HeatSolver.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "c73a3470-150b-41c7-ba62-b6ea65a6b367",
   "metadata": {},
   "source": [
    "# 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": 1,
   "id": "410ae59c-a597-44f4-a761-0cc425eb4c8d",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import xarray as xr\n",
    "\n",
    "import tidy3d as td\n",
    "import tidy3d.web as web\n"
   ]
  },
  {
   "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": 2,
   "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\n"
   ]
  },
  {
   "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": 3,
   "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",
    ")\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": 4,
   "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",
    ")\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": 5,
   "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",
    ")\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": 6,
   "id": "c3033acc-1c3e-46cf-9a09-5de81b82221c",
   "metadata": {},
   "outputs": [
    {
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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "scene_planar.plot(z=0)\n",
    "plt.show()\n"
   ]
  },
  {
   "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": 7,
   "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"
    }
   ],
   "source": [
    "scene_planar.plot(z=0, vlim=[-0.1, 0.1], hlim=[-1, 1])\n",
    "plt.show()\n"
   ]
  },
  {
   "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": 8,
   "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",
    "# 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",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "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",
    ")\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_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": 10,
   "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"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 2, figsize=(10, 5))\n",
    "scene_cyl.plot(z=0, ax=ax[0])\n",
    "scene_sphere.plot_heat_conductivity(z=0, ax=ax[1])\n",
    "plt.tight_layout()\n",
    "plt.show()\n"
   ]
  },
  {
   "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": 11,
   "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)\n"
   ]
  },
  {
   "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.TemperatureBC.html), or [ConvectionBC](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.TemperatureBC.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": 12,
   "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",
    ")\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 [UniformHeatSource](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.UniformHeatSource.html). Similarly to boundary conditions placement, heat sources are assigned to structures by using their names."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "ac3cf25d-185e-4db7-90c9-087339b85e8e",
   "metadata": {},
   "outputs": [],
   "source": [
    "source_bottom = td.UniformHeatSource(structures=[\"bottom_layer\"], rate=source1)\n",
    "source_top = td.UniformHeatSource(structures=[\"top_layer\"], rate=source2)\n"
   ]
  },
  {
   "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": 14,
   "id": "3c926f82-90f2-4d41-a865-4ec21f0a274a",
   "metadata": {},
   "outputs": [],
   "source": [
    "temp_mnt = td.TemperatureMonitor(\n",
    "    center=(0, 0, 0), size=(td.inf, td.inf, td.inf), name=\"temperature\"\n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "283eb648-74a6-43e4-9136-7edc9ee85d58",
   "metadata": {},
   "source": [
    "### [HeatSimulation](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatSimulation.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 [HeatSimulation](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatSimulation.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 [HeatSimulation](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatSimulation.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": 15,
   "id": "d5b766c7-a714-43ab-865a-b48fe5d397b3",
   "metadata": {},
   "outputs": [],
   "source": [
    "heat_sim_planar = td.HeatSimulation(\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.HeatSimulation.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.HeatSimulation.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",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "199aac97-7b8c-4ca0-82eb-a5656cd9de96",
   "metadata": {},
   "source": [
