiim3ANAA7G4Wfbnil5fugGt4eaNG7h27ZoNQfIwY8vlLX6DdILYXY6T2vXE0eQzcr6vywl+pvWdCGJu23YS/WoXPcMZgGY+S/frBi67WV62WIZwIsKH7G3PPBZsMrRhPrz7ykmhxTdV0u/uY6L7tVTGAE6tcyxdWgVdhhsAqJpkfbC3ElFsIp7Va88fpUSbHixr/a8CWaClYEhAVCBl4/RaRjmV0p8ximrGJNoXyPvPgirz7onD29qF3+y+nwVZ9p3TVa0Gx9/6CPc0+4rJ100Nhu9y+9u3buH1q1fwxPvfr+cH6fkgpah/RACVqmeqCIhXCBWbzhXEBKkLIAxiQCrFpaRAa0v7dhZSf5CkAVTNn/Vrg8TzwZbg7eVhemmr7Bvn+IWYuRQU6gGOkg6wUqBEdd91WubcalxTFaBRzBuVAmK7Rvk+IkRZGiJV7uHizy59xP4EcOnyEd64dozHHzvEu9rupg/p/d2DNonpadOmTZs2bdq0adPeAfaN3/iN+MZv/MYTf3vqqaeGz2fPnn3bvh588EH81E/91F0a2efGPvPsDTz5+Clwayhe/zVM5WYBf2wt8UDvIB9BoQ8nVVpTMKQU+90euGtkxWhtXl2PSo8tVQmweLZzANAQj4qGpSbQj8SC+x0sNEIqZVgrsGVwgdX4A6BAHwLy0Qf5qPmHIMHAKaPFCU2XWlx3+r6pRCBaA7cVAgGvTUnpVbSNqBTgutvhtcuXY2Z7hoYMIMdASgNBiG9gqJS94UBb/ND7twV7tvKmrb2X3N6/2wCPAkSEfoCZGcj0MWYg0LfNUktD/hrQ2spNQMoORr21INw51hrjDjwtA6kOGsax44nPW8lpCbCbG/csrT7cDkZaRktkPDiKm6fQoyLIx+DAqIKhvFAHpkn7VADNFhLf5t5pgIAOZPp+82zr2BRRcta7klSPcIOPCGwMWU7fcdKhU2/jYOo4bfqeg0TQPvrxJJvuvPt1XfHaq5fwgQ9+CMsDC0gK2p0d6NQB5GhFOdQghUoqS60ZL7oCAYCaFBhWAwsjskX0fCRSsB+ALEufS7FstEJKBJQFTWoQ3PCsaJ8T0kyvQpZjY3O7VKAxozVlygskMnIg2tOyALsdgQVdEYEUzy0m1V2KEiAsLqOpx+pSCas4QCmopdh11DazENqOUWoBNwEZ+a78vWhpgLXhwQcq1iZY6mZHTJs27bfV7mc/8jPPXkfPVE5ECvp3ObCxUDFlHgpyGuj3UIB6fdboA3EfGPxPzyBMPIO3QfoN8AxQI5KMlPO+u0n4n+pX6vVWh+n+pRLSxf3PtHSJ7oyohPmXAAD1M6v5mwQoMemBV9mhYvUvu6+lfsX58+c3/tvozGWVneT8DJsXM71HMG/CDS3IDMzRTH26YG2DuM19Ay4bLUNf/r34GLyNoJPJIqnOtLbjLFUd7609fPk+Pl67TLY7MGKqRe6s8I6HDGERhio76xxStXIjHpAKdJWcOJbVF+KdlVIhoFTpJDML0Bh0UHr2PjNQ1SEQ0ucPEFAWKOFMAIqgNenHe9HgTc+uFmI9h8Ql7iV8N1iplAhILKzPQUMGdDh06nv72JITFxn1cS7rc53YNkgp5ocnr5Vk9EUBiD3j7PmbMfG+AurOZr8MxPsLFy7iife+V4/Fiu4PAkb2l66oI8UIf52HYrXZuaj3qj61brjXid9W2yUCigg8iFEvE6ZUY33b02zMQLw3lR2ymEP38/WzxDUp+8xsgZu66yj8RbGAzNgXcXET2y+jxLpQf07R2tNkQZOElX2qC4iaLxEXT4LgoQcX/NKvXMXX/dcfxLR3v92bed7Tpk2bNm3atGl3wQQlZHR+y6//RLfq+77v+/CVX/mVOH36NE6fPo2v+ZqvwU/+5E8ObT71qU/hD/7BP4iHH34Yp0+fxh/4A38At2/fjt+vXr2KP/kn/yROnz6Nxx9/HH/2z/5Z3Lhx467MzbRpn2u7c2TEV60gLRANwIA7AwNLLShLVclv8mzqBDJkUjmiv7WeanHApPNo6Iwa4GAYEULCr5CRz0XsLwUIps/l/VG8wyJASHCDLRuhGZm2oqZ6tGSZE7Gsg21GRFO8b9E3BVi49vlxAsrlAlfu20g6XgG0tvTFi4ns7QDkNjslk5xIwM+wmAOQcKBQem3lDDZKf0UWhqTlWaJTJ3GHLJNsvqwkIIStvp4RqFGvLsYEJaUFqVZd3yJpsOxQW4ZF26dxeRvvg2x83r9mvXj9Pmu/CuTYQDcbI1t9wKgBfSTWt71a78/n1WtRx7yk7B7YWDXzoM8X73w+ESCsiB2avi7vw3eXk9mNI/MlgFWM/fdvJOZ9EDk10lO2x5Ns1ou0n9LxI0jbePKqgwwfAfJ+CG+XvXTpVas3CQWIqeOosjbb95wWMdDYz0ML8AARiFvPKmP7vrUYl/ahst9uBSqpCmmo9n0Rvwp5/ekui9hx0Z5NBai6QyElqgHPnutBNDR4JF7OQNdSiqtJUBAqachxvfULpWcKuopFqdQB73yMUkGpFVQLHnpwwY//03Mn7LB3l00fctq0d4798395EQ8+UNM33dkbpLXRM5+3JSSUsKahCyeWIzArsdJBQud1pGUH/9S+HJZJPhjBSCPEV0HMlRi3Oy5GIOehBmkN+E1XAx4FWgLGiegucQ27H8FIs36fa3qPC1+OIeaX3rx+HdfefNNcBBl9MVt192n7xjhBm6WutxaZ1BEYaOo/eR0bUhru1/ikQXzI2LD9CKLUff5cCxrdB9mS2eF/iQz+FLsfaD6V1qW2etDhc2mbdrxqOR1bJ++svvRxA+8YrTW0Y47l0QRy3CzIVCCrgHcCOQL42D6vFoR63MwP1OWb97dr4GP1O7XGtViNa8a6Wwf/UgTqo5pKU49VEAti8+zu/rwwEP++f+05xPd591fd/8PgW8fBK4jvhrI5qWnOkg/fMTpN5xPGXZhX5X1EwEBqQHsL9mOcAdy6cwdXr1y1QOAVfjDF85y/Wn+OgzQ7jtMYRZ8PIWKKWn4A+7PbRqXLrxUEgCSCor10VGyPL1P6OSgY1RfI/bv0J0oXbK8nca2KC2lc9+L3FInjAYzFM8X9mTtF7G773V4hAeDwsOCffeLCCb+8u+yu+pD/iX7kO8mHnMT0tGnTpk2bNu3/z96bx91VVefjz9rn3ndIQhLGQACZIcgsCkJRUFCwKFpnf1JFrRNSFWpF1CqgLXWk1lZpLU5VWsVvq9+v1gFFnEVxqBOgIpMIJGTOm7zve8/e6/fHWmvvde69b/JGwpBwVj5v7r1n2Gfvfc7eZ+3nWUMrD4Dsscce+Pu//3v86Ec/wnXXXYfHP/7xeOpTn4pf/vKXAEQZPO200/DEJz4RP/jBD/DDH/4Q55xzTiMM3/Of/3z88pe/xFVXXYXPf/7z+OY3v4mXvexlD1STWmnlj5Zf37QW42MVqqoS8iMQKr96Zb+w1d8KICYHUuRQjSDnKV1CLQZdkHMDsET2kjZHFvEolGPFc9EBbRkgTG5BLcCNeK8UbxUNlocKERUzOgYQphqN2NAKlBArOWVEtAEnOec0BBx0fZF6dSHTkoCHnKIQtYmRYtQcdYxY11i67B6wA4z6QRgABdzw5OUw6cOWMpnWAPVKEwdBwmYzfZfYvWwcnuuMAkYmD1j6Yx3B68jsTAwrFsQMzcmHTCijr82cSW3kfH85orqBnOqBzXUhp217SgzuseTUU8I6WZlahnCfrKAf67Vsu5bjCO3+vgcLUAk91hjXgitzJr2NXM8ga1+oSaCEfLZnoAFIOhFvNCpEZXG8GgScDDgjq5fz8jKwsO9e5uePBh8rDxY3TkIBGC38fEqMuq6xfNky1NO11MH6OibtGy5jwgOo9jvXU24YZzQaEu5UPdHsgc7GIZyytwyBEZLm++Q6g5CAGLoEYjBiASdRQMXsoUdNoJLcvtL4JrBY+q7kqSbynn5NYNLAaBBQdYLDHg1oLL0dQkBl83anwpy5HfzXF27vv/utbEFpdchWWmnKmjXTjgjuI5ptvtMoF0JO+WNtTnXHkoXWRjlOCZrGfIsyl5bffZXL+mYxgMz6p56fvaFJCOpgOmlRV3NRgUzPpExM9esDhAiLvlGi8WQGtxzHrF6nXN5vqShIopOqt2eMuPPOO/P7zRdl5ZWXDbnrNPUB/57P6swMqqY3ZpRTVOc3UjyzxPbddAJu6gbMOfpIVgu59IN5RFszTH9I+meRdlJM+S8T4AlCCNdR9iWpD5IY6MXpBK4hBHMUQjk6Q0WOYsTIPWeoqMfHDQlxMiJOJaSpJIT2dEKc0u3rkxLXpsOKLmhGj1JXVnJaCO9Uy7XiVCrtzu1jxDqKV7gR1EamW7vN2DL3TUIm/fUe5e35Xsn2bMhQ/kPOXe4fhkwgu/ts99/rWTM8N1Y69/0uz1XfhsaJ7jnOKqiUdvddd2kUKgZiVANiGyPeyrQYgZAfdwwAEUGNRfJxuoiw62QjEj1TxnwzMgJQ9LzyJ+eFvnkjT19w8w/cH/WXW9IfeP3T9uU5lkpUssb5Flre6Z7aEl1z+3m5pOsSZR+Y7m3kxrZyr+XBpEO2obxbaaWVVlpppZWHrvQjC/e2rM2QpzzlKY3ff/u3f4sPfvCD+P73v49DDjkE5557Ll796lfjDW94Qz7moIMOyt+vv/56fOlLX8IPf/hDPPKRjwQAvP/978ef/umf4t3vfjcWL158LxrTSiv3r/z7p2/GnLkdyU2FJgCXQyzaIhZAjktMEMtsC8sISGjGqiS+9aAikyubPLgoi+5Q+UU6Z9La6tIg23JZclwFDbNICrAYS6fYHDFLbjZoIPKMaMlxlD1WjKUUZpIcYsdGUqtpPLucgDn0YJ0ZNEeyiYfJsqXqMTpkvU9G/GVgrhzk843xkP3lQAUbnLGA946F/23lOeCSgT7Pl3KtEiLRusxdf4iHQwYnkzsnFqDU8vzlcI1UyizgGDJ5Wm6Xq5cv205kiHeEC8+N2tdVrxXdw8TFI6ccxgXMBgRMrxXU1tx0ScMsZiIyuDpoOHLWPHBWVg67bl0RSmjFHP4Q9jxYyHStUyWGGikhA0v+GMs36GIAZII4V9LfN5I2hMrl2zTGswxUvQblc3KfGZHQ37d9YuHqmRl3L1uKnRctguSqriSv+IiG0k4JnFys8ZTAsQaFbrkrrr2k981CNxIDqBhABBJJf1AQQkBPSrnv7d5xfuQNhOwGxnTDacsaZoYBVG4fZMhYP4dAqHSaCCR5xiloHvEklRQgsRhXADLPViGAe+IRLuBTQspjRu+tlQUpPzaMAaQFIRCWr4rY5qXVIVtp5UEhKTF+d9sGzJ3bRWFcCERFF5Rp2JMgqkexpIdpvG+h7zcAFRGoCiWFb2PYD4bxLgR1yaeaPZ41jC/l3458LlUQUiq/tpWoInvJ2G9tA5kRlDCkpH9SX43cQxDvaTCQijd0NqRSBcx7SGfdMaWcPmZq/XqsWrXKnZMVQveWQFMn8/qR9RnM67iUwVnpyjc1b7X7klwqGHmNOn3MyGe3LYcYdjokABfZR/eZkZpVxxOiiUtEGvvNyFFlLMpM1lHNY9jqW3P+LacpcWyGn0pqF51TzyfklDqpZpDpagxdYUi9QgUpz/QKi4RiaVsqXTsxJG1Nt+QfZjASk+hhHe1XfSBjSmIgUUnO9RzCOYhntiYaFp0nc1UMCU0tZVMiMEnqFdZ0J7kNzNlQJOuZJO1Xc4syluQH/IggfQhED1R9TcOTF3WR3LOp60GnVzFQ9GN7nnQNk9cyjU9gYv0E1q5ZjQU77CgaW0ggF5JbdMuQr0BKyku0q1rD5HTAzJrzOQLoIDC0r6ydtjYpY6xMUCzHu7GQ5w0rIZTbkhggVRSJy/xj054Md3bzl1wzP0egsiZ2tyNUAYgJtV6XrUaZ0KbmXKDPV9YrtXwJ653K2CXCPSumsGZdD/PndbHNypbUIa28WcqDSYdsPaZbaaWVVlpppZWHrmRXyS3xJ8rgmjVrGn9TU1ObrEaMEf/5n/+JiYkJHHfccVi6dCmuvfZa7LLLLjj++OOxaNEinHjiifj2t7+dz/ne976HhQsXZmUQAE455RSEEHDttddu+b5qpZX7UO6+p8boSCXevXBOigoOdDqVEiIGAgbkhbOFLMvrOx5Ym8lQlwWzhLB1C3lyx7B5qyh5A4dhGOioC+8qJD3X8nmFTLWW0gvQJ4CF5guGWNWLxwtL/jcLs6ieKmQAXSafWUMFE3J+6dpCxSkowwlUSe6xpPlexag/Ik7VWLpsWfFWcFKwQQfoDYSg1GOT9ZcDyPpJZCuJG4VnsjWxD/fdKB0Z/OMBPGOwLjDwsJyevXvN49fvywwrAKaGJ3T2DFYvl+xFnHFa1w7nFJEb64llJvFcDh3Q6BhofA6q7eaju2B7dBduj+78BQhz54FGx0HdETRCjcOVxVYv9aa26sfSPzlvtwGm/eGvp3OXNvoiS/aILiAs7LZZH7t+yxEK8iZ3r5xBQMnRbd5JKWNUBRcUQLP5CLhnqf/3wCOT0Uf3DLp75gpWzBaTG6awauVK1Bt6UvtkYTfLzeReLSExAfns1S4sowMJU8rjgIzlNcOPZO5L9hdRfKirAsTm69p4S6gt3yEKiRz6coja7cykBvWF9AYDGu7RpKoUkHYokEWTIFIQ3eZRkjmAXJ5oMuAbpGG7K+0K95Ro/8wZrxrzwjYprQ7ZSisPCrnplnVKWqoYWQwU3c2zUu6rhJ01gieUE5C5qFJOKGWV+dbPzOQ+SxmeqLFPm1qFzCl/7tSip2o5AazvAn0/+D8jqNlH7kBTWWFG0DQxpLolNRQZQJVGDUecskLOibHs7rsLNegIQOuv4XN+0QlNFyiva3dNuDo7IterbXZsQ+/L5brtRZWU6+fLOO9bjYiSooULL3pMIxy1hp22MNjMkL5RPTZ7EMckYbnrhNRjpCkGT2q4bQuhPZ3Ew3lK9sf1EXFDBPdUD6kT0jQjTQFpg94CdMHdMaA7FzRnIaq5C1HNWQh054FHxpGogxgJaYOcF6c5l8W9hLghIm6okSal7DghHtdWp1irB7buT72k3twxe4iLPpfUeK/onZlE9/qn5elOqh9aWhynYzeMAEyHzPe27z65m+wNGfKz53VCrzvDHavnyXWcvtJkqhvPZNlfttv6b+ldd6txq12PgRTBde0f1LKPk6RwYhZdsRFqqSisQcej5Y0PeXwnbTKjgm73a1erZp6+3HyiFaoqW8PqPEQ2H1l3uonHaZs+RUE2hPX94q9PpWzh8sUQQWeHvJYgN7/ZJ/mGEDA2VuGnv1iFbVq2qA75x+uRD7QO2XpMt9JKK6200korrWxB2XPPPRu/3/rWt+LCCy8ceuzPf/5zHHfccZicnMS8efPw3//933j4wx+O73//+wCACy+8EO9+97tx5JFH4uMf/zhOPvlk/OIXv8ABBxyAu+66C7vsskujvE6ngx122AF33XXXfdK2Vlq5r2TpPVPYaaexbKFeKRtTOdbEgMGUknpEuwVyY5UrHjCWR9WAReYmIWPYgZDMRuyISblfYzcXzvZDySfnqZLD8QIAEoKG4w05Z5gD8xSAMDDDwr15gEQwPwf8GdCWElBHsIYFTkb29WpZ9CcWtqlOSMzgGJFixMoVK9Dr1a58BohguZUb3iRcPHEzKGdYkF1PvRpIPXNzpV3nChFNTTDJF+JvhJOCWXJj/0A+Ye1wZs71aHhoe+dwLp8eWCs4NZU+9nVRADMDpBlo8nUg0Pg45i7cHuPzF2B8t0WYs9sihOUrUa2bwPz9HobudnMRRkfUM4ZRb5jC6ptuRd3tgvbcHetvvQ0b7rgTG9avx7qVKxEn1pWcxSztRFDDBoJ4vui27JRgj0so9TYA3kKUWptye4FGCHUmNEIjUj+CpNcnCJGZPasrj+CX/pTy2O8SgNCXXTZn8tMaJZ7n2t/k6kyc71V/mH/Z5wZvo3Bg6d13Y+H22yP2IqoRAtcRpHMKa/jJUmcFR+saVHWAGMFVR+cSKuAphfxMU7J6C/go/EUJ/R8gntMVatQ0ggpJbSMqvc3ie5LYwrQSyLxqgjwWnnQJZLeQM85aVUFCv+d+N28YFlsX60YNwWhD1M99/RxDY4Yi6BwbdExFWBZFAmF8rINrf7QCj37kjmhl9tLqkK20svly9beWYs54R3F+0jnUPCvLO4xC1dTrREmT7/ry82G8/URI+r+9b5jF2MdefPYa8qlj/Csob6uKQVF5LfeRbfLSAIWUjZKMFPP6ZE4fQ1ZHC+NrBFdCYPGuLA22y9mEn+T9looBloUYFt1P3i5xehr3LF9eGtRQ4YpuW/bbNjS35a/DXjCOzMvF9uuV/RWQ6xDgUhcbCeaMDdH0jDaCG7DUJUZYy5lJSfmS8kT173xZLkaCKeV80zAyN3tEaw9pChdODNQQPUW7HAxgpIvRBdth7rwFGB0bx7xFu2De7ovQpYDtjjwUPG87jI0Q0t1LMbrjDpisEyZ7CRt+9Wv01qzBxNJlWHfXUkxuWI8N69Ziw+rV4KkpeV4r1WVqFv0wEqgDhI569gb3TFEQr94IMCWYxoJKn/2UkFS/ChUBTPpbDNlSghg+BEKKcgwnLjpTSqKfVSQe1SxjQvq0RIMhXT/ImsZtZTcss74H9cRuKOaNAeh1UKcOOuXeTivlsP6mvgJWr16NqfXrMTZ/PjhFEFf5GRTC2tZaBFQdZDNnZuSIX1r1gARQQtRoCNrbuSohP8+iNZazdayDwXkio6L/+lbpZiICVUClNs4yFGSmDEHuUzOajtTJq9iBCFHXiHkskUSGQGDxztbnJzeisQ5hMAVQiBKJgCi3OBAhBbnnY6MVvnz13Xjso3dGK5sns9UjHyw6ZEtMt9JKK6200korD1lhIlXmt0xZAHD77bdj/vz5efvo6OiM5xx00EH46U9/itWrV+Mzn/kMXvjCF+Ib3/iGLIYBvPzlL8eLXvQiAMBRRx2Fr33ta/jwhz+MSy65ZIvUuZVWHgyyYUNt1E0hzqAAnuYttdV1qKpMvIQADcloYcB0oU+y+A4adzGE4MiukPdXwVmQk4VXrGCL/cqAQUgIM1BxvyVQBh2JYgYJgi3iUfJLM6BW8BHEUY7JLLALxa0EtYRiJEhyODuWBb2qe6XjFAzjOgopnSz8nXp21MI+Wd7hpUuXZhDOE8UF4GmyUo3cfQ7AMc8SQgElODlm09Wv8ekkh7YzhJWbx/l2EEke8TxTN/I/kyOOizV+7t4MXMGBkeVa5G6Fef4aduQxz0b97LPqYGyXRVi4227YbnwUi444GLs+/tHY4RGHorPbLlg/WSMEwrzx7gABazI5XWNyOmJspMLYSAe9NWux9vrfYenV38Pvf/wrrFm5CmtuvwNr/nAHeHJDH8CLkiLTeoMEYGQL8a3bLOc0JwfEW7vJHUPSKU0nlQKggRUgbBxj4ftKZfpzg0OL9qHC8yEJEm7c9VF57oRxzc9Jvpnud26njcJSlwI8Gsksg3bdxAQ2TExgTpgLdCpwReAYwd2OgG0WwpsA7nQEZDOiHIxQ94BOB6gI4ATiCDCBA4NSlJD91M3gt9UKYASukVAhAIgcQGSgogGABEoJCQGBEph1zgoBFOWmk4VnV8BSvKJJW1jAWMtoIMUT6mS9oPNSZSCvhFGsKkKMnIHYXGIoD0wIFcRLykInaBvY7q88U+PjFa7+9rJtmphudchWWnlwyPJVPVSdBqtbPjW0cXDhI8iSOHt2mJTcov580Wp2SO6dguZ3QF+PAY3zvPRHviD33eeD9QS0VdmMiuSchEDF0KnopUX/FP4r5bdzfr+w6JiqzGl0GOdh3afsmAcsUsI9y2ZOBZPDHFlHuE5ip0SZ/tgkqH2Z1FTgTMe0cj3ZreWUKC9lf9Z1YzmfHXFsxzK45INmZGPFlD18pcikUW2MhM7dVYu3daxZQnazEtgW4YaFDI7TSeqiupZF3eksWICFuy7Gwp22x+KjDsNORx6M7Q7aH9st2QeduXMADOqJXvr3xckpTNx0G1b/4tdY/vMbcdePf46Vt/0eq1YsR2/1Knm2KoArBnpAIkYYCwgdbXsgJE45vUrkBKoSOASQ6itACe+dyD2jpntW2jea8iVpuHHRMZXQNJUiSHoYjkpmkhuToBzSPJOaKL8BeW9aaGqn7MOskO3ZyyH983NmiwD0aa8ouqc9owMDXc5bdtfd2GPOXFBHdMachsYUbisrRkgHl+uSEtSqUeqxSXQKACF/l8YydA6DRhsgCZceghgwBoiRCiAMv6jzLEQvxLQg88T6X6BCn5cdzW6YsfmEvN4SQ578S8rmgJTTDugxynjbjGS6Y7m+9XmZkyenh6wttyHZkjqklQfMXo98sOiQLTHdSiuttNJKK620sgVl/vz5DWVwYzIyMoL9998fAHD00Ufjhz/8Id73vvflfC4Pf/jDG8cffPDBuO222wAAu+66K5YuXdrYX9c1VqxYgV133fXeNqOVVu43+d9frsL4WAC5fxkYUNK4ENZKYAXSfNRkjBdCR4BHAwNDCLDQ2cRq2d8QBrMQzMzieZzUWhxKhnaCLPwzLwYFBnMV2RFBAUDtjhXwIXACISoxnXJeP+UAYeCbeE2Xukk+sliunJIQkepFa54d9r1gghKKOISAlCIoAOsn1mH9hg1acqMLClaijWrk5/PkJ7tPBwx5MGMYXmlEYSaNM9rhjsn9YB+FZiYge7BkMlX35LzavgLJVU8JawMYG14QPte1Ay6L5zSX47g8k6Pbb4/t99gDOz/yKOx56onY9bD9sN0Bew+0e+44YWJDD+s29IaS08PAxu787bDDsUdgh2OPwBIAa1esxrKf3ojlV30Hd1z9Laxctgxr7roT6PUMGQJnTynkbf6NefFGAAEAAElEQVRuMEMc/P19ZIiHjD77AUFyzdk+Kv3AST1fjBC1vgzibSNjxpHCTFInHgTmGwiXu84wItsqn0PKDwHNiPQZZZb6E5X7148r+nmEGfcsW4Y9582FebmAgVTXqMJIxsbzJVMSIjpFgCsZV1xJzZmBWIMNeCTLn2kAqkxABCGtQQEUSu5S5iTeI9ZFeaSoJzQzIgtwSQES6l9HlBnUWHrKKjDqCLA+r7ldqTzuROLlx7V4tsQohLRwDzJ/VhWjrg3Q1a7THKuRNeyp9qkRPjE/f3IPut2A3/xu3fD72sqM0uqQrbSy+XLzbetRZmx9Aeg7wbtHkpHO+in6mnpYh5Df/UaMmOFifhewu0wuD84YsohFjDFvQrYXFpyOohxajsKqrynvBS2i4ZQp01iFYcpsp0Xo0bC/mZRj1YtU1/R/gHpHW0hha6TpmGI8yTFi2bJlTlcr76kGkdcgnI14L7oqoaQDaZDMdtmso5VrFGK7NNsbWVqdXLRy7bJmWV5/zOknIud6NEnppGUpEajhrPtTxSQLX12bVzULiZ00hHfNEqY7IoeyprEx7LDH7thlv33xsNNOwpxjjsbCg/fBvDkjs9ITvdi2yWlZF4yNjWL+IQdg/iEHYM/nnA5mxt2/vAnLf3I97v6fr+HuX16P5X/4PdLEhK6jGLwhInWDrKE61h2cQzCLYYYq10FCM3PS75GQKkJIlmIJ2Uva7omR01Qh53MWvR7ika36Dyc5JqtOMH1I9Sy7+5mEhj4jVJ4/UxfdGG480/o797MR32pAUXJalzkDzIU8zJUj3LNiORbvuYdGjVEjwsbzbJG1zONan+PE4GDWouJJzmAlozVPNRKIg+r3oei6chaiG6Osyn0gytUTddfmPKf/WR/ofBSIEW0K8dONldHoFzd3+WOL8qo50SVal8x7pFEMtAGkUbZyIaIDSw5zV0m91u/v2NBYY7QyO5mtHvlg0SFbYrqVVlpppZVWWnnoiqEBW6qseykpJUxNTWHvvffG4sWLceONNzb2//rXv8aTnvQkAMBxxx2HVatW4Uc/+hGOPvpoAMDVV1+NlBKOPfbYe12XVlq5v+SOu6YwNtbJUcjYER6AAxIBgBkhdNCpij8yRwJXFj5RQzDqcCyRwIsHNeDLFfInBAUCg5A75XIK5CnuIc40nMkjwRwsnGIOvpbt5SnVCKyuqAw0ZgkF/QQYLOF+hSGK4Kie2LHOHiuoa2GhALU8h7pySG04suwnAseElBLqqRr3LLunmX/RE7QzSDNvtPv0J/UDGW5TsZ8fQkoDaGCuRg4bMc7lWsnnbvaH27GExvFGMmeCO+duFkAt9biUEcu1DHDMNWdI3mcAqALm7bYYux98IPb7sydhwWmPxfiO22/UG7pTBcwd7w4lpzcFNppst8MCdE94BHY45gg8/M2vxLrvXoff/Z+v4JbvXItlt90GXr9eXB6CeaBIf3BkhK7EZiR7GJXQhHmVRTHGsOrnZtjjapie9k2jmdrnqSfgZEqcAUwQgxJlvNxjiAY0e2OTBhEOP0KRiQLKURPc+eX0Uo4SptmzRhshj4l7IglYvmoldo8Pg3lMSehTAaQ5VDoGAep0CmCeGOhNA52u/K5roNstyCuQO5xSAqoA5gg/8onUQ4ikTuZBXYK1QvMKRiQDJLV94gEDpPyQG1gZ8j2U+YzBiQwTRRVKVHhfj6De2swSlttCs5OCoxHFM6wKhDq6sP12fzXsI5V44oacYny8wjYtrQ7ZSisPuKybqLF8xRS2334MWVmzPxU/9zseRT4JSsLNYCKV35FKqinR5PXLgVMIaiiJfM08j+ffVp9miO5g20j0nEBCOhk3w+5YosLGVuZFzaKFBstB4hQ4YrfNCOmcR1q/M4PrGhxj1qnWrl6leUo5b7MyG5/93Wak7wzEMnI7y7FFKXPH2znu2qy6sKS9MG/scr6P+sNm3Ni4hpalBDPsGha2W6+X6pRDgLOSzjm3NEs9ODpP6Wjn6LG1dO3IwoXYZY+9sPtRh+DAlz0PCx9xCIgIdUz3Sk8cIKf1NzNj3YYexvfeEwcdvC8O+fOnYM0vfoPfXv4p3P6Dn+Lu227D5Ip75LmAhBlPNaHqqoFGxUCSREWkhHSoghDK6ulshGnqCPtpYymTiXqfKQBGTrL2OYKpSwnmEWwPd+GhSzoTnzLGVjDZaMQpgtkYxc7PB8h2H10HQDbInEmXhz033vCTGFFTJO24626qX2uOFe6oUgQgaSOT5V/R9aelSNI+krDlJVKAzANJ07k4D2wn0qVSp6jNC0bUozmfGHlt26x7AiGvA+yP1Qi1dKH8tog6ZmBDGnJbynXEMtSIVRVSYkZCidsg81ZelpV6kXgPEwCQBDRnEG65fT323WvuzPdma5YtqUNaefdCHigdsiWmW2mllVZaaaWVh6xwhgO2TFmbIxdccAGe9KQn4WEPexjWrl2LK664Atdccw2+/OUvg4jw13/913jrW9+KI444AkceeSQ+9rGP4YYbbsBnPvMZAGK1eNppp+GlL30pLrvsMvR6PZxzzjl47nOfi8WLF2+RNrXSyv0hv7l5HaqOhYstAEg/RuBBRPsMIJB6bgq5UgBBVqBBPsWLQbyoZYFtBvW5bP2eGDk0XKdSyseRbKRsX6aRGDCWNSiwECxoGmnGv6ThdhOgTBsoTckMlGo0QJMkMf4IEDbJA38hKGgYC+DHXAhUTohREtYlDfOdUsSKlSub4J8XY2G5b5v/Te64YWJAT2ru51Q6uT/PdME1uRBa+bxCMgJo7Of+OnCzDAO9zFM6U5JRQipyYqRp+U5d9f6wfqwBDqVchArz994Hiw47BAec8mjs9aJnYkOPNxmi22QYOT3Vi7MCG0086LjgxEfj0af8Cfb+xU244f0fw9If/hR33fQbYIOE+WZ7xgJKGHRi8KSAZGEkIGQUChL1Tz0iENU3paIctlvAxyGAnd0Cn0RTwzSi0nJYnnuuCgDvDSLIgEg7Vw1TMp88QCoMBFzsq0wfau/Gtz/NxkGsE1YuX46dRnZB1RXoj2IAV+KpYu5rnCSMZagjaCQAIShhrs+nAY4ayjGHJSUWw5NQAakGV1WjfsRAFBRXwVJ5cC11gHmJmRlMsL2sT7R54QVGSAk1B4/lw2VAkKmjApAEWLQwfdIfjmyG9buE8qy4AlNEACGBEdQzKkbrYuehEwghBPHkSeJ+f9c9U5juJYx0tyDw9iCSVodspZUHXv73FysxZvmlTU8jDI4o6vvTbY4DyyfbnEa6kWy7El32juo37DIDyWDepijzo1FDJQQuMgEtYsqnlWOktG+AHgdHrFFJIyPksxJdgBDURpqp4ZUwphGUIij25N2Vw8qkoncqec2ccM+ye/TS5SXjX7PcXz//8uFCSjVUTXZGgAPENvWVA42Oouc1ogVxJqntHE8sM/vyTFe1HNBJSesm6ZyJ58QDpHRiRqpTDgnONYvBIwMcNWx3j3OzRrZbiN0OOABLnvmn2Pt5T8Hozs30FltaTwSA0W6FdRt6SIkxd7ybjXnnH3oAHnHpm3HY6rW4/dNfxA2f/r/4/Q2/xuSKZaKXEAM1I4yKrshB10AdJUBTQugG5VCFjAwAEIVElZzTElknQcdFVjcSOBCqENzDU3QI1kWZhPRG7s9sOQwhQi1XdWNYGHHsR73df128kR7Duq9EQuBcl4be6AjexmZHet9zzz3YcdGubrxoOhdlfKmK4gkee6ImEoGTKVAVZBxC9eYgXtMIeV4KxHnZaIqyPFne2NHmGRYiOJVw/kFpbZlLSLyjU+k/VuLfeq4KRR/0tj3ZWDtvN4NGRozavwhASDlqlc2TuWvZtqmxASEbF2dPdjVqNAfr8fEK3/zusm2WmN6SOqSVN1t5MOmQLTHdSiuttNJKK6208gDI0qVL8YIXvAB33nknFixYgMMPPxxf/vKX8YQnPAEA8NrXvhaTk5M499xzsWLFChxxxBG46qqrsN9+++UyPvnJT+Kcc87BySefjBACnvGMZ+Af//EfH6gmtdLKHyU//cVqzJs3YqtwhBzTsJAmQVe5QZlnButxQKCATuXzBxYPQP0JZglfa6BhXgAzgKoskpuiIInl9eOkYb015HYAcuYuB4IW8KKWQzSvdCGYiteKhX0zT00BDB3qB9luYQezJ0tdy4I/JgkxCAHPUm15qQVwiyli5YqViDEqZlLAv/K1gH8FyONSD7ivHjvsAx6Hi6AN7PIPFiASmVDmDAz1XcNuXsYoSxlNLFNJUHUesq4TXJUzcZ/xpI4gLjydwB0FWiwEtYJo44t2xe7774cD/+yJ2PUvnofIwPoeo5olKW3iQcfVE9MAMGuw0cSDjpPTEXP22ROP+eBFWPu/v8LPLno/bv/177D8lt+JB68JA4mTelRDSXjrZu1vdYiSAcYaolGHoo6PDBhpn6MRvh75fnmvZzlP8yCXgAHa+fK8l9/mIdHXaE+WWuzBPoQwY5Eoz66FncyhBy2G+ZDy71l+D3bceWegW8Z/qiOqUIErIMWIqqpKbrxeDQoBzAkUpe6IENCWCNkDLdYAdUuVGUpSd2S+UBimQkTNkks6IeT+s5CYrO0uw0JA2ZBsLqHi9Z7BdyFBOBp0KXMYNFKrzIsBdS3eXpTTRxshLuRLpwpIsdaySv+EEJCqYhxj4CZgESgCohrmjHQCrr9xDY44dCFa2bLS6pCttCJyy+83YGzEiBpPB0PJNgvbbe+aQmpRKJ7IMl+TI6StlEJiiW6hKSgIjWuVKD+eIyP3vfnpo9NaUf411STXResRVVg9KqG6qeWMzgQTISTRJXM4b4g3pfi/QiJ6WPhuIuQc0RqdR3iwCMSIODmJVatWNSs7VOXjgR0lvpD+3piuqLmlM/lsn4ArIyurQ/RSLtsded3UHRnMKZOTuTgjqesS4lvCcmtI76j6FIs3NJSsTonBPZaI52b82BNdNIyOYdcDluDAJz4GS173UnQXbDdD2+8bPZGABintpbtgO+z70mfjYWc+Bb9938dw4xevxh3XX496Yh1SzQASuBvUQ1mem1DJuEi9pMbALMa+JO0OVRDD3koN7CoCqlD0E/1LnBA4aCTrZqofsBoGZkVe1wAwz2lkHdD74JqelUN/e/00q6WWokafeaceAkKENvVE1Za9oonmMevWrcP0+nUYnTdfr1DpuCGg4wwYATVaTCCySDJJczHrOiXo+DR92RksBjP+ZVuvsI5k1irJPBZVDwxK9npb4ca85HRpM7rJaQasy239xiUSWYhsKn3R23WNbDq4RN/RNYXVK/ioQgBUz5RQ3xac3FdMDux0CCvXTKOVLS8PJh2yJaZbaaWVVlpppZWHrDAF8BYKobO55Vx++eWbPOYNb3hDzvMyTHbYYQdcccUVm3XdVlp5MMmGyYjJqYR58wqR1FzwKhzBQKgUJEEhwCy0nISNC86624VQJGSyJSgIaaS05Wj1IKGETGQYlsOwfH9ivW6goCEkIdPNRgpaaG/AYDkACBw1tKKRtGyVUATBctohe6wKcKLAkAFtDFCohJTWbUYkJ43XG2NUggxYuWJFHysIBTwyDpileE96ILGBrWRgkT0AiMYpCmraPheqUW9rsvDapEd7gNEXlr1Sy/58XbhzfTuYNaeZ/lmI7r5rUAC4S5IbEHqTGaDxcSze/wA87JADcfTlf49qpItenTAx2QMg4N9sSWmTThXQqQJ66tUz2t38EMej3Sp7w1h52z/iUJz4uX/B7Z/6An7+Tx/HHTffgvV336VAqpCR6FDOr86a548dAJdvQcGCCsiXWLyqG1iyzyGNUhDKrTPwXu5dCfFnYRjLBQpI2MzvB03rLdssz7XVg0A5dyGaV4d5teVNM9wqBjAxsR7T01PojHXVcyoiN5hlXHJSD7SOWjDEJIdonmgQ5VD8wyF37wUdQVSBOCmZW+WxDSQQRQHpSGln6yc4IoShHnKEWvsXQaoUk3jFpFS6Vh1QdDqVeU3GdJlvtRn6KeM11ikDhywocD42byPSMPG+EIsmQRgbDbjme8u2WWK61SFbaeWBl5tvXe/mfM7RN4JjYpRikR0sCl8IAZRDdej/QbwMoaG9TYkkiw6iJA7l1DFNXdOuhXJo1umMFLLQuHaQfSf4ICSDvm8MI9c4z9P2Hi5XTXpuUiLandxH6pJPymx5laOF945CUMeElStW5Cgb8j4e/qbLDco6ob27mpcvRoqOaMy7uKljWl94tdnlji7hu10Z5gHdT14zZw9pMLLuLPmiORtJmrd1OQ5gTsVLOpV9aSohTrPokcxIPXm3LthrHzz8CSfhkHPPwtx99txIfxW5r/TEjV5zfBxL3vAK7P2iZ+KGf/w4fvm5L+KeW34HnkoIKUpY7o7mkB6r1ABRyXlLmURB9OmcyJiEZFVm1Dx2iQlBFVDmBErF0DiTpKZz+Wg8KGPX9NUcChxQfckWGfa0cTbwczznRqWE9m5em8zLuhzY2L98+XLsNmeehrZWxdTCd0N1JDAoJXAoD7yFuJaqySoy2Rox5+DxSW4k5cygbYebv4YovaRGo9Y9OYUAIY8rTwkLsax6phqtCtHsDnILde9ozgEgyydeWwYhNf6pQg5/D5RxTkDJd52nRc734/Y7Ngy9X9uCbEkd0sqbrTyYdMiWmG6llVZaaaWVVlpppZVWHhC54bdrMDpSFv0GAAhw5z0IkUMjhpARQD1JPhIzOrY054QQCqhTVW4drRIqyb1qG23RbuHAS52AkhDZ7PENREzIOaYtnDdSJqORjKC2c60eAv4xs4CHBuAlPTdF8bp0bC4nAzr6RMHRxOIhEXu1HMtA3ethzdq1hQgECgk5BFtkBYzK7/xtEAzhZpmN4z0L7bFBX0ZGKyX8cXaMdseDAK4L8OgvmcGp5Nqjh5awjo7oTFzqk8wDisAVC3OXgO0WL8ZeSw7CI/7uddj+6EMBAHVMWD/Zyx746yd7M3qhzCST0zV6MaFbBdQxDeQS3JRYrkACMnA5OV1nD5k9n3M6dnvqKfjZX/0dfvPt63DXb24EpntAhwow7srKIGBF0n+KTjGTeMIotsYQkIl9U/UmEUhzMMMV7sFJvYZul2cYmRinqpDRDAYlKtfxuKDzbjGeIN9LA9vQnBIaJLcrxiOUlod+xfLlGJs7rp4rhGqkQooJVSdIGZZ3U93XxFu6Bnc6mexFFKMUChWIGIlSJquTXVdzBHDuQ7l+hYQaFSgTDsiGLQyAqQIzZc91hQ4BPV62izdRIMreLEkvRFVJMW4gZCBCp2L0ct/ZvRBQ3QxXGvdRQzxSIJcK0QarENg53oOeU1WE3906gVZaaaWV+0puu2N9eWEQkIOjZiLYPp0+CQj57NVJJW1MxzMTSG+AZUS0pYsRAszKoYbuaO+MfP3QVzdwLpvs3eDq3WRV1ThSPSqlNgkVxfIeYmhI76RpH1LWLQFI6O4UQUggdvqlKE1qHJkKSa3XXrFyRe7rZtSd1NDv7P3EucxmExre0v0K5cBv94WRycuc4kJ1xrwPpsOU12Tjlcma3ibnj06ZfGbVW+y7kdRZn0xKSke5fg7x3QPiFIv3dGSkGqjmzMUexzwaB73gGdj/Wac+qPTEjcnYop1w5N+eh50f+yj89EOfwq3f+Q7q1asQOkWPqTkhjIjuFhBATEKkQshpoJDR7AwYcv1Vf0KSYxOSRMFShY/88wPS0NuqAmYDR9V/lOhmIiWSbXVlfdHUCWWj/pe9j5sGf3YiB0eAg90u1pRTTVmxYiV222NPUZRT0nDW+l11QQtZTRyh4XgkXHXVgXlyMzOS9qOQ1GW+CEiyT3VbMs/r/IDrjEVF52e4ucvmKuslmw+9eq0npsRuzvPrwX6iWq7bR9sjGxE4gxvRCy1qhRksq17r5988f5byf3/n5FCdvpVtR7bNZD+ttNJKK6200korsxEKW/avlVZa2Sy59fb1GB2tHE9TwD+HviHnig5CFhk4QCQkJCvwVHA2Ax5ykUjMmXR2OGO+cgglbJqRPkL2CHlsx/aDihYaMeQj2IFsBZljJfSQooIKQr4XwlmRsOyNYrl6Wb1YtMEpyTkKzoGAVNdIdSzAWkxIMYq3tNVE+6hBGpfmN0FELwwNpeyOsbJMPACckUpuHN/oEv/pL1WQxkw627Mh2KmCk4qVGIaaAUT712OkSVavcqhHDARYtBCMMWkodABVhV0ffggOP+1kPO4L/9YgpSc2CCm93XgX2413EQJhYkMPdUyDDRgik9N1zhU4d7yLueNdpCQA4sxhLZt94nMFzh3vYmyk0nCNJXR3Z2wUj/jni/DYt78OBxx1JDoLFmTAlGNSTwWW0N4W+RMKuk4lpCku94BLWPTc1/qdowwqGVsFwC3gMQ/ea/3eAACHeV2pa9kA/NQwgChzhHktNY+duS/JNYQV5F65ciVSz4HcMSH1aqRencF5CZuv7h82N9U9aau1RZ99efST5JVOMSOkFsKfosRPlzzVDsSDzCV+JixzUCwECZWcgM38o8jzVfamG+gMAy05N4VdpxUOg5Ci8zhj6e8QNGWCEtVlPiZQlQOHN+7Z5NTsxslWKa0O2UorD6hMTkXcs2LaeS/L/FxUFE+bZAo3G6ZlTiSfqxsy4YPGMfLpa1BCetv7PBC5K2X1KM+JFEqZssEmWTvfzqFysn4d9Ki2nLNlDidOQhwCYiCVEijV5RxHOkvo5NioY35vMaOemsS6teuaumNpefnhCXA7tmFQyO4438flS7Md7p3P3BcVB80f3L+Pm9czUtqIa04lbzRQSGotS96PCQmiO8mxUlaqJX906jHiVCqkdATm7b4nHvHsp+OJH74Eu59x8oNST9yY1DFh3p8cg+M/+DY8+sznYsEee+UQ5YjS9tRT/bpOEto8QftIdKikfWm6jRm72jMgfVn0L7svyPfC38dGC/PthOpMsviBKf+5HwDTbWZQREtB+Rnw2yiXN6zf+45nxuTkJNZPrJNtKYGjhtGHzgEp6lyg2ziVdWSKGlZfxz4CAlImzSFPIQASI2bixjyQdT23qC0RHLhxXRFCsXq0sqgxpwSvVOb5zW3J82DzeqVnbMIKEq3JDHcgOqPNio35w2rAVqDNybLvtjvWD7kX24BsaR1yK9Ujt85at9JKKw8Kueaaa0BEuOaaax7oqrRyP8k73/lOLFmyJIdzuj/lS1/6EubNm4dly5bd79duZdsVJtqif6200srmya23r0e3KzlcsxV3FRSE0zGlIRUlVFwhzrIQoepISG/LF+jzS9sivlOVxbQRZCFI/uq8aIZfLjtwk4CqyWYriBeFXAbASEI+2f5s2Y7sqRJY/my/lKPv1KSEWSaw1dI+RQ0xDAVvNBxhHUEI6t2hud40HLHwYkq6GVmtfZXFgBcy7smDCk3xofaG7JZjkiOy0Afp9ANrmed2ACIcltnALrWOGeTU2tr1onrAJM6ez9QJoA7A09IPhYRlxX8zIwcaH8f+jz0BT/i3d+CR//J2hI54l3hS2rxWiOT7bMlpDzaa14rlEpwN6NgPNpr3zdhIZ0bQcbenPA5P+OJHcMzzn4l5ixdnYtFudA6VmSDhJzV9G42gkPdGSivomtl/Bc7NEyb/b3yqRap3AG8Gm+0eDsf6Gt+H9Un/tuxBQRgAzprHD7lm9pgBNmyYxNSGSXmeYgSz5E9EBlkhHkD5eXPjNXovM9te58sKKMnZE8iiKRBLRAQhmAnF19iHbQQkqKx5pdngKDNUMu8WoDk2MzAJVApcEilupYBfFcgBfxJVIjsvBaDqVgV4tPDfidV5PGRvw0a3BvMy1+8hYPnKbTc/YKtDttLKAyu33L4e3ZFBgqNfT2mSzozUp0OSSzRN7qVi82aD7OwTcvNtsx4lyg+pIuqPsXMCyudMYkZKRswRWZSe8p4LiPp+8fVNkLDelr+ZMyEFhqTrsPzSSpgZscwpYeXyFWoImS+jH3394XQMaVuzQ4z0Rv7kopvYOfYSY7j34CARWIpoEoi2rXhVy2nZUzrq/pgbIdWwkN7uXY8EcO0I7JgQ7XcC0jSD64RUi/fojocchuPPPguPfv9bMb7rzg96PbFfvL67cKeFeMS7zsdJF/4Vdl1yCBIHpJrB00naHSG5tGtdi2RdMWVdXNYiyGS01w2lD5OUk0oZqvwVojp3W9lm7UX/b0/A9ndV33Pmn8PmkHVpYPy5fT8HrsGMVcvuyZGqMiHNtt5IxbjY6eAEIHDSNaFXvK0Mi5Blc1FpCJt+mWlrESGsZQ4wvTAYT9w398CntsrX8e3nxtw20DV2z/pOo77zvaQUyxxCyOtnK68cX04cGQm45bZtk5je0jrk1qpHtsR0K620skn5wAc+gI9+9KMPdDX+KLniiivwD//wDw90NTYqU1NTOP/887F48WKMj4/j2GOPxVVXXTXr8++44w48+9nPxsKFCzF//nw89alPxe9+97uhx15++eU4+OCDMTY2hgMOOADvf//7Z32dNWvW4B3veAfOP/98Dbtz/8ppp52G/fffH5dccsn9fu1WWmmllVbuG/nm9+9peDB7UMBCfVEQVjgoGiA8UNLQ3prrz9leh4rUM5pQBQcKQgEM6lss5wU3NxfXLjScB8kkF5gs/isFCgKaCyumoGEUxdpdQieylissDwNqSY+8sJdtCmgYQR1TJr+yFb0CHqmus/dBnK7BDIRKQpjXdY11ExOlrQb29JGAudnsNw5+HZABkruUl4nsxvHIoMyM5ZIvixUkBIy3y4QqSAjoJNBMigVARCye0mTR3BV8dN0AMKEzfyEOfcLJeNzl78AOjzosV2MYKV2aPTtyehjYaDIb0HEmsNFkY6Bjd/52eOSlb8Lx570cCx9+iAPEHCZs35WsFA91ziEtU52yUQZ74tm8lFnuS0q+sNJHpSF2Y4GBR8s9j/mZ6QcRpUD9ROkr95w18HENL9q80EDnNvp55aoVUq7msY69mPNOcl0DMcmnnaceMZySfCez7kjIUKd+iD9b04OLWDybkSIsKoLODhnUDBq9IXhvEwIkfnpSgxpG8UZBQU15JjCxDHYiSWVQiBNPVPsQtvKFU1L7BLk5VbC50SYuBVu997TO6bdvq94urbTSygMqt9w2gdGRKr8ybM4p5oXmCR2KemeGSZn0bKYuyAY8cGQ2NGd1n3hIxCL1FAMgKc8CzuR3UerzeHT7TBcld4JwSHYA51QPzuIQoody+YlCZuc538rzOliKzd/2Vd/pq1atKhVj9q9ia3RRKmBer1z+rMCihJd+t4abburaZLpwzv9s5SbxuG12KZX3NTQscl/EFzuaoxyTLKR3SuW46OqtOqN9T1GIWETNr9xTgpYr7HHs8Tj5b1+PJee+GKT699agJ5rMpO/u9f89Badcdgn2PuZYMHWkv2rVDaN9Nx1M700sHtDw5LSGNxL1zIwD/HPndLms2+n9d8xnvu/ZEJaLfp/c85b/hjyfA0ojso5Wnlu3M5XjnUrUKGPlqlVqnOiMHPL14R5E0feIzRiR0UxpLeOV8nguXs9g6FozoRldwQ1eK5XcHMMyz1iEHe8QnWcQGvzztWqo9Npumfv8vaGGAaS/ivU7ST6CfFbWO0vP5jncunCkG3DL7a0OuS1LS0y30korm5SZiOnHPvax2LBhAx772Mfe/5WapWwNxPRZZ52F9773vXj+85+P973vfaiqCn/6p3+Kb3/725s8d926dXjc4x6Hb3zjG3jjG9+Iiy66CD/5yU9w4oknYvny5Y1j/+Vf/gV/8Rd/gUMOOQTvf//7cdxxx+HVr3413vGOd8yqnh/+8IdR1zWe97zn/VHt3BLy8pe/HP/yL/+CtWvXPmB1aGXbEqawRf9aaaWVzRcD7ygUa/UQQg4NximBGsczqKPgTxCw0LxqAWh+rEJGZ3DQYXbZk4JtgVxAh8Z5AEgTqkrEOIP+EgJFB3CaZTsr8aTZwagCh24hqxhgAyQcuGYrcALpubbdyDIWgrqOAnrUtYI+EVyLlyeAHLIZYKxeuTIX4S8zsBEKNHjSr/8QdsehCeyw2z5AAnrC0tfDAZac2c/+89wmQzEMqUgGYjbvmRHYzRBxcCBkAUFHd9wJBz3ldDzqX/4Oc/bcLR+7MVI6V2cToOPGwEaTjYGOmwIbTTYGOkYQFr/keTjqlS/ATkuWuH41jxUFwGz8efJYbwkRNGcgGiG7S0e4326fPU82KDMxO+RYRS5LmeyeCw9aDpOhmwtIxn3HNsdC+bF69Ro1ZlDA2kJ7xlhAVVYi2sIupiQgm388khqtMGBJuhnQvIJAH0oOrjp98wODNTWARFKQ+x4oIqDW8gKYCUmnhhIRnY1NKUCmdacm8gs2zsj9wYOImjLBiIwghj4Ao+pU/U0t/RjkpCoT0pSfq9GRgNv/sGHYjdrqpdUhW2nlgZWbb1uPbsfSCMj/jddLeSnpXlJjH/OM1nOcftgQnQ+D87gmndxCIDHMgm1nRzgDVrybXhufmavVbf51kvKhDJBG2oDpjEZYAYW40tazekvGWrykGSXPdEoaRlj1VFeWvYcZJcd0nO5h7bqJ3H/Gs5XTmn1b6uv7CY1jyv1AjvaT95vnrLDCAzrAUF3W+sLVK0f203YXQpv9KfAhvVVLQcqkdMo6g4XzlrJZQllHRqIO9j7pRJz4d6/Hrk84Af2yNeiJm9J3d3jUYTjpn9+OAx97IlCNSH/1nFd5tJzbol+Lrqf9ZJ3NKP1sho0ER/zzoP5o49EUfSvHbiuQjU3zZRwJXZ4je/bdtdHU/0x8Luzs8VwKRyHKs5qa78fk9DSm1m9Q/RDluu7T7DDyelND5pP+BY4IsYZzjNbq+NQAZeyTReDR+QEAInNjzmHtRM8z20zY1/qi86NJXlt7vQGj1Uu2NcsfFEdc6/zrLVyobw1vve7X4rff0eqQ27IeuXXWupVWHgCZmJh4oKvwoJMQAsbGxh4Q79ltRX7wgx/gP//zP3HJJZfgXe96F172spfh6quvxl577YXXv/71mzz/Ax/4AH7zm9/g85//PF7/+tfj3HPPxVe+8hXceeedeM973pOP27BhA970pjfh9NNPx2c+8xm89KUvxcc//nE8//nPx9ve9jasVPB6Y/KRj3wEZ5xxBsbGxu5Vm++NPOMZz8DU1BSuvPLKB6wOrbTSSiutbBlZN1EryYKCzAEaUrEAbQVokgVxVSlBEkquacDIlyYYVlUlLyoFCfctx2i5Gj1N1smct2e8Ek3CjiAEU0WsxJOSNtlzOhULdgIqjqjidFm020I7MYIBGKWRCg5CKuaTwHqwKKnngfMM5do8hDUwcC9i9erVhUh21v79PGuGjxzI4yGboSEEHb7XIBv7ys0wSh9GY8cbiNUPMNk+O7gfvGIGzBYg1Qy2vMkmVHBP56iQQ1WPbr8jDj3pT3Dc+96EODaWwbrZkNL5EjOAjrMBG02GgY6zBRtNhoGOvh2Hvfw5ePQr/hw7H7AESFQ8zqGgYsbcMiqY+yn1vAEByn1PkoMRSl7ykIfAA5X+2WgAq9KRNoy0nME+5/5zG2W4+lm7suGDrxc3T3XP3LqJCdS9HkBiEBMQBIyGgmYMIa7Vc7gAoJQJaBhpLR2bvWcAaFjFBGPyGQlgQkg2P2jUBWIFaIw0qPX4AKIgAKQz9iB3rAGKBPFkkW2sAReKt5wBgUQCNHY6xUtab4eCrgojEuXUCCW8t2Y/TFaPAjI2XA9ZvF1ubb1dWmmllftAfvDjFU5fK+8O/xaxsNLZSBFOJ/L7+sSO738nydzZ1KXMyw/IbxqUebyQRTZFGhFTpkxulFVSMDAqN8eDkOnpwsYiE2dF0ZFPyjGUTXnSnLWcsg7pNLXy3iLCmtWr5BiiJkls/TeoTPb99htIdWil2XjI8dbTfdcCCnkM0yeKUpANFRtdwO63u57XIRr6CZeykIRsTZpbOYeijkDqaZ5l6mDv4x+DE9/xRux47OGDDbH2bCV64sb03flL9sVjP3gx9nvUo0HVCFKPpR+S6YpcvKFr/Z5viH0Ub3W9peWTS/fbo8v5PPRFkSp6DwjuufDlcf+ILZ/6PJD7Xs7tfyAHBnij6v3P76pVK0u7Uxl3eR2WfLhu1iaYYabNF4yck6hf8dbqpGEkMiWdN/qq7XRq0z7B0LRTnOceT3rblsGIO41ukCMZ0GQE5bL954SQjTjdEwBL+4Lm2Y1vBAIC4WfXr0Yr2660bFIrD0m544478JKXvASLFy/G6Ogo9tlnH7zyla/E9LTkwProRz8KIsI3vvENnH322dhll12wxx575PM/8IEP4JBDDsHo6CgWL16MV73qVSXMjcpvfvMbPOMZz8Cuu+6KsbEx7LHHHnjuc5+L1avLpHrVVVfhhBNOwMKFCzFv3jwcdNBBeOMb37jJ+s/mvKmpKbz1rW/F/vvvj9HRUey55554/etfj6mpqYHyPvGJT+CYY47BnDlzsP322+Oxj30svvKVrwAA9t57b/zyl7/EN77xjWwhddJJJwGYOcf0lVdeiaOPPhrj4+PYaaedcOaZZ+KOO+5oHHPWWWdh3rx5uOOOO/C0pz0N8+bNw84774zXve51iDFiU/K5z30Op59+er6H++23H972trc1zj3ppJPwhS98Abfeemuu+9577z1jmWeddVYJJ9L3d+GFF26yTn+MfOYzn0FVVXjZy16Wt42NjeElL3kJvve97+H222/f5PmPetSj8KhHPSpvW7JkCU4++WR8+tOfztu+/vWvY/ny5Tj77LMb57/qVa/CxMQEvvCFL2z0OjfffDN+9rOf4ZRTTmlsn+kZuOWWW0BEDU97u+e33XYbnvzkJ2PevHnYfffd8c///M8AgJ///Od4/OMfj7lz52KvvfbCFVdcMVCPXXbZBYcffjg+97nPbbS+rbQyaxkWu+je/LXSSiuzll//bh1GurpsVialWGPbQlrCwub8gCSLfPF28aiACzFI5IYlKdHiV9IWbqycIx6IIV8DMG/qkmMLROqhPdgWMcQvLqWBJad0P/oWLCwdGVxg3pdR2wRZoemKX4jbBNS1/VKAUDxLSJPCZjKfgVjX4JSwes1ax8tx/vAEXumT5qZhgGHDq6EPwCn5Gx3o5IApV0jjt3kCmEeLdEfK0EWD0B6iHkpoONdn2SuHAIl43ASyAHS33x5HPu10PPrDf4+58+dmsG5iQ2/WpLRvtwcdJzb0Zg02mnjQce2GHtZuBtho4kHHYe3Y71Vn4jFveQ123H9/7TgHjKk3tPQOlf0KjBfvZxW7tyXCvG5WyCkZGGklDoLXDSMDO775YBSQ3z3DBiYO8M2Evg0ziD2efcgiAVizejVSr4aMetkeyPUH1GPaeV1xrK0RWm+rSJBc04bcOXAxTzGOVCBOoCTWFTmXKBhkhjuGyMLNW3qp5iMix8Rkt4HyOSAD4Yv/DQAlnQfnTKCZh5VIclqzG+dm8IPcsvIBPZ4C4dofrxi4FduEtDpkK608oDLdM32wEM8NXRCSOiXkSdP0P9Hn0Bh61K/aOKMbn+rA7W9s8O/KUid9eyDrqXqM2TFJWhg0SGqfMiZPEXqq10EttC+p/hlgBpKsZ+v7hZtexWCWFwVJDeR9Vt5xHFPBLfs6ZZiB2GCfOY0iM1imnzWJNgudbAZy3igRgAvb3FQ/s/cqoAZjyXk6O0/o5BVJzu1MlrokpvK71qhDeiFm8Y7mCMReQppiMFfY64TH4KR3XYAFh+w3tA8a/bGV6Ikbkzl7LsZJl1+C/U84ARw6SNOMNJ3EhrZWT3O9Hykm6cdUosyIMaPoh9l7ms2bvdyvfJ/d/TSydzAdT/GGL1LWSWZjmZ/Xhp5on6oHN57RGfrCyhmScx2AjBf1gs7Poj20dl6jvnrtvHYUCezSRelc4GsU3FzQmBf0HNLxT7B0LfLd9Dk/B7Hb5v2y++INzUhQy3nsDqLSFD3Jys6fjX1982s5wZ0D1HVqGLVuM7KldcitVI+c3SzYSivbkPzhD3/AMcccg1WrVuFlL3sZlixZgjvuuAOf+cxnsH79eoyMjORjzz77bOy88854y1vekj2mL7zwQlx00UU45ZRT8MpXvhI33ngjPvjBD+KHP/whvvOd76Db7WJ6ehqnnnoqpqam8Jd/+ZfYddddcccdd+Dzn/88Vq1ahQULFuCXv/wlnvzkJ+Pwww/HxRdfjNHRUfz2t7/Fd77znY3WfzbnpZRwxhln4Nvf/jZe9rKX4eCDD8bPf/5zXHrppfj1r3+Nz372s/nYiy66CBdeeCGOP/54XHzxxRgZGcG1116Lq6++Gk984hPxD//wD/jLv/xLzJs3D29605sAAIsWLZqxfh/96Efxohe9CI961KNwySWX4O6778b73vc+fOc738FPfvITLFy4MB8bY8Spp56KY489Fu9+97vx1a9+Fe95z3uw33774ZWvfOVG++GjH/0o5s2bh/POOw/z5s3D1Vdfjbe85S1Ys2YN3vWudwEA3vSmN2H16tX4/e9/j0svvRQAMG/evBnLfPnLXz5AvH7pS1/CJz/5Seyyyy552z333LPRuplst912GB0d3egxP/nJT3DggQdi/vz5je3HHHMMAOCnP/0p9txzz6HnppTws5/9DC9+8YsH9h1zzDH4yle+grVr12K77bbDT37yEwDAIx/5yMZxRx99NEII+MlPfoIzzzxzxnp+97vfBQA84hGP2Gh7NiUxRjzpSU/CYx/7WLzzne/EJz/5SZxzzjmYO3cu3vSmN+H5z38+nv70p+Oyyy7DC17wAhx33HHYZ599Bursn+FWWrlXsiXD3myl4XNaaeWBkl/duAoj3ZBxMQOzUmIo3wqgrHVjZFRGxBLA7POgmgegOwcFP6iqAuZZeRUFhKqAZB1KYm2uRFwnlCjaDNbvBFDMC3FGsTrPwSQ5wtDOgocwSEEKg+zkUgkUvWW9AiSsrF8dAc1ty3UUINHAGECBDw3j7bwoJ9atQ+Kk/dTX8RmAaW4Tqj/lPvKexgN5oYlmAAkKqQd2VKMRkKStz4foMQQhngkgCuKNmzEjLjHXrcDouL6M8SicwpxBMVKDBHNSCOPjOPikE/DIS9+Izvg4AAHrYmT01JNltqR06QoB9lZPTKMXE7pVmDXYaNKpAuaMdTEx2QMAzB2bPdhosql27PnsJ+GYO+7Ed//5Y1h96y3lNmjOvwASI4gqyPNtie+Sfo0o6IEVa32uUacDKzASYShZCRkOHST2UNr9DPIcNLxuc/E8cC/YnZv3DcMS+x/PIbeU2arDWLNmDXbYaSeEbgInAgXxmgoVZ3P+bDMSk+Qvr2swEWhkVADJQPJJBEIHHGtQ6OpYqVCgP2uHjVndmgBu3PYkxIrOGwFmn0E60jSKBNlcJ/3Y6ci0EVMJvxgjwIF1m3wSEeq6AJM+NC2REPOJ9N44AJRBSJwQqiBgZwY5yzNBIaCqKsRejTvv3jbDMLY6ZCutPHBSx4QNkxFj4x1QjmIDQOdFmMGeN3wMfYSI/NBP+bMprUTvGRybXu8sL5dCpPiXUv+rhyBVq4I/ouhNFbEr0TabUZCvgClJyYX/FV2ypKRWIydVmIp+Kd6bnDgfk8lbNX5cu2bN8I6fkSAypaLox4DqDzlSi/YLOT0QmUEs/WBi4Zc9l1csLGW7EZv9uaiVhB7QBcClCRakSAlTI1gt4kuKLCTsFGtkIsKuxxyLE970l1hw2AEz9MOgbC164sZkzsMW4/h3vQlTr1yPW3/0Q3AvIqUIjAagw6gqgCOpPokckSd0SO5/ZWNriF6XWFQkvdeSJ1x1r6wfKtFNzoA530duxsK3Z9H018b13OhigInzHGD5mOUkpwfPJG7furXrkHo9VN2uepAXAlv04ATEWupvax9vJNqoe3KrRQ3r1ZiHRP/L+lbeQggkTux5VrFpkKQ5cZi+nDnNEpab3E5SQxfHI8OiJrDuN5LaRUyHq4WIKtEWqYLJngXtAOsbsv6Xc0NFWHrPFBbt/MBF7rxPZEuH395K9ciWmG7lIScXXHAB7rrrLlx77bUNku7iiy8eANh22GEHfO1rX0NVSR7DZcuW4ZJLLsETn/hEfPGLX8whrJcsWYJzzjkHn/jEJ/CiF70Iv/rVr3DzzTfjyiuvxDOf+cxc3lve8pb8/aqrrsL09DS++MUvYqeddpp1/Wdz3hVXXIGvfvWr+MY3voETTij5Tg499FC84hWvwHe/+10cf/zx+O1vf4uLL74Yf/Znf4bPfOYzjZDc1hdPe9rT8OY3vzl7Pm9Mer0ezj//fBx66KH45je/mUM+n3DCCXjyk5+MSy+9FBdddFE+fnJyEs95znPwN3/zNwCAV7ziFXjEIx6Byy+/fJPE9BVXXIFxBRTt3Fe84hX4wAc+gLe//e0YHR3FE57wBOy+++5YuXLlJusOAMcddxyOO+64/Pu3v/0tzjnnHDzhCU/Ay1/+8rx955133mRZgIS+PuusszZ6zJ133onddtttYLtt+8Mf/jDjuStWrMDU1NQmzz/ooINw5513oqqqBsEOACMjI9hxxx03eh0AuOGGGwBggCTeXJmcnMSZZ56JCy64AADw//1//x8WL16MF7/4xfiP//gPPOc5zwEAPOEJT8CSJUvwsY99bMBbfd9998U999yDpUuXDrSnlVZaaaWVrUdu/O0Eul1joG21GxAMqiOIRzADYELVCUpMF+LENLd+r5WUCCGYPqNhZ1nCnAWST1u/yVo4odPRmhChIrb1viPHBCDIBLd6N3YGiGrdz4zAST2nvWup5PkTsAUorTCvSTjgryzWZTODNToMxwjUqVjfsxBpsY5Yu3ZNA6QzMjD3GRuM4RAEpwcXh5gZAEh/bEk2mz89Sc795/kN7P4CN3+7PwpKhGcOX++PObCax2/2dIGEYPSeFFUHBxx/HI77pwvRmVN0yDqmRu6/qV7cbMBwqlfcua28zQEMmbmR+29yukan2jyCfDbtOPDcF2NyzQS+9y8fx+TSpYAB0gQkMAIFUJ3AFUCJMhBu5gac5F4QIKH04cZHTolsqL49swVwY1aAXA0bKJeBQm4qeM5Gbpdd7rkSYDIT2sP46b7rDIirHwCsXbdOviRriD1zYhRCVQWO8pnHpa2drJGJgSA55pm5MNnEkHjzFQr7LOH8mSK40laRtUJDelNCzQBp4EUiQmC5V7l+2eNFCGrJc01AxYip+K6FIIBhJwA9wUYRowH0YhCUHJBKFCDWCOZpI/c5BEJimU846jYKYB2EEnI85lSLIGDD1AzzSCuttNLKHyl33jWJqkP+BQEKQd5jVFIRkP7O4lRONL8qIa1aI8MRwLJ3WAjvENQACKZtSkFmYGl6ZciGSP0XVuNGSyfj/thfyOeYzi9WNSbU94ZF7uG8reiOxBHgqEaSel2v48WYQ1lPTkxgum7mIx4qDR1R9UqnA4ra7MIZ2zlut+OoXbnazH5WOl+Tlb/z+90hDVLa6lQiLBdjUPOYhhLSTrdMQJzU0N1Jjtnh4YfisLPPwtxHHbbpvumTrUVP3JjMP3hfPOrtr8PUm9+Fu394LUAS1psBYJxQEYGYcl8CQKoTQkWgJJYYZhcRKqA8gyT3q3JjSHbLR9I1W35YnJFDft4J7pHXE20kqKGqKpxMRX+FOy9HlelnZ70iO0yYwYGwdu06LBwbk3PLwwZL5cJGvHIEEqkhYuWa6o+vdBpwz7gja3VxlOuepw0GSmoqXfvpAXk5mYyoNiK4sdSU3gyqS4Kdk3hJMYDcf805gAKDIjKnbzNTQzLBrWS0bZSFP4hjuTdgdLsVfv+HDdseMd0KgDaUdysPMUkp4bOf/Sye8pSnDHiOAv2gJvDSl740k9IA8NWvfhXT09N47Wtf2yBxX/rSl2L+/Pk5HPKCBQsAAF/+8pexfv3wnFrmOfy5z32uAQJsSmZz3pVXXomDDz4YS5YswT333JP/Hv/4xwOQsM4A8NnPfhYpJbzlLW8ZyBO9OQqOyXXXXYelS5fi7LPPbuQhPv3007FkyZKh4aJf8YpXNH4/5jGPwe9+97tNXsuT0mvXrsU999yDxzzmMVi/fn0mUe+NTExM4M/+7M+w/fbb4z/+4z8az8FVV101q79TTz11k9fZsGHDUK9q678NG2b2MLB9szl/w4YNjWgA/cdu7DoAsHz5cnQ6nY16nM9W/uIv/iJ/X7hwIQ466CDMnTsXz372s/P2gw46CAsXLhz6LGy//fYAZu+53korGxMLkLSl/lpppZXZy3TPvHP9wtkBASgEVKgUXAQjVOUYARGde7WW58OTiXAhlAPAnKk2MDNGOtDVM+uq3n5KCEhZHidUOfy35YQFSvbA4PBOKYNSlEU2AISq5AZUb2Y7mqCIWYISYyQ5bUuj0AgXzE28RE5nWI7qNWvWNjEUAwUzhuBQQTS/5k8FD7O3tCIMnnQuwK2d2wQfGgS3uxe2j9mdM8QzNv+zuvgKuvCO+d7lcrn5LDGw20FLcPTfvApji4php8+xt2DuyEAOvtmIzxW4YO7IQC7BTYnPFThvvIt5fbkEZyOb045DLngF9jv8MIQ546Uvg4D4TSOD0rdcc9OZSfvbDBsK6MyNZ8Lun5GoPoS0lTPQRAMd3fjwl+4nqRvfG/gYNU/IEJlxDdw4d3p6GpMbNihoakYkChI28mgDqGPjnW/GImYAIl491sCkQBsKYV0FBWKSUM5ueIT8v84NRCAkECUwEogYIaRMdkCNNBrNZUZHiQ4xPBBgMUeA0PsbtI4NMLIxTg3MVMpFd1ZE6HQ7gPP4MwMHO670MaEKwOTkplM1bW3S6pCttPLAyW9vWYdux4d/9eyMHGPzUCY5yIgvm7ksjYGxMmX+ouCj8GhMHMcc50vaXO+uLXqo1VQJ7XwOa6hdN/LL9JnFvxfsuAAjzljNlZCJHQv/bSF9rRDicg3/Es/1ThEUfeoZxpo1q4e8nIdIv94G5Hlfvlo97ACvsyG/v/oL8ZvsfVXKHjzWv7Y8KZorZXqKkoUJyCHCEyPnRU41kCIj9qKE7u4lMQCtgfFFi3HUc56Kfc543DavJ26sHXOOPBSPePmZ2G73h4kBYRRvcq413HmdCierBL/p5SWKtXrr9+uDdu8ay4K+B0I6pDwX/esYdr+yVWQ5z68X8pLMG82abuulHxt3Oqc3/l23ZnWOEgRAjEAsrRPbuHTt83qpFmjj2sYwkawuZWzLtqIhJje2GxXONjXmyWxl5vQAfl4CqR5ZUiJY//p5rqTKas6HYljj5lItE7bN6fQ+nDfrIqAYAjivbLe2H+kSfvnrGSI4bMWypXXIrVWPbD2mW3lIybJly7BmzRoceuihszq+3zv01ltvBSCkmZeRkRHsu+++ef8+++yD8847D+9973vxyU9+Eo95zGNwxhln4Mwzz8yk9XOe8xz827/9G/7iL/4Cb3jDG3DyySfj6U9/Op75zGcOkMReZnPeb37zG1x//fUzevYuXboUAHDTTTchhICHP/zhs+qPTclM/QOIV/m3v/3txraxsbGBOm6//fZYuXLlJq/1y1/+Em9+85tx9dVXY01fmCGfx/uPlZe+9KW46aab8N3vfhc77rhjY19/uO9NSYwRy5Yta2zbYYcdMDIygvHx8aF5vycnJwE0Cfh+sX2zOX98fDznUB927MausyVl2D1fsGAB9thjjwFjiAULFgx9FgrZsHW+eFt5cAlvwRA6WzQUTyutPATk93/YgLGxshxhKpF+g3lKB4hXJZEAbJWPJVxYx6Ah3EKgnPe0LJALDmHEjC3YjayOkdHt2mK9AAQFGEhiBQ4lvckIU7icq7rAtsYokUxswXe1cbFBaclxBsRkjIIlxHEtZaYYG8CaeIMkcIry24EqKSVMTBTDSCtyGHRlJH4DhGmQe8ihnrO3QRqgn4ecqP0M9bY0DEff4cnySQ+tlSO7PIhpuZA1zGLepv3C+ftgg+c/bC8c8vQnYuc/KYapHqSzcIbmOTI5LfdsU54kHmy0Y+eNd7FO8/dtKv+fBxv9sXPHu5jY0MO6Db1Nhlrc3HZUI138yUcuwbqnvgK3/u//Aqw58YiKM4bYRoB8eETdxlG25SoN/WxAxRmos/ttYKQ3/MhC7nnTM0rI7uLpkk8q04CeW555D1Z71L/MAQ64JMLaNWswb8F2EKw+ogodCaEPIIyIx7S6xwF1D1SNuro18wTCPLksFCWRENbd0Vwlqxxb50LHi88/rYYonuRwPSORIVICcSX3LMi8FBMjcch9nQ12jEhJ1Bh/Ich9UFsauc8w8DJIyE4AVIU8t4VQISZJNRDUdTByUlCzeOl0OwF/uGsD9t373hu4Ppik1SFbaeWBk1tuW4+RbpVVpvKaEE+/PP9nsqNJhFkkDXs9EJB1QACNuVOLGXCcpIEXoZI38Mepotg4z30aA50JJCOci4GTGCeh8RuWW5rtu12rEF2UxFM6lxlT0TmjpIyhxI6wAzjGEkGkX58aIIYLQde3w22z7+6tl9+X7PTeIUKWtgIlQk5RKDOxVarn8vrqsYmLxzOg+md0CqOeLzo1I9VJyVaWtDERoJExLDnxT7Dk1S9A6G77euKm2rHfc0/Hmh/9HNf++3+gXr9W1lY9tiUCQmKkkECdSjyisx6fkCholH2J0kIghMpyvwAAg1nSmJg6xCQGfLZ4s1ROaA4r6zEdp/2hryWut+lUJVR3U18VsclEv/YP/MaRRfFcs24Cu8cIdKr8bBGzGhpr3mkKYgxSqUV0UsNDqmCGx7YejkjgEgsfPowQQfJR19AyHUGeK+SV4YEmlHYz2M1vVobrBwCkBo5mZNCYD60LSDywrYsbvUSOkDajT90uHtuyLbk5xlannSrgltuGO/xtzbIldUgrb2uUlphupZWNyL0h697znvfgrLPOwuc+9zl85Stfwatf/Wpccskl+P73v4899tgD4+Pj+OY3v4mvf/3r+MIXvoAvfelL+NSnPoXHP/7x+MpXvtLw0O2v06bOSynhsMMOw3vf+96hZcyUs/j+lpnauClZtWoVTjzxRMyfPx8XX3wx9ttvP4yNjeHHP/4xzj///M3yQB8m73vf+/Af//Ef+MQnPoEjjzxyYP9dd901q3IWLFiA8fFx3H777QNGDl//+tdx0kknYbfddsMdd9wxcO6dd94JAFi8ePGM5e+www4YHR3Nx27s/N122w0xxoHw19PT01i+fPlGrwMAO+64I+q6zjmrNyUzWW7OdM9n2j6sHCOrNycEfiuttNJKKw8+WbOuxvicbgYHG8spQmMR60lmW1jn6LycT4EtxEMmoZpslZGl2QaQJM9fQkBMjCoAIaS8XE8cUCHC8nZJPRmggEB1g2AmJAQYyZxQcSz7U9K/WsMpciajqbgTyGLf9JiMC5CCaIKfSA5YEjADQEwJqVcr8MZYv25dIRLtfO8NYDXmAtIa9Jdfu32fDa8GDDmmH3fM3qhwyc5IgREHNDZAT/PKZQcawZLqIrlcgURSXEbBEmvfQInzApZWc+fiwD95FA5562ty1YeBdCazBeuGgY1SN5oV6DgT2AgICDMb0PGPbcf4botw7IWvxtpz34YVv7vJKgSoMYCE5maw84gle6YCcr5wAsCVgku5yx347xF/+93sBM0lp2VWpZzGI+eH8QwAoT3PedfAcVbBfoIgsxmYmJhA3avRCR1wDOCKJcy2Gn+QAxrludPtlVYuuyMr6GbAa0hISpVQPQ2uOqBQgYOAthUYiWsQEyoERDIPpiqDiUIyAEACUUBFQM1ATKGR0y8xgZmQEqHSSSumvs63wadlpwzOlhCwNk59Dmm1D5JQ4lqpEAISkszjkfOwtRyvgQkjowE/+OnKbY6YbqWVVh442TAZUVU2OSEbwgD6PmikcCBHnuQtmQhCGHytMBghVE0y23M2MKyieWK/j0kwQy4lXzJ55+rR/6YyHWYgqoWfj3WTi8XjSgAkbQw33k35HQYu++0s01OZsW7thJbCaLw7hgn7L0OOZWQCuS8BrTtNW92/X9vL+g7ToMzy7k2cOcPSxv4u4OwNbTp2vkZW1yXsNyeIQZaS0amXkGpGisBehz0cj7jwtQjdLoCHhp64qXYc9uZX4a4f/xy/+cG14lUeEhAqBDA4MJAIKUoY78SShoS0v81KmJnyNgrUvH+Wf0nXA2x2GkGiZ0n/UJOcZqAMkKyMlH02+GwcE7IR5FB90a0f9YIDEwW7Y9evn0BKEVVKjky21ag9rwnEQYwo2DyIE2SxU9JV2fMewIjon2XUUFq3ByLJHc1FA8+6HIrxZzbQJka0SD4BeZ0F6O8BOL05aP0cSiAhWJEa2K0t++D6mYiRrMfMyCAf7YawGaPr+dxsfCvbmGyddHorrfyRsvPOO2P+/Pn4xS9+8Uedv9deewEAbrzxxsb26elp3HzzzXm/yWGHHYY3v/nN+OY3v4lvfetbuOOOO3DZZZfl/SEEnHzyyXjve9+LX/3qV/jbv/1bXH311TnU9kyyqfP2228/rFixAieffDJOOeWUgT/zaN5vv/2QUsKvfvWrjV5vtp6pM/WPbevvnz9WrrnmGixfvhwf/ehH8ZrXvAZPfvKTccopp+QQz14216v2W9/6Fl73utfhta99LZ7//OcPPWa33Xab1d+nPvUpAMCuu+46EOb7iCOOAAAceeSR+PWvfz3g9X3ttdfm/TNJCAGHHXYYrrvuuoF91157Lfbdd99MIls5/cded911SClt9DqAeLwDwM033zx0/9q1axu/77777o2Wd2/k5ptvxk477TTrXN+ttLJRIaAvRtG9+HugG9NKK1uPrFo9jW43gILmAgxlDEmoMF2k6vFynIKAukIl77UJxbzU86OqmtiB5UZlFKAPbvgCkpc6peLNLCQ1I3Jwy/qUC+YcVM1CLJbwugMAp84RFCxImyJpMXr4I9uuF6QNmYAWfETBuyjkuZBe5lFOSClhnXm69M9JuUgHRDYMwGYAHz0g02cw1gh/h5Lz1lc/ewBkIMl6zZ1rXeKh0Iy4lEunaUaKLncgIXtQMwRYtVzUBkjtvmQJHvHO83OdNwbSmYyNdDYa5nAmsDH3hIKOM4Vr3BjYaGKg40zhGu9tO3b708dhnxOPR0fTBIk3kgK0dg+T9KE8axbqksE9OMMHZOzObmH/YzXoY8/uBqM8B3YilXOHnT/otaU6fwOddM/5kGeb9fnw/bpu/USuf3Y80GfcvKlydUMQIN9XAqX6OdqCIwkYSTwaKHj/NoANmCkga8ZQPbwYXBNJwmISMSpiN0w5p1oHGJYLMM91DJ1vZU4EZE6sghLZdu/tMh6zJcs3LXN2CM3+A1HuN5uzKASMjnbx45+tHLgHW720OmQrrTxgsmx5iQZX5v8cKFYIoCqgqlyuaTuC7JsGBaHgDJtsMNp82AyQ6oct+rbLhYs+F5wuKyG8ZY4sKi83yqH8VwortWEha/pYo+bbTsvlhGAv8UxEs+10Z/qCpKSpqUn04pDwzmzvEhp8B5s+x40tTVLP7WlUA/KOZvu0d64abZbfdqZ/t7tzyH2HnN8I6Q3k9UNOM5KJa/2MCRxZ9JxpBkdgu932wGEvehbmPKzpyPFQ0BM31o7uwvk46q9eih0ftrcE3umJl3mqRV9KUY1utY+FNLVPICuOMD1e86Pbcbrm44GHiJs2gGB3fjmnEQ2qoVo2t9m80ei5IeulxvOff/frtoR1E+tKPQcKbA4Q4nJMYAbYG5k0Z4KyJWltXcoY7a8SJrs0Tqa6ogeCLPCPuza5KA/WV25Cy6p537ra7hF0jvShvW2eJfjZTLYHlP1VRbo2tnJcDzgP4OUrB6OEbvWyRXXIrVePbInpVh5SEkLA0572NPy///f/hpJ5m8rPccopp2BkZAT/+I//2Dj28ssvx+rVq3H66acDANasWYO6br7UDzvsMIQQctjlFStWDJRv5OCw0Mwmsznv2c9+Nu644w586EMfGjh2w4YNmJiYAAA87WlPQwgBF1988YCXsW/f3LlzsWrVqhnrZPLIRz4Su+yyCy677LJGG774xS/i+uuvz/1zb8W8a30dp6en8YEPfGDg2Llz5846tPedd96JZz/72TjhhBPwrne9a8bjNjfH9NjY2IBxgJHoz3zmMxFjxL/+67/m8qempvCRj3wExx57bMO7/bbbbhvIn/3MZz4TP/zhDxvP84033oirr74az3rWs/K2xz/+8dhhhx3wwQ9+sHH+Bz/4QcyZM2eT9+a4444DMEhsm/QbU/z3f/83gE2PqT9GfvSjH+X6tNJKK620snXKjTetRacKSEloFxCBEzQkt6ys8mK26Z4igIPLDaf8EkKFnIs69oWJTokRlbQUj8I+fE4KF89BMCqKABJCSOgECePtjzORPH9CSgNApAoAq/W4gR8MijUCRxCSfAZzz+HyCb/y1+8xCtkKznlvZW/SBTup9b8CqLV4fRpoY/004NTDBe5gA/787lz1Plgl7zAwQn5kotFAXENXXXc18F7FVOxi1kb0HeNxn2CMndU7cbbyH8Da9Lzt9t4HD3vyEzC2qxizzQakM5kJrNsU2GgyE+g4G7DRZCbQcUu144ALXoXdlyxB7vSMdbnyooGKKKR/4HxfMtBr4L0OLM5JBpFJ734c3EDI8tNCbjpQ0eF5+dFwz2z5xED5JR86Nfflupc6MQPTU9Oo69qGk2xPLOGrEyOEAI5R26Lt6/Vkm5Xrx0juCwZVldDLSeaCkGpz8YeM6CpXjVEhIIERdS6yNALNYdzV+QnEqIKUE3XcECSHdPDTSRIiOWn/RgPtSQjnxBJSM1QF4ErJ7lNJlUhQIMliv+dH2D1HCqFGzV26as3s81i20korrWxKbv39eiFZaGhMF4AI/Xv8b/YEmRPRKdXIpjDFjUg7jeP7iJyhrzoge/160oszUYr8/ijqEzkSSjQt84D04quZyyrWeVmPzmeR5XbVSqVYjKwYWLd2XdbnrK6eVmu+s3OhboN7qQ52UpOe8+92TfFi24kp6xfCubj3rq+AXS6Wd6+9dxmsqWPkd0oldQ5bhB1taqxTSRejHtTU7eKgE4/Hvi95NobJQ0FP3Fg7djv9cTjkKU9