    "Plotting function of [HeatSimulation](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatSimulation.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": 16,
   "id": "92ca500b-64e5-4730-95b4-429a71cc0635",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 2000x500 with 5 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "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_heat_conductivity(z=0, ax=ax[1], colorbar=\"conductivity\")\n",
    "heat_sim_sphere.plot_heat_conductivity(z=0, ax=ax[2], colorbar=\"source\")\n",
    "plt.tight_layout()\n",
    "plt.show()\n"
   ]
  },
  {
   "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 [HeatSimulationData](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatSimulationData.html) instance."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "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: #7fbfbf; text-decoration-color: #7fbfbf\">13:23:36 CST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'heat_sim_planar'</span> with task_id                        \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'he-ce443b87-1007-4ca3-acb8-0664454d9db8'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'HEAT'</span>.    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:23:36 CST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'heat_sim_planar'\u001b[0m with task_id                        \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'he-ce443b87-1007-4ca3-acb8-0664454d9db8'\u001b[0m and task_type \u001b[32m'HEAT'\u001b[0m.    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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>Tidy3D's heat solver is currently in the beta stage. All heat      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>simulations are charged a flat fee of <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.025</span> FlexCredit.            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTidy3D's heat solver is currently in the beta stage. All heat      \n",
       "\u001b[2;36m             \u001b[0msimulations are charged a flat fee of \u001b[1;36m0.025\u001b[0m FlexCredit.            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
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      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:23:38 CST </span>Heat solver status: queued                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:23:38 CST\u001b[0m\u001b[2;36m \u001b[0mHeat solver status: queued                                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:23:47 CST </span>Heat solver status: preprocess                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:23:47 CST\u001b[0m\u001b[2;36m \u001b[0mHeat solver status: preprocess                                     \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:23:54 CST </span>Heat solver status: running                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:23:54 CST\u001b[0m\u001b[2;36m \u001b[0mHeat solver status: running                                        \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:23:58 CST </span>Heat solver status: postprocess                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:23:58 CST\u001b[0m\u001b[2;36m \u001b[0mHeat solver status: postprocess                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:24:06 CST </span>Heat solver status: success                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:24:06 CST\u001b[0m\u001b[2;36m \u001b[0mHeat solver status: success                                        \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "model_id": "436b1c81e7834378868299ac6e418ecc",
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       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:24:07 CST </span>loading simulation from simulation_data.hdf5                       \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:24:07 CST\u001b[0m\u001b[2;36m \u001b[0mloading simulation from simulation_data.hdf5                       \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "heat_sim_data_planar = web.run(simulation=heat_sim_planar, task_name=\"heat_sim_planar\")\n"
   ]
  },
  {
   "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": 18,
   "id": "670ad927-f6e3-42c3-8cad-9fa62bc3667d",
   "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\">             </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'heat_sim_cyl'</span> with task_id                           \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'he-23043ecf-77aa-46e4-a62b-5ed23d8d60f2'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'HEAT'</span>.    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'heat_sim_cyl'\u001b[0m with task_id                           \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'he-23043ecf-77aa-46e4-a62b-5ed23d8d60f2'\u001b[0m and task_type \u001b[32m'HEAT'\u001b[0m.    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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>Tidy3D's heat solver is currently in the beta stage. All heat      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>simulations are charged a flat fee of <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.025</span> FlexCredit.            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTidy3D's heat solver is currently in the beta stage. All heat      \n",
       "\u001b[2;36m             \u001b[0msimulations are charged a flat fee of \u001b[1;36m0.025\u001b[0m FlexCredit.            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "model_id": "3ab433e8f98d49fbb0185912cdde29e4",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:24:09 CST </span>Maximum 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;36m13:24:09 CST\u001b[0m\u001b[2;36m \u001b[0mMaximum 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"
    },
    {
     "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\">13:24:10 CST </span>Heat solver status: queued                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:24:10 CST\u001b[0m\u001b[2;36m \u001b[0mHeat solver status: queued                                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:24:20 CST </span>Heat solver status: preprocess                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:24:20 CST\u001b[0m\u001b[2;36m \u001b[0mHeat solver status: preprocess                                     \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:24:33 CST </span>Heat solver status: running                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:24:33 CST\u001b[0m\u001b[2;36m \u001b[0mHeat solver status: running                                        \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:24:38 CST </span>Heat solver status: postprocess                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:24:38 CST\u001b[0m\u001b[2;36m \u001b[0mHeat solver status: postprocess                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:24:46 CST </span>Heat solver status: success                                        \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:24:46 CST\u001b[0m\u001b[2;36m \u001b[0mHeat solver status: success                                        \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
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       "Output()"
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     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:24:48 CST </span>loading simulation from simulation_data.hdf5                       \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:24:48 CST\u001b[0m\u001b[2;36m \u001b[0mloading simulation from simulation_data.hdf5                       \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "job = web.Job(simulation=heat_sim_cyl, task_name=\"heat_sim_cyl\")\n",
    "estimate_cost = job.estimate_cost()\n",
    "heat_sim_data_cyl = job.run()\n"
   ]
  },
  {
   "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": 19,
   "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_\"\n",
    "    + str(dl): heat_sim_sphere.updated_copy(grid_spec=td.UniformUnstructuredGrid(dl=dl))\n",
    "    for dl in dl_refine\n",
    "}\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:24:49 CST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'heat_sim_sphere_0.04'</span> with task_id                   \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'he-f47e4464-6d81-42f7-9b5e-92d1a018aae3'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'HEAT'</span>.    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:24:49 CST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'heat_sim_sphere_0.04'\u001b[0m with task_id                   \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'he-f47e4464-6d81-42f7-9b5e-92d1a018aae3'\u001b[0m and task_type \u001b[32m'HEAT'\u001b[0m.    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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>Tidy3D's heat solver is currently in the beta stage. All heat      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>simulations are charged a flat fee of <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.025</span> FlexCredit.            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTidy3D's heat solver is currently in the beta stage. All heat      \n",