ENWeuPEo9NSaI0D40I0cLqW59b99VH4GtVdwzl9z9HHiWSq5kwFG4dpjex/41ZOPZI5Tn3I7jgaPKiXl8cz6CVS8rdWSsXzehdScgxhyFIBtA5NHdN/toGcPmDgvFz3DG1Spi5GK6ZJOrbvxG6U9m0+30GM+16zm2HG8MN28AFNzBhDxfDqu/9Vspwz+LPg81IS/1hPXOxt533T05Q8mtbO3ShvJu5SEnf/d3f4evfOUrOPHEE/Gyl70MBx98MO68805ceeWV+Pa3v42F5jUwRHbeeWdccMEFuOiii3DaaafhjDPOwI033ogPfOADeNSjHoUzzzwTAHD11VfjnHPOwbOe9SwceOCBqOsa//7v/46qqvCMZzwDAHDxxRfjm9/8Jk4//XTstddeWLp0KT7wgQ9gjz32wAknnDBjHWZz3p//+Z/j05/+NF7xilfg61//Ov7kT/4EMUbccMMN+PSnP40vf/nLeOQjH4n9998fb3rTm/C2t70Nj3nMY/D0pz8do6Oj+OEPf4jFixfjkksuAQAcffTR+OAHP4i3v/3t2H///bHLLrvg8Y9//EDdut0u3vGOd+BFL3oRTjzxRDzvec/D3Xffjfe9733Ye++9ce655/6xt60hxx9/PLbffnu88IUvxKtf/WoQEf793/99KAl69NFH41Of+hTOO+88POpRj8K8efPwlKc8ZWi5r371q7Fs2TK8/vWvx3/+53829h1++OE4/PDDAWx+jumNybHHHotnPetZuOCCC7B06VLsv//++NjHPoZbbrkFl19+eePYF7zgBfjGN77RaOfZZ5+ND33oQzj99NPxute9Dt1uF+9973uxaNEi/NVf/VU+bnx8HG9729vwqle9Cs961rNw6qmn4lvf+hY+8YlP4G//9m+xww47bLSe++67Lw499FB89atfxYtf/OKB/R/60IcwOTmJI488Etdddx2uvPJKEBH+67/+C/vssw9OOumke9dRKkuXLsXPfvYzvOpVr9oi5bXSing8bqH8gK29XyutzFpuumUCVUdJVRMSArlyJLAYE1OOe0hBgMZQQb/b+la3O4thO1dIa9lYIjsSgs/jCsqeh4B4AlYkAEEA5xDGtsIv0JqAhpn+UtCMOIHRAXgaxEnqxQSkWiocI1Dbd2j4bkUA6lqukMGM5EAGDbWMAA7iLZ16RgIKyjCxfj1ghJ8BL16sLOsnogy0EAGSEruJrLIDbwa1Lcd89aMYnqfKxTpmSz1yDTixfNRZ13EhF9nKsxzXTBlIMhKeQAWc7HSxePFi7POXL8S6DT2MjXSwfnJ2IJ1Jf5hD+74psDE3n5rhGueMdTE5Xc8KbDTpD9e4JduxYPedscc+e2D5rbdh3Z1/0EoLoEhGTjIyOOyfGQN2KTAsPLYH6Bu1or5PFMjcwq3mZlCJmODLkOfZlau/3QHlubA69PeNPfdNTAzMnL2HJ9atw+j4qORqjjHntaeOGZuI1x2nBKok1DZiBLoj4BRLOEobu6EDSlFyVXcqnS8YErRbQjQmJQ+YE8iMW0AIoBxhkSiBmJAUoCTm7HXdUc+XxAEjFdADJAKEzRnDuoFIPGa43Djq/wtCznAidKqAXowIQSIzSGhzOSYgIGoOasvjmQvRMbpmTQ/bmrQ6ZCutPHCyfOU0dtpxDDBCgx3xHELxVmaANI8zEzfeCzJdm07n3jtGlMBH8KH8r7AnRbd0rzDRNQvPIuUHO57zp9koFi3KXqIMUHQ6Lsp7kVIhqYzJdYQts9iONcgoK5s1XUy/J3Eq3snr1Ykln2OF9suAjmmflHsrE+BONxQC0Rkj6tH9dc1ezX5Pf3VcG73h5DB2LCXxhmY9NhPXzEhTEVwroZoYrCT1Lgfsj8PO+wsxJp1BtnU9cVPtWPLaF+Hmb/0Av//pjzQMuowxrhkRCRgje5yRjSIiI3FCFarm/dLvrGG45fHyz9BwvdBObmqOflTrfoYwqGVQNdXCRjeVcZqfX8/gUiFO/aJq3foJ2FgrKWD0cmrU2Hzfc657Tp8CFGWKAogTElVaG7/espZqTS1ftie4SfXhxrJOyWCrv54WqBnFu6mXq85nWizbHEaIPhS4G9lWX6/TMxWPeAnRzrmLyzxBusCwNhKma6DXS+h2tx1daUvqkFbe1iibTUzffPPN+Na3voVbb70V69evx84774yjjjoKxx13HMbGxu6LOrbSyhaV3XffHddeey3+5m/+Bp/85CexZs0a7L777njSk56EOXPmbPL8Cy+8EDvvvDP+6Z/+Ceeeey522GEHvOxlL8Pf/d3foas5R4444giceuqp+H//7//hjjvuwJw5c3DEEUfgi1/8Ih796EcDAM444wzccsst+PCHP4x77rkHO+20E0488URcdNFFWLBgwYzXn815IQR89rOfxaWXXoqPf/zj+O///m/MmTMH++67L17zmtfgwAMPzOVdfPHF2GefffD+978fb3rTmzBnzhwcfvjh+PM///N8zFve8hbceuuteOc734m1a9fixBNPHEpMA8BZZ52FOXPm4O///u9x/vnnY+7cufizP/szvOMd79go6b85suOOO+Lzn/88/uqv/gpvfvObsf322+PMM8/EySefnL2UTc4++2z89Kc/xUc+8hFceuml2GuvvWYkppctW4YYI84777yBfW9961szMb2l5eMf/zj+5m/+Bv/+7/+OlStX4vDDD8fnP/95PPaxj93kudtttx2uueYanHvuuXj729+OlBJOOukkXHrppQOhrs8++2x0u1285z3vwf/9v/8Xe+65Jy699FK85jWvmVU9X/ziF+Mtb3kLNmzYMJB//Z3vfCc++tGP4vLLL8f++++Pz33uc/jQhz6Ez372s3j605++xYjp//qv/8Lo6Cie/ezhVquttLK5wkQSYncLldXKtiutDrxl5Te/W4tuRU2iCYUkFYJaSeUMBJQFscR3FnyhUtCGjfRkyQedw9QqmW0cEhkLCjgQQkFLAEEJ6cxFh75D9XiDM+xbQEIFdot9RtL6M3Sbt5YnZMI9Jed0GIKQ1mbOHkLOW03QXMsGeqQCsqXIqHs91HWtmEkJs1swwf52N5qk8EgDvRjwmu4/Z2PCadjGPoyTnVd347rI96RsQMPTuh9z9bLjXnthn1OOx/x5YwL4bSZIZzKYg292YKOJgY5rtQ4AMG+WYKOJgY73RTsO/+eLsPSJZ+E3d98tLrEuL2f20LWb4e5nfpLZ4dMo2e0kbTE1njXuA8EABTEDDX0m83hl9OULLeUVAmFIxdC8Vj7AiPS8i/L42LB+PWJcKF7SmniUtQ9SHVGNd5XIrlwHAYg10OmWyxAkjAOsEQkCv9iFCxxKoYLkqBc/6YojIkl2+zwzMIONFFegL2i9zVcmICGloPutEnJWgoKOpHNhlIADpPUgNwfKnIJGdMDkB61FaAB0flIvciSZLzWfvHiZV0h1jdVrt0FiutUhW5mltDrklpUY2fFLzouYLOUBZd3Iok2AWYiwht4p37i8FnI5oL5XhxwJR6+6rfJX9eWqlmmY3UxeCJlMhumrgEiI6twUGF1llnn2viu5Z0nbZaQWMRA4DdQtl8lqxOgNDc1TVVuxfv16917ML3fkjhrskvJKcypmzi8L0X3tHliCiv7ey2RV3zXM49Y7tsr7x+mOlmbD6cRZR7QQ3Slfqnjx2r5cE/GU5gRUc+din2MegfmHHjDY5j7Z1vXEjcn4brvgwCc+FstuuxXTq5bniDdk0QDqhERiKJIYCAlq8AbNQW2utjIImZ165JOx52dWSFKGkK15sZbFlJcB5U+HWgI4J08pA1bJW0/4NkqYqRupuXtyYj2yJzbbs+UeXn3AbK2Vl2Ykc1XgBFZSNgCI2SjTIibo9dQ4UK5t7dEyCEiZie4L021r1DyHqQ7o1luhEpW2YQCSl+I2A7ruho53/5eP1ZnMjBJACBRQp6iTLjvbVwICFU7eXa+qxBhp1122nfflltQhrbytUYhnGWf1k5/8JN73vvfhuuuuw6JFi7B48WKMj49jxYoVuOmmmzA2NobnP//5OP/887dYHtlWWmmllVYePLJ69Wrsu+++eOc734mXvOQlACTf9+Me9zh8/etf32Lk88bkqKOOysR7K63cG1mzZg0WLFiA3/zgGmw3b94WKXPtunU44JiTsHr1asyfP3+LlNnKAy8PdR3YxsqWfq6fcdb3sGDhiISN7XQQqoBKv4tHdIWRsa7kBwxB9ndkeyACVYSqU0le1E4QD+dKjPOqKqCqgE5HPKirjhLVFWneaD2WGN2OLPI7lSyJAjFGqhqdSoCPDjECMUJImsc1oQpJPolBqNEhBQl5Gh1mENcCDHIExYgqTSGkJJ4tKSKkCKqnQbE2ZAZU1+LFUk8DKYFjDe71hKBmBvd6SHUET/eQej2kmMB1jRQj0nRE6tXglLBy2T349a9vymRyybmmHW9AnXF2BuYpKGlgQHM7wBZe0N1D1rCLDeLae1YzSi5oFHAh1QpAplIf9tf2QGOyaMdcyov5YnKu5Zi2+iQGdUaw5JGPxBO/+R+oY8K6DQL0hUDYbjOBOqCEMwQ2H3C0Nq3VsIzA5gOOAO7Tdvziry7BD//rf7Dm97cBlXpS6Kdws4rQEwFBQ1vrdgoAVVBgnfo+C9BkwGFVhUEyOaCZM957TdvGqnzPh4VQrgdHXvttVndflicdAjX6cYcdFmLf/fZHZ3wEVaeSOWi0C4QA6gRUnS5opIvQ7Uh47m5Xyut0ETodoNMBqAJ3u0DVASvBzaED7nSQghzDCEihQgodpGpUAiqgQqIKKQTU1AGjgwQgcgcJQdIQJEJEhcTyO3KQQAspgBNjsu5IHAcG6ijtqmtCZDGAiRGIiZGSRKhILCRPjIy6ZsSYJPWB5hqvewkpSiqEGOV70mNSjIi1RGzoTfdQ92oAYiQT61rmqRgRY8Kdd63H/1zxJ5v1vM5G7qt31Gyu2eqQrWxKWh3yvhmfy+6Zwite/xMsXDgCCpUYIIYgOqJ+p0AIqj8GIqAK6HQqEAXJ8xwCQijfKRBCR0iTEEx3DFoeIVSiU4ZKo+ooCV1VhCqQ00NF56QAdCrN56rvwypIioWqUl+5wKKXqp4pOicQQpJtSKhIvldkumetfnb6O9WoOII4SpqI2BM9k6Okjog1KMl31D1Qb7qEGK5rINXg6Wkg1uBejf/9yY9R90TX8Ck4vH7XiAPMZR9nRU735fDF+pmMsONm2RqFI+eTdik9yrH6XXVHBiPVxdM71ikT0UlzDotuGCVvdAQs73RKCamXRB+NCbHHQC25peNURJoCFj/8UJz+2X/F+B67zeqZ3Nb1xI1Jb+0E/ucpL8Gt116LMApUoxWoQ6AOIXQJoSMpQkI3lPFJut+NV6pkzIolB6m+qNGyOpYH3nRTKrqiflJwv21/CEpAI++zsAZFT3ShC7KaGFz5rrG+DDh91/aFgKOOPBLV+DgQKtDICFCpbhgqoKrAna5E2QkdcAhIVRdMFTjrhF0kqsBUIVJApI7s11Ffs+iQ0emBCSR6YQpIDNRM+p0Qk0bRgXg3yzlCACfWqUANMkw3lONEF8zbTG9U/dD0RBtvdV1SxaRavOKTGoWklCRqQZJxGOuYc4PHmMApuXHLiJbKSsfrxEQPbz73IBy6ZMFmPc+bkm1FhwS2Xj1yVrPcUUcdhX/8x3/EWWedhVtvvRV33nknfvSjH+Hb3/42fvWrX2HNmjX43Oc+h5QSHvnIR+LKK6+8r+vdSiuttNLK/SwLFizA61//erzrXe8ayEl+f8iXvvQl/OY3v8EFF1xwv1+7lW1XmMIW/Wtl25JWB77v5LHH7zxAMkHd9QwATKmAVqQoH4EABS4aFuCAM9eWhbUHE8xm27CM7OHh6qQ4hZBDXMKeDZjxcvlSyDVGYIaxpoQE4oSKawSQhAPPHtPGChvAZ96N7oIUFB2w/Hfc+DNQMIetBhBTwsTEhkwAz1xvFE8TFNCw72YMPU/K5ZL7jRo7mqQ0IJbv5gmjl+mLejd4jfydcv+ok03zICWliwdMCfu4/V4Pw15POD7n2KsCYe5YF9yXg2820syxN5iDb1NiuQI5MeaOdVH15RKcjdzX7TjkXedjl10XiUuCf9aAAjpDf+g4NaOE8vg0Hx4Zbw7Q80WYMYJtDNQ4xP9gsKAWjXoMHgf07+dyvtXFV9OeUeaSXxPAhg2TjRJKeFBXnqF3AGD30frLh0jl6H5zJuuRkjrNsRixxJ4bgkm9Wcz7Ra/KANi2mD9gqRcYiKgUW5Vt2cncN13r4O8v3DXYvJ1z0cXYQEK0K0lDfr6V9lSdqm8s2z1mzJmz7elIrQ7Zysak1SHvO7ln5RQ6XZuDuOh6PkxLVhKh3tCU3z1lf5kX5YNyGG5vxwcrikoUH8e95rdN49poVC3v6I8KzbmabqJmm8ebXpL9Qk7nki/iFsywEML6vspKWSHUwEkiZrj3Zm9qCrWmmfHEsb6A0bzYJsR5YZfgvs1z8zu2X0/oJwO9Mm8frG/CPl3Qk4tQHSW/vS23cVL92bLgGCkXGaiBMGcu9v/TkzeblN6W9cSNSXe7uTjk2U/G6PbbAxFl/WZ5w2O5R7am8WMMwND1RyNSS387+n/bePdRtghFN2ue7PQT/T3kqH4Div595J5bGV7SqPXr15dnkTWulumMBFnjMVz+6Ygyq7AYktj6jLkxPEpVbG6wCAqqM1LReYcEGsrpA3y39U9dTr1TWxLO85SlzPJlmM0JiIbonU6HtMmtTHql3/rOs3MskkKnE3DPiunBBm3FsqV1yK1Vj5xVrf/+7/8e1157Lc4++2zsueeeA/tHR0dx0kkn4bLLLsMNN9yAfffdd4tXtJVWWmmllQdezj//fNxwww1iyXg/y2mnnYZ169Zhl112ud+v3UorrTw0pdWB7zuxsK7m8VhVlXq7KOnsQCWgkJmDYaYdcKGra8MlYkyNhXNDaHAhJKFsC9CQ2DxXHJAp1ch5/SyLHsFyy7pw3QxNg+xCuWWQ1BqkMENqtiGDFYB4tGgfkHlPOC8CsUCXv8kNGxy2MwCVumvYV3c0W5X6kFQH7holNisPjMSAeUxnPJMzNtq4j/1VFLSy4KhaQXLnOj4O2QM7AQgVdtl1N+z3xldhYkMJZ9jtSJjDtBlgXROk6+jf7ME6AxstV2C3EzBvvIuwGaCjgY33ZTsoBOz9hBMwZ5ddyv0qfGv5tHh7mTj1oJaN1QI2Wc5wDxQPzQPpPOuRD3XlsQO1HHDdeFYJjefS4+l57phxPig7pqamZDzVEp6aiJBilLnKhmkIQAjq5VVI6lxKkHzzlHTMs7n526yjHZzBPvIdqUcKwZBYUxHob6lqktuj85Ns0fPUI690lTefKXNprquCmEnT+VkzC3ltjS6kCbt7kFKU+luu8KpSz8NKPZJkroqRsH7D7IH6VlrZ2qXVIe87uePO9eh2KkfokiOmWH9S1hWob/LP2aKVJCL3DwO/jDchd76bQ20+JULjldeYh+0ce/FZKHJyIbAt0K0nl9xFGpqSaT6pQVwh+bDhkEg8XjjBlKhMXFvZREKoDZOZ1IzM6/UpdNwkHU2nE+MqC7ftTjEC0BVAWWXue3Frf4uBJGdva08SkoXtNgIy9VWIoXx90yube+KRvdOBB2HX5z611RM3ox17PvtPsdOSh8vypcfZkSUbOpqODiA/AP4Z7HvETe9nNXxDKmoSZ2VGx2teU5RCiuGtXlL1QG8om9cmaA6FhmxsveN0Xy+Tk5PNCULJY3no0BdxwIXkZuT5oKi3hEYceiDPD42+QnOk+Pbn6EauwdRXgPWmr16fiu0Ob/Z7mTUha1Od+EgZ7NAYx9QoLy/hsx5MfcH+pdxOJ+BXN65BK9uezIpZ6M/ZujHZcccdcfTRR//RFQKAf/7nf8bee++NsbExHHvssfjBD36w0eOvvPJKLFmyBGNjYzjssMPwP//zP439Z511VrHw1b/TTjvtXtWxlVZaaaWVVlrZ+qVpa3rv/1rZtuT+1oEfSnLtj1dKGEUqUB0ZyEBATvanhJSF7jNgMOMEjki2pS6zhlJ0yfpCWe8CADS9tZYvYFliQkoS8oyZAAplwQwB0+QURtJvQbPAGj1tVt+cWMIo5nYBDgmTFmuOWgFaNMYu67xkyb0sD5l5eZhoXjxrEoUARCHVireAAzb78cyNSA515xEbeByphGTMob4ziWz5eH2B7tIZhCr1G6iTJzFT6Tb57a/bf74AIfMWLcK+z39qA6Sze2A5+GYD1vWDdCazBev6wUYLyWi5BGcDOvaDjfdlOw46/2XYedddG6ByX4uAfN8dluix5L7DM0Kvnkkzd1bzM+ODBmgqoJyfN2BYBRtCwwDDYaCjlsWpGLJMTk3KpOFwbEHrGCFIyOykYQizq0iMGQ5FrMWTmqCMbyX3LkVXoJC2Mj4jEGMZKkpwEIBACQRXNjzeSUCS7gUkfGOKBEtDT4ZwEiT1QMjFg6o+kJAEZLRoE5ysjqUD2F2bs3GCMi+sBituO5GE66xCwEg34Nbfz0B6bKXS6pCtbExaHfK+k6kpRrEVcnlXgTIX6T77MJIz65Eu9UPRO8oLggI39RE/Sk1dJQnl7ednm7wziWanGFFthE2umOwLbqtTcuHoJEC1Tys7uHLlNM+uubDamQRMpTN8F+n7bWpqw3Airp9FylLeMf4+cC7UnZYN2/rK1PaSc7W0/MSNAtzLOJPJsDtajuckIYSzF7Ve06uePvqfFZ3Dglcd7Lr3wzD+sMWtnrgZ7ZieMw+7HfMIhNExcFSS3982QEM22zloGECaN7vcG1vRyT8fKp7B2RMaLkICAfLc9A84/9P0lTKo/VOKpm+1jeP+9Ua/gtz3rBJhanJSIvH44QhZV8ryMbloOn7BI9clG1Mkq8tQqqNHN++lT1NjtQkYMg/aXEIudbcdn+cnNwdC1tP94czJDLZJ5lH5G7iUq7Dub0ygTvQ++Ehq/bNQFYCxsQrbkmxpHXJr1SM3L+mBk6VLl2Lp0qUD4VwPP/zwe1WhT33qUzjvvPNw2WWX4dhjj8U//MM/4NRTT8WNN9441Evuu9/9Lp73vOfhkksuwZOf/GRcccUVeNrTnoYf//jHOPTQQ/Nxp512Gj7ykY/k36Ojo/eqnq200korrQAnnXTSrCwwW2nlwSpbMuzN1ho+p5XNk/tKB36oSUploS9gQkGPODG4SiAOyiAj/zEYQVe3/R4sUGJl8L1EYCakDOIVr2qGhtmmAqxZLkAiRgJQNRb0CRXM2DWqlW9mTRWsKF44UG9pMkqHAUoS5tvq3CCBJQmeQwoC0KsLIRctn56Ga1RPEANTJqenM8lmIeUw02uaAQt7OYg1GgXV9DhoAJlw9dZzBrhAkq5ld2gu2bFc2lXlelaGhfHO5+sXBS2ZWUIE1pzBnx0W7Yodn/6kAZDOxMC6iQ09rNvQG3rMTCCdiW0refiax8wENuZuUdBx3YYeJjb0hh4zE9h4X7VjbGQEiw7aH7fd+GvwxITcTwKoU4A+JjQAKiYZu8waoE/vnc8x3S+JGRVKGdIhvu90vPSdzHkAD5YpYUsp27PYI1IAvPK8bMzbn/WyU5NTmKeJ94iFLkh1D9XICFJKGtVBw2lbPkRA8sPDAHad3wgSIYGBwAmRawAjMBDUgHUJe++QQnLhvMn2kI4zneuQwNnbjxFgFHYBdWWWk74xbzpr60AvWrezvy3eK4bA5HeKAVDkCD9XEBGYzXxH/kIg/PL61Tj4gK0n792mpNUhW9lcaXXILSOr1vQKiQd9BzReJHDEDso7ixMIFRiMFJOkH3CHNykomYGLsZ7NyN5Isvki81xYJoDym2iYMjYw4eaThayWGlkJ5Hg3kHoVO1oCTG5up9wHuVBG0Qvzd4ljzSlhanLKOmpIXfvEkb7ki8yXp4YBY96r7yK7vnmwmq7H2ShzI5dmVw5B81GXSmUSGq5ce+MySxhv3UlQ/aKWrthu0SIc9OdPbfXEP6IdBz7jifjd//0CVt72O3msIiN0bS1inyUFDIVihAfYOLS1h+ovVDQ5cEnH1D/YmPRZ9lG3TMfirAlp57oRn5d4fRpjrhcjD7zGeEJzzEpnAAA2TE66sdX3/OcLJABOf+ybOygxEFj6SNek5bLNmUoWUFXfwsp1WsMn1fUnQch84uLE7Zel+hkCwLF0A+vJNveWE3Uy6O8WuPDu5erZIFL0U/jC88VtFwCs0Whr24ps6fDbW6seudnE9I9+9CO88IUvxPXXX9+38JAJI8a4iRI2Lu9973vx0pe+FC960YsAAJdddhm+8IUv4MMf/jDe8IY3DBz/vve9D6eddhr++q//GgDwtre9DVdddRX+6Z/+CZdddlk+bnR0FLvuuuu9qlsrrbTSSiuttNJKKw9Nua914IeaVIGa688sVIzRDRlowITkFuSZqsmfzIwQCJ2OgIk+fFhV6XU9SEBGWEt5QbnwXE9HWAPqUUmsOWAJLl5gqY+t3o3MIQIQgNSTlX0DHHSNdbHTKBA4BKDXE5CFGdzrgaOCdYllkR9Z8IYeI8Yasa4F5NEww6Vj+rqZM1yDDHYakJeaB9tz7u9BP8CajxmKJFITaDBQyrrV9gTh5Qs44SrP7qedal60hh4xQOPj2OPpT0Z3bGQoAGeyMbBuUyCdyUxg3abARt9nM4GOmwIb76t27Pval+CmH/4Ey2/6rbQFBXAeWocEBcyQ7yUnRuhQBovJu2VwEyPPJLfD/Pr7CDDidngdmM1YBQKCE5znlT9wyAWGCDMwNTUpELaC4ykmhE4l7YkMUAQ6HSkwJqCr/UsKGLIAjgz7KvMHhJKX0KMaDpyIFHQLQi4wIxIDVIEVuLRqB91CKEPKqBKZvxgVE8zhSMYyORBWyY6KLCEgiMQYp9ORmyivMsqpCQzOB8RDMTpPtn7/oqRlcvbKyztQBWDtRPuebOWhKa0OuWVl9draq1nwwbgbxBErkzX0Har9r16Wwj9TsRfMpffrmiXgd/8+22+nUYPhUt0nlCONcslhdxvVLD5w9udts0wTMzWSLOSx6tE5VHfWLfVECa1RSDNHFk1OTWWddFDTQ7Oc/F3rbbqjc032+pknmiydDbMviHNRYsyV+nTKpgduuQzn3rS4Rp5HbCwZGGrMab0OcORiE5qAHRYvxs4nHdvqiX9EO6pHHoJd9t8XK269GZRkycORwaHEneJswGs3sNyf4gldyFUzPCykrZ7fsKQrbc/33G1nsjXbgJYJ9JfgymUzbPEH5P3925G3T9s4cmMBzBIZCwGgqjkeKxb9FQxUNrcknRdsneMpYJt9nJEMXEwH8s95gM2SgSz9VbkPNl6s632EsDJ8rb1+LTjDkk91zjK7af2HHGwzTTYQIenDphEkZwPntevadDDbomw2Mf3iF78YBx54IC6//HIsWrRooxbHmyvT09P40Y9+hAsuuCBvCyHglFNOwfe+972h53zve9/Deeed19h26qmn4rOf/Wxj2zXXXINddtkF22+/PR7/+Mfj7W9/O3bcccctVvdWWmmllVZaaWXrEybSxfGWKauVbVfuSx34oShVZWAAq8cl1Ps3IVRlicKJEaoKVbdClb0wPeiI7AkNCCbQ6RA4CZElmCQjVIQqaN7oIHxupcvvoIRXRaykNEvYWzjMLfNnjKCLeFDxUyEwAicBNb2rBmzhzQpE1ChslYIKmUDuA1MzcNDH6Cn4FwIhkYI+iTE1OTlzhzsEoYB4Bjt6VAWat5ozYNnwmB6OQpT6e0+cfAqX6/Z7X3scc+A8SOi3fmwSEKItWZl6bSTM32svLDrhqI2CdCbDwLqpXpwVSGfSD9aNdqtZgY25GUNARwCzAhvvi3bwgftgp4cfJMS04VDqkUR9xDBDjED0RwPDH+5sJcgSE7LXsX8W+/FF6gf+1CGkD4OU5zjXkdz5aB6IwXMBBeJCqbR5TGcP7cTiNQ4lqpV0Ri7eTRDmZZ7xNAbI5Zg3cC4EAdrYwEYZG0QJCR29bAJTBQniaJ6B6j3EwrVEJaCJJeQ3s8wLHbDsCyTGHijchHQVo1tZZHHzXrIoFAaGcvZwyfY5Kp1OACfxz641okPOx52iXItLGHZpMmG6t+lcmVuTtDpkK7OVVofcsvLLG9bkSSn4HAWAm8tdKNsmc6xiczerPoesT5TbQ81TBt4fRrL17bJXghXJZZvpkv7VYbRSo1zK1cEw5av5OmMtQQ0nVd8qxLa9a/VM7puLmcExYnp62r2vmg0q3tqm53GDwCokF6FJFtuX4SV7D9p8QEOJKMq0eVPnmiTfZ6VOcnFqRibgZkSexOI1jwhZFDCDRkaxxzFHoTM+DqDVE/+Ydjzs8cfhN9//PnhynfR5TeCKkYKa3zGrN7B7eplBlj6J7Lnq26/KJetAnbHNbmDk9Ve/ZzL6v5eTSrmUx62MK6BYrfhICqUsW1NN9qbBMYE6VjZUl7K2sYvqg/xskuljOUpOrskM4xJNhtiWRPkxL+YzBNblIzXHmtVND9TlrfaFBjewcdbf5X18tXg/l7miSV6rnk4oOaStb3U9TW48W5sJQfRoZtx407rB9m/FsiV1SCtva5TNJqZ/97vf4f/8n/+D/ffff4tX5p577kGMEYsWLWpsX7RoEW644Yah59x1111Dj7/rrrvy79NOOw1Pf/rTsc8+++Cmm27CG9/4RjzpSU/C9773PVTV8Bj1U1NTkqNNJaWEFStWYMcdd2yVyFZaaaWVVlrZQsLMWLt2LRYvXqz5YFtp5cEp96UO/FCTycmYcwNWurA3XNGWpOSAwRQZoUqIFFAFQmIG14xOJyB0SfJUsxJleTXtGS4AzEjJh6RF8abmQp4mBjplFZ/LMmAwg3r5e/ZZkQVhtLBxBYhAjOrJwkAI4BQVYCk5xjJ4omAiJ5Y8tTmnshaXFEBNjFQnxDqqlTlherpXmtsAOOGRAQUAoESYI7+5HN8EE/XYZjENGSCdXU2am6hcq1xSvZaQCUYQxNsCpdhMpDMa0dNzSEgQFuy8M3Y/5tBZr9c8WLd6YhoAZg3SmXiwbnJa7sdswEYTDzqu2yD3sJol2HhftGPBww8CXXU1eGqDPM+BxAM6GYAEmNVHdhwhFOsQvYVJvaXzmNb/FNLLqFUGH5sou+R87tMLNhaKu+FdbeAcDT+muRGNZ5eZMd3rgSODRgJSjKAUBByr5DlPzKiSeboRUNeg7ohrp8xruViOQOhmuw3iBGYCUg2mEZnvkMAaYpatjNKlyMghEwIJwEjE2amMSCkChpTtOtOiRxhEH5WQpkASxMF1S6gCkobhDiTGL4kYvemkITQZUZNYJzCqSshvCgGUnNener3YXB4C8Ie7Nwy9d620sq1Lq0NuWdluXoXJFTozcpPEyu8NsTqSbTYXhaDEi2pzqlMZGTP4ijDDSSnFJPRz4ShRgLxNlZdAVh0jXNhdj/O7tGwnJIixI7vjcjv76ml6aUDxnM4v3ewl7SvIjU+COIuVSzgdrmGg2KTIjCgcJllnc2US+7Qvjr5qFEG5hLw/byL9qTp1HXNZrKHDxRk8ld+c5F2nKWNEj2SgFl3F+O65O+2IXY4+1Fek1RM3sx27HHsUFuy0C1bevk6jxDO4p88+6/IsMTgRmBI0YXHR+XQtQBWXe92ff5zsOWY40+RmZRvKp5YF85x2xww5rTz5ep4jWtXiWQ9248npsikmxFgjcFfaojvK2kzHY6hKonibhxCllhxAblCQv0YeVOyWVGogo3USA0fOerboinKFoOmThpoK6vI0l6m6IiUxk2ycY8YeQ8a/2SrbuLTaS1QjqYDcRlvb6fo568/sriFnz9nGcky3IrLZxPTJJ5+M//3f/92qFKrnPve5+fthhx2Gww8/HPvttx+uueYanHzyyUPPueSSS3DRRRfdX1VspZVWWmmllYe03H777dhjjz3u9+sWW/ItU1Yr265sjTrwg1XWTdSouhVCCEhJwmOnFFAFIULEorqBAqCejiBKoNEOKgR0Kln0BiKEqoRVpD6sIIOPGdxwpLSBFfrBJGG8LWSalZOZWgSwAgYAkJhQ5TzTYvVMIQApgLinHtSlTYipkHJ6bc7uMlohb3beJzk0t/MACUQwKqjuTWfiqwko+kLsswC6Brzm3wwHCAzeP3Z5wnzIN49lFryRYB4shaRzZXEJU5lFnWGyY0w+jX1cuIxTMss53O1ghz13QzUyMljpjUinCuhUAb0ohY92Nx/4GO1W2YvEytscISKMjXQwMSmA49hIZ7ONobdUOxad9GjM/+8vYPWNNxacLTHIYtz7MZEggyaV2w0oKU12fwrIrq3NgF8J5a3PkWszGaoVXE5PByJ6PDGHxDXjBZR88z5cbvHC0bMbmKLNFUDd6+l3VpLDiAQqWKCWmesJ66tUojT6e5gS0AnqSVJIBJ1NQCzeQhLyUv5ZDvsaAKEzmIIPJXqqH4REDGYPaYoYGCle65QnypzD3p9AyB7xMZmXtNz3FGvE2oKKU7luIFAqdyFx0jk+oDtCSphvO9LqkK3MVlodcstKmUuUxIDyOwPGTAmBKiUny0zeECoJYmRvOaZ4XdtvI6X9u8q/i1yxUL0U5R1Ibu63uVeikSi9xkDTW9Kua9S3lcumoCoZZdS8O1fne7KXhilUrDuRdLO8wGOMmcjKRG85Qcpw+idl46smlTdcigLIVlZjt3uHcmkbYPXjrPM1YpB4/dKi6GTDxfJyLLqkRgJJKLqAvKzAEdhu/kLs+qQTB2rf6olFNtWO7Y85HAt22QUrbv4duJMAzgqRpCEKErHKHknTLcVAVRdjdj91UHjjEwYjIOQUzZwsr7Sc29Q5B8d7c8vg/ibNXH5Rnz7HIRT2lYp/r61he71pdMfnyLFsYz6UScKeczPUoOb1c32IJRQ566dqsgHIBiuJyzxhU4Oq1hZgyqqGvOCFI49p+Pg1z+4yPiVlTF4Gshkekup6pHeIXdc1e7vMLYWo5/75wJH97HTsgeO2ctmSOqSVtzXKZhPT//Zv/4YXvvCF+MUvfoFDDz0U3W63sf+MM874oyuz0047oaoq3H333Y3td99994z5oXfdddfNOh4A9t13X+y000747W9/OyMxfcEFFzRChK9evRoPe9jDcPvtt2P+/PmzbdKs5J4VU3jru65HCEFDFXZQdTqgilBVFUIVEDoBnU4HnU4FIqAaqdCpKoSK0OlUCIFQdQJCEOuXTkfAvU5Fuo9QKYA3UokyVQWZLLoVowqMEDRQWEjoBPHqqIjlNxICJQmFKCZO6FBEQEKVegioAaoQYo3APYSUQEggjggpgjiCYgRxjVBHsQ5KkmOPUgL1puWtZFZ80z2wmFeBYwLqGhwjUk8+wQkpRnAdwVEUJI5iCRenp5HqBK4jkm6vp2twnZCihIiMdUKalgX1T3/y0wZQNpAfzytJ4KLUcHNizLpTU48q4JovMvHA+Q7BK7/7QQJfP38NBx6Wyd6V6+en2FeZjcgZX/kU5h58ALpVQB3TrEPF5EtzyTliCtDmWuVZ7hSzkuNZhrzxYrlTtoZ2rLj2J/jCuRdj3fW/3nShhGYizP577bFuoLzgdW2VLQ+pubuxuvLXyrtpIM9fvo4zWMxrOGroIwWEhOpmzcKb9ffHEnDkUUfKXDfSQdUJoBCEkOhU6IxUoIoQQgXqVAgdQjUyAqIgCm+QT+pUCJVMhBQ6CN0KVFVApwOqAkBSLrpdqWAIQKjAnS44qPIeKiBUSJ2OhFmsKjBVSKHKYRdTqBCpgxQqECQ0YwxdRAREVAAHJCb9C6gRkFJAZMlJWCf5nQDEREiJ0IuiqMtvYEpTldYRiLVYI9ZRwjfWdUJKAg7HOiFGlgVnZNR1ROyJklzXEoYxRplvYx11noyIvRopRqSY8M63HIq5czZbbdikrFmzBnvuuSe22267LV72bIQpgGnzFoYbK6uVbVfuSx34oSbrJ5XMZQnTTYFkXoa8ynx04KAMMgVZ/MY6ourYC4cQEyPMgKtk7xQGQsVKcEF4lD4VTF43BnYJiFUF+Z0YqDyYqNAYUUSViS4Bzkg9DRs6Yghi4Q9SUE9f2KmUR16xM/BPDzNCmkIABZbygtumIc7EY9ot3o1w2hRemDuh7zjOEGLeTCQdy9G2D+7PZH6/PurKQ58OnfVXS4WWIOEVmRse44a0WKjhDOYQMLb9jtjl9FNQx7TZemIvpqwn9ufg25SYnkhA1hMnp+vN1hPXT/YyEbh+svdH6btboh0LjliCuQsWYjVQ9D+28Wg3qJxjnu05jLYbv43nyjBgspCIIT8TXl81mxToNvOogD8ml8+Nx2xAp914i5sHOs+XXl2X69uEFAhEIU9QJa86IwSNMe5yapeuozzJEHQ8V5ZIoHIKczkmgWVtTJ2sXkcFXZumIM0oEC5NfUP9F+CRAQ6Sty8oLaHTUadDqGud40z11nuew3nbuEuMWDOqTlBy2o1/d4MIJM9LJeekGLHrzqOzuTFbjbQ6ZCuzlVaH3LIyOVVyjVpY7EKuOIxC36E0gDHINntvOdgivxr6CWnovpSEABpIN4FizFOuxY3zyb7nC0m6mXxWfhVwblsm2fTlmHOv2rUNfNSXroUKbmCFRK5/nP7GKW/vuag7+bTcYUWvzDtznYtS3a//uhc/SoX6hUvd+rBK741d7Da9N2WzJCLNTZskLzFjSHnaZx5jTT25iTsffCC6Cwfx/lZPnH07qKqw61GH4eYfXweua6CrRrhGJLPoOKJNlvtDLq90f8om+2SwpIGxa3llRw8lW0NUGNDxzHyxKJpDlEZbP1n5/RH9+g0o3cX9z+mpHubYmDEiux9kbRg2UqO5zfZznkvsJ6thiE0nA7qwbggkw8rEez0XqLWMB4IRzRaFh/M6jcFNY8jGhW2s56o2ywMsl4zosmZMQ2Jgnhrpo82oNMEnOZic2tbSwWw5HdLK2xplsxHm733ve/jOd76DL37xiwP7iAgxxiFnzU5GRkZw9NFH42tf+xqe9rSnAZAQ2l/72tdwzjnnDD3nuOOOw9e+9jW89rWvzduuuuoqHHfccTNe5/e//z2WL1+O3XbbbcZjRkdHMTo6uHCaP3/+Fiemp3pTGBmdJyR0p5LPbgehCmVbpxKyuVOBQpDvFel2I6iNmCZ0u0ZQS3jDTlfy6lUEKB+DTiVKUKcSUroK4gdSBRZimoSY7oSe8l9GTEcESqiQUHGNLk8hokIgIMQeqlQjcARxQuAaISUg1ZmcDrEGagkdQko+U68rpHRUYnq0lpdYSkJExwhWIjoN+60EdKxrpEDgmjMxneqEOlTgnhAyKSb0Yg+pE8CBMWZoZtZt8qxbJk7bXg7LFuPegj8DJNmcHeDg9gsqAA5NBSnv83p0al437yNkMLC/brl+/W8m//7zScJm0g1V5szdDrvstD3GRjqZWJ0tqWtKy7xqLCtMRhCPzJLUtWsuHJ2DeZpLxQjiObNUwiana6QQMX9+tVW0o547D+NVB/WQl0oOX9i4n/3KTfOzCfQ1j+1foBmIlBEwID93A/mZMqFc6sTuuwB5yABbY6wABbTLKfpcXRywSWhed97IqBAYgdAd6YrhTkWgboXOSEd/B1BVgTqE0CmGPggBoSMkNFUVUAlBTd0KFOQ3GWHd6Sr5bJNmBVaimtXdjqsRJasDmCogdBCNmKaAGCok6iBVXSU1Ino0ikgd1EnKSVwhcUBUr5Ze6iKxeJTUKQgBDUJMQkbHKER2HdV7RafMGIG6ltCSdc1ICej1xCI4JRaS2gjpOqITGXUngplR1RGdrhDRqY5CXtcRqYqIHd1WR8yfP/8+IaZN2jQZrTzY5b7UgR9qMjFRN9f5RAqOWXhgB+SZ9XXiPM8DZI6UYn2fkqTn6ZtGEgOIQLcD8a5xlvkenKuCgHihgnoT6jVhRpsGzVle6FxxJJCS1kBgAV8Sl/DicqnkET5kEtqSgOV3bBADqJxz2u2LUYASzf1sRSe1xI8xolf3mh0wYFnOBVhUXXFGgC+rmtTQRfvxh6LDzqBUWlPNbJ/d9VAwGQMQG+G6m1XJbeKsE+dGAGDMm78dFj58/5yDb7Z6os+xZzrbbME6b7zYrycC2Cw90XRTAI1cgvd3OxbssB3mbzcHf/BEc1DvFh60xzcgkPoegUY0/SE6aFFZm8BeHhK2biKnP2o57MqeuVHDj8meNwM6NOWPnnpM53WdPpuJEyoL65hDjXOjX8SLxuav0kIbR4LJ2Sxgc0Mh/LXVsHyhOQgk23iUuY+Zii4O0tDeMs+JUU5Cqp1Cbx4yTBpGs9zeOnJjXIJEDU61zDGEEu6UAjAyWqE3bTHAWSM3MBJSnr9yNAQltEGEO+5qQ3m38tCUVofcsrJ02TTmzO06PdHm2DKvWw5XIysHcZQyB/aLEaKyn3KaGNMHC0drBo9Ffwn5fVWmdyN1+l9LQ9S0oRty/At9sch1+iLOEAAOcG8j25jPzVE/VJ+V14Ic16unmxXSUws+arqg1+EoG08W/bCE6ya7BqGwYcOaaFhoAKCRuQVT5cFD4fVOe58zEnHBaJnV0amUISG+m45GgBpfAcDoKHY8aN+B6rV64ua3Y8dD9sfInHnoTaySYDFSgugtCUoc6xPCCZwCOIiLNKEY1TaJXxl0jTHkDCU4kS4jWQxSdAyLTilKmZ8v5HwU3NPKbXrU+MFe6uH6pIFZumPquteYYMjWusXCAsW729oHGKBvs1pzjio8gPna9o2+3I7GbNO3pvJ/sCW4LQ3JtSsb1uiY1pMClXU4UwnnLecx+ruj1KqsKbOBDek1+7swn1YiIE1M1Ghl25PNptP/8i//EmeeeSbuvPNOIf3c35ZQps477zx86EMfwsc+9jFcf/31eOUrX4mJiQm86EUvAgC84AUvwAUXXJCPf81rXoMvfelLeM973oMbbrgBF154Ia677rpMZK9btw5//dd/je9///u45ZZb8LWvfQ1PfepTsf/+++PUU0+91/XdIqIvYaJiQWMElIQ5NNAlILFThlAUplxOLrJMGt7q2fSQpGFO8mSUJ2121nnlJLItOlkEqyMSanTLRE1lod1oXz6fZAHu0UjuO6bv6llzUNDJG5V7QjZlKz2Z7BJsAc2D755OyTuT+6ehITb7s7FdJ8ViXekVYTnGv+/6X/B9dv1lG6FY5HNj5/B6uM8M0gw73l8+9f3euO4BrFmbFQzLSZKSKCQbC6MxTGkBRFkZG6k0J8nGXyrDCGTLrRICYWJDD3XcuMVUv/K1NbSjt2LNjGUNW0w1FPz++8nlcWhY9PrPvuP7v9tz3gjHksvuU4AcoEeujALEUX7ON+rBxdzcTm5M6XmhCs2uIOhCw0LLFBAzucLy/Sa4uaQs3hrV8fv65ygyW0PqO4ate0rFtYIR3VybKjRP1dktK5hyii1f2fWltMFzFtb+bASNJujvzYE9d0BBQUy1Vw1B3jmyGEBTHFG0rYmF0NlSf61su3Jf68APJVm/Iebw24DDFWBzlOnDpmfJX92L+o0aus9It8LoSCg5o/WDiBp5AHXZXK7prPPLAliWzQCrp2bfHIyBt4UeW+JPExiBQp6zKTldNki4XqSU1+55P1iYIAPRNHyhr6pcI2m+wFRAlATUvSHPYXk1aRWa8Alz84XiDczK67G8O7NOgL7vfYeWyxf9IfedLy9XbBDIsGch10lJQmaAI8RQk6Ee1YzxOXOw6OC9tmk98f5qx/Z7LQZGRqSzNUcgEjRCFUr8aCrPzMCoGPZKtPKcHjlsbdQ8B/laje/90r/NdCMUQqKEZdWC3eNYwGv5GesanEQ/MqPgnBvTVY4a5yYhrJMi61GiiGX9MEY3RoRYkChifUj5DF9Nj8u6rnmfQzRMWwNT0FDd2gf+mo2i3bj33oGA5K8c6YZy/EAESrf2tTWAzZ7cdx0WI5+1a7ctULHVIVuZrbQ65JaVXp0yMWzCaqgHqLpFmSIW7zxuznHNeYoaUT/6ocHyf5mYxWsadnbDVs7Pu0XlcWts/Ww6WPOQ6xesseRytbQwriD3O29vvKxMr4xgjhluYTUIBRh1ry6TvBMzgRrmEOG9qL0jw0AUylLB5qaM4WotdSEw8A6B77iiCORQ3jD91urQfJ/n/sjvMBd1R3XJOfPnY/7+ezXq1+qJf1w7tluyH8YXLFQ9iMv6zp4Lat6PLM7CMad0QvM585hbv05jBnE+p7EYY3hlzy7QKKLx3DWPG/bgyiDP5fvydH9d1/m6HGxlKQYTHKNrgb8mD8w/JkUbk+OdZpnxV0JZ70pBZT70bS3r63zJUnXfbDME8F1va7/AAHGjW/vT8TT1Sql7Lj9fn0Cs87Vb63KO5lDqE4fcnq1ZtrQOubXqkZtNTC9fvhznnnsuFi1adF/UB895znPw7ne/G295y1tw5JFH4qc//Sm+9KUv5evddtttuPPOO/Pxxx9/PK644gr867/+K4444gh85jOfwWc/+1kceuihAICqqvCzn/0MZ5xxBg488EC85CUvwdFHH41vfetbQz2iHwhhAGBGHWtwSkhRFrScGKlOOlGEsi3aNnnojJD1z2BVCRDnyQu7jjkmx2hBEEVSci/yXDMfIo/LxAoAREjU0ZAUUna2jDdy2v4zMAkAqNO8hlk+MSBAW8rX6aO4neamXhXdTr52ts62uc8pOTn0GDjnTTEdLL+jfDd64GPoDRvyfdhvE7/o9y/XvFvVx9RfobLg31i5zYsM2ec14L76b1QBmZps/J6N8jKT0mIyGyVsY17Ns1XChilfW0M7ptesG1qW1Wnw+etb8QBDngEa3DdQuP9iz6FX6gYXccNCK85c7pDfGxtjXiFzw4IZMBuerNyBM9Bu81xeWALiWqx1DqMjtnSBQyytYc2/pOkEADkuMTJwSARQBxlgp9IgOT70rbCAFAKYOvmYPN4bYLxXtKXfU7IltczZtc7fKcrxKTWbSiRgYr9k4x3VVo3IF1JCtsVehFkYxyjvnJgJk61T0WmllS0l97UO/FCSuuYhqpbmVDXDoyChvfp1naipYGSalnKmpiLqmEq472jqpMxfEhXb5lrTnwsYYNxsSs0w4vaaCBkoUVhAGTcfXMTmfnm7JL02K0CgL62U5Lu/RnKhL5glQofqgdRx+otVwS3yGcggDADEWDfUAW4e3hQu/TNsX1EHij7dbKxWB9RH9jXPL9dip8dQXzn2XnZCpZXEkLDe0Xb1NVLXRQv33xuh09mm9cT7qx27nnQcRsbn2kNW+tl0MA21Tmy62HDszsaAfs23mtHntWTPm41Jp2P6fvHP48Dl3PnlePtMw9c9jfHeLDFGyews3lQs6aVUglv/Sv7tKuuOlpM6x8k2ry2oPh3Ek4c4lW12fZbIC6Zb6kyg7R30t2MAVLF4SLPzYNEikEq+bzNcL3bKnDMGJAP3WSLtVOohP92LyGSKqdMMxGjtRFZQc2QJTZ1juzzBsMMOm5f/vZVWthVpdcgtK6Ojlc7vZX0bbNLM7xF7AZS5uyCelL9rkDc9Vvbl75Sn5mJ8b4d66ytCefu4Kd3gt0akHDAoeOcZK7gQwHKOpkfUX0HxBq9tFE9DF5OjgYOiYJtOJ8tXTgoeMBcibUBmIOz6NxXWCuUtM+Q4O5R5sErDlImsO+pRTh3q91RlJTwJ7v1kp6quKN+1fpFztMuxedthh6MOzmW1euIf344FD98P4+NjcuvUqLGxNtA+z8urDCmGsiQYUPSyQld+c9/vXBbDYLpmWzC4MQtt5NdwKcYiAzsQLSWMXTPnWkGZVLSxpuPZmse0vUaRWis1e85cThlpKR/jnhK3lgUouHnI5a1vXGtwgT4ANecuZhuu5A4stbI5qEClpG0o+xvztc1l7Ofqsi0EYGq6NeTa1mSzY3I+/elPx9e//nXst99+90V9AADnnHPOjKG7r7nmmoFtz3rWs/CsZz1r6PHj4+P48pe/vCWrt+XFv3xJFnMgCYkSo1j9dQMBXKGqNMdeRc5qhRuFGX8y1q1yGNeYxEMvanL6ruacjg3FhlFGfnlDMBOKpQ3rBMFuKhkS0s00IKubLnqDnRJCAeLsagEuXAuXedofywCnqP1UCUMDIKZyfNA6B519jdQplZNrhopgAch8VfN8WdGmTXIGJu3yI8/JPOTY4fqefpaX1DBFbmZP06KADr1EfgFuok1ORuYP5nw15WVY2JdNKS0mphANC/sym1DbpoTNFL5mY8rXg70dozstHHqtGcVZEjY262cZYYOA74CwPH7kF2T2rA0McjTySftyi4JSarDR6/aLEhH+sr77cu4mG2Q2iElCfFv41BxCn2SOqCoAdQR1KoAYnCIIVRkTzq3Oe4M1ujgTyarkwfKlSH9QYnBFxQnPV9EpnoCEwEmQkEVSdFFJc+vJZgLZHiGkc9JcgCyxdhAZmgNd5vjJqYRsTJSrbvM45B2SCFUlYcHBnPNMJ1WaQwiIjYgV26YwtmB+wM2392tlK5L7Qwd+qMjUdHThEBsTJQAowaxzuJu7JOtCpcdA0tiQpHSAEipEhJER85QmSDrXYtVuAKT3qrD3jb1e7Nj+FyCZl0ojZrHMtQEMceM1fYwBCrD8WPlyKQJUAYjifRkjKNbyDopc9FIiZcqdoROZFu76DaWPhLQf8uqeUZcsCqV9y/1terl1vunsmm/WQyZmpNVQMYfqqm4frEh915nOze6vArinddJAJVYViXws4TlBADpdzN9jsVZ329UT7692zHnYbhifvx2mV60oqFIwHU89kC1SYmJUXSNq0bf+ocbmxr5Q7qWPdGOSmLNxcVHL1HvZrYXzBdxQaV7U6jKkgwamH879E2sZz1mndnMR3ONKPiyDdyuxMcwMWP9UlXQBJ3BQA0eSzpD+YdUsJWwiQVMcwHnmEFA5QB+s2aeIQRSyvWQgRlKjkWzkSIIJ1IoJUAC41pg9zOh0hISua8EgiAhVFYAgBvM2d4QgxpAD/ajXowTVp3Ue18N6vW0sP2CrQ7YyS2l1yC0rvV7C2BiKcR7J+tt0Pz8fN94/+W3jAYuibzIIlBgRpOSxQ0tVZ8lkL5XSjTQhdbjxkTkaI9swigHFzL1bDLcrHxqtoxkJkkEujYZDDPJvNeyzmObQ+vVhsbYzasqYrMcSOV1z0xgil04asqMpHpbs9xi1dmbSz461v/wC5qIfuL8B3ZWQwxNbmSlxJksN+RkbHcXYw3YH0OqJ97odOyzE+A7bN3WoxEgBmv4o5PFm4y+PV3um/eOZx4X7Dn+ax87sMBvpnMeXzRX5ZLhr2BcrW5S1wXOKUjgzRkaSnsEOaSwbQ3Ajqm/FltdXWtncGVqsNtjal1O0+CbocaSfOcCRplMKREJzcPMcvziz0N3W9GwWGQCOvt4ox7DwTtBxlu1J9AA5N1nNcxc21guKh4ru7xZ91nVEmJ5OGB2phvf7ViZbUoe08rZG2Wxi+sADD8QFF1yAb3/72zjssMPQ7XYb+1/96ldvsco9VIQ0VHcOMQEAbuB3OlVWlEw4MVgnpLJPpyMicJLwNt2OhREEbKKpglrbEaMTisdK5eY+P8EyJFceOCCEBFlpuknIH5lzS4t1XzNcoh1l6+8OwEnBPdYwfFAiWizP2cy4A4GoAtc9maSShExM2gGBCEnfITIBuuC9AaAUELodJMvzEAhpmnO+l80R04Ua96PfhKip4w196WXSbOj7bADuK2CNn7xnql+/2ITOgwduLJdIGBseVWCY8gJgVkqLyTAlbHPyP8+khM1G+Xowt4PmztnosQNi6FPfvk0+1yzzCDliwKzd2P3fOMVyj/SbC+cKzvzbwK3G2Jm5W4ZVV04JQIqMTpfyYit0OhkglWNlRcJc5TWpz/UplsGVtD1F0Ei32X9qHJS3JRYOgSBEQdXJPWRzN7vhGcAS/SI/OsMVJ/FMqZBSUKNRVcSgoVj01lYE1Pq9Exg9BiomMBFqnfstvBH9/+z9eaBlR3UfjP5W1T733u5Wd2tCkxGSGMxgkLEBCwgm+KGHcIhjxdifISGMAZsHfhayDcZhMjgPGzsgO4CJbSZ/wGcgwQoGohgEAhOEGGUQgxAaAaklNLa61d33nF3r/bGGWrXPud23W7cl9dVZ0u1zzt61a1fV3rXqV2sEsDwudUOsvD5627M++/pbvudOvPSKWuyYosGB/X48r0OJ1jLszaEaPmdOq6M5Bl472rFz0njbGQ9LRC4ENI6YPLRitJ0OAIsYo4UMc1iMQkFW0OYGTWpYJKyzAlPT/dZayWET674/gRU/x/VYuD5RceGArTcMtWovqrQmQFxM4coqqdfWlRoK3FtSZD1hECgl8His4yURhurSJv/2RbzGWRX0ntonlBl+9UM8+3fMQe0QV4UsFe6q4KeVU0wRQYfJPCWg60u4rFFCkhij9WHNCjXVrwTQwgjdeLmWWKc48a7qx4b7nYCFxaU6voh/rYCOsgic/JhMi3qAoxJZhWgUoVYU0VGt16+gcGVtiM+UOB0pnhhQwD1kk3lGETva973MJwr3YYAnBdwVEJLwKxKDcqKkeQ3Dy9qkr5L5zeFOBFIDFNtjEiTyQrivDmYx7xYWOUDDKwCUUvGmDEXF+NDf5sSdCJjAngE7Tu/VQCQlgClhITP2cA9M6t6USPgRlVJtW8I7bOFUZ4W3vOoHd8x4MIcuzTHknFZLcwy5tjRerrKLIMSsBYJCTE7reXcCqWFmbU1oeGbPKJSAbrig1EhtgPC7pNF6LA91s166Viquc0IphAI3JERh796smyRYU1sYMJGUTcyqjGJZdkow9SLpj6Wc8ZY0MkxCGYSU58H5mUpnq4fZkCAGWuRQphlG/zTDKOsrMbsyzUGn1R0WY5dvrIg7pa+FWUTY2qehlytD5FyLRxyB0WEb5zhxjfqx6cgj4DKzECHHIx76XqsgIaNqowd9takbZJd+WPeHaN4XHZcQAksUnVpzI4CP94svkpkBD9oSf0bDlhk0KbPTK5kUsUbXys29ZR9Z0HNCInFAYVUqm+OJK+NnKjRYy6kDzYz2GR9htegM6Z4brOf8TvfTPtxDY2TI8/HIQmGIS7OHI8zSo0REbrOdBxWZQdCe5YJp97lDk9Y6/PahiiP3W53+N3/zNzjssMPw2c9+Fm9961vxlre8xf/OOeecNWnU2972Npx88slYWlrCaaedhi996Ut7Lf/hD38YD3nIQ7C0tIRHPOIR+MQnPtGcZ2a85jWvwfHHH48NGzbg9NNPx2WXXbYmbV17ImFOTEgpI1EOCzA8r5rsSTlsrLUQtXWNJwVJhTq2+bfQrbkikgFWGgbQjiIj8UYubItIzY0ALiDukTgornMeYIXQVgtr5hIuPWYsqHJEuddYQmFQDkqeAHDIcxLEhcab7SHFEmVgXBrGtyKYiYquWtU02fAMgVFBTP6g7awgsbEG9GtNaqLX6saemT2s8kA6FHsyfAW0rrAYxDauCOL2TTHsy+27xrh9P0CLUQz7slOB1GrAl9EwfM3OXeNVg697aj92IYM2rqyctrk/9RxnKHun7jzjveFShVEATb2vdh/bHIUgUVPtWunalSdO7IJ+W2nIeQBWxgUpqdecW9XUjopiQyM8TFk6ayl9vjy20Ke+1fOb1ryfsT8taG2uy8m5RSpFNoARfEGUxhIVMl7bdtxH2R6r8QYWRXXh4s8kJQHeiSzfVvsS+KuRyNcNZ78Dx5WUkoyr9/PQBDdzmtPBoDkGXju69vrdWFhcAOXsSgzA+LIwWwaGyfeEAo/reyDlhFJYo0jAr+97Ec4tLCQtywN+HJYnrbIvioEt1GJzy1YY4rgYhpTrUVYhomz5deMf1hniWj93qfbJ2ieMHfGuXGLYXzKJZ92pA5rux3B0wJNeU11XpkIew7xUaOp4Q40gZsbzGS6RzaXDuoVKGbSl6J+F7vZtCNW+DWDPaGkJSyccM3W/9YYT76p+LN7nCIwGdRs04HgACsH6+tziOyDp0KN374zNB6uB9opYket7bu89QnHfM7afPHgZYzScZgO4Au7tNVcKAW3Y6i7XcoAolh2QDTy5QRLqISlvc6MSw3/qvcZFvCYcayt/IcAkuvY0ht2FDUlqMavJXiWgRMhtqn2fTMRrrOsSui6pbkG9XFhCmPe9nPe+Gg9TQXBkjY1yQXm3eRCmlNAtjLCjzRI1pznda+iuwJDAvQNHMjMK8dRaVPeuwVuPDT4oz6XhGiTYJ2Wqe+uckLuElMiVKqbMtH08JWBpMaHryO2PTP8iIkCeIa+zTA6zhXDG+xNmw1/Lp+wdA7TyUjODBYWRrNnFBA/NWLnE1/pV2KOmhQbFm+uFQX5BKxU3rOmLwzSttAYjPDdb+jG9bO+N/BqqMlR5M6SWKI+VxyTvzMLxx81x4hr2ozvmPkDXtZiIdLyDpy9r6iWKOG9mJ72z/rORDyL8E2SD1bhx5ZnnO0JujzalvF2EtlOzsKTNp728sAqqTV7Ius+p+0oo/9KUpQEdBp/jpsqW3bC/2+19GSJGrZPLHFo41swV2nYdYWkxgRKh6plrvUWNBrouIeUkfI65ifTbdl0RpWNhaUgpfiZ0r/JzArA8D+W97mi/FdNXXnnlin9XXHHFnW7QBz/4QZx99tl47Wtfi6997Wv46Z/+aZxxxhm44YYbZpb/whe+gGc+85l4wQtegK9//es488wzceaZZ+KSSy7xMm9605vwF3/xF3jHO96Biy66CJs2bcIZZ5yB3bvvGTuj8XLN9IS4cXe2Ix+UauL5KGNKRFhayoj7ZamqyEYStqGXB27lemZMSmVGwvTC3ZkBqgKqZFbatgMlAkPDkWk1JY3Q506sC2HMNb5mgYFyYGdqgdfmp3OzNmenbACl68CmPEm6kcYQnJo1nI7rhN1iMY3M/XGFpWIWn29lGw3NEqaIgAA1kXcUktiaa6uNjb8pjMKjl+arpVIahA5q7sm1/llttt/DtuyFeDI714lRlxM2Lo08ZPzGpdWDFqOlhQ6jnDDuxct9teDLyEAYAxj3BaOcVg2+7on96McT0MCCOpJZF/pznPWMQ9npG6F5/8w6uLGI1XlmSmt/b8Cz3z/7Ht/3wT2H4RmbnzzjxIymV7BJyAsS/pASgSeBn4RNo40B229NuscpCw+xfnr39KK4KTP+RcFgJ4DMCg8B9vCJBYWS8MI00nP2uHLd0JEAZHITUuFPzDOgpvL9SSH0yhNTCukRtKQIFttNZc6ExcU8xad8LZl6TWVE2Jiu9X+4WV0nxETy7Nbkb/Vzfk6HHs0x8NrR8ccsoe/HyJ3xRCHhM0GBgrppdVwVQFJKEnLWFJsWRtb5OzPGY0bpxWvalDOSmgZ1AdDPlLgucVRxanFphCwaFBqoMS78vOcD5CKhFykFXptQxYHmua2K6cK+D+BSQn5auZ9gWLOYZFF2mdGi8ueZOQAbaR47zx+uy2YgMFXHAJPOAsfm8V4X1BnrvlHY9gCYMpAiX5wGx+pWqd7Zln8mjBYXsPXhPzl1u/WGE++qfnQbNqDrRqiCuvBc4vs/qw80+F4BXEts787s33aFRRVrBPJ728JoPVPv+ErvZN08V68aIpRSwD2j9EU8yXLSKURVCW11lAJMJqihKVHxZGrf6Vb4yo4diMWgMVkyZx8KudhFcWEOiJJE8GcKnidB3thieMjYFFYvPxAmyiOjgUgsOx6XZu9oxpykeRGid7T5GA3BZeokH+z9f2J2NK5DleYYck6rpYONIYF7D47si4Wotn2/7VdtPauLiBs/DuVruo4wCDll8cZEy6uNgXJ7AGCJhL08LphMCvq+hq4lQJXEFGQqclHjAc0C+0rTJokcZKiyIsuosjYhYv2r8gAMWK+cJ2+Irp1D4GX3iWXqwYGcqLZsRY7FteW1KaTdHtwjypQiVnCbTZouZ4eIfGy8/fH28bkzvGS8PVtI75yx6X73nePENezHxp+8v0RB7YMBKsfnY69TeG7hWfnzhM0BvXgog9QydVo0L1T77vh9w55oWH7IJ+x2XI82hs6hD3HictPniF+H8yy0s7m5fHczZe2gzYvC044t8kfBsEV1KYHXeGRGlUW2+oc6UEXb3RfGZFIwHhePqhPLNvMtDKVFuk0phak9A7wTpuXRFPZ+AfcTra2H8d1Na4shD10cuWYByK+77jq86U1vutP1vPnNb8YLX/hCPO95z8PDHvYwvOMd78DGjRvxrne9a2b5P//zP8dTn/pU/N7v/R4e+tCH4g1veAN+9md/Fm9961sByEQ655xz8KpXvQq//Mu/jFNPPRV/+7d/i2uvvRbnnnvunW7vWtBowViNCd6U2UTtpG58zepYL5DwfyRCuW6U0GVC0Qnd5Ry5U8Nno5XSuKcB/rAwKVLGFC1+zDj7oD6iqpHKGrYiDZgsg2uuLUAnjoGPdoNPAdCIBZXevhTJx1e7MGWFExdws3jnIh6Gk3EPgJEXc23akKYO0uzDs4pFXh0Bl/8cgtso6BnUFUBXPU7t2tny7+HN/BoDg01z98G4qNs7kGFm7F6uyuvdy5PZQtG90KQvmIQkZXvG+28BFa8Z1rcauif1I432PuZTz8zAVGPUUU82pVuW4te4x3Tc4wzJwUcUkVG81eDeMOaw9/4MvzEPT0yVzUsZzAX9uJfNhM7tVlA6uDYAWEoE7nsPgyp2MVXZ7PlU7B8Pw1iFh4LuQkwi49FaR44bPhP2oxb3sdRxJw/hGp+lwXABhpPe7h1yjNZi/tepJzkXyRXYjRImkwJKnsHQwZ6vKW6tWMfRonHYxprSmkGGOc1pXdEcA+8/9YXBk4Iy6WXDqrt9sZRWjGiKWlc6I2BN8g2q2jY2ZBbezIScKhunBMfJxt5NycIcVyQOm3qCrXelydMn5+RMxfLMlb8ba64GSAieGsbTi0g4rYGAWM+rMZV0hrwTYoGuYd9YebUvTbM3/M1iPYUvZ+DGZiypKTIrncfUks3temLROhrP6FDN8B4tnm7DxXk+xQbnMlK3gG6FdCjrCSeuVN9qaH/7MTpsE0wI6Ia1TuGBxX3MDOzXKGI9hUydi+4FNgBvKym9h8eH+76mzAxYWd/7eF24vh6V8klDdk8KOEl0M5n+6nmVJFeizNkC9L3gRSKg9Pr+W67oaWqU8ZTASMonRMmtqA4JSY4RLNu9C+iE52n6gGZXr3hPx6OmtmHlqYzstt4UxrI+J+fBAIg9ZgMsOhEGz1G63buhpY1PPx77M5/TnOYktFYYErj34EgLUgEYDmxxkPC9+tuoUTKFo33fDzAQY9a21+UnsulHu90X4FJ0DTQ5QoMshy7GKqth48mo6yKCfNZMf5qlj7RQMHCXKOUUxkZ4vAs8Uq4N8nWbXWPVF1OAx5tPm3hNCVrgy0ptG826Vns8WGdqY8NXx+btmjFUWMYkP2iqFRmRLlwqYhkATdLrO8HYecMSgDlOXKt+jDZskIgwHoUU/uzd2cZvDLRGDxTe8TjPST3g2zbFfRX5850935qr/JaBI4Q5Mgv2TmHVQb+sdX1wtGv7qVflaGhSI1h6X1IK99Kgz8pYKo8LjmuBRL8jB8teHp/xCyIGUhv9q86w2nmfpkQejbEZC5t74fBkUrxeNzZvnj1VnOn216EOn7vKI/v9ex/ndM+n/c4x/fznP3/m8auvvhpf+tKX8PKXv/yAG7O8vIyvfvWreOUrX+nHUko4/fTTceGFF8685sILL8TZZ5/dHDvjjDMcKF155ZXYtm0bTj/9dD+/detWnHbaabjwwgvxjGc8Y2a9e/bswZ49e/z39u3bD7Rb+0GyoXUFBslGkFsZnBMRSQgGllCGe3ZNMFrI6Dph2pO+ICeS3KhIzpwIACV2ORcALPeERQJS9l25M7iE6j0ix6vndOWBdWmg0qOGnuDKyCiJwiclV+hEjxPhcgkeqsKU1iyMqyj3Za2XJ31ria4hyh0UGdPTzXivyreuy66k8foiQLMmNbkQVChjwpbV8sKwnjpzt0VX7+VDkMIi6ncNwNSUhzMogjM90NRjbQkV32liZs85YjlIYk6S1Vj3DXOn7Bn3TW6V1VDMnbI4ylO5VQ61fiygR1ktvyHESTjsmL/fsuFZ+f0Z1knDlyUAhKkaDBDp91VPDUU1dapyraBwZU6hfwy410lhoOskBGxVZtc57zXaOROElgIeT0BdBlP1rEveeFE+2zSX3IH1PRLvN71XEjUvpxpu1YSLzEV4YbLUAxpW3Opn23zWLiYwetuI1amPvieMe3Ig2Dta1j7pfGcUlKJW5EToOmAyYYyX+5pTMAPUS++MDRmvj8JHf6rGh9cxzfMDzmm1NMfAa0fiGF3z2VGXJS+VKXaQq4BCmCvEJ0SAk5xRtY3mCyxFFCxGBjn7wsia8qAUSJmwxGhp5/sC08jxaM39rBt3WVzknijuDFnz1sHLy9cCRgKVMYT3SrxjIkjUn77UdZfgXtboJ9oP7XPfy58ZYmlUE+5LXTMa4Ye1uYp5Kg6N5UOUkRnCp6Hhlynym7WBqHptl3oPw+R1b9Pi2hk6wGjS39YHVJyvBWxPgCLzpVtammr/esOJd2U/8kYdT8NlhjcYkNChanxRBIUkUgFkD3BucWfMc2zkAiquGM289snvhyAJQ7Mfo1l1Uz3W3B8DuOzK4Dr3jGd4vSakLwWcIDxI5xVrupbSy309t7Q12bQaSXLzcdByMPdgJFFaZ9kfswMxBoiV60hlRVsvIdGT4kabl/Zn54cpuXRKkWFFjTY0Zh+GquRht4UxZbqck3228JJSDQlMSAg9ruMukWN7Y9dyD03J1U/WF6acY8g5rZYOJoYE7jk48i7BkH1YGwAIsxEvQTlUUDgjw3iiMaM4x8yskDwyJcBiSAPBiylgSoumwcxqBGTYr5VlFJdjzOJ1LDw1xxbAWylXafhpQuX23ANUUxEaNx9ek4J8IYGB0qssxIBqqUZTNmyD9tWWzYi9V8Fie8zX6laWYFjPB8p+a9kqPAprJ2m0ktgerl6dHtnHcaauRiwRThqvaIanRkQpElrZ136u0QEBUCaMJmNs3bQwx4lr1I8N4z1IVGVYKCx7KxJruMIFiUllbaRbG9bgWCxhYrJvA3W/JxPOIxIU2ZtxEvmayD95EArfQGMAjtOdD/PCjFtUlho1pLFskLfWdsVydpkBV303Ca6/QDYuBHDpgURirK37Kk4yPpZ6lR1tGf8oKCVE49I5VtSQsTajyjd9Olr7Apw0ueRUiiXjXdq9mA6SiBsMCYgOiieyP5XuV/kjEXlaQrZ3wutVfqhstK/D5hh/2LZDmeY5poX2WzF9yy23NL/7vscVV1yB73znO3j7299+pxpz4403ou97HHvssc3xY489Ft/97ndnXrNt27aZ5bdt2+bn7dhKZWbRG9/4RvzhH/7hfvfhQMj32TkFCxL518CPCZ+iOkIwRoUnDMJk0gNI6EYSLqsvEqprMikYjQg5tyI4IrMGDEIpSL2FeyRmsIU7dPiDWnAqR4tYgxfKyDyBb4BRmbG3gAjB8UTqS0njlBlnrAUivOt370G/a0+QHCirDfkDo7Ai5qLTW3v436D/rhTHNgCvBmKuhDfDcceoOjS1SPVs9/KEQZ3c/BwKVxAuaw7WO7fUPODVURmPZx6PoCUCnU0bRqsGL0PwRUQOulYLwiL4srKHbRitGoTdE/sxXh63YH9vZC9ABFJONF0uXhJKNELC4T2ovcAAT4r3Ux2CA48VK6vHHchMnQtMgZpLvK/cs+eMt07ZPHfrSrayRcIHTkSgDwA970HeuORWsV6T72YDAjJ3OlN2k7bRwR07v4icp6SsINsGrm6CMDUVY11FwvIQud0NA+iy1NP3Uh0lGXdmYDxmLE9sE1YVzuNJQT8p+jo5ovOm2FCbYmOWQsKFrWX/LXYPFZIQOmsD4g7V8DlzWh3NMfDa0S23Lvt3BpAhhkIpZTUIkhx/RLny/2YdI1VcofLWZkUxC3D5HtPdJFI1aagTtrEOrWImuCTABF+Kne3C5I3TNlACeWJkW7tMGGIau7Dumuelg93BGpgzqBT1OAhrfUqi+CLLbUs+NnUIqhBgCrPq7ylcG/D6THKph7STWAUohpt5WGmt24rVexNMyMJlhesQMLNdE9Yz2/8M9wxG6xEn3qX9mAzW/rAncwTnmGII2gaXUrhG556/+/bbQKQaZXOot96v4rxmHxnLMTzqS7tRGmJMavoUjzmuJPMilnmWUpJXXS9NaiRJuZM2ZDWqIQvHEIwXQ08YtV7rdjUIlM+66061i1V+JwYsg/2tTIvaKZNvhmGX7wngCSpuN2Fi2NuTgU0/YM8jzMEw7rnLKBMxUO9yhwlPQAw3QAKAW7fvPU3UoUZzDDmn1dLBxJDAPQdH3hUYskAMbCp+MjxRISEF3CdUZQ9Nihjla2TYzLEbmjIRahgRGjZYyw+IBr+mMKiXauW92pW6NsaGDet35VdoaxUkqiJscBFh9XKn4T1q4/T74PiwE3utEwEkzuhLGJuhyNNSNU7dIjw3f+bDizmszClhcs0PYeGw5zjxzvdjfMONIrObVPxGARNRQfUaVrJIWO19Ag4L2NNfiCHeM4VyPBZpb5N06hT5JGfNozyzHortGu5JB/eJoCzUR4prOZ53XlWNLhq+hzpdEgiFMKWiMTRp8C0RUFZo3jRfqoeb3zPHq83inYjQK69u0vbQ7GFuNOXh2VLf7vX6/eFZ93BaSwxp9R2KtN+K6b//+7+fefw//+f/jHPPPRe/8Ru/cacbdU+gV77ylY314Pbt23HiiScelHvZtCo9I3cBRJEwkaQh+hqrFn3fSqkKGtaLck5ieZIFeI06AWFm8Rf5nFjTCXPqknn0aW2UsJR3YcIJhZPkuzIGQX5HeOMA3eUWECUw10nmoXFjJ5g1/8pgMIp5fpDXyVw3sUSEvLQoyqaeUSYTVaCSKrZ700l5edYq/Y/h1nyR//nAUCg8fFYqGFspLJDv1b3BsvE3BdaUvM/vPxCYzBAgTinYZ/Fkly7MYErD/vDevWjTjFzHK4EWQHKSrAa8zAJfRqsFYbPAF4BVg8l7aj/uWFw5v7S1u2nLirhnKLEb4CR7nxzQD65t7qEXhXs1+x5ioCdQV48N29aE67GN33QTawXxIDf7Bpm7KRjJgNRaUrlXgUQgANT1RQRraWFBBIgpgczb2jgeF5AvidTyoog5oeOmk5nM8AXsQFJ6ajlFI9McTu46mIUTEjEWaBk7eIOCRgn5NcqMSSEP4hAwt7C9DCyQtGt5bDyOkXOSnFcwZbXkEGzeCXHck829W0HKQ6EEUCGU/QwBNac5rVeaY+C1oyOPWPDvKWffMJfSI3ECsfAeSj2IsnhiAgDIhQJcWI065eIUQgQbtxwYtQMk2DlNebO0Qi0LowugYdmD/TfMX5AcQauiWL24DSMb/m2MpwAgd+B+D2L+P1lStJ6+r5jVvTqSYN9SNPd0u6p4Pzh4PxY0JSxIcAMLOV5PfsBHwu6lCvuYO62OGwBTVgPqUatr0NBAMmDtJrfYEANoRCHvw4zz4rJZNEe50HrFiXdpP6LALHaP6nmxuQjBNPX5uIB/lsLaXwV5AajZ/Fa82ELB+mbClAszmrQyTqbBb/2hQHQIp0U4mtp+F0YpBbnLdcdcGOgA7idI3WKIDtYDuYO8nJr3zflYAoE83brxrEagxBo5wRsd+YddO8SXsf1wJUQ79ajlDSxy4b6vJXg4p+3PYHGCermzjxUDKJOJPCeCGsvLdanrMFkWY6QjD9/7PmdOc1qvNMeQa0eZKHjmVj7onHCG1sTWGcMjpiBzfJLqGsEktoB2ntgwp9zHvAJtbfHf4Z7N0oGaQzNmdIhXRHFLPGmeg3WdYu+tsWH2+hOYe1f9scpGBX/WqG0mhxXs3fpVRhpKLtozDWj0ghXP6QLDg2simWw4rFfW57heAXW9aq+HY0yPxudOSh6rrtabkhhK6ZobnwX3BYs/cazea44T16Ifi8cdg9KzSsVIx1smmNjt6Zx1r4lBpdQ+12gY7LLFNLhAb+FswTaYep8Y6r4dBC2nnzPcZ0K/Z5yLX4aA0nEpmaCu9tn3rBDvaOj7rwaOdatkMkbCcC4FDY7LH8mDaU23NeqIZxKjmTuV3ylz9JZIiqao4oldsmEoMRItkUb60hmaAPSVZ8g4BaNIv7Qy5DxPL7juaM2e6DOf+UxccMEFd6qOo48+GjlnXH/99c3x66+/Hscdd9zMa4477ri9lrfP/akTABYXF7Fly5bm7+BRZSri3SYbdIYIdjgUK+bVZhM/cJScSHND2W9hEMsTyRmV3fpo+v6Jap4pGNhhYFw6dFQwShOR+WjePGtTfIHIAY6hKM3hHJktItM2xbWBOpM6KUMOjZ1e/OR36XuUcQ8KQk3hfn0zrt4qZlGylOLh2eIjUHY4vI2fdLnGoDlmnT9LPmAKoWHzq9DFhAyYTbO73rS5fsZG7pv2FY6lH7dW7XsDLUYGXkqRskMvzL2BL6OlhQ5LCxm7l/smx4nRSuAr9uuwDSOkRNi5azyVW+We3I9+ebaXeuzbitS0kfw1mHq1uBZpK595R3+vp97Zpkqeun1AUtPgbjD1Z7Wh2UyEzSEXlnBMHr6UMZzv4F7BLETpnDPK8gTFvX/aidQKRWPfi3WgAkHjS81duUYoJcsGSFPGI1HECK77tVEao6OCMY+CwY6mTgi8uRkqbarxflNKZ3XUlpSkEimDlC9QaDQrP6wGT7rBBSGRGDj15qK9jomZ1vRvTvc+mmPg/aekYXrF2xBgU+iSRIwwZbMrod0IaJrqYZo6bkoXORA/OMq7moqETYZdu4JLYY88WHGs8gJTlsWkg1KPBJM0gypfb5iByQSeNzsIRFglcJZaQoYmgdT4lACklKuRlgvu4iK6gvCF6mrigpKVWNdwebXhqCPSjF21saRYECALzTxdn1wXDka5j2FaW/BMWGRbBsMoCSiTHv0ddwBY3zjxruzHeOcu+eLGgIOHY5uvFA6XUIwHc3fGsxeheMw1GN7HaHUx4xVpOxuuWTXR1LcYYl7srdWEI+BDCTVuvIp834xSwGZUYprfApnHpQ+YMvkNCEBJ6vls8wjsSgbAhLrJkl3BfEdaFKq4mfUqPWXBCGIIWxPix2dqTR7yU6Ka89RtUczwxg1p2Oe8iU1zp9EvFPB2o87HdD3RHEPO6c7SWmBI4J6DI+8yDIm6jxZiSWfAgK9PSlNyCAbc0gYW0hmKLTz49xRFvsuo4WvbtknBHjqnA46T5a0KYkqc8wEyCT7VVpBx/JZ5Gv9m1DrZ6h/0XY6ZUrreY9i7ilPagLBN0UZWMrtMHBd3gGhkP20bo5DYwpjXuuLA2LjHtTuYsnn9+o9HBmUfp3ppxRwWUrjfXUPQz3Hine/H5I5diousMfKP6lxhdrzaEJ8nJj+fMjJsBYWxyhnETTk75u9fM0jte+Y6BcT5Gutqr2/nSpW31TqbWhQzxjlgCM7eZGVGoXOMCONi9IAUYLLM8zhUw2kWG2zqFrYfypMYs7Ea6f7R9RvUnpNPaVlMNerlI86NHoo23o4nDYuXpgdT+/p1QGuNIQ9VHLlmj/Sf//mf8TM/8zN3qo6FhQU86lGPwvnnn+/HSik4//zz8bjHPW7mNY973OOa8gDwyU9+0sufcsopOO6445oy27dvx0UXXbRinXc1tcocglvtcfBgdr6lDFoV0NxLWbNCsfC6JtDrOpnju/bMDtNqm1etOp4Bg9EjYcwdChNGqSBR72k6hGMUEE8AFGUurEBK8m5JiEKTUpHX7N2120Z+T9McrpSCvvRikaMX9pMeZXmC1GUM+GLljAouhcnG3TYFGVcU3A3GaGAy3kC04ZyfhV61nAFdoC7C4tEZgF0MC8LB8ihc29yH2rKzG6V9aPJlSx0rCXgj9d3IwctqQIvRSuBlNeDLaCUQti/wZbQSCLun9yMv7NuTYOg5D0aVFq14Der7XPcc9Ydtxqzq+H6E8DhmmWj6A7vWhNGrogZjVt5QG2rnAq9QwOgbO2938dx7TU6juGFRwVjqRDndT0RpzRALPslxYkqRAAoHYHg4wnXaCUOUTV9B8voAlVTKX02OBJBaT1NBlyR895izbGLb2p2/pcFhAbwiMNy1W/KVdlnaE3CwrxFcWL2joWtIVPxX6+u6gaswd05zmtPKNMfA+0+JAOo6UMook+I5ZrsuKW9SD2iGh2uU9ak0wouiPNWEYGLcWTevkmNa/qB1GFZWG6eKB0P7GOT6ZYJ4PBsfdgjMAEmWab1GBSmqTJLQ4KJUcgNGIHgaG9+1dYE8T7MprwPUc6+XRCQ5by3LWD8w6lyR9L5BJmWb/llXGUaNe1yHEkO47I30ixthka+rCQMLrenmkS2QZONpNw5t8AdWD/aTMcY7d697nHhX9YOZMdm9JzxDDPYggwdIQVA1EzYYbmNtt+3BgmfKUIFtmMlrIO/bStXXOTPAvFFQ1njaDappnhU1wjKrLqUsuQD1Ply4WoRTqmlglAnJXJCoYs19FWslw9AE5TXU4OpeG2F+0gnk0DxRfRx9kRnjczbwRuty4ZrGCiw4WLylCe2wts+pGWars9QxZrDmkiS9L/n1pvTpFhbQr6PcgHOa01rQWmBI4N6FI1MyfhWEF8aOKES8MV5k/BX1e1xccpdr3mc9N2vZjrI52+q3RoBVdttgRZpazhAbTeSSBHEYAkDEQVjP3lUKv02WI0huuOaprMMa4QKbAalsGbBUN2GctNOr5tp+jbVtOjJPW5euyf4Mp4Ehx8Uw4oWA+4PECHEAKDaK4Pm1G916ZsGcfcGenXe03ZnjxDvVjz0775B9TalvAkH3AnWW1nbGKD1DGSHpHpDQPr9m2AZzgG3e8LDEFLnZcdzj0MrlY9umZHfKP1L9WZXdsb0WDYsFmw0QokaBsgbJhowDFuXBnJFh1f0qVZPPEAxixa40ezvnX7Z3o7qvs4qMB5qOx2Ete/+t7m6UZu4z2/FS2WTg47HR8RmmtPfa5nTo0X6H8o5hWYyuv/56/M//+T/xtKc9rTn/5je/eb8bdPbZZ+M5z3kOHv3oR+Pnfu7ncM4552Dnzp143vOeBwB49rOfjZ/4iZ/AG9/4RgDAb//2b+Nf/st/if/yX/4Lnva0p+Hv/u7v8JWvfAV/9Vd/BUBe6LPOOgt/9Ed/hAc96EE45ZRT8OpXvxonnHACzjzzzP1u38GguHFLySzVJMygMJwKJGSPK8FgqseFMIXiiwMjuzAvoetkw7k8YaixsgvPcjDQZlJ5GCkoIQiSyYSCjEkBcipIKNGxGUzJvQILm8W0Jq7SNlernxCPT+/pAjmQbOS7DCz30m8X0BFy1zUCC2ZGWR5r+52DNZ+St84WMKpK9Tr44ZM95KB2JnDvsLk2bDS1kobvwzLaVx8Gk3OQtj2mcIuK5iCokOtoJjj0dtk1Qwr3tnFZDRGAnbvG2Lg0wu7lyapAi9Ew7MvSQoc7dq8OfBkNw9fY932BL28/teFrDtV+zCKHGvEdmS4UcfwUNXuywTstl+rLqs3mXHMzNeBlOB9o8Dl1Y5rRrgA+bAeHuIG0OTgEqBIQESS8kV1aHTzQYHNKQjZ1SwvIi4t1AKx+M+Kw2F1drmbPtvmJfXXtvAxGjWpawNSJcJAtlHjyezCbRwujIKEvCT2yjHgxcCc5ps1q0fZrEpFLRfXa5PGEkTMhJwn3DRUACuuTeszgkG1MIeEoI2MwBYCF4CIkpMySf3r1W9JDkBJ4zez01pEJ55ymaI6B14623bALKSf0k4mnrBEi3xDb1tuFTgxwz0AX1gEGRqOEnKuVsC0hFumr0/JcLF+s8FjLpRplmqUQUjaeqNiQUMv6sXbhLahZ05gsglBCoQQq42a58biMRRrKrKG+CaLE6lXhbJ7UmgzMxqDeVPvTZbBGA5mFSYZhvG3czH9kCBxtDTDr9mbZq49Iz4lq3kM3EmL0tSlM6pFQONSXIP0zpaEskFI/B