       "\u001b[2;36m             \u001b[0msimulations are charged a flat fee of \u001b[1;36m0.025\u001b[0m FlexCredit.            \n"
      ]
     },
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      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:24:50 CST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'heat_sim_sphere_0.02'</span> with task_id                   \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'he-0312b658-dfc1-4b96-b04f-f88a40573775'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'HEAT'</span>.    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:24:50 CST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'heat_sim_sphere_0.02'\u001b[0m with task_id                   \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'he-0312b658-dfc1-4b96-b04f-f88a40573775'\u001b[0m and task_type \u001b[32m'HEAT'\u001b[0m.    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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>Tidy3D's heat solver is currently in the beta stage. All heat      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>simulations are charged a flat fee of <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.025</span> FlexCredit.            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTidy3D's heat solver is currently in the beta stage. All heat      \n",
       "\u001b[2;36m             \u001b[0msimulations are charged a flat fee of \u001b[1;36m0.025\u001b[0m FlexCredit.            \n"
      ]
     },
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      "text/plain": [
       "Output()"
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       "<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": {},
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    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:24:51 CST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'heat_sim_sphere_0.01'</span> with task_id                   \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'he-0c15e7bd-7786-45ac-bc7a-26bf7036c37b'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'HEAT'</span>.    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:24:51 CST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'heat_sim_sphere_0.01'\u001b[0m with task_id                   \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'he-0c15e7bd-7786-45ac-bc7a-26bf7036c37b'\u001b[0m and task_type \u001b[32m'HEAT'\u001b[0m.    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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>Tidy3D's heat solver is currently in the beta stage. All heat      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>simulations are charged a flat fee of <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.025</span> FlexCredit.            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTidy3D's heat solver is currently in the beta stage. All heat      \n",
       "\u001b[2;36m             \u001b[0msimulations are charged a flat fee of \u001b[1;36m0.025\u001b[0m FlexCredit.            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
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    {
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      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:24:52 CST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'heat_sim_sphere_0.005'</span> with task_id                  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'he-01f00017-68fd-4fe5-99aa-72140f38a93b'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'HEAT'</span>.    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:24:52 CST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'heat_sim_sphere_0.005'\u001b[0m with task_id                  \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'he-01f00017-68fd-4fe5-99aa-72140f38a93b'\u001b[0m and task_type \u001b[32m'HEAT'\u001b[0m.    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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>Tidy3D's heat solver is currently in the beta stage. All heat      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>simulations are charged a flat fee of <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.025</span> FlexCredit.            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTidy3D's heat solver is currently in the beta stage. All heat      \n",
       "\u001b[2;36m             \u001b[0msimulations are charged a flat fee of \u001b[1;36m0.025\u001b[0m FlexCredit.            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "217d600086214c7d81eff96d2ab7bd9e",
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       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:24:56 CST </span>Started working on Batch.                                          \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:24:56 CST\u001b[0m\u001b[2;36m \u001b[0mStarted working on Batch.                                          \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:24:58 CST </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;36m13:24:58 CST\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"
    },
    {
     "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>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after the\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Batch has completed.                                               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mUse \u001b[32m'Batch.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed FlexCredit cost after the\n",
       "\u001b[2;36m             \u001b[0mBatch has completed.                                               \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
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       "version_minor": 0
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      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:30:04 CST </span>Batch complete.                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:30:04 CST\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
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      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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": {},
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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\">13:30:08 CST </span>loading simulation from                                            \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>.<span style=\"color: #800080; text-decoration-color: #800080\">/</span><span style=\"color: #ff00ff; text-decoration-color: #ff00ff\">he-0312b658-dfc1-4b96-b04f-f88a40573775.hdf5</span>                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:30:08 CST\u001b[0m\u001b[2;36m \u001b[0mloading simulation from                                            \n",
       "\u001b[2;36m             \u001b[0m.\u001b[35m/\u001b[0m\u001b[95mhe-0312b658-dfc1-4b96-b04f-f88a40573775.hdf5\u001b[0m                     \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "batch = web.Batch(simulations=heat_sim_sphere_refine)\n",
    "batch_data = batch.run()\n",
    "heat_sim_data_sphere = batch_data[\"heat_sim_sphere_0.02\"]\n"
   ]
  },
  {
   "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 [HeatSimulationData](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.HeatSimulationData.html) object. Its field `.data` contains `HeatMonitorData` instances corresponding to each monitor from `HeatSimulation.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 `HeatSimulationData.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": 21,
   "id": "ff9265f8-f2de-4da5-ae75-07cd30d8f109",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 2000x500 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 3, figsize=(20, 5))\n",
    "\n",
    "heat_sim_data_planar.plot_field(\"temperature\", z=0, ax=ax[0])\n",
    "\n",
    "heat_sim_data_cyl.plot_field(\"temperature\", z=0, ax=ax[1])\n",
    "\n",
    "heat_sim_data_sphere.plot_field(\"temperature\", z=0, ax=ax[2])\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()\n"
   ]
  },
  {
   "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": 22,
   "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",
    "]\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": 23,
   "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\n"
   ]
  },
  {
   "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": 24,
   "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))\n"
   ]
  },
  {
   "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": 25,
   "id": "b3a58d54-11ce-4b55-bda2-2cfc6b108d7a",
   "metadata": {},
   "outputs": [],
   "source": [