8FVgPrechVAMxHGy8u44evfxqbTn3ivw4kHox/deA/GQ2PJGV1h2/tpO2btkWxPO1VJeJb2e6YyAPUecgHNbEtT2SzcOzA4rMJLOBZkZlV6SLhASoSUE1IYw8IFmS2XtFxHlIDcyZw0JuSCNW46KUL4AiBbjRCcmEI0sWbDCtQRUFzofnAgKiBkwZ16u4jTizPQOjgpMXjCGlmnYsnJpPJFG7PFxYQ7dtZY+gRGz3afum91IWnAyYa/JTUD4errlqcfzCFNcww5p9XRwcaQdo97A47MWSPqOL+U49FLL/lyVLFMuy6wX1r6gi7V6DZWx9CQKi4cKQG5Izd2BIKfCcHLRrg41Lt6F0BgiENPYSDT0GCQADIOD/UFimWiHKVdBAkk8lr0cCU6VS/LeKNkwHkg76AwtnWB2QvZWEX5pI9ljfRTb2EY0vYA8RyC4nrft2W/RttAEAPX3nYVAKcqDyXWd2lSsOPyq2fUOceJB9qP2771PfBkgtTVd4uZq64BNoUH+0Dyb20fmndb/rgAlOsrpzdBM/EAh0Ae4GcKD4abNsZ41BbzH+zlbA43TYOkqgqtD/3Tv9qYoJStFRAldW/R3xyMr4mRUNBTRrQgNu5V2BGidy+xiHUdS9pUtq2mlbapo5+JgJQJnAh9Kaix9it/lPpK4CsEZsF9k2W9awglGcyHVD4qEzzqNWJd8fr1pZdeSwwp9R2KtN8aka9//eszjz/mMY/BDTfcgBtuuAEAVsVcZ9Gv//qv48c//jFe85rXYNu2bXjkIx+J8847D8ceK/kerrnmmrpgAnj84x+PD3zgA3jVq16FP/iDP8CDHvQgnHvuuXj4wx/uZV7+8pdj586deNGLXoRbb70VT3jCE3DeeedhaWnpgNp4UIiEcVUl9TRYICKx0PaF3Ta9JnwzJbCQCQoSEbpFoIv59IKUpzD59b6HNuZChgGk4qKMMnnohWlIRGAkZjBlJExg4WSYA/vxDXLTQfndK1PyfzVndT8RD5G+l7/lMSgl9HuWpU2DxbSBcwHEEFBzXweEE9cyxKgRhGnuyFwBlBVLA49N+2oeiuEm1dYgSubqNY7l4iMLi198znWcOB5ALRgq9yJUy+1lqnaQ0Is7d0t46cNWCVr8egUvO3aNsXM/wZfRdG6V/VPmGgi7XdtwqPbDiWfw1wig4jOntlCcf83U02P2I2Kr4fvhVqsDXqFTdXotpOn2Nr+al1m/mOwrxfJxZwPfJE2H+Imvde1UmfTApEe3uICi4dIpd5KfVAWPU7udocELVAhYEx8BKi410FbAAGURSsK8jgOkNUU5ROlcfC6aspm8A2QPRsOAlULN/WzmL44SemaUXvCaebBUYSGLQhsRRyqwU6+fgC1hGzizgkw5qRJ7fZLl7Fmruua0fmmOgdeOTjpxEy648GYsLXZgJDAVgBNKX5A0h5+wQDHmqXyR6jpHovAajwUnigK68uuUCKUwlpcLcgZybvPFNrIHXb+yJxWU+h2vxYWylUyAYIHU2pUHXJBAqjzV7T73SAyw5phlMGhi3g+2ACtQVOMhwZbSZwmhVtdDFstUb07OCeNhRpDh8mZrfzTGDLS3iDoMaL5ru3+zwg3uN6tuOz081/52fEFQO1cWTDCpQhCTw9i+aLJ7N/bkhXstTlzrftz+oxsxvmO3PnRR/if41NObygcXII0Qp19o1/Au7ebDMCdDDIRnLaOtSlYmpthp0+wxphnv5eB888WrZ/fYEfyTfb/GRdLCgAFMCrjLDX7m0oNYvKJtfvuGrp+o8XUn+DXpPt8E/gVilOJhbeocT6ge071NCj3PYSxl2tZ8hGb74tDO5kwQ7OYsxo7jCaPvpa6U3C4cORP6nrFnjyo0wC0GngGdHeeWAhM2isc0o4x73PeYhZWfyyFIcww5p9XSwcaQwL0LRzo10E+Ni5Bc6WJpabmwQTvl82HBItk/p0ySEVCFEaOFNPDOs/VB6h4vM3JmpJQg2R3ivj8YFIZlry9A1VfNAGgMQPGZpdhq5HyApnsR3iOHkvMP9vcnbuxdsBCWPV2H1KifEsm7ETVD8dYD2eeQuCk+o5zWO0B79V5eETeXt2dNblTb56GDB1XIp0UbTR51qOJqJVdSM3bv2YNZNMeJB9aPMReg78G5PRejwzLk8VBKqr/A4KEHmV/Ye8n7Zo46glGrnYrOo6lu1XbsXQxe53EsRyteNMCSAEA6nxoGNeO6pIpJSioGVGNleNxZEKIywbgLhbk6wII84EEz7t9MO8O5Wr9fpYrgUiy6jswdsZdu8ajsuQnjPdVwgojEoHy4TUwkKRlh9w1cwy0MBnyB4HLOhYWM9UJriSGtvkOR9lsr8pnPfOZgtKOhl770pXjpS18689ys/Cu/9mu/hl/7tV9bsT4iwutf/3q8/vWvX6smrj0Vbhb6wgUZue7Wk4KioLQw5WgiteYOJnrmycEsiues1UTioPVkZdyeEwFVSS180VhbCBkmpTRkhP2jU8F2v4QAmGLOPcMUMUSf5H42b2ovabvjRHDzbKjAYNSBQJiMxyjjsXghdh24HyNlgCAhIq1CSkmYowo13ZNw8CyqYmwAlnx1opl4C9R0sxYhuIVX0WRfwQ4QKqWcwqUu7OAWDJId07G2xdrz43gd1H5PrLnOYi63lWlyx659lpnT2tLybbfvvYBiAPceMSmhnw/fWfchrfnuwF5Bhd3xWHw1DNSFOW735gJVIMg7ZcUdtO0d8U3fy9rPXEOTW6gu/SlWxDb/aKrvFoqLSHlBKSjjMajLyKMRaNRV4MxF+JTHtwk3YpadIzFABWDJg1pKAVJupz8XAZWk7UcVlJrVoQvQDVyDnL3YrJZnUAdNvG4IhQKfsn7HIROppUYDqh6BdkFKmpOUCixXtQymtFfyfqYmHPxUyKM4NnOa072U5hh47Whx0WIm6kewpAdCaL6IOQujBN6GQuAk+KqfVH7bdXJhKazYOAoFlNc6eC1wOSCarT0SlSDkEP5dmJFJN9K6LjL6xjKdlGG7iSmJEVIqvawf/UR5NMl6mTIwmdS7UwJDldUpgTIDkwksry1TL+OVkihqfX0GcprerFcZI4djreeyPwsO59pL2nKA4nx2gQZIPEWnLuH66fd0C8ymQq2ewGrWzwwNZTe7LTF3MS+PMVlBqDin/afd236M5Z079JfNimaL549OUoYoJoyyqoArw3ay1sWhmOOkQV5BDK5xnlGNV2YbZK5AhFD/NFCNR3LOquTQIwXAiICu4jxLH0CqaZDfIZx3KUAOIhfjNyQaYM5Uwzt4f+o+sTAJDkWHBMJY58xw+yrN6QGuPKBOew1/qoMuvKw2yPaRfcg9yYUx6cv0XpkllUDp+9aQ24SLAdvWXWulo49aX4rpOc1ptXRXYEjgXoQjF6gyOYYYKqFdIyL8o0S6bpDzbTF6U35u+2iVq5LtkW1VMIjma5X+sSq1U4264w45WmiIwaQC0miTAIKH9GzeyRAXoZDyiwBJmwjHlKyyA2lqUFGYoitlUD+Bhy2Oyj7mgYcnGvnjTKU0D8uiCoI4FArDOGXbZM+BoJGA6jpc7TAHkTkclZOvO35Rg0HsS2gSkcth+oA7iYA9t23H8k23YOGoI6b7Oqf9ImbGjh9dXyeMOZzoHESy0PVA45QHtNs2hO9TIDJgtsH89Bco8AG/WuXnDcOAvVH15jzVkKlOtm0aUOfzKU6UiKWt/kHeb1KMSOoYaEaMxO442GpWpu4CiyLmfA7t2MWrLJpjRZ523OriOkfJMGHr3axdQx6JgUHp616eSBx72lRWpFte0qhg0/yFAHAi1wcZtlxcPDS9gue0Ms2f6D2AzFqkFM0D7XOeGmdCUM0nFWP516TwAwAAtiiBDksiJiJHAuGSsK93axuyhb8ShW8MUxyJpZJhBRfQ+RXhKtV6t4IB62xgSjOlW/HuUo8oo4Tx98vV88TCsUWwN1xbPOezHU8kM6OjGfevxWZ7EJINeHvpsB7HglVJNYVVHcjy9HpHU93Qvuxl4Wwur+B7b7Tnjl3gwti0NEIe5CRZDVnOkZwIm5ZG4EFOktVQmztlOrfKvshypxwq/Zhs37tiuvKIFV6CAc16JxyIxWNhKk51i12k5Ru3me90/Oqbgen729xZsfmdzsGY25rQOpGECgxTpmSgRk70yxMBmLlDMi+VmZ22hsedkoFY33ZWnqV/tajPYv1kZ8ds1sHcgtuYVcehr0l7B030qDfKXIeY3GohqsppP8PGb81rRUsrSJfNQOXSZnRgrFiEzRUMrkcyS8W1+pvTnOa0b1pcSB7dYZaSlAvXv3BdKSVEhQD6ScFk0qOUgpTIw3ZPJqU6fFDli1w07ULYVMdbV2g32Jz7t6wrQrSkDwahGopXssFaWoS6QgAAm0uiCiWISNxnEtV7RcCuZc39x3KOmZdALJtyagR5ToOFf5/sPEg9eFBXXQfD+jG1vg5uMoQDYb31ps1wLOBe6yaq7dG8PMN0vZhMsOPSy9c9Tryr+sE/+BF23XyLVe7vBEM/Jb4gAHiUlYYIoFx3kL7FGw6Jgpz4Pttr0Cp/g9FfGrxvPgiDvc3US7lvsv03oHlHDaW5JJEDxlU815cWI8UfuZP80ypkrEzGOINNFqtDsYSG8o8ec7KvV5UCE9jMX6iOV4SMNZU2+3UV53MrbITg6L4X3JcyYTQSo8zJpMdk3KOYIT2RGlq3D9MMSdgCT5qMIvCKUbe+xE9zDDmnOd09ZE6e1eCcPWOg8TdbmHzFiLgDVR5mfNCxDJmMMOzNq5ivwi6utXG1Qm+jJfptK15qckLXYrU6kugUbJ7ftel+BQ2vQytfwMwSqhyKABnwcco5N+tXjNCzV8/eIEuI91xVKjCi+nzI+OBAUkKkS+IgSsqMNjUysmB0T/Z8Ca6spEz1WQHYs2cPdl597VSdc5y4//3Yve3H2L1zR7V9IMVuJrgzXCcNq/M3yLCGVB83eSh/ey/sZKuDrdK5vZKfNpkfAq7CzPesbdCMxjIj51ynmAszoXu5dv8W62iioQ7a3u4pKbYa6mmo/KNWW6eD4FuXxMaqB98FZ8ZmCc7nIYux9iguTvqwSee1bF+52feFIWp7Z+V8Y04e+sc85kthLIzWD45cawx5qOLIVT3Rpz71qfjiF7+4z3K33347/uRP/gRve9vbDqgxzIzXvOY1OP7447FhwwacfvrpuOyyy/Z53dve9jacfPLJWFpawmmnnYYvfelLzfknPelJvpm1v9/8zd88oDYeDEo5IY06LG5YFAbV4iaUvkgY2gAgmGXzmLKBsbqtHVIjDBtUzoBbqY06eZUH3KGpdJp38cx64a2JQFGFaXWX7P3xcqXM6ISdY51s06cAiFdJcpt2ET72xYUZZhlIqniulpKDNcEqZkjqrwiWmtvNmj6Ve8f1zRip5K2xbleQG0Wew65H8OXfy3RRL7OKWW0h1fYVOqbbvBmbNoww6hIO2zBC2g/wYqDFwruMOgn7UvYDhLXgq9O/1YMwA1+WO+VQ6MfCkUfstS7P/Vh4xXfAy+7tXTBh4vAdmHoldI4H5ODXWOgje0/jZo/s2ulGzpo7Ho7Glc+hIbYhY8OxrKn4jAvVNpZJcWs8gvDXJkx3rHZq7g9OAsqvCMOBIQBkAjoO5d0y19rWfk5vK6dvGY8TGKOswkMKVztmo+lr2qHzs0SE1KF6oYeNfD+ZqJGUWG/XNjEWNywidXmf/GJOc1qPdFdh4HsbdV27eSJlxgxRiljI7jJYY5NFEIIIN3InoWeTRtjte7m266qwKRGhy3CvR/J1qwoSLepQlclVAYdEpPVtPerZYKAkYA/k+bVSVaoheHRQCqHgzAJevSuhQguz8JcduNYBuPVR0wJZC+1o13XBWyAIaYZLsa9ZwycTrqW2SAuT434lKLiaMvanbXXjrqYLaIwShluEWFcmN1xrhJ16Hwbj9u9fgVGZrGuceFf1Y9v/ugCTXeoxbWNM1YOCOgC5vipEGOQzhxgWwPBW+1DtXXAhMsE91+L+dEgV+83eMg4NMmnwvu0PljGPaaiCwqIEgVE9+TVymeY/0X06y1y2aGeU69aYASq9D1qFkHXClXobtLvQhJjnybhoKeYBzUj6jBJFtkKOoasgWL7nbBF8pHESjCGh7wv6wtKNLKnBpMlSrht1UymszJCIS3He7YY7+vu6bfNoXHO699AcQx482rW7RKGDyAFM1md804Cgb3mjsrRdQZr1hi3KhO6Lua5l7aWxjrrGDQ2k6joYjepoptLZZBMVe/kCrHxeDR9rtxwR+loxtU4GvD0IY169NoGcuxUECSusm4PDTfGgmIp1DsvYQW+Rym2G1zUUnBdqXVKPGYSat2a9H8FEvH6RKTRVPrxr++24+Ytfb/s0x4kH1I/bLv4Odt2xS2R7nhMeCGDMcZ89iyjvk0YPO6Gf8R1uNydTGLN5CcIeZHiZfNDsd3VQrjlEK7SFxHmuHg8vK0MiX/l4UDtX1at8GDrcog30Wq46vgCmZKi8pt1SMRtfUt5QoDyIKo4fdDx2TaYKA6HuKJtlA+6Dh7eScUoTvjvqR6g+h8KlvlPOIwijdaSYnpPQqkJ5/9qv/Rqe/vSnY+vWrfilX/olPPrRj8YJJ5yApaUl3HLLLfj2t7+Nz3/+8/jEJz6Bpz3tafjTP/3TA2rMm970JvzFX/wF3vve9+KUU07Bq1/9apxxxhn49re/vWIOkw9+8IM4++yz8Y53vAOnnXYazjnnHJxxxhm49NJLccwxx3i5F77whU34mY0bNx5QGw8Wlb7HZHmCbnGEvu+RKMNCgVnu5Ml4AkoJOQtTKCxCNmMvjLr/FYrhvY1WYg2EvgdyrszGU00MNvTTVwZ2SqwOhppLLyXwZOLAglIGyhh+E1Tw4JRTFewNFmkCat4U+WHdAqGGEItr3gCRwExzzAigAZkQRuj5s0o96aFinPYCIMIiyMQSxnuqeFhpSuzPvoFJvUdcuaeGa8Y1BvRWeJgDWlisOUcsJ8mOXWPs3DXGpr3kIxmCFhMCWU6SnbvG2LFrvNe8KkPwZTSdW2U2GxuCr0OlH92mDTPridQ8v30I2AavyAEQzZj7Kiqj5md91/d5vxZleX8KoyZ/GvTT+qHgh4a3CfPcjSZ9cg+2bgGwEtBOHJvvVkkQ3ldrPzsmPNpBH3Pd3LnhR0HYlg16Xptk/WNmJCJMqrxTUiKtOKgNAg65AaN/dlsmailKYYzHY2lhrvleAEkp0S2MMNkznueY3o+65rS+6K7CwPc2OmxTJ8aD+ruopTyhbryjcEmIxSO4AEgaiUI31FwI/YSRO6obb+WrhVki4WbRbQabHCTNKc26/LihtvFy8+bUz9apVwrbRtl4ieHFwrLRIkA0530BcwGx5t8ico9pR2aq0PJwjb6mBJhI0IRsBcgJPOmlLRkY5WlMNISXno7D7koEDml0PDJLWALbH4qJXVg7wMe+plF4hrUasHqBDjH+rJzXFIUp8HYhEahjlAkJnk8iwNm5YyeWv3cFNpz60HWLE++qftx20y3A8rhGkkpiwEE5CJptO6fPhTz1i+FEnR1xL5loCsO1uNY6Vr9XjzjDgLQCoGqvg8PKWr41zKUKC20jDcORhJw7UJZ3LI3Mk1k9Qpr0J2IAI9eqd7TdXzfnjg9y8rGDesRRTiEvqA+iCynDTk/axm2Gq+EwECQbjTG2UjAYcNac7YIDS2lTcLLO31IY/cSMmdEwE1Z+XPpW+GjKHOfjqOEcmYGT77dpxkM7dGmOIee0N5pjyINHWzePdA2qsq2YzoRVJsnQNAteLlwxmHJcGJwDqiFzcKnUytGoWZMcQ1ZRp5TyS7jml45rHUJ51pPO3HVPT7YWVhRa0MqD5bfBK5KFwoN0SJ1sMg6Tg5QikXwoYTTqWmymeG5vns8BXtYOcD3JBhJWLB/LxbGQkhV+UnMGgNqDJX3OVRZsA2JGVr4ABexACSANHY4OwBjYvWM7br/2x7Udc5x4wP3YceUPsfPWm+XiHOZbfX2lbT0DXcWMforCTDUc1+yVyMv5B9meJOBGv2c7thFXeb0GNRucOLhfPAbbL86QrzOj60byoiV5R4mylE8R88VGKf5j9rDdQFVacxwc6y+z78mCOHRqkoVegiCG2JM+zAnUfbAZ44hhNjv2Zk3hRDofyXgeWHAlsYVvDNeE5siGHRU1OlAEILLHmNU1p1wNJrSubjpj1SFNa+3lfKjiyFUppl/wghfgWc96Fj784Q/jgx/8IP7qr/4Kt912GwCZ8A972MNwxhln4Mtf/jIe+tCHHlBDmBnnnHMOXvWqV+GXf/mXAQB/+7d/i2OPPRbnnnsunvGMZ8y87s1vfjNe+MIX4nnPex4A4B3veAc+/vGP413vehd+//d/38tt3LgRxx133AG17a6ifqKKZ82LKpOvgFJGSlk9BESy5kK5wkidWRcxSmEQkjB/Mv5ZkYEwafjGHFB5g25uc8PA4k6Xwr8tNUxuiDJ4yKR1c84ApQzuSz0brewbYZVCIUkEIvys7o6lBMFDPuptpSYiZ/oekpwA9BLiu/QzOhQ7NgWbVHrh1kY8WzAyC3EJH55eJAx0+rkBSp1FwavUPcIj17f7DxdRHl6/dxraNawGvKwEWoxWA8JWAl9G+wJhK4GvQ60fK1IEdMP3z10i7By7gGnm9Xu9idahu5wK0uSc2p/M9sxemVnUkzPB96wJ1VIiyRXP2XCmgevkiuIaKcF4XQx5RXWMpMLpu9oct/muPwVMZt34pMFVFDaRWjW3ni8NYGwogOdgzYgC9EzIyssLqxDenkEzboPpzuJtGBUCvUkxPURrQe46Cc9YevCkrj2569AvjyWP4Cr4xaFKc6HinPZGdwUGvjfSxg0d+lKVOSgM6qgKIKiuW5ayhlLCZLmgdIzUjZAU+6Sc1SOQgaEhIIkeiFlyPseQj3JeFkvLj9sXQpcKyEGZhMvtS0HKYmqUXGBpc76G5i1EyKyIO8Y2buQnuhpRwGhB+U4KTh2GapcoJWDSiwKXC8hwfEooKSHnDqOF6fytrc1jEL6skJHGBRQOK7k5RSTKrCh4dEU64HmmebAesg+JHae6vsqFWo69z/Yu+HjIoq/hOjk0UurZcfNNuOGzX8aDH/0IAOsfJx6sfuy67gZsv+6GupdggCyne2Eg1xfaQ2PCYWd47jqHSosV5d1mx29D7OdyMsNqBETlw4pL7RDM0cpFh+WG9YxGdawtZCS4IJG4iZO7JOt+s4Q9bQxhDX2nzX1Z2ZTuSutUHCghonlhxXgW1YYsuqHaUFdBrO/zCwlmtP75TasgkBLAvTatACXulVkNHYlEuG/pBxjgnjHZM0EO75KnZoBEq/CQ+27oIn3ZumW00hM5JGmOIee0N5pjyINHh28dYftO5bUq/7Advy8FbKdXcMwwGGEXRHHJoLjawKEwaw7qULZW1xhSFYjAnU1sAMVv3jg4X23kbk1bzP2GQl9jIW4uAzzJQ4P95LfdUxTR7MJVAYSjhQW4Artp4gzDQRu/QbOnS3Hj7NO0o2meLTyG1Q0TDtZBawuRCFp6U3AFqQhrOTWqYs1jS8SqkA4YA/I8OQG8vIwb/vnbWsccJ96Zflx/8bfQ77pDo7eQ38uNGD0ENwBK+lWNdZvtgypE3TJY3nufz1yPuy7arBncCGMwaNFIAZD0NKnyiJjmTg+097JjXi621l5nQjfqYEyoKsrjxibuY8IzQYVr9RhpkpTYlog/2k42c9FuQVAFdjXi9vuQ4EGwPQe9cDhVddgKa5QzbneJpHiyuWzYECs/ZAnN6TDPg4PMpo2rlJcfIjRXTAut+qkuLi7iWc96Fp71rGcBAG677Tbs2rULRx11FEajO7/BuPLKK7Ft2zacfvrpfmzr1q047bTTcOGFF85UTC8vL+OrX/0qXvnKV/qxlBJOP/10XHjhhU3Z97///Xjf+96H4447Dr/0S7+EV7/61Xv1mt6zZw/27Nnjvw1Abt++/YD7uBLdfvseLO/ZoRZdu5C6DqnL6PuEruswmWTkrkPOBM4Z/Zgw6RJSJ97Uoy4hZ/GkBhG6LqEbE3JKSAnoRoScNNRhAiZZDd+TeEh3WcN2EWMXMTIxUuoxIgYlCQmWUNBRr98ZIEamCbIGkiHukXmMjiXpGHGPVAqIJ0j9RNhoKYAf6wUAlQJMlpFKAcbLlTlPJijLe4C+R/SY6fcsm+mOCCrHPfrlMXgiXihlPBaFVSngUtBPeg3pzSh7Juj7gjLuJdxvXzBZ7nFHr9rphjFyYwkfyRTAjVBOFXSueA5ysijUiTleZZH1r811zXluDlUFdCRj1lPMfSChMYQZQfoKlnkAcPvOHdg44503gLN9ewtwhqDl9snuFevu+4Ltu8bYvr0FOBF8pdJheeUqsLw8wfbtLVAbgq87yp4Vr78n9uOOnTuwq59g91SyvtrmxgJwkJN4+MxjyFCED99oDK+HYfThbixUEeqTlHmhblKBlpU38GntYLmn6XRX9N5P1L6b+nXHnmV0XEA5IfEEqctIJSOjQ+Ie1BNyyaAkigpaHiONOhCNQV1CXhwBXQaNJ7qhScgLI5BaLpIeSwuLQDepu8SFRRRKQF4A8jJACSVngDpwyuAkyovSjcDIKCmBKQOUMEFCn0ZgymAQeiT0RfzoCkRwOOGMgqSKZ8KEE/qS0GvYrsKEUgh9T5j04v1SAIyVlfYF6AtjMhYFS18KJhOWPKvqDdP3BeNJQel7lAmj13OTvkfpJU8rT3pMxhP0RVJIFA3xXUrB9u3b0U/WHgzauro/OZbmNKe7kg42Br430sYNWZQpzOC+R8rRBJqq7Aww6RG4FKScsDDqXOAEboWDAm90s61yib4Xh+XCJPHP3KgJvrEnN+IK0hCCiwLT4B6ku27JFZhA6GGiEl8fKQlWZVb3RbgwhFMGTeI6L14svkQTeQ48FBWaFYDVK8SFhgBK6SW1BEyZNi2obNir9xuuNGqO208VClCj3ArYVH+797Uq5+p5GpRDTSURhB1eVIeeeyg+gHsL+G9XqrHiCxKhpN5nsnMHfvDpL+DBv/P8FYV1+xLSxf6vJKzbl5DOaG9Cx30JG43ujn7ccP4XseO2W9t3IlHNATZ8n6iGzodhwGz3B0zwXuGrCSOj4JC0X/U6n/8UrtGtYjKZlmG3oeyR433DzYcU3/9waNSNYALTGLJajEKSv4ceOtw6ar/dMDBs8kjeaUoZjAJQBtBDLC1NEaCGHUQS5h+MojturSLYlLQoupXpqTB3IPyDXs+WXUtlfhM31q6eNzYsbuhZVMCaE7qFDpPliQ+cvSpFNwBRiVGKptZKhMuv3DHrKcxpTuuW5hjy4NDSUlbFtFBVZoYFCBCHH8334jIJRoNFPJKMMz5ysaRjEz3JPPD+tO/6oxRGzjQ8LAZaWZiuR/ax0Lhkxn1xrVFsitrWglKXGAyVUtO83k+rg0970JS2yTtpxo0citZ1bC+0rz38QP6kGv4VymphO08QOU0psk56eN8KFkR+A/G+1eVe1tCoIVOcjwRQ79jfb9sRaMK45Zof4I4fXIv+qKPnOPEA+7H91p244RvfEXCxGO8DB3cphJ42wMYaocD2J2YUmDwtipWV2UCaMqWGxQ5Qbi8y7gBG699AbN78tr1blMMGUMv6fai/XlxYmiqLoYzXNPW2WQt1RKpIUhusc4E4I6olar3wrVaJlbLxuYq5edY1JSicyfbb4dMqjHoOhhuSxDgTkqaLNZ1o7RwlEt0Nz+iA8h17NHZ6cWEexns90gFLmLdu3YqtW7euWUO2bdsGADj22GOb48cee6yfG9KNN96Ivu9nXvPd737Xf/+7f/fvcNJJJ+GEE07AN77xDbziFa/ApZdeio985CMrtueNb3wj/vAP/3Dq+IknnrjqPs1pTocE7QVH/v6T/8Vd1445rZ72gf3XNX3ve3d3C+619L63H9z6b7rppjXFFasl1vw6a1XXnNY/rTUGvjfS5k0dJuMJCnfoOgttK1vPagAoimiwWNt3C1WAWyChxDIlMVycFOTOtq/DXDQiIiAS2SQAT+UsskFuBJZ9AbKGnSMGUjJ3z5pfmgZ3kMAiUWxQXLFEJjzhXgSAfY9U1EtF4+kSm9CTJL6aGU2GHGTMBZRFoc0pwaSMVR7IGI0WGsHISkrnGHa3KvL9myvI4hXxd/RQ9zxhA2EL2X0azMKhKdqGINhJpAIQQAwIiirDvLskHjKhXy5fIQKVglt/tA3j23dgtPmwKWHd4iivSkjnfZghrAOwKiGd0Syh455xvypho9Fd3Y/r/ulLuOOWm9U4IgigYAJg9WqxkNBgOZa9GFKm1ot2oDX2NCf+LFtjWZfbD8fX9NNRzmfecGrM0YYQNyHZCs8pTmgzsGCgG41q26JHiwlHzWO6sOQ+b4wp5VyVoVoIROlvYRbjRR0JpiTGjyqc1GQAABJ6VT4kECY+blWub03iIn0sTO5FLV0zRQjEi4V9uiAnoO8p9FuM1ScTnaGFNdQ3u6C4qJYkpYSFpQWUUrBnt/KrogbYLCoTMy5PKaH0PcZ7Jjj2/ptnP4dDlOYYck77S3MMuTa0a5e69zmXU+VIIaRUeSUpTkxmPDRcC5gAV6YYK69aqboWoTnmCmv7TbXmRg8bFFymfyGo+lyvM4hVSAKSRNhUVdakyrwQVYegOKwqbySuj67VJSiIDAS7Q4saWAJgPU4Q56aJWypF/3NVzvm4GV6vGGHvIqqK/kS/VbVgw+ukWwQzajRlnOBU8prI2uRdTKDE6EsvzyxJHQyAUgKVAibZU/SZUTPr6ANOjO233IwrP3kh7vt//es5TjzAflzzha9h+44doAxQTjXnOUMc31JyzEchx5Ipog03EEUcFdHcLIwHL9Q48aCJt+P1h543Hw4uaYq7hLLaTgq/YyUsd+3MWDgleNRJnzIED/NN9Q4A+fse53VgQuFeNaWgxj+oBolQ244I4Xk6WFZ0lGt7EeIk6LWs/VI/QSmjezLbArqjiXeo5buN2aJD67gflO/FDJ29MrnBnuX1lV5wLTGk1Xco0t3mB//+978fv/Ebv+G/P/7xjx+0e73oRS/y7494xCNw/PHH48lPfjIuv/xyPOABD5h5zStf+UqcffbZ/vvWW2/FSSedhGuuuWbdA8nt27fjxBNPxA9+8ANs2bLl7m7OQaV5X9cnzfu6Pmne1/VJt912G+53v/vhyCOPvLubMqc5zekuotEoafoZaH7TqipNiZr9P0i8gktP4llNQCehfsRr0pLqqbCipjuI0kCJNNF1stEuppzxDbTmQSVgZM6QBSip6t0KgOxCOanfcly7ODBs7N0bEtCoGh1osly9gLmPUtAggghCOUqu5EosIdMs/w4RIXWiCexVQ7WwKK4JIjClsNlHI1wIt1oVNSljjFz2YB7TqSqnq2xhqp5SShVWeK4yuFe4K71NiUaigZvKS21yUg+PKYe333ITbvynL+P4f/ULAFph3e5l8WxfjZAuttmEdTt2jQEAeZVCOqModLxt57K2a3XCRqO7qh/98hg3fPsy8J49MA0omaAvuEzLG081qSXQRMuRMPsyHxvh3UCAb/UND/o9B8Wqh3LbN5deWj0DNhLrALUVuJLblA2JsLiwIALTUpAWR2Ik43J0U3iQGJJQ9NhRYaVqK3y+q1eaO8ZAIu0gddp0VoMTFcBDhfIEVVKLELJouoKiEXUkvrq0X1JpMhIIhcwzxaWtTdjvmFPaB0E9Xow3axNk3JmQc9brehAzSinox/2UpJNhioQa1t+U2ls2zz1E5zSnOd156jpT0oawvvopuaKDosMi9DCAUlAoCV6L0T7gbHB63RisGVJ4cIir+quw+GwP62FT4GTFfFMFqCpblZPWiMexj9OehECNssGUUVO+BM2vYUpU7AXAo2JQIiwsLGDS7wqgEc1dbG2Dtquun5Xnt0OnRmyxigYjEqaupPhlFpjU9QoQ3BmLGXYgBYjEsKgpKRN6hirsRfmJkWBrdaLGrltuxi2XXoUHz3HiAfdj+0UXY/uPfmD6W9G9jmT8vZ6U5LfhqRTmccR/ptNkj2vg+LMaKA7wXNsru0PcEk7P8ToIPrXNLHDAXlCtVeJN476T0eVO0rE2WNbmrWI6TQfjc0rzL6tJn2DLoNTl8G/TKIO9bHG+qJlfzdzQMsWi5swgjzQEmZeG47zrsewKc7TarMg5CdqgmeCZNdpV9JauvatGraHpJAbao7zik5vTIUx3m2L63/ybf4PTTjvNf1vY7Ouvvx7HH3+8H7/++uvxyEc+cmYdRx99NHLOuP7665vj119//V7zSdt9v//976+omF5cXMTi4uLU8a1bt657JYHRli1b5n1dhzTv6/qkeV/XJ92b+prS6jZNa03z/IBzmtPdQ77xNAt5IiSy/GI1hHRKKWxUe0BzPmcXsIXouVr3eFxDKZqAj0Hoe0anobwz2UZX6k5ZPA3HE2CUgZIIGUHRirBBh3gmptSrekmEJT0RMjMKkqa+EYGAKJ5EEpY0bytSBnrxgURKklqDIUpYAFXhWwWUME/pTEAPlEnvchDKaebexWlKCBkFhUOhAjflXLnIIcSvhWBbhYY7Ciabew8uNU/2OOymdJ++jQgeXZHdS4EdP74Rl7/vf7piGhDPEfMi6XJatZDO70SEpYUOO3eLoG5poVu1kM7I7jvWsO6Lo7yPK6bprujHto9+Cjdfe538MKVkNgFczeEZiRmD3NIYhLi2goDJ+Ox8FD7ysHgMmwgExfhKQkVqr2OgSt9p5Qtdvkf+c3FxUXBJEj5T+oLUiQdPMmmrdd5ezmYMbPBUAQ1oyIbkxizRc4Q8bLdEWegh6WBIxKIoPgnUI1pvxRpaUQSHch9J7yJ8szc7EBZDngIVEEpGLNS5DuWRGorbvZ3VmETbWoqkgel7SZs1xTmKGKmk3KPnBPLQnMJ/11sYxjmGnNOc7h76yQcchou+dguYGIULMrIbGJLuKU2ZQpYaBbLmDBXZ9l1ZszgTz1jCIglHZuRQgAcFDNb5rUiPMamjpKUstNW1rgk8WFOn7w0kU0rxsC/acFt/LASv3YskRSSBq2GRahAXFxexa9cuoF2hAOKQ1qIq4ah2wLVWKxkyWhunMlZTq4QK+r3BCTMGTRqmO2LkWJdF/inyvEmNxEjXP7vG1qfMGvWFQMs9tn3hIvQ334ruPqs3mr834cS9Ub9nGT84/3PgPXtAI8iAdxXzyasaouiYzjhgwUTTbaZwAakHctMqxajVUDEctjtrlCdPDdNc3oBPn/iuxJ7yVmY3ZAybRL//4uKieIvHVlCS6AQpR12sjgE53jRrGdtvxqlQhg2P3QvKXWs3u7JaficiTNlvaztserMOgbVRMDt8nzW8rw2PRyKbER+ctY9iv6xMy/avRCiW+ooABb2Cewmo4fuB+59y2Oz+H6I0zzEtdLftDDZv3owHPvCB/vewhz0Mxx13HM4//3wvs337dlx00UV43OMeN7OOhYUFPOpRj2quKaXg/PPPX/EaALj44osBoFGAz2lOc5rTnOY0p3sfGSBcq785zWlOq6NJr6EWuW6eTcDlXiym2wmbfqC12HZvYJgwTAQe5g1YQhhe+V2vNTFg8g01V2UOm2W3ShJtt8yilIZu7t063TgAAUzJhWIANHSiKqlShiuaiZqctFUoIZbhKBpG3EKaESF1HQgJlAgpJxF8mGAgJYxGIxkTC9c4GK9pNsVTZWYJdlz9Rjo2IUyzW71jhhA3CEsAeR4u5Bi0h4sKjU2IbM1I4XvwzqyOuLW9vLyM6779fSzfdIv2S3LsEYCRCvx2L0+Gg7BXmvQFd+yWcIYpEe7YPcakL/u+MNDu5QnGfcEoS2jCHbvG08LbvdBd1Y/L/+5j2H6dKqZJx5hM6BSkVkaEVsCYoJ7S9jxRn7HVE671d6OEV6GRDwYfGZ2XoLYJQBVaRgVE00i///Q67UfC81hcWkTNnc6eVgAEUJfd04Vt3gbPNKY6cP6uk81TRkHwsNa5455t0BQAMonltwnZQW1CAWU4FlIRKOgLUAp5W6qHdqXCQOlrnm7WY73la0cUTLLfzoaoDVxA9ZPk2YvolJobJyL0hXHYprvNL+Kg0BxDzmlOdw9t2dw5vlMVEnxFMXxiCh89Jix4oMRU/FAND1tMZDyP7T/FhsYaZ63ijaJ0wC/J1gFucZXkbiW/ZzL+rjze2hcCk1SeYX1IFQ9yON4s5Ama9kLxZs4Vh4KwtLhYr5tFNOiUHeQw1vGzqSuMMNcxDKMzc9zij+aZ+jHpV4srFXNTGCfHypYnnNSQgUAadRkJuPlHP8IPP/3FFQZgNt2bcOLe6KbPfRk33XCDhPHWca2YPkSbMZq53wi4Y7hX0GfbYEsELap9D3Nb4AjVy2e929HgMHy2Rh/2yTM2O2iw0qLPI2rnYiKPRAR9NyXHfATTxhmSsQYvm7yE7yR1KpGXr1OUYBY2dZ9ceVs00Imv2dDg2O4xE3zvhTj8O5VOx346rg+YsbAopRsFt5zbvGn/jTXuybTWGPJQxZH3GJNVIsJZZ52FP/qjP8JHP/pRfPOb38Szn/1snHDCCTjzzDO93JOf/GS89a1v9d9nn302/vqv/xrvfe978Z3vfAcvfvGLsXPnTjzvec8DAFx++eV4wxvegK9+9au46qqr8NGPfhTPfvaz8cQnPhGnnnrqXd3NOc1pTnOa05zmNKc5zeleT4dvHVVlB+Dey1CltIdPC0rPKFywzXXhqkxpFJVKyYURHOQIpApnU85QqB8eGpxLu5WmuENmBpBRuG4GXTnmiia7MEpXAOROQi66hThBpDgkiV+JxLvSBBqJQBoyWASIrN6Xer9MLmlYXFjQMawe5a0Ap+mQemoOcwCHwRx+ZwTlsfqiryiErNegeUb2rOvxJkW1DZcJcZp2qZDDw7dLWerIcwzftO06XPYX73UhneXY27RhhKWFrGEOVyesm/TFc+xt3jDC5g0jpETYuWv1wrrdyxPPFWjtKIVXLXS8q/pxxw+uxfXfvxo8XvaxJw+bZyFPuc4TEyoH75cYdhDQ52rPWmVayb2NMVPIZXV6HSbYsjCQM2Ti8XPFfNJ7oyiUBLC0tATLW01JFONpYVTLmMe3RXux6y2XICXX/DII4IkIyLN5y7C21DkaPIyrt6l6zfRsOQbsuhqq28J+s+YbbKZrCOXt/LVRBfiUctsY6Y7xWQ6CTHlgU9M7xM40b7YSDQpgskbC4x9z1D4fxZzmNKc57Yu2HNah72NI64hZ5M+898zuR9aW1BQzRRY1WmKFJ2X2ImWGN4Ul4o6HCUe9F6MuTc4+a/XTtQY8lAiqrIoektIpS8dgNKynJsaJNwv9sD4qFnMMmsTQcWFpaaq/7Q2CUo7gmI/joUHHpjxUuV5nyspGqQiqymMAQ4DKXOS8RlySZ1sXoSZ0sjU3jD+RGHZKcfI9CLLgnN03bMP3/v6Tc5x4AP349vv+J7b/8BoZ8xzG195IQvtsC7ePl9VjWnElMU1da+V80ui7RCDZ0zhODHMhGmnE4aSKd6J21t+g+EL7J9VN6KxHQ8HAI6VBBKH6tvu+cJbRJyBpoJpX3+IqGL+L9TUgrOmfNzn2Id7HxolCU2z8CL4P31uMLDPuDlO49kmrSSnOTWquba6LGBZhWBjYsLS+FNNzEtpvxfRznvMcfO5znzsYbcHLX/5y/NZv/RZe9KIX4TGPeQx27NiB8847D0thcbz88stx4403+u9f//Vfx5/92Z/hNa95DR75yEfi4osvxnnnnYdjjz0WgHhVf+pTn8JTnvIUPOQhD8Hv/M7v4OlPfzr+4R/+Yb/atri4iNe+9rV7D5G3Tmje1/VJ876uT5r3dX3SvK93Hc2tFOe0WjqYGPjeSKc+dCtKYUz6HpJ/VP5qiGnd4JpXBQUlUCCRM4hgQ5yEa55UoNqUS37Vep14RZugT+UHICR1HiFiJBoGTRtK1oyH2JGwsyZSRZHs9AncCPTY41a3gkHvU66bbxfKxP4zI3XZvbzFCl8UatZRVy7NGrR90QxBmMl0onDGlfEmXOTqOV4vqnUkc+EkuCJ5+t61ApMxuRw0hR/xPgUw9/s9N9+Ey//x87j99l0upLNwhksL3aqFdVFIZzn2LAffaoV1Udho+f8sl+BqhI5DYePB7Me3XvdfceN1P6rPJyahNNFiNDzQ8a5eSgOJuwkRqZ6rsvBBn3NbhTchvF9RaEWxcGhirNeMIKbesRXe/3iv0cJiqN+E3+xtJxIhfpS9IXdtedK8AaaiIFE2eBlmCVEIApthivel8q/CBAldKte1slApk/Q+SdlIajpJKEUiPXCpQshSoocgoxRGr3k2Sykh3Hrohn5I2gUJEcs8iM5A9VlwKSi9/C0v9zjqyPWFa+cYck6rpTmGXFvauLHDZDKtSLKVxnmRa2aigU3FVdM6oRY7Gi+LZkRWzOFHiYd5Cns1OhoOirBwlhmepkHKcbjKytU/br7bkkEasSMoqmwNNMNGW6csrEkkogZDNsS1zPD4sC1yV9OEcXvZLONFw8xBA8VgcBy44H1KmubCnsEsD3XDOW44l4LSMmATGxoCJF1HIhAKbvzWJdj25UvmOHE/+nHjd6/EtsuvAvoJkAlplBp9MAhIOfsBoiTGuIAbvDpm9HkZDWB1FlKqCmOPRqPzplqYhPdpGpti+NUMIkDh9jR4vwMNjBkbYsbShg3tno20QZYnwDeboWrfHxE88A2LMUrR9jXzOt7SOBbX2VA4KprJj0kKpDo9fZqxNafWLQbgVXkcbhjKaAE2k0tM8ZDCGmnL2Vrlb3Ffyf4cpns5KTzYlxz6NPeYFtrvWEq33XYbTj/9dJx00kl43vOeh+c85zn4iZ/4iTVpDBHh9a9/PV7/+tevWOaqq66aOvbSl74UL33pS2eWP/HEE/HZz372TrdtcXERr3vd6+50PYcCzfu6Pmne1/VJ876uT5r3dU5zuufRwcTA90YadQyUAuo0VFmRWL48IZSugFIWJacqaGXPWyTMLWx7brmpk4c+jELG6l1ZBQ22fyayMN92AUmuwl70SSKwIg0nJmmdpV5CAoORITmvoa1JAI/1p9xErP1ZBScSlpvLBAAh9RO7iQsSqyBvIC3rOmC8XMdJO8hFEsgmEAoRctdh48YNYZRdtNLIE1oZ3mCT7wM1eGBcBT1NfuoVZARk/QpK8hq2maeuqw4IoWKTT/GgkA2RDhcxPO82sgz1jTfdiG//57fj0f+/s6dy7Jngz/Lw2e9Is4R0ta1ybMeuMXbuGjeCwEizhI1GJnTcuWuMHbvGU/cAVhY2Hox+3HLdTfjRty7D8i031zCDFkJdv5NLF+UBNONv3tSQ52zCPVdommMI1GN6pmC6zk2fv+F00DT4b7LQpdNy/qnqZ5WrjlXsPzYsLYmQNGs+aGbJdV9KyBkI0UYsLEgbUgoieR9gnds6kH0PpM6V8GZ1QWAVOnKYeuYBnSU3NMNTCMgUkFzXE45TgrVZNtesLCMlQq/silXiWb3IpN85M0pI81dYhcF1AkJC9xfli5JnmlJC0dwJXBg8ke/FbqiC4kQFC6N7TMC+Oc3pLqU5hlxbuu/xGzDpi/MrSYkQ0B6zwq66qLTKXtJrhKeRRpwwvmnxK2z5KurZ6UZSqEuK66hYvAIRzkf9TLRFtE9XwMalDQRigkSlibVNf2ckAH1QblEdE/09vSRKrwRPey8AZmzcuHEKa7li2DsRiODpYuMxv5TDZUQAF1g0jYhNfSn23/JcYrQOhGsYqmArAOn6HL08RfnGXmeDKwhgNWjlJGPNCUiJwaME6nvccvVV+NGHPobDf/qhAOY4cTX9uPIfLsBN3/mWBIwZVY92NwJIcCw4Fc4bkJcg1TeB2ZTVSUOuV5RJzZsAKUstyKPwb7yNH6b69jsepOYSbQpPR2+a1fZwbMPGDWFS1F2rbgynGsMpNVuvaEQhf9Vw2Zo0i5irctL6ZbzPI+iwjWLbRZ9XJAaOpW+71XIgKV0sYXXgVWb0aOXMeLEZjvCbrQFBA165Fhs7x2RS8NAHbZnd8Tkd0rTfO4Nzzz0XP/rRj/DiF78YH/zgB3HyySfjF3/xF/Hf//t/x3g8PhhtnNOc5jSnOc1pTnM6KMQgt0a903+HqJXinFZHcwy8tvR/vnILpqIkurCO0U965C5Ywhf2vIHcy8a38bIGALKQcIycpB7LKW3yquhtaDlW5VRVCnXUI6fi6YybcN8q9OIgVqt1JCB1wleQUCijpxEKEQolV1KJsCA1gsQgjaiCQA0LTCqUEH2UhgrWkGikHh6uVNuwEaHiIDFFI2EwbwhT7kdJwZRnRvypglmaJaQZeBDU29KMcm2dLsj0c6GeXIVaHC+iUD4Kk5hx+9XX4Kb/82VgvDzdTuzdk2RvQrrahb17kuxN2Gi0N4+YfQkb17ofl/3RW3H9tdc2z9q94OM4A1UbbXIzC7s+VXmj96yvWLzHQIA2U8ZnFc0SGu7Ns0srJJ8Hw/PWF2o8WzZs2BDeR83jTiL89jEBJDcnc41/bXPJlCCAekLrWQ3HLzLB5ELKnhI4d1UqKskZp4a0jo0KBNllq2AQEjEWclGPmVYkywVIwdOkivjjUJIoccKFNcQlxPvZDGOKKrERyhHJeRqyDDmwa/cKktRDmOYYck6rpTmGXFs66sgF9OoxXZc2NcqZ1p2CB1xpJZzDFvWlMAbOmwFHBh9hqkZaUxyOA7xrYVZzASEuZfUCuwuDUFC9HAecu+2prh9IdYFmU3IJwHaFNZJ5npI3IHcjLIxGOq4r4LzVkNZrJmpDbOfLnf5gjgp6ez4RPNgFLWZgNaCS9DXWF8TFCc2t7U9TlThsteotNUw/wdWf/hx2feuyOU5cRT9u+8E2XHXux9DvugOpCyGbfXypYnlCNXzE4H1uAaJGZ4HOpQYx1krie2KTjaAe91yvaPCltUXfzyFOHPR/xkF/b4flCMDSho3OPDjpXE6ptpFV60uaHL3Z65HM2dCzwSyv2MMRoSm+ERhOHU7NvqT8azCHtDuVB7p+2J9XjYqle0QOj0p/p2Qtaxvtj8H264HX2lDW4s1DqjajJO/q0esx6s5aYchDGEcekMnqfe5zH5x99tn453/+Z1x00UV44AMfiP/wH/4DTjjhBLzsZS/DZZddttbtnNOc5jSnOc1pTnNacyq62V+rvzmtb5pj4LWjJz72aEwmRXP4CcVvKSf0y716BcsOWKKghTxXQRjpnyoAmfJS0TLFlNtaoBTbvJPpnFGQwewR5sDx/lAPDWuxCyJK3V27YEFuTlBPG5DnnuYoCUu5hvhtPBTrbwLUY1PcuUlj9powxbzDN2zaOC03bASwg5PDn4PdIdugDCtthBYDYU4s656ytQ0pUfWa9fGjELZbBTQgie/l9xg2drYQCQyg9Lj+Bz/AN17yhzMKCM0S1q1GSFdvP1tYtxpho9EsoeNqhY1r1Y/bv/N93PDVf8bubdfKAW7nZJMTzrxdkgrzSI9RFTzX51cFkkYpmRdyaEAQUPpFUUNt5YdSf5I5xsPQfkEqZq8RxX6E9lQHklrH0oYlpFQNR8RzOoE6VRiPFuSE8aZSdGwSPN9yNqU+wTT4pohu+gkgsRm7JBdGmnApBEZ0QWBNH2C8TP3PCBj3yY1z6r9SvqhA0Yx6rB19b4Mr93JFCpRfqoB3yJqcLxfh46xRIliV2Ih1MKPb71h993yaY8g57Q/NMeTa0eFbRuiV9Tq55eEAQ0EwhhRRDMn23crpP6ZwIXIFzpC4VAzqShytxCGtKaUtDG9plib/8LDfTN5248Y1qg/b/+FyWxzlez2nfagaJT9fdXbkfXWlXFYFWUpY2rAhLLmk/RyMKYU6OLaoDXpeQ6Jzo5wKgTiC9qmOjYd2nmV8SL5aNSG5UyLJY5vqtaL3y2pgVo0xiVTpmafvQ5pr+qZrrsL3/vQdc5y4in5c+db/Gzd871KJOGVRp+wvEShbtBwSowAtkLoEylmNBPS4Pj/PSWzvgr3nEVfaM6PqoQ2gTpZYDuFUeB8B9n1efdUChosWzTP3IrVeBiSMN9X55ErvGn8cPmfDXBUMaOek0uK34OYe8r3OI4m8w6g56DWtFRuWpCZVgJMbGFYDAB8j3Us7jyPjS+0Q+7gyAL1/5a2tstSjRAwMgyiZMabyOvOgtrYBmIwZRx25gPVEa40hD1UceadiKV133XX45Cc/iU9+8pPIOeNf/at/hW9+85t42MMehre85S1r1cY5zWlOc5rTnOY0pznN6R5Dcwx85+mk+27CpJ8+zqWIEigIFwq3iuiYAQwM9+Iz5a8ebpTQzAXjSQnKlSoUiORe0kGh2jP5pjzILrUlVU1UkDBRpTYTiVOppGGtAkcTklLYrJciyinvE5s0R08XVXgRuBSkXGMsR0EMdQkpZSwsLnjbfWCG4zw99D42UdFM2ukZsh2suP9dwYNgxWtj+2hwOEaotBMZ1VFiUKcrBgm4/brr8MNvXoqdP7xuhYa2VZhtgQABAABJREFUwrqdGqpwNUK62L8orNu5a7xqYaNRFDrevmuM2/dD2LgW/bj4d/4Y1151tTy3BJP41vcd8BzmVQAX8sKRHDHhYL12+r5Rx+0zdVgsvj9aJEotKJRrReD1rBk27C0vo5Sj5jMlwqaNm1QZTVVornWnTODJRHlKEHCaFsLbhlZjwYxq9aF9tilPAHMPM2YpROhJ4n0n9HUeW9+gY8twr+UCiWafUn14jXGOfoqQUnJJ96UEHlmjKLrA39kTO//xNttt9MN5MFLLbkifQSJs2Tza67OY05zuLTTHkHeeiAgo0955AGv6ZMFNfl4hFauS1JQwK68RVRHkUCrUJUY+9aSda5Q4XC8oIDWErNhWcGq4oymSwnW18UBVMtewv2b8ZZiSCSgptco0RAymA0FBx0YQRZrSpo0b2wv9RgMKGGCIB+q4aZttPU1J14mICoM6Owyy/0dBaWk1an/dEC4ZohgYG3j7qEZ3sb5niTiUcvLl2RXiHcCTMa665Fu49YIL7/U4cW/92HPpFbjq059Dv3OH6GJzqgYDJL9TSkAideSv5xrDA8z4tNQypGG3qe7y7D2wY1N4kIc4VO8L81JGNRK2uRXh1tR7PXNQpjZUGzdsqJtIqu8oJcXYqRpJxFdepg5XoxKYUjt5/5s8wh55a7pxhQcYkAMvs3ExpbjxnKB85mLl6mDasZk8D/X6eo96LUhSvdQ+crPXrMbfBkZjb3SPzcCRh68vxfSchPZbMT0ej/E//sf/wL/+1/8aJ510Ej784Q/jrLPOwrXXXov3vve9+NSnPoUPfehDe80TPac5zWlOc5rTnOZ0TyAD+Gv1N6f1S3MMvLb0oPsfJoriRM3+U3K41iPmH22ho93bpQBcNFS3KoZKYffOSyrwMOEhsyidqmMGu2BQf6lAUQR+4wmhL9XanBrFGAGcIJbhGZYNK6EAJJ7TkrtPBKMlZfRQAQAlWL4t5M7vzibESAnIHYg1ny2pQAdwL1XtLVBkow8T9CgdtnFTI8SbImrFGFOCWUIrIHThop9uyjYhMod1zZD51lzT4Rq7J1phKbIJM01gITetwiwT0MAFYb7D5YJrr74al7zqnFmj4LS00GGUE8Z9AQOrFtIZmbCOAYz7glFOqxY2GnU5YePSyN/hjUurFzbemX7c9IWvY9u12zC+5ebmwXqo9oFArgntDK7Dn8gfRy0yQzM6FPAjCMia1ygoBUwIZgJJv2nbN/eO8sMzXr7BcPBAeA8AGw/bFLytqgCd1UNI3rNUvaxyljzwYI9oUAXw2o6uU4FdAWtEhR6MkjMYWSMpVA18ksCt+q95UauQEuY1JLUXAIWT8qyEifJFH3ITELI9nxSiQcCV7EkFwMZji/JYqOa778Xlz734iEBItQzqMydTjBR245nD16Fieo4h57RammPItaeTTtwQeDhPrwmG3xzLUAhnC18PKCqkrCibV1/0sA51o11OLDWNHSsl3Ccozb2QKpTcI1FrrcWN14e2aT+jJ3fR9aYqs7yrrdIqlGGNuFO7Q754UyJs2GQpYarSzZWA+tl6pkbVWh0ZDhfXZTlEPYqDGT9DVYxmAP24QEAbS33OuSoBDVM6EjYFdK59iHq9vJBAI/Hsha39CbjtB1fjG//1vegm43stTtxbPzpifO/P/wY3XPl9GdtOla4JoBEhL+WQ9kWfE+RZJSuLsOfw50t13wd73mFvYO+gzYlZbfX9Zdu/5p1qIgQNtNLxxbRGoJ0H7c5I/jZu2lSNHkOaGN8DuoFJe1+2l9GU0ERuzNx6wibHdE3d9t2nXcDrwbqaCD4Hbe9rhomlDOodDuyMV8Vwuhj9tGHeWQ1ILbBQbVk7cs6+PD81h+cr7ThsU9Zw4euH1hpDHqo4cr8V08cffzxe+MIX4qSTTsKXvvQlfOUrX8Fv/uZvYsuWmoT8F37hF3D44YevZTsPCn3kIx/BU57yFBx11FEgIlx88cWruu7DH/4wHvKQh2BpaQmPeMQj8IlPfKI5z8x4zWteg+OPPx4bNmzA6aeffreH5TmQNp188snVAin8veQlL/EyT3rSk6bO/+Zv/ubB7s5e6UD6+rrXvW6qHw95yEOaMrt378ZLXvISHHXUUTjssMPw9Kc/Hddff/3B7Mo+6UD6+sY3vhGPecxjsHnzZhxzzDE488wzcemllzZl7onP9W1vextOPvlkLC0t4bTTTsOXvvSlvZY/FOep0f709a//+q/x8z//8zjiiCNwxBFH4PTTT58q/9znPnfqeT71qU892N1YFe1PX9/znvdM9WNpaakps16e66w5SER42tOe5mXuic/1c5/7HH7pl34JJ5xwAogI55577j6vueCCC/CzP/uzWFxcxAMf+EC85z3vmSqzv/N/TnM6GLSeMPA9gX7y/uIxnXLWDbZYT0tIWClTA4GlgfOHCtBAsCxctqG2ULVaZb2CxFI/EQEQhZrlaK1lgJxk+89IEoKxJIz7DlyitTpU/sAerqygAwPIqvkm9yA04UQWhRQlgLKExgUDKVehTGy05Rfrsii+onV90p6zeYrXXqRRxqZNm1xm42HwhntVojq+uoY0o2GyzGDRTikFL4B63+jpYoq8Vhirz8i/2ZgEYU+4TxQkRXkl67BIHlyGDmUdGy9Zhax7br4RV33tm7j5ixdjJZr0pcmZt2c8w5V/HxSvGda3GmLmJvff7uXJPr19h7S//SjjMS5+w3/Ftu9/T6UCOnYpyuBIwlKn+g5RBlCoee/kRIxCQCDTEqu+lQbPeJbAsAqEg4eUSyRNBslBYRzqnZLHxPsNJzvaa7W/GzYsIaUctLnar9JrvxHmk/Yx5xCGEPVljTdjUfJKzmlx+aeUYa0jEJK6o5gotgeBkFHYFNNRTS805oy+zxqOUcp1SfJN2wyKUzGRearovB1MeQnLDZQ+cFuiEMK9PgdTasPmsfXGlN1aac4ZpQD3OXru6TKney/NMeTa07H3WQIYKIE7Vn7HYBQwl5nRIwDXM8G895olJCiVDWGYonqoBYv1rLhq+4mWXzbIRdeVRhkNQosmaHAXckMk5/P6b2nKBozph0RRhojtQDjssM1aPCrR0YLqqv2asfZa9UFZFvo9y2ySvT3xWDV+82Fvrc+aBni0JRtMU4TqGkWkeXBjm4NHbu5Ucd1BlNQ6Bld+9WL882v//F6JE2dRvOb7f/MRXPb5LwKTiTy+TpT71BFyrvsFG2czIE1hvlF4TvIMDZ/oPijsT+p7ktq5RpC0Lv5c4de0W5vw9kWNt91nhXe5fS/ty3AOyP0PO+yweszmVqNZH8xJ/SwQZfSQn5T2JihcGgWkzH9Cq94b7KmauTjo0IxuMmq0sma6BUOg2H3XSQ/SH0QeQL5H4FqPfS2skXfiU5XxtDDrx6yz/NJzqrTfium3vOUtuPbaa/G2t70Nj3zkI2eWOfzww3HllVfe2bYddNq5cyee8IQn4E/+5E9Wfc0XvvAFPPOZz8QLXvACfP3rX8eZZ56JM888E5dccomXedOb3oS/+Iu/wDve8Q5cdNFF2LRpE8444wzs3r37YHRjVXQgbfryl7+M6667zv8++clPAgB+7dd+rSn3whe+sCn3pje96aD2ZV90oOP/Uz/1U00/Pv/5zzfnX/ayl+Ef/uEf8OEPfxif/exnce211+JXfuVXDmZX9kkH0tfPfvazeMlLXoIvfvGL+OQnP4nxeIynPOUp2LlzZ1PunvRcP/jBD+Lss8/Ga1/7Wnzta1/DT//0T+OMM87ADTfcMLP8oTpPgf3v6wUXXIBnPvOZ+MxnPoMLL7wQJ554Ip7ylKfgRz/6UVPuqU99avM8/5//5/+5K7qzV9rfvgLAli1bmn5cffXVzfn18lw/8pGPNP285JJLkHOe4r/3tOe6c+dO/PRP/zTe9ra3rar8lVdeiac97Wn4hV/4BVx88cU466yz8B//43/E//7f/9vLHMh7sj/ETGv6N6f1S+sJA98TaGmpA5cefd97jtKqkW7zT4mHtMSsjdbnpUTxHLkilii5l7TXUdiVLeyaZVOwyPekwhBLa1XU5WSUi1ur2wYcYJBagrPHPxatDUOEC7NETsTFlXfmOentQBvuEKRhcIcKQDbhjnkUSDlT1m06bFPo50D8QKGSWe2LAhyiqaLDuqY9q1EVd/7HAJlfOariGvBcdLVKe46tQAMqUKRRkn5m6zc8HyABSNnuXRu97fvfw5df+xfod++Z6m/Msbd108JUDr7VUMwVuHXTwlQOvn1RzBV42IYRDhvkElwNHUg/vv+X78OVl3wbvLwsByy6YU7Q10p0qPbCmsI4J6QFmilJELl6eP4AkFEFgVYvVLFtgsQoGNTb1fzm4fq90Czv5/jOTbWVADOIMTps4yZ9J6l9nwEg5Taftill294j8gDrB3uuQQa4r2PkYwZMqHpPsba9QIeZgawRGGKZTAyiImEbQzOqmpxrPkAOTTalslIplvqgzj+5mn1cWQWPSU8yW67qoPxwgSN7mclkgj27x3jso46aegaHOs0x5JxWS3MMufZ09FFVUWEYEVAOrFiQ1buUWXCkKa2HiwVzgXtG+zlVjITSkcUFyKqfNKhTlTvuLRiUyK5otVSqhgKhHNX4riqcZFERXhFCeVuPm/uCdDFPMHfVmnN6oLwK3ygJkBqNRtiwsODK+rp+V94/w9oxYL5Zt+DmuMPwBhoQEkWjs1TXW9ftyTplIMV0faJ8ZlVAk3+mbMpNuYsba+p3yUetKSjMII4ES6bFhNQBe269EZf9ny/j9m9eeq/DiXvrR/rRtbji3I9hx3U/QhoBtJiQOlIDNn1GVMfZjUiDkrYaPKaBIhoAuEamcVQE/VSjhWT7vqrIjhjTX7np7cwK7ynaVNBxj+MFjNHU1pC2uyPChg0b9HwwWJyaGHI92/vtgDs3SueA7HzOM3JVAOtUtBz1pemgmFJHQ+GWf9XxMSV0oxa2/NRcn0l7fcDc1hyLMmHYV/mqo2OSdhUoz+XKn92YNXDg4jwbOPro9aeYXmsMeajiSOL9NbFZh3TVVVfhlFNOwde//vUVQaLRr//6r2Pnzp342Mc+5sce+9jH4pGPfCTe8Y53gJlxwgkn4Hd+53fwu7/7uwCA2267Dcceeyze85734BnPeMbB7MpMWqs2nXXWWfjYxz6Gyy67zBnTk570JDzykY/EOeecc7Cav190oH193eteh3PPPXdFr/nbbrsN97nPffCBD3wAv/qrvwoA+O53v4uHPvShuPDCC/HYxz72oPRnb7RWz/XHP/4xjjnmGHz2s5/FE5/4RAD3vOd62mmn4TGPeQze+ta3ApAF6sQTT8Rv/dZv4fd///enyh+K89Rof/s6pL7vccQRR+Ctb30rnv3sZwMQz9pbb711Vd6rdyXtb1/f85734KyzzsKtt946s771/FzPOeccvOY1r8F1112HTZtE4XBPfa5GRIS///u/x5lnnrlimVe84hX4+Mc/3hiNPOMZz8Ctt96K8847D8CdH7uVaPv27di6dSsu+OqVOOywLfu+YBW0Y8d2POlRp+C2225rPCDmNKdDmWyuHIz3+rm/9WXkLiN1GSklpFGHnLPmfMvIOSF18pm7LMc6ESLlLAKs3CXkjpBTQsqEnMVKn4jQdfKbSJyOcyKMOhL9EhGIGDnJxn9psaBLmko3yfaIwMjE4kVNjC73kscVPTL16JIGzqJeRQmaZZqLhOIuE4z6ZTnORbyouSD1y0j9WMv0wGQsn+MxqO+B0gP9BKzfeTIBT3rwnj0iXO17lD3LKH0PHk/AfUHpC/rlMbgvGO9axsVf/zpKKShFhRbqwc0mEVVqwvCaMskEouZ5HrwnRVBaTDRYhRPFr6xKr+C5XpVb7Pe1iG+N909fy7F6wHsIb1WMoVclmtWhfSp9aLfVLXGOsXTk0Xjk007Hae+qBslRSBfDGUbB275CLc4qGwWI+8r/t1LZldo2iw6kHzde+HWc/xv/Cdu+/S15kK7QF0U/VNDreQJNIZvtODRXXhUVpmxCX5iVh5MZMKQcFMVUPwFUASS111hb5BiqoBr1uqauIJT0i0iF3PbmUpCrq1VDIuCUk0/BMSccC3QZeVR5E3UZaTTSz06UzKNOjo1GIoDsOgnPnxI4d8BoQb53I3DKACWU3KHvllRom9VDpsMkJZS8iIKEnhKYOjDkfEGHwkBfkpznjMKEcSEwZ/SF0HPytAMMgIukIrhjD4E5oQDoe1WUFGAyYUxUGT2ZwIWDfc96TL/3BaUUTMYFvaYO6PVYmRRMJj3KpEc/6UW4WHqUCaNwj348Qel79H3B9tuW8ZY3nIr7Hr9hxff4QOlgrlH7uuccQ85pTnungzk///aDV+H8/3MTulESTJeT5rPNEirYUi6kpLhQzpOW9WMdyfUpISUSpSQplkxUjyU5ZnlyUwK6jvw7kWDOlCxCD/xTMKvgy5wYOUvKmUSMpFi0S6Jsy9T7OSLBnXKMNRpGj44mSGDxi+aCzBNk7kE8QS694EvuQWWimLMAPAFNJqDJMtAXUD8B+oo7eTxWvDnGVd+/HDfddKPjK1cbDL5HPCn4S6xCHU1GTXwwdPJ6uD1m1zSYUfOFGyas4NFwnxkecIj6YYYK7N6Y3APMskZxz24UW3rBk31f0C8zuNeyE0a/u0cZMxgZP/kv/yX+X+/9MywcdcS9AifurR9dP8bnn/8KXPKJ88BlLHNoKSGNkho4EvJinW+isFZlcSf7NYrGjm4NCc/5bca2ptROyQwSIJiL1CjVjA1SzZ1uhimuPHacWL2Xq0JYy2QHhbBULvpTP0PZWd8J2LxlM37ywQ8FLSwAnWBEpCzpmroOnEdAzoILuxFAGSVlcB6h5BGYJLpWoYySOvSU0FMnx5HQgzDhToxTFPdNOKFnwYOSyx7oOYMZmCgWZCb0LIYxfS/57kuREOH9hNErNixcDRX7XucV2294GPmi6V1kW1tQejtewjmbywX9RObppO+BnlFY9q3MRe5Tek3PVcA9o5Rezpfi+72T7rsBr/mdh+71HT0QWi8YEjh0ceR+e0zf2+nCCy/E6aef3hw744wzcOGFFwIQ769t27Y1ZbZu3YrTTjvNy9zVtBZtWl5exvve9z48//nPn1rw3v/+9+Poo4/Gwx/+cLzyla/EHXfcsabt3x+6M3297LLLcMIJJ+D+978//v2///e45ppr/NxXv/pVjMfjpt6HPOQhuN/97ndIP1dAFHcAcOSRRzbH7ynPdXl5GV/96lebfqaUcPrpp6/Yz0NxngIH1tch3XHHHRiPx1PP84ILLsAxxxyDBz/4wXjxi1+Mm266aU3bvr90oH3dsWMHTjrpJJx44on45V/+ZXzrW9/yc+v5ub7zne/EM57xDFdKG93Tnuv+0r7m6lqM3ZzmNKd7Lp18onn2uoayfpoiNShD5HgVisXwvKXZPBe1sh54XrPoPe176xQpAoq+AL03J+ZsInBJwXKcXBHUBpSrocpcWGEKI/OyJGquCNo3VRLWEL9eIgVNGlclHqWsuajhrpBEhM2bN6sFOjfeLeY1MrTcjx5CKtMRxSBXgU4UzlB7cfUsiONp1wSloXvgqKAXw3q4PtcmBKUJngjVszeRK0fhAqp6r6iE333TjfjuP30JV//t3wPYu0BvaaFblSfJSgI9IqlzXx4xexNMdjlh0yo8Yg6kH3tuuAkX/t4fY9v32lQ+DEznira/RBo2Hc2YBy2yPr4oYLZTVajfhFFciTgqpWlq7zn0vg4n2mpiG6oWulVKQ+eMvmubt2x2Ty4XcnYdqEvi9WHeVwBSp0ro+GyakI0653WCSL0JqUxgw1Tbl3yeDmXL4lXSNFp4jwoezRhEyorQsddc7B5lO+oOqs2IHQEA9D1jMimunLYZyHEs9dmSG48U54lcVNhvbjvW3sIYTwqOO2b9ebvMaU5zuvvooQ/eguVxyL6qDIv0u3sKOr+jAS+Uk8Kla0FTihZf1bjWh7i80Yxj9XpfTKbKhXawYsxGvxswono1enhvx0maVwGARB4h9HYvxZpsbaRc1wEBYOKEnagqzYC68KeEzZsP8yEb4r+G4m/HoTPIMGJYi32d52HB4DPKFQnC9YzDOoLnLZkXdL0nJTM8UDySSPNRp9pnEoPYNJLcx5Z1Q3IhExJ6XHHRl/C1//RmcCnrHifuqx+XvOHtuPSfvuBKabK/DKSRKKiTpVxxz+kEqBLavJyTGn5ELFmVxoBF1ZFHGZ67YVEMXh8f34GqiwCK6i9XStfzXjdQjStXfO/r17gX3XLY5ooD7bymfGGzUqHk+ysFm1LGDDYg28YS94XeT/tRoy9QbCg3s6e2gZtKYJyPrXxsb/MekdufTNmhaHuL7dv0WBNxInxv9u4+pr55cP5Gg0sJwGRS8DMP3zrVrzmtD9q7Scycpmjbtm049thjm2PHHnsstm3b5uft2Epl7mpaizade+65uPXWW/Hc5z63Of7v/t2/w0knnYQTTjgB3/jGN/CKV7wCl156KT7ykY+sSdv3lw60r6eddhre85734MEPfjCuu+46/OEf/iF+/ud/Hpdccgk2b96Mbdu2YWFhYSrnz6H+XEspOOuss/Av/sW/wMMf/nA/fk96rjfeeCP6vp/Zz+9+97szrzkU5ylwYH0d0ite8QqccMIJjSLvqU99Kn7lV34Fp5xyCi6//HL8wR/8AX7xF38RF154IbILv+9aOpC+PvjBD8a73vUunHrqqbjtttvwZ3/2Z3j84x+Pb33rW7jvfe+7bp/rl770JVxyySV45zvf2Ry/Jz7X/aWV5ur27duxa9cu3HLLLXd6TuyL1jLszaEaPmdOc7q7aHmsSg0VlrELAE2xKN4jzBI2ezKeIOURqGdYJDP3xh0oRVMi8a4Ie3ErVYp5RctJSsDymLE4qmFqofeOTpeAKISYIQopFBQAmaGd4CpQVGFbIUImDTldCmoYwgzuq0CVVZDGRauCKJ252OCIUoxLCYK/ViCYiNBTAo1EqHjbbbepEMGEAVU2GHW+djIetiElUB1f5uZYkLm69otAYFIvGVPEo95DGlGPi96O3HPG6i8lhFjW4y4ssXsmCVksuXvrcfOWYJSmfbdefSW+9F/fi00/9ZMYPfiBe/UyMQHi7uW++W20Ly8TEzru2DXGzl3jKYHiarxlTOi4c9cYO3aNp9q6Gm+ZYT9GXPCVV/wJrr7km0A/qWbqOsatJwk86idpvr7mFia3M0Ust9/jb3ZDDVRhk9/LXovBZJOG+QETTLK+Z8PcdbFNevMV62JG9cLWSbFhaQmjhQWVy7uU28unmCuw60T5anBL88BLrGtTWNt9E8A9OI9qqH5XgxAKBQUDa9hvQN5fC9lKNUxf7+FcLS8qqWK4TjciwrgHSkgvQMToi+mMhc8WVWDb3EqJ0HuEBIImr/bx6zX0Yt8XNxYiEsMgkAc2UN7sTAR9X/bqEXao0hxDzmlOdx+ddN+NGI97MDpQ8L4tzEgMwSIcQuXCgspaiFs9xoZrhJdlJlkbi8PRwKIlLrfcLqQlMYWWK6BZ15iKgRyDMkAeRle1S0mOR71u1GFr8GL0ADqSexcCgITEwUCIjQcnEBcDWQ69bE2p4ZEhirGcwf3Ee7Jl69ZpDDckIjcitQbL0kJyby1TMXrAcH6NRC9it5Zib3MtbsiZ6xqquJv0OZXwHKSOBKKaOseU15wFaEtdggMSWI29FKdkIFNGTz3INxpAv3sHvvW/P4VNrzsaj3j9b69bnLivflzxrg/hnz/yD1i+9SakDDEYGMlfzlnSt0SFvxmSUni/c6plwqMzL+k64QbhvwPQN2Q4ZewYDALdClkqgyl669wbYF57d6b2SBzysIcThHp/Ihy2eUsNKw9UZbRNZKtOLylele1jCBqV2/e4AKEQiTe0gvaiTCOG9Y/7XNZ3uo4M17LOtyoPnFIIKz8pTeQru8b4YGg7I5StntZRmW2o13JnV8BqU6zy8HpT+bo8Zpxyv9ZBZz3QWoffPlRx5L1GMf3+978fv/Ebv+G//9f/+l/4+Z//+buxRQePhn39+Mc/fqfrfOc734lf/MVfxAknnNAcf9GLXuTfH/GIR+D444/Hk5/8ZFx++eV4wAMecKfvuy9aq77+4i/+on8/9dRTcdppp+Gkk07Chz70IbzgBS+40+1cCzoYz/UlL3kJLrnkkql82nf3c53TgdEf//Ef4+/+7u9wwQUXYGlpyY/HENaPeMQjcOqpp+IBD3gALrjgAjz5yU++O5p6QPS4xz0Oj3vc4/z34x//eDz0oQ/Ff/tv/w1veMMb7saWHVx65zvfiUc84hH4uZ/7ueb4enmuc5rTnO699LhHH4EPffRaLGTZkhAALkXDqYlih0sBuqyeDRKeL49UGxQ30ipFEKWznDbv2RQciqXOuOHXa3LC8oQx6mTrzgBGFJSnYBQQMsTrOrmgjTChDhkWzlsFW0U3/tSBaQLRorKETPTe6l9KUillUGKgTFQgqFIcVQaJV3AyrZrU1yVgYnleJZ8eTwhbtmwF0bU2ODKuQPW48VZUBVcUHpqy0Ma5Fa5qW1Tw0HgouyySPHx4Q0E+1PwGgN4HWwSV4SLuq4KM7GH2IngGQbx5i4wXJwaK5iuzEODMQM+49pJv4guv+ws89s2vwn0eeN+ZQjqjlYR1qw19uJLQcX9COK4kdNyfEI7Wxl27xrj4tW/BJf/rfPQ7d8rYh/DbFn7RBdZZhfMmtNcygBxDqYJdACEWWyvMnmpakDkCcCMIE+SbFxWl6T55njvUnOWxLmr+peaath65MQXPnc2bN+uYVEWxePgQKGcXXpowlaHzuetA8YXWsN1EltcTYM0dqJzIG2FhG+V87IUIEQtnMEsu+iqjk3rJlNU6IoBEcSjqSTMphDjd+yLPhbVfzAU5B9mgKTBcJhiV0lVoL4JN/U4ijHQ1e4KE/o9Tn4HNm0ZTz2BOc5rTnO4M3eeoRceArIpHMNRYzTyNAXBBYfOXZFU2wg2uOPwLVGUKJTguMv1WKdAUMbVsKYyUoIogrYfUdkl1X0XxUYqsnhlM7NiMIYZ2U3FNB/o19p5RLeCWjRke6lrbnWDtzRrxJEloIPWctvKUMjiLhdNoaQkbFhawa8+eQWOidk0b5es9u9KPfc2A4LXCVWkWjRMBV8jNUoIbNo3KaZBFJrIhqD6iTDAnW+lnKa58I4U0hfR90R+UCNz1wARQ+AhOmnpkIaEUUiU1444btuFrH/4oNj/gRJz8nF9ZdzhxX/247n9dgIv+/N247QdXI3UARoS8kJEW1fNZbfQUBoE6qLI51dzTOldrc+TBpNT20V4LwPCg/Flkn6ASDorlqQF2T3k/6zeueC62perFub1mqOQeYNBMCZs2HybvXc6S3sWV6rrXY4jxYeqAlN2YBOw9hryl2euuM4W8nGPLEpqjf6Z8BpN/N0WwfyfjczUFU811L5+eTonj1GxxYmQH1p4GOq5Eeu9iBkV2mC0Cmk5iNbhcXu5x3xPWPhXMnO4ZtP7MVlegf/Nv/g0uvvhi/3v0ox99QPUcd9xxuP7665tj119/PY477jg/b8dWKnOwadjXo48++k616eqrr8anPvUp/Mf/+B/3Wfa0004DAHz/+98/gJbvP611X40OP/xw/ORP/qT347jjjsPy8vJUbttD+bm+9KUvxcc+9jF85jOfwX3ve9+9lr2rn2uko48+Gjnn/ernoTBPZ9GB9NXoz/7sz/DHf/zH+Md//Eeceuqpey17//vfH0cfffTd8jyN7kxfjUajEX7mZ36mmadWx4HWeTDozvR1586d+Lu/+7tVGcjcE57r/tJKc3XLli3YsGHDmrwn+6IYqnct/uY0pzmtnh724K3YM65hvE34VD05ZIddNN9UzibxYvWotQ24VjFjJ2wBJEoh96iwDfqklxxaLuxz92oRYfRMmOimmFVSQaQKT5O+wS9G3YqbMorCsaSKKGoFcMGrQG+txakmKByNRCHtYeBMyGY50Kh654gsAhs2bkTXBWHYwCth8GXqJw+EDVO5f1eoojmf2nKuaGxkPVWYjM6eb6lNtuEZKilVduPC4WJ1CieWUIHwcI4uaJpMcNWnP42vnf0G3HHNtdONH9AwzOH+5OOz/sVwjeNJWbWw0WgYrnE8Wb2w0WixS7jyv74H3/zoJ7D7phu1cVXwJ0ppe03Cwy+ouflmBGNxr+NkAmYWqXBX21SVuW3VjUw9vF/TN5l1aPa7GyMErGZJjvxj85YtnvfQBKRJc4z6tNUBS5qbFKMRKHcq4NcBVL7AIAnfiKRNESsJVoWu9ELfXxV4smv+hbmVphPJFRJmuMFglF6U0JG/TXoALKG8Sy85o7kUFzyKVzSpkiWMx0DnYEJJM/yxPJ42by33X2M0Yq3Q3IIg4CEP3Lzvh3EI0hxDzmlOdx+Z4aGQ8SoAlsIkePv52lNU0WLn0Ghd5PIkx43/Tc9M8+pr08W0CptqrsQI2S+UXVouV4uy4+iRgN6PhXU0/GHAL5hIPSj1uoAp5d/qtcnWwRipw76lFttu2bq1NiqWXBFz6HoWF/fm1CxtltTv6WriGugARbFFM04BC8dk3hTqQ8UvuqR6+x1zaJdzShLC28N8Q7BATuIJvJCRFhOoA2676gr8nz97B37w388DsH5w4r76ccNnvojPv+bN+PH3v4eUgbSQkBcyaASkTsbf8DolCYnu4bwdz5tiOUSXohqlxvFigu+Bone/PdcwzZr3JGiym/cqhttu3sM6qWDvXMsNZhDRzHObt24WPOhzKEwVuyZrRB27yEJ7W6QcsvlDIDU0jMpw8reYtPkV79rZ3sP/h/0xakhu67obFgdiV2YrbwQCjzOeyA1WJFBVJoOD4YDfqpLtqZX/WloYvVHDT70NBPSFcfjWhakxP9RprTHkoYoj7zWK6c2bN+OBD3yg/23YcGDWFo973ONw/vnnN8c++clPuhffKaecguOOO64ps337dlx00UWNp9/BpGFfH/awh92pNr373e/GMcccg6c97Wn7LHvxxRcDAI4//vgDbv/+0Fr31WjHjh24/PLLvR+PetSjMBqNmnovvfRSXHPNNYfcc2VmvPSlL8Xf//3f49Of/jROOeWUfd77rn6ukRYWFvCoRz2q6WcpBeeff/6K/TwU5uksOpC+AsCb3vQmvOENb8B55523KqObH/7wh7jpppvuludpdKB9jdT3Pb75zW96P9bbcwWAD3/4w9izZw+e9axn7fM+94Tnur+0r7m6Fu/JvshC6KzV35zmNKfV04k/sRGTiXmLsG9KPXw1ANk9R+U1fJPOjUwhCOnCptlCQqvDI0zhbZv0KmNjEJUQ2pZUr2oaL6hCXBxN6mZfSOqwkGoEVncB8YgMXTGvRL22WANShucl9JiEogmT0ILZRBXivZmyKMpKQXVPFEFFHnUAAVu3boHldG6EJI2AMJyLQsoZ7KzJGz0gb/ugzqqoG/z28VPBr3nKqjePeTe4FwRBHAji7tXvFzpHbR+svxw6xcvL+N4Fn8U/vfAPDkA5vXphY22HCgYTYefuMfr9EDYamdCxL4ydu8eg/RA2cin4+sv+My7+67/FHT/4gTWqPgtPsxiFyOQC9CrhsnNyTcpVCKlvJjzkIkwAOXNA6r3Cff16QOe6i5H1Ha7CxSbst79rduv2HasFQ1lrB8j7vmXrVqTRCNF7o5TigyAKa8np7goQ1YrIfAfqCajGV9+5MLasklQXABKhJPWa1hfWPKKBEowFWAxsCglLNB6nSuLIB0UWW71OppQcOlbZQ07G0IttJAR7HqXUILjxGXlIx9rM6jDNkrv6EQ/bgvVIcww5pzndvXTcMRtaQBaUL5E/iWdgVHqw81GHLwPrxso/SfEpWuUO4r0qb48zuXDlza448DWlLl5m31PU09HSxnDIJet/LMZJ8JC8EtJXhoDASJUHq0EkI8Gi9pJ5b5oSTdtABFBWhV5O2HL41raTDa5r8VZLBq6HSr6wWAeylb/qFpPeRkcuDbBgg2drWTcq0zU9prpoPjV1jhlYmfKSCKAuTRmkpY7U9iwhLSSkDrjpiu/j83/05/jRuZ8EcOjjRKOV+nHjP30Zn3v5G3Hdd74FSgW0mGRcsmJBmEEoye+cKq6kMN7BoNT2J/Lca/QaEMTLulFqD3FjHbeh4Wp8V+x1aWZl2DtMm0rsZayIBp/t6a1btlZDTm1/c+ds0XQMoipPIJ2bkAQuYmiCeg4J5gENGvIDLWsKX+1tUXxZ/JiMi6u2XaMvFOwLdV6156eNFtHwTgJVPuobPA3b7Xv7ONhSpsSyhcMNwsAy4/At6zPqzlpjyEMVR95rFNOz6Oabb8bFF1+Mb3/72wBE0XjxxRc3uUif/exn45WvfKX//u3f/m2cd955+C//5b/gu9/9Ll73utfhK1/5Cl760pcCkMl+1lln4Y/+6I/w0Y9+FN/85jfx7Gc/GyeccALOPPPMu7R/Rqtt05Of/GS89a1vba4tpeDd7343nvOc57ReFwAuv/xyvOENb8BXv/pVXHXVVfjoRz+KZz/72XjiE5+4T4/Ng0UH2tff/d3fxWc/+1lcddVV+MIXvoB/+2//LXLOeOYznwkA2Lp1K17wghfg7LPPxmc+8xl89atfxfOe9zw87nGPw2Mf+9i7upsADryvL3nJS/C+970PH/jABzx/9rZt27Br1y4A98znevbZZ+Ov//qv8d73vhff+c538OIXvxg7d+7E8573PADrY54a7W9f/+RP/gSvfvWr8a53vQsnn3yyP88dO3YAECOL3/u938MXv/hFXHXVVTj//PPxy7/8y3jgAx+IM844427po9H+9vX1r389/vEf/xFXXHEFvva1r+FZz3oWrr76ao/msJ6eq9E73/lOnHnmmTjqqKOa4/fU57pjxw6P6gAAV155JS6++GJcc801AIBXvvKVePazn+3lf/M3fxNXXHEFXv7yl+O73/0u3v72t+NDH/oQXvayl3mZfY3dnOY0p0OXFkapCsmAIPgLOagAUMrqwSi74DLpxVOPGaUvKvirmjNTaJUiSpHl5YLJpKDvq6cgIEIUi4ytd2raZ5v5KLBgiFChaEJAU4T1bBv+JJ4wurEuAPq00Cj4GKSeALmV68Uctur9QaYdVIWXb/o7KUtJlF+p63xnx4WRu4ytWw/39pvCsMoDgoAnKu1m7Gln5fKNYfNmy7yqmjHKOFzW4b9jSL9WWd7USzTdTot0l0VwaJ4vqMNVw08TAGIPT817duN7X7gQ5//7l+HWr397VgfWBZXxGF987ivw9XM/gduvu1YjBJLEqyQ0Xu0+D4g8kmAyz+eBgxWFB2m54IcvQ6OUDs+yESzrjac8pme9U42LBns7iGnqElKheCuQpaaJ8dSWzZuFx7hRC4O6rFOWXXANVr80QjUWKUXym