    "x = heat_sim_data_planar[\"temperature\"].temperature.coords[\"x\"]\n",
    "x_exact_planar, temperature_exact_planar = get_analytical(1, x)\n",
    "\n",
    "x = heat_sim_data_cyl[\"temperature\"].temperature.coords[\"x\"]\n",
    "x_exact_cyl, temperature_exact_cyl = get_analytical(2, x)\n",
    "\n",
    "x = heat_sim_data_sphere[\"temperature\"].temperature.coords[\"x\"]\n",
    "x_exact_sphere, temperature_exact_sphere = get_analytical(3, x)\n"
   ]
  },
  {
   "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": 26,
   "id": "0052abf4-2b1c-44ba-81db-83bbb5d9051d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x300 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "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(z=0, y=0, method=\"nearest\").plot(\n",
    "    ax=ax[0]\n",
    ")\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(z=0, y=0, method=\"nearest\").plot(\n",
    "    ax=ax[1]\n",
    ")\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(z=0, y=0, method=\"nearest\").plot(\n",
    "    ax=ax[2]\n",
    ")\n",
    "ax[2].legend([\"numerical\", \"analytical\"])\n",
    "ax[2].set_ylim([300, 400])\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()\n"
   ]
  },
  {
   "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": 27,
   "id": "eb6497d6-31e0-488f-86cf-03076cb0a09e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4959368d34ad4ca9adc5117ab8d1cf18",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "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"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
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4RnTdc7ra4NmqX7e97iVLxgNj445wxHVz//59FixYwBdffEFycjKNGzemcuXKlC9fnn///ZctW7YwaNAgunTpwqRJk3jiiSccbbJV2Lsd5ystqvF03YpcT8qiRpCnTXu43r17l5deeokBAwbw+OOP4+Pjw6lTp5g3bx7PPfccABERETRs2JA33niDxYsXk5+fz/vvv0+7du30pkZ37NiRqKgotm3bRq1atVi4cCGpqalF1qlRowaHDh3i1Vdfxd3dnaCgoBLbGT16NC+//LJ2AueXX35h8+bN7Nmzx+LfXLduXd544w369u3LggULaNKkCXfu3GHv3r08/vjj9OzZ0/hGCjFy5EhatGjB9OnTeeWVVzh+/DhLly7l888/t9hGgUBgHXFp9xn92QZ+/GIuObf/AqC8bwATPp7I2A+HlsiGKasIZ/shQ9+Lba9GlVhxKMainta2dBDtHe3V1484Li2b97/7o8gyjUMA6HUWjoztKByFMoa+a3L3pXjazt2n897a+mdckeX+nuVIzSqZzmnLft32upfMGQ+M9f9+9+nwEsfOVhMSpY26devSunVrvvrqKzp37qzzpSU2NpbvvvuOV199lY8++ohBgwY5wFJpiIyMJDIykvT0dPz8/Oyyz0p+5W3qZGvw9vamVatWLFq0iKtXr5KXl0dYWBiDBg1iwoQJgDpC//PPP/PBBx/w9NNPI5fL6datG5999pne7Q4YMIA///yTvn374urqyogRI4pEtQGmTZvG4MGDqVWrFjk5OToV1Hv37s2SJUv45JNPGD58OOHh4axevZr27dtb9btXr17NjBkzGDlyJLdu3SIoKIgnnniCZ555xuxtNW3alI0bNzJp0iSmT59OpUqVmDZtmsUp+AKBwHJSMnOZ9s0uvlo4k8x/TgDg6ubBoMjhzJ36ET4+Pg620L7IVKb2pnjIKDyLfuXKFdLS0vD19XW0WWZRPCKUkplL5HclX2yNoanpPDK2Y5lzFAsfoyAvd0Zu+tNgv+DCFE/JLf4ZYBOnSeB86HMaLUEGhPi6s+DlxiRl5JTZSRqFUlVicsIUNEdh2etN9GaalBY0jqMlz5fLly9Tr55pon15eXncuHGDWrVqWWKmU2HomGVnZxMTE0N4eDgeHs4lVCgoHYhrSCCwnMycfBb/fIIFc2eR8sdvoFIik7vQ+9W3WPbJLCpVcv73YWuey/oQzrYRbHHQ7YGuCLYlbYwK8/2gJ8pUirOuYyQlZXmSQvAAS51GcyiL0dzjV+/y2lcnLP5+8fGsNB6j0vp8cSTC2RbYEnENCQTmk5uvZNX+i0ydOZuEo5tR5ecA0DaiBys+/cTkiWFnwBbPZZFGXgbRF2WzxtEG5+sfbA1SRiL1oUKdfh4dk1ymJikERYmOSbapow22TS93FNaOJ8XHs7J4jMwhOzubc+fOkZiYWEIBulevXg6ySiAQCARlFYVSxY8nYxg/cxGxe9ahvJ8OwKONmrPis0U89VRbB1voHAhnu5RTPFW8WfUApv5yySZOpLP1D7YUhVJls2Oki7I0SSEoiT3Orwp1psTUXy7RuX5omciUkHo80RyjKVsv4uNRrkyn4Bdn586d9O3bl6SkpBKfyWQyu4mKCQQCgaDso1Kp2H0pgdHzlnNp6wryU9VdDypVq8mShfN5sc/zZV5h3ByEs12K0ZUGHehVjuRMaftoOmv/YHMoPCmRdC/H5pHIwpSVSQqBbux1fjWZEmuOxhDk417qHUlj/b8tQQXEp+fwxte/a5eVxvRyc/nggw946aWXmDRpEiEhIY42RyAQCARllN+v3WXUp98RvfEzcuP+AcAnIIiZ06fy3uB3cXUVrmVxxBEppehLg7bW0XZET2sNtmrxY+vabH2UhUkKgXFs4TQaYvq2y9r/l8qRdER7LUP9v6XkYUgvT0hIICoqSjjaAoFAILAJF26lMWHldvasW8T9qycBcCvvyciRo5gwdjTe3t4OttB5Ec52KUTqNGjNK7WuNju27mmtwZIe3/oo7DhcT8pi8Z4rNnmRL+wgOHKSQuBYLHEaNevpawFmKvFp2QxZf4YREXWoEeRlkaMs5b1nLvr6fxduRwjWOeJlMQW/OC+++CIHDhwoE2rjAoFAIHAeYpIymfr9IX78ahGZF/aCSoncxZV+AwYye/pUMclrAkKN3AjOqBZrSxVfR0S49EXpDbXP0menFFFsXa2XUjJzmb5Nt0MC+vtsl9VImqAkhnrY6+sVXbjvtab1XEK6dRFyXdvWdy9bcu/ZAnPuZ2u6KjhbRwWpni9ZWVm89NJLVKxYkYYNG5bouT1s2DBrTXUahBq5wJaIa0ggUJOQns3crWdY/fli0k7+jCo/F4Duz/ZmyYJ51KlTx8EW2gbR+ssBOKOz/fPZWwz/4azZ33PG/rTG2ibpap9lyKlZcSjGKkfFEgff2GeChwd914Gp14fG+QXLo7n6oubFJ4AsufccQfFjl5KZS+R3lh2jJa825rnGVaQ30kKker6sXLmSIUOG4OHhQYUKFYoI08hkMq5duyaFuU6BcLYFtkRcQ4KHndSsXD7bc5nPln7O3SM/aBXGm7VqzdLFC3niiSccbKFtEa2/BIDpgkyBXm4kZ+Zq/7Y2JdwWDqWxtknF22fpi8TFpWXzZUHKqTUYOkYucpneqJihzwQPD/quA1OvD31p1eaguTeKp6cXr102996zFkvHD13H7gu5ZceorIoVfvTRR0ydOpVx48Yhl8sdbY7ARshkMn766Sd69+7taFMEAkEZIys3n5WHrzHv81XE711DfloCADVq1+XThZ/wzDPPCIVxC3konO3nn3+eAwcO0KlTJ3788UdHm2M1xgSZNBGpg6M7cDo2RRLn2FZ1naa2TUq8l22zll0Te9YrE+rOgrJBtwaViqSAJ93LKSKKZinFa5fNufesRerxo/gxMpaCX9bFCnNzc3nllVeEo12KuXPnDpMmTWLbtm0kJCQQEBBAo0aNmDRpEm3atHG0eVry8vL4+OOP2b59O9euXcPPz4+IiAjmzJlD5cqVHW2eQCAwk9x8JT+cvMGMFRuJ3bGC3ISrAFSoGMLsmdPp37+/UBi3kofi6A0fPpwBAwawdu1aR5siCYYEmQoLc7m5yiWJSOmLJkuh8hvs44EcJS3lfxFMKon4E618FCXyEusZi8SZi+YF/O024cLBFjgVhaO5CqWKr4/ESKJ2XjharS/KW/x+DPZqYdU+bTV+FI94T+llfEwsq/d5v3792LBhAxMmTHC0KQILeeGFF8jNzWXt2rXUrFmThIQE9u7dy927dx1tWhGysrI4c+YMEydOpFGjRqSkpDB8+HB69erFqVOnHG2eQCAwEaVSxdY/bzNt3XYu//wl2TGnASjv5c2EcWMZMWIEXl5eDraybPBQONvt27fnwIEDjjZDUvSlm0qtHm4ommyVyq9SAbHHaHVlG6c9viWAdO1Ht1WBTM3ry2/KlkUiUr+eu23lr3nAw/ACLigb2KJFVuK9bJ55vHKJDJmu8mgml1tHZVmydl3VT1/A46/AIz2g+pMgdzF5PzYbP3RgrzHRGVEoFMybN4/ffvuNxx9/vIRA2sKFCx1kmcAUUlNTOXz4MAcOHKBdu3YAVK9enZYtWxr83vnz5xk+fDjHjx/H09OTF154gYULF2pb8Lz99tukpqbSpEkTli5dSk5ODq+//jqffvopbm5uACiVSubOncuKFSuIj4+nbt26TJw4kRdffFHnPv38/Ni9e3eRZUuXLqVly5bcuHGDatWqWXs4BAKBDVGpVOz7K5FpPxzi9OblZF7YD6hwcS3H4MGDmTJ5EhUrVnS0mWUKhzvbhw4dYv78+Zw+fZq4uDid9UjLli1j/vz5xMfH06hRIz777DOjD6GHgeKplLZIg7a6rrPAqSYjAbxD1C/rf22DnWMh/TZyIKDYV0JJ5otyi3k/70N+U7bUOsRS1ls+DC/ggrKDFLXchQn28SjhxHeRR/NFucUl1pVl3YUTn6v/+VaGbnPh0Z4l72sdTri968LtMSY6I+fPn6dJkyYAXLhwochnosbO+fH29sbb25stW7bwxBNP4O7ubvQ7mZmZdO3aldatW3Py5EkSExN55513GDp0KGvWrNGut3fvXjw8PDhw4ADXr1+nf//+VKhQgZkzZwIwe/Zs1q9fz/Lly6lTpw6HDh3izTffpGLFilrH3xhpaWnIZDL8/f0t+fkCgcBORMckM2NzNAc3fkX66V9AodZ2efGll5kze5ZoH2kjHO5sZ2Zm0qhRIwYMGECfPn1KfL5hwwaioqJYvnw5rVq1YvHixXTt2pW///6b4OBgABo3bkx+fn6J7+7atavM1xDZWpjLqrrOS1u1TrWW8gFwP8XgtjStfaa4fUPvFwapHWKlgpayi/T1PsmVLC+dqeYadKWRqsCqXsQCgaMp7khqesiD6dFuF5R09blGq8wsiAmlW/0n+eLNpkzfep7JOesA9f2nl/Q42PgWlA+E+w+i31onvH6vIqvbsy5cw8MmVqhQKJg6dSoNGzYkIKD41KVApVKRlZXlkH17enqaNNnh6urKmjVrGDRoEMuXL6dp06a0a9eOV199lccff1znd7777juys7NZt26dNtVz6dKlPPvss8ydO1fb+9bNzY1Vq1bh6enJY489xrRp0xg9ejTTp08nLy+PWbNmsWfPHlq3bg1AzZo1OXLkCF9++aVJznZ2djZjx47ltddec5qOLQKBoCgXb6cx59dzbPthDWnHN6LMzgCg7dPtWPjJfFq0sK5cTGAYhzvb3bt3p3v37no/X7hwIYMGDaJ///4ALF++nG3btrFq1SrGjRsHwNmzZyWzJycnh5ycHO3f6enpBtYu+5gaTS6x3qWtsLEvJdwAI462BrkMQrlLN+8YuHQGdo7FJf020wDciqaaw4O08HefDi/R09ipo9iFI/+eQSCTQeYdg9FCgY0oBeeiuCP5SKh3iWi3puVX8UmnbvJoJpVbR+W8ZNhcsNC3Mt26zaXzq/64rCvkPOulYIv3i62bHqe+319eV8Thtnj8EJiMi4sLXbp04fLly8LZ1kFWVpY2rdreZGRkmFzz+MILL9CzZ08OHz7MiRMn2LFjB/PmzePrr7/m7bffLrH+5cuXadSoUZHtt2nTBqVSyd9//611ths1aoSnp6d2ndatW5ORkcHNmzfJyMggKyuLzp07F9l2bm6uNlPCEHl5ebz88suoVCq++OILk36nQCCwH9eTMlnw2198/8P3pB5ahyL9DgCP1n+MBfPn0b17d5H9ZAcc7mwbIjc3l9OnTzN+/HjtMrlcTkREBMePH7fJPmfPns3UqVNtsm1rcUQvZ1OVz7Uqv0oFxByGX4YhSXXp39vhxBclthUqU6eav1eQal7YoR7TrV7pSCPVFfkvjJ5oocAGlNJzoS9tevel+CJOeFd5NF+4LS65gQIn2eWJ96y0pOD+/HUE1O0Grup6ULPHDxviiPHTXjRo0IBr164RHh7uaFMEVuDh4UHnzp3p3LkzEydO5J133mHy5Mk6nW0pyMhQR7e2bdtGlSpF+88bS2XXONqxsbHs27dPRLUFAiciIT2bT/f+w+oNP5O0fzV5idcACK1UmVkzZ9C3b19cXBwfQHhYcGpnOykpCYVCoZ2h1RASEsJff/1l8nYiIiL4888/yczMpGrVqmzatEmbMlWc8ePHExUVpf07PT2dsLAwy36AhNiq9ZYxTFU+d5HLjDsslnBuI7qcdjmgkslY5PcDf/aJpGWtitoX51KRRqov8l8YPdFCgcSU8nOh63ov4oSnZ9JtdxRkPbhnH1AgU3ZuozTGZCXBwnrwzCKo38u88cOGOGr8tBczZsxg1KhRTJ8+nWbNmpWIppYFR2jZsmUsW7YMhUJh1vc8PT21TqW9KRxRtoT69euzZcsWnZ/Vq1ePNWvWkJmZqT3fR48eRS6X88gjj2jX+/PPP7l//z7ly5cH4MSJE3h7exMWFkZgYCDu7u7cuHHD5PpseOBo//PPP+zfv58KFZz8eSsQPCSkZeXxxcGrLN+8h4TdK8mOPQuAt48vH00Yz/Dhw7VjgcB+OLWzLRV79uwxeV13d3fc3d0tfrDbAlu23jIFk1R+TXFYzEIGnhXUL+9611DheT+e1q5/gzxYov1KiC5xOLmLevnOsRg/VgWO0M5xakEqJ0hjLnNYcy70nV8nQeuEx1yCrHgDa6rU95lnEGTdxep7OCupyMSEo1XCHT1+2oMePXoA0KtXryIpgSqVCplM5hTPMWuJjIwkMjKS9PR0/Pz8TP6eTCZz+vY1d+/e5aWXXmLAgAE8/vjj+Pj4cOrUKebNm8dzzz2n8ztvvPEGkydPpl+/fkyZMoU7d+7wwQcf8NZbbxUJUOTm5jJw4EA+/vhjrl+/zuTJkxk6dChyuRwfHx9GjRrFiBEjUCqVtG3blrS0NI4ePYqvry/9+vUrsd+8vDxefPFFzpw5w6+//opCoSA+Xj2+BAYGalXOBQKB/bifq2D1sRg+3XKU/3avIfPSAQDKubkxNDKSjz76SEyKORCndraDgoJwcXEhISGhyPKEhARCQ0Ntum9LH+xSY8/WOYYwqPJrssNiKgW/4/GX1QrIxshIML6OvdEV5dekIpcPMCP6r4L0W2qnLvwpm5j6UBN7zLJzcT9F//l1ssi3yffH4y8XlGxIRKGJCUephDvL+Glr9u/f72gTBFbg7e1Nq1atWLRoEVevXiUvL4+wsDAGDRqkt3e6p6cnv/32G8OHD6dFixZFWn8VplOnTtSpU4enn36anJwcXnvtNaZMmaL9fPr06VSsWJHZs2dz7do1/P39adq0qd793rp1i61btwJqcdrC7N+/n/bt21t8HAQCgXnkKZT8cPImC385zdXd33DvzK+gUAtGv/7668yYMUOUFzkBTu1su7m50axZM/bu3attB6ZUKtm7dy9Dhw51rHF2wt6tcwzhgpLW8kvgkgDyEOBJwMVMh8UEPCuoX/z9qpq2vneI8XXsib4ovyYV2ZL6WGecUCgLWHJc9egIOG2quan3h19V9bV5bqPBjBLTKDlJpHf8sCHONH7aEnNSgAXOh7u7O7Nnz2b27NkG11Opio45DRs2ZN++fUa3P3XqVL1aNDKZjOHDhzN8+HCTbK1Ro0YJOwQCgX1RKlX8cu4287ef5+LuDaQd34QqJxOAjp06MW/uXJo1a+ZgKwUaHO5sZ2Rk8O+//2r/jomJ4ezZswQGBlKtWjWioqLo168fzZs3p2XLlixevJjMzEytOrmtcGQaeWEhn38STKs1k7J1jk4MRWrzLdi3uw/k3Hvwt2cQVG0G/51Wv+hrItoyOaiUejYiU9tQ/Unz928rDEb5raiPdbYJhbKCJcdVj46A06b9V39SfZ+kx6E3+0Qmh98KRbI8K0DV5g/uRw1uPpB7r+T39XEvTv1fQ+OHDScmTB0Xj/57