5LNXy3QKPoRvKF7WBjGkjJK6sRrBOpFJw9GZ0NNW1BYQ2WaJQF0bk8pLapwEiDkBOQ46CzeJ5NJwaQvWB63oRpFKc2VH5eiSmlCP9E4jcqfkynSTUmufJnMc4YIy2Oeh2Cc05zmdFDokT+11fUYjZGMU/XkMybZKKocXzWX6Cf5+aEnmvHMFv8o37QqnK9GBVjwwg5KI+PPUeEkl0pe2QJTWuvqwFqXNTEqi8kU1QF4EWBepH4/IoBs/bW1pZbZvGUrcu5gSsEBfKsDgVolN2fj4LCebx5CuDZgVFDrVQpCi0PbbrinrneLvHuO/YLSU65LVeEd1mxXUqvXLxIJNsiihKUugRYSKDF+fNmluODVf4or3/VhrGe69h8+jc/8zh/h2m9fAqKCNBJvaMrkHuaI320f44YFuiNQ7+CK/eO7GV5Bqs+TDKeGZ9pAq4EC1Sux7w324fpV38Fm+oaXiocndcJPzYMw7w4/4nB4h+MY+L4p+UvKsV96T7XMhWxqagQAtvIkzfD577jR5rwqmCM7I0GxxoOM7xSbib4fDPzH9uFNXfWeU6R7dgpFG4pa7zDMHqJ/YPjivNKMRBl42E+uz6g7cxK61+SYnkUf/ehHG8G25et87Wtfi9e97nUAgGuuuabJdfD4xz8eH/jAB/CqV70Kf/AHf4AHPehBOPfcc/Hwhz/cy7z85S/Hzp078aIXvQi33nornvCEJ+C8885rcr7e1bSaNl1++eW48cYbm+s+9alP4ZprrsHzn//8qToXFhbwqU99Cueccw527tyJE088EU9/+tPxqle96qD3Z290IH394Q9/iGc+85m46aabcJ/73AdPeMIT8MUvfhH3uc99vMxb3vIWpJTw9Kc/HXv27MEZZ5yBt7/97Xdp34Z0IH39y7/8SwDAk570pKaud7/73Xjuc597j3yuv/7rv44f//jHeM1rXoNt27bhkY98JM477zwce+yxANbPPAX2v69/+Zd/ieXlZfzqr/5qU4/xsZwzvvGNb+C9730vbr31Vpxwwgl4ylOegje84Q1YXFy8S/s2pP3t6y233IIXvvCF2LZtG4444gg86lGPwhe+8AU87GEP8zLr5bkCYiz1+c9/Hv/4j/84Vd899bl+5StfwS/8wi/477PPPhsA8JznPAfvec97cN1117mSGhAv949//ON42ctehj//8z/Hfe97X/zN3/xNo1zf19jdWWK0qRDvbF1zmtOc9o82HyaewsSWNVZVr0XFcim5kpqjqpMLwAnFlSCpERJKzj/9QSIUEb2vel3qZtjSltm9TShIqEJH1qR1OVkr5N8eGamM1Vo/gzFB9RjNACYgZiSewBXMQO2DWq/7Zj6R5hfMoN4KU/00Rdl4rAKOBE4F1GWgL1V5psK2LVu3wkLgSX+s7dZB1DYRVSGBPAHt++qeo1jim2bL/4kSiFofqSdtUaWf3ls0/uG62F6VJzHV+6Fn9wAqdl0KZUPbE5FfawInXl7GlV/7Gsr/93X4F//5d3H0E39uZt9iOEP53ebg2xdZrkAujE1LI+xenjS5BFdDliswJ8LSQoc7dre5BGfR8k234Cuv/FN881MXYPeNN7QCQH3/TBwlSka4bIx0nrCmoYwy7tCzeoDbc0RUj/n9hmX0c4B/EJ9xvJ8Jx13QVt+fVRENm2nCQsLhh29FGmUAwjc897TlRgwCf9L8gbD3Vj2DAAZ7DkESy5jOPKo76yyIss9HlF7mHGWdlxItQFS/NaRpUY+4wgClApQkadYLmb4c5tUnvK1iEgJAiUFFFNLGonIi+a2jaX2QptfnWjRMft/3oUauQllABJOlwCNfoAo39+zuccpJm1b3jA4xmmPIOc3p7qWT77cJn/78jVhIWdYtZiTT1gJwxu/wRPKaJopK4orDeLBKsB1z10BypU0pNQSx3ctSRLNi2mZ5C2uiKZGytYHst5y3iD1FFVEFEsWHWaNkwLCkq3JdKcwAKGUU7nU1qdFMJIpPX3m3rW0yIDX0MREod9hy2GG45dZbYhcDSEaD8YZk+bmlYsV0lGApHhx46IJBqihv9FSGiyHrsUQJ4gG/lOtgY5IADkao4iHO4FLbQkn2DSDWfNvsmIhJ9x7ci+FXJqQeKEls+jAioBDKhHHT5Zfhc3/6l7h12004+aXPwYYl8ew8VHDikIZ493t/+z9xyV++Gzde+h1QKuIlPSLX91KG4iQ4dgSp9zTIoyFRlzD0mJZX0jBdAIiGGTEFLcNvco9kANVrOrzWTo1Bgh2aHlNmbjBNs/9aoR4ru2njJnQLi6GMYUYHwYrxagSDYDVboxqkLKzGjTRqrz3aDswUOzURFgDd67AaORrbYsPzhOlZ6i1wzAYo7muGkDBRjGdl3Bu6DsPMuq2sjXEpIWS3g1V2I8uGxbDg1vvdd+OMlh/6tJYY0uo7FImYZ70+c5rTnOY0pznNaU7rl7Zv346tW7fiU1++BpsOW5sQkzt3bMfpj7kfbrvtNmzZsj7DVs7p3kc2Vw7We/1X//eVuOjrt0qIPA19lruElDvkrtMwcRk5JeQuI4+yKo4SUiIpmxJGo4Ss4fcAoOsSOg2/l5OElusSYTQy5ZbolkYdoJELkRMjEaPLQCIJlZgTo0uMnIo4mupxooKMHpl6dKqwzjRBUt+WxD0SM1KZIPMEVCZI3COXMVIpAPdIpRdh3GSPKNcnY1A/BpUiUoFSwONlUfSMl0V41k9QxmOgMMpkDPSMMh6j37MHKEC/PEY/7lH08/LLvo9bb7u1ETi4V2hUINt5L2dChPacHNNyQXLRVFWqAMKva+5pSjkT+FrZei2a+uQ+pa/1mqCZi16jAkf/3TPKWO5BWftRQv2xTynjmAc/BI/97efjlOe3hn6zcgXuT/5AEzbGXIGzju2NTNgYcwXOOhZp+7e/jy/+/ptw2T/9H0x27KgK54FAEB0A1TemEVWvF5eXqbArpnYjIJEYjEg4b3JhXDU+EAGZhzUMimnP/Wj16/lhHsIgo4Rd0IRtNKML9ZaqxUIYUJd1mvCy9ql66xNOPfVULGxcQsqENOqQFxcknOfCCHnUgXInHtRdFiHswoK0pxuJ5zQlYHEB0ND9nEcSJrXrUFIHpE4EjblDoSye0jRCyQlMHfqkx4lQkFGQ0XOGhGkkTIr8LqxhHYvkEexLQl+ACScJ8c0kv4sIKksR4WTfA5OJsBCAMZnIe9X3Et2hnwB9X9D3ks6AiwgPx+OC4sdV+VwYfV8wGU/k3KT38v1kgn48QSm9eFr3BXfsXMYH3nHaXt/xO0MHe43a2z3nGHJOc9o7Hez5efUPduL3/vASbNm6UI2JHCNqWGYixZhZ14skvL7LSCT4EJTQdYJBE5HnGc5dRtZ1zsoKfpRjOSe1U6rGj/VPHB+7LJErKAmGrCmRGTkBXRJcmYglwnYCEhVksuNAoh6ZGFk/E03kPApk1ehBXJC5V/xZkMqk+SMWDEm9/BbGP1Hc2QOTHugn4PEYLIsCbt62DVdccYWPt+M/cEg7A9OAOd6rZTUCUnTlVDDomLDBpjU/eDQI4Kplc+VWxZWlXl9YU3Bo6OBSjzme1XWMNd946Xv/jiKRmLgwyqSWKxM9PpF6+z0FPClAL9h040+ciIc+5XQ8+rW/hcX7HHlI4MQhxTbnPXtwyRvein/+2P/G9quvFIVyBmiUkBeT/O5I55HNOQnhnbLMt5hzWuYeBIdCrgHF87W8eam7sS3g+A9EHjI8GlUYnnSjywZ7thg1fPGyFI41ntzVSkTIy6IZz/ueeF8ce98TQV0Hyhk0WhAMmLOkeulG4NwBuUNJGZz1NyWU1Ckm7FDyCIWS/mX5Q3bjxJ4JhTsUJvScBPtx0tD/ivv0b1LEm5oLYVIEG1qKAP9egJ6ByaQa25Qi0cVKYVVQs2LIonMPeq7Ow0kv86Uwg3vWnNMF/aT4fCtF5lrfFzdkLH2P0kvZoseLGTr2UuaOOyb47Rc+AKf97JF7fX8PlNYLhgQOXRx5rw7lPac5zWlOc5rTnO7dNM/rMqc53b10wnGLWN4zEaGRahtFpiQbVWLIrtkFWKbEqtbagITsnkyKeHiSetCqkMLkZSUIvaocjHxDz7DcXdVz2jdLmudPf1TvFFKvbS3NHoKXNMSiCsxSB06ipOqTeFsWEvdeRoLEnIZILk3fW4oLPiRkd+2TCEegniciRBEre7mUMiGPMo488ghXwGmH6+Cb0CWaKRMwVEr7qTQIuUZBuOMjg2rujlZw404RCOdNIelVUltOyzCbQpPgMe1MWBTzBarwlyfi+UmLMhaxD6ak9T/uccN3voXPvOEcnP+U52DH968CsLICus3BN8FKtJJg0XIJpkTYuWuMSb+yvfxKgkXLJViKetmYILgUfPP3/xT/+9+fhe+c/2lMdu6o/QxKX/EgUoHgAoE6iCJfhY92zoSRkusc4f2Lz7YqkRmtPM+eXz053UdXWteXZlCAglAyGFg0RhVTlbY/mnevLXzYYZvQjUaqSM+gnN2AgWx+ECRnYhRoJgunr5qEopYSlm+aNByktpRTEhVCymDqNBS4+MJZGEYAKMjtmHLS5uszYNZw31JMokDYULDzH1NUs+UqRdUdGJ8tFmIxjheLh0o/CYYnjb2ICf5DpAIArMpo94xRr5jDNq3P3IDAHEPOaU53N933hA1YHpfG8A4Nv7LDrZet5RtuCjXXKA4sIfdptIlCXYuG60/g+gBUiWOGdDPu1aReHbbHFbeKg0y5asooLy4LffWmtFDgCSWJ8svxmeEgIl/HpAr13Aznth55JFKXaxmtg7ACv4pjMxjz1gO1rmFxzbczto61XqpDPGnYNgLG6IELVzyKolOrszzUQXFasWdVOrrCVQ0Vck7iLZyBvJjkfEdIHWHXtT/ExX/3YXz6P5yNm7/w9Xs0TpxFEe/uufQKfO65v4uL/u+/w+3XXAmxrSOkqJQe6Xgk84RWr+hg1GiGfxISHa4ANmMRMgxqYa/j82twYFA4z8KQ/g6QY1C7KiqlBxc09xBYxPV7vXV7r6kDMk+OPPJofa+oejvba5hIoun4JTo2YBRKkuaFskTa8flbw/E7Now4gWWOE8iCBXjbfS+rzKFYn7S/jgNL/XQI3vDPMD48A3tbu0qc62HOs+0T6j6zeX5eJ/tzY+lofRYM7FnucfKJ69Rjep5jGsC9PJT3nOY0pznNaU5zuneTbNzXBsStVT1zmtO9iR72oC3Ys+cHWFyqSqA4kwqLzseVxVxkrhW1yIcKnUyOQQxm8VQpfRGrfKWUaii06ShuFk7RNtHsOmJigEnz6AYdOakyGEl8VsA9MrW8gFT5DGYk8+rQ/H/EE72PKKWoJDAV8VotJqiRjnFOQMkWO1JCn6cMSgzuC1LXgdGjTEy4loBUsPWII5CuuQZ9X+qmHyLq4PojCBBCmToUcpxD2G3vf1UOaiFtM4M0fBwRNLRxK9ydIrKm6E1TPUFqtU8piHsZQAZIorqrdFeFiotBGMLsoamlaQTuWb1+IYrBHrj9hz/Ad2+9BTv+/dl4yHP/Lxz7H/7tit4u1Xt6drjGfXm7mNBxx67xiuEa9+XtYkLHnbskXGN/2ZX42iv+GFddehlu/+EP4JYVSd5Dv9xsHKJiPxNoZIHlqyKXSMdYBY1JBY2MeH19pu5JEp6pjkiVOnmavSiMrve0OTaUNw+VAjaOUVfc3DPIpu23tDv5S01EOOrII5FGyQ0diAi5y0gLXRVgA2ocEqrU3Jve1pRE+EhJlNM5q5LaOkXgnFHDlRaZwyATy6EGr1fvF5iQMQ31LS5DLBw7DK3HQudTOzV13psQkHSqiUK5hu3OmluTC7sQtRSLaqCPycOAs59rGqcP5Yit61fkNMeQc5rT3Us5J5x4wgbcsUeV01RVOwCgwE5LK6dNcCNF4eGaToZNrQMApBCkZk+tIbxJ9VGtlsXW6MKMPGM+mwKNI/hiwaxVn8COO2MVZnioyR/0X+lm0jWGyXhSBvM4VJC0foIswKWyaMOshlUhax2r+2TqOmzdcjhuueVmiGFaVSYNeuftRyLXtpMbM5KPd30mPFWNm1ZRO06UIeG5re54LuBUU9fB9gN6byIglYSiOJyS4EDBD0mBpFyTUoJ5hlMWcCmYm5CRwSNGTz0yJUx2m5kYo+zaics+/3nc+hvX4aFnPBE/9dqzsLS4eI/CibPKmFJ6xAVXvfnd+MaH/gHXff974lnfKdbrCGkpeejunFJNSZ5JDfckmk5VvJrCv+JPyUFtuK16Sutjao0K/PmS2+6GgjCjgwg6Kcz1qc2G7Y2sDi3f1huw7cw1OdSrdWzatBGjpUU/Ror7PN+65ZYmmcNMZkAiRiEcNqSMAqYFLSsXuYE1AEtbxQjhuq1ZMExYx8KUlTQo491jNdpG2Gf7HNQdUqn1mRd1DOnt2Nqv1FrYIhXUekupm/whB4nbhKq0BjYsJhx7n7s3LePBorXEkFbfoUjrd5cwpznNaU5zmtOc5jSnOc3pHk0nnbgJe5Zl1ysCJKisTja1FDbSrAK80jNyjoJH2exL+Ltp4YaE6mMUDa1oEr5SgAkYo4E1fSkmuCQXbJmylFMQAqrCCEXCL5L7vSQUYmQuYMrouUfHjJojW7+TKqJhCjYSIUVR4UjuAC6gXppXiETRxep9QXAhn4xdAmVCQoeSevAYSCnh8K1bceNNN9cORime6cHgQwnPAdiQCf8GEo1YpZTyA9yr8JSgOcSDfDipUl9N9yl5Bf58LMy3SVSkLhFMSi4ytuGuyule75GTS24YJPkEvZH6wkAFnROIspYIkx07cNXFX8ctb7sDP/GJz+Bx5/wn4AH3wyxaSTm92hCMexM6rjYEY5cTltDj4j99N35w/udx7cVfB+/aJWOWZTzQA+jYhbMxLKG9QvLuURDWwWXYQ4Efw+YAqvGAPSeChEXVcfYrZOJNPWfztrHGeK5zExDKgKpAvL4TlKnaQKwwtk277MOEkEEoefiRRyLlDMoJWZ+heE0DQEEaSbhuLkWE1KpwbsRJuXNPaU5yNzYvaJ3brAJUf+314p46VzWIOoPQm+cbJ6hzciPEk5FIKnRkgJMKKS1CRBXO9j0F4xL5LEWiTPS9OcIJT3AFNILw0CWiNTdgKWH+cSxXW8nMWF4ueMiDNs94QnOa05zmtDZ0vxM34rvf3wHAMIhpgFRdwrrsF1E6QvGYM2JdJ5gBKqzKyBZDDhVdsk4lP696XKRUFdR23Hi+2hWKRyVHHivKpC7q1CDHZMl0NbSuC1BFnQTxJkwAmCLdlFlc+2S40yLvlASkTtLGuFJaMYAZbrEACCLCUUcdKXmmG0NE8ig6hmr9HOtaHo9pex2vWiuJrZFynWFGfygQHF5EYWhBgkyRzsSejsR6z6b0hlerCkOAOFWQn0q1PlVcxDrorppU69gESGjvBNBEjNc4MToAZVxQJgBloCz3+PHll+K2992Abd++DD/9/3kODv9/P+Fux4krKadNKX3H176J7/75O3H5V76GO264XsJxL0DCamte6TxSvJYAD+zSJVFKE9wzGlnxm4X3tj0ZwZXUlJKG0Cd/Tvalzjx7eiHcNup+qcGOsGOoOM8r5rD5CIe1Tb430fZFPGv3Ybvv9APCUUceBXfH1/Dc8n7JJ9v88njodjwjoGRtN+ueVvkUyStaiOq+hYG+CX4c2hW3xqwBxwI0kxGlhjcNr5NrzdgwzCWiGXtDVVx7Wfm3NOXY92PWMAIkTZO1jdtoZvHa+56wYXrc57SuaK6YntOc5jSnOc1pTvdaWsuwN4dq+Jw5zenupJwJxx27ILlPo5DQBYGyQU4EyTeVCMjBLrsApRR0o4xS2C3dPWexzsucpT4RDNZNOcKnCQELA8Qk3iJZgqmxyr7IlNYQ2YsQIclZ/y2Z/5IfF+FCQjYJqSuYqTYgZaDvVbzY18apQh4gSz4InvQuTbHchwUFRBmMCVJKKJggjzocedSRuOnmm6uQYXrnL4djvsBGGKGHTLBBFMpIAS5lqOMGElBlE4OzKo9iBtCr2NStEGIz5IGQm9GTWvFbo/WDWMLRmSCpAMWEUaX2w0SVjCLD3zNoRO2wlILbLv0Otl9zFW751R/ipEf8FE79k9/FhuOPmRq2oXJ6cZT3Ky/gLKEjgFUJG8tkgive/n5854Mfw7VXXY3dN1xfT2qobR4BmDB4zKAF+EtbH2EQ7JmMkIanQrh1wqA9e1v3tLJUn8vUvUkE2h5eHEGA6d8H5+xyHdrqSaPnWOt0BXyrUIit27plC3LuTEoJE4D6MJqAEVBmo4OUyAXsFunBX9sCoBOhor1z7h2jSRY51gsWuTplKeMtrt5eUdDITJpnUJuiVxQVNtrx0tc2WQhZBnn47aTy+YE+We6sCpzJZILCNTw36fPimNMz8GroeJgQd88y40n/YnrerBeaY8g5zenup/vfbyO+9d3b0Y3MUIeVf5J47CoLNaNCtZZDKUUxXwpKYUbhglwSOCsW5KAYNf6q2JNU6TQ0/ok0XMKrB6EsFxrYBIDUK3rxqor2BYYMSYnnL4GQktVg2lnzF8/Cqwm6Ftki761SBZmGwEgaIiixKm4FbzI6bDn8cIxyxngyqQr1Gf1EqNru2YRQN5wVjSNtgGwdoRpDxLrPUJ3cYCm3dX94jvQZs2EJBsxbm8xwjLlZ6+u1ghmZZFhJ3xUgIWkHCorgVoJEVfEuMZAYvFww3nErvvfZz+H671+J+z3sIXjIy18MnPpQAHctTjSapZzeM+5x47evxBV//k5cc9GXcfMPrgZxjzwi0CghjVSJ3EG+Z1UOdxKpQMZTFf6KE2N4dHmx///s/XnUJclVH4r+9o4856upq6q7xq7qrp4laA0gEE9uhIUwgwAZCy7LwwUkeNiAuYj3xPLCoGewZcDIlu1lmXWNuM8XY8MC4ysWgx9XZn4ScEHwBJKFLLBRowmpuzX3XPV9J2K/P/YQO/L7qjVQUld15e4+9Z2TGRkZGZEZueP324Nvo5RKJ3k6o+t8cb1uJEkxmmCnpX07IbL67Lry0OfgD/6u/ggyen7YHiR2ePqPBfWrANcdOwZMHiHHzleMgI4Q3v682fMZ1xhntXVjSeei9JhR6H5CPITv9pu/ef8knc6DSXnxKr18JqYzL+1rRc/l7jqeSBvnOSOUY52K9NeOI5AZTXbv6dDRKV1fzBP5X/1y9vQTl5i+1OG3r1Q9ciGmF1lkkUUWWWSRRRZZZJHHTe684wje/CcP6lLZQUEne6SBaOpgoDRws/DXtkJurWGzYUyTkSIBiOl62R1AWiyUEXmHyVhnPzeQoQDCTiVM7Hye5oPtYXIB9woV6YRpkFXEaKLh/gQN3Krt76CDAhPuQU0ATwBqRxO4KMAnAjQLreuAh7nfiIU2pMJgA+fa9raWQ8XhI0exXq+xvb2t5w+CuQMQcCKv45+7CCf0ont8nwGNIU5okbbVQWMrTkSQIurp7HDkfF3NUK/m3lJDGlMb3MNFBGL4LBNBrEPCmxoIIJYIwJaGH5SWrrXYXXDhPO55y1vw/ne+C+/+oz/Gjc94Cp7yPf8LDt06elBncvr8dgUBHxPYGF2aQMeHHt3RJjwG2Lh5+BG852d+CW/53/4j7nvve/Hge9+rbXfQr4mRoxp6G1vqve6At4N7VOz8nv/PoXzS0N4O/gGwUPZ7IIAiPQwjev6/aDdjAH9jv4O5GTwcgGUtHKQzeaFUyfDVAGgnsMMzm/pYz/udCcePH0fZmuCebzQxeFLvaRA0rL5fX5lAUzHg3MM1WhhKt17hop1sHnduZ+OMf3901Duk0gruUdPp304i+z0NsNlXUAIZzUu6EaqH17ZOrLUDj2TzFQw4r1WCnCYCanibuTGPACTYsbytrToSqU2pNedczaFddS5uVcPEirnR3HTDEzM34CKLLHJ5yK03HcSjFyquWfkLrosSKA1oDClq5OfEZbwvXR8RibQjwl29cH3IVD7VYZIRpOozu3VPAJCmRkPBTznH1TC839Rx1/VB9MJwfRLo+aNVi2wgkF2PDO8Yi9DRNAqHX1+DgMXzewgalW5U6SSZ5ZymVpUAIwGmFY4dO4Z777vvMXQ9oPdY/558V+EGY+4hufvwXHe/rk7C9bDqUa1Yipehuk6WBgnmawPTzZmaEXndwx1F6Wch9cQW1r+tNh34on2qV6aGaiTqWdyo6VgQoRKAbb0JHrjnXXjzve/Fe/7H23DT538ebvibX4Gjn/1UMNEnVU/cSzI5/a7fewv+/P/z63j3L/863v+2/wHZbIejr3pHm47IRko7mUzQNEpONJsRBVlKGCYL620GfMy+toHq6aR9PIy5627kxoA2vnZPs1sBD9aT4T+N0Vs6TQGJ+EU6IudLz7UMlpm21ft+191q9R699ijK1pbqkJGr3fTCSGqu5T2ftJh1s7BFyvH0L0QQ9hRDYdFphig9Ro8ae3C03J/7/AwMc5D9bgP73P/G89g55tDp/HxDuhbpa90mY3UAQgeE1XOx572ngWm7lpouF7YbTp/c2nvnIk8Y+dhmwUUWWWSRRRZZZJEnoHhul0v1+XjkVa96FZ7+9Kfj8OHDOHz4MO666y78l//yX3a3UQRf9mVfBiLCz//8zw/73vWud+H5z38+Dhw4gJMnT+I7v/M7sdls/iJdssgin3J50m2HsLPTgNpipSut57VCLHyNcINaZHeLbQ2xB/ScV60ZGZPIHnaQhBORYzvVYXs34eU5WiOPl4t0K/i+VjevSPhfxEKf4KCEHgML862gxARjtvT/UgCadE5hBzusQU4o2T8EGFFtgIoTtOQhkrXQ8ePHdnlGxtdg/qjvob22YzcAlsDB3G9e1sPv5byB4TnrH6II/afbyRwNDEBuuXAat4Q5aVOl46sFEWoQRrbyikBrAsAoq4Kyj+HcYkTXm7JXh342Dz6A97zlzfj//fwv4v/8ym/B7/7df4h3/x+vQdvZiWvdWpX4PhX+mMHG3Fc5/+C+9bSrrz/8h/8Nf/SP/1e85sv+7/iV730F3vYHb8CD7/lzAC3aqt4tpHmhe8RAlDVj2l9AxKA1g9cUQGAEmZ+sz6PP+vDu9pKPwbPbRcHDoc0GNqahMwCz900YIpR8Mt8p4+884HrwcEB47Lj31UcBa9frFQ4fPartYQJPmsOdPB+ndwB3kDXmImnmjUUauhEAiC1UqvkwE0EC2TVPGmuXQAFIQjOriHzxpAYWKUe7X7unA9Cc0xI2CH7O7kykee8HHNII6FI8akQKDksJQEQHJmu1NAueT7r1SSSARy9fuzcN7Ljj165meVifWLLokIss8vjLUz7tCDbbOv9EMIchAszu18Gcn3Fd0ex/dD5sXaf0OTE5CAZZk4mcPnem83t98zPuScYocVubk91OKHVaur8tOnGV9xClvNgwgszfn+zsI2uKirK2d4vrmWQGkl5eicZjx08giL7k5Tnvw3zNfvxMjRzyTnux/gWzwrk+RMoR19PIrie8bEMx7vrAXnpJkKbcjRncKE9zH9unEHJIaphuWib2ACga9npF4El1q7JmlAPqccwTgWWDD7/zz/DGn/wp/Ob/43vwu3/nu3DPz/4ydu593143wEXlY9ETH0suvP9DeO//8X/i9X/7u/BbL34p/vB//WG8761vAeo2ykqvoewvKFvFPKb1WthIZ2KgrFjJZ+56uvdHKdy9owv1dz8BRLyrv/tQ0TAuA/nM6S9h9KbO91XWEzEf765/Anr/7Sqe2tplfGK7yun6GHD8+PHQIf069flh068tSk5ZD2G+hSb4DSWJ+BbvFFUWTY8bL5IotUYkzUsUa1U/ZgionRVCn+9Ehutrw5w3htb2431e0jkSvWzrOaQlztD35x71PTSfSzx1jc2t5y9U/OW/dAJPVLnUOuTHo0deTjrk4jG9yCKLLLLIIotctdKkW3teiro+HrnhhhvwT//pP8Udd9wBEcF/+A//AS94wQvwxje+EU95ylOi3Ctf+co9F561Vjz/+c/H6dOn8Tu/8zu455578KIXvQir1Qo/+IM/+Be9nEUW+ZTJ6RNbOH++YmtdIMOy1UhmNLBQgBZNk0NjWhmIYQBJrbDc05o/uhRdZBfqQF/mCyNqoQBFCEKC2kiBJvMaHDwyRVBhHhLDI6lhu9ULsoLIAUSglQJuAmkbo56NbPWKuUBq1fDczUAbcTCwAJvWrfAba7i4DQDZGLihscU9nx8xQQoDO2LAkZKwx48fxz333Gv5Yzs4Y5dlpFknjyPPr0iQY8mRBTZIe4sTcMmgYCCnfZfzfB2h0HOGB5MewRMpWGEsXFyBg0Ot5+kWSHD8Xq97x4shNlRsV1NgV5rWRxEi3sqbV1R4oT70IO7947fi3rf9Kf74V/6/uO5f/Tuce/Zn47qn3IEjX/ZXwIcOYiqMndpwfnszAIgfTTa14ZHzOwHkPXJ+B/tXhAd+/7/inl/7Hbz39/8rPvCOd+HD996D+pDm0vR7320gKMBYA1h3AbqIcRZBAIjeZ8Hl5rii1i8UN0DvHxhoqyH0+7m6tzTFGIcBwUVAVPJqKWpXaaKh+/1+zHXkP7R33eFJJTBvnQ7sHT92XAl8v+8I6gXNDpazRR1AAi3JwEV7Vm2/gCx0IyE6o6hlhJTSHxUPI0oMNEFjoLGWcxOOZkRDixzS/XoEwCaeK+0w9wBsovOe6zURMtHmPo8yEDmr3QXQvnv01vCoDlAfaCTY7DRoBAvqjYF5T5N38gjkXtie5yN8YsmiQy6yyOMv6xXj7PX78PD5Tofoq07Ge19MDygUc6PaMVmaFxIL3T07gahaJk00wkvoCL2Ie0r7q5KopzIWT2XMmbTRin36FDuHnU5JBunv5mbnzCZvOo8TQBrOW02cWpDRDQym2skKgnlBA27o5O+seIf72SfTX0QgaNh38AAOHjyAhx56WLdH3pt0wV2ZtEOTriZ9TCS2afkhUg4RIM0PgWVpgTOM4dUO0chJbTxH6JWuD5sRqkchUqNWVw7tdS3qGS5iJyuA1N5EnhhSzYtaPDw66dqiNb13pK9feKXHMxPqRsCoahgmG9x/95/g/rf/D7z7d38H1/6bszj9abfj+s96Gq7/8ufg4O03PybRvJee+NG8rh9553tw36/8Nt77+jfinv/6Fnzo/R/A+Q++z/qYwJPqxLTWnM9q0JjJ+GS0aKmEQsf0MN7ZgxrpONe5yLyvk07qRqu5jO9zRbDrZr3e0BNnBhLcbxHd4tFs4LdF1+G6ukmhG8a9F3KRff5bgK2tNQ4fPWq7GSgTqBS1W2YzSGTSaFF+XXZtwmT3sVVHZM84B8FYXWn3BVMU1j8N6MR16PY8kNM6R/hcJbENBH2WxOYnyeXGuW0wxPEGzF2y5xLHWPhuigb3eXh2nEfUyt7a+7cYp0/u2+METwy5lDqk1/exyuWkQy7E9CKLLLLIIossssjjIF/xFV8x/P4n/+Sf4FWvehVe//rXh0L4pje9Cf/yX/5LvOENb8D1118/lP+VX/kVvPWtb8Wv/dqv4dSpU/jMz/xMfP/3fz++67u+Cy972cuwXq8/ZdeyyCJ/EfmMpx7BI+crDh+Wzm84KOdAEfc1rNjv5qCXg1u2cAYE00SotWG9ZnUQMVAx0Av/N2GQBELxWNgwQhtWJyPyE6qnoQNnGlq3iMRvra9FrY0YjKJAhOdBtrCPTiSG9yJpJjVxNo8LyDxv3BNUmICNAzNQ5I5ZccJNVbBptcLmwnZc5Gq9hSOHD+MjH7lf+zAPgOOIGVN0Utoxx1zOAYaPJlY+k9J2IQhylPJpJR3n5KAEkElMGl5zE0Oo2wtBajrWQUvflx1S/TobFDxyYNXFSW3YeBviJYDlFwaw2eDBd78LD77rXXjXm9+MQ9dfj0P/7tW45sBBnHnmU3HkLz0D5cwpHL3pLK45fuSjdtOmNjzw4KOo7/8Q2jveiQfe/ud41//1Rjx4z3148N3vxv333mdktLU13D/0uth++7AFEZ29SoqHOaTkPGXPgW/z66cefDPqQ77fennNRdz7qYN/dljH8I0gTkQB9fJuvNARQ71HhhyQWRKOOVxn2u/n3AvnJSIcO34MJAmkJPV48r7p4SN7e5yI5tI95IUotjvoGV7TUUEJD+pG6i3dzKVfPKY6PBIEx1E13bjqDWMXannpnFsm0sz0G3EwV2twr0EGUMV7u0X4brJ5bbNRb0P38tPc004uIFDL5mAiOcCvKGNLocMdAL1woeFZzzi61+gtcglk0SEXWaTLuRsO4I//9KFBqRAjOXroYH3TVBEUakbqmnGRkyUF/aUR/IsFzqVeR8zMgxe1v1MR5+vaDXX9dverDk3UIDLUMdI5m4VQsuUW3KiSQMZoS5DDQCNWj1CpFjLYonKYXgWiiPZBFkuc2Pug9Xc39F0iXADagErByZMn8fBDb49rCnEDN0pKYjJu1DDJyUsy3vvRiUkR1/dbfDWCGdLfSYOySqlOFjXw9OpcP7YS/j2ixbgO6mWsWgIFOc1s70MLeuIWrST27gejkKCK5Z1241nr7sKAlAltI5BNj0Cy/eEP4N4PfgD3/vFb8Me/+hs4/L//FI5cfxLHP+12HDlzCsc+75k4eO4Mts6cBE8TNrUNOaUBDDmnCwHn73kfHn3XPfjA7/wh7n/3e/HBP307PvLn78UDH/oQzj/wYaBulPosUDIZqiPziix9ixHNTBauGxrefLKoMcWMcl0NJQqDv9DVuOuY3u1d30we7HvoqUFsU29L6HoXUwXz8aPCOi8IN7bbq127ysYxSa+Nkrr9xIkTiLBLzEMtEXXHCWp77vwzKq32PJDrjRTfY5/d0yJqCJ06UJc0QqiNe6oXf16aryc7j+zrIFftYttMwit6ePb6sxWHRuN6LxGJGg3H0oxQLWxPC0/s/jxmQ0mkfTeceeKS0o+3XE465EJML7LIIlek/OiP/ij+03/6T/iVX/mVT+p5fumXfgnf/d3fjT/8wz8Ep9CDiyyyyBNDPpHwiY9VFwA88MADw/atrS1sbT12fpxaK1796lfj4Ycfxl133QUAeOSRR/A1X/M1+Df/5t/g9OnTu4753d/9XTztaU/DqVOnYtvznvc8fOu3fiv+23/7b3jGM57xF72kRRb5lAgzY2uVmSRb4JMCOI0aWAw4q80SPrPhbQ0oloO6SbeQF9Hcq1XBtlI60eQL4tp0Qa9p4wRkHtaszozY2Kk8arc4KURKHomzs0KRS1YDAbPtqR0OJYIIW2poQSFz31A0BiRNwYtWO1DD7mpj5/WQwZYrWq+VQcXCfm9vI0MHzIxaG2gqYBGcPHUS9z/wgHqYJE+D8JwOUFH3BHEJ91j1XNykuZtTPe7VLa0F/gk7Wt3SMWCZQaKib+seNH1j9nCNPNDFO1v6fcId9O2eCc4wI+oKr+0CBWxYQJHrUc8/tA0ANTsfJ1LO0jLK9gU8+M534MF3vgP3EOFPf/d3sPVj1+DAtddiffQotgCUWrHaWmPat4ViXkhNBPX8Bexc2MHm4AHsPPIItj/4IZx/5BE8/MBHUB99BNQTB3fPr5wPMe4TjGAyYN7fCW4jhKdLAG35uAAIJYF1MALaYLmBAKYBLAxQ8jFep5TqHYTT+VJzwTy0Ra89hwG3e9Nogl3ecbOTe1hxAXDttUexWm+BVyW2KzDLHa0uBTRNIM5h8c3LfFr16y8aN10csWXuRIHlGfR7UgFHDe/t5IDjeQLbDgUopfnjYMcl4G9wXm8avlGjZ9s9Lvq8VIHNgXrPee+qwQdQNzKEbiSbc4MpAZA9zIg0f2AAmzOygJiAqh4yjz66wfO+4OTFb4gngCw65CKLXB5y+sQW3vzWB7DeKuhMjO5z0qM1ARf0dyosYkqCeNSYpykx5HrS4BlI8V1iX9JT0u/gWkwhqlULlcTh6uvGDR7RvQvTJbjqw2HAaHOPlVWdS98/8U6MMjbfp/7IBmRdf7KQ2MQA3HJJyUFhfS9ee90xvOfP34Pt7e2ByOp81GwulH6hQdrDPY57MT1n9mR2XVAL9mopHSbDtYQewKoEuhd6qNr+PnbDUpguK6Z6N9U1SDQKCDWgmu5KDJRGaOb1S6L3mIhAGJBq3tOloVUBN9b3JknorWUiSCtolnuaSNsjm4rtBz6M93/kw/jAn/0P3P2G38O0dQAHfvQItvbvx3r/FraOHMG+J92O9XqNVdtg+733Yn3qBOpmg20wHn3/B7H93ntw4eFHcP78eZx/6H7sPPow5MJ29AExwFu2pmANuc1rI38Fo5f0NBLU4RmdvZvJfyM+PTy6ezeTqUS7CWnVq1ydTOXRj1NdZTxnLtNDgI+3Xd4weGPnInEXdaPNODZ/F18fjAczM06cPAmaClBSKPn0HOq6So0S45b3OYUofoutrWTQb8cQ3gSfTyieaw/d7WR08LnSy7ZUH8E8rMV1w/QQIi2/Zt/9Wdu1v6uUI0ndmhmJ9+3NYnTPc1eLNDM+ln4CN4psgoMHVngiy6XUIb0+4OPXIx9vHXIhphdZZJErTs6fP4/v/d7vxatf/epP+rm+9Eu/FN/7vd+Ln/zJn8QLX/jCT/r5FllkkStfbrzxxuH3P/pH/wgve9nL9iz7R3/0R7jrrrtw/vx5HDp0CD/3cz+HO++8EwDwHd/xHfjcz/1cvOAFL9jz2HvvvXdQBgHE73vvvfcveBWLLPKplRvO7McDD1WwrUGbNJQKtEIoAEQaCOqywBlFbOihnzEDI9CJHSRgILCvXhhNBJyxx0Rsug/LQPT1M8GCXatXDXWATD0iNwAKyHwfRYBibWtEYGEQa+hFMm+WEfBLtvoO1DBDpgm0cYt0KzVNoE1F5MItbACZMuzXHD6C/fv34eGHH43r9kTeHQOk8awjbhF4oRKbFGF8ibp3Zu5biuFxMEaRWmZGeMRbc8PLxcYvE41BjCkqGMYFDsRQDDNpjnIfvpZGMoG98ZdIwzk7ssPQoOx+owjUS1tRo8h7FnkTvY+svDz6KM4/+igefd99nSQVO4+57kd4S0jk4gVjMBhwsC5APNDYqYA7enWC1K8/9WGU3eU9gt2/Wcc9eylrN0mMj4KBtk/w2PmDE7Y3GB349aTv/WlLB2c8cQAO/SvN+jhd10UIaj/HqVOnwKsCniYFXicF5KU18GoCraZEgtv8sbbJaZri/ACBmkCmdD6CPhs25nF7OPiO/oRtaAUIoVGB5gnVm7CJB6zvpLQS1/7I5vktz1l9zmsNGBkACu+XPs30bXrsHmxD2uaX7eR1a5aHtbX+zLC299ELG9xx6zV7jsMiF5dFh1xkkY9fvvA5J/Hzv3QPVmtlnlV/iFnRdCyBtGrGfEk3yEaNTYlaiEXlaTBjSBP3ICT1Hu3pFnoo75YysAD9RBqBRr16G8z2EKNaEqeBvScbq1GckdeNJGUr8TQyVYuQvS/sHcKWEoLAsEQ01h4GuGndIFUmClTZEfXwFG7mYNz03QjttxPHj+M9732vtlU7wMrNIuO4ziJ+JbMQ3uRbrQyN7yrk7aGAoOt7VpeML7TUiqTouXGi67fMaBrXW8fXx8LGhux7YYawGWORgEX1Tyf0uj7a9FrEo8kIMJGuTyrCmJKKgCagbQM0aRjyJghvZY1MskF95H7c/8D9eg43pPjt3wSIQasSXSg7VW9YI47F7QkKNCz3mnrIdQh4IhBPEIiR0l1pIkKkbXESWtO6mC5WuOuhlHJvx+9uUHxxUtq3WejvRHDndriOlw0CdV/XAeMWi5MiH9j1wUQyj97S5CPYK9yDxJ6f05/VY8euQzGPUHLXbmbV87jYM6SkNUjDcyNyUZfwuPfnOHJRI4XnhnpC623kIb5jaYN0kabr9f3Rfv9ty61mARQGXc/K+PqmuSVMqsFTvXRjxJmu2CQ8oQei1fb5ukmq64qtrxndSAj2DFo9j56v+KtfvJsQXeSjy8eqR14uOuRCTC+yyCJXnPzMz/wMDh8+jGc/+9mfkvN9wzd8A37oh35oIaYXWeQJKG5xeqnqAoB3v/vdOHz4cGx/LAvFJz/5yXjTm96E+++/Hz/zMz+Dr//6r8frXvc6vO1tb8Nv/MZv4I1vfOMladsii1zucurYhPd/cAfrrZVhBv25bM1C5JEu3oWVCCELNdekE6lOWLbWxkgntiiHIPYFgSwaplHzByqAJK1pKEUGptky34nqKoziIb2T17Qu5Ftamjv5SigQUGsATQq0UYWIkWIEAJocm6ooEEgaSpE8JFopwGbHkmVPcE9RSAVxARGjSVXAqAEoSrYRF/Cq4dTJU3jHO96JJm0ACTNvGCDqxZJVDfih9Zd7+QwVoXtO2zGZwCb3GIAE5tgNCHoY5yjPaRxTWe/j4D3Z20CQAvWsTl7Ret1anldsoKN2PbUOjokPqBHJ7vVK4QZFFu5RnHmEk9mad48iL7beeIoaRlROIEKHUzEQ0DyxB1La+lj/eF9Qx2JLAvTyGBngRxOhVZl5haBjeZZnOc6Vq0lEtB/n45a3d49pHb05AJi9VoYzUFAG+aSpEKWie1znrK25YfNyAgET45pDB3Hg4CEN221tz0CpNpl7rmlmzbdJ1EN2RzvJ8UD9Dqi3MxUjogke5tHD9Ku/ls0B0iA8we96ByQLBDvp2lvLYbuHR0w9ZlrceujgZD/GnzMF1N2Ly3olPVNEErkGG4BWZTiX2LzQWtPcgZ4/MI0SbDwfebjuPVBPIFl0yEUWuTzk+lP7cfDAFGSmiAypGoLqJYKI5fJIEXbgxo8wU0N7xzvxtdubUIni/p5JZ5LEtUJ11OC2RT0kSdRrcXK9KNcSVUkEm9FfGnmnocEjwIQHpV8HAY0KGC0Z95V4BwhpehnCBOaN6jxkxJY32PLi6oX4+0uJyOMnT+K9996r0YsG3bjrD7uIq6T/hR7oOuhYA0IZJAKqEVbJarHrYqHm9ToBkCWTttGGRxAJ9cD6ionDU5UAoCKMGQQEKpa/WsTSxdiRrCHX3SCBBCilaGQnSpGc/E7aCGTjfWIGrAeg25uG0VaisEFqLCJQVtYHpkNq1HldM+j1CLAFyIa6/rjlynvS6Ri6NjCSOXJCp/HyPNI0uZmg6T3uJZ1zRZu+w9lDOOlATkp3TtnaB4q80oj6kp5G8Y9Vy70e2yUikWea4mGx8/hT8lGi94RR43DyJOnB3W3QqScTACdPnQaxE9LUdbxSUu5obwubsSKndC6hpAM0heFio6L6I1x3o/jAfwt0LSz9eRv1EEKeF3Sda3aw0s1HIpKEbbDlzp5d4n/DkDHplvk59K39WUqREPIkF19jZgpS2mVnu+LTn/TENm68lDqk1wd87Hrk5aJDLnFpF1lkkcdN3v/+9+P06dP4wR/8wdj2O7/zO1iv1/j1X//1ix730z/907tyIjz3uc/FS17ykmHbV37lV+IbvuEb4vfNN9+MH/iBH8CLXvQiHDp0CDfddBP+83/+z3j/+9+PF7zgBTh06BCe/vSn4w1veMNQz1d8xVfgDW94A+6+++5P/GIXWWSRy1IcPLhUHwA4fPjw8HksUHG9XuP222/HZ3/2Z+PlL385PuMzPgP/+l//a/zGb/wG7r77bhw9ehTTNGGy8K9f/dVfjec+97kAgNOnT+O+++4b6vPfe4XcWWSRy1n+7tffjocf2UGrFTmk15C7algwU3egEDFy0EKCtZ4jVcOE9aO6t2HPmxXPMHTh7hbfsYYe8iknn5DAyjoIUJsCh91iXIELX7OTJTyuovEBg7yCW9o70MMAWe4ykXC/IUL3iA6QpoND6nnhoBKBiA08UaDn2uuuw2q9MgKO9sRl7JKG8Mw5D9tex+zyZOjVRJv82hxY8uMG71mZ1SGpHFH33vBrHcLnzdrjm9URQYG5CfBw1erxYX9juHpdPgzsfQpPF2dAW+ntiNCFhYCJQKX41Wu9E/WVt58rb4OOlW4z8NCJ0mLtNrI72ku97R0Hsx/ex2ReY3YraT5yDVtvePVFSekYa6/PiFoQhRfMcD0xFGl8d9WIqKuPJY1l3chhj/HM2/fadnEwst/vJ0+dAq866NlBWugAF3NRIgUbaSq76ko3sD7HmrTRPGUcrPTnV0HE7pQ/hizV+cbnFW3LjpRENPvpDNj2+ct2JacTiGj6grC1MJZZvZoRpLamOsgEi4Z1VALcjqnNCJwZqBidhX4daZIWEexsV3zaHU9sQBFYdMhFFrmc5JZzB+ybzWFZB0z6IiRMGXWjvedanuukz2+qk6boMumvz3njc+yUUq5Lv7amc3eE321GGDWdkz3qdMvzv9XWz2nvINFPhAGHKzxOgqnhVINGqPGcyB7bOXtgep2R/zZ0CSWmqUwAM6atLZw4dhydSNxDb8De+oTYzjCwC33BdQB/T9v4uO6az5N0RvJ9qcmu/3YdpO8Mb2AgyNYgKi1lR2xznZMIzMXyMpMahYaeDf1eCDwVzcXsOZkLg5lRVgW8pQaCRABPqsOVFUedtALKVkHZz+B9jGlfQdlXtMxWAe8r4C0Grwt4xemj+2iLwVa+rAum/QVlH6PsZ5R9BbRy3RFa54rVe9r0V94ilKmA2dqdroOnojpSyh3t/eB1TlPpOrqvKwi7tqkO7/0/jr3fD7tI62H/oADGPdhJaY57b9c9k/RS1e/m+lU/R9y/u4zu9M/Ro0extX9/1w/NcANk+hm5wWJvg8AfV1vbmXd0hZsxkxLW7l0NX0umg6Mu1Su7aUjypDaDiQbEWriva9PHM7KkjV77OJ/1CFVDl8QJ20Au99jhGlEnpokknYCmPjf6ttSgU6e2sLUe9e8nmlxqHfLj1SMvFx1yIaYXWWSRx01OnDiBf/fv/h1e9rKX4Q1veAMefPBBvPCFL8SLX/xifOEXfuFFj/vt3/5tPPOZz/yEzvmv/tW/wrOf/Wy88Y1vxPOf/3y88IUvxIte9CJ83dd9Hf7wD/8Qt912G170ohchW2udO3cOp06dwm/91m99QudcZJFFFvlYpbWGCxcu4Lu/+7vx5je/GW9605viA+gc9mM/9mMAgLvuugt/9Ed/hPe9731x/K/+6q/i8OHDEYZnkUWuFLnuui1cuNDQav9sNhsMBIx5QXg+qloralUvyFj4trz0NoDP8l1lILEDhrYUb2lRRw4MeqWk4dQ6qmbbMgHtGEkOzWZrdGJUTGhE2MAADM7EpSECTGYpT5a3lgMU1CR3ukAnT5Lo552mTu5Nk3mKu7enen5Qsb/MOH3qVALkYGzVHoMiHbyLDXsUcgJ7CNfn9cYp7Hwis6NlwEA977GfTmbnJHgYwLwhHT8HmAKM7EBiEMup+6UCNMFAN4CmDJil8kYO+9DEZfq+6HPDnmw7MynYNxEwAbQi8zixOgyrYgf/LIyih+uO9MXuGWP3Sz852RhDQ3Kma4v+NVI7zptzCu4i9v1cvZ+ChJ+BTICD/em8DmL5GOUBNOQ9gEo/od/D0bHeN/ZF0q06uxV7+PF+Mn2WKQh1ZsL+/ftw9NprFYCFjZkD72HMATMswGj4Ib0sSJ9RCYYfGunAwlh7v2meSb8+JbAFBOEVNigQ0pDhMWcI0ITB6QYXAFX6g0FGWijnrO1t0j1qgnyObvJ+RYCAPmZOUGuXjoAkMakHmAjqpkWUhSCuLSenAKhNUDdVP7XikUc2+J+/agwluMgnXxYdcpGrWU4cW8/ypqrRor+fRBDeqSPJZaWNIIljBaE7xj4jTnLIWcDLzSJM5I99CZ0xfrsq6ilEbC4f5nlYegdtrOuWLV7yswvxckaAORPY30WpKE+2zzaEvjkNOpwbbVEpOHX99WpI19WPdFrCnkrCHmk/XD/QZs2js3TdYK4H9n12ealsN3Sb6aN+ItBQd66LLQpTDlHdPYc52sjE4MJgoh7tmgAqrATvxEl/IiOoGWVLyWqPZMOrEno5TwRecxhcuh7JE5Q43s/gfZoXmtekRPU+QtlHKPuc5EY32CxaH69M9yxdB1V7AwavGWXNuoZyj2pSQroYIR32Caav6XX7djKdyHQjJ/5tHNhDV0dfA+Gp7Pqi66/uIZ0XBKETjsRyT7PS14PxO91E7Pq/n2Z+/1zkvpyfv9/n+uX6668Hm6FGGCJqp0bobvAUz3uE9873IZnXtF23hvXO1qtJl7XnXJ3n+/MQel6aK2B6IUDIQa9i/vH5aj7/YPcKrzWxXNESv7sxo5jOiD5PWnQomyF7nXEpHrK7DeHE1aB8sAAHBDi4bwnw/KmWx0uHXEZ6kUUWeVzly7/8y/FN3/RN+Nqv/Vo885nPxMGDB/Hyl7/8ouU/8pGP4P7778eZM2c+4fN9y7d8CwDgH/7Df4hXvepV+JzP+Rz89b/+1wEA3/Vd34W77roL991332Dpc+bMGbzzne/8hM65yCKLXL7SQEPA3b9oXR+PvPSlL8WXfdmX4dy5c3jwwQfxUz/1U3jta1+LX/7lX8bp06f3tDY8d+4cbrnlFgDAl3zJl+DOO+/EC1/4QrziFa/Avffei+/5nu/Bt33btz2mh80ii1yucuRwScAfwB421xevDWibCobm2SsWG7HWiskW/SKE2oCJdaHsOXA3G/VQJtKwuJ7bz1fmQ75e6V+aGJhieYsJArYVlCCHaLRwXEToIREVNRNUPTc0bO9GqmWTtXzQDRAwqO0AXEC00WOpalNYw7pR9fCABJrWENpoWG+ge1Frx4EnQdtAz7GxawNQ1hOOnTiBe+69Fzs7OwiQhKH5F72kyBzjNMBUHOO0IjSgGZRBlxkJ7edB7XVnv6UMUmgIc7GcgNhVFyWvcSGEl0Ufp3xMB7SkCVBIw3HDrqEouAiCet47s1f0mhUZJg2jaMARFTvWsRRPUO5exX7aVfLmALonh99nhcJzZQTqMByDgpTj2QtbzzmZrYVj7NzTWyCdUE4YreJpFIfFd9+Qy+5hbNC7lgIc9rFzcJEzsIexLMZdCI94/w4M+a79VqNZfUO4eCBw+H5YD+d6+vRpNQ6w0IsEQpOm3gBFwzBSmSAiClJDw7HTehWktIg9K2SeU+4ZDQ27H8+PgYtig6MhVC33PLlnjHrMuFt/zyvdL8kJaJcmQDUvuU0bwwAOpIhozvsaxIoDie4hjQAdNeytkR8JzfScgQAiRGlr0sPfW4uZCNXHVASPPFrxnLuO44kuiw65yCKXj/zVL74er/3dD+LIam2sjb0DkzeeTluE1gTF9RTLHQwjfUQEjQgcGo+F7Rb/m8jmJOEF6PtEdQ4q1A1+KIUAN6KpuD4CbY9nEXEyUNvQ0ABsmmBK7/vmehj10N5el+YncS9OhmBCkw3YcojoFTYjxzQxNjXTfTYCKRMiuSwpeSjEWO/fhxPHrsP73/8BuH4V5KB1QVe/+o8cHUWQdM5QaSgVlzieLFVO11FhBl2Jacu6u8Sf3YNk5Kk0ra/nm7akIqwhvPVVLL1dbLopoOlRGmmfWax1cnKOtb06zhVgxD1D0PDhzUg418mITUcR6Dqhpv7w9EJsbeHe1+E5zgRMpr9aX2iUHCWNGXq9rhMCCII8VHgdYpTJQwHBuNauqIUHeUk6SsoP7bq/9zEGgr/rhWHwlxcPNhauN+0VkcfHHXmTGxn69tCT80HpTyKds24ez62PS9ocUXIEOHzkGhy85hrVF7lEXWpQPMEsTLU6Lha5gHWNF5FzLFoBmVGIP7/U9b8evlv/agQFGywhbJrpH6KENqlqjQ363BT1+LF2hZ1c7kPgel83XMQg3SZHfNkMpKg7UQ56rw1Mt+mfEI/i00vL7LfLI+crvvkrbsYTXS6lDun1faxyOemQCzG9yCKLPO7yL/7Fv8BTn/pUvPrVr8Yf/MEfPOZE9uijjwIA9u3b9wmd6+lPf3p8P3XqFADgaU972q5t73vf+4bJeP/+/XjkkUc+oXMussgil698MvIDfqzyvve9Dy960Ytwzz334MiRI3j605+OX/7lX8YXf/EXf0zHl1Lwi7/4i/jWb/1W3HXXXTh48CC+/uu/Ht/3fd/3iTR/kUUed3n25xzD69/4ERxcTQOzFIEPm4aZE4gBhD0cWG3mgRkrZsJqxQGqNCvnlt2bDbBe63PLRnI2ANsbYN/K8Uzqq3tyoIuxqUChisKANEYjAZOEpb4SdAoyRIA1EkDY/gpA1XJHi8GDDSgTRCoaaaZDP6k48NIsAbHjKsxoZVKStah1PiYCC1BbU6/cDQGTejVv6nZ4TZw6dRJ//ufv8bMEidtBQbVqJ+uzAJoyeGG4knS8Y09xfMiJ7N4N4wGdcKVe1x7TqkObHcuQBEqmcXPQ2UEpJ2qbRB5qgo01kWK4RTz6Mtjz+jrutknBxgz4hBP01nYd+16MAc0nOSC1Vh8DxSufYXvaQTQUz2UAUrLaDBsMd45+jGvkdGzar0CoBAAnvjuDgUHw+g0nI2AH6+vULaNXC83KDv+MQysZSfYDpPctYTi3ey/129D6mGb1Jtm3bx+uve6YegKZx1NZT+BpAk3FPKMYmIp62miMyh6FwDy5I6IBa77A7nFjf0tRQB92lxKUsDYiXAysZBLU4QpSd0DBRiehfdumsQJP/uxhzC9NAHY2avuhY5DqbEDddA88BxTZwOMdAWQDRx9Ra4uws7AWttbATKg77m3toXJ9/lVAeXtnc5FReGLJokMussjlIzfdeBD71tz1E/Q5UFT5g5TJ9BxBkwZujEoNRZMHmzHcLBSwsYb6jEq8rpRwITOC7N8BwjTZnCmkOYmpz+PSACmdjHS+J94X2nItx2JzuxPM1fRLJZUFDKGm56H+FtG6CQ0AQ8lX5RDJ9DZCYwaLktJEbF6rLYwsiaC6JQDsbCNSehDh9PWn8YEPfNDI4flI0EgMJ4O58R1vZH+805JiifSVdDSEWfXdlvSF+VohqxICi2KSxtHqDcK3KUkrzd5jswgtnVQjNZa10PCFBA3cB5DECGD3FCUzbkMn3wQAE4q4Ea461sLepWiATAzxqDcy+5iwWdZ2vd10nynpX3bPgJyQ7jt6bun+u6fuoc7d8rgdAMqkHr5+L+VUMIJeV46khORtPhg9JsWOzNDYHIjHtpJ7PSfdMXJZDxecdJ6x3buOz1+olx1TtfQ+9+9nzpwJ73DrJNUHp6k/uxYq35h9APbcU4HEb4QBiu+HUFb7beXbDUs8moIT1l6J63NhLBwnCHUuLT/ISOg+l0HE9ELV41yn9CgQ2VM6Kht+59vT6/W1YrN7O6/ZrQo3mrQHOV/HzoWKz7jzCJ7o8snKMf2xyOWkQy7E9CKLLPK4y9133433vve9aK3hHe94x0AUz+XYsWMgInz4wx/+qPXWWndtW61W8d0Vmb22tVk4kQ996EM4ceLERz3nIossssjHKj/6oz/6cZXf5X0I4KabbsJrXvOaS9WkRR4nERH8o3/0j/Bv/+2/xUc+8hE8+9nPxqte9SrccccdFz3m5S9/OX72Z38Wf/Inf4L9+/fjcz/3c/HP/tk/w5Of/OQo89znPheve93rhuO+5Vu+BT/yIz/ySbuWv4h80wtvxa//1u9j/74pFr4Ocijwl1e/vii3DWK8bREUEGoV7OxUFPO6nqYOBij+peT0NJE7iuhyfnjMJE7RBJ0rNJBRIBbqtinAIID6c9ew1tdfEwo2EKpKNimcBRBrzmnmBLQJwAWtbpQo83yBDk0SaZjhpmF1iZW4BtUIgSxTAdeqOWIJ4Kmg7Qh4xajbgjJNOHHyFO65933Y7JjHdfJq8e6l8KpxYA7hpUKph8hLeQcS9cS3ud7AeqxstR7eA4fUQ418Jqhn8oBZJpLUiTsWoPVFeYag3NPFSUQR6USt8f1gUU8iTm1s3Wu7Fb9EA5ktLyRlFC36w8TrigvxPrNjcvo0yYDZgLBZ+8Z+IesDYelAoJ/ccCxvQwftKABCN6CIbsnjtwvcg0H1M8BujzCIDgCKAdKUymbiWlLZfPAQ3ju6Y/bdwKwARTOJkPowA7DXnz5l4Kf2FRcLm+9AJKu3FEfIUsvvxx1wBXF4N4nHc49QjNAcgTbWnuOzzysU2wH1ktDYCSVCcTchbMS85uDpBAqIgI17USVskLxa6fOUGNhOpLkFm2jEiJpJZgGIBDtGRLfWsNm0AEvbJs0FTb1anHRuNldJrTEvSGtom4rWGra3K77k80/tui8WubSy6JCLZFn0SJVPv+Ma3P2uRzBqE1k8DYG9gZT9UQMyIyClNQixOlELIE2j9KhtHqHkakUiCk/M8aLkjuuVrVkmls7jhCd1qsbeAaIGa5S8n8NT2OZedBIJQWix6aBNQzPDiFL3oyTNWavF7VpZCVISgTDQICBRH76eXwSAsBJvG4mQ3usDB3HixHG87wMfgF95GALK3j0f4kTz3CCSk77oKrHXnt53wjCvZkqKxOwU0Po8+okaJvg5u6JE3s9moCVVwuDPizpBDRFI466RF78/bHFArg+agaPr5E0gVZP6khNxgyEeQTlvCV017hEb71YtEzH1e8INR3ki+y6h37nOQnMdLal3kfO5cCKSve9pOECj7lDXq6iH7faBIWAkpZMhw0hK+/4c3obM4NDLWdmBfLZrZ4/GQ8gXNKji1DcMKuZct57J/HaK8kQ4cviwekvbM6Ah0wuIPK1LCSIaRGhlMj1QjRUlwn6zRdfh0BNtVRhEdLX88eYiH7q6p4myFcCs9b0DxI7pz6FeWbaRcAnY23RHJ6b9OZl7SqtuqnphRNXx50MsLLfphdJ6FB6PcCB2gEhuScSmAACcu+EA9u17YueXfrzlctIh+aMXWWSRRRb55Mn29ja+7uu+Dn/zb/5NfP/3fz/+zt/5O0Oegrms12vceeedeOtb37pr33333Tf8/rM/+7NL0sbz58/j7rvvxjOe8YxLUt8iiyxy+Ui2zrwUn0UW+UTkFa94BX7oh34IP/IjP4Lf+73fw8GDB/G85z0P58+fv+gxr3vd6/Bt3/ZteP3rX49f/dVfxc7ODr7kS74EDz/88FDum77pm3DPPffE5xWveMUn+3I+Ydm/r4B4XDK31mKRC0BBqeFZk/FD/WutgpaM1HL+P7eKb02twmvVXKuETub4WjxObIv+BvOIFsc0KeWjZlThsIKWfAxKWoJrSLdW1gpGlpVHjIaTZEGYAYikxkaORR41R0DDXdZaWoqGrE4gD0+TEm+FUdYFN569fshz3L0GxlNHf8Vu3yFpfzo8wLwEKI3VpbZSB9vIvMwT3tQvmfrKNbft4vhS3A6BTwXONbZrAMYsKrM7QpDldBYxEFIjLvc2TRTb4KGx/Vylg3mZOGY7JvIZM8V5QF6X/fYUkYUi56DhWnEPeD7D3G5OgHfk1+4DmMZNRm55GC/7nr2uZ38TZtevO7xjeihvD+GYx6WfMo8H7bl9L0BkFL/GJHYMM+HQwYO49thxlJU9A6tJPdanEpfdc2baOf1edFCNhhsyAZzuvWZAPplXi4VwbLyGMBsRnUO1JosBAx+HQYeX6SBhBxW7Z76Dik5Ke/lNFbRqc17uS/S5kM2AoNYW4KO0DFy6B1knC+Zj0cOSav0PP7zB37pK8ksvOuQil4sseqTKTTfsx862TYrukhhk5EjIuIFTfBex6DqdJBQv43OvG/js+dw64bLrTKEvRinpOWCH96H9bUYS7TUvOIldk0GTb1MPSn23VAsZXFHQoJE64HwX3MDKc92a0lImS0+BeLnrW0qjiJClqyBmXH/2TAr1bOVCx8bsy+z3jEXsxboysUv9nnfUrt+0R7vTpkKhn4QC01uguZMTqerRRMJQ0fVl8v1qyFaM2FXDUf3oPtWBuJCSv7YvyloaFv+UFYMn1jDRvt+iHJVJdfeo335rDunS67U0JX5M6LSuR1q9kW/arpPJ/tqxXefM19PDf+f+IBs/npHSbFFi+tD6WHs70I+j5BWdBm24/ZMev+u+IH++xpsljDdC/53ff+N9Od6VY7mzN5wFTZPpfwziCRQXgbg2MEPKCkFUs+WQdn0R+qyqCYg9m/ZbhNGkAKJktTobc3rOcwQAGfSHWgk1z0lJdbPiu5bMkiYlm736hjw3pqq8nub7gmxGkNDNt+1R3e5B7efQOhquPbrC1SCXWoe8UvXIxWN6kUUWeVzlH/yDf4D7778fP/RDP4RDhw7hNa95Db7xG78Rv/iLv3jRY573vOfht3/7t/GSl7xk2P4Lv/AL+Nmf/Vl8xmd8Bn76p38ab33rW3Hy5Em85z3vwdmzZz/hNr7+9a/H1tYW7rrrrk+4jkUWWWSRRRbZS0QEr3zlK/E93/M9eMELXgAA+PEf/3GcOnUKP//zP4+/9bf+1p7H/dIv/dLw+9//+3+PkydP4g/+4A/wnOc8J7YfOHBgzzxBl6s846lH8I73XMDknga16YLeVsKtNRQ2T17zVmwNPaycEzYC9XgwMrM1ATUFPpqRTaVQ8ExB6HhDbIFHZDn8pMEjWStPI2a5LgbEWc5ZW9ZXmcC0A0SWQvdaAcDa5jV2DBRU5tPDSYMZqKTeLLUqYCN24tUKqBsQ1gC2IZo4DoQKTBNkZzsQFc37yoDsBFhS1hPaZgPeMK47fgL33fc+PPLoed0v6glMicDvKJB7Z8xWvY7ZZIDXDslGANpFPXQ2BIi82GLYj5gXiiewdlAj12PbCGRePwSwhdYU6nn4iJDBDwqc2k0FSMMeigbDtHiXvV0GrpA3uKgLKrkHQuQVJMtFLd2oQBIQB/Q2QbrXSWsdyHIgz8nkdDDNv7hrM818JTJQ6EC8Xw9BPagSHtdJ5zk45+NHQ/m57PLO9uePPEQ4RR1E3fN+ABVnlWfjBwUZuzd6xxK93WMbXYJ+oHEMzt5wgwK+BJStyYBhDd9J02SgMcdzQJZvWq9Vj6NpMtBecwsGCEqk8TjNk7p7zNgcRgT3sIp806CRmKaeN9qvw0mLjO11UNPKtL4daTsRNE+l3ipgJmwsR31zwxuRCNUYgFZ+ZmDEiIeFbxLPuNiJpbaox8HmRx+tuOHMASyyyCKfGln0yC7P+yun8bP/5V6stkrXKQDE20GaEkZGnITuY1oaAEtZwGiNUJIrl/PbTVSz8/lYHX0lDBY9j7SI6hzNCHJCJlt7RB7Xifbg0VGtuZ76ubeFenm4SmLvIxJo3lmBW9Jp+xhNLKUEaVhssggeQlaeC8Cec3lHlWjPQW0GkjRNkA0wbe3H6ZOn8N577vGLguS8zOj9PxhT+nuWqL9TfHhEBr1yl6Jj+8m+S9Yjva4oTqHDibH8rhqGPmvHk9itwWzjJ+YEbeds1mamIbJiqLOM8Fp3KzHvAQIZ18+o0kCbTHoOL3hTyXy8sg7IrkYmPccv0/QIN1y0ekMPQzrAFfOJUDwCUuhZplNR10vd8GDwNCYLJ27Vumd03H4pHnfkk85tnY1pGAUmBbBfdz++91nelwYiGtT1R0mH7IrGk8jorDsCiJDaXu2x667D/kOH9fmYiqZscX2cqad14WIfNwLxtE5usEgaWcfWfrpfLVs997Sf2T2e8zMuKf53zB8AaooWJXmf9O9hdBP1aYQG/Z1J7vE7yE9u9fv2WPJpD9YI/d0zHfsZu/bodczWkrZNADz8aMVXP/8Tx+4XufJk8ZheZJFFHjd57Wtfi1e+8pX4iZ/4CRw+fBjMjJ/4iZ/Ab/3Wb+FVr3rVRY/723/7b+M1r3kN7r///mH785//fLziFa/AnXfeid/8zd/ED//wD+P3f//38RM/8RN/oXb+x//4H/G1X/u1OHBgAVkWWeSJJp6r51J9Flnk45W3v/3tuPfee/FFX/RFse3IkSN41rOehd/93d/9mOvxd+J11103bP/Jn/xJHD9+HE996lPx0pe+FI888shj1nPhwgU88MADw+dTKc/+nON4+KEd1FpRN4He2MJa0KrnM1XyUvPCKVGiC2xb/jpfZKgikRIsrXkYR11Ic+KGdEEN7OzAQtx6aDxtW7Y2r+hgWMwB4l6MGupvWIXDgUkF+RRbMK9KnlJeMQdFNEaglCnAVYdCAe6h5KaVhli0HGcOMqrHdIF7d0Jr69dhwNOZs2cHj5doBQHzKU0g4dXrQNiAEQVyZNcR+Aohddewm+KfHip4aIS3Yw4+zcQxrR6qegZ+kZ+T4todaOPC3YPZvcyTFzRNAK/MK3mCllkZsW1AoFgOP4+8hymd09uSw21P1rjB+0Q/kn8T9BwF6t1intFc1AuHV7SHJzc6yW2hFsNDJw/svH8YQ9/50JDs7ssAlRJW2Xc7GNqfw91gZDpXGp9eZwdUByKdbJzmDYrzODFr40zAkcOHceiaa9K197Z0r6RJD/bnBrBna6VA/GqN7JIuYWzRzJPazhsx0RkNEjkFGzHYjUiYNeeoPc+ZFG6xzUDKABZtXoCR0TNCuomgVmB7R0N+O/ZP0Gaz9aGfR5qNFCE8uzKECJtr3etFQ4rqGTUKheXEdGkNzUJ7T1eR68OiQy5yOcjlpEc+3jrk8eu2cOr4uisb0skSMcIUyMSNoKck8WP0DxGShdCohmggHwnDxkzoAJS29TqzZyF8f5rLB+OgFIZXo1ioR+UmRbTQ9wQgYEAKRMzAKarxuSW/RzS0cDM32paIPyfRhAgoPQKIvSjsHWkkYmHQVHDq9GmsVuveMVnmROB8X9IB9ozoMkQVsT8RDjl/sMdfxG9Nmc2p8nQsxvKDLhk6W9cxQFAP5XwM97LMqptFPm5PEWJ6ZinqkeyRbrgwaGLk/nCdiVO95DrfROpZvaLQA/P5I0JO6h8q5l3tntYTq4Gvvf/JPaG9zaVfh56bex+xravid7pO6iQzYTYWacxzhxOb3jwjmbt2kcc1fXIYcF+PZHprdjt1o42978Vo77BZfzMzzp45C5qUfKY4vz0PXjcbYU0c6zs/p4bxtrDeVEy/65EOJPWJ2jY4OWzReIBgywUaVV+EB71Bn3NKa9PeA9nO19fTeS6KMnmOzEaLVm2rSe8jP1wL5d6Lc3sZkRRKvxcSaRGdwrdNTPi0O67ZPU5PQLnUOuSVqkdeRcuGRRZZ5HKT5z73udjx3IYmN9988y7CeS533nknnv/85+OHf/iH8dKXvjS2nz17Fq9+9auHst/6rd8a39/xjnfsqmturXXzzTcP2z7wgQ/gZ37mZ/CGN7zho17PIosscuWJhki6dHUtssjHK/feey8A4NSpMSfnqVOnYt9Hk9YaXvKSl+DZz342nvrUp8b2r/mar8FNN92EM2fO4M1vfjO+67u+C//9v/93/OzP/uxF63r5y1+Of/yP//EncCWXRr7o80/hX/2/34ZrrlmBLWQgAEPvjDASQWsbCIrmZXNPldawsyNYrybFzsyzYZrcz0RAJCilGFDJqBt1gsw4h2MX1fIC9lN3wKBQB/wA6V4vDkgSADCaNA2XC1EAUJpymczYyISCFtb0KMUW/g1ESlIRNW1gI4jsgKo1rgGa71biOOxsA4XBwprPjgt4amjS1PNa0TnNt1cYBROOXnstrrnmEO6//0EACA8DBxnCu9n2IQCK7kEdWA5BPb2jWA95qaBQJ+sVJHEy2sAUl9lc6sBv32B/xLymvV3JGwDi1yLOVMb+XeAJExg8egBQB4CGBgk0jLZ7TBftoEzKh4dBIfMy1bN6eG2lJBmNJBhEMnDT8wuGp413bnbC9eb4hXhuxNxOBzY9t+LsuuNGz+XRAU1K5xRRU4uh73ex0WNdu7Z5N+Zi7umU6wuAcKzCyeaByE6VUTpnPisx44YbbkRZFz0+vKJhBgbuYgRQKdotBiRDGmhamcd0AlS1kJHYGtYxQEgBhJWMJmJULgq80QobngIQ3CTft046E9wqwZ9B96puA+HgAKYkr2r31Otzlk0R2OwoaS2ihjiaP9DDb/e10DQV1E2DVA/t3SMn5GOah/32gRE9Uas7OP9oxfO/+HpcLbLokItcDnI56ZGPtw4JAE+/8wh+/40fUcdoqOqh7wh952peZdh3clPCnlPaJjZpglYA2VQlpVy/M6ZGmqCimU5pkXkslrWG6hbA8k8LeoQLS2EMFgCsnos8ENpd/1JCWvSNIaSEFmoQT65vOr/NfpmkRDaBLKpP19+cAGtgjQREG8tr7WUIIqwGWwDQNnoSZnMX7x3L6y2cOXM93vmud6neOOhdplfs4R0JIF7c+jazMfE2AKEzipd13SrpokHfG8HnHCEElvvZ9QtRz9Y2p27coNR0WfLIOKHdpzzNpl80gUylG8YKgDB4hUY4ghnJGlEojUx/E43AM3RJZ/5Ut6SUbtuvr+uYET0oDvW+ofgK1x/J1ZeZvhdezV6OYry4pE60CjyfdOhhKdpOJsPDwHSmcOa29OHvBqLRLs6FnKTHcN+GCuT3he+ZKY/kfy9GSA9NTG2eFT19+hRWBw7oDs6x0SMWuZHSk+psoSu6PmfPrXlIZ3KefNwp6Xei6z+1QfR1p+a393QuiHRRbiTT1z5BducQ/1rpoNM1I4oFCB2x70+kNBA6oZ7C5ziYwXcLA0bA7mGfJ6Nh/rtPXDFPSF8rQgR3PvmabjD9BJdLqUN6fVeiLB7TiyyyyBUp//yf/3McOnTok36ed7zjHfjhH/5h3HLLLZ/0cy2yyCKLLPLEl5/8yZ/EoUOH4jM30PpE5Nu+7dvwlre8BT/90z89bP/mb/5mPO95z8PTnvY0fO3Xfi1+/Md/HD/3cz+Hu++++6J1vfSlL8X9998fn3e/+91/4fZ9vDJNHARgrIybhKV2rU09SGqbcZgCJiWjd3Yaau0L6+re0mBsNratNtSmddWNgYYJv9A1si78a2Nb8HUvFgUJHEhk81bp6/AoLxzgAqgESNEsNF/PyWWeKk6MYcaUs+f+o44+ukcEYMw6d4addZsScsU8JjS/bvHP1oQbbzw3OBJ8TCCOXhoCwXEwbHBKocE5gpL3QACW3tFRZfL88Lb46JJEXZ6KN+elC2/k1D73UhnbnH7a8QG6uTcEvM0Y63Xg0jyrCVDP6RyVeeWeJogcgmVFCcPSY8tEHeMq1L2io2IAE9RLm+x5yPsYQUpH76VryCEYZxhhAn7Rw4vHWEiEynbDAffa9nMH3d7RwJE4ziKIsn2snGn36+r9nXDFYZz0Hst56yTqCAduSuNCwOkTJ7C1f5/e/+sVylpzS/NUrA2Wa5GNei8pGkG0cXg4ACKNZGDPonvH+GCqx5nNA63C88l7HY2UJFfszuYD8VCOiWywOUWjglIAjn7ltfncQ+F1V8xowoe3prlORKNBtKaEdq0S4GRrgp2dip1N1RDgMXYGsIsS1s3Cgfs4OPzuzM+DD+3g67763O57YJFFFrlkcjnrkZeDDvnZTz+KR85Xm4N9ztJ/8twVMk688JeQky3GO4auNigS0kkcOLGMzqEiqu1njGqcp/E5W2YEVPO/vZlaH5uOSZAI4etKgZFgRmI3MCqRhRA2wgqma/r7iic0Mk9Pgnp3ukGWhyf2d6Jv83c2M46fPIUD+/d3XSB6iPr7cy+9MvXJEM0l9MhO3rnu4GWz3oMgpAelYdSlnFSNPMm9PWGMlh20XY8iHvXCqNujjVgu6YnVGNGUGi6MwqV7Uk9ZJ+TRy5m6h7J7UlNwnYxpVcBT2md6pHo/E6YVqxe16ZPuic1l5nWdPLhdN+XS21K4mDe0dQSrNzfvyjE96nx6S/BAcPvtGP3t42c6NZWxrhi/gZQOpbHfUV7OCHm/Q/J90EnzPe65ueQ255ps+3q9xqnrz0RKF8CfD7JnIken0j5TAhpmHMIQMgPGiLajOmKzZ7KSE9GsYf/DFLQvqMTXm3CiuYvYnCGz+cO4aCOgU+SE1i99iOrg+zHmrtboOGRkOODRHHxujGhkklpnE6HE3Ar/Bw0tzYfBhAMQbO8I7rjl4GOP2SJPOFk8phdZZJErUm6++WZ8+7d/+yf9PM985jPxzGc+85N+nkUWWeRxkpTT8VLUtcgiH03+2l/7a3jWs54Vvy9cuAAAuO+++3D99d3T7L777sNnfuZnftT6XvziF+MXf/EX8Zu/+Zu44YYbHrOsn/dtb3sbbrvttj3LbG1tYWtr66Oe95MpT7njAN51zzYOTCVIMOnQlC62a0OZipEoTYE4AyCkCagI6qahVQudBwVoev46CoCjWeq81rrhu1jOYWn90XbrcI/0q4SSRBubMIAWi314eFxSuEMwoWFjV6LhyEUI4AlVGKXt6HWgGOaibo/6nQESBUQqzLPEz0eQYts5ebq0irIi1FYRzrkTgTYVNDHazgbEhH379+P0qVO4733vAyADSEGw68+u07Drce8YcUCwDcdqwRkpCoQ3kLuEiB6qJ3PABKT5wcWgIpJwuCbKkYwVMAmPIIJHLg9hIvVOJlLUJtDi4Wt4LPeGIpAbIoKweYnnzkl4W4Rz9t0WYpsMrA58zeoW9FDzQycVvzQHab3dDvj1NsHbHV5A0gHZWbXDj13RMGkol0ctAOOMIXo7fP9weAcfgXyMeaU5OGngonv6AvbdHU6Q6k/17r6wPdoDwnq9wumzZzDtmwKsZAu7SAa8MxfNMW1kNJWS+pVje0ck3YtZz+fX4/nlO/jIEEwQC+vYIpy+/rW4Ce53AptEDERUT7dI6UcCaWRzoLahNgrvuzp3vmKgbtxLWjuLmVCrekxvqj0TNrPW2rCzXVEK2yMoMRaaPsEARis7PjWOXurWhx+tOHjwKoKYFh1ykcdBLmc98nLQIT/r6dcObG/kkrZ5FjCSmY0okQY2w8AIhJ09VMUIbi5o0jTdcuFIV+16U2umZlhuatcH+vl1izTNjZz58Nag6ZztGtwTWpui3tfuRdt1LlGvaAGK5bXWSyQQGILWv1vFDdDc0pDQ7QiMxgVUBU6KSdatTP+E56AuEttF9L107tw5/Ml//+/R+Kwy6muI9njZ0+yvqXTAmJNaR0HHhlzv9vdhdLINWde3hOKtiZxtPFrlenq0i6Muis7Sv67/wdYBZOQiudGA6HsVk0YfQNOxYJQwjiAbe7+e8OgGzICS1Ns69NneXvaFh91P2qWjnub6gVVvxyfFOetloOQJjm4s6KcuESen64hmMOr6sv+gIKWtP+PBQb+GgZx2nTLpgn5e2P3r++yY0P+S3ttPkhsKXxYMx+Nif12P6xp0P4YIN954I3i1Uv0wpU3qRsIpXDd6SG4loIvpgCWMQmBlGk22bmV9/kCICDlWxnULJaT79aqhoumIYoYuImGwgrTdUqv37cBQRv92TRSw9S+SEU9mqQGLFKCVtpYqHzpQZv/pthb3PEUdYm0QAR55dAdf+ldO46qRS6lDWn1XolxFq4ZFFlnkiSyvfe1rH+8mLLLIIosssshHlWuuuQbXXNNzJ4kITp8+jV//9V8PAPGBBx7A7/3e7w3pKOYiIvj2b/92/NzP/Rxe+9rXfkyRPd70pjcBwABcXo7yHX/3Sfg7f++/4sDBREQZMeKho1trYDGyxwAhB41gJAxIsF5PGl6xeKjGDpqoJ6GoRyoItQHYiBLYUMBJGJBKWE0K+jUSsGOWBhgKONFIFoLZwnjrvhqYjGCC0I6G6ZaGRgUF1dqkRDPMyl49NdjIsBbfNS6kgVRNf5N4PmqAmiggxwWtbRSwmpRll6rejxDotiaY9k24/uwZfOjDH8b29jYABInoUIriuwk19DLSQ3rrtgEnTD8MGAxUi+y6rC4L6ywRujGBa+jHeKvIyjgp24sTmgWw1DE2sNL7vw/EgACTs90Zo0ygXweCA3MxQNOPkQSCpZs5gDt0YK4JUAjk7S4JpAkXBjveMC8ps7pnXiDu8ZJzAQ9FEvC3x+EJOJ8JwZ6dHnbdKxiI4vlh3M+XboHo3Lh3iFJ796qsA9nehtwRcyOEfLk33HAWXAqISgCqrTbzmu45H6kUYLJQ3+7Bs1rbLeegKndPGANUNbpB0fuLlZxuPAUq6nkTtTyHd4yDjmT9UcXyDRL1aPcRppEsTGMHTXOewWqgY5UUzrEKNps+fpmkbsF2OxjoWDJhs13Vc9+e2zwaIoK6Sa7UArMOkQCDNxvBmVOrvQdkkUUWuWSy6JGPLaUQnn7nUdz9jodNXxLTN1x/cIITQGuaQ9dFnCTpaUK6Piga5lk0egQVDQMOSXoDlLhsBKARiAWtEZgt5cygExlx5NwW5jldJXQqETUmYiO49HwCgCHSNDQ4KSmuIcwT6ePvITA0rQxAwgCqqTJqWCWkKSiEmhGvDGJNfUPSjCxU601hceUbEMbBw4dx8vhxvO/970fkjJjLLrJ5j20WLpzIdTeOMdFiSY80FlJMF6cgZfW7ZGLWTwfE+5fY63Myu4fwHhRZJnDjINi4mP4iamBArR+gKTPYTALEjO24t4M6CYoiGu69b9GjqoTOEs2RKDCkQXF+178raWl6lhtG2m52Qji6PulwSbfL0XYA6aS06TQcRnleh9UThDPi2cEuHc/rxih2vPdE9IcT7lkBjqq9Lo8uhX50j4W+x8mi8Xts7+WPHD6Mo9ddp4a+TkKz6ZT+LIBU70thuns0ArY807ZWtWe3OYlNFhkr8uZoAwTdO7q5Lhjr3ewZrfujb8TmGPil+z1pc5I9khHhwRZpzec8C+3d3BPa13DWjU2gkcqMRBZID/8Qf1K+aNsekSdsHdWjViTSWxf2uPnGAzh8zaJHXm2yENOLLLLIIosssshVK8kA9JLUtcgiH68QEV7ykpfgB37gB3DHHXfglltuwfd+7/fizJkz+Mqv/Moo94Vf+IX4qq/6Krz4xS8GoGEXf+qnfgq/8Au/gGuuuSbyCB45cgT79+/H3XffjZ/6qZ/Cl3/5l+PYsWN485vfjO/4ju/Ac57zHDz96U9/PC71Y5YTx/fjwoUNWq2gpuGOZWIl8tjzAxLapqHJDlbrFSYLbS3NCULCtCqGK3WkTxfdMO9pPaY1BT4KKwDTqqaOBQAIGfinHivFF/lGePpz3wLSMsSEATGXawKjomEiQvf+RhBRDkSEVzhp3j+wek+jte4RjBY5palVQ9aq9glr7mg0AglDqhFJ0wTa3gGtJlRswFihyY6BZQ3SGNPWGufOncPb3va2cTDIiV9H6QgibSCjtRh1oCI27jG4Bv4F+JPASyf4ooqW6nMgknqnhyGCMmvjdht3JZylg1vodUZVQT7a+c1DlGzMQRReMfBrDBDPQEUnb2dAl3iR3B+F+t8AoDvIFh5BDkCmdlPcI6lOBwGtXWSh8P0+zEMSoKgBrh6K0a+JvGO89TYe8zCW+XqiXQOY2fd7ndljLcZmFygaB1hd3e1sd17rRAZE/SpHjxzBtdcdw7RvZWHSLVz3VEBlslDe1PNHN8vlDtLnBemd7vVGTml9RgkG1PGkzz1NNgvYcxKgo12zWiege013z+nRyyFu9v5JYGMz0BIwsiJhr5qL2rD9CmyqAY8p8Vx2qPLwi5qLHNhs6vjMEVA3FbXWuCcRwKN6U0utaK3hgQe28bLv/DRcTbLokItcDrLokbvlrs++Fn/8pw9inxsbJQIkorb47yYQampcBHWkbk3A1EBU7BWgZDRzidk5CFOCEtdQR9ni7/Y4RSKIJOsegOqWqif4W6CJoPi7WozQGkg2iVe8vhcYzQwgBX49FpvHIuv4C16IITJB2gYQtmhBVQl3ZnhaCcBzLkOJaGkgDyFkoZildXKPyoQzN9yIj9x/v3rwJ8KZ0ndQijrj2+K6rA9yFBh7PZK4t3HXX2BjQFln8X4MktMMNc2gwGw/zSihNyOI8PQudrWbgoCnOMgJXwLUsMDe8WznYQJI1EAVrXuzq/FXVwqLJCLP2i5l1Hfi3etqHs3173n5rgd3dbuPVe9oiuM9dLnrWqGfmY48RLqJc7Jt80rScUThgD4oeDksej4nevsGbcjPLbmaVMI8vQf10D279yKfo/00/I7+sFOVwjh3002gyUjSIZ+06oBgi1aVvKaRjUAsXYymd9EQSkIM4Wk4l9oLUuh3Oojan2q/avreMHjdcMHJaxcPve2PiaeVAnpErG7/SoC0NJdYHTWnPdgjBYKRzVELqcF4qwJprZPfli7LZytVITVeTz4pAdg0wed85rW4muRS6pBe35UoCzG9yCKLLLLIIotctaLhMumjF/wY61pkkU9E/v7f//t4+OGH8c3f/M34yEc+gs/7vM/DL/3SL2Hfvn1R5u6778YHPvCB+P2qV70KAPDc5z53qOvHfuzH8A3f8A1Yr9f4tV/7Nbzyla/Eww8/jBtvvBFf/dVfje/5nu/5lFzTX1RuOXcAD58XrNf6W0SBtdoEExsBTOoBIE29+YgYpaj7ifh2IkywSMgWhlvEvEoMiBAR1KbEbquGLTTHIXSVZ3xMLOR7SPDO//kCv4nmDmNqieizsNvw+gyoJEYT84opDKqU0IeigFqZEooW9DcivOJ6DdrZgexs67mmCaAKqVXBl2kCWtPQ3Qas0FTU28PAP54YR44exbHrrsMHP/QhO797tQLuUaKgmIGWAZZIgGUkzrHZFwdUA3hCXF+Q6bYyVyAJvVMpoJdBxHtB0EM1EiLXIkUhO7qkbQZMdhAqreJJb5R8TnbSljuQzAZkac7zGbCWGunjlMNJen9l0DD9SaDf7LpFAc3oHrshh3CHMHJ4I0p6uxMYIZ3dvV4w5MzjCE8NOPBNxANfGvcBeh+A7NjA+Gi4JrEDc9jxjFH6Me4ZpmT8zA06gaEZPHSsMgOPRECZCm48dw7Teop7g4lBhVHKpN7N2qHgrS09KRd9JqYpvKyICxAhaT3sagdUhUoP52igpQKQGhZVPIe8g5k+kAYqKkndw7k2ofCA7mEbHUgkI0FyuE4OLFSa2VM0oFU1qHBS2okQ9ZoWM85pBlaK5R8UBdAFOm+2ph42tQ3978eKtPC48TF48OENnn7nUVxNsuiQi1wusuiRozzrs6/DD/3vf4b1uoD95R3MC0HQAJQgSwEjWgrF3Ebg8A4EaZ5dAF1HszmXyNQd15NgRKSfVnqqGDGvxqTJxJPfpOuS1XSV4rZNQmpwZPqWa2ECD2HNEFSEV7TY+xYCiX2uszlhDYvS0boOC4sOokozBAXEVfXqVpS1r2bxxqpren6bsrXGjTfeqAaO/kL3ruoq80VlTmDH915CdXIhS7XTy+m/HJ7c2bCMfLxVebGxJdWTau0D6INqY0b2bkwn6MZyXq65nudhz0ddkEBKNNdeT9wb9pvS/dR161H5ygaFemrStC9j87x4qjxv7HrUMDxGEA/kcz7OdcbYn3W+2YmJzEE46bLWbiq5DbktXeeTaKq3h3obAAz5qr2nZ9fbmz674+ZkdD9j70SzWjh75gzWBw7oQ+s5pC2Jt0S+mWJ6YDc4FJBF0ukpYBpgOd49zQt1/dA6t1kqAY+Qo88sAMsX7wS1zx8e/CZ/ajNjSelLHR/koJCl32w6L9nvFE2nF0vhtmf7ATXw3iQvazfPjja1ln55vQ1u3I1EejcRPPRwxV9+1jFcTXIpdUiv70qUhZheZJFFFllkkUUWWWSRx1GICN/3fd+H7/u+77tomXe84x3D7yFU1h5y44034nWve92laN7jIn//2+7A3//B/4GD1+xDq1XDhzHrslfSyhsACKibhjKZdbp5TdfasCoM9+51YBDw/jPQThQAqVU9XYK/FLJ0v7qAXxVBYV38k5i/BBMmaeE93YhAKBBUiDCEqjoFE6FKB2wKFKRgARoLuBngSAVELaBKEs8tqFb4zJo7WqBgINWNse4chLHiCWwAjnpcY5oUT2wNPJnFf20QMuSzCaatCTecO4ePPPgANtubGIvuXuJdtve9N9yTCfTqYcGjZOTZ27MmA/Y0TFxc0V7FBgBQcWdJlRpx7HWl6wlYWGZtcI9tyw+oISV1DLL3MgDwlDyvEnHXwUU/HcdJBq9nvwg9MIGdCRyMOkeP4CBxs3eKSxnbGaERB0wwAX0zIMMNNkCd2x6h4fFLeIrvgYcE2OmVBFlO+U+6DmAeVnz0bJEOqnr9CYkUAW48exZbB/epl7Sj+gyU1QTeWqHVijJNGsLbjCOIqEcicHC12LNDDkxyhHIUI+31QwpWWp94WO7muaWpoBoQ6aYpm0o9vKp4tAGto6GDtIB6zynoqHNIIWA9AY/uOMHRiZR59NTWelACEc8R7dv1+MLAhe0NpObnhyyPoD2/IkFku4FKs4rLakKtDTfdsH/3DbDIIot8SmTRI0c5sH/CLef24/6Hqs5XaCjSQ2BLVZ2LC4wgodAvPTquNNGw2EYESlOvag2EYe9nwDxke3SPVgEuDa0xPF1FszQb7v1ZGzCRQJrqhaa2djVAVG8JD24CyNrTTP+MvNGmNnjilSqEiUR1WCI0YRB1uquBwWah52ljIkUFM6gV4+xFs8ZU7TNwA2SCcNU3mTTQtIJY7ggCcPTYcRz74IfwoY98GP5inutJIYPOmPXM9EJHv9Yg/r2jGF13CqLSGOVdUUJM/066GASWIsfrdL3UCPBCkNoPUlI8McqWZDqHEe8ReSjYQBJCK0NcJdU9wuCzv8N3h7nxXpzpQb4tunSupYWW6xGnR12Yum7M4fmcWV103cp05sGTOvTO3i4u/WAf71F/S7ptnGvUBQGYrs3pHHucD9kodNYXQ2Wzey6T3UOP9boPHTqEk6dOq1FwUeKZymQktXpCk4Xv9shWUhhCRb2hqWgOedcHwWhwIrqTh2LPXxVbu9pfD+PthosRLVtgJLUer0aFPRKDlsnzEkJfyzpi5J02QtkfIWkSH7JKMtnsFXuZ5vd86IZ9bT5fD4p7U9eW2uTHaCWHDzLOXn8Ai1x9cpGsTIssssgiiyyyyCJPfMn81qX4LLLIIpdGbrnpGtx6do3t8xcAKPnRmoXEs1W622J37wpd7fbQYwDgHn66iNfo1jmMd1+gZ2AnyBwY2CfApgE7G3/WOcCBncqJkyMQWl/oW1jEJsVIqWIghf1lAqigsZJYwoxa1qiWu1bCI9PIL/NMwbSKfGVwj0wHUNjcKLgoOTcVBV2mKTyUNTUhgdcFPLk3AGFr/xZuuvEc2PLJZWKRBtDHkdsOZo0g0QxDggw4UIB36IUdG+zHa4hsKnt5c2goSccGFdtLIaU5oLEZKa35AZG8Lgai2MVXyebhy+Z5FHicf1JXRNsJoKI5jLloqEz/MCt4t3sbgye2a4XlTPd+o/g9nptSI+xuTZhlXBn3Bnou6j0lok5LDIL49RCCwCX3rrG6Y3wcdMzjivRUZQ/ujAsOWOhsJHY1tYNueZPXd/ToERw7cVJzS0P7pmwZCc2s6QGYQaWASgGvJvBKwUdxzykifYZYB0i9oEmfRUDDnUbeQC/DqMSovDZPGCvDRfMJkj7vHsqbCqOiqPEK/INkjGCgZfM5wwBIADuVcGEH3evKO6PjezG/+Q7f5kB4a2If9YiWauU8tDfBQEfzmpbe8x6mkdmuY2eDD3/gEfzAdz9l7/vqCSyLDrnIIpevPO8LTmH7gkWHCOYmzYwi6gloJKI4C2TzaguSZUbwNKBKM+Mdp4M7yeL6Z5A+A7Fk71gjiVqifVqdlQU6iYQ05wNoomG3m+i7ozbY+wIAenqYTlRx6J99v7/fGK0UiOudZMQgu5JC8d5zghigeI+qLqblabXCuVtuwWpaIV4ce6gc/n4elIH0nYaC/TsxJX3B2mI6X9eHeFbvnk3QjUyh54HI0n4Q3IuXLGw5MffUH34KBpgZxffNPI+jvYVQpgIuWpZJve/JyFUyHZBcXwzFkrrONirH/aLIdUmK7VqnnXvi0NlUl+VoMxdGmYrqcFlP9GuwdCfFjqFZP6sO6O22cYs2574iWGz6ve+D+OHXkEhpRu/XXIwvUt8e91Lvs8e4DwgABIUZt9x6C2hrX4ToJmZbPxXrXzNMZNMLPbS39VnXGSd7rkxPxKgHtuF59Jha/l2f++p5oYX7Mw2fJyjKtdanLuS5Q3+iSY+O09fHKj4vNSOb47f0uSmi7Uha31rao0jtEu7agJPTed6MujDW26BpYZ777BN7jc4TWi61Dnml6pELMb3IIossssgiiyyyyCKLXHby7Gcdw2anou5ssH3+PMQQum6VDV3wVg9B27DZ9HC0EGBnuwZJ063DZ9bcSGAGDKiE1lGrL9ABaYzaFOhrts1T3m1Xxk7zfK8j9OHn744Oeb8RUugW8lq6KFENAnjqYReJLVQ3A9NaCbUyae7baWV5dPV3gGtEwFQMY+REIBN4mhK4VUAT49pj1+HYsesUkCEDHXaR0/aPgUOZsBzAwPja+xdQcKzXmcG82Xn82ACV+vnGYy28dAbWJgqCOgDA+E8J4U4Qp/3pGonSlwxi2idqCyyMEqnc25+vcfg9u1d2EclWgnh2bsPufIy8bWFM4P3kWFnK60dCASpGw0sHQL0/YzgcmMvjEd3Sr8G7KDrQc/8Bu8hwB8dSpd6BBobO7qfZPTWcx2S1WuHmm2+2vNIGkpM+A5zq4yCmO/Cu4PEEmlbqGTOt7PnSZ00m846ZVvD80iAYkG+AoeUeDXDfr3UIU9m9ZgppbESfyjxdn2J7hO2NekgD7i2tBZXMcC9r/Vur9abl8pPZPNOs8pgD7TcRYceiI/iUWGvDZmNehrVb6IiIha8XiDTs7Oygbm+j1YrrT23h9MkeMniRRRZZ5PGWz3vWcTz6qEd/ofDwc7I5ZukgW/o7aQT6JSJExFGS5vhENoP8uD5XzkkDn59FlDxyPdPJJE/J2jyEr71Q9D0xe5fatTm5pWF+Pc+tfY8ctD1EcHNS2rdR+iTjqwj77e/BMql3KHdSu0cTUXK2bK1x8y03d2Iv6RQAZnrijCpMuvkQOSXpWQji01nSKDTogF6/6wtE2bgu6xK2P0jvrgTu1oVKV6wwno9NVyK2sO9zojqRrK4/u07CzCil6PfCKGaoGHqeGwGWmSGjE9JBgJtRJDN4mjqpHHpcJ52dZA591NrtxDLPSPYYLzID2MJj/wwDkMaZoouDVHbdLAYh6fS5mmFwidO4+2lGfXSv+2hopF8Tcpu8Dxk33Hgj1gcOxe84H7F5Qet9jzJBTB+M5yieIUIP+e0kdH/+APea5jAcafF82vPontFRN+DPOKC6X6R4znODABXQiBCJcHYDF593gG6Abb/CuKbZPAYnsW2hm4lmb0j16FdtNi/Guhu2dsewbtf5rf9+8KEdfMFVSEwvorKE8l5kkUUWWWSRRa5a6Yv1S1PXIosscunk8+86gR/76Xfh2HUFHhZPwxo2W7grGS2FFfyzRMB93asetBFC0UjKVi08c/NQep3IaQ0obItwpHW0LfZZSMNeFzHezUJDGvFMAKqw5ZrTVT+hYTJwYchZbXv1WioIBSDNB4jCoE2FkGiYQGKAqoVs1HIkFmZYKszlsddKBEwTZHvHjhUNHb61huxsNN/0SlkuXq0g1cn6gmktuPHcOTz44IO4cGE7QBzFGSwf9sDrU1xR5AuGjgmAHplQ+n79roS3e2kqMGWj5sAI/DhAGJEDWiIpH/Wzh+cSAggTgnpqtKHBqZ1jjkc/qO/LuCn3tniH+KC3sb1jhQjAGpI2R7l0oMyPt3MwZvU72JdhVAkQ1ongMRe6RD7oESDu9+7YSxhBPB873xVe57O2Akbap/5BD889Evl7nHM4/0W+x+n6xptvugnTetVBXPfkKRrmPn5PK+uD1Km+L5Pqnke56PyjgGOJ+0tQuneM5xSMvILaya1RhFZPWJ7NZR2gdE+YKkp6b0SfoUxCEKlHXBMlqn0+9PnJIvqjbkZPPQcfPay3NAcbYeEY+3zZkcWOdjYrPxgFQWcuEU2jcNMNhx5rFJ+wsuiQiyxy+crBAxOuuSYl4m2aEFrEgqaYByAaq0PnrpeR6yN2uE2oHClitOoqQGkCYXvVk88NnsJY7LenlKHQebx8a5ZhhYFSAU/n3Od3NxT0fNUaqptNvSl+Dmu3BuoGXBnSphr5RZ0EIwvurXqPeXOSJB2qv89INApI6Dwi2kgjKLGxDmHG4euuw6njx3Hf+98fesEY3jfpRvm3b7OLJc93HeVgryYZ9DjXm7rOY7qhuF6UvUSzEgRL6SKhW2nocBt38bFKeiIzpLUh14mPDXkdBFC8M/stCABSqB+6y0iW41oL+n2i+2goz8Tpt+lYXj50L+8LMt05lc3nzYT5sN07KdXFNt5524yEHvp3aAuGcwzNmFkLjGHAk94+r89TF6W+Smz57vq9x6Jtuu3okSM4fuqUGS0a6V9Kv+fJ9LlppdviWUrhgGDRBZJeJ3aOTmD3fYDPFWYwIt040R/cZmXcUEX1QD/WDFhMGVQj6hT4YRcnbDNEk5iPRICNRQPT85r+SASpPeKE32kNFoks64oYy3gH+xMqmitGL8lP6o22sb3x7NUXxvtS6pBe35Uoi8f0Iossssgiiyxy1Ur2erwUn0UWWeTSyZHDK9xy7kBa91IP411bLG4jfFjEMUNfhQfxacfPi0j+rgv18JJuCkTWOi7sVQi1KRjggF8TwqZ5TjAlpapoKN7aPPQiYWP5xlp4roiF7NZ6O9ajoCFAkFLQaLKwcRyeDzJNBrZYODkL9U2lqLenh9dzDw4DdHhlHqMwb1rzsvBzT+sVbr311sFTdheYlHHE3YiukoFk4Qq9nIMQPKuAHNLpZRPm1YV5CNM9O2HHGx2ndIDQPSWYo76A6vy45KHLPBK4UZ5mrXQe0sMUEiWv5oR0G5ga+wyg6d4ivg9DmHEUgiU67y0m97ZO/WN1zb1biLtnNPvSn1NfRdjIxHeTP27j+MD6M9qJcbffATn8exwzA4L7IHubLUc6AXPAdDhPOs7rYCacPHECh48eRVlNvX/MY4hsfNTjqOg1l6lfLEGjEORt2nmInNIgBSJZ/wpNGqkABkp2LFWBXyq6nTsA2aDh/JsUzSFYNfcn4F5x5iUDQCwDqAA6hzTdluegBoJUYFMl9I/NRoJXFunh82Oea3HjWR2+I89vKdWB9DlWw9Z27z9YXu0HH6540d84d9ExeyLLokMussjlLX/jK27AhQutE7ymtAURaR+RFhFwbPrT7a2TLeKhcNss+o7M08K4PqkVzQ2F1Csx6aDUo/CMxE76avuafaofH6G+QxGwi+jemFW6B6a+Y0oqD7jlmxDQuKeiaJRSybCFJHbdZlKPWfj726P1uI46TTh7443Yf8DIpqyfZIn3MF18m+s3XXlLus6sLAM9ZMnuuiMay5Amx6+x615adfeujn4dVNe0DW4Aq8dInIuHUODq8dyjwkQIb9dbjBSNqDxs4b3Ne5rSseNvO85J1VRnpJUpFKljom3moU1O7qZrGJXxrFiO27KKRz5+83EMHbz0+l3cs94fPsnnznWN+iENJ/0Y76U0dJmUXq/XuPnmm+0eZjVILJPpjCkiwLSKsRHPMR0GipaSCaY3xkKpfzyvtIbhN0NDMYVaZmWdZHQdsPXn3/XDhtl1mQg0NYBH8fI5zeep2vr806M7zOevbLjY574gtWs/2TBn2mYNH94iHQykG4dEyHCoceOX/ZVTe17HE10utQ55peqRCzG9yCKLLLLIIossssgii1yW8ty7jmN7x0DF1szqui+gWyB7vlDvi+YADMVDmfVtYiFqnattHo4sg4f+G9Kt02fW54CS0LqtAwotviOIQSWvGRBGw9TJabLctZ6bVgCyFb/m+7MwcORghUTIOIhAqKCVCWD7TIlgW60MPOSeO8+AFwfLOhFLEKYIgXzg4CHcePas5Vd2/DGH4I5L3JsoNslkqYeUHvIYE4ETKOaVi5/H/nGSWQfOfztYlQ91UDFt92abl3bGiij918naXj/zrHyEP0zYnERLEXeGk8zeGPfoyBflf9x5N4Nwft0G/AVmmuqk6FOk8JSJwPZ7MLefcrneTxxkOvXL9bIDIJs8VnK/53b79aed3sY4xqMx0nj3BA0QA59wRW9fXCNw4MAB3HDjjeCVefFA1DDDAFmQhbKcJtCk3i9OXHtkgfAAKkWfH9Z87sITupdZInj93oU+MwKApMItDqr1RSOC5xJUw5SUU5AQHjJOSgsMgPSwjjKfa/TkeftoXAPzKOqAI3Of3wCEQY+IoG0SGNnMC8a8XpwwUTCydcDLJkipOi/vWzNOHl/CeC+yyCKXn3zB553E9nZNzAmSDok+gcJ1ytajSrgH4FCmkzZixov+onMjyuzFqpIj83RdM+uZUTzm3RzWd9zvXnb603XOTCA5eTV6bQqARqpwNFL9sxKhEWMT77keghhl0ncgGZFN7pFtSkuZ4v0ZL2onqEHgrS3cdtttKMUCtWaiGVkH6X+7NZUXdKULmJPTF1U7CWrUZ+lsCGaoVlL9cL11UDAukkJkbmwHy6vt5G4ZQ3xTr8P1Mk/xkg0iXQ9jsvQiSZcLPbukevzjJPWMoA69MOuETjrnNnWNN5XL7cauawvdPxl3+hjm6w0COempEr2dDSrJUqxw38OUjDwfY2xDJ6VxIyg9ctT35PvLN+YqiXDLLbeg7NsHECsh7eMZ7SpAWSGMOAB4lAGhAikrNVa00N/VTtJAaFRQiVDBoRP68xipYExv9EgLkXde8lzgxDLBjQk7EUy+YBwuMNar0oMcjPNQjiTQt7lRjk8qrbWY78ZjbN70dTd08pmnzBrmWxkb/+DDO/irX3L6IgO+yNUgCzG9yCKLLLLIIotctZL140vxWWSRRS6tfPFzT+HBBy4EkYLm0b/UCrta/DGFBo30dNDRvFpabai16XcR1CbYNEGtSnRrqFvqIW8dWHQS2xbnVRy4VGtzB86keQhp80hxkKHpUkugYQGDQIJ/JyOnjcAiRiVGZUK13wJAmEHUw8kFFOM5clerDtAUMk9p9z51gLHAPZjd45pA4NUEXq1AUwFPjGlrFV4dZWvCiVOncO21R3djRBngobTNgLbsDeHgbuYsfawAUb42AZX+dxc2NZRJAJid270/AhhMHuIdMzNym+EDuDcAZlgoM4XzBsHBxQ6oBchnYFp4wuTuCdIZnage8vslWI0ywJj6w/P+lUQao5eJc847Lf2m+TkTGU5suc7JPWwKENcRnZzAzfnQU4xZtCmAQwO7HD4jp2/7/eE7+nHpvAlrnMs0Tbj1tlsxba3MC4hBq0lzNK4nYGKU9Sp5/pNFE+DkWVQs/KaFKfWPkdYRytFAVQHMe8w+BhhWLqjE2FhIb50iCBVOIKCDi+hAI5HOLdXnhOTpBiDCMraq81cT0SgLTqIYGNha98JzDz2f00QEm01FbYJqIGJzIrpaPQYS+v3o11s31eZKZVFqbRFadftCxd94wdmLjM4TXxYdcpFFLm/Zt6/gM55yJPTEwSPQymRDxvDsg72zxLyhMQvLLH2bSI26WyRbHcUJJ/0+22c6phNPLXkzdiJ6t0e1zD7N53z3jBZNDzGGBvZ3kJNjxfJKT4mUTuSZvRc1p3Tp5BunfauVvieJ+vtzmgBibB04iJtvvinaPJCDofQQgsBM5CZS0UwS+7tJ31dZsbSD/H2fziHK5MKjvoQ+lXXOFE0mH+s6cXg+Wz2cciyDqOvkyYBTK2eN2jInxsk9lz04S88FrXmme87p0LF8P/dtQ47q0o3uqLDpqgjCnfrJg7gO4j/6n8N4FUGgw3JXuyEpp5DX6Xpdbw29NH3MWCDybLN7F1PXjaOOXGcap15g174976n8u1eQ7hfghhvO4tDRa/U6XOcj90Avmku6TOoh7eQ8a9Qcsb4Kw2LT7WCpXxpPZoSoz4dHK5gbH+pzymHULDIzNoE/+9rmgeNt1I1RZJxDANUhgfTbjGlExnkpRABxnRAA0DoZbR9CL6NGi2bM49t9/Rz6vR7U0hzrJ7v5xgNXrXHjpdYhr1Q9cskxvcgiiyyyyCKLLLLIIotclrJ/X8HOxklpDzwrwWxJAzabqoSqI1WxcNeFdMaHAME0FZSiudm2twVbWx230PKaqw+C8JIUUfK5QXNUVwCFCZvWMBVCEyNYRXNXM5sHtzCEWjQ5ItSRklRKdBVb0FcIF1ATgAmt7YDLCmgbCAmICoQFDQSqO/Cc1KjbWg8XoG2MeC2g1jTE9jQBm50I80cQSKMI5Y1aA2yTzQZlPaFuANo0YD3hpptvxqOPPIpHz5/X/kECSWIRTPnHsImYtDOs/yOFnqCDSk0zIkqTzHaGoQEFuJFHuAM1ETHby6e/gAEx5GCKwZoDeW7Hy1AxAAEToZGM4JffV86yQsBTD8fnxgp+wlRsFzE7ImXaX5GDMvohlWSALO+hGgD4nZSr8httzCW4q1wG9WJToiUN6Jt7mgzgZj7egS87r15HP3Ncu3VOeOdEf6YOzr0Tz2Z/npkJt9xyM9brLdCkAG9Zr1GmApocbOUBLCYePYcwreCGG4EOAxo5gFgThJYOVDaeIKV7RgkRUFY6R/AEwDyiyUN3axu8r2IekB5VoUV+Qb/IkvkR6ONB2FTCxrxlAi5M4KOChf6D4PnsNxsloaepoDXBzo7Dh0nsfsre6kRjyoQAGUUg0tAgePChDb7wL5/AIossssjlKl/wucfxlj95Ow4cMPjbWFwh6TpNE8B0k9YaSOydLtByFSBuoa8BBDaFpDWd+YX7HO+6hpPe/s6bEwit6eskqRyqQzpRaw0UkOWh7oZ+LXK46hvWXrXpLQBrPwPSEDltoYRqA1Co6jsLDRUFk1Q0MIgELEbuiXrOCvQgYYDEslirwqnRegQANkBjUAGkqQnW0euuw/UPP4x77r334oPkCviu7f6n90cnJyVIMj+e2CIJpXWAF/UOIpDp5Ubaxni4MoJQciPku7eAPGsuxRrET6/6ltXFrGcPNpCsuyT29QtM+k6xgUlKrpfo1+1aX+qvRLCr3r1HR1KqQ8R04L4oyTmm4/isP0YKnqxzdqWwGy0mRc31V+p9S8k/Mgwkve3+ty/IhksYdGdKOuRFhAbSfff+6667DidPX6/3TXhKU5DPaqTohokUxhrCRlTzhCCkSaMPqIEHoVquH7F0L829rV2Hcx0QHN+dtA5iWnbPGUFmtz5e8P3iEcK6DqmGi+Px/W+PMJYfPwEidUGrMtyHvrYGBFJHgx3NSd0GEjynP3Dl1vfvbDd81lOPXHwAF7kqZPGYXmSRRRZZZJFFrlqJEGeX6LPIIotcennZd346Hnmk6kKWCG1TI2yYy86FHezsbDSnVmthlS0WK9FBvtVKgcmdnYpalYB24ibnDBRASSBbzOe8TW70v72RzG2aSPoX2Bh4UMXyirnLqgMODmxaaMVYzIMh5OEPJyXEoNcv5g0t6sIAlLV6s4CUHHOCbbIwi8USISdPj8ijBqjHaOHwpuWpoEyTkXvAtLXCbbffjmmaOmBkIFT3FvHrT4AUHMjya0rQWqpDy7nnhXpj2KUaLjXWmcW9rodtPNYdHhMZB/TLIN8vCTzrZfxaB4+VfC4DIudhHplJ036nfH5MhFLUs4Wpe8Ww5/1jyz2Yrm0IX+7di+4lk8ejH5iG4WLfpZ8j5/3eM7/znLje1f8ItFBIAcscln3wUrdzS6ps8LCXVNl4omEMmAlnz56xvNIaarKsVt3YwPIYlimFns+eTNYh5CEaPXegPVNOLuvzVcyLrN9LAqgnNK+V47ALDO9pKhay0T2qKT3vHYzcNI5UAIB5UtskoFNYD99o9ioo3lUOBApQNynHnHlCtybYbMTmN53zWhOs1yVARAAGIraor1ZB2zTsXNigbjpCLk1QNxqu3EN/f9bTj+DQwdXue+YqkUWHXGSRy1/+0jOPITM37g+NGRkDYFAnxOZSP9R3xdyLXq3rjc2i8eS80hHFZ0YwZX3Rc7cCfS4XeHSN3q7qHNBANDmplY9Ro6dmxJhH8HByD/a7gl0DAKBpZoQLGq/QTPdsrOko/N3p4b3DazrlRSaeNP90kHsFtFrhzLlzOHz4SJCJ/l+WPUN67yUzD914p4enNBkhmRS9pM9lPcq3DzmP0Y9xD2tYmhtQj85DxD1fs9cJ+z73FvZ2pLzcOfR3/lCKvOP5pSMyTj6Ec3mvkoxH3V3v8Alv6NnHzoHZtXAOCc59vGH9MxDEmZSOFDGAh1Wf69f9GBs3P37Q12ZjczFJevouo8u4Jv0cOHAAN91yK2hadT2Qqa+b4vrYIgbo+kvvfx0cAWte9jKhUYHwSnNNQw0YNSqBP4MeBtx0KniULYucNegD9rzCvas9rLc947FWTB+fN3xuajavSGhxu+YkYD4/aVQxj7YDX//KeJ7463qkrbslT5TeQPQ5U+uRaMvDj27wlV9+FUfducQ65JWqRy7E9CKLLLLIIossctVKhD26FJ/H+2IWWeQJKp/99GsVHEzrLc97amytbmuCutmoVXYbwzY2W7FvX9jgwvnNEOJWRJSMaU7qpMW2QIG4tLh2oq0wY6cyNhv1aGyiWE+UA8Do4d2AHGLNgEIn9GAeHuwgIQAystoBVCO6ADIrfSSQaYrcuEgW/8Sl5/xz8tfD8HkuaqDnkrNt5CGOLUTg1r59uO3WWzteNAB9TlCPZGL2snXCOUI1w4ngNNDeGWl7pBZMxfy0vYyR6k6GSi84AFGlE975eE5tD0Ax55VO+f684n6tCbyMym2IgmCf1Rfn8PMmsNQBTGCs1+sZOhi76gxQjvWeClI4nSZdtH3l2BG5v/Xm1XaiH39RsXFiHwvMx9+rtbCTOedhlmis/dzV91rhseuuw6nT16t3dCGUSUFEZgImz4eYQOpSNMS3h3tnBlaTEdj+zMDCkCpJLUUBxphfeAI8VL950ECqvvu56HxDMHBcyzm8mHP7BRjpxLOkURW/jdVopjWgVp1D8jPWSQnqeUqBYZ6q1eeajmDu7FQ8+sgOPPS3lvUQjYK6aWgWuru7ElrY8EAqtbWPPFrxvM8/9Rg3xRNfFh1ykUUuf2EmPPdzTxhxgninBEGbmJYgaaD6iJLCPZpENxwygx6rifaqE33eb62TMZ6T1ct5GgY3egI8d3V+b/gOqw/6Hqg2/9dGaG7olAijOMyidLRmxk6WMkLgxlHd69M9PIUJGqlnghTWCEJsf8sUHqXiuioxhGEGXZPqk5YKg8qEW2+7Dfs9RNFMJwKwm4QcviP02r6p63e9rplO1ZWb3XVaHbv0Dde1gnRNVbt+OOR05k6ozvTBXKfrH5ErOk49KnM9DU2wzRE223U3ckOA4vqL6zykev+8zugaP7e2Z1QQrTWhN1JcXzTW9cIg3nsVqn92Mjm6ei/dkagrLklXHBTOmV4cY43ZMbP7ZVgbzbvX+m+1WuP22+9AWa/NsEJzS2sqpAJh84C27zCPar3nPXw3KSltXtX+bABzQlq9p1X3sxRNYZSYLqCralq2cX++ndT1ZzvpegI1RtHfYXYDUE9N1ecT1+f0TEPaAK/PNvS1qLerL46zYXhnqlP7naROZaNlvqYWwWc99QgOHrh6AzlfUh3yCtYjF2J6kUUWWWSRRRZZZJFFFrlshZmws6moOxWtVs2LaiRJCxNsgeedhlgIWjueWL+5F2GT7gUDJGCwdQvy7j1tZHJVokcEqIog2rEIAKIaSFgN8GsWiq01gntJAimvtIX6VQ8YD/lGaDylvLQeOq4oAELqoaJgydSBECejHWRL34mMrAMpsGJe4zxN4PUa4KJ5pgkpj54CQNPWCryaMG1NOHT4MM6du1HJP2AEiTDiSwEqBQ4xBxtp/jUI1QC99gKhkox4VPfsyECWWF6zDjzyiJGl6ju45mW9HbN9DBsZxw45nRMjQU9kZTOQRzFMqYMGEI0cUE2bPUeb56DO3sPu7ZPDInIGBr2KTF6ndmYvkg6m7urysc8zQBxgcL/OeXvg97Q9ZN7mHLJcGz7+zF7jzIRrDh3EuZtuQllPoNWkwGL26DEDBLZ800pKr+z+58h9OeQkd08Z0ucNgFmZkOURJAUfp6J5NokALmhcAHikAw3j2Dw3PBhVPFrCpM82EiFtZdxjWm1n0jzSDJxEv0VqAzYVfV4S2PMou+es1hKZ7OEdbf+m5w9kG8dmMUlrrTa/SjzCEKPZrU6pDfc/sI3Peca1u2+SRRZZZJHLTJ7/xafxwIM7StbUqhub5UJtDQ0efnbOsCA8mSMXtP+upjM2pNypab90Ilo/FPPz4D0dx9lpBUO5btiUCGR0Eju3Ot4nrk+aHgoLF9zAaFLMg9rJaAvTbbqmvgP1Pda6ogNQyiNN9v5jS4UxecSS9E710MhF351l/z7c/qQ7sFpZlI09dJHhHbyHaHMyWeo6DQenmesOlXhubJiM3rKuGZ7TTrLqxl0GiqEXupjuOqQNyYagrpJT0i2tHJeuj3i6kZxDOm/vXs2970aPZx6PmddfOjEOH1Y3HLU29WvouqVf9C5d3tOeUCLzvW8yoZzJbx8Ltn6D1+udlP+k42Z9sde6IE4+kNI0lGdm3Hb7bVgdPKj3ZjEPafeaJr+PXV8sRlbndZfdH2YE2WcNN9LwnNIU0a9cn2tSTE8kiHA820A3WqzNn2+7jiAetZyH+3aSWcLouRtSmxoXhoy75x5SfW7mMY0wVrTf1Ywr3dBxmCI1nHff1ic2aaJ6ZZpnAV2fg4CHH9ngS7/w9N5juMhVJQsxvcgiiyyyyCKLXLWSgYFL8VlkkUU+OfJP/8HT8OBDG3XiIwXY3OJayRLzdhZdiTcRSG1A0xyrdWOkdDW78iaorQ2gYa3NPKe7BzVIcQmQr6m7FfsmsE0F/ghsOb+MwM7YpjA2jYK07nMGAaQ5ymo266ecq8xymdEUxHSQfAYkJuZOjymTxf2dAjjpoAuDzMMURt6BCbxeRQhkB9Iy4VhWBcdPnMTpkyc7IYpcxq4pEZEDkEV9X4CAmHlcZKHxbwbaRvDLy3TCM4NpHRSz8UjhB0EjuBvV0R6fDAZOHDHdAwwtcXHouZ/tXx69nbs3Dg/nG4FTBzoJNJlnTPSF923cLskrudcjSJUzaZpDB2tpbNPgIY1eLrougYI5hv3Q13kMKf8ZAVW9V8wLzTvAv0vCFGOcFYjc2trCrbffjrI1ARALma6QhghA5i3Nqwm0nkDmtUUEAx4nzbNuXlzu2aVeX+r5NXiwcNF22vYWnmRevkRox0o9VL8Y6qqApEY98HzTVZSMhpQOIJonG+x+aaL3Ra3UQ7pW83YLgxdBKXoERENw1wqdx1oPJavzXg+x6EY7Ui3k7EZBw1a1lSCyOiTIbWmeJ1XJ6doEp46vw0jlapVFh1xkkStDbrh+P9aWMzqIFxMllyWMczpZbMY86GSNekqbIZCxMWoX2SKEt87PPc9qs5C6tTb0fNPdo7B7vAma6ZWaI9Zzs3ZDJNVVAWlOYtn7BEY0CSmp5folutemkP/OxLYZVqKggtCILA2FKxWle38SAZ6ewghqcQKPGTKtNIy3RSIhj0xi9RAVrA8cwq233hoGUell3weEEORoVg5HfQ9JccoH9j8ybB8NKUfladw/hNImCoI068NBvru+FgR50sdMZ+LQqedKbT82E8Whd2XP6qQoZlK+h/x2/QpDPTTTd3f1B5lRn4cLH7okH5t+x7WGdo0wvrTQ4yM5nJTVQV8kUOR4SWMbRfaqI/XPvFwek/ldkeq55ZZbcPDI0U7CE5kRha8vzAhxtQo9Ue95ixZgulyE3iayNZrrifYcwVM4mUGJpGcvf/c6oM/tpuX9Zmzin0YaDcdJ5kYRGcfnKb/5m/RoPX2+0f2q8xkpPYsg5vNVqy08rQFba4vY3Na6AY7XbTpmNMGsanbNtZYAe3u74rOedhRXs1xqHfJK1SMXYnqRRRZZZJFFFllkkUUWuazlSbddg4cf3hg4qOSzLoydcN6g1QbmMngJCgBPxiXhJK0ARl8861/OYXt9gV4F29vdm9pzb+XQ3GR/qy0KncAGCJsI2auMrQMVVcyDWWAABOBLM83dpwRzpTJ4v7g3i5B6qGhOM7sW82IBqIMrZGH+QEpMEyJsXZC77kVMhLKajNhboWytwasJPGkYZJoYZWvCmRtvxLHrroN3pYtiiQ6SeRc4oGUglP8GQOZlEJ7Bs/qiXie9HWYk32bgGNLv3vUdwJvVE57GEVp83B9gYWZlE54nTjtmMJHImNHkpWxeNk5SZ/zNvwf41xtpPdKvJ8hwIM6XiuYLNmMFJOLfu4kSsIphHPx6KV9r/ppAyGF8HPTMTU/fydo2eCMhe/b49xGgHnBmSNS1Xq9wx5PuwLS2e9Jynut9uQpwtaymIKuRPWum0u8z25fB1gHA9dDcgOZ3LysDJc0TBgggsVnYRlAH/pvn7fRbVhjSCJvmcwAZmKfzhod0bBa+u4nmsCa7dUQQntOOLTYAOzvAxghpSSeMPo37JIVlBNCqGe+0TlgXVrKaiAysrBaBQowgsXm3CR54cIPvfPGTsMgiiyxypciL/sY5XLhQdV5vZqDT2kCsRIoY19vIfuakrvZXLDIFkObfqKdH6dE9plu2HsbbjSD1eGsDme4J6TqreBugETike1FXJ62zfmspZGrr75cqfqweX8U9NjvLJ2ZcJVTQ/F0WLGuB0KSktRFxAoKUHm7avUqjrsEokswojHHo6LW45dZbEv9IM9VipkzsldLD9Y85UYu5TjcoM+OHsWt/5EEGumd10gfnHspcStexQp/rfTroouTGfYnUzXVZSPC5h/HcU9qvfYzCk69fr2Pwuk66cq+HwB5tKX/iWhHHcSm76ovrZFIymrv+6saEA7HMe4zB0PdJbx10YO+7mQ46vz+Sntl3jwecu/FGHD1+fAyBbt7SanCo9YkbLhLpeqyY4SIXCEENh9mNLtSQGPAIVwxBCeNioBPN1aMm2PPoz2eLKDlsz28v1+I59uN6ZISsF+r8YPOHzye2cnLjbSBFz7HeEtsWkcNsPnTDGF3XmqFNihXtBjmuK7tOS+gGPBFa3OdJ+1s3DX/teWd2jc8iV6dcvcHcF1lkkUUWWWSRq14upXXhlWqluMgiV4p81tMP4x1/fh4HDhgB1JoBAEoVEgS1VhBPttj1BTpAtlomJ+/CkltBPBgI0HlMBRJqU9wBgiCJ/LeCEDBvaQBNsGFCaUruFOgxQnY+IlhmQGuDhppOEAoqJgAbqB+BBMAHCBozirlxCzOoaWOIJwg2QAWoGHFddxQ8EqN+iSANmkPN+k09HBiyswOsV5BNBTYb8FRQNxXO4pWV9uemNoAbynrCuZtvxmazwUfuvz9wJwVS+kRI5KCqA1Ni/djLUT8YoB46mOJg+90Qv4koRtxP1KK+dIyNk/h42fj7d8/B7IOu5zQ3eatFx8mAMnO2mgUDR29Gr9u/93YaoJa3xf1EYbhAuQzRcArxvzS7TupliBnu2bqLKfam0ljpQHbD+yaNg//N1aUDske8iMzI6r37amyIjdW8relYLozb77gdWwf2oZQCAoPXkxlSWL+xhQ21MQ2v/8kgj1IQoReZ07gYiUxkkQZ6GaGi95s9h0QWitGiF7iHjHu8qJfMNIwZgPB6BnS2aUI2FzkATBF5oYmR181Jao8OoWPQmqA2r1dQq98/qZMl7pYOSMpYqnvz9RDgut3KBrDZyRev5yMPbOPOJx3B1S6LDrnIIleOfNFzTuInfuZdgBTVRwAgzX0kOqeyNIgUQER1qEYQNmNI0wBE+jtKICD3WobrKLP5wb0JyUL11q5vtqbRP5QAUr2vFAvB3aDRTMReAU5Si+lctsEJKm+E8mtZjzJ9FQQ2paoTSvoeiveYqF5ZhcCtohLA1LQ+ZqCpTi1GhAoxQA2R2zhIfNVDomdEo49QAY4eO4FzOxu8813veuzJ72LEVeiD6eUaipGEiqH6JsU5QrsznVy8swRdmU9jG8SpnUQa5UrivKqzqV6uOmdSYKMtPBxzsWvK+lp+a5OvO9L1Dbodkm4WB130x+42UN9OAiVoZ7poHOdLGkJ4QYdeO6sLsYbqOjvl8zupj3QrZEI7/mRFde9yc1GdVMnjs9dfjxPXX296ohoIYLIw9JMZ9vo9XlY6rpmsJ39Oejhv9Y4uyaCD9TfNPaL92njmSd2NEvWvrkuz8YkTz3pBfV7xT84xDKvDjal9Tom0AB7K2zp7NLjxuTDplOL3IIVe6AMlaL6ktXZ1ElvtGCXGINZT9vfhR3bwgi+9fs8xu5rkUns5X6l65OIxvcgiiyyyyCKLXLXSwnr80nwWWWSRT5687Dufggce2gHg5InjRb7K7iAc+WJcLKQtdEGsIb4lgJ1WW7IQ13qbIXy1umd2J5lyGQ/V3WIhrwCfg5INPfxahVvKayhfJaUYtan3JQ+U0RRhhQEJgINg+WYVCYo8fO5JHZ4DHsLbwhaDCZgm83qeOpZlX8gIO/U+1TKllAiLDAJQ1DMVlsN3dWCNW267DdccOhSVuXfFLglQbyQ3hyLRIMydNjrAOPcWTsIwEDaf0o+j5FkSnh0ZN6MBMEPuG0peJn6O1LbcFm93FPHQ2DyWHXI/61BaqEc7tlD3PHewLvWDX2dv5tj2IQT3cA3oISq9P8oIaub+Yz82AYPZ22YMTWnjEKHAewfJYyElhCCl9ypGTCil4I7bbsf+aw6irFZKMJc0nsx63xYLR18sjGjR7eGp5XkQrbyGHDUSujBkWqMPgoX0Zvd4UVBZ0v545g281Nzxq9SDKq3Z80uaU34jjCbAToRmJXQnvXkkBw/77+G70ae5CN/aBnI592MNj+genrETzt2rRgkXHd+2qQmAFSNnEMY8j5yvePE33nLxMb2KZNEhF1nkypHVivGX/9JxNbRx72joHGpflGBpgtbqOD/G9jH0LVoPcRsegq2H+wa6d2Immfpc3XVPN0AKlRbpr4f2le7lLGk7PFRwcEh9TtH3DIeBlIAAYVQjx5rnng56wKN6uGGkp5SxHLtlCo9S96IGTT3scaHuJU1k7+wJtFqBVivTIwuOnz6NG244qwQgMIR53kU4ZgVLm5iUOOwR8npW1VBf1jeTj3Xo0Cmetn/cy3jYpSckaAQe2DVQ+phyetFw2MOHd38GD+Wkw3hu58Ej2rfnz2Odj1LbQl91Qz/vHzPiy200vVV16T36ivK5AfcM98HK3tCZlO7DbSOSPMR3jfn8ntiLoE6e9qdOnMDpG26I8N2qA64srYve4z724hGneIKmUGLLLV0sWtWkaVrIIgRAdUMPg++NdPLZ14KZjAbcG5rtebZnWTitNVNIbwvZH8en+YAw058H3bHPM0D6HXMBIl1B6JEteTt7YzxPNHwetL/zOVIy823nsdAPORrF0+48gmuPrnG1y6XWIa9UPXIhphdZZJFFFllkkUUWWWSRy17W64LnPOs4Njspt5U083zui+m62UQYRJjVtlTLk1o1t3TdCDZV3EgcbSNG8PTzOVnacQ5lqFsCF3tOafO+FmDTuqV795R0gKEDExtR78oa4X2NmEJVr0wQGk0KGBKhMQM8ofEKjQ2cYAMAiXUbOzjoIeeMTMv5/KYVFGjrYeyCtHai2sMhOzktAp4Kpq0VeGJIE6z2rXD7k+7AoYMHDX+iDpqhn278Yj8zwDfu2XPs52EMMSe5ST0S8nkCHqLZ6aUfEyBbcmsZPE4IPUykeUgMYRMDvOv1UQLl8uUPeKjjdymnM3udewCwOi59DIkIwqmv49qdiKa49vyZe7RjPE2vP4V6j27rXWT/jHWN4GIitBOQuZcMDkSWKFu7UMHe22+/HQePXIPCasQxrSfwegI8X6j1i+ZId6AWCoKXRD4bQA6rx+99DUtqIRktX7SQeU+bwYeAUMmeR57QiFHJgH3LEa8Afg3g3wGijaxQpWgY1QZAGE2c2CYDCDvxrHYxI6joaQLg8xq6cc04R+kYV8sf7V4srakRTm0NLULHKrCoBI2DjC2AyNYEsByDEdIRgkcerfjKL7th78FcZJFFFrmM5a99yWk88ODGyB/TAZvpf4LuKQgA6bckJqdZeTu0G/wkfrsT0DPPRZtbNd90L1NrCp8Ln4+THtkQRpNxXv8gf6cgpd24SY9yQrsTUmijTirwUN5kRFv/LqSenh5muHnIbjYCjymOBa+CxIaH8zZiVfVLNzArOHXmLM6eOZOIz6R70GgYOBrhZbYS6ftFPklHcp2qK2X2m1M1rsPFR9/Z7G3JzXD9NNLDZB2RE3dKu5uWm449fs/0zflnNzF7kXr26J7BaDGHQw/CW/NjO3k8ND/rm1lvjdDnmOn4vfygmO+lqHqf7tVBuT9m98dATqfrOXniBG64+WbVB81IVw0Yvc09fZKwGvUKw9ZOZPeyhezmos8BMSpRGCbq8o96uqUgpT23tKZzGclmf+70+hpSPukglime15FU7l7QNc8F4vOGzjubTYvvPn+EN7UtUAej7NA103mqzo2+hnCdkHx+9HkrkdlOdDc33gGi8Q89vIMves4JLLKIy0JML7LIIossssgiV62IXNrPIoss8smVb/q6W/Dh+7fh4JzAQbtm+Z+rPo+1IsFviMJGBLlorlX1FmwV3SPGSCAPXVub7m9NQzDmMGeec1pik4bhrQ3YNEKtKW9sA2B5xZSYEggKdtoKDvhBMtFloImFimsG/DSopb6CHnpeMlJvAAK5qOc0FyB5hHqeO0wlroOmoiSfgTk8FZSpaK7pUsDmAUPM4ElDKK/3beH2O27HoYMHAzfSS5sxldb1GYzaTQB3MtO9fgzLhPOg2btlDvLl/MnzMNhIpxaSTnT78ZYHemixtbFDxX4JqW4H8XgEJPcEUDOA6ECayC6gTc/TwVDP6yciAfiJX68JR3z5hCjNkMQOHvZOGa+XdpfxY7lv177D6A1O+R04qzyPW6CgXhcC2HXw00OlExNuv/1WXHPtYUyTGkrwpGA4M6MQg7ZWKKsJZb2ye9ru3/W6X5s/A2Re0x5RgLvXVxhp2PVHNAKbLoRTRIIMiHPpwD0sxKM9xxUFG5nggec9skKPtKBzxkZIjVkslLeAsKleJjUCPd9gzDsZUIQRH7WDg04wtz45BcDpPwJQtHyorVbUTY3cgX0wBZudhv/bM65VsHqRRYdcZJErTM5efwBPvu1gPHTda9rmQTPG6Yyv7ssktR6AMPSKN68gHaPFPHJPkOB+uMBI6h51p1bVM2N+T0aO1eZpzRWNOM7fCa6heLP7O8M9NoEmnMrp9uqkmWgI7zojqhsKqhNsRlSDPGxxJ6eVxLNrs5y9GrFHI/fENiMBqTBQJhAzTt9wg5LTpiO4AeBcHxv1h6zf0FCGCFr/oGKazsGuK2Zdx3WyVG/2cO4s8S7jRCEaVIJcVzcR7A1jj+iS8zUzpTaN+lboXzzXzbqhZhj/hX7muu1Yv3tVE7Pq810BG9ub+xauN8/7feyXKM/jfgqjBPRc0dR1x13rgMKY66nDOM/XFrOvob+Rbjlx/DhuzKS06XsU96IZT5QJmPxenbQ2hul3ZvwLjvWVEMxYY0KF/tWQ3hSEdBMnpUcyGrCoWk46Szd49kfXjUp8jRtrSOl/ey7pNE/Y/CENlr8+hwVPOe0hYYjjJHI/uX21Y2JVMSsjAk1hkOY9nxdFF9Rwa53uhQ1ce2TC5z7zOBa59DrklapHLsT0IossssgiiyyyyCKLLHJFyLVH13j00U0HJkRhAAmXEkBqQ61iHoIKPNZNQ60Nm80mvFuUlDZPwtrC0tzJZ8/Nur1jZLRoaFzAySFdhYuge8oYmqLgYLeEB9g4xbnnNMc2D6eo63zN1ddIw4ALqOcuE6QQiRNaWZkVP4entWIf5jUNUmt/UHiPClGEPM6oWvaaBmC52ACaJiWqLex3WU3gaQIISk4/6Q4cOnQornYgZjGcYgSSeATNtGwiea0PSbsw6piT0D1k9R7gWZC9KvNQ2kNbU648B8w4hUvMQF/G5PyvUEcF5p4ktGsbBnAyi5DMgDntKw+v7WEjlcBWcCmuP4dQHEDNEc9LDY32DvdC7tcMjKZrlhhrv6YOKu7ycie/kOG0vU9tgwAoZcLtt9+Gaw4fQWH14OfVBC4ecl5DzZepBPCp9y7sr6OeCoCzh7QvbCR097AXI611G6MR0MhAeVpBysqIZ62zgVBZQcge5YD6s+/bDLBr8OvqZYAOPEYdEjdRLy9Ag94LOmf1fIFNgJ1NzyEdc5YRLK1pVIhWlaloImF4s9lUbLab5gI0g5zaRMN42/E9vrhdERM+8uAO/u433LLHTbTIIosscmXIV335GTzyiEW3SEY7QJ/7pCm5MhjxdMaokzbB2iSiyOuJcl4/Qv8E3PNa4tggq0WibRESPNcTxJGlikke0l2XdCLadU5tZJNuADV6UPu7i1FRlGyL9BXF3o2T6aH2rgvCEmhcUD3Mt4X/BjkhvVLSL0cv8e9GEl5/44244ewZ02+67tJlL+Ul7856XD9H1lsG/cXe/0GWwnTPtHvXDydjQ2cxldF1vKxrpbYPRDiSHpjaR0TgQokQ7zqUi9h7mGj3Ne3StVjrG3U43n2stz/1Y9Yb/dr616Rre2emfspdFt7lSefNeu3QHx5CPY8fZm2bj3cMEnofUJj44tSJ47jp1lvVQ59n0XPcS9oIaSn9ngX0vnU9D2xe0ezh7WnIJQ17TpyQrhYWP+eZDm9oIL4DTkqrfhnPpntNi5arydMas/kE6POIp61q0qMt9PnFy/V5BUBEywlDGp+/mgzb47jWNzQ3avR1sNRu4JPVR3SCe/tCxV/9oiW39CKjTI93AxZZZJFFFllkkUUeL7mU1oVXqpXiIotcafIN//NN+PnX3Isjh9egomGluZSw3ObCkFZRCSgEVLBG/TWuZbPZYMWTEX2AMXsduGsCZiWAFTjxxbl6PjMZQU2EiYECJYkIWn+kXDPwj1iPr0IoJGgAuAGNleraQLdXYRRqBmIIgKLeo9Qi3zQEaCRAq7aPlZinoiu7RkDdAWCAm0BDHjdASgNaUVyoVog0PX61UoIRdvzU1LV7miAioApQMe9JaeBV0e1gkEzAzgbrfVu440l34M/edjfuf+CB1HcAFfP2FdGudgKOpHfUHuJewmRlbJh0W5DQMKBE7JrtXK2fX9sC+56JY/+S7gERxabI2+xNpc6pmhECe/9aISfQSUfETtivRX9Kr8tzEkaD+hf3GtY/vZ/0HHpBWo9dN9Cv3cDL4RrnpzHAcC/wbwSDR/G+H5qbrm/+W32Fc0eL9W0/5/zYaVVwx+134OA1h1BWk+WHBsq6G0t4LkVi9cqKkOZFPavJPf/L1A0x7HlBsbCMPEE4XT8ZeMYrNfiAh/ZWL7NGHrJxFXX1EKelh983QLFayO42yxnYb/ceZQF2jyqxoW1qFjtRFGnEZpM8pqHz0Gb26GSdxp8LBYQVLNzUGiQHAA33DWiIb3PTFqI4Sd1stC21otaG7fMbHDu6hUVUFh1ykUWuPPmcz7wOB/a9XX8YGcz23d/lPmezwIyFBBDSedV1FzGPa0t3IgTVtZw0k66zNNF3v1elqqWTTz0CsuupVqWGyyUlkBpr/b4PpOoICalO6k7LTXm3mJ9IddEmDBKBkEA10Z5ygqD6chM3fCMrYe9wYoAErTGYCI0qmPahtR1QqyBuIIs+REbIoSG2oRUQNYAFNE2QWlVXcn1NYDmACX/+7j/v+gF3cg3YrS+Aun45l67jdD1E0r+ZIBUhkOm1qle2pBfJWKcfGG1K5zbdpon0kNZ7ze2+bffl7JasDgYhiz64SL/zftCu+ndvc10wtyGfcN6IoWDfNeiQHGqr3w/Y1ZVdhw8jgV0XPp5nNJ5MldHufadPncLZm24ClZ6mpXvrJ5K6cI+IQ0pUSykQeI5p0/EsNH1Lep8a/joNTqjkvznldzdiOuWHVj3Qy/R1ihslVo+GYN9zOG8nmc0Ou0dLSI+AGyv6emvQP2drkzCEkXFXs9Qt3RCn9XOH8SL6Sef7YlGdIvYA2Nmp+OLnnrzYSF91cil1SK/vSpTFY3qRRRZZZJFFFrlqxQGBS/G5UpXBRRa50uRrvuocHnhgG+6VUgpDpAVgGBhW654mTVf3naC0nKs7Ow072xUeyqzn4rJcq2mlvjHPw1qVbhML792t2R1ckAFEyN4pDj5ETlnA8s0CIpqDTMO/dYADoPBQAZFa6Zc1wsMlABnzHuUJmNYKpBhgovhVMcKONaSde5Y6KONEd/G8gOblwGyhkpUIVI8WApdJPTxWShiutta47fbbce3Ro4FTBSVJNOJJAWT1iVMgHaTidFw+jADOIbiHCrUW9fhO3ivmhSKEHu55JtHe5E0CoHvbZC+VFAoyh3bOTfJWz8MxMiUPnhjSESjcdVnpPAR0rxe28Ure293LuWN081eTH++eObtyFsYRI3gL73t3ZiGDFomGsRv6D5QLJ4Bxr4sFVqsJT37Sk3HwyCH1hi6EMhXwSu9VpqJe00XvycjpbR8lpXuIyt5Hk3rNhDeOGXpYucYFrUyQaR2eL+ThGq2hldcRqhGU8wK6VxpDNDEh1Gykg4mqJ3DMTZvm4VUJrWr/NIEahkgPHN8sL/VG2QcAZuTS3Fu6BZGhHjM6zzVLN1CrYGenYrNdIRU6BwJBqDAIrdYIZ0uOZDKhtaae5oY43n//Nr7z256ERbosOuQii1yZ8szPPIrt86r7edoCnZ/1YRSxHKrS4OFuwzvQw9I2WNQJ9xJ0wqbXAWTCqHXvRun6pkv/3fXY8HzUzcEFadoXSuT3GC64Nkpl+1td9VUnvix8d7P0E+Zh3eLF16OEaB2MSlN8d49Qy+0B9awucI9TJ/bCIGy1jpDJtNrSSDyrVeicVCacOnMDbr755lGPcJ3msVjceLcn5Wf4jkE/ceNG6ru6rgUzeuvKW9ez3ILAz8e5hqSLpL/EZLmae5Oiy0w/6ron76qr68U8Oxenn+n6Ma/Tr6nrb76ZZ57RWZ8azjV4NI/6Y87pEv025OiOvcP1DkpzHs/QrzntSmPZt4benvedPXNGSWnz0qdpAq/X4GkFWq0B86CWad3DdlPR72UCUIZIAZGqhfpnQ52U1pD3NnbpOfTnqfq6Dt0j2h2PLTMLnOetTTtF15g92oGvHSMsP3Qd6+vOJr2eML8YSOOeA9oj63hYbxfJlQE9ulizPNNOVrdeV8yL7iINxKQjPjmZXlo3DbfdfAhbZmS6yKXVIa9kPXLxmF5kkUUWWWSRRRZZZJFFrij5vL90DG/904dw6OAadVPNe9ItyZVwEkokjHmpKueiAIY6DAuIGLUKmLunivI0Da0RmAVlYqxIvVKmol4zjQkkyhc1AVjM07kZQMJ6/k0zTxQDWgSCQgBkgpAG4BYpIK4B0qjhPBnYQWCa0GQn2g5ibMoaq7YDkaren1JBlZRobg1UFEBU79IGbLYjDBs5MVcY1AhYrY3M15xgPDn4CGCzgQDgaULFRj1uDGig1YSJKoQZdVMxgXDLbbdheuc78YEPfjCACfe0FSjkEovnAJPEeEIDDaHjpw1Q+DBb4Q+Hk4+teMeF40g+L4N7nXOAS6TX5z+HIn1DAGreCM/77Oc3cq97WVNcW3hSE3S/X4e1KfJIi/Rj0c8zxxx2Ebw0a7bvoou0PX7Q/IjB6yX4Zel96xs1jDgPXRrUagKFnfP07Vo1RV379q1x++13YOvAPkzTBF5PuwwJaFIvFzavFyrdY5rKZOEgC2hrS+/lUiynoLWVdSyGEI4g+6ve0XAQMgw2GJti+ai1YxRYLJb33cPxE8W95XOCP8P+HAuUlBawGrU4mNjUs2ZjRDSgAGXkEa0wkloJDQ3nrXnsW20KSDXfjgQW9nEbxtuejZYeJsmsh0mravBDpeDBh7bxBZ+3eLosssgiV75849fcjN/+/Q8CUgAjm6mUzuIKIKSEDEBqvwfVJUOvJBgRpakUStHfTQBu6plMoZOY9uPvUPF5WI8JTUi6/slOaEonmF1XcCKqoOut1fRR55VbAyoTuCL4TiYJr2jya4AaTumpCEBFIwajoRLrOQCwNNWXpaBQRQOjkKWkIQKkgYTQmEHNGicNGuXF3LkLAxUAV3UBNw9qgCCbHVApOHbqNMpU8PY/ezsi33f0ofUTktYyJ6jnboiDvpeUGnSdESTjbhjpKohyQzVR3vUK/911SVVtGHP9cn4tFP94cwdlKjXIf6cDhcbfUX86bK4n2jkobYxzel6ifCDNjUFHfbHrg7t2jV/m++bjlsX1vtn2Xap5IqWJCOfOncPx09eHgSKZEa7ef6T3H5XwlnZvamEyT+mkBxIFMQ0yUthzTXs+aftdPZQ3cfKO5kReZ8MR0+ciBD9p7njjdputmSL0txHQG5+bSNegAp8/+tq3tl4++iwV7MbXfg9KqsMMtCO8t+mTHgI8kdJ+ck+L5eXzvpEQBx5+eAd/71ufhkUWmctCTC+yyCKLLLLIIletRM6eS1TXIoss8qmR/9f/88n48q/9HRzYPylJReqNiFax2TSseEsXxU3QDOBTwrpZaN4xxLCTmLpgV+iDi3kHMwDRBX8pFMCBYW6oBpVUIhQG4MAfgAYJwrrAiHHuhJFx6CDbXxujcAvQkwAjvhqEJrBs1CNFBEITNthgAkOogZqBf9ISYNWZKeFJCXyQktgbGLKp8CYpsgGZJo8FB4ZACkdYwsIFbQJINAi5NIGsCKjWSmmYtiacu/lmrLe28N73vhcDqes4oKSw3tbWHjZdx4YkeeJmzDAANQVQgjQdwDuJcfUqnOhVg4U+XyvuKDPmFEEow865GxEbJUKLQwHNbgRA6kjh4KSH3Pb2eMUEeI5D5bcp2jbkBOzFo7kcRG9uUA/XHSG4qd/v0VeZdfae8U00J6LRy1l9hBlg6+1M40GpHieaKZU9ePAgbrv9dkzrCWUqQCn6/FluaCbWvNKFQDx1j3rLk55DdysISUpKl8kAUI0SAGK9v6mk9lFvZPqYWYsBjol8BrBh9ZBuFo7dRlaJZ3ECG0FaAGXAk1tD90ILbthCvabwrh6lwQc7PCJEQ4WqrYsZyjiIGIS0zRsSDdQ2NvO0BiDVw6zCIkBsdF9z0kSfxwceOI/nPfc0Fhll0SEXWeTKlK11wRd//im89v/6ACbL9eJhuTXlRk/hAtEoFFSazumuV+RnVpzT03wvYoZEgIALWYoYhOFRpLSAWEoFMiLa9dAZIScCFAL7O8B0Hwu4E231kN7UurFmIyufgsVQs2PdeE+UlG4QFHKPTiOrSQBobmmGxhRXrruCuCgJj6a6QAG47oTuAJ4A2Dma6SKyA2pFlWiY3gpo2O/WQAQcPXYCT5pWuPttb8OOpZQYCdtQzkYWLi6QxjKz7TqEFN6hqu+13m4fo/4CBpB0KT8lQYl3j4jUTQzGc3ph1wN9H4/tp9DZu14wXLu9l7t+l0huyqsa2fO69+yPod/c+9mvbY9yuxW+sY1DkVQJU/TkrjrygVlhnJ9jdh6Xwoxbbr0VR44dA01GSnOx3OZmnGhhvZ2E1ptVywqrp7QpqWg8QXgynY8tr3Q3RtR1ZIqYg4I2D+Edud39+QKk9ZzwDfpMVHQ9wr2g1cu6G6D4Mz/wvuJlOxndPxZdp6pndN7XWo8QlvNOt9bvONUDkXJKoxPNcKJao0Ugtvl39chGk4jGgyZ41mddh+uuXe897lepXEod0uu7EmUJ5b3IIossssgiiyyyyCKLXFHCzPiSzz+JC+erhq9tgrqpCgw2Qd3ZWFhbI2As9GJAPbaQbhtdOPdQuH0B7yBOJ47GhX9LbKkCALZdCCLNLNjdQ0ZJrSqETeMgnsTC+zYQdpqGg8u5aTXMt4IeRIRqlvsKkVWgTNiUVVjmNwvtpx6fBClrzYlmudWQvQFim4YtVs9S+8DyNRtIoznZipKD06SE4GrS30SgicFGKFJhTPsmnL7+etxyy82aizmJhjb0UOG+cdwPA0MjFKERtWzEaYQD9KjMgK5sudc31O2kLPn5E4AGzMJbU4TbDp4S0G2pqUHc+m87v+N6Hk7cgUM/r2D3dUXocfI6nPTt3wce1b6Es0jUZ+2ndD3o1xwh1YcL8cPSvhxNkmH3CNmuHu58CEMe/Zw7rbc3wkXOMORrjx7Bk570JOw7uA/FQntOqwk06T3pOaOVmJ7AE4OmlYKP4fVCPdSkGV8MpLTllVYvaCexiz4bZdJoBtbOBvV6EUDDlpYJEeKanJwuFsbUwzMWNLHQjaJe0RthVAGalHjea+thUz2ko6cFqJU8fbmCkhU6t0D/1tr7TJDmpgAMEdtay2G9GzwYLaShRa5ACyfbGgQN0qrNoWLhaZvNjQ0Xzlf8vf9lCeO9yCKLPHHkf3r+GTzw4HZ/JTmxIjbH2uTrumMz/TJUSfcGNAJaWg/vPbJHgBtKRhhwSd6F8HkboS/OmtTDtbYethfooYDb8A5QD8woazqmOBkG3e9ktF6le3n6NvfuZNSkEAhgOqQSe0JT/I68u+TvW/vNUxB+sN/CpMeVKUhEmibTDfWdf/DIUXzap38a9m9tDTrF8IHrLl1HGcJRU1JC0MsDpidE+GukCjHoRXbQQJpmcjQMLLPuxBdpw2NuG49zXTna6Nsjeov/5q7D+if0xj3Os1c75sclHTCrbKEL9Q1pDHoXBv2e220V7pUnfCi3xyePy/CdCOvVCk/6tE9TUtp0POKihoqeX7pMdn+yGel2wlrXSBMa5/t36uG8WXNMg/zYYs+Oh7rngWCU/LzENn/+7HkFAUFK9+e0wiPsIM0zCN1QSWPXJ4FNHXU/J6R9PukdllIH+DwXrLcR0DLOX+FR3fIJrLw01VG1RNJDM0Hdie6PPLCDv/mCG7DIInvJ4jG9yCKLLLLIIotctRKg7iWqa5FFFvnUyYu/8TZ89Tf+Hk7t2w8RUc/B8Do0wpnMixl9Ta0W3g08KYnbRFAcbATgng+1CogamrA6FZvUKlCnYgJIz8sApqJAAQBQKdhUUe8XmF+sKHjjnigTGXlN6qGjYXUJhKqklwhArF7X5o8yAREWmGhCkwomUS/qFaO1DaQVFGxDWjWvCYZ6ihOIFNAShyOJgGqu0wIDj6DeBBDQpkIsjR2vJ0gT8PYOgHDYUZBOBK0I2LwI0BpW+1e47uRxbG1t4e63/Rm2dzoArDgTBWxhPxXEMZRPOUxx+BAeCrNjh0bQE6FZr4iBVezeK7axR1PsiK6HaXQPbq2TAYoRC9Ate6QgfSdJecuRIaB8nfkLkL21L1Y+Nb2PU/aqcTCQOQjTXCnZ/eNe3OmUVrG1f759VxvGcI9CGLzERGQg+fv5U7MyiQ3d7qmsz549g9NnzmDaUkCa2cN9GrleKLyhPYIBiuacxgBaErBeW5hTJ6uhwKOHcQT3MI7F7lPfDg3dXTGZR7WFsjdvafeQqSgoBhE2qAFHEM9mHFKF+jEO1qGHbnTwX294m2sM5HQwkQmQoqCjh+kGYLlMExkdHtKWL9BBR/Nk8fDeEAv5bahoDiPaWkPbtAAmhw8JHnm04n96/lksslsWHXKRRa5cOXxohbPX78NDjzQwlU6qtQYhhtJIqgsBRsaIZkZpzGAREBiRj5rs/d6ARg1F2AweG7j01BhDWG8/xvZZBoo0t1j4cOpel7Xay1U0TQyAIBD90+PKWOtF1Gm6ESo0JU0TAktDY4Ai0o8SY0z+nhMUMDYgFFQQiqqUdl1qpCUgaeCm1yhcgOZNJKsHIGxAZBQEMYAdhHVhraY7mPf6zjaIKtYHD+HJdz4Fb/+zu3H//ff3wftYJsw5AXqR40LHst3DUZQ8pF03Nd0x9Bw3APTeJlNwQteC6ZqpHubdbdnrkvI1JF3P+2nX/vGqdvfBoJy5jvYY53Q9Maru1x+KO6d9w6mp17XXWDzWPr+kPZoXhDtg0XbuwGr/vh6+e73Wv2ZQi/COpvCaVqIaZlhRInVLDt0NYlTLod1ghoykkQMaNJS36305D7uT1NUWJE0oPKUFhFp75C03DvHnBLEtfeyLRtoxPRB9uOdqG5CMXJrevy2tcdXIJXlRNzVdDN0wwoRrgW5I42ljzLjGKPaslPrauzdMn4v9+wk3nj1w0XG+WuVS6pBe35UoCzG9yCKLLLLIIotcteIW6JeqrkUWWeRTJ+t1wdPuPIz33reNdUEP1U1FaUUL4y2ywYonW3ADwgYKNiXVpAoaCbABpomcj1HwD0ApSj57mDP3IBXR8N5KjAp2qtJ4TCm3qxGcTciT9AFQfGRjYbtr05C7CuJUg0HZIi8KFPURCCoaabY/Yt3iCWgbF5BUFKindG0FjoMqIsiWEs+ZcyfuyAhrALWCmpF3tUX+XdpsEPlnAdB6BakVU2uontxQLFT5GpCdqmCsAKUUHDh4CJ9+56fjz+6+Gw8+9FAQdQ7g0UC46j9ilv4Db+o5lsVB4hziWtvgBgCZvHZQMMJoOspmg7Qr5KGH6gQCqBm8Y6wNTv76tgG7603Y9X0v2evY+SslQnsDu9pDgHoKp4aMZZykVlCSCvUTUP8jqT4N0T22fO5t3i+sV9LJ+PE4r1mxwYJbbr4FR44eRVlPkT9bHaoKpvXKLwpEhLJeqTf+ZM+xgcHE6g0NVl96yl5KPEFK0dDf5GPKdi4FIMFFt3OB4P/P3r9GXZZd1YHgXGufe794ZURmREZGvh+klJkSWAjTRqiMC9uA1S4BspGxARtMIxcPI2EZgTAYGbCxeZgeflSD6erhtvEou8YwVLe72wxc3WZUjRq2wS7L0Aw3wxTIIFlKZSqVyndmxHfPXqt/zLX23veLCEngkDIjcy/py7j33HP2ed571plzzbkK+05DUAEWe8Qx72AlsGJpIKLHNxRJGgTI2PoGGkF+fscZzDtkL2dIy0cz0Oaxdvy4AYNxHpsCJ6ava1jBeh873RtqAIQWjHTadHNbQxG9WrzmBhm8XddwwZNP7fC1X3k3ZlweM4ecMeP6jr/0rtfiz777l3D6jEBMoFGcZ5HbqBkMhd4Ymr/z/OIbaL0NDDlA/FbD2DYk8yaLYkiJ5VtP6ljGIJke7hHXEkS2BcGU7SQQVtwe+YpkXuVxn4iUs3i/1buk247SOQPeiiUVXFd1QYmMIVnGbH5Soa0phaFCpbAo0BeoVJiwpUtVZQGXKUSTwCpAtKVhNrACVgDUcO5xCELtmnnVuoNAsBxTvOrBh/DhD7wfDz/66OWELIadvFLyBOwTskfZ53azlXa820fDuA45wicLRHxvnEbKjYlVDNSyoCTBGxnpw3bE/nw8IveTeT/kweNnLcfem/3KGWq2XWmz5PaRq738NFyW88mw/1fZl49DSrfF8j9tLOZ4N589i7vv+wwWKoYDlGw2kGXT5vGBlPa07i50wqGz1NBnOvJCK1RNNyIa2XOaz2UkpZOMznyS7gIeBYh7pLQn8ZwK6rT/ZiTxzEfOOMZkzdulnWQ1hn/zg1ElffQv+1UjlmFxo7XviCXJPFh7c5v67xqAPWcxkuRcAdvIMJ9kf2pv28Sxgaef3uGvfs9rP+55fqXGtcwhc7zrMaaV94wZM2bMmDFjxowZM67L+K5vfQCPP3EJVmnp7akoRD7wBflSk6Dp1dyW/3q3IbPolefDw3zvx5UAgpBAqp2FsxpWu0k61fjXOL1XxgOAwCx700oQWaEScW12wA3kTLs3KFYoHAut5hIMEQ3L7SDbICFJ1dY/LVWknuCSllb5H5IPoqRFgc2WNskl/jYbyGYD3W6h2w3JySADy3YD2W6AhdbGZSkoBwuwKHTh52VTsGw2ePUDD+DCLbeg94gmKbxnP4g4RoFptRgwvj1rPxyZjlQBSyNJEx/Lvs3SllCM6N2ANR7B8/YBxnH93ZK8/+kIuMmVrRj3PsvXuf8i0Vd5sHJMUjr2YQ/sG/G/q4CAbR0ASemjxziuixw6rcBHgLatGwS+90jp3IbEWcd1Dky1CHD8+DG85sHX4MyNN0KKoBwsKAt7S+tmIQkNAFDodkPQMe3jQ1WtB9t2baIsBCOLAtsNFdJlIUgZRSMmiF6XARA2dYx0u8Z23pT7EUCmxffJBEgldIXCUVAbmAiCkhB4KKirJ/DM45NgpcQB8iCnySmzGCMLWMyB3Uo1PueRUEdLAw/dj9h7tx+o4fdrUEj70fkMWA/XGG8AIGv/zXzhhRV/4Peevez7NmPGjBkvhzh/7gBv/D3nIvfreWEjXczgXoM7bL+SCPqXv5/VGrHTbpnePGWautCr5U90G98HJqHnnGhj7yng8nd9IKvMurVvbl7aBuc9ppPMnbhIBw8LAiwJNUe2kZG9frnp1OORi5oU1FFdiiD3VEHHkbBEbqTevr0379FC0lCE78sS6tawpl4WWhEtvMffds+9uP/+z0ApaQ1+NPGJ1yJXzbn2Yo/EiRwakXP1hK/l7c0CfC+33B/7SjbiuXwbY9x2QW9HIkIJfNFoTXI0XxyK78bX0qe1vzJMTweZYXsbcZwE6dHc9Ege2/LH4TDmGG157iEknZMaOX2V/OEqOfHl50r2tl1Vcc/dd+Oe+++HHhwASxQubjbNyrs9z2R/adGmmHbttvO06i5oDjp5raYFeFy/eb2bLPBGLMfzW5DJ7v175dFvuj/jjYR1r0Xw+L5maxdrJHYnlvM73osf0XI8a4W6w+/MOHhe6i1v9CZyttrbCvQHL0fz+WrE8zgmC75zBdyWaP3i/APA37aY/9X3ncQDn3HDla+BGTMwFdMzZsyYMWPGjFdwXEsLnevVPmfGjOs5zpzZ4k1feB7/9v/7FDYbgavDrcIrgAKI0wTbqqHuVpRFSfIcrtCiWH3FslnCulFglRbCKAaBoIYdt9VyhL4ULAtClUj8w0JFKwZYETJThQ/6NOgGxAAvHvbcqYgJ0lsIbhhIUqsCi8Y6HaEEN1R4WItHdb841FNVHSoYJWkmDqgovABi0knJaiSXXQC3sLMGlQa7QzQAbQF85yMKRwCo1lAYAGoOLEuoNjlvOQDt4MyhB5vwJgbuvPtunDx1Ch/4wAdQaw0FM0Z+mGqZRnBKlwdIzhhvtc00RJhPSx42b3gWAEBZaNDmCRtOAFAJ++94n6AjlfgIcthjUzpoNhLXSTpK3lw0r5p91XVO43mNCeYBiA7HYtyzI+tMqlFVhjm9gYqp9L5M8e0ey+xHAyr9yDS5wmvfV9KIDPfABmDub68IcO7cWdx19z3NultEoGXhuVQCjhIgqm7Z21nK0DsRYNEEJHpMSxDWKT1DA3NJ8Gu38naqZ7ywJyaByAWmaL3UE5h2pCWptGlwJRCfoKTzOlqk9/msVkIRQ/VMA21z24Ags4MIMIeZkpwebL1rtXbtpyqJvQQ9lgFqMBHrag2gdHesu27Lbebx21f3gMlaDbbW4TpkwU6t/fvl7jg8rPiOb3nwsmtlBmPmkDNmXP/xNV9xF771L/wybrrpoCma8x4rYA5gEgpgr3BTlCXsu5PAcfAeXlhMCA2VtMQ9PVXQ5jCNlineWzUUdZJi8YNP/shZbAntDjgOuPC3vBRBumgYLXZCiR0uPQLeDy3GFOdbkdAuI+92LVLJWT2tzCXswpO0ylcCSEFmWbxfcTQVhItP5KBmve2IZWuZAtls4evK9iBNNirhnj7c99cVHnnFjefO47UnTuB9v/Ef8fzzz3Gjr8B7+pinDYrko1x0/+zIUNobmbQTNS4ovjd/Eox8Boibdstdc5ghFzuSR2bLnCN70f67n0/15xDmXr0dzt4okqn1EaL3yPZIzhPHKHNXx0BC723XkXdZYDks33jvK8VR8jun4Spvh9fHDg5w36vux4lTpyMHJIEsy9KJ5EEFnT3MXQQom2bZ3fK9yPFsJKqzaDeJ+ywwiIJgDH/ZX9qGvC57THcCmefB2jL8ZvG7L52A9iR0JYpNvBPScSazNctIULMAOknpGGckjUdiO7dpbFSf28fqx9ZnurnrVGtjOTzaYWUuavDsYZXpY+y0AHj62R3e9c2vusqFMONa5pA53vUYk5ieMWPGjBkzZsyYMWPGdRtv+5P34X/5hf8Vp890m8SmODbaFmd1OARYlgXmpJfY76vCXSFaUGR4aE9SMR7yq5EETLKPvQClAQMiwFIIHtQKmACLAFKUfakLsILEdUmCNLC6RRFgRvQw1IKdGwlxARY1+GAgByFooZ4WckEuq0AsetsqABBgUa+A7wAUuDoEK5JV9wBzVA1Y196DDQas6B7Yqs3WsAFlCWK5Q5cl+lqTmK1hT16cvYFtt8OyXXDTzWdx8tRJ/Ob7/iOefe65GCxA2yNAYsf2EpkiJJpEcSOfE3A8ohQ4iouNYGVueusfmNMklydcS1Pu+/gAAQAASURBVOw1t6eTs0lMJmCUmKDDSa62TRl7FKIJtZMcb4BgGYA6H8aKdewT274PBA7R+x9KP05tn4b17S/VX2qfr61Xjsw3nI7LN0P2ZxOgFMU999yNm86eQ9lmr2hFWRZI9HoXUchmCcyQZLMUAo5U0YCvIaEACmVNSXCy9PdCtX/r6aglFEQDaCkSJPVRy+4s+KBtI/tM87qgxWltdt6r01p8dUFUwgTARzJiFwum4swBmGUvaQ9lWqiiQ/1cCrBb89ruwCOQ//Z+gc1uMX/3rL9fVxbkWDLbcb3W8Pn2+JH0mldUXKDO35YXXljxX/+pe69YxDBjxowZL5e49ZZjuOO2Azz7XPSCNmOBYpDA7BsdSsIo7jNz5otZWOjRfCWKHJPQzuXpcOP93u8sIxQyVqgOqFtzS2n1eVEcV50kpCodeqD8xV5KJ1tJTgu8IojsIMJLv+9bKCahgEK43iDK1YHKasZoUkEHkApHQW35WQUgKFAY2EDG0OhNAUwUCoWYwMUiVwpySw2K3kRbljh2SeZihVTjPdut5dt5ExR3HJw4hYceeggPP/whPPLII/1EDjnXHmN8BYJ67/UnCAGLXnt+GQna3jz5n/7skBPzfLc8MHKqVJe2mXPYMc/WK2Vs+wWHzcnGHZ1gxkB+d7ZKRNs+ZG7nfeP7MZG25Vc5KD3x288R9z9rkXnI0elHj/9Vc03BuXPncPfdd0O3ByysTeV8ENCSr5X/+tLzO4SSOpXQlirqtOxWPveYKExpO5+uVBYENEnlNLOXOA8SeVxXURtYsAzvaum1WfrzM5om8POar6276JgfIaFdsNKGh61akIR0zwNzXsQzbDUf+lGnMtpbMUMS2ZloNveGKFSE9+Wam0P1Pr2x6fk+1dIksN0cx48pXvvg6atdRTNmAJjE9IwZM2bMmDHjFRxT7TJjxvUfx48VfOF/cTP+9S89iWPHS3tIhrHPnoQq1hFEdRK5MY8sheCMeRiUUX24JCAGRV0Ny6YQO8uHb++YiAEoIrh0CCyLN+c4d4FVRykEGkjYOjbZ0C+aAzrSKlIGfGoTsF+oXyBYpYCU14IiKxUwQXaaFyzuqOIoozJDlcS5OqSuBD11gVilvbEDUCM5X6iA4Y+jQBL4QYBoYpB1B4CqgOxB52bQA4FdimO/LChmAdJySNlseFwVKMuCBx56CI9++MN4+MMfprVcHNTLSOY4LHFq9t8IqLbJqQHi5gS5rHNV9vnrxHeSxV04E6Rgw9rIvnZba4lxOD2xyLapebxinj2gULGvmhn2z3H5/uY+wQagFeDGNcX4OF5f8DK8tYGP3sHJdlS6fV/bhwRJjwKFbT+Pjj/YkQeqLqo4dfIk7r3vXmyPH6Nd91KaClqWsOxUNJtuwKGb0lQwUtJSMWIT/adVIZstr8HB/nHsKZjWjFCB6dIwX5MC6Aa9VzT3r0raNiY4KahCC/AVpR0DgpNpl6qgxAtNuRZcQ3yVeA2oBJBoeUqTqM7Dx159666dVtRm2R19pCOopDGsa4CF4U5Qqzcy2lP1tFLPzZ87g4pgt9ZGZgtSHZOAIld+8eKKL/p9t2DG1WPmkDNmvDziL77zNXjHd/8ybjh9AIBqQI2e0pZ5lhvcBRAyu+Z0jDFFOL145HnG/snK32MUqog7r+lR60fHDN7epP2epGrS0zEHcc+wuAOpwCzuKeEOFE1cItcTOmpEnlmCBNcYyNwjb3Jo9JtWSCipBTVIdoFRnevCTNS5zVGqRWJdBC5bmB1GiuMQ97jHGtQB1xLHRXovbAvy2VLtSxV15p+SjKkZrbxrjTyMN1A9fhx33HMvbjh9A97/W+/H4eFhT1E+XqPVXpF49Xmu8GOceWnLydDJuj1lNTKnHzLVkRwfOdnhzTguODoUV5RRH5l/f7yWx8nln++tX/bXPdZEXrZt0h16LldfX20Dh/l44Vz++dW2Dej5LVhMfNfdd+Hs+Vvo6hTzShQfSinMaUvvBe1l4fNNPKS5CC27M19UtmNx1dZ72kI5DcT88Z0wWVqv6U4+a+R6pedy2T/aAUSOmMpoOHtSW9rrx/cgLfjHfDAV2Oi8L7/nQVbns6w7e5xn7+ckmdNVpxU4WLZr4bOtNVLakYWIvTd0tMByZClJFLN4I7PZLsbbc/T47JKtsdyBp59d8Zff/dCVr48ZAK5tDpnjXY8xiekZM2bMmDFjxis2stjzWo01Y8aMFye+/qvuxf/4P/0b3LIt0FIAqwTZCsmdAqMVdlH2EExFirDKW4qSmBGSNJpktikkxB1Wg9Q0QSkAwUuCJ0sopwHQBk0CzNHUIUr0LiTTd1i9FfYXDPbdQpbULF6LonrFop0lNBQIPP5dAShEHOKGqhuoV7ohmgC+BjHntDVXKmBEAByuA3gUxKtot0VOW1/RAAbX6GENAq/0FoYsYYVuBlkN4gYTgqoSyk8o910hcNnA1orlYINbb78dZ86cwW/+1m/h4sWLnSxLchqBI1q3BmwV/hmJ+CYmqN1meVQ1s/90J5hH4DAjudtOSiO53Ab2pQU3iViCSB08jnlG5UoLDyL7ykBe6109gNdA9DMsafEZ60iOMhHFOCaSuO4V15DruZyUvtwmPC6NfWa6rXPkrRNgHHFXCVvuO+64HbdcuBVlw++eLqXbPgYZLUVCIZ023gIsC7/H0Ve6kd5BaruEdWNWhiBI6Jh3z5o77dFV2/XLHuugtTfA7xk0eg2WUDfTbaD1EARtvHlu+uGoCdNnPiHC35LYJrdQ0DjBxWoEE304T2bSwMMEFPtnR3tKx/Xbkg7+Ww1dHZO9p2MlzZLRvH0/Uu3SLRujN7UZXrhY8TVfcddUS3+CmDnkjBkvj7hw/hh+7+fdjF/6/z2FsmgjUMUN8NKL5TL/CFcdd+/23+C8dMPhdAHdehSFOVGkCykC1iB40+k6p5OIHlTSSZQDaTBDogoIuTXvqencnXd5FjgpimbPV7QCORJvIDkdhLIDKBBUEWhsf5HMmQrc2U5GxWI57sMqG6hUuFdIWJjzUDGvdLBdSriDM4cI4l2SNc/7pwikrs32mxbnApFQUNcKqqkXnD57Dq89eQP+0wfej8cff5w7fYT0dHgcM2nFaf1D72T10WUzV2w8b8/PIp27cjizzhbjfLm6+GDkbseZ2/V3pW292nsBCw6OKJh7weAw4JUS4L729llTZXdGez/ZOzrUlVTReXEfyTP3VyxX3J4zZ87gnnvuxeb48W7XrVFE21xyem9yaBQnlk1/vgmbblcWGbqEIroszO32ckbmf3TMKSywkCCikeRyzzl765aYx7URykkqeyyX7Vpaf2oPEtqGopTMKXIMS3edPk/mh1ngwmfRXJ75IuA9dxz/HCHXlkZMe+aBkcgm+c0xBuV0bFS7Vr3nsWNRY+71Q59xEq959VRLf7y4ljlkjnc9xiSmZ8yYMWPGjBkzZsyYcV3HyRML3vwlF/Av/s2TODgmECggFSKlkUAwg9UKd6MycylQZXW7V0MNtUspGst4KEkKlo3uKSZqBZalgz20Buf7FII0gFERvaqpcEmAhw/0ThNEI0hHdWXwjuKhWVmwmnObIFGzj6joX+ASiIQWLLaDSaEpuDhUloZ4mQb2V3c8FrqEyidANHd4XdnjT6juhhmtoYUmxrLWBm5KWF569lAEINsFvttRJSMFvnGgCBYlaWa10iU8qvbLwYITyym85jWvwSMffhgffvQjVNsMaiWAx7CBHglq+oiKJajV4D6wl7J2IHlAJCU91IG23B6+d+RjH/jZdv6GQbPf9R4BHuhRt9JOdBPDdud6Ojk8gqANHmpkfWxU2m0nyD2Ou4fv9Wt2xFQbiS8DWZ+kN/aX7wDlPhndttH7uZIY4+TJE7j3nvtwcPwYynboIb3pqmNOT/vuAehUHUhpiesvwVCCgVRZayelo3c0ytKtupeAOjSIZnOgUC1tQutvD5DShKC7NXW0ALoEQR3zodsvEkxSrGHRDc/+gmn3GMBjWDZW64CkCm1ZHSxsydbsTcufAGUAkl1llyeO10NZCkQMly4Gkx1Ws3X1KBTpfaeTcK61Aru4ZrwDkTUKSyxsvsUdb/3SOzFjxowZr5T4U195F/7nf/VRnD13AG/5D+252X9FYEHIShHY6ihLz0O8AhDagHsmfyF6rV5RnK47iPwmCR/xLGaKHKJIU1SL9HsrCScB1PcIaBMqkc3R260IVdOlOzeHwhlQE1T1lj+kIYuKAtEWRtzDxpjTCrjqVnIXTZFTmEmCneSgyhrFXPxE4FChmbdIFF02InoJS3MNpTmYb4pDtFfg6QLAejGlR6WWOLCcKLj3/vtx00034QMf+ADV08jx4/gORPFe7+mWdwmGJGaPsJbh3jvmWa3FjA95J4Zca2+Rlnz2aXvk8Z5nTk/u9me68mvk7vp+LtX+kb1FvL3ONY7jDvtx2fYcnZiTWtK6P297vrjCZ3tDSz8g8fGyLLjzzrtw7uZzkIMDfhbENPM/uuKILoMKWpr6uZHUUkItHfNFwWLVEoWKQRqH0rpKNEySpRHI6ZDDio4gopHKZ4l8LkjqyOUspqWCuJPJPYf0vWlp8d0J6E5sSzyP8n32ns78MF13WHDI11bjda7HW7OWWI7nvkau2MjnJKKrNeI6z4llsbJnQSOvIa+xTFNVA08+tcP3fNsDl18sM2ZcISYxPWPGjBkzZsx4xUarPr1GY82YMePFi7d9zX34xff+uwCsWL1tIgQWnQBTqgwJFlQsS9nDWTyQPnOHxEP4ms3BQOxju2Uf3Fp9ULMEZiLS2jPDqYpeAtEj+UfqsgbYpSUIqgAUPYA/D8RP6B+JFVTwFBGIGioMSwOVlGS0A1UL1CqBJaW6pSETStBD4eELJ4CvEC+tNzQQClMBCee6IwtvBtECLw6RDQnsKNEXCdIvrJe5Liq4rbL3oIlB1CAeyvBQvtbDFWoOPVDcdseduOnsOXzg/e9n72l0Mm4EDSU+OAqyefTf5W4c6bWXIYhihKOK5uF1ACsEF33v0+Bv90DJvf56PvwraP2ex0FGq0VvpHafbwQs01acBPI+8Dlu+j74uA/89U1zkrlxLYhHz8tYj7ed29uAvTEawOixb/DWd10EKKXgzjvuwLnz51E2VN5rUchCsllE4ZrfE4EsYcEY4L0sC6+hEt/LJJ4TeBx7CibIqBr23iWAyE46J5lNa8e0a1yin2CAlk1xzb00VRAm6aQ0GtBIoL66NttGNKI67bwRyhiJedAIaotzadVbYYUIsAaImAoZd2CthnAvbZbeIoLdbo2+ggkwGtaaKpkknPm7ocJ9r+uOVuAWNo0IkiOIa5jB1grA8eyzO3z7N78KMz5xzBxyxoyXT5y76QCf97vP4Nd+43mUjQahSZK23fyz2CdIa7MoWxJpdtpZDJRpi4sDVVARbjyFxA80Sa5cBy19tbFYgxNPklWRjmrerxwowr7PS25mrhckuzRyUs3iREmVNwAkCU7iWCXeD2lJdQWtpStY9Glh86uhRHY6EqFy3wfCD1ihRVjk6Q5XRZUVUtkcwwG4LlCjzUdrgQyQiEaOn3lIFE+BSbcLgHWFLAvO3HwzPvP0aTz8wQ/iIx/5CMdo1XtXOelJPgOth/Zln19x+SHva/PFJLOe47UT2Ge+LIeLiXtpZOR7ewtdLcZ8cZj3aDp3+VjhJjQu3/jjnhONBP5V138lJbcMe5AX5cdbPj4+e/Ys7rrnHizbg+6iUyI3BHrep5HXiTTS2Qvzv3TI8WzLEp9XUbhums23R45kwucol8z5EMW/pZPOMhQdOoua1ySl2/QhV3TAnZbfhv595e9DJ6drI4+HQxQsch0e4XJaOuu056NhuXxmoWg6VNIxJNXTnMdSJV29PYPmjH3c+Ks1nHyy6DFXkNd3V1hzfse9dx7H/feeuvo1MwPAtc0hc7zrMSYxPWPGjBkzZsyYMWPGjOs+lkXx5i+6gP/bP3sUJ44HSWSs5m5G0spegalOqPHUL0HGqrL/XgHJIxUBZF/Bu65BaAc57Z7q6ei+VQEUaThLWmtpABUSgGMSTkVJRlcTgm+hEjFRiIXCOFQnJLUFRSTpzZhawpIRcGUfMnGHQSGh4KFLuMOd9siOHdS0A35m8GWBrGuQmAiZtYcVX2lKIBKUFanyFASxXle4p7U3gVrz2sAlBcIajv0GtShMeJCWRXHqYMEDxx/C4499BP/p4YeB6IWLIO07yRvA0UBQX47q9Sf0PQvGWL5NOup9FmDa2FM6+5LvW14PfQTzRQ6qaAr6hhU2sLCPocN4bf+O8Nx9ln32+4hZZCeNj4YEsd1ASMmV923X3K5YeZs2bscALGofPMc7d/Ys7rjrLmyOb1FCrQKA/aQDPIQCRQukSLNhFEWz5ZZSINGHuhHQQqtvbz2nQxFTwnJeokegJCmtbVkXIfENBXQhgKjRU15o1Z39BFeEehq6B07m/jf1jHG8hKHZs6+T0mtYOdYgNaoJKiQUMKmQ1q6WieXM07IRHYiEY127Cmatjmw1nZaNZmjW3T6AhQQh+fuW1o4eIGYqo6mizibXJNCrOT7vc85efh3NmDFjxss83vG2V+Mb3/XvcHwJk+0KqqWrRVsIb44q0oodBRCjc0cSzBXMvZA21ODvupFk9aaYxqBO5q21Vs9VQoHWUiHzHXeqoVkU1tOPasxLkP1qYzyqpSWKHZMjFVSzuE2na05Yg8e2amtLk7lsQY3yRragschhJJTTgiJrUmMgOU2XFI35uTre720VqFRAFVYFamsvyJTSxhGzviMt99AggKlsxbpCRKHHC+687zNw9tw5fOADH8Bzzz0XucXQxqX1tW4sbGx9P857RGrLq+JIH2V/juZdY57YFuvk7mVZWqzLw/XkMptrYMhnx88cVxhtf5LKfu52dHcwENJXU2R/PMJ+KOo7Oq+M8wyfOdBchsZ9PX78GO68+y6cvvEssFniHCkLFbN1S+Z9oZgGhLmdSPSYHkhpZYFuktAGhZdN5IJopLSHi05TV4dtdw1SGlncGERzje/0qJROq+2mao58EUDvK80Nbxl8Es/u6I4JST5jyPWARmJbe17Zd9NJ225gUE3nKfbBiSeV0942aCCijY47PoydRHQMwMXCUSycdgCEwpo78exzh/ir3/2ay6+ZGTOuEpOYnjFjxowZM2a8YqP1c7xGY82YMePFjbd+2Z346X/6cBA/fJA2d6gbe695MJzxUO7VYKKECiQ+QgJT/bWZQbW0h3UzoxI0Pq8rAAiWkkBAWHorUFf2unbENEm1pKNCmk0ggTsJ2I+QHgIMMdTgWkk00z5YoUIVi0fNPkBCG0JQp6Byv7V0cCHmF1VUI9AKEXhRSA3p9+qAV5iW6JPI9ygLRFa4kbWUUoDdCtdhhwtIQi8FvirUQ7kOALYAu8NGaAMLsFbIAtTVAHUsBwvO3XILbjx7Fo88/GE8+thj8FBed3VHnMNBGjQqqPliAMvyfDpBv8T4SNZ3wLINkNxt9hQeJnYgTZoVukfpg7RB91c9YndHxScjud32LT7RPU/xBDWlgUujwsVHKrXhgJJ0ZF/hHsY4sOAybMNlOKtgz24xITYVnDp5EnfedSdOnDyJslkgi7IQokjrD61LaWPIwQLVhXhigIm6WUKpr3E8c1WhwleeMylLgI+BTmuJ3oBxulXhmuSzNILZw8/URAh4B0gpwh6ZJgpHQY0eg6Eda98qi77TTR0dRDN9BhQqwBqIPkHCJKVT2ZLTAbd+gK0OCpq8VpzkdBa95PVjIasRdBI7r1vL/tAOWLXWV9DcYOuAPg5/rRdhvIY7nn7mEO/+1mm/+MnGzCFnzHh5xamTC97yh2/DP/3/PIrtQUG2OYEIi/c0HWJYAKgF/M2mHzVJ5LD+tgpo8e5OQo/smNdoqe28P5XicIs2NCrRwtpbv+kkt808xKjSPqM1Nu+DWdjEO5OgtbIBeE8McsnA+y/vb/yPikNdUON+2nMtG1yrmedUUSyZh0TTa4/PHdLU5nT04bI0WaGbDlDgC++B6haOPoBiZTGAVN7v1eB1BzFaL4uzRQ/qLvYpTg0iD4xzdfLGG/HQDTfg8Y88hocf/hAODw/RbNEbIxu5jMdAR+OypG3IO8e4GlHtHnL1yD0xjnd0XVxsbPWT0zmk7k+P9eQzCD8cxsL+8pcnnTmTX2E/rxBXJKf1qp+PefLediBT5D5hWRbcdtutOH/rbRAtkM3QkgWIdi+DS84S/aNbnifRxqXEM1yoqSX6Skvkcku8FgQhHSR0fh4PfS55hfCc7/WDDpccD8ccj2e2JJwdwGpBZnsvUMwxGsHs2O8bDex/nvmAB2md+aPnMym/c5zWc0H3dNjJPzrvWFhzm3s49uTlEs/C5s2qO1130iq8tYNxDO+9k9J5PTuLvf/Lz78Zt104fuXraMZeXMscMse7HmMS0zNmzJgxY8aMV2yMDwTXYqwZM2a8uCEi+K63P4Af/m/+N5w+E+CYGcmosMVOmi77zvEB36ClEOgzg6GglHiYh6CAxKkoQjHJh3cUZQF/AIYrHEvRACzZN7ASi0RAcQ0LotWbYwcCiIsS1KyrQBcLRXUCPKG4gcMsABCNfs8iiK7SSHrSQhZD4pI9AlUVXgHVsPSFAgtQQt0sMEAXWi4uG/gahF9R2nnDA/Qj6e2Hh2GnFz+ki4Yd5Q5SFF4rZGGzbd2tPF5LgXgh+CqALI4SNsLuOyo/lwUFQFkK7rj7Ltx8/jw+9KEP4omPPdmI1jjZA0W6DzQOeCpG4C2BVod1onXkbJPkdJLCzcq7+0geveD2fvzzXDn6zaWLtWPbZH+lMizb+kyPSNUVAMH9PoIJZfbxx57UuU37YOgREFH75CN4KMnlYWu5+YKDY1vccccduOnsOZRNiT7S2uzCdVkgRWnpnQR7UU7PA7+Ubt2t7OMuadkNcMxloTKqpH0jx/N43foGDq9pH7805YxJJ8b53Rl7CxJYtLR2RICIAV9XLySva1g+JlntBDOzP2dRx2EFqpUAB7PvdAJ5ceyEvaXN0HsFZqGMI2y598+3G1BrhbsEYe3RE5qEtUBgZhwHA3hY0c/7HqiY4KM1kNHM8dpX3YDf8/qbLrveZlw5Zg45Y8bLL77iv7oD//j/8UFst4X38mjxks4rSchAg7QFXTJgUR6mDgmPbTMDBJGj9aLEVDUnsWgmEHVUMyxZkBjEc605pyK7cQCZJ9CFQ5iCtT7SiOylOlDQW8aMN3lHUmsZdO3RKM2qYb9dlKQcBKEWpQ660pgc9OZBENYF4o4qBWypoihWkX1ye+GewVGgYj3n0LgXLgL1QtbaAfEFrsw/vQpEKuALIMHqFLqtYK2A1eY+I6o4d9utuOncWXzkwx/GI48+yvsoeJBa+pYHoHHUA1F7NMYT8PHiSO42KoOPNpJBrlM9COzkwa+U++GyJG1PYZ05QE7vCWifRfrQe1uypyC/0oqPvL/ScRhV0cM25nZyEWZZpRTccv48br39DpRjB5FrSssH0xlHNFXS3Q0HQqLZM+cuJZ7zohgxyGoWLpKEtnDP4edBKkvhn/biQwdQJRx2XNp0Wtrz/NVUUgcbnf2hqYzWPZK554HhLOCZ/8UhdH7fOsncyei18nhl7gZ08jFV0i0n9F6Eko45Ftbd7ZFk/O3wLIg0/k4BoZCOcayT00Ao+t1aT+kcp0134Omnd/jar7zn8utixhXjWuaQOd71GJOYnjFjxowZM2bMmDFjxssmfvfrbsLpUyWqv2k1aO5QM6wrsFm6fbVHf0AD2AMZheCiOrlYAbRKgH0+VK57CiEG1YrEewJS6o5qAhXHCmApAhNgV+lGJ07Fqbg37MidRPYCwaFJAw0diuoVRQSGgurAMWRvMIOLBkyiKKC6xcoG1QuqV4gZCipUDW4LKln36De4hlXlCohBEzDVEuhIkM+W5DeonN7GAdcCHIKAoDtkuwUqbRV9t4MvBarKHrZu0LJQIX1ph7JsUA8vQVRQthu4OepuJYmu7Kl9cnsKn3HsVXj+1mfx8IcextNPPwMgABGM4NvwPknhBFQzGn8dZC06WdsU2aGS4P87AZxkb1+3B2Ete/NxyLBlDzBW9tbJGRv53Ah272PEufSEwQa1dG7LuGxfLAn4cV/GGfb3ee+4yDCe+x4hnYsKBJvNBrfdfivO3XweslEsabuNodf0sS17SItS9ZTLK3tNA4BuNgGQCqQs3MdlAdxISItAlg3VMfDWUxBBGJOIjh1JW3ARqqKPqqajzyAVNAQjKyQswBVVl7BeTAWMdnARpYGT1QvSQj17T3Mehbih1lEBw2O5Gq8P81FBHRaOTS1B9V0WoqgAdVCs1GoNtBRh3/skpQE0UtpjPnhXVFsDGruCxmqN3zKHWYWb42Mfu4Tv/46HMGPGjBmv5NhsFG//hvvx3/7D9+PE8QWs5FMWcCXhGKpfFiEa3LQVP8JJSHuQb14dJswZo3wsSFDaesPAthNxH27cHfhCRFBr50RFSOBmkVtTUzu5WhFDKdIIrqrhyNM54UHsyjHMAYmmz5kOsHCLSu4iqdQG77WeimuSdiZhXuyGGsWLzJwNNfIwN0B9hUAg6UwSbj6sd9PI36JoShRShcSzh21wFHyiOMTDocdqfy0CYIUvYEGbCMqxY7j1rrtx8y0X8MjDH8JHHvkILKy1R563HQ3ft/puPPBILo8M0Mcjssd5hmLFq81zRRvvo8Nedfk+uBydfrW3VyOYx88vmxQXgvQ8dp94H97L3oJIWv7cuZtx+513YHv8BAtYISz0iOLG1rJFso90uOmkUjqnRcsWFxY4ehQjssiQbjsO6fmfdCvtKksQ0qmY1vY5eVnt1/dQkNhbs/C6TlW0hZI6PwNYGIIgn5OcrtbV0nDmeu7jV945ZiOg0YoOrRUWcv4aK9hXNScRHecnyekjBHUWv1j4jNNtx9oYadlNUjoTy8ZIt3/zWWx3WPHH33IHzpzeXP16mjHjCjGJ6RkzZsyYMWPGKzam2mXGjJdnvOtbHsD3/vCv4sYzW9R4SK+XKjYnDrCuK9RZTW8rldIaXoOyCKopioXC2IXEriiqKEqJ/s0iARJm72lvoGDagQukOc9JAwK0gQlLCZAAApO0ewSAgl11FCWYCbfoaBskswBL2oELgKGqv8ga2hVHAXskStja1QAjKyotHuEER0RRbEcizwVVKrQC0Ap4AapTYbosgDmkVoS/dzRBNMj2AL47hEgNUnsDrxUwHlsX9ut2D3NkA6QU9p9WZYFAURYHLAeoFw+pHt+xF+5yfItTy2m86uQpPPfMM/jQwx/Cs88+19h88oCdht0HGr2LV5piI4HEAMqSWG3LHImcPf479mzmqkf76Sx42CeJjxLFewBk8sW6/3kjto8qqYPQTcVU27ix9/PRjZe+PRxrwBz3QFM5ughESEhfuHALzp+/hUrohf2goYpSaJ2vm0JAMUN57gXa+0aXQnJaBaolSHCBbDZxfnhNymbDaw6IfwOQjPepek7LAg8VtUf/SihV0xbEuAmXIeSstHhE743JKyV6RUNhnhowGuXnOVoD8IMrwkeA32krQW73adZ/DNhD3jpxnaqUtO2u1butdwMY9/OU9toRAGL2kkZYdxMkrFaDfHbUtTbSuq608V8Pd5yv0kt8rY4H7j+Fu+84gRmffMwccsaMl2f8gS+4Bf/P//HDePq5qFDEoFr01r05SGhn0Z9Lb2kiAg0CCxKtFURSZ9nu6+23HSHMznUMd/BGRrd+1sy/SvaeRlh8NztvIUGdRiXh3FMQ9YWIgsghv1ga6R3FUC7smgHmpeYSLW+ocM7mJaEXR1Z7MvPM7raCTErilonqJJmLVwCAxT09W+30u65A1OCuEIuiQ82CgOg/bHEuwhFJXIDC7BZSkW1rYAZZBBsV3Hnvvbjlwq34yCMfxmOPPx5uJQMbPx75K5CuGUeJ2Jj4yZG8v90f+6tw1VfYqnFrPvGgY/6395FcNv3qXPoVPmkVDPsLiwjOnT2LW2+7HcdOnmCu2Cy6WcjY1NKRt/nePCxcSHV0U1CLRq5ZBlI688FwxUlSWiIvjHyyk9Ha8jYH1dFA5KPDdGslF7y2M3/0IKWzjQvQ8781OV0Myum4dOvA96alfjVJDnkv58ui6L7MlXNFb595+23YyyXjhXkQzjldcp2c3lTVQVZbfuaDdXj+1x3LIvhjX3rHVa6UGVeKa5lD5njXY0xiesaMGTNmzJgxY8aMGS+reM0Dp/H7f+/NeO+vPIVFBVZXkmEO0LZMIVKhQoW0CeD0TMOyYaX6ajV91FCXgmPHtD2QJ6BYKwFCVaocSVRHP9uoUme/PQAgcCbg/EWzM3EQ2trVtTtLIJAKb/OwShQqsGkDLtBqqFBaLQpgXoa+04CJokgAcwkSKpBy8OzPu3pBUQVsJbRVhJaJqIAWiCGUCVQBiRtQSS6zgWCFLAvcC2R3SLBCFbJZ2B+6rnApELOw1zMU3dDCWyrKQnUqVqqucWwDXw1lAyrYzeGLoqjg5I034IEbHsLzzz2LRz78CJ586qmo2k9csBO5gRt38hpHsMHGJOeVcxkyGZ+NShZpSPE+JNehQmnncgD/klOW4bM2XL9uYm399aAIJyE9zDeOrQlKjlt1Ock87vaeQkc6qNl6MYrg4GCLWy9cwNlzN0MWZW91VZTNQtB7U2I1YdMtoO22KAnnotCyRA9MWm5m72kpJXpGd2KffaRLBy1LAtskh70sgAaMUZbeU3DZkGBO+26wvyBBxbBRBUHMNC9NG0gg1dIcK/sHVsuiAsA9VWACc222qGulYqbG9zXBzGgJ3aabCXZrB/5SPZ12jiOeNKpjLJqGJoBVa1i0VsPu0rp/BVqopncVtSbgGKRIQzNpi75ePCRxoQI7XPED734tZsyYMWMG41u+/jPwF3/4V3Hm9HYoDoqkQrK1Cd9nkZBI0lWsSHR3iGURm8Mal+ahbg4jEHN4mNKYCFSDOEbmNN2dB0hVpqGI7pNEhnZvWkAyOHPJWll6ZZFSpOoZCGWnUcHdlN3ObUkr8AqwqDPW5SgkmYXKZHWn2wcE9Bph3pl3X4O0/KWCrW2AgiqCAhY8mgNqCMobgC6hJqfzhziLIX2loTKsAKUCsiE5bSsA6VbQ8d7DQly0YLssuPPE/bj1jjvwkUcewUc+8lFUq3kE9+7FkXbtx17idaTPc8vVrkLljszR3jzS8tfLl2mzDHMf+Qy5ofu5ox9d51DceHXp9v5ncmR/rxSei0Re3BcXqAhuvvkcLtx2K7bHT7J4IPPYbP+iEj3FmU9S/bz07RzIZ7roxGuV1q4liWq+11a8WHM+UCXtLQeU1mfa41tr6J+Za9h4A9WjjYunZbcE8Zz5Izp5m68987vB2hvhluNBSidZHc8aaxYZhlt2t9Lm930kl21QS8cXktOtE8+plh4LFz0tum2fZIZHDjkWPbaxvT1H9fYv1q6n55+v+Nb/w31YlrH1z4wZn1xMYnrGjBkzZsyY8YoNw2Btdg3GmjFjxksnvuGr78X/9C//Lc7edEBAawnAKFWMA7inWgjQOWC1QnWBikCKoAzEGaI3GAK60JJWaop1F4LOalAVijljHQL+1jQtaYASGsrrNXqPiTuKOLbB45kL1urNltECFCzqDUhRpRWcwmhjDMCxoDR4kKpuuBEYdIWFdEZRSTqXDSocZRXADnmMSvapXgnqBDghFh7EhQCPrLsgRUEif7OFmMHXHUGnIBRRa1c5rCvcSLZDpAMc8XSq1SDFsV7axboERRZibyLARnD64EacOHkKl164iEcffQSPf+yJ6Cc+4HBC2FCKtOp/9I/2MDY/+uLoDGPI5fPIcC9xDL2eA9ii2ic+y+M1kNWXjd/GDsQpyN/LZpRhtpwkQPbKG7nxvsnSAOm+IUG7CrfnhlMncf6W87jp7DnopvAaEkCXKDbQ7GEuKBsCiAQWO9gtS/QHVKFSerNEv0DntRPWjTw+pSmjBU7FjArBSdWOypeF5HRgvy4ktx3x1dYC0w0dAICh56ACUlpf6QQzHQTSE5ys3h0IktS2dDow2jBSh5UgJf0MFqVNP5XPYfsYwGO1I32jBxwRAGqqpwMwNAfbayZIWX1QvRBsFBFsDja0X6zZ48+bck5dqJp2tGvQnWNK4uYOXHx+xdd/1b04fmxQus/4pGLmkDNmvHzjgftvwK23HOCZ5yoL95DEtJHdDUcQ5G9sBH+jDVUFxVn4yF/XaI0iwj6tJR06+LutAKpG/gOBq7YiMaYuYdsN3h+SMNJQQadYG+B9g+Qv4JKkcNxzHKhVsBTP9tmNVEtnG5FQTVsn09WBlGF72gBBg/g2Et6Z70BDIZ55J++lGi4+LoIKgWKFFGHbmzg+dO0Jy++ivPUbIBqEvwlzxTUObBWIDDe4gpR0Q3QLSBRwlQI3Yw4rFRs9jtvvvhu33nYbHvvoY3js0Y/g0m43XAHSGfqBru70rLTJzYnmahfTFQjpT6TEbteSyv7yOV6628SJveJ4w/quun1XI6iPFl8O+7i/hPQxpM+7WRacP38zzp+/gOVgG/bcYSNVov1KKVwkW7UMCmpEgaOH0w7rGJZOSEdexxyQRYgmkTNm2xaMBHXMOxLSHssg5g2FNBA5YBDQqeXn90fbjlqcCrP+fMbvKwucLVyZshgyHbHze2gefkrW27s0Ljhfe/af3l9+fKRJwtjM4NXpFGaDctr7/Dkts1CLFVpUSo69qoMyZ5mIO9xrI6ZHYnuzBb7gDTdf+TqacdW4ljlkjnc9xiSmZ8yYMWPGjBmv2NirFL0GY82YMeOlEydPLHjLm27D//t/eQzHgnQh+BcP5M7K8KbnkOg3baDlbaEZtqpCJBWHiiVJv3jIlwAgXB1WBRJkdbdaBrSk3SO6VbJr6xMo4gEqCkrhMrtKXMZcUZx9o91LVMEbbQ6hgEev6ABVRKiGtoAAF1Q+rGoBUCAWVuZaAVf26bUa4JDAseFnVkdvyehDvQM2G7gtoZpeCRjVlcpq9W5luSxUQCtA68UA16x2QFYVkBWKAl9XAlBWU3qB5dgGXocK/rVCdQOEtdxyXLEcLLj71L2446478fhHP4rHHnsMly4dNkCnuSsKIKkuSvB1VI+g87t7nPSICeaHPnyYEwekLq8p2QMgZZhtBPE+3r1jhAD9yAbiCuIc2dtuGYZIS84xuvOksN+5KM6evRG33HIBx0+cQNkUyKINIM6FyvEtVKi+12WAFEoWAoTNtwNYwrpbqGIiKR89BGMeKbxeBAT7sWyj2CEAymUTJHtcr6GYdjOS1BD4ssT8Sd4nGR0ApCwEEXUJIJLKGJLSpZHQPGpJTiMIfiqga3ynmnXj2HbPSU6vJg1EbOBh9CeVuCYray16b0Fn32ig9/xLonoPUAyVS60JP6VVI8npuhrShtFqqGuC0PeQ7HgoaVQL6rrisFZ8yRfe8nGuwRlXi5lDzpjx8o6/8u7X4pvf/cs4eTLyRI+2K55ksjG3SiaJlVkAQIIIVDWbSUx2wAReAGR+YgKU7q7jAIuNYCgo5GKroyzpZEKCut8XAFVvpJUWaYVRDt5r4nbdncadKukivIuQfBKI0ckHhe48lZJr1oYJIN4axJD7lTQ1ZzJhkFanyL3l/XgNVTQtkCvTSmT7DBYUkktm1moLt0VshWrpuaE7CWoDmIyjH3sz+LJhPgqw73RUsElWZtXKwkjOQfeXUnDh9jtw4bbb8cTjj+Ojjz2Gp595JubI3+WRhEY8Qvg+Q5tv92x5MCwU/3bp++WfX+0+cCXy+OMpnq8ypmTSNzj0fNwxj+6fyGiuM6SyzotMgFMnT+Lm8+fpslNSER25VbyWZQlXnMyNU+0MQPZ7SGdBIrI/dKikaddNsjsV0j5YdiNsutF6SHNdtPPuhYgYcj+Pv+wB3YoTM+drRDXa+/1p8egExLXeXXFo3x3tY9ItB4BV2bPlZmHioJRuBHX8xASRDQwFi9YddjIf9VaNGN/xyA33CO8a40SBY14jngXIbaeCiK4DEx7XwTPPHOL/+AOv+7iX4owrx7XMIXO86zEmMT1jxowZM2bMmDFjxoyXZXzdH78b//3//T/hjttPNDUt/8PedQBJHdEA0OIh3DUewtPSmHJm1HXFegnYHluwPViazS5E2d8uFC0AiSYRRSnAbg1AaAWWQgUzQTgCEhrAmbuEzZsEUEe4ZK0KVZrM0R6OqpVSaN/NragQcdozBtCT9ouCCpUFa+o7hZaMJkoKO1SrVZ2qGHeCn1LhhYSh7C6FKlgB1AB8qJQQUfovbjYN/BMtMD/k+6V7Q8qKsOsL+rYU+G5HYtIMMIUvjrpbadOoNY5vnL41QD0PcFILNqWglAW33H4rbrlwK559+mk8/vjj+NgTT8KTPdzrJ83roFtu90ggcqSE86oZ2kqizzQy2Di6BPYQnCM6k/35hnmPLNrAawwfy5Gl9ja2v5FUuwcoftQmXAQ4eeIEzt18DjedPYtSFpQtLbmhBVJAC3pJe0wZiOZYlwOyXdhrOo4rRCDbTes5LUvhukMFk/2jRQWybDoA2foGlgAa93dWROG2wpcDWFg9inR1s2sCkxoOAtFnEGgqLZelAfEExuO3IMD6VMg0wFGAtZYGWAICN9p3p3WjWZIVCWjGNCOpLUJl9FoJOu4GdU2Ci+M5TFWLmbcr8vlnL6EUiWMQgONKi9MkTXoVBgg2mkGF/eYJghmJa6t48qlDfNfbX32Fa3LGjBkzZtx4Zouv+iN34mf+6cMscPSxnQt/75X0c+v5jPF+Gw49DpJAoiR5axUUGDMy5T1WDZGLBsFryDkAlXDnicxRuG6ABY0sSowiqeqQEoVwnoQz0l2c9xwBtApqCVV1EF1Vw00lbL0litqY+0non5mrauYm0V6GXaij17Y4FlRUCIooJHLRLO0yIb1tSCV2HrpUThcm3rrE/U3CuaeSsFY6+sAdUhbmeeqQugKyAXyB1xrW3+G44rQcdy3BHtZkC8MJCDh74QJuOncOhxdfwOOPfRQffewxHKaKWjDcpPdzKU45QgodJXmTNLoSKXwZyRzE5FDc6L2ScJgOHh/p7VD2SPArxTj9E5Dbe/soaOfpqIp7syw4e+4cbj5/HsdOnozcMWy5m0qa/4poFDp2orqR05kf5nmKZR19uuVnUpCtWZj3xXuRPXLaQr1P0jqnFRi0LZ/E8uq8rqiEVuaLfoSEBgbyOm2943sFCRXsuBzdB47wvPwbSOdOVHsvbGxK6U5gWjjw1Jwvrbk9LcAjN4z11SSVzfkb4oOdN3yQ2Q55ZDyysBiyxuMWZ8w8UtyxWw1f8oUXcPcdJz7udTRjxseLSUzPmDFjxowZM16x0TDcazTWjBkzXlohIvgrf+Ez8cP/zf+Gm24UiDtqrdhsNgDYd1qKhsKZfZkhoYQMFbOtlW2UB4e/zcFCwke1qRI9AJckmEaVowYBak5FpUYxugSwlwKKTSikg/qiAibnCbK6YwYyYFSO7GNG++w1QDKqshehfTJC3eNeScg5gQhzQJwkuJUCdYWbUhXr0Sm7KBsDeiWpGECl1x3RTlVITc/FhapuC0VEjR6AdQU2CrFKZDRINN1uYdmbWhxijmWzQV1XiJYg4QxaNqhaqXRfhQUE7vCV1tKLLjB1nD57I07ddAZ37VY88fjH8MQTT+DpZ57Z+80XGVhf7HPB3Iz+o75P+uKy+Zsw5cpXYVwP0o5ZDhBc/cC7drCxvc3t/UQCl3EhGUHTJOM5LWc7duwAN914E86duxkHx49R6BVAogT5qYXKZrdKtfOSfaRjkEKr0dJU04MqerPh69ykpnoBe0inPaMmIBmvEUrnnD7YO/JQJQgpTTlNtcyGOHWS0AF00q6bBLfpgo6uBqCJ0gDlmsoaz89CPVMHIBK9eKSBiUFW24Dcmkl+47oNY0UQGzwvrOHoV02q3xJs7BaMxt+iamyZidqumZrzWTpACGo11MrvCQCs6w5WDetuF4ClYV0Nn/ngDfi8333uyhfWjE8YM4ecMePlH1/+ptvw3/3MB4KYRlelmUWbEAHcwjjGIc57J8ACIzEjkRpFXG4ejthUBfM+ETYapswXM/8DIpMjAW3h+5pOO2OSkIVmSWqlc3jO4oYoVOSALkznsnNLEuveCizjvRjzVmGxJufzaD+T6mm2oaE1Msn06gKVmh23ASgJOlEUrFFIGYVtrhA3iLAljRppbAcAXaDOYlJxkJSsa+s7jdge8cjhk80bVNaRafKA1toJXOVN3NXi5suc5qAU3Hb8JG678048/dST+NjjT+Cpp57EuoYteHM+uvIPd8szx4kDqX3kkyvMEyrvI7yw780a+WLmhi15PTL2FUjvq61/zGcv24Ej4+hScOb0jTh79iacufFGyLJpRYkt18t2PkcU0xY5INdX4noszeI7c8IsgPUojHTRcMkBXJYgqvfJaEvVdCtKpC2+o8AEqFhY3Cv5pJWuOFwX1dGRA+4povOPBYxZnAigkdR5DHM+PvOB30VkbncF2+6BSG7fX0e0gRmtvLt9duaJI/GcPaH5vGnwiibZzsLFPZWuoRdAZjFkJfVOB55w3kE6V6GvA8ATTx7i677y7iteSzM+cVzLHDLHux5jEtMzZsyYMWPGjBkzZsx42cbvef1N+IO/92b8m19+Eksod3vVulENCgulY21kWogxYCpNZVyKYtkUuMdDewFKkVCusIocULbNdWBd+ZS42RhK6ezlujpb6O6Ry/y3hrI3DJSpmpauxC6CBhCGUILLJxXphtUJ9FAzXbDCIVixJEGHVGMbBBtoEYhVqlXMqIoR5fEJ8I1925yIDIRKlCAXXSRAs5XgX6UPuTgJapSFpNkAjqAsQF3ZuxiAYgvzQxKOtQKeYCZBETskIFi2StvvUmCV6hkspTXqWi+tPH7u8FJw7sJ5nDt/HnVd8eQTH8MTTz5FkjpQX2p5PDn6TroGwkvgTPp2S4DJgb+J93n3nBOPENgDB74Xl4lqhnW3AUYcMY415IjaOwbKvtYyrhiAiOLYwQFuuulG3HjTWRw/cYI44aLQhX33RBVSQhHNg8PzsCycpoVKrJjG196s2dlLOhUxJJolQEWUpc0nWgZ7RzT1NDSJ6yWOw2DlGF8q0wLXpYGQDvB1guqyoAqit3Tptt0BdvKbwONi8WOQoKS7UsUSO57ql7QjdUj0EtRGOmdBiAF7oBCvF+GlHEqWRmJHa4B17dbd7bIPsjrByOw7XVfHseNb7HaVVt5xvdeVvTirWVO3mNsAcnYwUhxcNn6//sK3PXj5BTljxowZM1qoCv7Stz+Ev/w3/gPOnDmIojW65GSBohhox20CqIU6WlEQvZ5TqoxMGoK0jreOKFwqtOlVAVAk1LBoBjHZc7qHt/wTiFts8LFsIRP8oJCUVgtLbmOOqyFXriGjFifR6wpoFCuSYPbWQxfuKJEks9e0Qt1R3UA+XsMJCEH21SyLy2wLFUtkpryXqnrk4gJ1hYkH35zK1Aq4QW1hHqkC2BotbUj+AyH/zqLHVM0a81kI4NXANsNxkMwAYfdrr4Y4ccxliwC+4My5m3H6prPwWvH0k0/iiSeexNNPP4VdktQtejLH/Mvb8dqfY/8cXpUmvkLCeKU+0mOyeZS8vvKwfYy9LRMMBY37Q+f2FC04c+Y0brzxRpy56Sa2chGBlKXnwQO5LKVEcYFcZssN1Z4fqjYnpe6cM5DUoZQ23SBdcEzT/nuJti1U4PvYX1q094gWQcXS8rnM44BQSg89plmA2Fu+jIRxdT7zjfbdTQWNIKyjeNEiD8wCxTzmmQ9iWJbTvT2PdCKaS40kZmv5MhLVMXgvVmTBSyeyuXAveOSAlirqIKU98sc4SMje1SSx43MAzz27w5/9+ntbq6wZM36ncZW66xkzZsyYMWPGjJd/REuqa/LXkvgZM36b4e74S3/pL+G2227D8ePH8cVf/MX49V//9Y+7zPd///eHOqL/PfTQQ3vzXLx4Ed/6rd+Kc+fO4dSpU3jrW9+KRx999FO5Ky/Z+IavuRfPPHMIUkuA1Qozg9ewxs4H+YApqvc+Xd2uOyvjiSJkJfu6JomU70kQjYBOggmevQmdJJQ5rX3XqIZPXAxAq7ZHTOe60xYOvYLfCT5WCCoUh75gdZLn2Q+XqoAFa4AyJguJO6VdMt9vqEBo0wu8bOBlAwx92yytknVhPz8hYZlAkkvv5YbRolmEdt0i7C+33UKOHaP9d/SOk80C3YT982aBHmyh2w10WbAc21KNoYCUAi0KLYW207EOKYrl2Aa6UAkvi6IsC3S7YHN8i3Pnb8GrXv1qvP71n437778f52++GduDDURoX0msTNrmikpXpQiBZhEh4RrvR8I4/1JMM8YnBB7bsjFtPG565PNGhNM2W5Rwooj07YdAteDGM2dw91134bM+6zPx2s/6LNx2x504ccNJlM2CsilBMJc4VqWR0qKAFhLSWgrJ5ML1l4M4xssC3W4hG46hS4GWhb3DVSGbDZXT2w3nEWHv6ShmgAiwPQhwsfcIbIR0WUhSL5tQRRdaewradYqyDQWNRv9oBXQLR4ke5grTBaYbGBQrChwb0MK7tO+IOb87FexFXSHx/aMVd4KCrRTAO/CYdt5rFaz5/XWhUia+49U6IIhmC9lPvxlBwRr22xa9pLN/dCpiJK8lIQCpqqhhSdpMvwMt5e9aEtbWfsuee37FH//yO3Hi+NQp/OfEzCFnvFRi5pGf2njdZ96I3//Gm1F3UfRjSdZ4K3IbbhIt6Wu2uqNa0cBerUk6ue8RQUAnmfq/vbUDLXz3iaoksZJrtShwassP8/F+xDYTVknGYeipGwY1sLz3WXcAcRe4hfI5C7taPqpYrStMq1F5Wn0hSTioUx2KirBe1oIaJGTr5ysbVCkwLXH/3sJ1CysLPP6sbFs+alpgRWFlgS0b5g7LAmwOgO0BPPLMRoBGboHNlq1EygJst5BN5DPbY5BloZRcC6QwN73xlltw76tehde9/nPw4IMP4vbbbsOJEyd73rf311ugSJCwyL/xJQ9/n4ZhjD5pL46SzxLL5NC54N64Y/IQf23bNH8D9vcBIjh+4gRuvXABDzzwAD77cz4H9736Adx0620o2y1zx8LjxLz+ALLZ8JgeHDDn32yAzTaO+Wb/eWFZmANuOC/KAi8bnscS51Xz/G7bufey8HrQLa8P4TVkwhzQ4tqy7EMd05JoNmRxoWL1JZ6jqIDO3K3NO+R+vP7zwKIR1Gzr0q2++89BWH1nW5cq2K3D9zH/HLDqezlBXft3vJPU3goXEc+ssvfT09luz4rJ/DxyTLeBlPaRuAb2ZNuDdXcS1MmgezU8eP8p/O//4G1XuDpnfLJxLXPI6zmPnE8iM2bMmDFjxoxXbIwP9ddirBkzfifxoz/6o/jbf/tv46d+6qdw33334T3veQ/e9KY34Vd/9Vdx7Nixqy73mZ/5mfjn//yft/fLsp/a//k//+fxsz/7s/jpn/5pnDlzBm9/+9vxFV/xFfiX//Jffsr25aUax48VfPOf/gz83X/0W7jhhm178HZ3+G6FF4VGbzGAIGGtKzabBXBDraF8CcWLq2MJi2mJdnWJB5Ql+v0FkKBFWiW8aqheQiJRgDZvraGAFWBXo9VaEOJL4UOnqmN1hUY/PVgoTMRRYsyE/wwLst4/eXIRgi1UrWhoQolkNVVoWGnne8p3COjAV5RQqRKgWKPXHwjOLgWoAslLsVZg2QLrjvM14swhtRKYcgALFbheV6AaZLOBe4C+aBuOcuwAvlZgifWtlX0Esy+dG6BA2RRAFthuBZYFVqOP+CaUowDOHTvAjTfdBAC4dPEinn3maTzzzLN49rlncXgYvu3Ok0WhtHTgR6SrkrXbt7eIeVU6sHwloYsDzc4QTXEt8dl+P+x2GDxXEUR1fiyAquLkyRO44dQNOHXDDTh58iSP+yJYNrSxTjK7baqyUADu7EctfR4ClQQcdYljDB/6Ri9NYQURSKxDt9vcO8jS1c+SqpmwYqRtIy0bBQQJEepthALGW6/pUMdAYGXL72EqotK2ERKFFtoBP3RVDK/pOL4JIEYfwex42b4HoYxOcN5MG/DYgHhHKK2TDOC0XQL/QSyoOHbZztJT5RKb4qmkCeDfqLYjqdCVLisrWboaxtNakT2kd3XlWD70kl5rU9UkuWHVcfJEwZe9aQKK/7kxc8gZL5WYeeSnPt72J+/D//pL/w7pRSOQRv6YGFQKXJytWgQQoR21KmCV9x3VvB9RbR0T0Vx7iqBAQadhA0JdK6nONNYCmlFRbE1gmnlDpEGKdl9C1M8ph+NtxxweHV6yZQyEXaI981QuGvdGR60SDaEBMQWUlt3aiHTmC6sZFk2SO/SmDkCM2xwpA6BIw26Bo4pn12lUAQS091ZUpKxcjHlrqmld6WAjviL73sIdxu7AzGs8cwQBfIUneVsisRY69GS+DasQdZ5EL3BZI8mPvEfIAt1w4004deYMbgNQDw/x9FNP47lnn8Ezzz6DF1642PK6FkXb+1TJN9rZfWCgh4RRghhscaX5sZdg+ri8j59FWd0VVdd9+vGDA5y64RROnboBp8+cxnJwDJk7Nsa6sLAP7szfssVL+yu9j3QUEiKfFeLcexDR7flDmH96Kqcjn8scsCngh9yPzjgClxJ5X3wPJCy+oz3LXmGEZzEiCxIN0ZKpKakFcOZ7YUzDeRHFHPFdrHUo1sA+p8vvXiqlfb9eZSCbG9cb/2JYvhHWo812jpXzZ045qJ9zPlvpJpBEtFm35Ua8p0Lae/FiENj5HEw78IG8Btf/3PMr3vFn7r/ydTTjk45rmUPmeNdjTGJ6xowZM2bMmDFjxowXKdwdf/Nv/k187/d+L97ylrcAAP7BP/gHuHDhAv7JP/kn+Kqv+qqrLrssC2699dYrfvbUU0/h7/7dv4t/9I/+Ef7gH/yDAIC/9/f+Hl7zmtfgF3/xF/H5n//5135nXuLxh37/Bfziv30cv/nBi1DtxA5Uoeaoa6W7NICiCtWCWg1iEiILgTgtcxXs45ogRQlL4mb5HKRc9m5mLzIPDCfMDCtJxVIIUhkcmmAEXdNar8HVOqZVgAbOEOCjXTfVkwYTQKGoJlAxQBwqFlR0AoF8b1AsYuwprSTIpRpEuFFqaACsFoFU9uQlorZCAvxhD7kABdXhuyCA87gkTbhWgrCpJrJKBa0s8N2Oygtnf2wxBUoc090OthAEY7tsb73saLUe4F1Iyz3/BectKlFEENbc8Vk5tsCr4Xg5gWMnjuPc+VsAALvDQzz33HN44fnn8PzzL+D551/A4e6QALBoBwpTuTyMmesdcMV9ALFtQZ+cYGEWJsiRWSXQ3OwVDQCqBcePH8PJ48dx4uQJnDh5CseOHw9wkMdNivLPPey6ubZUxoTvJntJJ2Ed/Z1FedZKWDGKlgCvA3AUYTFBMKwiznlyPcvSiha0XegDqLkHQAZkuiytpzSV93GdIIlpbcc9bbwN4/xUYXnMZ6GYqRJFJ9GvMPsCOpSkc/SVRipeErBsYGH07rS09g6XglSZeRDdgzolwcdqjnXtrgfuSS5LAH8jkuRUYDdlDIHEWsNuEWjWjXU12Erb/bxOvNYGNNYEE632YgYAz19c8eM/9NmYMWPGyyNmHvnpiePHCr7uT9yN//a/ez9OndwwfxTmKWa0t1VXWFHyt868w8O6O1WLonEXZ7KGbPvAe0zcqpzqyVTBwhqvx3HB15ljmjuWkhbaEoWQ/DcL3vJOE6ttBLF4EHnxoTb+NPSXQmJO4KgmzKMcjRV3sL+0gSSwijJP1r7fbA0DCKy1yRHRKJNM3xL2pxZxqJNKzHuXxnKQwtY6Hu1UIOFPXlgoEJbpHss09g7OAjxVoK5x/K23E2kbylY+KT0kh6qART/rPOdSI/djId2iBWePHcdN588DbrDdiueefw7PPfssnn/uBVy8+DwuXrrUzkErKmxv5XLCOEnszJH2SKfM845cpEfHvRKpPcx77OAAx44dw8kTzCFPnjqFEsdJSkEWpraqyCSZpbsUtT7S0tfjS58HQM/10mVIwzlnIKShUUo7EtOhqG9FiMP8pgVA5n204rZ4JsFIREfhoQ1W3YgcjwW3QO8JzRywen5fuoqahYjcn2qhpM7vVSOYh8/znA1Ec7P73iOnqYLmOfYgnfn9zxwwnwvbeJbksg8OB0FaD8rZHL85NcSGtuLIIKpZ5NjZ7pGwbtsVCe7Fiyu+5Atvwc1nDzBjxrWISUzPmDFjxowZM16x0UHnazPWjBm/3fjN3/xNPPLII/jiL/7iNu3MmTN4wxvegF/4hV/4uIDir//6r+P222/HsWPH8MY3vhE/9EM/hLvvvhsA8N73vhe73W5v3Iceegh33303fuEXfuEVByhm/LlvfDW+6Tvfi6Uco9JQA7QQx7YUlKjwd5DYUZEQSZAIKouGEhpQo7KEfQYJNpobxDTABO0P/sWCr9sHDG0gGouSvKZ2Bk1xLWHjTEBTkNSqGQlGlZqwG5UhQOsjLUhVaIGIYHVDESpgCPA4KioMFSWQDJNCGMcdJo4iAthK0EKCnEyAyhXYboC6g7hSsWK1KWLdVoKegcDIIgAKsK5UWawJuHlX0apAapf7eDWIsoch3KmcCJBEw4bQ3CC7FSjK47RQ6V4EgFE9kwCZBIok7hCTpsQFQOK8KJbjWxw/dQLrelOzwqt1xcUXLuLiC8/j4sVLODy8hMPDHQ53OxweHpLYRZxvxAt0RXOzysNAWkvaOUfRwmgN7kBZCrbbLbbbLQ42G2yPHeD4seM4duI4ttsAhQQom+j3DDR7UN0sPB8QoHRLyT31TFEewwEUJTkNoBQUDWI7NzqUzV11E3bim2UAHSWsL0tXfLce0lTNJHGcgGcHLUMho1TfsDf1hsdTyqCWQSeqU1UtAWpm0UZcy2nfmKoc6qiinzQ6+GjoJLS1b2UAj0FS85rmX80j0QBJNMIgc4s1rBlT5SwibR1rNfaUNg9CO8FAtMIHT2LDeB5rrQ1gRBSXwDqRDUgUEjjqbkVTZ8fnL7yw4uu+8h7cfPbqCsoZn3zMHHLGSyFmHvnpiy/6fRfwr//dE/j1//gcyhJ5Suu9jEbumAo0itbSWcerwRaS1mECg7T65r3DWzFisMGQEgVMwnmLpgNO3Acjn8yiSVrGeMtbMtcsoYJOItoAiAksU468v4mjJl879tAVNELYHJCh53RmFBoD0Y1EmaMJSJRnAZ9kYaIDMKqx2wY0HXojvMkJO9zDCrsV/Hky+HBRal2dCmumtwqrFaLWGT1jjpGqapSoBJBlZPzgsoF49OQwQJAFlWChlxko6c6czwEU3qfdAasomw1OnziOG86eDY9d3scvvvA8XnjhBRxevIQXLl3E4aVD7A4PcbhbWyFeiyOss2Tunfs/kupXCRHBZrPBZrPBwcEBjh0cYHtwgGPHT+D4iePQaLtCR5t0SYqxVSG6QTLg3j4TFiGW0l1+htYzHsWNGIjklh/mWBqK61C9N+JZl0Zo82uhjYBm7hektBR4tmIR0CkHWaCYXlFZwKFBQne1NF+jk9aepHRfLknpJKstv6ppzd2er/IUpztWPvP0wkUD4NG+KU9z1kwk+dtaQsV4tSmtI4eL4599qHNeFmIM9v5wfi/ityWfR1Ip3ZTPZnCwpRVyeUgoq9NpxwfCmr83t50/wNu+5t5PeO3N+MRxLXPIHO96jElMz5gxY8aMGTNmzJjxIsUjjzwCALhw4cLe9AsXLrTPrhRveMMb8Pf//t/Hgw8+iA9/+MP4gR/4Afy+3/f78O///b/HDTfcgEceeQTb7RY33njjb2vcS5cu4dKlS+39008//TvYq5dunDm9wZd9ye342Z9/FCdOLFRJmkFUsK4ratXAVwiCeVFIYH1WDSKCUkjIESx0EqcASlmCsBoorSAe6QLY1Sskp7W9r8GbWqVtt4IKyyT2CoDKTUVRoEgCeMBqiqJp3y1hvRhYkKd6IqAaYR9qgaHEEhULigBVCsQVpitKAI5FBNUqihQ4aB/uHqSulHQ+h2sJwtcgbiQlE+j0CpEN3NY4kEFQu5OwvHQIeA11RoAfKdmpBkEQzmuoq9fKAyrCaUVRpAAL1c9uBq8V1IcXeDWUJUhaAWy1ToKGCqZRtdqJYikLlpSpu6PYgs2xLc6cu5GA0K6268rNsK4r1t0Oa91h3VXUuqLG+FZrAwya8ERSqawoqiiloCwLlmXBZrNg2WygWto6IMBysEHr9ZYKZ3fodgn7PQDKa9TNud9AKJzZM5oKoKDME0DMcZRAo2w3HTmPY5EKa0m1c7X2GqV01QwACZU1APYOLLQA97TqdtAePuXhYent7rDlIARiEvaNHSRs9o1RWFFF4brhv3EWTRaYUsndSOlUvSR5nSAkAHfF6gm8Kty63SNxuT5/daCa5mFBtewdLc3lwGqqXbwpaNxSMW1RroBEOBsR3fpKr2HdvRrW1dr1YgGuuwO73doIjFS1rOva+0gHGW1mgbVnr2rDm7/4yurIGTNmXJ/xUsojX+45JAC8423348+++5ehJe5fmZgFCyTmgISjjiTRWiBi0CCD1Zwq4tWaDbcp76vq0lxMWj4ivJfUqFok1yeN+OZ2sMgSNQoqQyGpwjsqSWppPKKhdYSBWCitM4EEd4mKbO6akVkGggwvkkVUXR2aywCAgMWK0ChgAxW4WfumTmee6nT+0dadFz2XlcI0xcEc1BWOBeIrxKJTsDtMIy9FEM9Q5qi1ArYCcLgaizcXhTiLvKRWePEgqzk+u9ZEWafy3IGnAaIlii+TyPZOFjcSjx7pbnxmSAJZIDhxcAwnzgThZ3VQdAvzx90hdusazyMr6lrDYnlweYqQKCrUKDrUpaCUgqUsWDYLtpstls0m5+4tVwanmsaSSn4W5HEWLGYxgEjkjEkyl6xE6MsjiwmjUFGA7nJD5TPbxdB+m8LloTix5YTSCwxF4cLx0qrb0yEnXHIsxunq6MwH+Vc9FNSOps13lyhSzOLCnK8T1l0pnd9DRL9oOmuhn/pu+W1oPd7zkorUbyCi8/PIE0262hk9h+yW2t2+O4sc90jp3I6B6LbayeWWF+b7tt5QRTvJaY82MHvk9d5r4Nnnd/jBv/CaXnQ6Y8Y1iElMz5gxY8aMGTNesTE8T16TsWbM+ETxD//hP8Q3fdM3tfc/+7M/+zsa5w//4T/cXr/uda/DG97wBtxzzz34x//4H+Ntb3vb73j7fuiHfgg/8AM/8Dte/nqIP/nH7sZv/Oaz+K0PXaT9sJM4lFBHu2uQx9asiNddRVlKPMQHgAeHGplZKYJanaJfS4dDKno9LBprEKCq0vsBRrW0guQVJEW7tEbWACNFHIjpaQnc+lWLkLSK6HBT2Cs7GsDpoTEgqUfqVmAwlGbyrSgETmHNtRBBkospVCqM8h8gQMDUcfPxUiHrpUAzFTDaK3a1h9M2HODOl5UKZ6vdWtFok+jRfxi1QoO4lo3AdoAuAl8WeBByQAB1Ram6bVaMwqKC6KmdltZatmFfB1hdow9hkNUrie+i2sjuRubmOUyFcuVRLdsFx8sJAOH22AoTkkhGIw2h0gHFtDrM86eAV9piqmjD9doMGv2t49qURaCFhQNSdFBF8zjTlr73xGysuITVtygV1TwozSIdIKFN+8vY79Jfy2YbfQbRSHJJ9bkqwc9EqlMxbU7wMXc0vUnDBtLLBq4bAtAicGXPaipkSKQTiCRoatH7PNXTlhUZIEGdBLYlYNp6C3abR6plhIB3qGNWbmAnsIOENtMBgBSw7bM0AtqSgA4CwS1su+OaqZWWjTke10F9Nm0bPYBJb1IKD6tXgoNZ1CKoK5VgHuBkgpIEJmtTubhTWf38Cyv+1l/9bMy4djFzyBkvRryU88hXQg55w6kNvvnr78Pf/rvvww2ntv231zzaEtPS2nsyRhIUAq+VhCkE2WjYI4/yKIL0IJccQInKSM/feJVYhsSSji4r4D3HFBAToGQBZXzmoL22ZB5DUixEsPAQWzuy4Krzl41nRLiFGODiSG6eFt7SLLxZfEUSsrpRPR5VcZ7OPW1M5mZskhMHLAonWcxVgGg5Y+IsfgRdWdwrCWpZkM2y084bYBGkmELqCvEskHO4sXWN6wJJR6D8Ec4dz5y0HdyYRwVio18yIneNIgQbpruxKDKO6x6RnQ3C+QE2S8HmxAkc5wNIHz9zRBve5xijyjk/y9zLowgzbbad+Vc/oVHYALQ2Lo1wTIKaF81wjSm8pFtNzxXbMqLw6BvdSW1tBLRlVUQjmUlKp2uOtzHT1jvyNy0cw5kLttxOSETn/JbLsWShzZe5nnu0YIF2JTSkFSDmMvxe9H7SXI7XdB3qEca/muRznHsfVM+diI7ULqdbvvY4xyMpjUGljUYk59hN0QzA3ZriOp9rkthGXvWZR3pcSy1njO/E3mXu+ysHcOniij/x5XfitgvHMePaxLXMIXO86zEmMT1jxowZM2bMeMVGWlxeq7FmzPhE8eVf/uV4wxve0N6nsuTRRx/Fbbfd1qY/+uijeP3rX/9Jj3vjjTfigQcewG/8xm8AAG699VYcHh7iySef3FO7PProo1ftJwgA3/3d341v//Zvb++ffvpp3HXXXZ/0dlwv8c5vejX+zLvei9OntnB3FFmiXyBoHZdWZg64KpYDPjZZKCBcQDXvUuJBkESRiEJSzSwl1NdBRK1JECcaoE0xSuJWUPQyM79YryTX2DCwXYCJJKhJdrs7++152CMGQc45qHAxl+ZgWCHsXU0aFEUs+vFy+ySxUyV4KHCYLLRLtFCIwCCyNBgogSa4kYBWh9SwHYYN+xGk/rIdALTK46oBnOhApK5ryGyopCGp7VRj10p1aCGgqaUru31xyLpyl0K9DIAkt5ZWLJCAjyUp2/pSK2xdmwLcmsI6JmxSoYM2ddkoyXBViBGYhAiKBDCaoFBYIjZlDYSg64Ygb2sy6U7AGlRSIYjust00i/emdonCBxkAPgDIHoDCHSbRH6qspo4ZSHIVAMuGYyfAuN008Dd7SLvE/usAVi6pmCFI6g6kSr1Nl4VKeAAOhajANAHNBClD+aIKkyUATrCHoCf5DEAKKhCWkKUpZtJq0QMBp2JGw7Y7SeoSnEJXx9igkm4gvQlVMpCueIG0y8ADXE5culqSzQlIWjp6oobcJk9vrR5qaV4HdbXGAnjtuUoCimkLvlsNtlYq8q0rqtyc042fP//Ciq/7yrtxy83TwvtaxswhZ7wY8VLOI18pOeTv/byb8TP/rw/iiacqykYhlcWLLDbK/CPvpZ1MdggV1SXumxLtGuLW6em3nflIBVQtckowhxFlzmKkbdVBq+0SxYoVLccq9LimqLsgVNzdzScj1dPJR0XrXRSg5bgxmeOBBZVN7dzU1axk1EgePXLJpJ2z37ZFfiZZ8BfEdTenpkKWhZVB4gUpnQpmHs0Fog74ykI6Jtq88ydBnbmJre0+ra2c0hsJLe1m3u3AmwR2vNF7SrgHGexRG+zKXtlwhYSDi8RY7h6EMi3EO+FcO3Ec7WgieeLHyWINxHS38z7yPh8UUq09KLf3lNyq+7kmJNT/6O9H5XSqrceKhUY2h8vNYNkNAK4Lp0dSQ2vu+KyUbr+tadetjUQ30aHIEM315jIFdTrieJLSqeIPi2+AjgJx9r31m8ZASkufZtpaujDf4/o7KZ0FjWg5YrNlzu8R0jVn4HedhYdZKJwEdS9+9KZutpgX8LYMSWlvhRRZLM3PO8vpcc22PtGxAY6eQ7aiWUdfdiCzAVB5DYdXx3Yr+KP/1e2Yce3iWuaQOd71GJOYnjFjxowZM2bMmDHj0xQ33HADbrjhhvbe3XHrrbfi53/+5xuA+PTTT+Nf/+t/jW/5lm/5pMd99tln8b73vQ9f+7VfCwD43M/9XGw2G/z8z/883vrWtwIAfu3Xfg0f+MAH8MY3vvGq4xwcHODg4OB3sGfXV5w5vcEf+i/P45//i4/i1MkNGr9kDvOVtniFPfKqANhV2mUvEspHRSnAulaUUmDVoKX3EyvZFw9OEiowmqKyJ8BIxYoIQLPBXDbIUhAOrCZYCvvxNZ9uDYY3FJSJXzULxCCv4Br9pj0sGQUunKJSg8sN9UEsKwKqXBA2kLKB2i4AU+5A9u1NkMqsQh0EkyAQZxde9pNWAAWoO0KaopC1Nus+qUAgkIBQKSIQyLpDKnA91MwiAi9hD1mNHGYhMNzAmrBXB7h9siz9/SqNoKa9JAEmCes7lbCPhBD/dIOmvbQbCKlJWIJzyNZDGzKQ6ZzPVQnWChXHVsOSPAAEUSXOqaWRsh5FD6nOgYE9pAWBIAfJDG+KGaGvJjSU/a3/XxRDiAh0KVRAt6BqulmDp5o8gMamxhHEeAIsG/aOjHEEADabzmanPTj42pXXlgPNspvEdfRgLzyiVbRbQEJRVcC+0rmviD6bCkkbbzZgx4oAnlMVgw6CugHVl0ENQ9VzjeaaDYwMYLIGAJlK6SSsK+LSj2NV1w5ipripeleaJQmdBS7N4tHGaRbr6tNSXV+rRV/BtOWOfyuB7FrZfz3x6bTubu4BReF1hbnjuWd3+MNfNC28Z8x4OcRLOY98peSQAPCD3/1Z+Nbv+uV2T7BoC5N8p5tDxFEBLFH8JmDhowpgqpDKZehfE7nXatBFWWM4WGvzdkzbXyTnaCymEw3FdbzO+341aTxjd3IJsxITEqyRyFj1xrEyRaTrSvac3ssrxcPNRSKVSXvxHLevi4ksXVvMAZF0cAFKOIZUKUgqkHduieVDRS3MIjJdFQ+iNnzGzQpJ67KBAqBKmYR1bphL9KB25zHzIJebOjhyT1EWzdXK3FUdYpWnufHPbFvj6YCzZmuXOPkLmPtGCNDcYtSjMDFYTVnCOcUHpTHQyGzuc0s2LyOleV2BueaoYE5iOvt6x9iygMeir6oT2qPaObcj8tVUVedBaBx5c+lBI64d/ZhDlyjCjTxeBnU0ssWKwKXPZ15b/udZpNjmY+6Vxb3e/kW36o5c0KBIp5w6qKi9FSZm7odGIlsS2I2rTfvvrEUYrL2BNHhqnye/a70Gtud8QST3SyC/p/20InPBLDb0cQxH9aOW3B6/CfF5PZo3Zi455olZNOLsTe8W+S3659YqXPDCxRV/6wdfh2nhPeNTEZOYnjFjxowZM2a8YqNVt16jsWbM+O2GiOCd73wnfvAHfxCvfvWrcd999+E973kPbr/9dvyRP/JH2nxf9EVfhD/6R/8o3v72twMAvuM7vgNf9mVfhnvuuQcPP/wwvu/7vg+lFHz1V381AODMmTN429vehm//9m/H2bNncfr0abzjHe/AG9/4Rnz+53/+i7GrL7n4r7/2fjz1TMW//w/PQGRFScvi8K4moIIgAgOQWx2rE7sxhM2yV+hCX20NZMFWQBb2ixUVqNDisagjrb0JKoTddoCIHoBIKmdcAEuFMNiTGvl5AJS08vZOZsf4G/UBPFGIWNhuU00gMJgXrEKArwiJ5AoChBp9pR207W42i2nRrQiQLwElsO+fCFAKQY7svZil/lio4DaDL316w9zMAalA2Km3yv1UeOx2fL8sBP0GBa5AmrJFSoGvawN4NEhe9yBd4VDfwOoaAK/CJfWwIOGdhF9ApACgJq0iPYniRj6DYKUbezU3groJUdK+OxQxg6WmaOE2hH28b6IHeZDnPhLQC8lkxPok11UduikEvSHd0lsJBGui00E4pyKckwQy2nSn6iUVQ7GMh9WjLht+T0oAuq0vIUHC7GltUrpaKY9u0QGYRICVugdoGhyuG6R+KpUxgXaHwgYBMIdSJ67zVNasoO1jhYa1p4aFd5xaEVRLEhrYGddVTZo6Jgnr6jxWFhbddB7oQGZi0un8uQ8kdsCx/xtAZNg22upHQEgCl7Xu2zLWWlFr3QMpR7K6K6stelM6Ll2s+Ac//nsw49rHzCFnvBRi5pEvTpw8seCd3/Qq/NW/9Ws4fXqL1kwW0Vva417qDgs3DFkwkNbM8fjlp6a4RANmW0lukpyWpqzUAsiKIJR1EMxKdAnhfUqs33aTn2R+FffHGkpnSE+jlOPAqZSGcExBbGPyj953tXX+MIFGzklL72xFYsx/o/BLQZtzjkOHnRJ5lDngEnpXEYhrkNPMQx1d6SwAVCL/hEf6Ea4+Trt0JtGt2XbPt4R5OO1IspAwCgeYuHJ/S4FgaCsTeTtPYLSziZYuLIZrN34eNC2Qmqwl55J20luCyW3yptfejxIuOsOk9FXKvFSAIHmPRDgCdXVzfhBtV5JZjvzUW96KllczZyvR5sgHElpa3sUhdSCik0Au7cLqvaN7nufhgBMHiy14Irdz2dK9CgArRMccr+eFNW28h/YsJK0zj4tCxPh+QAZV9HD/Nhe4aSiiZW+6Daf1qAI61dRjnmc5Hb5HVNPa+/L8sAnyY2CS5AMhPZDK1by1+kliOi/JzCXzC8o6C+sqWkd3awJ6YWM8p3i2hskdiG15/vkV3/DV90zHnU9BXMscMse7HmMS0zNmzJgxY8aMGTNmvIjx7ne/G8899xy+8Ru/EU8++SS+4Au+AP/sn/0zHDvWHwLf97734aMf/Wh7/8EPfhBf/dVfjccffxznz5/HF3zBF+AXf/EXcf78+TbP3/gbfwOqire+9a24dOkS3vSmN+EnfuInPq379lKPt3/D/fiGd74XZSFQ5OFnKC60h5awR6yAugKLYl0rQR0YxAWmgsUCCKkEG00BrAYzw7KlKriotP7UNflaOHSsvreOFamEvWMAb4crsBSSpLvqWDwIRQ8lNAhebkJGk+SaiIA6jQQu0bZD4HBXQCp7qkniUknOF5gY1EsDR8QXCFaIlAZCphqEtpJEU0QcKAEYmZG0hsJLgUhF659nRoWye9gjApJyoCXJZp6f6OBHXKyQnHarRE+KdodDd8hC22laUYbS2gE90AbOaBCjgAPLAl8rlabm8N1KANCjD5+R8JZQGDmib6AI9zmUvqlOlrDTTvKQKwxFS9qJg9bcae3oJns9A8sSKHaqpRNZbGS8NqttPcb+0IKoHQiFM0FbWn8mYNjELZr/oVraE+pUaZaSrZe0Kve/GrAUHvO0ddRurdnU7ZCugE7VO0AVTOyD65JVFo2g7oqa6MPpCBvv+I6l6kV0sIQM1QxSlZWGo7RrjGEaaZ023PmHGKEa96NmMYFzLKvelNMCYFdzvP6ftFU14zFvoGVaNSKBy8HW2+i64NUboJREM4FJQw0ktK4Gi4IJN4fXynXWyp7SMZ8PK3vm2RXv+qZX4cYz2yv/AM6YMeNlETOPfHHi9Z91I15130l88OGLODgIlxNTutJEziHuYUMNFtmpkjiGRQEZgul1ZAmgqsJWhyy0hfYscGx2zAJTEkpaWDiVhYfQXuTUSVgJDjZccNw7jx55ZpizJLce5G/coiOXSeIcQRDnfVCCEM8UharlJErC9cTZMkbFSWSLo7q1e61AoTDmoT6az5TIAI35FuhWY5GnauSqHKMyV4c3klS9Rs2dN85YsmgQ0WYme3dbJSEe9YPwJHDDHLr1lTa4B53idFNCqqozMRCwaHGl8jQtqJkI1MYiJXkswJAbBhUrBcEKD9OPhGTeV/c/LaVtX1taBdkqJVhI5tVLQRYCkkAOEl2zH/pAbjdiOkhiHUhnNN4TXnI9aPN6uCRlLrhHOIfrjSNsuiXcl+KZpJHW8TnbsGjPrYRktAU5nYWIQDrhMMfm9yDJ55zXQ22NUFqjJXnWiG6gFy0iWrZ0UjrJ55HIdu8kc02yN//yOMW57f2f+Xndc8Sx1nvak5Su3fbbB1Ka+WVuEPo6Y3pr+QKWw6Ctd/gsx6yGG04VfMkXXjh61c2Ycc1C3IdfuBkzZsyYMWPGjFdAPP300zhz5gy+/6eewLETp6/JmBeffxrf/6dvwlNPPYXTp6/NmDNmvNiR35WX83X9q7/2FL73R/4Dbj57QOKtkYoKXRaURWknqFTWiirKQhKwFAJNSxFoKdAllmt9fgkainBeEWBZONZmIUnJaaGmDdyqlFCRhCg19RUlXZABAOzrV5RImAJY1NPlGSKGpYSpsZCCU3EUYe87FQvgkUgIp8XnNA0nyBcopdgaahcHvGJBLGc1xgDE1hgLJIWNBuUCgh3qVEtLKlMShbFUKyfaUwP2BBUn8F7Fn3BOWs2lIkUA36V1Isnj9Njzau18e10D9SHI2ZAfyTEt5quhTOY8vqtBVHsHksLeMNY2RBQ6xHzZP7rZLGvOHSS3exQ79Efztm3GPtfZA1CWQnX0Nsna3NYAIWUgt/O9BK2vqaTWznFrWGiPkdbnQdzL2DMa0m0fVY/YOC7771Mxo2ntWOBKollUGhBpovAS/RaFCnwoSWUT4bgA1iCoCUzGFwQCQ2kW3gYCkqxnKA18JGCpMEuQUrpFIwS7tYOP1UIlnTbeeamCVvyDQ2ebP226qyUpHX2jo8d0rQQm62qNsE5QsWbPQbOmiKlmWHe1XW81mhiu63rE2ru2ftJjj+nDwxW33rzBD7/nd+HlHC/GPWrmkDNmfHLxSsgh19Xw597zK7h40eIeK5Ez8rVqCeEo71ca92F+RocRDUeVvEdrFLZBBKX0z0o4n+Tn0nLN/nmanYiMeWWOk9OzXkyGeZl7JvfYPo/Xoo4iGHJMbz2sVZunCVME8bZckbT5zlzVW/ElFdH8y+lZfiY5RqMjI291C7X3kA967ywsxryVRD3vseJBYFuUtnmUpFnkuw4g8t5kDgW08B7XkTlv0wp7n55EbxarNYLaEYR2V1V7lgGKtPy3jWdrI6uRyuYkxNu0wftZhnzPSThC24MCQ8vl680ni1RNQwYFc4wr0tcpuYmhrpYh10MqoDUrPiOD5zwGHYoT03FKOyHdVNRBLOuCPKM+rMOgzNuC6E7S2JHK5t7OpeVsmcu113naos+0Z76HNkbOQ+OnJK9j3z2V0vlZvh5Uzsgcj/nf/r+dhGZ+aC1nBLw90qxr5nQ932s9o3P8SE7X2p9NklBu88cGdwcea72r+/hMYPeIawfqWvHjP/x6nDzx8tW0vlxySOD6zSNfvlfXjBkzZsyYMWPGJ4gGDF+jsWbMmHH9xWsfPIM7bz3Ax55ecfwA7FfsgrKQSLQaglBTmi1q9lNmb2CBoobSWo1KWog2K24gFC2hql2rQaqEKJXE8boGyFcIHtaVPfCWAuJGSgtDiKNWaYCgO7DWABIXVvybOeiSHf2s1en6iARsBIKKJUAyc0cJJYJ4jT7TQawKVRRUMC+oANRXqAvM1kbYmzuV5vF4qb4CRbCqQpOILoBhhayVx8gkAL6wBY8KfohCQgEEX+FaCA4qSHSm1LQEYbrbwRPI22x4wJM4XgFYEMwJDpYA6LQQRA2ymzaFAQYDJGfjnCUoKK1nn5DYTimCaCe0EUR0EOmSKK8jVMkgYBnjuiPUzGGXHc3niAd2IFMOQvVaK7DRUIgTlJOFpG4qtCWBxgDHHYLGhQdwKA157n2nXUBr8CTUNSoh0jYASLSaAKeWPmb2k471cjyeWwMLOWjVWICywITWnJASJHMAkO19gqK8NmsAm1UUSPvGgKbzi5aAZPX43AQ1yzic03t/wTicFsQzOkBp4PdnrVkCMtRFxJTVeExJOKfQyRsYmWRz2uzv1hpEdF6iPK9Wu8o5+wTysozrMscMv/A9kHJQttBGnqpqd8ejj72An/iR12HGpy5mDjljxoxlUXzPn3sQ7/q+X8HJk1v2Z9Zkv6IgbWiL0bxfLO/XTneeUC4jiCsgqEMbe0gja+X4eaQgCEW2hcMMW7oEYSza5mf9Wi+l431KGpndBMHS3XW8sJ2MmrCwrHrrd10tiE4XaPEQYDMXJVkMrKCrDB1dBJAKir2lk9kQqszJqsKE97rSCii53ZV6cphbM5JJu++0bhZhzqG+tuUgzN8FTmVx1gFK5HFA5KOcX+K+KgDzQAAIhbvrAq8rzyFPUBwDUHG9d47iOtBOMEuyk6l+V+W0RsByfAjiCDmQ6t9cBiUKPL2TyjEf0okmSfCx93SspxHIkkWPcbVJ32TRgtgtQJY4TsKLKNwAeq7HXDJdb1o5QeaIiFwuxjfR+CzmFeZdJkuUIZS2PY2gBmBeSGY7csNQkcRxrCMIZACNlN7rE42h8HDI/cxbaUKUOCQBnaro2Abrz1d7pLR1x4Gcr81TvdcwDKR0J7OtEdL8XqaSuVt1J+kdB2hQS2OPlM4x2msLNXX7TYnnVO9k9zhOHqRnnj3E97/rNS9rUvrFjmuZQ+Z412PMK2zGjBkzZsyYMWPGjBmv6Phbf/Wz8dXf+G9QFyUcshSYkfZyFfbi0uiQt6PFNxUqB9BigJFBrtkLeTVIERTVbM3Hh/5qAQaxGr5QWtKIZz5USnKnVGICtPtWQGpAeIFxlRLwT1jYwbz1vxVkv1zDoqFE8egdmH13QQBGQx1SUbqaAQ6acxvCIDKgIdpUmrKHX4WE+lqBYlCvgG9C9eFUyzq9j8WX6C1tEDWgJpgWB8grZF25bWE5KOsK0wLxSvW0akdNwxNdlIS0JMASaJBsNvDoHZxNfRsAmATuCECulSpsgH2iPUFehZQFlrbh0Ts7VS0CUOXbGjKiATzZ383BnotutZ1AkVC1DCpjcW3gY4KjPOfRP7mwH3WqXLhuCYDaoLrQaptLUZ2dauumbC5B0Btf5/ogVF6nWnvsDz2oqj2W8RiLAGMAIstmUNRwVEiBlQQaA7jMftRIUppgahXl6wYjU6njTRWUKulUOwPU7ydwSZC866m6PaQjSegAC02CrA6g0b0BjrUmiCkdREwgNIRaa22XFa5s3x3ql0Yko/cL9E5e11C3pFoFIJCJADTrbsW6WxuoiSCiLS29vc/r7vjo45fwI9/7mThxbMI9M2bMmPGpjjtuPY63fc19+L/+o9/CyVObyBMAwKNvMuIeHPcCEQSDDasWDiIFZsbUx5ijaRb+OXOwtVZo0eg97XATFFb9wdRpEZ7raeSZMWcAAEjc7pNcRhRbRp7ibM9SFMxzHdBKcpqEHj93QxDfkYrxRszUBhLFd/wL526wJ7VHuw+PvLOT6C6KMligA4C5krh3qqeTls0+w5pW1FF8J25BogJeFI7aiGWmI6wYTTV12oYLnK7dCKWzxM18zG08clc4W780DmjoI60L3Du9ib1/AaAEWbjv2OMLQr2ds0WxYLoEuUfrFHT2UjQI7DzQXdXc1qraiGbENUeL7WGTQsmf10fO65LEMHO44SDS2WbIWx1g0aGmyjlnJgluAj4/CYl4Q2GhYlQIkJgu7bwCYdeNJFKZy5mEyrnle/uqaR+stkk+h8K6nanRCSfnzbHS/TqJaLR5WtvlVgTZOdymjI4DUc1Dee3DOJHXZeFHW87D7SZPq+/nkI3ktihcjGLHSGS7UjtJZn7fPQsjIz/M/8G7Uw8s8shsEeO90PHSYcWXfvGteO2D14/qdsb1G/NJZcaMGTNmzJjxio3+IHBtxpoxY8b1GSKCn/jRz8HX/7l/i1vOH9/7cXCnCkQCdIOzH7CWAqsVggJoRV2BssleeCAwQN1GVL+HrWKCPe6wSuimaLeHE2GfWlUCi+GSTQthd9p7k4tOvpGd9gxUGrtj4F4JOnqCeI5FvQEuSawSgMz+1yWsvyu3FQEIBRRkwk6AVOgk6EerRHECT9UrVAqASo1F9vkVCeCUBLdpCUUK4L4CvsAXga47pHTDWw9GHqMkk2ErGnqKOAChVheRTk5Hf2SsK8FAYx8+SVQntRVJUC+FmKQbxEKZXNk7UJelWYA3/hlo4KtQqt7IRbiTCI/5RBUiG1pvSwfLJNU0QdjCvJ+/UEEDfN18NN0hZYljT7BXdeE+NFvvLGQorQ+gABxj2ZD4HrchCiXiS4HWQzqBz5Iq59HCW4d1CSwtJKU0C8Y9q0bVAKPR1TXxr6HAYznDBhAEUZ3AKc3lE4SMFTeli0MDrOvWjg209G5pXht53VUxSULXigZ6AtLc4xOIrKmMSbAXYJfKgZS2ICS6feO+6sU8gcgAJms7C7zmAwUl8czrRzV+R4ABgIxrBr0Y47lnd3jrm2/D6157I2Z8amPmkDNmzMj4ki+8Bf/iFx/D+z90EcsmJLkWRWX5Ba8OqLHgUMmKJg+a92OvBhGSyeZKhW8UrGWqYAheW5xK4+YKwz7Veb9TzbyJ9xrV0vLD/q/HfEm6OXtOOyKfYz6LIlALwlqikC3ugzKQ09mGBuD2iLC4Mo1kJJKmCg9LbkYWfgnSwjt7/UoTOGdBJbdTw+GH7xDFf5kNOBQViEYf4/166TlUWH87DBq9nF0iLyoF8AL1sO7Oe25mCI09l8hpcyWhykbwuJ7rijHEo7BxZIdBUndUPEqw5p5W31lYGAWVAB1tALS2KX5keTm6jnRNkj2SOYfmMQ5XmjhoFKIvbUxvFQeduDYpw0lH+7wmIa2hdI51mvSiR4cMTjhJDAvGpkJUQw8EdExjn+k8t704kfdmHQoYPXpOpzo688IjJDOrE7Ba34/M3fq4jddl4WAe8mE658nnMd9brj8epDV3f59kdRYbOjD0l+7rQCxHkroGgX15gWM67sCzzQtgFmR1OO40Ujqtv6vhxtMLvvYr78aMT21cyxwyx7seYxLTM2bMmDFjxowZM2bMeMXH2Zu2+J4/9yB+7Cf/Iy5cOAYgSKZ1hYpClgJ1dmijuqRCpFDJYQKrJDyhgEavapLTBJCqUwThgQZaJcm6VgdAIprhBFRCXK0FWEqv2u/ApDQlNvFJqjOhgoIkpfdE2rRIBi0Pqym2xQAUrF5RhJbd7oAGgGQeJK4Q1FHp26iooXJlzzJONThKKKipuQYCgHVrYKB79FxcNvD1UkjKl6Zs8W0JsDCIXQfBVxDoUTG4biDVgW2AcXn81x0ADZ5U23o9CGrxkr7LAOrwIC97fZrVtT3lu0hYkCPmSaUPgVU3EtouPNGtf3ZYU7eezWGZmKpkX3fIPpAI8l7KAl94UtVDrZ6qlVgvAAKbAUZ70bB01FAMSfsToJHBQ/NJQnhLgVRrqhqkdTfi2BUCpWn73ZTQjZQWeAlAUbuKRWShrbcDXjYkoFN9rqEYgkQfQZ42Ew0SugOmfF/aFdd7B3oDUqtrkNUagvWwhXRBdSqDdmv0cpcAEUMlvVrvObhHcDvV1KPuKcngTmIDVoF1je+4I3pK76tkOtCYhDSvF/b7S9Awvj1hxW21g4sdrOwgokWBRa0B24piOdji8OIhAMPXfuU9V/6RmzFjxowZn7L4nj//EN75F38Fh6uHW4yhJOGoUZSXRFDkGEETwsNxxxXN3cSDJAaSyCKjLK2XL1CNttYO0C57cIVuBVnJi1e2o2k3UHR1Zjr1qAAWMudMJQxknr30/FIUKfoGHMg+1cYSMd5LjT2mjbWMYXQjKMJ7uLlC0vYcYNsPZ1GnaBwbQSOoW8IA5kfMa425OJizKqT3r448otOZsS9JTLtEUZ7BggmUVEUDkKbIjbwuMluSg0F7DkWGnA9wSqC5RjfAamqDecC8MZ89BDxIrZ90EL1eel4XPZt7pZu14r5cfy9y1Dapbx3H9VCaGxAFiM3bHM1yu20UoqdzzyuTBO623YU5H9CPdFxnFkR0Figyn5dWcNjzLG3L0lSduV9TMVv0qo7ttNZPuudkHirp0babz1/d/rumgjpJ6bDrzu2oQz7YSOTM+zK383SoQTzTJCndCxcB7OV/IwlZq7XpiO0flc82jNtyRMdAKOe5zvPan83ygPiR1jHcvtqukVwX96/nm7UafvAvvK47LM2Y8SmOSUzPmDFjxowZM16xMdUuM2bMGOPzP/cc7r/7YTz8kRdw7IB9cUUEWNiHzapAo7mzGclAdYNBoSaotsKLYkHMB7SefyqKdXUsi0CtUHUSShXOl2RyvvfEiLDWsFcMV8Eav11lAYqQKNcg89ZKULEUqlnCWbz147votGkUyT65NOouxaI3L0EMdcEqikWzP6EhjPCaCkEDZDM4RArBUicI6V6hThgpVcYA4GTnuyVj2UCtoqGpDbiKVWpCT0rktBoMBPo8QEH2wI6TOFpRh8IUZr0fshvJVbcjJDUwPh77uvJFEsnrSitxYT9Ad4NutmQnazeN9gLIsqVN3rom38x9il5/HiqiskRP7KKQUkgCZ79CespDlgW+rjzWWZUwEshBTmKhAkVGFBqABCne+lqGyjqkLnG8tKPSQWB72ngXgm1kdmN7W+/BADBV0RQ7kCZiRymtl6FjgUt0L49rlRwxe0rT2rHEmKF8ifnz6LbyB1GYFwKrDnhIuNIZIOoD2ulPpfSlKh2E9FTNxPfGgXVNwN73QEn2keb0FN/XGuAhHOvabVHze8zXnXxOEHKtvgcC0to75lsdthogozWjo9YaIGOAiAPiamYwW+FmeOyjF/GP/y+fhxmfnpg55IwZM8Y42BZ877sewjvf8ys4fcM2FMnsTQxz5maZ4zii2rDCrET/504GuUffaAUL9DIXM8DUWDwHCdfpyCWdJFVvWWxh1Y3W5hrg7b7Pw8LIWh1Fg6CrAEoQt8FxGgBfPcTbAqkIF5xu6U3ulCR2KrYrgGIIJTK3UQrCScej3Q0TJfcsvisQM5SwHWfeGQV0sCCrSVKKK+jl4hAU5ofNBJr5VHr+pJ16L6MDVhgU4T4jSW53S2/yxDmWxXryXBlzpThX3M7I3ZE24ArogmprX85j27HHGzPv8yg8yOsAtFweicI8Su7MvUYK0RuJHVOlX1WNXI5CPpSlFQI2EhoIsj0sufN6HYjpdgRzO7W0+dP6O6h9bv/gfGO673gTunWkdp7W2r2AkcWCwzqjl3hS+83W23oO2NbtEoroHCMVzUlO91zQoybA0PtH52NEzp9E8WjdvVesmKS0O911vC+T+9tJ6SOuOi0vxEAco7eB8ShejJVzTI6VTLjH9z83jvtkPX9sBDc6Ke19vU89vcMPfOdrcOb0BjM+9XEtc8gc73qMSUzPmDFjxowZM16xYc6+VddqrBkzZlz/8SPv+V34vh/5Vbz/Qy+gLIpls4QqGjBZ4V4IyilQVxLGggpzRVmCjHbaK9NSGs0qG9HzDyCR7EpwYbfjvElKpzJTNG29CeoRSJTWd9BXqmuKAmvl9KLZjy2r7mP+6uQyrSRUhAQkFQQ2QphNxQwURYDqVONUKDT5TDfafgddKCI0TYx9tuhVzf7OFSYLwUAP+29Z4LBGElvoaxRGFpC+2BAxIAAZHpgKWQoPKITCk7oCEHjpimsE8dsU03sHtXSi2x2yLIE+1UZoe8rVHZBNfL7ZAksylVynCOC6QKQ2wrj1wda2iU2+JPGaeLG1zZLoCZ0W503xUgJwPNgCtYYld1pnJ+ioJMdDjSLZOzrJ5lhzwzQbkJgqaQBCUDZ7P6e1diORy8KtLwEW6mD1CB6DjLTrplX7wmOUapuEdSVAzEIiuobVYyKo3oDP0lXSoZChmiZgYpeAhksHLp3AYjWFQVuPQPbc7P0Gq/H8dsVNV9HUsI2v7lTpDCDfCEJS2XK5TSNV09bAvqaMRth2R+7htQOCFmNBMPSlpoK6WXtHewCktaMDVivMDM8+u8NP/ujrcbAtmPHpiZlDzpgx42jccetx/LEvvR3/wz99GDec2sDdULJAy2gVPVKMbiQ9DQoJwtk8WsYIa/ZMhEWQRpo1yhejUFJYCAfEbTnth/P+JFiWMpDTHsVxglKkkdXpsJM1alYRTj4sfmxcpyuJslRBI++RIOllDtfIWytQivOeHYVgKo5qmT4INgpU6SR42mKLKzRyMUPSwNxJtp6JdbZclMfEI/kK/xbmwi3HTIU6C8BUBGLSSE4gKeikO52Fg+486s1JpwZBG4mecF6JJGC0+haPc54OMZ6tWgz9sEXpoAjz40FRzTUHOd0Pc5zv3KNxD7ie0bmn3V2E5aSZELJYUIa2K3HtaFc0x0GJNQpdbFrxYLZsESTJ3NXQua0krE1KzENSvsaZ8GFZQKL8NfPFIKI9CWgZekoPhHGQ0o2sHohkRD/pPGYsTOzPWj7kfEks5+c2ELmWhyDLD/ZU1N5yw3HcfLQAel4I9HVxetpoD+e2EdrhGAXvjjsVrViBHYxGdx0+M1lac1u36G7nI8dFrr8C5njh4or/4nNvwmfOvtKftriWOWSOdz3GJKZnzJgxY8aMGTNmzJgxY4jv+rYH8A3vfC9Olg3WdUVxknaLklA106jXF6yg1bcugK+s/V+2C3v2BRAoyYmCAIrDaKu9UuFagvAUkQAx+N5cGnklASiR0OoWi4wAAd2bOhogXknFTrdftET3JC0JSQZWK6Hmif6HItEfWRsPvAYApgGskMCmKsQQ6m2wl7VDSKy7IHhqiK+h8jFkj1+RAO3Cgk+WEsS+xX5b79enHBkKiK1EfJYtsu+fA9xBG4FfS+SpqT06ER0HRRTYhDRdAClLrAudVPZ+EmlFnoSnUC1SQ2Fd+iO2pKq5gQUDrJjW4jzR8fEgbSldgS4AfCGw3dzUSypSQOV3qMABkEQf8QktfZ1BflIpQ+VJXnEOB5ZtW4zK8sr906Vtn0GafaWXDcn8EnblCQ+XpatWmpI6PtMtl43rxXRBqnFSPWMBVXSyGfGZkmDOw+qC7CXpntbcVJZ1cFHi+urKmjXV0gFEdnCzq2dgvGzSSpHLRm+/6rThD9K6C++7Eibnsyh2CBOE5nhAZVvYi1bDuts1+8W6oyOAUa5DMiHGrmbwaqgrewU+88yKd33zq3HbheOYMWPGjBkvbvyJt9yFZ59d8T//q49iuy3wWkkoK0nnIgKvxhxNs3WLNzW0mABusOgrjSiSkihSZJuYUN2K092HCRkyScjiMolWEKraCGYWQXZltUUBlyqJZUjcE6NeTzVyzuhvrGALGww8rcU8ljmWR7pV2QYmO4Dwvpf5E7CLHs3sN83tUjggjtUVJUlxIMakFbhF3iegrTeNUwpJ/lAYC8KCW4D0+OEWsECxZjEAsEcm+0hMR4pIYjjdeRZIKKAbZ5sb2ByDuDy3M83NOY9Qfo4sVkyiNc9bS0AaaetA6MJ74teY+XYtjFbf2UonmVXmswvF2m19EseQ+ZeJAFK4SCt+HMhSXdp7QKNNSx6EnsOlbbcHZe7tCOcRyDICGdalkYulFXfacUehRuSGzZY79z1Vz0hCepjm/fU+8Svt+q4DCZ3E9X6xYT5b8HX1sBUfigrZ4zmuHesFjPk8l8roJIVzW3qbl2H7qrX8kA4/3XknHXb4e5BjZqGjtffjZ7kj3SbcmnOTrRVwOvn8rodO49u/5QHMmPHpjklMz5gxY8aMGTNesUGLpGs31owZM14eceL4gh/7vt+F7/zL/x4nTmxQa8X22EHrAbtsNvAAwET4SGWrQReFLOyBW2slEEjYLNutweFNlWIB8HnY+iWhlQpXaSwklTamgK/S3PcaKOLAAoKEigBapHOQIg4tguphT6jd5tuDdCckQ2IvFTA7WaDiKEn8BinrIliQTFwCeSX2lUinguOuLmB/PYcibbY5n0pYaofqmopqD4lQqFwhQfh7AK6hxhYB6fYA++rae+WpJfdOstl3kKJxnNHIZ+RyAiJDo9rUQksbNt1UIC9B3gLYrUjkVcJa29e0akTYjq/t/AXiy3H2fDWpLkosMpXeotFLOSQbotptykPtkGBi6x0N9EEaqChBTMdhHwlrKLBs+qQcK64RiBLAa6Q0jzd49sJOXADxpor27BMdYKlp9GgUhLqH1t0VAGQhoN7OYu8x2I5b7mP2jG5KmCSkU/2iAdrtk9INuERYMuYl610lk/uf4KA51WLmHUB3sJ80D7HHZx1s5CWTypT86+AgQdBUsFm0nXTAjP0Knb8X67pynmF5qxa/PVRHFy3Y2Qp3x6WLK77sD92KN3zuWcz49MbMIWfMmHG1+IavuRfv+63n8PBHLoX7TZRduaA6SV5xAbzCi5KsTAV03pVqhaGwYJDMcOR0TBgs3GvgzEFF6bwj7f7H4L3JUIo2sg3oFt8ica8biug0LLsReSb7V8f9Ljp9RI0hAKAMuYVBuoONoBVlAWhOJ+09SEiHh0x7LUElU6nK7WExJe2306JbALgUqFsUTNKxRSK31CBam2F041tJ+GZpnmShpMd64jQwD2fulupl5m3btg7JhHzIu8xqDgCMe+yAFUdk7W2MFqleNu3tWwbquZPJmY1Jywsld25UyO4RyElCj2MlqdrV0O3zLEBEtHeJZbyNIUP/6Vxf5I6dhmcBwEC+p/tNI6gNLCgcldbZQzqKDYfO320bmqI558vlBlKa13vP9dqfR5EgOgk9WniznrWz2ZlXWu2tXqzm8w9aMWIS0fl6fE7bzxetkc3jRnWiOfPF/u/4Z7HB7g5faTHfXHpig21UTcO7itp9b9rJ4wXf/i2vxoxPb1zLHDLHux5jEtMzZsyYMWPGjFdsZBJ/rcaaMWPGyyfuvP0E/vw3vQo/+uO/jjOnt7A1SKFlIUmMCpGCGmCgCAALIC1Ri+jz7FZhq0AXhYqEra9iWcJuu7I/YK3eW/02UIc87VodYoKlBBhSUvHsXaUCqpSbgiPBpeQ3jdbdvbcgQklK4lodrY+fCFk8KbQ11FCjqhrcFTX64AYrjNLAp4o0VnQQNHUtJONg7AEn7LntDVQlkEjgJvr4KSB1R7I6CGFzgzaEU9nP2QSJNAq820ynTeIioMt4QFoOpP7W3Xvv6QKykY2jDyAx5edCX0pJ9G2z4fysMCBUdnAsxggkdtn28RBoLtBJ5PhXtABWacMNHCGjEdfSQJpnn+gBxONAAVBKV81Y2IE2sniJ7RWQcE4ZUxxBZN1AWXjdSICjEoS1dNvtBunqBq6KZmupo3VkgJQS3R5zW6Q01XWS0qT6F4KI0lVNafdNkpkgqQU4KQB7TCeIGeMdaanXegIe7SGYUWv/nqRKhfOEqWeqXQLsW+vlpHSCkbVGX+naVc67Q147ZoZ1xx7lAEIJY/Dabfg8rB33wMi0dDTHajuOsxpuu3AMX/uVd2PGpz9mDjljxoyrhYjge975EP70O/4tbrzxAJRDSys6k7GAsLJXsZjDxcLSOWrF0HM2p3c2I2rmknC0pbDlTLsLKlwALRLkHbCuhlKo+IR463ZiScqKxLq8FXKpBEkc5HRTPHOIIMqjLXXyr1F3J+EYJAKgZroRxLQ4cneSiHZEwaZEsSZ4T1bhvU8kekR7OPXE8YFHFir9ngkpbZxu6w14ZBM5xcLjh2VuCHcibymWu0EHtbVmVpH5EEZieegbLcqi0FzSNQove+7mrZ+0t6PQInqOZ4FqzaS+bXsPh0SOGPcRCXK9FfzFifRUX8c8Qw7GggPt29/IZ+1jCPpxTAecJKI9F8lcjG19kqCOEoLWniXJ5e6SgyioyL7Q3c2H25eFi75POCMI43jgcc/5R+Wz92noJLSFTbgh8z4J9XOvSR1zyXTAyWoMjnWUfM7cshcvIong2JYahHaeikZwe5LVMXa1+Lcvy7HQFNJZyNh7VAcp7Q6vtee57d+cl4UcTzx1Cf/nv/45sw3MixDXMofM8a7HmMT0jBkzZsyYMWPGjBkzZlwhPu9zzuKNn3sT3vsrT+I4HGXDfoHmgFrYIqJSCawCN8O6A5bF2UdXK7wKVAugBAPWnUVbYEdFWhTSADsVzKoCTQtHBEkX8o218iFO0vY5CUhLYovzOQiKLYXgVA2LR08TcqFyRIRgUAFtJYt49MTWAB4dEv2EBdnz2mFO9SzhqoU9ApE23o4KgyDtpgMCFIVgxcbDQrH16KNdtybhHL30vGyBuqIkqSpAhUBtBzjV1SYEGVGiL1+S7slfuwOyachSmI4DVgNok45AAUGCA1h3INwXB6mugJROPC8FQPSfliDEzYNIRsiH5AjRPcCJR8GIlMGLhGoqroskn1u/wCCSVQBdSFgCXEbCehvgfJrAYWxG9oJeBuVJWpbH+QEQSHTh9dIUNFyvlQ3Eem9Ei/7TXXHTgUXo0gBKBUHlnSxgH/IORSQoTavKQuv4QEFrAyP3SelGPkdvwdwHtmOmUr9bd4MFERhV0bGdRocBS/CydsV0ktqI97UpWHj+avMTF6yr7QGTVtH6RntaMEoAkglkxnWX5LSZodbaVTQIgtpqAJD8XtS1wqvhiScv4id/9PWYMWPGjBkvvTh1csHf+Cuvw3f9FbrvACxGFHNYOsUEYWgrC91Eh3o2hOX3UiLPI0mKIHjduxpZq4XyOnokK9XZbiSNVaOIsfK+T+tvWmxH/xa49xyFRV8I62dvxF92NBYLxjnISpLDJJrVgKoksxUcO++xJevckphvR4t5bgmyHk5raTrnIJTFLJLkkMI8Va1tRhKIAItCq1vru91cd5wteSDcVne2sFmxAdxQJLIWQc9rMouSZB37H7ObErm8x3YK8yx3Lut0xuF2Wcut4ezR3SxzRmIb/Trg/jv2j5Y0u3YM10tmdzaMa3Ag+0F7ksrpUBR5eBQomlvrL72fpcZ44HlxyQLQWLapqwHzEvm+o3rm+kkaZ04r7QgybypH6P2RRGYeaJEXdttuDfJ43/2mWhQtZrFDzI+4pll0sW/ZXZOkHsloz3OIKBbMaYgCY2/rzW1tRLihkcVZCGmR6yHHi3l43Lt6OgnLkRQHuiI6c0KS1taKGDES03uW4EFZRkuZJKWfeeYQf/ndr8UtNx/DjBkvVkxiesaMGTNmzJjxio3sA3StxpoxY8bLL971LQ/gm7/jvXjhkkFkhRbaT5sCm2WDRgSbNxvsKg6XSrBKHUCFSmmkdnFFs1ILe0RD7/2XgAcQw499/uBYK3sNNjpOJGzBw3JxAIF2q6CkI6A4YEKg0YN0BUlq8654IJkNwBWrASIGdUPRoJ6NJLKl3CbAL4XDpMBcAtyLXRCqQqi8BnbeICcCrSKo0Y8Obq0PdS5vVpGKFwAwIYkrtmvgLCcUPuE6CBb2xt4dYmMzYnhZGjnsJYl+KozcHLLZkujOPs+lAOu6r1z2wcdSEMrtBbAVGEDBFhrKmGYP6A0M5PnWpv4mopTNuWPfcvqyROGBwJW9K1NhBSwdJHQ0IJF1DUmodxCTCmjBqODxsF0kSU6y2BFkuIPq6PgXSXZDUQOg7qCmhJIaWLNvoXKs0bob4DXBnuNJGmsAqtpw4BrbQeBQO7kcV7I5sFpORwMxWz9pEGSscb9e63AqLIHOQa2CAAm924B3cBHoBSE2WECSfKaqzNv3HLGcm3Wg0AdSOsDFTkrzeg8xfe81XQlIfuyJQ/z4j3wOjh+bKpcXK2YOOWPGjE8Ud99xAt/xLa/Gj/z4r+P0qQ3zEiWpyjwLUcNG+2e2PKFjiqStczU6qFjkcUGYSeQrJJWDEBNAXVqvaDMPZxxBCQcYs1BiR69Z0XEeoJHTknktN9SjR4oo74klOUZ4V0ZT5g2pdPKREvdRQSPK1VkYqZpW3ZnqMFehSjvoSRcUZVGlx4yC7N0ssKptO2hVbS2NYt9ig0ZbmKi6hKNA4WxvI4IVsY8izf8njjzdg6Bh4k1Fu7rHeUA7Nv1IaKs/bHlrI5Ajz4tNgS9hZe5B0pMsTgJZWh4szNPC+5eEdDsrka9kMWkc65Yvp/W2jDUEPHYyXoCZJSdJ3QsYDXmNMu/PHNGktOW7lry3c6m5fFw3FmQ0sr0LkhQubX3ZZxoxX5LIcTb2CGp4tGSJ3SAJzevYvOtHmbfl2NIU0m39tRPAWeTbCGHvy8MzV+wkcX7v/GgO2AoT0Yhtj/W7Rc6YpHJ8Dh/GHnpG53Su35EMvofSWto2WCOuc+f3VNRh6w0Hnntuh7d9zb34Xa85gxkvTlzLHDLHux5DP/EsM2bMmDFjxowZM651/J2/83fwute9DqdPn8bp06fxxje+ET/3cz8HAPjYxz6Gd7zjHXjwwQdx/Phx3H333fi2b/s2PPXUU3tjfOADH8Cb3/xmnDhxArfccgu+8zu/E+u6Xml1M2bM+M+I/9MPfw5uvmmDdaWikdXmhsOLh1gPd6jr2gABfhZoRVTT15WEUzU0AqqBBQPJVas3AMST7AoCq6ZNsPWq+8OdE1CBt55qqRygYnNQjFp+jkBJJHrbDgoBpCUesHpzikT2eOOiAscCg6KaNiLQnHbLxE4KqpcBTMr+cAKTBVUKqnB+E8EqCpGFY8vSwK0KxVo2qGULU6o9PNW7qlSllwW+LPBlA182SNtoF4GXQmI0e0+LxnxboGzYX7ksVB6LcixduhU1mxrCNcY6OIAt21jnBigb+OYA2BzAl/grhWOrUgW9bAAtQeIWuCxUd6vSDnyT8264H2WBL1v45gC+PSAJvTng9LKBb49RpVxIoiOOC7ez74ch1l8KsGxgJdYVxwFSeCy0DEoXBZYDHpdlA9eFZGkpcbwJjpooTBfUskWVhX2eAQAa569wHimoUFShcto0znF0HO9qFl5TwBJ9n0u7psyE11r0MO/XIwB0xVgNgDJJ6SSS1ybBkU4+u2CtuWy39U61dXVCvesKHO48vvf8G5Uv1bptf6ql07rRaieeu8olyWfAjeONYKJXIqfuFXWtWHc7rJd2VEgHKW1meOqpQ/zIez4Ld9124lP8yzfjpRozh5wx4/qJz/3sm/BVb7kDz7+wRmGSwRobxj9v9xLrakwcKVwKJaStFetuDVVkunIAtvKzOvaVRSe1Wt9bpJIzP0cjv9a136cyN03VZ9oGJ3FXW/7a76E5zZDvha4kln+cthrvw0ks9hYc3cmkGu/ta+WyHjmugW4qLa9sua/CMn9on2nkFYPS1tNpRWFQzuPobizobi+GAkPBCoWhoPoGVTYw2cJ0gyoa+Q6VxKYKk4V/kfO5FhZtCnOjGvmRlQVWFqxSUKVwmcLcy8sC0y1zZQmnGFlQ9QAmmzZOFYXptuWvVpaWZ6/DOizyboO2bfHYPtPCPE2W2P7Iodv43N8qW1Qsw/HQOD7pZNNf8/lCw1dJo/h1/zzw2shixXxGKTyP8WyRhYx5vrN3tMU1xGsMWGM8j2mZL9a4zlaL9VW6Bliu32RYfzxj9Ue4uF7zGSu/U0lKd2VzOuSsjVBGJ8szH2wEMTpxDbTvcDVDXSu/x/n8F897dWVeaLW2IkazcNiJDL4pslvu2dhy/lZEYeSlQ8Mb/3c34U1/4MKn94dwxksmXko55FRMz5gxY8aMGTNesdEeEq7RWL+duPPOO/HDP/zDePWrXw13x0/91E/hLW95C37pl34J7o6HH34YP/ZjP4bXvva1eP/7349v/uZvxsMPP4yf+ZmfAQDUWvHmN78Zt956K/7Vv/pX+PCHP4yv+7qvw2azwV/7a3/tmuzTjBkzGMui+P53vxZ/+u3RKzCFr2SFISbwElW/UoBaIWUBUuVCeSnYYlAgNWwBPTjW6OGm6qhrqKaFltlNbRA0b9p757OfSAh5NSy4QSWGqzS1iQlZZnPylBKknnkIFzRU36CC5nAt3EWpVHwL9SNSsx+foGDlWFCI1ejtB6plJceXENl69OijfWVadkMIPiobpqEK7RANCon+wuw3TRCRamqDC8EWWbYB9BjEVm5zSGe8smMxVCFmsLpCSqioS4FbaDkc9J0EqFQx47kDGiALr0g1N1sth+pY2TPQEtkt0YuvpsolQKFSwhYyVSj0x2xC3tyPkLbLSlt19g4PVb5Hf+a4xqgcEiCI5dxe6IZEdYkigqaS0abKR2XvadeF+wTQslu7AsfCnj4V4hYXq4W1t0uqYgCXTfS15PaIGzxA0KbEbhokqqG7fTcCmMya+QT8cn6lErqWWML2FDVrWnl7Ht9u07iahILg8gINeLd/bP2nK61EWSTS5x+4AwAsIElOIbc3yWkLUpo9pgnww4KUzj6BZq3HYAL+SGAz52vgo+WKYO54+pkV7/zGV+HBV91w9Gdqxqc5Zg45Y8aMTza+4s134P0ffB7/7leewvYg7qvVQokbLjhhf+wC1NXi9k4VsZhlk+Z2T3BWE7KLh8c9WMB7jgJavbm5eNyLKkAVsID9rtmomfmBRf5ZvaUVQPa7jr7THu49mXaot1wvhLKoRp8Vpm3Sxk3L7UhjUUPZnaps1a5yZV7Ce/UaWZdYbwsi0ZqmyUczA3AWz+V8VFEzV0sltaBC3cNGPTMLafMwY2DP6u63YrlVbY1UDQtKdIDOjc9lsmgw1d8OZ8/oPaccYaGhg7lT+yTOHbahdu7bAo88H3EtRB/qZuwtue6u026vnerxPL6eMup4JsncKkXNFQpp/ky5i9m0pyur3Ycj5elk0+3APfIyi/7SqV7O45YFBm3FOQ2I/L+rlrMntsWGtjGCCHbvhbnuYdMd2z7aY1tNSje+G7lM5IRZaJjFiHn8alM3o33W5vEkncfcsRcpNhV1ktJZVDJuP3pO4G1sA7x/1goaI0dsBHVuLyw+Qy9gAVB3hvvuPIZv+zOvwowXN65lDpnjfbLxUsohxa/lUZgxY8aMGTNmzLgO4umnn8aZM2fwHT/xGA6On74mY1564Wn82J89j6eeegqnT//Oxjx79iz++l//63jb29522Wc//dM/jT/1p/4UnnvuOSzLgp/7uZ/Dl37pl+Lhhx/GhQuseP3Jn/xJfNd3fRcee+wxbLfb/6z9mTED6N+V/5zr+uUU7/utZ/Ft3/sruO3WEwTXSoGoQFSh0fdXRKGLQrWgLIoS1sllKVAlmKOikCIoRVEKe/0tbT72l07rboJ5BGqWIjENAcz1fwFyiJtN0Nzh8JtAYCl8oXAsywC2CbApDg1bQrpJO0oAkVyehGx2jCbvWcljSuoZFIusA5AX08UbPKVSY86xUzACGKzsZy0GsQDvzBocJgG4qOf0ioYCAoCF9aI7iltAZsPnaxDXDTlMcNejj3Z8YgQHaRFu0Qewj+O5Hi2BIoXdd8MZY96w60QCh7YGBhmIW9pzi3DeAUSMDez7l9tKRBhtZTm/FrRehmVpS3J1Q19BeIDgCAV3N6FM4NHLApjBtEBkPGIK0wJIaSR1HL0oRpCYvuyBj5BU3mtYZMbZ9AA2///s/Xm4ZVlVJYqPudY590Yf2XdkS9Im2SHSJIWC0toBNojN07SoJ2JXKlWKWCCdCoIi9qX1+BBL0KryCWX3Cgt/JVXvZ0dViQiIYApJI5lJAhkRGc29Z6853x+zWWvfCDQxL2RExhzfF3HvOXvvtdfe59x75h1jjTEHArMZuX2MlzAZHSIuQFvstwArhsXXUzhwBCpSw8h5EcKq2fzsrd0aQsSemi0REH9dgSaCaSJzMuud8Zg9Jx51DHNEw90ssLQDFZXD1dYkXNFt0h7SZO+H1WpSUtudMK11RwuzRfyxOeuUeDx8dMIF5y7x6pdch4TinviMyhoykbhryBpyDhHBi1/11/jgR45isSxaR5ZqiwOBsqi97zRpLVisNqBStB60JJdCBKpWcxbd10XkWkkXuVl9qMeRadRkMeFWyy1qLz9I60uvQakMx1stqeNbj2LS+nSsSUeBmoDoKU2gKInK0LUEJFhYH2siW99HvvwPVmNaGQSLAFctPQRz/we4xCoWeDPUj7D+1kNdqLHf4mWD1aleWnlwdJdkvfmIn8vro7GjcRnb0AzH+dxCQO/vithCwjYmjU/HzSRfSCiwaG8XpmFlZZf1hU4ckNtnTjZHiivw2tG6edud8z27uOt123hFUfmLR3JbGxyyRYBDYK9AHdWQ4ThYes1wHshY53UXvqbU99rOV3l2J/Z4vIrUGI51kVtrOBev+83xdi9a83XxcHzsoneI0IM47Uk6UXuuWhedbQFiCMzNRWyd3Fh/ak0JsDRdOAkXsjlawyDqUN0/BPBJF9+6c5pFII2xb+8Cr/zha7C2zABl4N5TQwJ3v468p2rIfCcmEolEIpFIbCMOHjw4+7exsfGPHtNaw2/8xm/g8OHDuOGGG064jxeZi4U6+f7kT/4E11xzTRSDAPDkJz8ZBw8exLvf/e7tuZhEIjHDlZfvwY1fcwk+/vGj4Yh0ksAj2mRo8sTMaCuNVWRmTKvJCBE7zuOBp95LrE1iQpVgmtydaftJj0kc4+NcCxUhPZ4xc3yyCWruHvVIRSdWpkbYnAgrphDiXHRsbH17TRhsTvCgRLw4ZHBTiEUvC2GySD53QkwWAejRiWIxgAAgVDRCEBYbDXX0tiEOEbCYxFI1FrosgyqUsqax1KWglRpRigL7ulgDV41U9Jhqjz6UxZqJqxq9LaVoJPdCY8KbR2KXotHci6U9Noa1Fjte47pRqlnT6/B4zY5baNR3tTFqtecWsa/E8RZZXiz+e7m0ORe9FosUFx9nsUOFYSqQugbxCPSi14GygFSNdmx1qfcIem8b6T1lkG1TV3PDQmMci74ODEAsBlJfGz0fQ++fxkSaI8b6NYpFYTIqGipaxMIXTFLQRL+O9KdY7GOzyM1OLRMgBVMrEcHo72OIvldXTUXpcNUYsenOGnewaFSi/mzozxX1Hu1OXMpclBao+2RqjDb5zyjPHNGwY5r/fmj9d8U0NUxN4xcni2Z00pO5ofcq5Fl7gGPHJrSppSh9L0fWkInEvRdEhB/63gdiUfRzBLDf9Vs+A7h5Pemx2RziE7emvWnZFki5SKX26fhsQyxykv455PHBMS603vT47agvt0SE27kaw+pLF8/8s7RHFY/nEGCoRwXN1vKNaSQYhEQRi1Ju2oajWaQ3i9eaPYLZRUpvNeNR3xH3zR4N3WO+m8wjoTXC22tSbUHjLW/YapMmxeqRCpaKSXoLm+bR4bYYz+vbhoIpWpZo7SOaMxTbe2x4/16jthfapoaG2slqrEYLTLRAK4v+POk5xKPAsejR38f903EmLGbz8tY5TU4Qzy3VrlOvV6+9Qjxy2+4RS4l7PXGNGG/f5mJ2s9dBuMxeH3+9+utH6PHfKjo39vQkf4165PsUtVxfx+midLyvNJxp9l73uHj/mXDh2RNs+s9mj9nX96i/14HesqX/LHoEuNZ4W0RpgQrNNobYH2pbf45bs7huP9fUenz31p83eA1qSTv2syk2ljTBnYcnvPR5V6UofS/HZ1pH3tM1ZEZ5JxKJRCKROG3hf6xv11gAcMkll8yef9GLXoQXv/jFJzzmr/7qr3DDDTfg2LFj2LNnD970pjfhqquuOm6/22+/HS972cvw7Gc/O5675ZZbZsUggHh8yy233J1LSSQS/wC+9umX4M4jDb/31ltw5pnr5ligcEXWWtFWE2ipThaBgBowSUOtRSMSixEUFustVICNhsVSbSTi0d1F3ZvugikkWCwoDLZuqWAW1NrJF5hLWUQT/goBUrsLgEAQEhQhgJRYIXfyQkW9AsFyoUSRCoXmGACZWwGwvGhIUfkRBBUYRR2wRIJNKUF/ufuYLY7SZgkdTe9VRcMKFYXYohYLhJv6Z4v++UqFbV52L1E01pHdFQ5ojPZI/BIKe8RjAajZfdCrkrqM60dZA7G5pQlAJTCCRVXhkfT1Rb9t3eDCGtUd1hZABWz/3h3Q5jaSqq+KW5JCaK16f1EsenzmnumLAQACV31ObTMLvfQy7I8KFLE4b+t3bduEoE5osbkVi8Ym224iszq8/TopbPlNoA5rsfcyCoTECE/4q6/MIunPywQEcYl4f3XX0WSE8ZjvZn5jc2Dr+7DYvdocbo9v0/e1E+d6v9rQ/sz7YAJOZnqM+PhPZt+zwHpO95c3XCxGUKrgzEF0OrkZZvqpRywKrP+8KulGfLK65MzWs1oxjh6d8J9e+0gkTh5kDZlIJD5TrK9VvPJFV+M7fuAd2LNnCRRoC5FSrEYxl2kTa6lizufSUFgXwGl0t9YZWuawfj4WdURrrC9pEg7pZ3Sp0MQU+yzT+GqvDvSzyre3pq1k3JEMIRRzRgsQ7WW8Fi0WFe6JPjIExnjrmyZAJaCRdk8RK1k82boxaTcTdyzb89QEYq1tSCKsGhMDlcyxLACowJqcaJ0iPeVHvIbuadx6HFEk5OhhKpx66eTLMFtUW+4s5qgdAI//hrl0tf7xdBr4nOz4Nvilu+cY/Qxk/uO5rTr28VDw0X8cbVUAjece5tqPmw/UqFdcPoumfxLY4sLhOOl3UuL7cbja97cXIOpLgQn0ovnjvmDQvjqau67d/Sx9u9ZztsDQt0GGBbYUr6kL2dPgetYaDSFwQ/rfQ+O22FfcGb118e/guBaP7pZeH3odGQKzO7MBX2gy1ottWICiY+sE4rzcFy1L/D0De557JLhoso7OXSen5+m154GDG/iJH74W+/YskTg5sJ01pI8H3PU68mSpIVOYTiQSiUQikdhGfPjDH57F56yvr3/afR/4wAfiHe94Bw4cOIDf/M3fxI033oi3ve1ts6Lw4MGD+LIv+zJcddVVn5acTCQSn1s86xsux22fOIa/eNchnHHGAk3zfVGoQix2sFmMWlkUJQGbZhQ6OdNpLQHQAHNtrC0X4KI9+Yg41E4iFanbJFjfUdBaBSAzslFJI6WjIiaxKCFIRsgxd/IJ8ChEitC+7lklrCZxnTIij9UdoIKqxh6KCYhGENp5VbRzEklATipqrp+RYipAdxJN0IhQQGA0u35zsBqhV8AgKiAhQBiF9D6ICfkAMEEJSI+DVhcxwEXFbmEG13WN8LbHZAonaQdGiPWjdlFepHi75E5SlQJIA9ViTC2BhSG1KiXIU0Raupgc9KAL/SLWr7nE/VeOVd838UIWQUwAFjxOKnbH+aBh3aACKdBe2mLz5IYCdaX766tvLRWTmYZobyM2fWEFrJ+0E5gexy4wApMI4dhxB7tdozrizQ1NI/GnThrEvJXsVIFY3fZKZnciU4SwqBzCs4AwNdhCiE7wzpxYRiJOTd9HTkqGKO1kpLlb5oK0OqL154SwsdEAsDlwRuKxO12YOYRptvePO9Oc8Yz+gHZsW01bnG2MzdawWCywYsHff+wwfv+NjwnyPHHvRdaQicS9H2efuY6fffl1+Fcv+qvoNw222oE5+gNzE5Rqq8yYIEWgn0Ea3w0xHY8FLA0kpGviCCgo+tlPovWeC4YsYPKSQj+bpkkXE2IhJn7bQrDSW7H45yXZ5y9gPaHt87QU70pCFt8M7dkME6GJ0JrtV2zdnNWlYn2FiQEhi9y2esG/8X28LCL7fCcS1KIbWLx28cVzHqutN4qt9u01stVMXt2YWOvXp9VJHasaPcZqMa9etHbU0zAqIKwLDGwfBqJ3tQxCeI/Jhivlg5Te60EMX/2srrH3Z+YiM0Rc440R9WlbnAj72wCeRuM1uy2ipPG5eR9nX/XoPaBnvaR99lHq+vFDgo3vO4jYvnhwjOUGek3o94aHcb0ujPNK398FZD/PeKyn34ht4LiuQRQOoVlHd5c/YDWdHeQx3FE3srdzEROa9b0nrH+nSHPxWQcX+LGsLupxMaMJzP4CzcTqmSjdhWjY32LcGlw0P3JkhVf98DW44vLdSNz7cVfryJOlhkxhOpFIJBKJxGkLGf4Q2Y6xAGDfvn13ua/L2toa7ne/+wEAHvawh+Htb387fvqnfxq/9Eu/BAA4dOgQnvKUp2Dv3r1405vehOWyr3K94IIL8Od//uez8W699dbYlkgkPrv4we9+EN74Wzfjd//gNuzabX9WLdTxSFQBbtrXbBKgFJSiYrWbYMlX+IsKUQBhQYRWGAWEQgWTu2iKkmcTM6aVEkaLZe8tXRYwwo/MeSLgTUGphGoEnLthPLIRBCwW6q7RVnXK9m1O4unUQXo140WPrrQX4cLZqaKRe8VIsmL9e4nMvaM2FggqGheAWMlQcipQiUSlUAFX4SeoiM20BFEzAlH3E57UFUMCdfmykaVAocmcMwDXJURUtHandkExg/ukY5GKsmTCrTKILnQDqNUEfOtB3a3qg82lAOBOKNalsV+s0dkAwkIUl0hmYwcg3N0upAI/QSDFevL5+exagtErKvhyUIpAF4C7CzqIyeKiMWy79yA0ArF0MpKxAPuNLKN4TJhoCSI2QhhoWFNybxCudUwKUpmdVBwiMv0mcuzfCczoKWj7+DYW4NhUjTh0krUTmNOEWbxnRHla9KJNyN53CJfMauqxpOF4ETHR20lKxsYxtVsvlmVGQMJJTBHwJOGInjYn1EW16NLe76+11uO6/R+LLmowYrEQYbWxiR3rBf/5Vx+NZUYvnnTIGjKRSPxTcd45O/AjP3gVvv8lf4W9+9YBaEw3laI1T7HPXS2uQvgUAGCGVoq64Izcyiz6GUPFBGhbRkZkscGkdWHhgkYCYku3AQAStIkghUFFFwgWW1Dm/9jqoVopPoM9vYeZ4vtwUaOXPurAVpGOGgDvSy0mWxLQ7LzgWCdnpZaJ9EXH6cIxxSJLq1hQC2KxmnDpgjNJiJiF9DOfrOYgUtezLzZzgTpGJhoeky5qNEFRa5zB4Sxay/WFnvqkmHgtUo/rqSrDN9VqLx62CPr5dQyEcEw0LGi0vXThXrHaWIYjEYlHXfoehF3YPSH/+8QEbT+fjxvT9UUKc3HY3zBei43j9/pv2LZFsHY3M9D7TsvwOguT7TO0chnGYVOhxc7hIrS7lwU9yhvD8e6O9sUWY2JOtFCKfWTLdo5tEbUdTmyLBGf0FJ2tCyFbryNhf0IA6IsWYzFkvDBRh8LVdR7FcL3+Awc38MPPfTDue/keJE4ubGcN6eMBd72OPFlqyBSmE4lEIpFInLZwl9N2jXX3x+DoA3Pw4EE8+clPxvr6On77t38bO3bsmO17ww034Ed/9Edx22234bzzzgMA/Nf/+l+xb9++E8bwJBKJ7cc3fNVl+MCHjuDdf3MIu3YtB+JJyTft86X+X2bSv75IIxGVR9CeYcu1BZTMI+1HxgVc9C/WxbqLfIxp8rbGFH+BipA+X4JWUvF44ZGM6o6pEil6qMZicSO1zZh7ZWpKa1WouE1EWFbBYgF4TzcCsBKgEqGwRU7Ct2t0pDqaG0oxdZsshFkKWGVPc1n0fr7NqDcidZtUMleq9dwjo2HVAd70fgkAKigVPboyWDeJOGQhAUlDc0JNPL5xofq6NO3rLACVFqKx+BjcIE7+wl9TAxlxV2t/Y1QJ8s7J0q4Qd/ZSQKBSRwbUtjjNaH2r4b6aFqJyEIFlYdv1mnWbu5ihkd3C2qPbt0kz0doFcQLIRG4i62/YJxUR2qTvjgYKx5DdNCUVLV5c9W2PZbS5W0/IJp2CaEZ6MndBGgAmI7g91pHFegsON6pWYGr6fAsezsYiRO9AsWOFR2eLBPHpDq8pxOnBJWNuFCePFgvCaqWR/e7mmjY80xsmLMebQu+ZR3Y7gWm9qH1s72eoTho2YlV/LxzdaPiJF12NXTuTtjkZkTVkIpG4O7jskt34vufcDz/xi+/HGfvN1cZsKSemzooKoWLFFhWtKsRqNBWgVbSFtXKJRW7S/cDFCj+eAKmMWoo6sAnd0gsTb6ULd4uFCb0k9s+dz915K+I1qLtKdUEYufhMgHAXVS1sxupFRKR3YatTS6jgJir7mDqOl01iO/jvz0o6b11sCYxpKj0lSDSu28Vq29Zb2qBHguvV6cJO6usJyWobXyxAEBRb2GdlhC3S9DFcXrfXbhCydT+J7ZPVT8MF2iz8f1dhy/x5298qy5DFWWh2rlld5gPEnxQU9wOitV93Wo9XYLWVxN2Nu9UGmzZLv18qBvtYfk0e9R23ui8stLmGMG5T5TY/bhT3Iv6b+7lHAdjXJzZ3GMtwvHhk9zyaO+6b9P7TXZjW/WfPR1uXXm+6nqy1HcNd0myRPjz0bIcn50B6io7M+86Lvc6Qfm3dSW0iuAB3HNjEN37VJbj2qv1InHzYzhrSx7t7x98zNWT+hZNIJBKJRCJxD+D5z38+vuRLvgSXXnopDh06hDe+8Y34oz/6I7zlLW/BwYMH8aQnPQlHjhzBr/3ar+HgwYM4ePAgAODcc89FrRVPetKTcNVVV+Gbvumb8MpXvhK33HILXvCCF+A7v/M7/8Hox0Qisb34N9/7YHzH8/8CBw827NxJQClgYRDTEBCoxJuSEA2oVXvdgVGq9ggkggpeBQCJRnlDn8Oigico97QAphWrG7qSuUCUGKmVVAwGACLUIt1F3XTcWtU1XYi0vxm0pzWTxTYSQSagVKWSNiagmUBLBCPfLCLZkqlrUUKoCIPC2FvBDFRiDcf23oEoSlwZ0ad3QcI1U4lDlGQU1CDlNDxaHcFLu0RGRVNh3MT+ZkSoskKsfY+hPZXJmR8iECqCLfLriv7eCDaUTXhVskpsRtJJJHKSTYlEjQfXQSIe2xs+ezR4cZLSeGRmo+1K9HVmE+2d+EQhCJZBxPr5AHc0t5izR162stBrrObchjLAInXGeWocdzVC0khx287QhQGRuQmN3XYi0qMgCwkmUUFepKL5ABCI9ZJ2SjWINHsvyCDaswBNKioEjfX6J+lEppOVKxFMkx7jJOXUBkIQHhuJHq3I7uDRs83Jxk5EtsZGHFOQh02MjiVRc30xEohMfAaBJ32HunOGSkWbpiBdeWoDmWhOOHO8MHt/QHXH3PrxY3j9z34+zjozP88TxyNryETi3oEbPv8c/PBzF/ixn3kf9uxeArB0FhOndcFjBaDpKsQEKrpcjBuh1AKyhVcefAJYixFbIEmk+xKRhq00rbsKSBfuxZo7/YwsLgpXwjRJXxDpCm/pDlJv9wJYf2n7gC1D5xIAKrDb/NhFahOdiwuLRWtNEdVdq9dXoX1qDSjmnnbxl6B1X4N+5nufandKlxBVtc6K8GqPEAeheOscvXuhjeuCSashBrW5EId3WLxmi1rG7kHkuXgdO7qbhz1F/14IozA0/2YoWWOcrc+5YExALO7zM3rNFa5yL/oGwdkKdju212KWg9RfPqjbWWwgD3mP+HSM59i6v+7g5/Ae5+LXLF1obkP9NtaLRP6e6+J2F6XFFjBiVssBPaZ7HA8YhGMg6rGZyM3dQc2RcDPfl92hPIznbm0/obDf3y5K8yA4z4RmqwX1/NLTeJovkuzHIb5nW9TYn4cAd965ie961n3xRf/sXCQSW3Ey1ZApTCcSiUQikThtMfaI3I6xPhPcdttt+OZv/mZ87GMfw/79+3HttdfiLW95C574xCfij/7oj/Bnf/ZnABARO44PfOADuPzyy1Frxe/+7u/i27/923HDDTdg9+7duPHGG/HSl750W64nkUjcdfz8j12Pl736vXj/3x3G+g4VQKkUSGOwMOpiAcAiuVkJH64FhZX4Y5hIRaxx01BxsFgco/cyK1VJIhZY7Jv2nV5Usv7Kg7NBBNZiTB0mRhy2pmI1rHegNMHacnQxCITUUUBEKEWPITMEN6iIq0ZiE8ZdfKeCxoxqjh4CsGJ1ppQGSFV5WYVjFZ6bMBbEcE6MpYAGSk2C2tPHYy87/c5iEQlgqijCXXCF9oUuFpfszh04WQa2XogM9ibcVccgkc7sUScjlTOa4L4azOYm5urtnwcEX5xAwGIg6aAOKJ1O7QRiHFlNiC/QrtnmXCaP9zZSNU60BBPg/ih4bHcpmEWCk0nMVIxMHdw0KGilKoHcTSp2TWUgEjVmvAzbI02Q+jVOQhAsnPcMYpFR1MUcr2d/3zY2kTlivxHX6fGUAqA1j/zujhElPP29qKK5Lr5Qp06zJpnuauEgHOdEZsyzifadZvvq73u7oNZazFu4hQgecYyQcIqJcJCRbCedVk0jvoN8ZHBjHLpzE6/9qYfhnLNSIDyZkTVkIpHYDlz3kDPwr55zP7zy596H/WesgwTROoSIdOEgtCWMAPAm0fE7qAKlFHBjS3YhKxG8Tui/X3xhlbSmCwpLsfPYgkgRcNVUmJ6Ko7VrrZ46o5+j3mPaxUZmRrH2M8was118sSIJRNdlxsIvryE02Vv39+kya0uSrodLCNQkLjL7U7o4Ts+jdXMxd7eq07avKeMStYKEsC0oKFWrEWbr4ex1kFAsFPSKpUnRpJ8orSwxKGbVhdkuRlvFQxSO8OZVn7u37Z6sZMjmGVdC+miz51T49Fh2H8fdy9XulbjoP9TRiGN6Pana6iLucRe/PRa7xPEh5MZ0rE5sFOeJ90icoYSg28a2RkLDHO094MdLfxyibyxA7CK1YPw6xmW7EE22yMBuo/39xUN92OvGPoa7UbuA3p3Jvl2ASL4JV7TXfLad2/BzG3OW4R7oz6b/TGnrl75IYRSlNRKcZy5pADh0aIVnff3lKUqf5NjOGtLHu6s4mWrIFKYTiUQikUgk7gG89rWv/bTbHve4x92l4vKyyy7D7//+72/ntBKJxD8BRIQXPvdB+J4X/CU+dccKazsW6mMtBTIJGk/AooIWgLphTXZcUO8PVos5NDVmuDofxSqAVRMvuQFEbPtyHLNYaH/nUrVvNBuhKNIjCnt8oArDTnJurtSlUsxtLCZaVxhZU4BVU0qqFmj/QlMfK3mPOSNO7KS1WGweqvaUI13VzyYOK1fIAFUwEyppfLeauE0KJcYmYxbJXYZAZ9Uszc1KagOq5DRdMSeMy58FGhjeiUiIEb7FemNDUITVQQzrTT24m8Ea881Ys9RLIzvF4yCVTCI7HmJu8GCT/Q2DQZT1wV2ctfOTi8GA0FqQcQQVf8mjuvXEIX4H4WgCsRO9TrCq4xxoVOO9CI/jhJKzPMZ0gyAWGcn2vhJzaTejM52kVKcSRbxjG3pJezQjTJgWQTixXUpfNXt1B8JRyTqK8VUgJkRvQ4sIF99P1DXD3PtQQtBJ0GZOM1Hns95WF6l77+lpcleLi8qdPIQYKTk4bNSg34nyrnjrBKbNZusJOARotpUjY3/p2z95DL/449fjgvPmsXmJxIisIROJexce8dCz8HVPvxi/8Z//Hvv3LQeZMKyiGkFdSI2s1h8apbssNdpbRapStdc0ii8q2ypFAt7zFmB1KpuYW4sunGPxykI/69V9XboYa1HcKtp1x3SP/h5E6AJgqE0Br00tIrvo53sF3MisEdvQBB+Izsuf857W1XR47+JCrMe7TKt6NUfQjNZo+tlcSu9RDRCoiYq41Ou+4vWafZaTuJvahOqxvhI7j8qSfsIQmMn6R3spEVMCMMlQP8CE2XilZLa/13mjCN6XiGL2SgPACn2DC9fuRPf6vb8vungNq9X84yT+prC9/agummotxCH8D9cS+/gfN+N59L2mNZ8J7cO+vsjWr0hAPTLc3sNi50eIxENqjl+DWO0X/aJPJF67mDy/k7N+1EOLl+54RtSaM5c06w2L+UH/duvCtIRTmpu3frG60y8gRHPdqLVpw9x1reMdOrzCY284G0/54vORSHw6nEw1ZArTiUQikUgkTltY0uu2jZVIJE5fEBFe87LrcON3/U+sNhrW1o14KqrQ8tQAAabVMYCAHbt3YwFBK8WcIw0rwOK5VTBVuwhQSQOri7s2LO574T19mbBaMRYLo61qsWRnFaNr2SIeQ0BFyUMIIIXCEVMKUM2pMkHd0eIithAm1r7TtUCJJaiHVSPDlSqbpKKxCb0E7Y0ohDL0IxRpWJhgKygm4pr4bYoqi4nx0EhE5T5LkGNk/nLzAEPvYjHx2hgqaM9kEEAulBJQeAIsrtw4VfOq6wQZ2vRQ5VujdD2nnFzQhYnF+pxIsV7VApIp+hHqsU7iSZC80plFFWTLEmiboLoIW1MXjk1YnY1FYHJHs8dy9v7PersoXCJ+H8Cs3xsETnS6r6bEIgPv9xcRnOGcLuE4cfOPgDBJCbLRBeyJmy0M0DvZhOI1Bwgr6XGQSuaZwOz9AqG9JdUBre/F1jq5GgI2tO80guDUq3GNeJrs/WDX7QSli86tsUV5G5koHs1t/f0KwJO9iu5WabpPC+cKVHSOPoOamsBTw9FjR7G2XOpcR1HahIRbP34MP/r8B+M+F+769L9oEicNsoZMJBLbia/5iotxwXk78LOv/Tvs2aOx3l3F1F7T3kMZ9nlPrIKtC76+roxZP4EhmtBDQrCeKWBysdiEXms9YYUVpqY9qGGLEAkana21EqMUc2j7OV2cjZhluyBXQaEJPi5iExEWC1jdZLuy1qyTxXy7YA0bQpcW2r4ES94RbSdiZaAeY4K9LZD0Wqb4QLBjoQvPvM+11yMTqIvQ5Akzdv8BEA39gKHC4igYFyAW0/lcLVulLwiIm9NlZUBd3kAXfseq0UPAyUVQ8rovjp4/9tp6qHn63bTveP56+X3vNdwgptqh+twQ6W37YjgmxhzG8t7j471j+xsE9t6JHtGQiOUex+h9ne3zF93JHKk9diURtz1MaGoS9aALby4q+7V67QYMMds2RvQENiGYe/q71XJiaVZ+SjGntAndAjB3B7S6tbkfK8M57YK07uZ+zpl4jUjUEgHuPLzCN3zlxXjaUy5C4uTHdtaQPt6piBSmE4lEIpFInLaIflHbNFYikTi9UQrh9T/3+fihl78LH/37DazvsN55pUBYMG1uAgB27NkN4Yap6R9kUoq6P9AAKWBmLNcFtFgoCSVKdijLpgJ1WdRws3j3X2Z1oxRuWCyqCXjaVxpQUkbdx2ykos/chGUj6lpRArQQAdXJHyfRLOrOyUOGOmtYhVF1XXeXjYi5RJzxYt9eMbGKwYUoRGkVygsWwnA5E2BM0EjwJoKqNA0A0ShKi5WWIf6agp7S/dz54mi0DFGYzBHTBKiYgNKJzcmuGcxA8V6IgxfGbD0E6+NoTm0pCxSZ0ElHdzPL0LXPCTGVv4kAqWv6ihbv40wIbzV5zKEo++wMtEcnSgPTQhcCxKtljCv1i+dS4VHf3WPjr0GfcXNylQhFPBayzJwvfq8Z5pCWuNt6LgEgi+5qRrEY+LmrxsdkISMkTxDNyO6emZOfbIsnwoECDG4YvY3eZ1rGt6KL0qJ9pqcpRg0SsDto2BzWGkfaXz8VrafVFOzlSF6qSN10kQMRNo8cQ11Ufc2MkIQw7vjUBn76R67FlZfvQeLUQNaQiURiu/GYR54DAHjNv7sJ+/evAcK6aJAAjz8RF1MJkKLxwKWwfvYymaNaF6AJBIXZ6gWyz7aGUgsYRYVZ1k9xFV8F1IAmDVUqfI1ka0AtBLKYbkBiwSKRt4tBiGulqmgOaOnqgqdjmnp/ar0sibhs1ci7aBntn/1c1MXiwlZvUhdS/bE/6LWojSewWkdrFy2iVfStEXBDUU8APXY8auHSawkarstd4I6+cM6ubSwAdQ94Mdri27F7tWOslfoCx4ZhvoC1GvGBej0XBW+IxLNhYz/h+f56T+1720ZRc1Ios+MnmC9oFPvjRPzxIHD3/WCOYorHIXR7/eX3UGj+eHZ/7W+V5u7psX4bH8tsAUUPt/Fezv118+2AL2LsInDrRa095u5gtosTE6VVgGSL3vbxBd7ixS9kqyjN1g5qtH3LcAM8HUGQovSpiO2sIX28UxEpTCcSiUQikUgkEonENqEUwo89/2o890V/ids/OWHHDgDWc2yxXIBqAQujsMZbTyIoC0EpBcLmRaUCaVCXdC0mfBqFRgQmAVoDoWq8NQlQtN+0i7ytqc+4mBo7NeujVhBuECW4jABqAikWmy2ivQMByARQsRhGCGCuBhJRIlHUdQMhNILGWlvvvkXtpJZIZwSL8TCFZNafuJoLpjVAitGGBD0HxORoFUP1MaGSEnHe3TkyIGHuZiPv9GiNjiZohLhSk80oQD2u0cK0ZgnlWSCg6q7uBqEFwnxEMCZSSSaiAndYNyxQxEeQiMhmE9fdoSzFxd0CoQIS1q9UTIR2Zk+vsdWFRUmWQRAnwEhoJzX1ttahFXWDBAVA8S8IPZk7dGIcUcePu2REeqC6vnZVyTtjfSd/rW3qbE5/fy8wS49h1B+PIJ2Vf+vxkUFwBmkpRrxSEJAenSjm4Nd2fu6uCWneHDTqxFkuKeIamRltcoJRoneg769uH30/9P6AevHcxHpNk5GInWRsJkrLpO/QxdpSBfLG0YuThXHbxzfwb191Pe5zwc678ismkUgkEvdiPOaR5+CW247hN978Eezfv6afYY0tlhshRkG0VuEigBRQtc9t70FtfapZgFoYUorVLt5GpqERgQqBGlmcN1BqUbGaNCNFP8st2tvqBGaP7O4lSiliST32uPoisKGGBEIkJrLFYkS2gNI+PpsKxOyirwmHgAq7bBHcRForej1mpahVfr6AsDugAT3GUsX1um2beZ1DAyyh6+pnerPntO5SsVwfD+1h0Jcgas1upyVfXijh7HZ4pLbfB7/XPhqLJQ+JL7fU58n286j02XiQ2Xgz8Vm2RHGbeNyd1vO6UEvhLhrDhgsncjxjC1bJU2hsHt4nmj26ezzW68K58xoxxy48uztZImZ7PF4fRe9o9Foz0muG+Y9uaV+w6K7leD6EZZ/fMA5rcdrH6Y+1n7T91SE91lu8NcygqHs9CfHkHMTPJTd1V8NqUdh4EBe7OeZ06M4VvvCRZ6conTglkcJ0IpFIJBKJ0xbRk2ebxkokEglAxemfeul1eMa3/hlEBDt3Lswl2rC2WKigVRiFCVQ1HpgWSuM0a3xbpKBwQZXqmqkKtLUEeUEgE7qVnFTCDhaJCAAMEcJqRdH/t5KSOtMEuGgLGJlkfaSLO4adGLS4MSKgVHfLUERVu7e3FIn45bWFupmVZTO/iXgcIxnRxFjUTh42E7xHUdM76U0QvSdgELGOTeYw0UvV2HNY9LgdV5wwtJ6HKgbXIA4FC+s8zagDezcYQbpvhIDiTgtCdyZXGJO5UMHcXg8iAZOJ6VR0gqI3oYXttphovYC/0B5hXqCidX+NKpgqBKRzJiWhfdZG26KJgPx8wzbGciBuLeJR+nWqg1nPJ6hhuvFoSkDQRCkEjfQcIsVt8YEM5yMAE5M6nV2Ytn2DdLQY0o3JHSxkwrLN2Y81V0vjTnoHISm6mKEF8ajfRBSknTnGZmBjQ0nIaeKYbwticU5AcmsaP+oCtfUXZGasVi2cz22yHua2n9iF9LhG/d3QmECV0KaGv7/1KP7tj6cofSoia8hEIvHZwtd8xcW49OJd+MlffD/27F6GC1o/S/Xzv9SqtY3Ywr2mNU+pAl0wpgvXQLpgrELFWDHxUOs2FYLhzmXRBVioQGGN/fbUlK626v5m49YP0EI+veizzA1Rl8KdxqS1on7GWp/o2qO+iaj3aRZCIbH+1LAaWRcx+lzBdg3Q5zAIy0I0zIcislvDTwRgQq2jbksozSpjd6UPy/UKIereMK6a5Bz3EjY5X9xIPjEbS1cW9E1+//w4e+xHsD0fOjl6zeYfG0Xmz4fM7EKydKHZxe6ZWs1drI6neDj/FvhiQpEeTu6vp70k9qTemRYpM8PiA5kfF+e01znE5qEehPTvxQ7Wmk3fDGNMt9d+PKsDXXT2c8sgdI8Ctgvlw/e8ZbvXdiFYS4jZOm//vp9D7M0Z0d2sC1pjjNasxUxciM3DhGtT58e53HnnJv7Pb7gcT3pc9pQ+1bCdNaSPdyoihelEIpFIJBKJRCKR2GYQEX7z/3oUvv8l78RHb93Arp0L1EVF4wYqBdQA5gnAAlQYbWJQqajVXLImfMmmYLW5wtr6mrqnjeyiotFxYMZiUd2UEcSWRhNTuFWICDBRe7Egi1Hs7hbvN6jCmZIe2u9anc2hYTNgScTqrLEoR5CSVe5qFVQUYlTqZCQVsV7CHkNYoS5gGWK29URs4rIMhB5IIKSx54UEBYyJq85PoGyjKa9CHhroWYK9p3J3t5h72kTaBo0Y17kpUysxJ0aBYPL+hTPZWoJIbf646OvooeLGbypRKgJQtVHt+qiLyG6nacN5tE+he260H/Rwt+yOFnWP0xDh3SlTMNzBY+o0mRCMqu+5oiNOrIsYBARihhRgkhJjNXPD0HALRvLS3c2AuovYSFoPpfTjlWQkrJru7/GgPoaSgYgY8NZM9Pf70zpJ6CK0940eyUIMxzt5yCxYbbKNN7C6w3HNnM4cPac5jp82J0xT00QCgfb9gy2w0EbXOkZj7ScNmwuR9RgEPv6JY3jdTz0MF6YonUgkEokteMRDz8Lz/+UD8dJX/zXOPHNHiFUE7//sFtUCKvb5VgBpBYUnUK3hVCYh7cdcSD+3ih4nEFCxz1rfDndzEgrp2ExAYa/DCIUBAkPMWizMkdAjAvteRcMiKnBTQdScAMIxPU2whJ1eA2jdag5Y1trU9VtmCTGaARXAx8WCtl98tFu9Q3Fi/awm0rqgjJZnmKrtceVeohGBfeHhUJcREAslqWGoL8mGGlRmdDF7LCPJleVx8nBBdaw3T/TIqtwoyFx0HsaQ+fnGgHC/18PVD4v+rNa3x+FopkFMli3XxNLrwVFI9oWL4xzsCReBPT3JJ+4LT7eK1IjHXbjFrO7Tcb09y6jXzYTn8W+WLV89YruLyYNQzZbUZC5oFovononYJkrHmBwtZSLmW7q4rQsgfT+9g+6wjvjuMR4cwIEDm/juf3FfPPbR5yKROFWRwnQikUgkEonTFtEHcpvGSiQSia141YuuxQ++7K/wwQ8fxb4zrF9fU0tGXSzA0wQqBXVRLfZYlbg2qYAt3FAX6nwBACFR8ZoJzXr0TdYvEAJUslX65NGJhDbBSEvGohKmyUi5os4VQMVqdRK4ON3FZO/r5+QRkTpWuJCSQeYscTdKMYdrQwG720XMoVPUYNwALAsgrGIqAyiFdVxzYUzizhkjx0RAwqBCGocuxfogO1lWAJ5CNSe4a5tQiI2qG4gsKdBI7y4sQywa3YVsckdINeHaiTtzrNvrLEHnEUD6WuntUeeyi8c6pgvGiGPsiGG0gVi0/yn28+6IumeRGoQsi/aedkJTQnjtJKWg6H6DWCyoIGY0Uf97821CoAbrI+4Cd3dai+jr2MRcTFBHsDuoS7xvuvgcMZL22D89PcYbQPThY5BGGtr7R9NMZSDsCJM1ZvT+akQwQpJmDhoIMDU2p0q/r+FsIY3AF7YY7jaI20YocuMgE3lq/b5brGKxN7v2nV5ptD6LxrAG91tw5MgGfvknPg8Xnp+i9KmKrCETicRnG9dffQb+9bc/AK/5pfdj7741XdzG3FuQlAIhBnFPuvHPdmKGwBo8k6iQzGS9pQGA0Uw4Bkz8FQIWBSQENEErDIK2TWnSQIVQi6bANAaKCMREUU1H8cVjJeK6NYJcgLbFVW31FRE0FafA5tBd1XqZZEIfxaJI5t5rmghoRKjD+j5uPheEKFtAIeAKoNcI9BxrmIbLvsNwMICuMes4o5bt5V8ZZF8iaNuSrofPvsZvfXOGkwm+XuuN8nFPpBGfway287oZYgsNBLMe0H7erfL1+MnTBeIuLM+2Db2Zu7A8OLDZFk5uadVilXeMKRJLRuF9o33cOE5sPJ9TNxHPFhxGrD1caJb4Wybiv+2/rcdDoL2frfULMw9x3l7kuvBu+/IgWostEHZ3MxCLGPs+Q1y3CKTpdkGvL8VSeOJVEr8OF8UHZ7UJ1QcObuLGZ16aovQpjO2sIX28UxEpTCcSiUQikTht0VfVbs9YiUQicSK84oXX4Ptf+pf44IePYd+ehfbvqwWsjaS1D18pKthOStcoHdbUrWLiFqyfsIioq0UItVbdVozpad7vTozwUTXYBbIGaGR16eIfFXWN1DoKmSYCCiBFIuZa+R1RV62oi7dWMpKTQKQCXG8pPTgxCqEyoymXisl725Eez1wglhfpJEw1u0pEfKOigqFCsT7jropC3td5lHwtIt2fgF5fMfdL8et1IpfUpUGk94ds/x5a7SRYMdeCh42rAuu9lH1P7yzY+z732Eft3ugkmLlNhvvcJdv+HfRdYISiicXFo7X9RpPtQ2Eihwukg3PGXddOozJq7x3NZTYXRJzi8Hqa2LzRVOyezEkClHDJTOYg4iAnKYjI6O3n/J+M+xnp1xCC80gyqlulO6TJYhyd0FNReiQi1dXsIrfM+gfauN6H3f4FackqNEO641pYUBZVxekgDvXnMPoMApg0Mx8sDJ4apknw97ccxZt/5VHYvSvpmFMZWUMmEonPBR798LNxnwt34oWveDeWy6puaUgotFRIF6QBVrjZZ21TQVmkmOPYKpYGbS9iIjYXAlHRfskAeGJN9iGAWB3aXKyeMycrcUMpw/OxuA+qUZJEoohEL2kXm7XIWtSh/YdYKgprLcpD9LeLmHG812iDME1AtJwhtzmLPl9UJw9H+KDnYuuiNpEhDcZucU/JoR4rbhHqPpRfPkcd1xdsuhBKgwDeU4L0uTbWyuP0gC2PxlqcsGUYrfzaXHB2ROsbGur/WFw3jN112xgoquCo03R/n8f4eDbGILiOtZ7AheTQf+01HOvC/j2P443jzD6HNS0KJ9jWhgWILlL7dYdreYjinp2HxQRoE5KHY8R7Q1u92IVoX2jsdaYuUJxtN/u3p/N0EdrvyOCsln7OI0cnvPhfPxhXP2j/CV7lxKmC7awhfbxTEfmXUCKRSCQSiUQikUh8lvGqH74OP/EL78Mfv/2TOHP/0oRiRlmUvmKeVDwjdyJLQVkYqdXYhEwXVquRQ83EUAGqbp+Ysba2sD7UAJtoXYq7SxkkxRy9SsKJCWpOUpHbn6tGNk7o/fYagFphfaslxFE9hCI1UOHxy+o2aSC9ioEgKkY2NhCoOaFnoq05n915SxCseIECNre3+1c6+efCspKYOpki3UrDItbyj2Yh2O5ariTm8mCIVJXAKaRgI+iGQO/o32dbJG5GHCGDCN1vjd9vjR73fnw6NSeR/S7qbFkITMVILz2Wxa9f9yuCmKOI9ucm8f7ROpgL0HrLOuEoEbNZO5kGd0Cjz030mkQ8nl3fr6PXuwl0H486HJw06o6mIDs7EdlJ0iCw7YulZaORbHHGxO1Ux7MTmW5kMWJwCge0R0B2wk+d0kb8sTmjh57TgLlpnIgcYh7VRa2kZZv0Z4db6/swg1vD5kbDwUMr/Pav3oCdO3q0fCKRSCQS/xAuu3gXfvLF1+JfvuAd2LFzacvKtIlzLHgzEytZb2chS9+BAAsVn1XM1WSeYjUlgN4GBaKxNm5tLlqrklD0fy6i4wgaiEkXW8IXNgL+eQkpMacSQrIv2FOxsBatJ1ob+0FbnTuoty66lBKlI5otQgvntAm/vjjRe1azANXKRbZ+x1QGcbgBrkZToeNEY9sCQCCtH8tCdj26mfowekSUqOZvZ0/d0YVzXbiena7fg/G54fkuHEfFeJwg7CV8RHFr3nfUoRG/LTJcYx91Vn55ahL0/sX9IGw5ttdX+mCo8TDce/jr14/jQRD2+Y4C9Siae83n4/jxXvPN60eyus3F5i4M91rQ47h7jajnsnrQo7q9lhX7e8MF47GeHCPAB1GZReIcem5P5Rmc0cOiRk/qEest7fX4gTs28aoXX4MrLt2NROLegBSmE4lEIpFInLaIPyC2aaxEIpH4h/Cvv+MB+M3f+Qh+5T/cjPPP24VFrUpoEIMmYHVs0wjAglq9O3ENgkWmhrLQqGVpDVjU3ot5MuKlqE93WmkEuDjHCCO2CmGaGKWK9gYUwqIWI60Q0YBO/jEDZWGEEnUiSGQgGisgzQTeBUX/NSpQx7PN3yOc9Xt3pWi0Yylz4k35RRWwC5H1ryaUKihQYdUdzXoKdfsUALWYo8cZPrGuzOQ2D3duuOBtIqtOE1ScSFOJtUkFiUrMKEATY3xN+HZispiAC7hr1+Iyg0SkuHHeFpvtpOqXN2Iu/htEdydFQeZm9phwCbeSC7tNZND9Cd5f2qm9Zn2lO6PY2cVJKGaiRBjBQ9DVpaxObGtlrvcCLjTrK+fzb9LFe4le03YvbK5OIjpJ2iYTh21ba52k1DRsu9fm+Nc+0y5Qi7mhjfQ0AVnQkwhEEHHcY4xeWzUjyQtWqyleh4hgdMGbB/KSTcwOpw1rs0yicMbAiMYjh1dYLgve/PobYvFH4tRG1pCJROJziXPPWcfPv+J6vODl78aRo4y6KCD2T2hdGKZ52IiFZPrRKuAGUNWlgYB+DmrNV0AiGsltSmZhRGcRabqoUeOhRdtXFNZxrI7iqaEWTffBWPMV0TpM4L0+ACB6KuvnpgveEu1nYpFhA2qxtiV2aQCGz1DrQ20FkCbgkLqWbTEkWUS2dfzQc9l1ueOabUwisdYlCFU4zjTYrKm5M9rqZT8fZJhbmR0P3z2OsgIaMhfC7Vqp365+aHxOiI0/X+44E7j9XNG2RO9rXyLZ72E/TuKxR3XzrE7szmV4Pdi1bRNcXQyezycWEPrcZEiskX6tUVON4vDoJhcZhGe9A7pocUzI6fuIWcM9Gtud4oh9bB5Di5dRkI77Y6K0p+n4NfnCxX5Mv/CeCsTgqQvaIr12lEGI9v39ZvEgSrP+EYRXv+waXHqfFKXvDdjOGtLHOxWRwnQikUgkEolEIpFIfI7wNV9xMc44Y4Gf/PmbcNGFO9WdUYqKiW59bQxggUIFE1YotSppplnVKFV7BFdTdL33XPV+gdWivydzUxdl9rTbIGlsN0oIwpMwSqUg7WIFPwiLhXIkptVhUTVGnI2sLEVQmhJ7hQTEnfRSMddcKzD2D2pOKQXWD7CTTrqvEWNOGIqN64Inw9lGFcJJQtyFSfnqyrCefUHwFYAEzXr5TVBarzGFxaWY6t4iF9vcJUQmshIaa8/okQ0sIipS25OT1K4Co4X+K3acu2ZAg+sZAAmjFrseKvM+f+66McLQBW8RUqLYyDsX013MDQeVi+bmVnK3iMdx9/7WFntur4jHd7voHHGT3msQJl47+QwMDmp9ipmUFLbnKeauce4uWJeiDiix19gJSTZ3NASYzBWzXHRSMMRlF7FFoj/0NHmktoWbF+8lqONw66SgMDBx626YGIuDbGQWiMUuMgvaaoK6vRpEGCSIntIeR3/wwCaObUz47X//z5BIJBKJxD8VZ52xjtf8yPV4xU+/F+/7wBHs2FFt8VTT+G3xRYqDFXfhH8YEEOtqQrLIbmJQrfr5BRN2a0FhE5CpmOPTP7sF3AhU2Ho2ay3QhLUmtFrNk2i8L8okWuuWQvEZjxCArX5jrSnZBE9Aok4FepuNWv153a9avDaH6qk1kh/nNVix0s3LGLL9fRpUqAvXvljTt3leOOwYH8Mc2b2dTa9xdLsMtewoAvu1W8uVPlVYtein2noAuk/az2H3xwRk38Z9wKgdG2K9Zswz3NM2Pz+nPz/2dO62ba3bmp/Ca23r19wF8cGB7fMRsYWGXahmcT12uODhuXGxwnhfxr66c1F6iMAOQdj2i2huK66HY/ScvUe0n9tjvr3O73XiGLctPa7bX4No9+Lj67g+VkSH27wg/Xx+16ZVw7lnruHFP3AV9uxOGS9x70K+oxOJRCKRSJy28NWp2zVWIpFI3BU84QsuwCUX7cb3/pu/xPnn78RiARS3gPpq/ipgYhVtBaBa1R9bjLwgRpsIdeGEIYFLMUepEYkeQSyCuqjaehCCUs0JbU5fNrLJYxbdoVxMsJ2aEkjV+gFKkxC/RTV0ELqrpUcTElYrABZ76K4Q50s1WtmIRYG6oYMgcyKHgNrHZCEs7B4UMlEWDJaiovlwn1WEhkVQClatQFDQwCpoowTRWuCObo2m7vI6m7htZKsTW+DObkJfJyf8NAFTJzzJAhRj6v1Vcdt7gftiAKUi3Y3hLh6Ie8e9R7VdmzmB2QV/J0XtNfBY8k7GEUY2VoyE9L7NQZpCwK0EWeyLHtyhLv76AWiTCur+1nVBnEGYpoH4HJw20V8anVg0bk/vAY/ua4r4bXXX2Dgs2NjsxGALJV2G69GTxP0EoTX9+XJH9TS1rp5Tgcg0CNvez91EaSMypTEY6n5h7yfIbG4WDie5iBKbn/jEMXzBI8/Gv/qOByBx70LWkIlE4p7A2rLghf/qwfipX34/3v4Xd2DXrqXWSE3F5VKKOi1tsSExxwJFLTws65tdRdV8arGo7gqBVGi8dtHPQhKKvtO6AssW+lkLGQJFzQlYkguGWocETRjMhFptAZ0M4jGggqUApWg7F8BrqtGJHMEkusiyIoRs/y2qLmr9rB8FY7bUFY/+lnEhJGD1p9czAHxhH5k/WXq97Ik/5M5y+x0eqT8hYruYLOHMHq+XbOJC1nrHxm3ogrkPGqIxjeOb49cnjF6jeR3VP19snJlLs88nxOSotzzSu/eHBvfxZ65o3+61us/JD/Lar+u93RVttRvQY7j974S5+9kHpNg2CunRekX69fe/hWzOE4d7GiEu6z3RGG3qY4jPTQvTcczufHYXtjmmhx7R0X/ahWseXNN2AwTDPETPJU3vHgtwbGPCReet4eX/5mosFuMPS+JUx3bWkD7eqYgUphOJRCKRSJy2EN7GGMZtjOJJJBL3fjzwyr34rV+5Ad/4HX+O3bvWsIMammiUMEoxIq6vui8ikFqV0ChFycBCgPW0pUrqfikady0mAhaPX3SypBRIAyppv2IqpNsmVfcKAVKLOa1NXIRKo8zuuQa4KdlYScnLEu4WwdoahQAJqFmHoXOqNDgjSB0vTtSQEGpRUhHNXRmIvoHMgloJK8bYGREi2m1xmiyaEmRkp9j8BYtK5vZ1H49FQhs5ViuMJfMgazspKkAqTtdR9fbtUrTns9F4SgyUYA/13rljxBk5BYmSjzDyiyJkkeL1i/jIwT0tQMRru/sZMhsYjYvNsNrYFCSg94LkIEz1XJMtBODhfL2XI2KRhHO2zZzS48dfayZOe6S5k3Yu2MJiF4nC4Qwjp1eTYDWZI587odiJx6G3H9zZ38lIFamNZBRYH3d9zI2HXtTSnSkM+E9ZkJdsjmhzRktjtKaONI/sVvG6hYAN0cjFIJlEcMutR/Cvv/3++KLHnIfEvQ9ZQyYSiXsKRITnftsD8Ntv+Rje8Fsfxp7dy1BOWTjcv+J1DKujWayVCIk5hEtBGRbjCYCpNZAQCpEtihNzQ0PFazs/FastrXdxEdJzmyYtTUJB1YVqou1QWhdwAXcr62JDFQYBX3Hn8d4qVvu192NbI4iJ532b1x+mvZs4rosZXfzW472NjFjZM+vvLF2E9SjwuEk+d+/nLV381tnrIlDMDiEL4PbnKBY7RpE0xJR7gTQu9vTBOJ43+Xq4J8zjZDH7vtdnc981W/3nQriXMiEkDxgTcrqA2+u52WLD4Xwh+IMs9rqXrxEJbnVds8G6Q3qsBWUuOI8Csw0YixOBoS7skdvzhZEmCIeo3GO44fsPMd8QrzdtOWuk6vTtkD5HGRYxip80Ws8IuiitN87/Vrjz8ApPedx5+OdffzkS9z5sZw3p452KSGE6kUgkEolEIpFIJO4B7NxR8Zv/16Pwjd/xZzh0sGH37hqRfipyMepiYa7NgsIqJoeQWwqkCEpVZ6y7WlaszxUT+DrTpiGLIoRpJRp17VnXzRwnpAJ0XVAIkSBCrUoQkag4TMa9NAIqWSyfCc2bmwBITMgVbEw69nKhgipZ/2oSQJoSjs5KNfb+1hQklunNPZ6wWY/jKpDWNzBKdN1TkRgwGRbErOf2Mfw+ErTfsimhev/NAUTmGpeqAiyFfwSAmOuaVNw2UtGJVaMY0R+5dB2Hgwkxp1kk97B/tddehtFGCNQtBHIiD1iQOrR9TmIEc+jDRhrGuLJFTBYEwVqKEr9KfOoJmujcXDwPh4wTsu6M4eFuMcX2xhq1DbvHljrvWr6SiM5UugCNHt3t5J/HdTfr9czmaGlNe1VqrHsXpGHX3lbNFkeoK0VY0CYjBJnNdW2CtDllerQjB4np5KSTSyxdxL71tqP4qZddiwfdfx8SiUQikfhs4KlPvhAXX7QTr/qF92HXzgU0zQUAtNAiIvA0gUrRlBj/bC1iOcxNa6AIStFaUhrABSjgYbEYq6BLJRYTignRBICJQLWEu1jAKO7KJlt2x4JqLTVAwDRp3VRERWMqKpiS9SthJrhITdR7GpfiZaPWpv54dAjHY+gQUiQ03Jk47vWoaM1XitbCXtt4ITO0yQ4I0GO/actGHh+Y6E5dJPV6rh83RIGj17C+QHR+1vnzIXZ7XYZxDD3GxXvfPl5LG+cq/bgTmTAJXgfq3yuRwC3WImXUxbcKyPD9JC7UXdHjBHr/5j6PvrhwEJlliBqPeGyrjdvgSPUv42JHGyP6T4u10jExGcBcPIb+DPTYb4nrGwXrUTiX1mIBZBehEf2j/fp1bi3uz6E7V3jON98XX/yYc49/ARKJexFSmE4kEolEInHaIt0uiUTinkYphF//t4/Cf/n/3YLX/voHsW/fergxyURimQSL9TWL8HZxkNTbW6o+b73zqAGlwnrelujB1ybGclkwWd/pWrWH8aYJ1KUWFVUt5pna3J0SbhQjX0qlcKQyC5YLlYPV6a3HsZOiDCyq9XOGur/JtsGItZUACyMCt/6RylN3HpdJHeEFBLG+1+6oBgAhQS0qdBYnvUCYuATJGM9LHIYVE2DR3myRihAl32J4F7pJ74MUJcU8srD3u/adt7CUoy4tJlgH66f3Qns+az9rkLo2iLS3daHuTqb4vjtonGzcFF0soNdXgwB2Us+PddJTTRoq9muCYJ/oNA33aKWdvpvfJ3vtyJzP7pZuFvWohF4fy3t3q5hs8eHFYjqH+6Ln0pUOpZIKzwLrHW5jtdGNosR0d82IOZw72dndzAQe3DGA/mz4V0EnF71fYGtbRGgRi/Jueh+8p6AINjcZV1y6C7/4yuuxc8dgl0rc65A1ZCKROBnwedecgVe98Gp8zwvfib17lqjVek2bcqgL/aw9hS3W07pAACGQMJjLTBT1RWzMFmNNgBRdGFisbUoIvmRtU3TFWyyyAwGNNAWlkLqzRTTSexSFtWDQFCByldMSchzea9gXLo71jMZ6w0TnLj53sdoHQRed7fq8LYzrpE1cBp+3WwEBk01tFI5jfK+H4h4Spmb9rwc08cYsx4vH4YyOnjH9RC6Ux02T4XnoMfqa0WzMjh6lrUMN93aLED3WxluvM/R0E+ybHThGdOt97dfDWwZT8bqfJOK6/Xg/hfR/fW4yE6iBeVoOYg5zwTnmZRfgNaGMsd1+TyNyG8PxtkCy6d8i8Fpw3B7/XLi2cTDu08/h147hOGbGHXds4qXPuwrXPHj/1hcxcS9COqYVKUwnEolEIpFIJBKJxD2Mp3zxBbj0Prvw/B99N84+ax1YaI89d7e0aQJqBZEGURMVNDEhbbEAOSlDALDQHtCN4WIrCSBLQJpoZGFr2vu5kDJnzNFfkKiA2GOkAZCSPkTaT7AIgVg0WtFOKqK9/pyUcyLL4xPbQCq2geQigoqiDZhIRXUn81zsdcdL44IGYEnqNPYoxmrEj5NybKI0UycWm3T+s0Wv5Dmj6CJqSMWkFG4bRGblmgoKNXUCoXN0bejhXDCKkuYUEg+NdpHft1t/69HlEtOqSpSKiuulGPsqfU48HOfNEhv7eTSiu0rwmNGT3M/TmhLVOrJfkx5HIVbr9a2YsKh6n7V3tu6rsdwq0jvBKKKGrNFJQySYGsIt0yYLOifq5KR4xKF+7/2qRSRE5JFk9DhxEYvYNnJmWjVzM3VSkTwq1H5eRlGZLVvcghQhzHa+QZAWhkysP4/ormtmwaGDm/jCR52D73zWfed9JBOJRCKR+Czi4ot24Vd/9vPx8p/+G3zwI0exvqNa+g5CMWVmlFLAAIowvIJrUwNVQaECFLL6CLF6zD+7YbWDoNjiQqsLi+fUUNSSpXT5VcRqnNZs0Z0uhgQQxY5QA4mL4/3zk0gFahcnvRbt5y/hnCbShYreFKVZAVJI60WvFYrXhuS1pYnZdo7iCwNZRXVIF+JDTye7J/5MlJN9riGYD4sngaEuGhYCeElHs8Fg5R4BjOhnHft7xSZbjsEJxORhquN6yJko68daDTQXjvt1SfxvdSR7DTe4o4fj/SvzsHhTvK2P9CIaFqHNff4Std1cWPZBdJHiKFbrduZ2vLBt+wp6Hen/RMYknC5Idze0z42PE7q7u9pqTYvTl6aDhxgdtbBFeo9OawimVcP+fQv8xIs+D2efuY5E4nRACtOJRCKRSCROW2ztjXl3x0okEom7g6seuA//7tXX43te8E4s1yrWloAzVSp8KgmnMdYVBARZ5G6UUswJAI9/BkopoAqsNqdge0ohEJP1fmbQogLm+CVqoEWFGZphs0Cp6hSlhdpQustCsFjMnSVA7+nHJKGlVjFSknpfPne7FkCtKoUsWhmo5vgOkksI7D0LTewWAag4FWmiqiDOofsokTk1o2LdCQMV592hHGQT1B3sxKMTpcqhCYQqGBzuFHfXqKCpYnYxV0qQfANx6F2pWVxS123FJjc6o13kFQDMNUhYn28TH83GH3o4q0mZwukDJ32NDBT2cxU7VCAo5gphFFDvRW1u6jZyeqyPvVe4xzhKvGCI5wUAT4hoRWke0T2yl/raty0xjoCAp+6S9nEBj2vkeM/4SO7I8X7VGvPIKLVYLLdgmroNO3oLsqBNDczNFneQRiw2j4kUIxRd1AY++cljeObTLsbXfeUlSJweyBoykUicTNi9a4GX/eBV+JXfuBn/z3+7Dfv2LrXttNcHUiDCKp7S6JwmoAm4sPaeJkKzuodEVGQuJURmAkPUeqx1I0wEJQm3NrcGsgbORXrB5d/yxCiVTDDX+ROxpfx08dEXrRH1NB7Axel+DMwRTAKg9HqM4G09EE5hb8tcitcSfi6vufovZE/48aRpa3kd9UcxMVw8GnwQm/V+6X/uOge8BvLCdi4oh+PaTzgq4lvakkD0fs4KderpOMPecVBfkNkTcmi4Hhe8hUWvi4eo7uHcYvMn6r2SAYSo7HUr2d8DtoYvLqUNg3q8tibQjHPpwnAXpfW4UXSOWtDTdezrcEG93cpQULvjGSaG+7jhpB7mFi7pMZZcWBc3RtT3OFfYz9p8/xCiTeD2BatHDk942HVn4Hu+9UosFlts9ol7JbazhvTxTkWkMJ1IJBKJROK0RcYwJhKJkw3nnbMT//7nHo7vf+lf4WO3bmD3nqX1vpPIVGQQRBs5Y7G21LhhUhez5waSkSEuu4lob2fjCbujg7Wvnwt0tVYIgKk1VCMiS+nuk1JgzYw5nDKAC+Tqmvbe0LXKnJwqLgwTsBCAzYlCBCrWwxomfA6O3mqEpJNdjUXPawRaczJyEHepiDp8V3pLignE0UhRnHqUiBwcPDp6TQAgnSDy3/LFSDsXrLUforJ36iyy4wkgKGka8dyqvKN5WKT4NjuHi/iDe9s1aH09u6cZNksXvcdPIRWI3R4zXBObsI4SongxR45GcHu0NyAo9v6hHtNIEiRu4xK9/Nqkp2j+hqMeve3vnRCkgwTUi3OXNNFILGJwrNiuQVCK3TuJftTNRW5zQANKFMtAFDqTu9pYxee/WKS3x9K31iLakScGT03dMLZgQKSTkCyCtmq448AKP/tj1+GS++xC4vRB1pCJROJkAxHhn3/95di/f4Fff9NHsG/PGjC4ftkW6fGWRXdUmia9WMROXxBoTmtYm5dS0FhQwRAq0A97AVVVSblJ1IX64U1o5pAmUdFZTKDmpp+90TsapK0z4OJ0AZGJqaU7dvU63a3taSzogrElxoQ4PdSQFEKuuoDrEG7jgqLXHKUg7p2OCDQTt+0Mmizj54fWon6KUrQGIdFanAjmLh5fsdmkdL4y3xxfxes3On77sI/MPk5ots8k6gIP8RfaK9zLHJNXdZypj9F1XgmBGQBgLujjxfC+vy4+dUm6C8yjGB7icp8YXOjt9eBxg6twLoLWeL59ELND1A5BWq+RPT4JMp+LJ+GMLWJEoj71mG7m+djjuZibxtz74g9IrxkGRZ1FcODgCk9+3Hn41v/jihPfxMS9EhnlrUhhOpFIJBKJRCKRSCROIiwWBT/10uvwH//zh/GG3/oIzjl7hwpoTgBCyce6qNGLmsy20dCFOSoFVY0wqLVApEFYiT4QoRYCF3NUM0BVCRkqBGYCRB2zQDHRuWg/XxNl60KJPaCThCzmFHYXjOu6akPo8YutAMUIORFt3ufsnRGKKAA1gMncy94vmy19XAirplTXorrbWEw3VymaTcCsbnOxuVTPN4eSrOF0gc6DzH0DO/fxPKEeEPRg86xGdyGZm8S80dp/G2AUnYvFPTK68K3H9f19AUEQlUEU+wEElgrvqehOlzDHxDzj9sPtPEoWVoDYIsjJ7l3vAT0xsCyCUnUwPz4cyDY3F5nDfWIkppOcbKK0k3i+rzucnMibGoa+hH1/bhLvaUHvNelkYOMeva39n8VE8hbnaq6s+4INyydvjYEmFteOiF7UqEUl0MM943GNptwfObzC2Wcs8YuvfGj2k04kEonESYOv+tKLccPDzsbLXv1eHDnKWCy1jov6BKXXZxCAtWLSftGlu47ts5q9TtIVbGgCFNLvxRa0ae3HJgCXiNb2hV4gQqkEkkH8Ll0w7gk1XjPZwj4AhV1k7g5fFwLJ+lh7RSbkaTldwO2ipcy2TZPv2929sbgwFs0NIreNpcsMpT+JntLj+lCcc3Q1w53efR+aKdHzbVMD1hb9HFtF6c0VNLFoOGaEL/rT72kQ7ofbM4i+ukBwHrnttbFsuZ/jv/F8Pvh8e2/XMp9fP647r72mkxOMb9cEhAPao777dYzHSYwDF6Q99cbrPoaJxBwtZEIg5y4gu2h9XC9pXwDJ0J8h9jjyoY80SwjeflybGATg5T/0ENz/vnuQSJyOSGE6kUgkEonEaYvuvNqesRKJRGI78bVPuwTXP+QMPP/H3oU9u5dYrqmbReMRjbSrxUgPKHPHGvVNpJHebaVOFhWvAREV60opaCgosJhHAkojNBOmSyFwUUaRuUUs96BtajRiUeLFnSsQAlPvTx0uEndAW7/DTWbUoq5qJ7BKUTeKO2DAFGKzVKCa+wBE2FjZTSKEW8NmYmNKEKUi6tT2eYiQRlZC7wksiroLujqfSoCQO63nkeI9qtFF5N5jj8SiIsXJzcGdMgi8wWeS8sPNIhXVodyFaaBHKSo5KDEO+TnE75Xtv4XIa0wxP2ca9VsKYrS1vk5AuUElm6eVO8GNhEVBa4MI7aKx+Lkk5sICczW7LiyzeTDra+0EMIw0Vwe/Xa2fVpystl6AMK2YJZ4Te4+4mC2iJOvYFxCApgw06ycIJx7t58OOidjGGQmqz33yUxt47KPPxvc++wFInJ7IGjKRSJzMuPD8nXjNj1yHH/upv8Zf33Qn9uxeG9Jhovk0/EmG1kVctJkJWFAWAFD0M9zEY2IClQo2oduFW639itVIDaUUW9wIW11nixmJzD1NGpVdvK4x+dPHg8d4I9JkiErUEVG3mRMZxdN0SHtRF3Vbd9FV56K1zlijSiymdIE8albx7b6Nhntn49o4LECbbF93Vc8iyPt4ZVCnZ7/9jxOWdZEgbdmFhu+Pcytv2TnqT1vERzTf5ik4vUbr53ZBV4dlq4/nDuPxZL5wkez19hSdTy9g++K/8XokxHPTmyPSW+tHXaXAgphLxGmLy9p2fTwI3iTx95L2mobVe2z9pX2eW3pN21y0b7WdI45nc14TWIaWL9Lrx4gBHwTto0cnnLl/iVf+8NXYvSuludMR21lD+ninIvLdn0gkEolEIpFIJBInKR5wv7144799BF704+/BBz98FLt3L1RwBVScLgRMLUTTWiuACoBQrU+ZMGOaJtRazPlQoF0BBY0Ji4UKqWyR12DBxNo3ujFAlVCIMInHfes4k50J0D+ISymg4qQcguQb7SJDYqEeZ9HaBV38bA0ar0iD86RpNPYY4V2MQBTRbUFQTt6/WkX3iJUERUQis/VlNlLOExv1WmweZkNmECrRQKyJ3ieCxQgOorARkk6ckQnbYpHgIk5ibhVcrcezXbCOOSjg4v2/lUgWI99cXGa2m2hzEvSvejj1881cLy4sa5S3v1wuFGsEt4nz9lXa4KaxWXjkIdkLbJpvkIkRxy0jSavPT22IaBR1OmtsfI+AJOjzfRygTZPGijaBeC9oJ0xdlG5sovRAJAJdlDbyUCMaGW1qQWb6ifRe6nVOK8YdBzbwEy++Fve7Ih0uiUQikTh5sbYsePEPPAR/+D9uw797wwewe+dSdWbWCGeqpYt5rO7nwgWArlTjSVCqwFY2ak1SYC0uVGD2xXKadGOirRAYc8WUTL0tWrzpwj8CiliLFXiEuDqgyyCaexR2IZ2XiCa8FN8PVic2QfE6VAAx5zbQRei4jEJRA5Xh8kZHs0O3qyjtdc6JXcpk+3dxtC8GQK/Z0MVxf57QazAfVwBwo6gZfW9fZOl12lbxexSvZ3O0++Ln7IsVR/G4R59vPV58dSlO5H7e6nCWmKMn4PjfBGNLFnc8a8043kUMx9ocmd3E3Otn32fo/+wXyKOb2hYxurDcr2OM6JYuctsYc1e0DOdlWwQ5CNkYjvfjxhYzIjh05wpf97SL8VVfdh8kEqc7sqN6IpFIJBKJ0xbq0pJt+ndPX03iVIWI4Id/+Idx4YUXYufOnXjCE56A97///f/gMZdffrk5Cub/vvM7vzP2edzjHnfc9uc85zmf7ctJfBawvlbxihdeg6948vn4xCc3dHV/0xX+KthN4eZkiPXZVcKkTR4rZ7HFrCRKY4s8Fu0vzcLqIuWGxto7rU0WWdfEzqc8yzQxVlNDm1qs+NbfpxxiYGuCaWIcPcbYXAmmaf77UkRFb2Z1t7K5ChqrqDm1HuGsDgp1uUyT/uOmZNzU1NW7mki/Z3UbKxlW0JhUXHWh1P41pvinfQ31nFPTebUG8EQQLoD0fVkIDI2x1D7OauyYhDQGmy2ym/WxjqW9mGN/BprNdYp52PNCaFx0jr6vPc9+PX6NXMATge0eTH5/mo1n98GvcWxtx00wNcLUlCy2lE00JqwmPx46v6bu+GlS97SLzvq6CNpkr5cgnMytSURetzYnPZkFq5Xg2DHBxiajTfYesPeHO2x0bH2frVZteA31+VIq2or1/QmPC1chmln7Q+v7dni+NUybK/0ZaGzv1WbbukjdpskEaT2GW8OdB1dYXwP+/c89PEXpRNaQiZMGWUcm/jE8/gvOw0+95Frs3lmxsaHNK/SzdIwm9nQRDqFPrEYbI4y5idWJbfZ7rFlt6jHJXkfyGH/MWh+MIiDzUE96fcFaO/jntIuPbfi9K8whNvq5mdnqD/8dzZgm/bzXxW3dtep1Sv8e8W+8JzzMJeZkz401bSyAE7FrHGrXZvWtf+Xem3len+o1eg2mtbLE417D6vMyPGbpMdwxHvt2Pec09fOPtXG/F33e/s+36bX3+9D3H/8OGD8bEcf5vWH24/314C3n4fjXhvot3mfDgkeJcVwM7q9Bm5rWdrFQ0dq+DK+tvu84xgPr3zptPJ+/P1sXoYU53nv9K/rz4v/s/W9/x6xW2qv9x57/kBSlE9tcQ566dWQ6phOJRCKRSJy2yBjGxMmAV77ylfiZn/kZvP71r8cVV1yBF77whXjyk5+M97znPdixY8cJj3n7298e/VMB4F3vehee+MQn4hnPeMZsv2/91m/FS1/60ni8a9euz85FJD4n+MavvgxP+MLz8Yqf+Rvc/skVdu1ZB08qqgl5HLaG7aEBXNgcIQVEjFor2qJ4iDOkEBhFIwVhzuBFMbeKiqOVChqz7sNN+wOS+VOIME3qZvU+gBr7rRHZ7ljhxmACqhRQ6U7YYiYZJcV0jOJuGY9xtAxrj0p0WwhLd9K6C6YU3b+Y06OQujUaAHjP59Ld3CDdt5pTBtSjw92ZrD29KRwv3UXiUdtkLmnRiEMancMqDlPRMQEVrb2fIdzxYaJxh+87xIej3yu//n5nuvsjnDICc3P3fUuhTlxEtDqBSSBMWAUh2e02GtU5j5t0cnB01PBwAUEa2uwa62veyc7uWHGn1ehQ6S5uu8bhHDKcx2Pnp80p9m/GxCp5DggbMQkja0OI1ufa1CJmUc/F2gsTwLSxibKskE3G4SMTvu2bL8cXPeY8JBJA1pCJkwdZRybuCi48fyde/bJr8LKffC/e876D2LdvTdNy2FzAZlNlmnUyBriBUXvsdbFFe6TxxWps1oULPNhxyazHwt5X2WK6rb5xV7GbcJmt/3PUWFY3FIDcFVyt/Yidw+PH5xPWsbwOI3JX9My3rN+J2Fx6C5ru3PX2Kh3dUS2zx173jTHXrfVzshVn6vrudew4bk91Gec6/3zodZefv+/niwDH1jIxRtwvoK0k6l+/V/PrG1u0jE5tCiF7xDgffxy1JOS4fWe9pu2ax4jsGFPcgdxH0QWDc3fyOC7GsSAxWRFga5x2LI4Yzs08PDeeSwvV7piGL8aVuH42cXu20MPmcOfhCfc5fx0/9kNXY8cOz5pKnM7IKG9FCtOJRCKRSCQSicQ9BBHBa17zGrzgBS/A0572NADAr/7qr+L888/Hm9/8Znzd133dCY8799xzZ49f8YpX4Morr8RjH/vY2fO7du3CBRdc8NmZfOIewfnn7sBPvuRa/OhPvxfvfM9B7N+3BgJprDERNKLaxdcGLCogjFoIkwAVJjSSxlNDGIKCNlm8NDPqcqGsXKmYVmxhzQAgKHWpseClAgXWH5DCKUCwaEW22HASI/wsVnt07gLYbJ2sq1UgRUnLyYRlkMZ6K++jUdylCNh64o3CNAFAUaexTVeP11aJQWQ6jUeiIr6K2KoAM5nYDBeQjaw0YZtFsKjqRPbISTBAZFHcJhADJowDIMaMJPTI8ujrJz576zs4hj5KLCMIcs57fTs56/eT/JKpO2hm59WU6rgXPu7Gqs8ZYjHdLnQz0JwhdIGadeHANNm8RPdTx7USLdM0j8Nskw9v7iu4U6o/3xrba9qjH1mgkaFG+jYTjQVKetbSiWB1Ng8xi8N+PoYnA4S7xx01ft8a6z52U48cmtBaw8/86LU475wTCzyJRCJxTyHryMRngkUteMkPXIV3vfcAfvIX3w/xti+iS8mokK0m06htmOBcoasJBQRqQKneb9jEUV+AJ4TGDVSLxWULSIqOJwBIP/8L9DQgaBsYQBeVoRcOWtdoteJVKEmvk5iAIrbg0EoU8YVwlllNw4JDFqvrBrF5FDN7vPdQV9Jc/B1b1HiNEwK7zPtJA9breljEJwLtlw0Xt8nOM1fAR7F4hNc7vQf2XBC2V2EQV+3+yXwfiKAvS4mjQoT16YxCtEdubxXreRCHtSbt7mWvHV149/2jb/MgDAPS76895bUauRAtEiI/gEG0HoRk5qiRo9cztL4bdg1nv/ah7qKy36++YFLfWF67+r0YW8LAr5l5NgY3xuZmw/d+65W44fPPPuFrmkiczsgo70QikUgkEqctPKJsu/4lEp8pPvCBD+CWW27BE57whHhu//79eOQjH4k/+ZM/uUtjbG5u4td+7dfwrGc96zhi4w1veAPOOeccXH311Xj+85+PI0eObOv8E/cMSiG88PsejB/7oYeAINhcTT0ebzVZ7NwEsUhiOJFjDtGptSBV2kqjvD12jlnAU8M0Naw2J0zTBJ404hsw0qVZH+BVw7RSsoYbgyf9vdomjtg7bj3usDHruCuNVpw8ZtwIHY0VFDSLkVxNbNGDKoL6ONPU488iGrEBK4uUbvbPI/+myUVQjw232GdRR3Nr9o+BiVXYbmLx1Exoreh+DAAFE1MIvK1prHaPsqb4p9HiGo+t8doW7T089q8suqggYr2lR3Ir50U2h2Lx4D0KfLLjJ/F4dGA1FZtDJwknj9Ac7kWL+yWY7B62yZ63yMd4X9i99v2YgdXK7r8wJmaNiWzdedKa9mXW19viEEU0vpvHcdneO9LfO/Ze9HjOaVLH/jSxxiM2fY+2yd73Hv0uFuO4arFfa9pnXYlJj11sdlyzSMfJHusiizvu2MTTnnwB3vALD09ROnEcsoZMnAzIOjLxT8HVD9qPn3/F9Thr/wKHDq3C3RmR3R630hhiNaFHagssxjmEOY/URrRlkWbtYeIzvfU2GzJEfHNvFaM1lcUpT81qzx7p7GvktH7zth1WQ0iP5da0lF7rtIiLtnq0eZ3qMdxeWwpWK57VPBEbLuPX7nb047TumUdgj3UqS//nou0YeT3Gimuc97h/H2dqWyKAbR/f38XYHk0+jxrv87Dv4xq3xIo3RAuefj+w5T6Mcea2KLHxluPsvk/c/x4Y/iaYRcZzvy/+enqMPAvH9WF4LZu1bfG2L1pj2rW0Hu/OVntGVLjVhTovfa/6OWJO3jvaIutdGNe/rRpkavozENfAtghSHx85MqEW4Odffn2K0onjsN015KlaR6ZjOpFIJBKJRCKRuIdwyy23AADOP//82fPnn39+bPvH8OY3vxl33HEHvuVbvmX2/Dd8wzfgsssuw0UXXYR3vvOdeN7znoe/+Zu/wW/91m992rE2NjawsbERjw8ePHgXryRxT+D+V+zBL7zierz01X+N97zvEM7YvwZuTR0lpYCZUVD0OS7goo5lIhVeq/81KISJGYvFAiBCa2zu6wbUBagKZALWdhVMKyVoKtSiIiSQSVAXBO/FrEYTVseMmJMF+rXHIJop21zJIho7vrkpKJVQK5SAbGLLqSlcJyINtRZzwdDMLcGNBqeLx2ybAwSk52OJeGkiUkKMoE4haLwhmdvZhWGyKGp32yg/SoOzhCCtRzMGty/dwa4ODo8rn0dKsuqlcT/gc7bdCqlQDhFIUdKwm6vF+kmrs2MSj8TUg6cJWCwkCD89QiwoM6agpKD7QQZ+Q0zwDheJ+PcS37MAq01GrWTuGYuqtBOGcyUI2U6gAgKeJNwx0YfSJ2t9IpkFO3atQWSI7ra+lBE/DgkiUt0wMNFb47sjOk8kRPJCBF55f0vB5qY6XH7kBx+MB91/HxKJROJkxclUR2YNeWph184FXv3S6/Cn/+uT+IVfuUnrKuttovUHgcLNLGAwihtINZMa1NRlTaSLF4kIQkVjuwuhoAxJLWIJM6TFDpMVhoBm6pi7tug/gYBYPP86PvdnLU5IUKzOgtVEUjRdR5NWbNRibVngk+lO5Yj8htU7g3u4O6KPj/X2+G/fb3RXHxerSxRVn8ed92uA1dx232G3R4Z90Mdmr8Fm23oNN8Zx+zSi4nSn8fgg5tHn7vWZ17ceEz4cPYj0vebtiwcwjCV9I/l2Cdd0uKP94oZ5s7m048wyOLR9EQV6nc/NR6Ko6Xr9yXauof6MRQ7+mGO++tCq4mFe3t/a4ZHefmekMY5uNPzzZ16GJz1u/ns5kUjMkcJ0IpFIJBKJ0xbbubrwVF2lmPjc4g1veAO+7du+LR7/3u/93t0e87WvfS2+5Eu+BBdddNHs+Wc/+9nx/TXXXIMLL7wQj3/843HTTTfhyiuvPOFYL3/5y/GSl7zkbs8p8bnDclnwsuc9BG9/xyfx737tAzi2IVgugVIquK0gKKCyVKEYBLb+fjQ1iDQlHYsSc9NqQq1VI7cXBSQEkSlIP26C1WaLSL5SC4oQhATTpjJThYBSKxhQiy6MdGNS0rM4GajznyZBrUogLRY1HBlBkDUlBYv3rNY8Pz2nk2E2n0XtfKOIRml7rHU1QdkjpvuvbHWg1ApU3QXN5VkBShUABWCgEjA165uM3suaBsJUvxBKBWZ5kXoqwI7t8HjsTriNBF8hMrd7R2GlcCF6f8bBVUxXsrDYWI31pBrBrYNra1F93NgjJTshyezCdT/3NMmMuGxNCb5S1MUsYo5sWzxw4hhLCUfUwFEGARgx2gZ3rvj+mxtT9IBmF5shkObn4yAa2b8fnNQYvrKlCowx5gcOrvClTzgfN37tZah1y+uXSAzIGjJxT+BkriOzhjw18aiHnYVrHrwPv/C6m/D2vzyAvXuW8eFMcNXVhD+rJX3RoVhbEiKASlFhVHTlnDBBSq8BS6090plZCzNfVMeikdwEIMROXTyn4rOOyUJWR/bP51Z0MaWu0xOQkDVQ7rHcYrUbWey2dV+JBX1AF4jJFgq6AN5ar1u9hgXmcdseAS7CIQqP6QNU+nnGcwJeA0lfSAmriY57peb14QganmO/DzScM/7vj6VrqyFCj/Pu1yez8816RFst6qVUX3Do85mryhHhHW1chnFYot6NcXh+H1QE1sl38dva6AwieMR2WxUrPBectY2L1au2MtTFen8u5mYLBiSutUeCh/ht244ebbjvZTvx3G+7P846cw2JxKfDdrucT9U6MoXpRCKRSCQSpy0Ychzhf3fGSiT+MTz1qU/FIx/5yHjszpJbb70VF154YTx/66234vrrr/9Hx7v55pvx1re+9R90QTv8vH/7t3/7aYXp5z//+Xjuc58bjw8ePIhLLrnkHx07cc/j4defhYdefQZ+4hfej7f/5R0466yi5EpjNExKCA79imtRQrBqC2p1a5C6SEvR/UpRN3FhQq0VR+48Zg6RAmkNhZVkrItqfavVeQzwrAcfzL2iTlbrQe2q7iBetsGBMK2c3IMRnEYmAlguNaJaRMJZDfTobtg1SpCadqRbOYhQi8dsmzNlGN9mHsRdgZJpdU3FeYp+1EYStoG0MxeONMB7SBunC+Nbu2tGhkMgYKborefPN3eOGJ9YSN3uzGTHoG8cXCyw6PFSBhFZEDOIvn0kg8PZ3UPdzd4mdUMvly5oi79smKw/uJTuNhkdNICRLqWL7qODR0luBBEY7upwblv849TfCxtHNuxYYHNjE4tl1esbYkHDdW3MrkZ18yDMe/S8+qKmacJqAtaXjFe96CG44tI9J/4hSyQGZA2ZuCdwMteRWUOeuti9a4Hv/84H4v/989vx2jd8ECKEuixg4ShcqNhiRD+oaG1o3mYT+IBiTZ+JAOGmKjABggYpJT6HYakl6swmSPO+zeq2hrmZRXRBH1kfaxXCtbAKIXlYAAfShZMu5I7lmTuPeZL+nDuM0UVV3ZdCoPYFdu4cHmu1Ur2G7CkysY9DrKokFZBChPfNjNlcAUSKzwiv1z5dn+cRfj2RNsSiArm/hsPnl0Sh6QsV3XEcpTq2HGLi8fD9OAcXba0Oi1rca0S10M/G1MWEfvF2vO0gw3ghWg+1ZBeIfZtEPTi6x30RxFgrYhjX2x4hnke0d5nd1+YOf61XedKknW9+xqV4yhdfcNxrkUhsxXbWkD7eqYgUphOJRCKRSCQSic8R9u7di71798ZjEcEFF1yAP/zDPwwC8eDBg/izP/szfPu3f/s/Ot7rXvc6nHfeefiyL/uyf3Tfd7zjHQAwIy63Yn19Hevr6//oWImTE4tFwQ/+ywfi3e+9A//m5e/G7t1r2LGjatyxiXJlUUFFXbjEQIO6pksBCAyRYm7nCahV+7BNgCydnasoGOLwiCCivX+JCIUIjdl2VXd2EZgIqoRXY01wVId1QalKPE6TRkE7EclskeIzi3EDsIjxnHgshbb0wFMXtMBMOU4gGjE5WVy5xicCgB5fI0rb4hkZ6jInwcYmjvuzX4wk1Pun82GBObyNkAvXijOJ81HcPCQiFvNtewwE3SA79+9F3dFxH6CPRydOpGGzkpERAWlfva93v48eAw+IsPWslmEcDsHdSTt1UturM7xWTvB6L3EnJzvBiHCaOEksJhrrWAyIO3daEITeJ3paTerQsh6UI8HI1u8vxHG/H63RCmWSAABSSUlEQVSpU8acVNwYn7hjA09+7Hn4zmfdD4lEInEy42SuI7OGPPXxmEecg4dfdyZe9xs347++7TacsX8NEUPdWOshS9kBC5g4RGJAW2NIsWYh5gIuZYiGFkEhjfemKJzEHM26+k6Kis1E86htaQKigiairVgAjRQHQtx2Mbk1VmFXBgFYBMQufnvaDUxWNwe4iC3OHJRnzEXYcFbbNq17OObZRWOJ//Ve9EWWYoschzJvtpixu8i3RJizTdSP88WQtsB0dCDPx/bzDoshZahKZevX7gr2r9HjebjGHtNtYw7XtVU85ubnldnYIWrH0/p+GCPABb3ljWB4MTC6qGF9nqWLxl5nen0I7XXt44ztZmxnTdnxd4DITJTubWIkjjl05woPv/4MPOfG+2raQCKRuMtIYTqRSCQSicRpi4xhTNzTICJ87/d+L37kR34E97///XHFFVfghS98IS666CI8/elPj/0e//jH4yu/8ivxXd/1XfEcM+N1r3sdbrzxRu0NPOCmm27CG9/4Rnzpl34pzj77bLzzne/E933f9+ELv/ALce21136uLi9xD+EhDzoDb/qVR+P33noLXvvGm3HmGevmHnHSxnYkQqkFxAKpBaUUEDWAC1gKgAZugrqsQcDw1MCloKjFGVQItRR1CMMUWXMxlwmgqlwPwXoeF4p+eFQEDEHbbCi1GAlVgsAsanjBqLW2BmxuTlguVdDmSV0t2i/azqVTg/cWhFAnRs1xo44TGQhEhYvTA7cHF3Jd4B6PKYXMwWykJjRC3CPD5wTmQHLCybdBfyby9HMTo81JPvW+2YC3uutzZ1bBnYFwn2+9JvvOuDx3TCuBaGsQ1EHeACKOqG8/8tjRCYAufhjYQ43MHuIgp4nVad24O5NYejS4i8b2fhIWtLDLWGy3E6hsBCIQz7lorS+LoE2TOnpY9PrsXC5kC3PvBWhrA0qtEGbccWiFax60Bz/10mtxxv4kExOfGbKGTJwMyDoysd1YX694zo33xaMffhZe/jPvQ62E9R0LeOVCUszxqjkw4uIxEZigixeLZWWDwMwoxVN8AFQTcW2Foa91owIQD1Hc5rz2z/+6KPA+wf6x7rHeVPS4EMkFKChRF9pUIBAUEERIu1+TFQYiiPDnJuq6Lr5QcihyoOMVKhDX46HnE3J37onvK9HWDS44myBdvM4Z5jsm8ti+4+dFjOkCuy2udPcwgBO4MuXTztHhC0N9QWE4oAfB1yfZHcu9NusLKFUQjsWNWwVv28WjuOM80mO/Z32qDW1oFeSLC6T1ntMy1JwQz+CxHtReT4agbVfFHMk+EJnPidkVfvhdWK0ajm00POebL8cXf0H2kk58Zsgob0UK04lEIpFIJBKJxD2IH/iBH8Dhw4fx7Gc/G3fccQce85jH4L/8l/+CHTt2xD433XQTbr/99tlxb33rW/GhD30Iz3rWs44bc21tDW9961vxmte8BocPH8Yll1yCr/7qr8YLXvCCz/r1JE4OEBG+/IkX4jGPOBvf/5J34Y5PHcOevQsl0cxVUqiA4YQhA1XMPa22hNaU8RGhgVQiFbKJQLWA3Cni8YzCoGYuVyIUmDpbzFXStP81VQI1oBBbXDVbdHV35Di76AKymO49TcBqxVgY6UhkZKdZi4u5TVYrqBubujOE2YXirVGKXf12IVcE1mdYjIgkrCaNDw9R2M8LwdRUTBfPY7R9Sojho3Pc+xEOL5po/+VaCcHU2txEKLb1SEKKubbZMLNBh2ht3yYmbiOEYnvXhL8n5iYS5J0K/jwjev16WmsR5z21ThQuKpm4TFhNU3fZNHPfOHlqAzZ3VrtrxQhBZjaSEEZM63vV+0g7icnclMiFOadbd7cwq1i+scG488iE5z77vviCR52LRCKROJWRdWTis4FrrzoDb/zFh+P33noL3vimD2N9raLWEuIiQftIaw1pRUIpmuTCvhix2Mf7sFitaUoPCkL48/YpsNhlssWJtpYOANAmazFjzmyMDuKmdSbbNk9fqYuqcyVtKQPyyFsBN4JN0Ry55pa2xYTunPVyVOsXUuG62mpEjLUarK0NogYc+0z7POwyA+GIHnu9QMdw/b4fv1Wo3vKiNXShNcbHrG7bKvKGs9nm3Y+WPgC0lqOhJnYX9cx17SIy9Xra67EY0k4ndmyb2BzKZG7oQYz2+fi5TJj3xQLC0Nd94vn1sYDRb1yIgMJxbm8bE4K0n3somr1uFOnjc2McPjrh6U+5CM946n2wqAWJROKfBpKtv5ESiUQikUgk7uU4ePAg9u/fj2d+/99gbX3vP37AXcDmxiH8h1c9EAcOHMC+ffu2ZcxE4p6G/6zk+/rUx3vffwg//7qb8Mk7VtixYxHiaKlViTKzJ5dSVHAm6wMNhOgsABa1BtlWqADFIxSLCqqkJCVgAix67KP3L/aIb93HSMboJ6gCMCB2XgQBWcpczFWBuLtTSqXg0eKSqJ+rlMHEAx+jDL2tye6Bj2kR3YPA7ARhreTmCSU6zQXs8ZDdIX0CAdrO5EYd31P5MYnxVQzXx9OgPPs8RLow3B0l4VOx65iTmMxzkhPgiN+e7ych+q8mCYI0CEmbb2MneCVIYoESjU4OK/lIFoGopHD0A3R3tBOVTSDcTKDWOMfmg4pgGm+EcCcXbXFDm7oFXUQgrUWsY2uCjWMNX/VlF+Erv/QiW3SQOJVxT3xGZQ2ZSNw1ZA1578HBO1d48av+Gjd/+CjOOGMNptECsBqw1v6c1YQuRMc+WpRpfVbVER29on0fLzyAcCyP5/Ft5pPWYwtApEk+Ll4Ceg6dE/We1eNxM3HYareh5uzoceJR+A3ziPmUYZ7jxmGwUvpjGerVXrkBw2VGLfrpEOlCwKzW9PHEistRIJ/3o5b5F6/JBmNz7B0K97jvMJYMcd/Hid/9GF+MqAKw1YlRx8kwd0t4MnE6KtzRQW3X5+1wYqHiIJ6HA7oNbYiYt9SfEoK2C/vS2uw8AuDQoRXOPGOBH3neQ3DuOdm24FTHvaWGBE7dOjId04lEIpFIJE5beOTndo2VSCQSJysedP+9+JkfvQ6v/483402//zGcuX8Ni6U6Tks1OzNpHHQFIBZRDbF+ySZAT2IuYipoaEADqBZUc8qWRbXfh6LO6ALIxEowGlEJ7sSdC9Luhha4mwWgwkHH1QWhNQqxk0gfj9GI1NVTE4zVakLOFoK2OE+AaWohwIuoG7qLuWKiLQ2iNJmrBuEM9m2l6LFtJTO39XBGc4ZTCNF+XmGgVN9HI7lFgEmAhc3J3d5OPnpv6JHcnPd7HsXqvo/HfROpWAuPO7Qb525qhwvIHstNZA4X6YL6uN6djRhsJj73SEh3QAuavRClkPaKhjucJLb7+8jv07Sa4n5BBG3e0LpHMIbj3clH4MDBTezZXfELP36d9sxMJO4msoZMJBKnC/btWeLVL7kWf3fzYfzir9yEj35sAzt31bDiyjRpjVcKyBaKiS8y9EWJ0YeZ0CZLwykAUdVYbIJFcqt4zBbp7e1QJMZSVzNI6wWN8LaeJuhVl55Dj/SFkz4nrdeGlYEEdRsX/UJlqJsg4Y52V633v3bdWAAQey3Z+00Duq/Xmdxs/6Fm8nsyitEh+kYJF77kmJXvrGP68f0ezCOw+73wIaKtSkBPRrZtPGXUxSSx2DNEZt8thGH/fpg2tgjiwmhTF7bHeXp9G0I12WslQ6sXF4+3isn+NdJ3eppP3BfvQz27PwCYh+3ztjEbxxrO2LfE9z73gbjmwfuRSNxdbGcN6eOdikhhOpFIJBKJRCKRSCROAxARvuWZl+OZT7sEb/ytD+MP/ug27N6tfQPJVeEi3dkqgloqGk/ai5oKqLL2TwZjsVyoQ2Jq2oCZAOIChmBhrutpNRmpVEHSQNCe1CwNIAJzd2ZPAtRlCVV0gQopPVKRCtBGkgpd3AxRtpRwjyjppYSliqrc+xEOLmcnJ3UMFYjZXBq1AipQu6tDxevNTVeDjWiU7mLuY7mLmkK0FiM0nbgbicjG3ZU8EoKbRnYyd5LuuDjt0p/r/2TmpgnhFt7r2U4wEJ1t0lh2npF2RkIaacdjz0PxGG+xRtf2/rFzSBCGJjwbWemiM3NBLQusVisApD3MoYsZnITmcEIbCdosstviHGfUqBEzbMTi4cMrXHqfnfih73kA7nvZ7rv2g5JIJBKJROI43Pey3XjVi67Ff//Tj+Onf+km7Nq1wNp6iYWAgJWSg41Xomgh6x3dLcFaCjZ9WAgixcRnL2QQQqi7rostrIt1hl7zNesL7c9TX3TntR1ZaxdmoFo96NHTRNA4bUhvQ2PX47WFJwaJmGANAlmoS18oqaJ5aMdDbajj9doPGETusRwb02mGsd207DXsuD28xlFX9mN8zJnBeYv4rPvy7Bg3SHcntejrOCwE9QPGNjguUrsYzqz3vVidym12sXFCX6DoU/J2L+SCtTut4SK0T7zPeSYsDyJ/F6PRHdN+Q8Vr117rQgSrFePQoRW+5esvw1OfdOFswUEikbj7SGE6kUgkEonEaYvoN7RNYyUSicSpgJ07Kv7FN1yOpz75Qtz4L9+OnTuWOHP/EiBChfaGBpQgEhOshQVSBNSMaCLBtFqhqM03WiI30ijllTCwmgAWUCEslioANxawRYNTURJMisV/E8BT/106cQOZi7hWbzaohCHVgZiSgShsKnjX4n2qXZh197NEhHN3FncbtbqfNVexkDqsmwmtZAzdVheyjzXwsiZE+zZ3O+tjdz6P7m3ftxSJfYatyptp6mF3pJsTnEWAyV6xgZyL+zixjanbSxFzxMTw2sPZScXWjpszjFR0sm5qLe6P9nRGdypbr2cXoTXGu8XrBSMe29RQaukitbKfXVSH7uO9/brjhWO7LqLoBClb9OKxjYbbbz+GF3//g/Goh52NRGK7kTVkIpE4XfGFjzoXj3742fidt9yC3/ydj2CxrFgsCsR68rLVZSikDmo/0OoYcgGVyPuuQFhQSJ3WKvS6iK1HEwjSGLIoUS+AgMK9L7Quf/TWMf33qu7eBW4h0qSaEoqsntNayGgp6f2T505sP0b37yWIhIhuzaKHeoxkcFgD4e7WU/cdtwqf4Ty2aXhyTYjMg1DuO3qdNndaI+qrKOvYzzmcK67V9+2R2LNjhjsSsdnoou84f3dAQwSTL04kwfDyzOo+cI/79joS7ppvPJxThprcx7Fa1p5nbiDx19/vgcQ919qVh4WOelmtMTaOTfjSJ1yIr33qfbC+XpFIbCe2s4b08U5FpDCdSCQSiUQikUgkEqchzj17Hb//hsfgAx86jNf9+s147013Yt9eJ7nMrUpqHRYRFBE1vJRitBtp7jcViDSgALyy56ce600AZLOBvKevONdImFaMUglra0vl8cx6QmQCubFEBGjkOAAGAyslPAu5Y9g8FQKUqiInWbx2T3z267JHQSQCbo4ZBWGGu5v9j30JHjXSwTEIwYOJRElNiu1+LmYVxlsbibROJvI0EIOiceBBQoLUOW5OGaYGojKb30yYFgCDwOzCtD92gnNrn2dA4j6o04fj+sjIY2lGMKKTIWLng2jsdpsY1Zzz6pbx/fU15ibqnHcXy+Dm4Waua2Y0Zj2v9PhFbh4PDhO99Z4dOzZhuSB889dcgid84Xnhxk8kEolEIrF9WNSCr/zSi/DkLzoPP/3Lf4s//4tPYf/+NV1ICI46jKhEj2eh3kdavIlHa9bfuYAJgAnCLjaLF22uDTYrtgCAPHrbjNOmEgsBKKXHTkNgBumoeUopaEJRD+kCQLZKT+seF6odvb6zJ9gXa+pDX6S5dYWgXdYA8cmMvmHLlhnE6C2tWMb591NsqdFmZ+79paNWwygmA9g6r2F8HgXvqGX7nL1lSp/rUE+Ki9pbYrOtFh5fG3Dv/wzRK5q3c1FHOEtfaOkFr4vYPlU9F8f1xqJHeP3Zv1dHtr3fRBdpHji4iSsv240XfN+12L9viUQi8dlDCtOJRCKRSCROWxzXW+hujpVIJBKnIq64dDde+ryr8J73HcQPvfw9WF8r2LPb/lQ0xwKJulRLKRqjjIHMK0YAsTmfq7lkJ1eEC7gg3NZSgHBht4apAbXWEIfNTqPjg1AWBW0SsCvMlVAgEFZCstYCMW2SAEwrwWKpgq0fMvbe0x7Rg6hNyrZpf+lOrBEEE/fvyVRpIiVAPapa46aV6KqlK9ZO4Pm51Y3dxWMX/4GRaGRzNVPEP/pCAXV/SOfpANTC2PrpwyHemrA9uJDtRQ2CMY6ZTDgmMmIXcb44/yhAC4U7efz4E1GykZtAGoPJu0cPIrJ4H2p7AW1OEI2Fd2JSoA5oJyDVhaWitF8As5Lfq40Jn7xjE9/yzEvx9C+5CIvFsHIgkfgsIGvIRCKRAHbtXOD53/MgHDi4wht/60P4o///7di5s2ptRgQBg6w+JLFo71pQSBe6UbEFb2hRE4UgPNYpzZ3IrW8T6DdMaIV0TJgbV3QVnoieg6ELIuGHWHsXX5THVuMSxn7PbGMCwCCmzpzNos5wzIzQehpflOjH+vZZbTpcy6i507xOE6uddAHkuIhxrMNO/Fky+4gRl3kp5jfbF0PNKPNBXNT2ibrwHPOAL2bs90rjt/vUxMRvZu/FLRHZ7fUh2GO6u5jdxe5+PneBzwXy/pnKIpruI4C03hKGI8ob9ncOcOjwCo986Jn4pmdcivPP3XHC+5hIbBe2s4b08U5FpDCdSCQSiUTitMXYg2g7xkokEolTGVc9YB/e/LpH4Td/5yP41f/4IezYUbF/PwXZVGpVkZCUNAQIbTWBFu5KUSctJqAuqjlgyH7XIo5TMRezWMO2aphaw9p6dye4M1mmZm4WI/Ua0ApQoPHfYjHRVIqJoD5A/AcAqMVEVlbBWmqxGD8VOXvUtzmzTcD2ybh7mAhoHh1OThBqf0NUDjJRRO9dMTG7TYLG2n9b9+cYP/reOQfnRGP0gUaI4PqMPreaxCIxdT5tYnWWh5BdLKrcBHZSt3bnMM2B3czdBDLisxOdHsNtJ4ZHLfLMEdP35WbCNhC9+oQHMdqPc7+UWGS3H+dkTQjxSiCyu26sj3UpBavNCZ/4xDE84Mq9+KVXXY+dO5PiSHxukDVkIpFIdOzft8S3f8uV+NqnXYwf/an34uYPH8W+fUtt2WGf+QJzN1NBW00QAIuy0AWQnmoDANIgtYCkRI1F1paFWXtNQ7zMsyKENcobQLiydTcCNUGpBA/nhsDczSVqGHKxupaof6j0di5xIACP0I4EHtZ6tlmtOsZzA7bY8AT3TITGRyhD0o7AF07204Zr2a97OE20i5EuWvu4s8WItn/j1gc8wbxnaTpWf9HsPljtOUQIszufRefnaT1b1W9uWhuSt2oZ03mGxYnjQkx3O/vcYpEnGGgc98xBpH8/TADqYjG4sIcbzIIDd65wzpkLvOZl1+I+F+w8wauUSGw/trOG9PFOReRfbYlEIpFIJBKJRCKRCHzNV1yMr/mKi/G7f/Ax/NLrP4CdOyv27lsDt4a6qIAYEVVUpCwTgEpG9JE5ZpuJqkp2FROBq4uNpD2mvRXf5rFNUC1oU48krJXQNgWlVtRqjhMjA8EWM+6CNxHIRE8AIYBSUXKqEKG5GzoMGN6nWh+5c0T/uDeHjfWDFuYgToE+rkjv4ayiLiKy3OfQKE4IEGGzNe1LyCpmxzWJmGgsNncK4Zoj+lvietVloqSpEnwqy2tfZr8PTQVz5ylJjyFoXLcvNBBvIE1j/z07JY0x2jDnPKGtWmRTunYtzJg2J6ASSAhtEJlBOtcCJSHb4F6JOEVxdzYHwYlw06ggLSzY3Gg4dOgYLjh3Df/hlx+JXbuS2kgkEolE4p7G2Weu49UvvQ6f+NQGfuNNH8Hb/uR27Nq5AJamsTZNQ6Hii/QaSqnaDxhkoTkEmtjiuz3tRscn8ppCo8HhsdBE2tbFhVxhNLZFjaWgNY3zZhe/Q7slq0WsdpsYxc6raUA9WScQwraNYDUheGgXMyyV5AaL2unH+3FAF4FR+nYXX6l0wb63YEE4zbcu9PT2L8dFeI9adTiSXde3Gkt8gSBmgnMIwoNC7uI42eaxNYwp0/DWK156h8YuWiP7XGXYqO5qOS4WXZj7gknxFi+azqMubxe0xd5PWjMCwOrYsfGlAzfGoTsnPPKhZ+AbvvrSFKQTiXsI+ddbIpFIJBKJ0xb6B8uJ1i//08ZKJBKJexO+/EkX4sufdCHe876D+PX/+8P467+7E2fsX9e4bhHth1wAKQXEZP38jIwrZA5mAEXQ3AFLQK0LFHNOu2sWhUwg5SD/pkkwbU5YrgHOIGqvQnXm1lqCjBRns0jJusrqpnEik4sRcCb0Kn9I3YkNhHtajJQjFiXdCiKemooTZNqfEHaMR4IzeVTklpjHrTmNjC37cEQiCts8RYXrMUbbXT1OVOpnD/kIW5g/YLUaHCbA7Bzi7hwjQJnFm/EZW6rjNW5DP2c2h7O+NrrooMKjGUUExvwGcQgoAdmaQLgpkUyAmAgvymgOjim2KEfv/6evOzNjY6OhkOAZX3EffMkXn4/lMiO7E/cMsoZMJBKJT4+zz1zHdz7rSnzjV1+CH3nNe/HBDx/Fnl0L1EWvndTVOqEVV2q9jrHarmmdIr4gz2oRF30LFXUjkyrF0sz5G4v4TIBtHLUpTMQlkKbMWL2lQ4v9bu+1odeJ3p5Fn+zPqyBqbuzBUEyDEE2k6TaeLhTtkyfpdSlpXerHO8QWFwrBrhNRtwEmItv16uOeZBMtY+zW+X2TXhrGgsStyrEfe9xiRWw5j9WKzBy1q4/rn21j/PZY+89Sd3yRpF+gJ+1Eb+xBFDclm71ndDwHq1snje4ezwFNFbrz8ITzz13DK/7NdRnZnbjHsJ01pI93KiKF6UQikUgkEolEIpFIfFpc9YB9eNnzH4L3/M1B/PjPvReHDzP27l2iLlSQlrBLtHCw8Kqh1Kr9+moJwoxQQGhKNHk0twgq1FHNKq9aj2Wx/n+CaVISqy4YwmQODFKyr/Q4RR2EMLFHauuGNjFqqer2rYCAIE2F7FKKkm+ti9fSGJMJpaX28dkd3YD20g5tWaDR3TCy1Z0bto9ojCQPUWtOovVehvq1GPlJ5kDxnoLCAjInMiYVshsLCvR5dzS7aB2CtrtpWMlIZhPwQeG2dvdK3ENzsogALK0vRmAnNJUQnqamznK7ly58N+sDPZKa6obXV1mdSNo/mlctFhSwC9Ew940RmIfv3MC0Yjz1KRfgG7/6MtQ6ivqJRCKRSCRORpyxfw0/8aJrcfjIhN/5g4/h9//wNjAL1tcLRLS+IrHYFVvwJ9RdyhG/PQrEMPdwYUjzdBkTMH3BoVDsJxYrTU1iUaFrwM0WIcIXBYLCUexCLi2KB8QoBCroeq1HNq70HXhCr7/EFi2G+OqDqPBMLr4D8zWLvqcv3ONhTlt3dDHais9ZL2bbt1RYrThscxEdXVSOSO4tceHjybweHprDaEQ3S2+2HZeq37D4IkytOWW4Xxgd17AacMvzMlyXt3mBO64HZ7Vfm2/f3GSsVownPvY8fPWXXYQz9q8df5MTicTnHClMJxKJRCKROG0xW127DWMlEonEvRlXPXAfXv+zj8AnPrWJ//t3P4o//O+3Yn3nEmtLF1jVPavCpDoViABpxlERQYgxtaHf8xD3hwIslgsVjBcV0hhlUcBNhVEp2qe5VnXPKoFnYjAGd0th62uHEKepEFprJtoOlmIoiTWLQmwMnliJOuox2qrXipGj+oyKzSbEAqhGasoQ+egfD9Nms+P6XMftgICbYCVKoC6XNcYOt0qbu74JLk6X+BwKslC0j3UtRQX/wd0yit4hjJuLeiRN1c3cCcToP92MkCXBNDVI44iVdFHa763fQwE7qxjn4saYVpuoa0s9DwuYW7i7D9yxgasesBdf/c+vwPVXn3HX36yJxGcZWUMmEonEXcfuXQt83dMvwdd8+X3w62/6MP747Z/Apw6ssHv3El2kVYGaimdjj4sYu3M6aiiryRp7XaTHjC5kgS7oE6u/GBztU/yYaO3SNO1HJMzZOt6k30VSThxubmShLrqOcIH90/yKpwjYcSHdHcP23FiregKN7dO3zPfzxxFtPWzytiuza/D1guiLJcOFPTwfX3hIu4lz+TZbgNiGk/j8pbeDgXjbmvFYmV1VOKPFS0fun5XxfBfYt/bYFQGOHpmwa1fBYx5xFm782suwY0dFInEyYDtrSB/vVEQK04lEIpFIJE5bCI8E/N0fK5FIJE4HnH3mGp79TVfgxq+9FK/55ffjT//3HVhfK9i9ewmi7obgNoHKQiOuS4E0Rq1KNjaL3S5UzAnSUIQw8QoAZvF/VAgsgiolKDtpDEbRaG32/cxp29RxTSEAq5gNIHpYiyeGF52DOqcpzlsLaR9rkYjILkOUowgwyYT1HQusNlv0y56axFjukplRiEbk0eh1IQwx2nCzDqaJzS3Oem7bvU3We5l0TiBgc3OKebvTWftCqwvdYxydtm3mQBFoLLpPrxBhanY+IutD3UBUgvRjJ1OaitDk85+6c4XZSUN3YSuzyINgrfHhTgYzYML25ibjwIFNXHLROv7lcx+I668+8269XxOJzwayhkwkEonPHItFwTc94zJ80zMuwzvfcwD/6Xc+ivf8zUFN4rGobViaC3lhRzQk0QhQR/FYYgGi2JPuLHZxW6wXMkrRtiwgrWvQezcrBII2OzbOSQTmZu5sxPndZc3uYi5R3enCx16AAUBUfwIBCfVrKFvEJS8gHeOCzlGDJZm5rGmLy5mZ9T5iLmeHK5zK7Dm/Dl+o6NepY/mc7OtgI2ctOIfpj5HdW9KCRGLxqO8XKxL9OR5mK9pLerw1Llz72P4ci+DOOydccuEOfOs3XolHft6Zs8WgicTJgO2sIX28UxEpTCcSiUQikUgkEolE4jPG+nrF8777QQCAt/y3W/FLv/p3EBTs37dArRqNLVVJrsKCNjVwLSjmiq61gqsqrNIETCrXLtaW4X4QVkKvFFJSrhZgapCJAWkW/K2opROYzAAV600ogtVqQi2lxzQCQe4xWSx46YL2ZIIpuUvH/DRK1nUn9sYxFYRpdGGL9oYOt/bAh4nNS1zAPYG9xh0ibM4haYwW/Ojo8BG0LUdPrK5yBaP7qu380tBMeC6FTORHkIIMdSxPbEQvPNKRI4o8Ih4H0VoJYUab7BUZegJKYyUsAUwbm6iLBQQqgivRqFHgdx6acPjOCV/wqLPxXf/iSuzelXRFIpFIJBL3Vlx71X5ce9V+fPwTG/jtt3wMb/vjj2NqwM6d+vnvoqPWU73GK40thQe2nbQljJgwC0AKdUew9acmVtFZo705xou4cBDQNFF8a7sVErVQM5P3XLE1giUcwEQE4i50d6G510Sl9IQblOHcqz6f4ZCO1oXcGdy4rCfsj83yrQJv6y1d0GPAVXAfoq/tK5kT3MVgIVsxOVwHoHWgY97j1t3QvlASUcNKzFMsXaiL0t0QLVE39m2jg/p4d/rmRkNjwT97+Fl46lMuxCUX7UIikTi5kX/pJRKJRCKROG2RbpdEIpHYHjz5i87Hk7/ofHzwQ4fxi6//AN793gPYs3uJ3UYGihNclcDThELFBE6KSO5SlKRq06ThgC7EFqg4LAJi7i6ZyUlD62OsbKD2Hy4FPAmaGMlGhCZAERrcLp0EI3NIT40hTVAWFvdHgBNspRYlyoh0SgK40cQjq2G7wwXs0uMOlRRkkBQlWz0nUuKgnsg4qNk8zFPPpQeFc8aOn1YNi/UFAI3IRgwjQWY2VsE/hOfB2cONrXc3zL3MaENk+rQaYxi5O2eoRe9qMdG6idhrOLpc5oJ7A7Cx0XDgwCbO2LfENz/jUnzZEy6462+6ROIeRNaQiUQisT049+x1/ItvuBw3PvMyvO2PP47X/cbNOHq0hYtaKwqO+oppWLQIQAiYpFkKD7SWmgQoVmOeQAguLihb3LbXOgDALRTvSNruZVl3LBNIVwT6FhIghGfpdWLXdDUxyE4l7fjf/XYkypa2L0BfzDhvB+Ny73FdpzX5xuqx7na2edK8nvSx3EkNuJAss/mPt9PF+b4CoM8JXi+CBpF5y+emPx7XdoYALf2ao8+09PObO/rQoRUWC8LXPf0SfMnjL8D62uAATyROUqRjWpHCdCKRSCQSiUQikUgktgWXX7obP/7CqwEAP/6zf423/fEnsFgU7N+3xNqygBuDSgGbewOk8Ye1VnVHQ7CaGupy0ZkvBpgItQ4uDkD7WQPRz7oUslhsIxy9x6A5W9AYLASWOXVHlp3dibguNNsIYFY3cF0ow9gAlFqMLFPCr1bq+jIpYSaTzERmFdXHrEOgVAohHqRR3aWW6POnPa6djNM+1HVRIgY74g+h4r8EgTeQmKDuwPZtLLY/x7UD6oARm4Pvp3HfSh5y69GJeq2ENllfSHRS0UkSj+22nTGtGu48MuHQnRMuOGcNr/+Zh+HMM9dP+H5KJBKJRCJxemBRCY//gvPw+C84D7fdvoH/5w9vwR+87VZMk2D3rqWKvFYwEUgTYohQSlER1p3BNh6JR2trfUkMjZ8WgGkUeck1b4zx3mTJMpDuzvbVkXoeFVC9VzQBKloPqwllS83ZxeEttShF0anzYzZn9vHHRoS2F4/easb2GZ3a2pZl3n85xvHaUSfQnciy5bQuFIebu4/vcd/hxI4xhx668bWL1cDgguZeP/r5dPFqX4QZArgAR45OmCbBEx97Lr7k8RekOzqROEWRwnQikUgkEonTFoweL7odYyUSiUSi43nf/WA877uBWz9+DM994Ttw863HsG/vEvv2LrFYFnOimJgM7/3sfQWp97iDYDq2ibWdO0BEKKXavtOsrx4LRa+8SSYlKgsBUswRo4IroGI1ARqpSKJxhM63NQEtauf/SAkybgzQorcdZJ5Fg2t8t867zVzCI0EJxAA6OtrU3Sq6T3c8uxDtjpvWtB909PvzyEVzQpv0HFGMbPdTwt08TsvitVd6r4JKNALTI8FdYHZHdFtZP2tbPCBQl7s01sUCpqgLi/U21Kjuw0cmHDi4wtFjE37oex6IJz0u3dGJUxdZQyYSicRnD+eds44bn3kZbnzmZfjLdx/AH/6PW/H2vzwAgkZ9SxRuWjN193R3GkfP6UEMLtZbGiakCgnIW8FY/RNVGxPK2B/ahGqtr7SuKkQQixnX9i1beiGjt3bxOXkVWIb+zkJdlHVxHG3Ltfg8PIqb3V+tKK6QD6pykxbi7jjWsF4wJjtGbkd89pDQQ17SjosfxxrXB9TCUxc6YlggKX2hokeLj+K415/si0WjViVsbDRsrhjXXbUPT/iCc/H515+lC0ITiVMQ21lD+ninIlKYTiQSiUQicdpCePtib7axrkwkEol7Fc4/dwfe8G8fBQD4q/ccwKt/6f24+SNHsG93xd7dC9S1aq5abwNYIMxKeBFBpk6qKQemwqhMPXKboG4RKg1uMmFAXRjEJkR3N4r/zuaiDmN3X3PTczXm6DdNC3V6i3ThHGQnmNQBTsXIPSK0JtZrT7T/chhMxM7ViUh3sRDB3NgU+3kvZxDpfC32TQCQRWSrq2QgBlsDlRLkXhCMDvF5OMmpxN80tZlerve6acyka+9OMBIwba7sJkvcWxZRgRpGODbG4cMTDh1eYVoxvv6rLsG3fN3ld+OdlEicPMgaMpFIJD43uO4h+3HdQ/Zjmhj//U9vx39480fwyQObWFtW7FivQEEsMHR3L5mLWhpmdVhzpzRMmh7bsByncwrYajYCIM1rKs/TITQIiBpKIYilAG0dRuvGMjywb4mHljAnunIJwbofJyG+RzKNbdG5zBdDunitE/axBvH8uIlaC5koI/14E7alV5W9Vcs4hkRMeESaj9sMXrtqTco9Nt1t3yzY3GQcOzZh3/4FvubLL8JTvuh87NhRT3SjEolTCttZQ/p4pyJSmE4kEolEIpFIJBKJxOcE11y1H6/76c8HAPz5X3wSv/T6D+BDHz6MvbsX2LN7geWygBbmzrXY7zY17e/cWo9PHMRYdbzAvofGg5cKElbjBgHE1ElBoPdW5h4l6AQBWSS3sPVg3mwQVmfNZIRnrZ0YE24QmOBsfaT7xhY9oj2aW8b+gqGUE6bNCVQquLVwPNtGtGFM8V7Odq6IPgTU7V24R4PHMSP5wUP/v2FMuzbnBAGgtUkdQbVaxKM4wwqeLN7b7pOK6YIjRzWme7kAvvQJF+L//MbLUWv2/EskEolEIvFPx2JR8MWPOQ9f/JjzsLHJ+NP/9Un83n/9GN5302Hs3FWxa0cdImX6QkJ3CquwyrN4b9FmzyilbFFpDY17TLbVn2Q1TUiuMiblaBrPCAFQyhBtHRvczW0+bHc0Y6ZDHw9VnGfR2n4sW117Iqe1Ju6o23ureM6jgG2JRbNTNo8Wd2c3jr8eH6t5P3CJIaNuHeK6vYeNu7BFBMc2Gg4fabj4wnU882mX4J894mzs3pXyVSJxb0T+ZCcSiUQikThtISzb6HbZvhWPiUQicTrgEQ89C4946FkAgPe+/yD+0+98FO/664PYWG1i986KHTsraHD1CjOIChprYHUpKlZTKSbidoLOXdXuYlZi0og4AtAAFkat1aKmYSQfAK7dTdz6fEsl7VcIYDLBNiK4BeCpRcTjnLybE4THfe8OFGEANm/vpW3OkxHeG/o4uLAsBAGFkDwXufW6Y27+2dW5yBDWXYRmYbRNXRxAAHjS+8TmZJ+mhsNHG44e2cR9L9+Dpz3lAjztKRfN4skTiXsbsoZMJBKJew7rawWPveEcPPaGc7BaMf7XO+/AH7/9dvyvv7wDq0mwe/ci4r29BUqk1Aj1yG+rh5othvRyaWakNiFbLC6XJuljY1gIaE81QUSAh5uZ2wnqomEx4NA3OqblT/XLiGsZz0kaYINI87W0HCrzRYqARf6KS+F9FmPSzgnrTquJvdEOD59bo4jeBWe/N90ZrddC0ZPa274cOTJBILj+Ifvx6Eecg0c89EzsTGd04l6M7awhfbxTESlMJxKJRCKRSCQSiUTiHsWD7r8PL3zuPgDAnYdX+OV//wG87U9ux2ol2L1rgd27gSoFrhSTi9K1dFeMQAXo0iMWIer6KAUQmdQZ4wweKcnI6FHgOs40Iw9d1OVpSGIcnCXkLm4nFoV6Hz6Dm2e4MUotQ38/GdzNPSpR+/Chn8MGGAk+ou5oITjJoT2xZRiTJ7tPYY/27VuIQwAyDc4gMRLXztlWU9y7I0cmHD4yYXOz4f5X7sW//o774eoH7f+MXvNEIpFIJBKJu4vlsuBRDzsLj3rYWRARvPdvD+HP/ven8I53HcCHP3oEu3YtsbZmCxit6IoEGPIakCDSQF7oDfHfxDSrC4UEjXtt1m3BXn8yuNr5rFUNaEjrOUGN2RNpcJyA3cs3MVF62G6HRU1HQ906ilXjgkQXt0sBIJAmg0O6J+MQupgflwixJKBxoaWfojul+URuatF9NjcFh49MuPD8dVx31X488vPOxNUP2p89oxOJ0wwpTCcSiUQikTht4U6y7RorkUgkEncfe3Yv8dznPADPfc4DAAB//OefwL//zQ/h7z50GGvLgp07KnbtrKhFSbMS/aetV7SY2xiw5wpaoxCflTBj9XywCdJuPyECSQFVRL+uaVqBCqGUao5pATdBIUITRoH2mJ7Za5giVhwA3OA8Rm87eHSXuAuGu6ulUAEKKwForpVpNaEuFtGTz8dorUWE5Lh6nlszj8vQ868NVhw7P7cu/IsIeFJn+LENxpGjEw4faThj3wJPfOz5+OZnXor1tXS0JE5PZA2ZSCQSJx+ICA++/z48+P77gGcCh+6c8LY/vg3v+7s78Z73H8Kn7lhh146KtahfCKAuVAtJX2wIaH1USMXgWR9kQLgBpQvBvkGIQFZ3xu93GX/XDzk2g4DtYIyJPF0ypvlu8wSe4R74IsxI1yHM5uGXRcK9LtzyOSRaiG55DmHl7gssR2Fd5jvb49WKceTYhN27Fnjw/fbgAVfuxeMefS7OOnMNicTpiO2sIX28UxEpTCcSiUQikThtwcx9FfA2jJVIJBKJ7cejH3E2Hv2IswEA08R463+/DW/9H7fhgx86go3VCjt3VOxcJywWBQwVZse+ywAAZlBZWC9k1q/irukuxIIExAJuXa9tU8NiUcEygaSGI2TyaMPCJoYTCkq4cZoPgsERwwwqc2dKoerfGkGoHu62mtRdQ2x9nAu8PzU3hsiEWgnch9K+fn7hIrPPJlLbuD1HGHtNx/Gs5z96bIVjG4KjRzdwnwt24bE3nI2v/NKLcO45O7btdU0kTmVkDZlIJBInP/buWeDLn3RRPL7t9g285b/dgo/degzv/8BhfOKTG9i5o2J9vWrNNWuhYgUS9+9dNI5dogTsMeAI0XZwScPFI7JkHFiRCYDmfalHkcnjxr1mxdAGZlbjDS5rbg2jmk20ZczYbxCzBm39uDhunED83ipkD6k8GxsNR4817Nu7xAOu3IPzzlnHU77ofNznwp1IJBLbW0P6eKciUphOJBKJRCKRSCQSicQpgcWi4ClffAGe8sUXAFAi7OaPHMG73nsQ//udn8L//quDAEHF6h0VRNo3EACorFDqIsRZwhDD6H/QWxS4NOkEpWgkIQnAPA1qtzmRFwsVtAlgixpvTfswF4/5tt6BrTU1x5gIDQE220b0uvZrcuJRWMBuz+GBFBSBtAamOkR1a0Qity42CzNARe/D1EAiaEM8N1XCxobgyNEVpgm46Lw1PPoR5+LqB+3Dg++/Fzuyx18ikUgkEol7Cc47Zx3f9IzL4vEdB1b473/6cXz0Y0dx081HcPOHD4NKwfpawdqyRJLN1r7OW5Y/gsgWO5qA60K1NOlOa5gTeWsTZwF4WMw420SC2QpEWP1YaFaPxoLHrc5Jb98CseQcf3p0cmtLHO+LPRe5em0qGPpd28LG1dSwscmYVoxL77MTV16xBxeetwOPveEcnHP2+nHXk0gkEo4UphOJRCKRSJy20H6c2xTDuE3jJBKJROKug4hw+SW7cfklu/HlT7wQAHD0WMM73nUH/uTtn8CHPnoUt91+DEePMZbLivV1VlcMAIaKzQDCIVNqhTQTrrnHKHLzb0Wjte17KgTmZm0K1Y09bWyCFgss15dKNI7EIQva6FopBcKMjY1NFCooy4VFSLI6v1uLBtVj/0Ax0rBN5sI2IZtbs7hx68PNHC7rxoLNDcaxYxNKAc47ew2XXLwLl1+8C4//wvNx3jlJICYSdxVZQyYSicSpjzP2L/HUJ3dHNbPg724+jJs+eBh/+4E78cEPH8HfffAwUKBi9VpFrd6TWqs/hQwisMZk9wWHDECif7XHhQdG5Vv7wGj4DiRqunkGd7HPDemJPNEbehgvHvrc9Bw8zAVDP2j/2stUAZG6v9lqyI3NBmbBZRfvwuWX7MaVV+zGlZfvxv3vuxeL7BGdSNwlbGcN6eOdikhhOpFIJBKJxGkLkU7Yb8dYiUQikbjnsXNHxQ2ffzZu+Pyz47mpCd77voN4998cwF+86yDW1wm33b6JW287ilIJy2XBsgLLJffYw2FMGiMNixjnR2iT/u4vpaBxA68mUC0oBHUyFwqyQIQhLCgwF7JFfktjlEIaz71aoSyqOqUb2ziTiszSSU8bUEVp9FZ+bWpYNcFqU9CaYOdOwsUX7QI3wSX32YXrH7IfD73mDOzZnVRAInF3kDVkIpFI3PtQCuF+V+zB/a7Ygyd/0fnx/Mc/sYEP3HwYH/jQEfzPv/wUPn77BqbGOHKMsVwS1hYFi2UJ17EU9AjuwNBuZUzJAeAR3/pc63HdwjGmbQSIwSzWlkbbshCNixg9MhxbztH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      "text/plain": [
       "<Figure size 2000x500 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 3, figsize=(20, 5))\n",
    "\n",
    "heat_sim_data_planar.plot_field(\"temperature\", ax=ax[0])\n",
    "\n",
    "heat_sim_data_cyl.plot_field(\"temperature\", ax=ax[1])\n",
    "\n",
    "heat_sim_data_sphere.plot_field(\"temperature\", ax=ax[2])\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cafce68d-9f4a-46e4-8817-dfb1f3af6f12",
   "metadata": {},
   "source": [
    "Now let us compare the numerical results to analytical solutions. The general solution to the quasi one-dimensional steady-state heat equation in 1, 2 and 3 dimensions can be written as\n",
    "$$ T_a(r) = - \\frac1{2N} \\frac{s}{k} r^2 + A u_N(r) + B,$$\n",
    "where $N$ is the problem's dimensionality, $s$ is the source term, $k$ is the heat conductivity, $A$ and $B$ are coefficients defined by boundary conditions, and $u_N(r)$ is the Green function, which is given by \n",
    "$$ u_1(r) = r, \\quad u_2(r) = \\log(r), \\quad u_3(r) = - \\frac{1}{r}, $$\n",
    "in one, two, and three dimensions, respectively. \n",
    "\n",
    "The analytical solutions $T(r)$ for the considered two-layer setups can be decomposed into two parts $T_1(r)$ and $T_2(r)$ such that\n",
    "$$ T(r) = T_1(r),\\, r < r_0$$\n",
    "$$ T(r) = T_2(r),\\, r > r_0$$\n",
    "and each of which are given by the form $T_a(r)$ but with different coefficients $A_1$, $B_1$ and $A_2$, $B_2$. These are defined from boundary conditions:\n",
    "$$T_1(r_1) = t_1,$$\n",
    "$$T_2(r_2) = t_2,$$\n",
    "$$T_1(r_0) = T_2(r_0),$$\n",
    "$$k_1 \\frac{d}{dr} T_1(r_0) = k_2\\frac{d}{dr} T_2(r_0).$$\n",
    "Thus, coefficients $A_1$, $A_2$, $B_1$, and $B_2$ can be found by solving linear system\n",
    "$$\n",
    "\\begin{pmatrix}\n",
    "u_N(r_1)& 1& 0& 0 \\\\\n",
    "0& 0& u_N(r_2)& 1 \\\\\n",
    "u_N(r_0)& 1& -u(r_0)& -1 \\\\\n",
    "k_1 \\frac{du_N}{dr}(r_0)& 0& -k_2 * \\frac{du_N}{dr}(r_0)& 0\n",
    "\\end{pmatrix}\n",
    "\\begin{pmatrix}\n",
    "A_1 \\\\ B_1 \\\\ A_2 \\\\ B_2\n",
    "\\end{pmatrix}\n",
    "=\n",
    "\\begin{pmatrix}\n",
    "t_1 + \\frac1{2N} \\frac{s_1}{k_1} r_1^2 \\\\\n",
    "t_2 + \\frac1{2N} \\frac{s_2}{k_2} r_2^2 \\\\\n",
    "\\frac1{2N}  r_0^2 \\left(\\frac{s_1}{k_1} - \\frac{s_2}{k_2}\\right) \\\\\n",
    "\\frac1{N} r_0 (s_1 - s_2),\n",
    "\\end{pmatrix}\n",
    "$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "9c2da341-ae50-487e-80ab-051029e6ee5b",
   "metadata": {},
   "outputs": [],
   "source": [
    "# green functions of steady state heat equations in 1, 2, and 3 dimensions\n",
    "u = [\n",
    "    lambda r: r,\n",
    "    lambda r: np.log(r),\n",
    "    lambda r: -1.0 / r,\n",
    "]\n",
    "\n",
    "#  and their derivatives\n",
    "du = [\n",
    "    lambda r: 1,\n",
    "    lambda r: 1.0 / r,\n",
    "    lambda r: 1.0 / r**2,\n",
    "]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f4046bd7-dffe-45be-a9e8-640bc5416b6b",
   "metadata": {},
   "source": [
    "Let us define a helper function that finds coefficients $A$ and $B$ from given boundary conditions."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "6422b156-173c-49be-a69a-93ec4632b7da",
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_coeffs(u, du, N):\n",
    "    \"\"\"A helper function that finds coefficients of analytical solution in N dimensions.\"\"\"\n",
    "\n",
    "    # construct matrix\n",
    "    mat = [\n",
    "        [u(r1), 1, 0, 0],\n",
    "        [0, 0, u(r2), 1],\n",
    "        [u(r0), 1, -u(r0), -1],\n",
    "        [conductivity1 * du(r0), 0, -conductivity2 * du(r0), 0],\n",
    "    ]\n",
    "\n",
    "    # construct right-hand side\n",
    "    rhs = [\n",
    "        temperature1 + 0.5 / N * source1 / conductivity1 * r1**2,\n",
    "        temperature2 + 0.5 / N * source2 / conductivity2 * r2**2,\n",
    "        0.5 / N * r0**2 * (source1 / conductivity1 - source2 / conductivity2),\n",
    "        2 * 0.5 / N * r0 * (source1 - source2),\n",
    "    ]\n",
    "\n",
    "    A1, B1, B2, A2 = np.linalg.solve(mat, rhs)\n",
    "\n",
    "    return A1, B1, B2, A2"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "28ccb560-f24b-4266-905a-a46cf5553b94",
   "metadata": {},
   "source": [
    "And another helper function that samples analytical solution at given coordinate points."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "82f29f6a-905c-4094-b1d6-bc6eebd7994b",
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_analytical(N, x):\n",
    "    \"\"\"A helper function that samples N-dimensional analytical solution at coordinates x.\"\"\"\n",
    "\n",
    "    A1, B1, A2, B2 = get_coeffs(u[N - 1], du[N - 1], N)\n",
    "\n",
    "    x1_inds = np.logical_and(np.abs(x) >= r1, np.abs(x) < r0)\n",
    "    x2_inds = np.logical_and(np.abs(x) >= r0, np.abs(x) <= r2)\n",
    "\n",
    "    x1 = x[x1_inds]\n",
    "    x2 = x[x2_inds]\n",
    "\n",
    "    T1 = -0.5 / N * source1 / conductivity1 * x1**2 + A1 * u[N - 1](np.abs(x1)) + B1\n",
    "    T2 = -0.5 / N * source2 / conductivity2 * x2**2 + A2 * u[N - 1](np.abs(x2)) + B2\n",
    "\n",
    "    return np.concatenate((x1, x2)), np.concatenate((T1, T2))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "314cb414-bad9-498f-a16d-10a956c2807b",
   "metadata": {},
   "source": [
    "Now we can easily find analytical solution for each of the cases and compare them to the numerical ones. Let us first perform this comparison for all three cases at resolution `dl = 0.02`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "b3a58d54-11ce-4b55-bda2-2cfc6b108d7a",
   "metadata": {},
   "outputs": [],
   "source": [
    "# For unstructured data, we first slice to get xarray DataArray, then access coords\n",
    "line_data_planar = heat_sim_data_planar[\"temperature\"].temperature.sel(y=0).squeeze()\n",
    "x = line_data_planar.coords[\"x\"].values\n",
    "x_exact_planar, temperature_exact_planar = get_analytical(1, x)\n",
    "\n",
    "line_data_cyl = heat_sim_data_cyl[\"temperature\"].temperature.sel(y=0).squeeze()\n",
    "x = line_data_cyl.coords[\"x\"].values\n",
    "x_exact_cyl, temperature_exact_cyl = get_analytical(2, x)\n",
    "\n",
    "line_data_sphere = heat_sim_data_sphere[\"temperature\"].temperature.sel(y=0).squeeze()\n",
    "x = line_data_sphere.coords[\"x\"].values\n",
    "x_exact_sphere, temperature_exact_sphere = get_analytical(3, x)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "25843fdc-f797-4224-a411-0379b536fca3",
   "metadata": {},
   "source": [
    "As one can see the solver accurately reproduces analytical solutions."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "0052abf4-2b1c-44ba-81db-83bbb5d9051d",
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1000x300 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 3, figsize=(10, 3))\n",
    "\n",
    "ax[0].plot(x_exact_planar, temperature_exact_planar, \".\")\n",
    "heat_sim_data_planar[\"temperature\"].temperature.sel(y=0).plot(ax=ax[0])\n",
    "ax[0].legend([\"numerical\", \"analytical\"])\n",
    "ax[0].set_ylim([300, 400])\n",
    "\n",
    "ax[1].plot(x_exact_cyl, temperature_exact_cyl, \".\")\n",
    "heat_sim_data_cyl[\"temperature\"].temperature.sel(y=0).plot(ax=ax[1])\n",
    "ax[1].legend([\"numerical\", \"analytical\"])\n",
    "ax[1].set_ylim([300, 400])\n",
    "\n",
    "ax[2].plot(x_exact_sphere, temperature_exact_sphere, \".\")\n",
    "heat_sim_data_sphere[\"temperature\"].temperature.sel(y=0).plot(ax=ax[2])\n",
    "ax[2].legend([\"numerical\", \"analytical\"])\n",
    "ax[2].set_ylim([300, 400])\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5d0059b1-51cf-4968-b229-eb470cd057d0",
   "metadata": {},
   "source": [
    "Now, let us look at the convergence of numerical solutions in the spherical case. Plotting the dependence of the solution error (in the $L_\\infty$ norm) on the grid resolution we confirm the second order of convergence of the solver."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "id": "eb6497d6-31e0-488f-86cf-03076cb0a09e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">11:17:23 UTC </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Warning messages were found in the solver log. For more   </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">information, check </span><span style=\"color: #008000; text-decoration-color: #008000\">'SimulationData.log'</span><span style=\"color: #800000; text-decoration-color: #800000\"> or use                     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.download_log(task_id)'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                                       </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m11:17:23 UTC\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Warning messages were found in the solver log. For more   \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31minformation, check \u001b[0m\u001b[32m'SimulationData.log'\u001b[0m\u001b[31m or use                     \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.download_log\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m\u001b[31m.                                       \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Warning messages were found in the solver log. For more   </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">information, check </span><span style=\"color: #008000; text-decoration-color: #008000\">'SimulationData.log'</span><span style=\"color: #800000; text-decoration-color: #800000\"> or use                     </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.download_log(task_id)'</span><span style=\"color: #800000; text-decoration-color: #800000\">.                                       </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Warning messages were found in the solver log. For more   \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31minformation, check \u001b[0m\u001b[32m'SimulationData.log'\u001b[0m\u001b[31m or use                     \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.download_log\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m\u001b[31m.                                       \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data",
     "transient": {}
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 2, figsize=(10, 3))\n",
    "errors = []\n",
    "for ind, (_, sim_data) in enumerate(batch_data.items()):\n",
    "    # For unstructured data, slice first then get coords\n",
    "    line_data = sim_data[\"temperature\"].temperature.sel(z=0, y=0, method=\"nearest\").squeeze()\n",
    "    x = line_data.coords[\"x\"].values\n",
    "    x_exact_sphere, temperature_exact_sphere = get_analytical(3, x)\n",
    "    # Use xarray interp to get numerical values at exact solution points\n",
    "    temperature_numerical = line_data.interp(x=x_exact_sphere).values\n",
    "    error = np.abs(temperature_numerical - temperature_exact_sphere)\n",
    "    errors.append(np.max(error))\n",
    "    ax[0].scatter(x_exact_sphere, error, label=f\"dl = {dl_refine[ind]}\")\n",
    "\n",
    "ax[0].set_yscale(\"log\")\n",
    "ax[0].set_xlabel(\"x position [um]\")\n",
    "ax[0].set_ylabel(\"Solution error\")\n",
    "ax[0].legend()\n",
    "\n",
    "ax[1].loglog(dl_refine, errors, \".-\", label=\"Solution error\")\n",
    "ax[1].loglog(\n",
    "    dl_refine,\n",
    "    errors[0].data * (np.array(dl_refine) / dl_refine[0]) ** 2,\n",
    "    \"-k\",\n",
    "    label=\"Slope 2\",\n",
    ")\n",
    "ax[1].loglog(\n",
    "    dl_refine,\n",
    "    errors[0].data * (np.array(dl_refine) / dl_refine[0]),\n",
    "    \"-b\",\n",
    "    label=\"Slope 1\",\n",
    ")\n",
    "ax[1].set_xlabel(\"Mesh resolution\")\n",
    "ax[1].set_ylabel(\"Solution error (L_inf norm)\")\n",
    "ax[1].legend()\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "7479d8e3-3514-44e2-8aed-80ce49d5e9c0",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "_build_local",
   "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": "3.12.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