p9QLp6WmprJy5UouX74MwGOPPcaAAQMcmpklEAgEAulQqVTs/zuReTsuc2rPz6QeXo/invoZ3bDh48yfP48uXboIhXEnw+HO9qlTp+jQoYP2b404Wb9+/VizZg2vvPIKd+7cYdKkScTHx9O4cWN27txZQjRNahyVRq5LyMcUbNo6x2Ck9i31C7i55NwriGC/Ao/0UNeKbnq75D4MOdoA3eY4j1MDcP2IkSi/ufWxTjihUJYwxRHVYlxHQBvRjTkMtdpLZ6c1yF3UTu3GvpTsQl9A8fssKxmu7IIX14BXBXU035KI987xEH8ejn1Wcr92yAQwdVxcuv+q9v9Lo3DaqVOn6Nq1K+XLl6dlS3U7xIULFzJz5kx27dpF06ZNHWyhQCAQCKzh5PVk5u64zOF9e0g5uIa8O9cBqFo1jJkzZ/DGG28IhXEnRaYS+UAG0TjbaWlpNld01SfkYwhN65wjYzvaJhqjVMDiBtKmiWspsPfFNbBrvHn78K2idrSdKV330lb45QO4n2p83Xq94PJWIysVHB9nS0sua2gnk8Cow23SeUNdl//sp8513szuFlAw0dN1lu6JMEko2MeH520yaaZQqmg7d5/e1mN6LAKwi3CaVM+Xp556itq1a/PVV1/h6qqeQ8/Pz+edd97h2rVrHDp0SCqTHY6hY5adnU1MTAzh4eF4eIje7QLzEdeQwNm4HJfO/N/+Zsf+o6QcWE3OjXMA+Pn78/FHHzF06FBxrUqILfw+uSRbKYMsW7aM+vXr06JFC7vsz5CQjz7s0jrHaKTWGgp+7faR5u2j/QT1y7mzOTIb+5rmaINpDptvZeFo24P6vdTH2dcEx8qU8wZqAbWNfdXXhbNQvxd8eEF9/5hEQZR+20hs42gX2kfMYZtsXdN6DHS1PdNrEaAWTlMoS8dc9KlTpxg7dqzW0QZwdXVlzJgxnDp1yoGWCQQCgcASbtzN4sMf/qDztE1smDeK+HUjyLlxDjc3N0aNGsW1q1cZNWqUcLRLAQ5PI3dW7J1GbkzIRxc2b52jidRag7sv5KQbWEFlZmqqDM6shadHWWeXlEilxt5unDqtOfOOU7aSKtPU76Wus9a08vIMghvH4eAc67brbPXbAGfWmLe+1WJpJvDj2zbLBNDXeswQpU04zdfXlxs3bvDoo48WWX7z5k18fCwo8xEIBAKBQ0hMz+azff+y/sB57h75gXt/bAdlPjKZjDfffJPp06dTvXp1R5spMAPhbDsJpgr5DO1QizohPrYX8pGqb/bjL8PJryUxSY0TtsKSRI1dBn98A+3GOJdj9jAhd3lwTSkV8LMFqvFFKKvXqg3QZALYKJOjeOuxfxIyWLr/X6Pfs7nwpES88sorDBw4kE8++YQnn1TrOxw9epTRo0fz2muvOdg6+yOq4wSWIq4dgaNIu5/Hlwev8vWBy9w5voW0Ez+iys0CoGvXrsydO5dGjRo52EqBJQhnWw/2ViM3VcinTe2Kto20KBXqlM5fhiFJ6mhgTdPWM1kwrABHtMJSKopGPmUydRQ68S8JNl7MMdO3LxHxth5Tjq2UTmnMQec5j2bdN6YIwkmJCn4dAXW7gaub5Ft3kcu0Y+fxq3dNcrZtKjwpIZ988gkymYy+ffuSn6/usVquXDnee+895syxMjujFFGuXDkAsrKyKF++vIOtEZRGsrLUzo3mWhIIbM39XAVrjl3n831/c/vkb6QdWY8iIxmAJk2aMG/ePCIiIhxspcAahLOtB3unkbcMD6SSn4deIR+NEFrL8EDbGWG2gJIhCoSPWgyC40sNqD0XF2EyEXu3wpL02BggI8H4vuzQMqnMYuqxVeRKt89D8w3vy57n0dz7pseCAvFCA/evTyX1AGWSorsRspJgYT14ZpFNj4tTjLcS4ubmxpIlS5g9ezZXr6qV1WvVqoWnp6eDLbMvLi4u+Pv7k5iYCICnp6dogSMwCZVKRVZWFomJifj7+wtVZ4HNyVMo2XjqJot3XyH27BFSD64hL+kGANWrV2fmzJm89tpryOVCXqu0I5xtJ0Ej5PPe+jMlmvPYRQhNqrRxoEhbLlc3A22HCq1XvxfI1sGOMQ968+rbtimtsApHL02JIhpaX9JjY4S7V+HAbMP7skPLpDKJKedRc2zbj7e9PbrOo5TXrS5MbXVWWO1fLjd8/3afq/6vVtHdSrKSbH59O3y8tRGenp40bNjQ0WY4lNDQUACtwy0QmIO/v7/2GhIIbIFSqeKXc7dZtPsKf5//Q60wfvMCAIGBgXz00UdERkbi7u7uYEsFUiFafxnBnq2/QHefbZv3fZW6vZdnUMnIlK6Ioq72XUoFHPoEDszSsWETW2Hp2lfhnt7FHRKdthVEHR/tacPWZ4UpHCE0ZV+2bZlU5jDrGpc4WmtsX5rz+Nc2/ddh8Xsk9pju3temRMuNtTprP0EtQGj0Hil2/17aCr9+WFAOYi32ub4dMt4WQqrnS2ZmJnPmzGHv3r0kJiaiVBbtm37t2jVrTXUaTD1mCoWCvLw8O1omKO2UK1dORLQFNkOlUnHgyh3m7fybc5f+IvXgOrL+PgKAh4cHw4cPZ9y4cfj7+zvW0IccW/h9wtnWQ+Ga7StXrtjN2QZ1GzCNkI/NhdBAXaO99hnpttfnK7UwWnHMicIZerkvrBptSRS6sEOid/2C4/30WDhkRc1j+UC4n0zJqKCOfbUfr2eSwQD9fnUe8S1nxpJrvP2EgiwDMHzuVIXOs4W0GwcH5+rYT7EJJqPlDDompHTddzodeyO96025f89thM2DzPjhRrDD9W338bYQUj3UX3vtNQ4ePMhbb71FpUqVSqRODx8+3FpTnQZ7T4ALBAKBtZy6nsy8nX9z/OI10o79wL2zO0CpQCaT0a9fP6ZNm0ZYWJijzRRgm2eMSCPXg61rtg294BUW8rELUouN+eiJCBVWezZG8VZMhZ2E4hHKwlFoU1pwadJ3X1gFO0brWb9g2aG5ptlbmKdGQXA9w45NYXwrq50cS+qEHSEUVxqx5DhVqKV2Wk05d4Wv1YRLcGSBefvS6WjzYNmOsaBSFugaGLq+VYDsQcsxQ9HyDy+Yl4Juyv2r7963FDtc3/rGW0c64eayY8cOtm3bRps2bRxtikAgEAgK+Cs+nU9++5tdf94g/dQW0n//H6rc+wD06NGDOXPmPPSlPw8Dwtl2AI5OXSyBOaJJMrn6pV/3h6bVU5tK8Zd7fVHownW2JqUJF3z/fwNKbkvfuuZweo06jV5ju64ezrpUqWMOm78vewvFlVYsOU7eIepzaMq5A/W6l7aa38caMHqd3bsNW4caX0+zrfRbBeUYOur/bVnzb7QmXAblA9TH0JR0c88gae0zEacbo40QEBBAYGDpEHMTCASCss6Nu1ks2nOFn87c4N6fu0k7+p1WYbx58+bMmzePDh06ONhKgb0QaeRGkDqdYOeFON5bf0ZfsihfvNnUspc5fSmepqR+XtgC/+tvwIlG/YL80lp1P1ytargOWSFbiRoZrbmVgYcfZKdKv2+zsfBYaH+jKXXCombbLOxxbO0ppGcK5QPU96tObHj96K0JL3Rf1O2mVh031lZMXw26NeOdEWw2RutAqufL+vXr+fnnn1m7dm2ZVyAXaeQCgcBZSbyXzdJ9//Ld77Gk/32ClANryE/+D4Dw8HBmz57NSy+9JBTGnRhRs+0ApDzoCqWKtnP3FYmWFEbTbubI2I7mpSvqEwSr2hz+O21YQMkkB0FW1HE0VexMSqSuK7c51jpsYLTGW6iRm4ctj63UIoP2wlY10aYKqllyPqwZ74xgszFaD1I9X5o0acLVq1dRqVTUqFGjRI/gM2fOWGuq0yCcbYFA4Gyk3c9jxaGrrDpyndTrF0jZv5qcW5cACAoKYuLEiQwZMgQ3NzcHWyowhqjZtiOFBdKkIjomWe9LHKhfN+PSsomOSTatZtuQcnfWXbjyW8nl6bdh41tq8ae2I4zXOMtc4MVVRV9W9dVT2zLCWupqkwtSeWOPmefM1O+F4qU1nNk7gTs5KVRUKGianUORI6upExaOtnnU76WzBlsBnPFw546LCxXdA2jaaRYu5h7b2GOlz9EG291XpowRmvNhsN1foRr0ut3gyCLLx7viCus6kHyMthO9e/d2tAkCgUDw0JGdp2Dtset8fuAqSf/FkHpoHVlXjgFQvnx5RowYwZgxY2yi/SQoPQhnWw+2EEhLvKf/Jc7s9S5tNaEntQEOzILoL43XTaoU6qhRccwRO5OC0lqbbKYzsyd2D3MuLSXBzwVQ16uGuPkzrtaLRJSvYp+JjbJMMSdwT9Z/zLn2PxJyU7WrhFxayjhvbyKqR5i+3VI3GVSALe8rU8aI+r3U5R/rDE1uFExcLXgU7lvYVuzALHUtvZEot6RjtB2ZPHmyo00QCASCh4Y8hZJNp/5jyd4r3L4dT+rR78g89xsqpRK5XE7//v2ZOnUqVapUcbSpAidAONt2JNjHQ5r1pKoNNbUfroMcCYVSwZnEM9zJukNFj0Ca+lbGxeZ9j01Bpp6AMFZvCkadmcK/8ca9G3x+9nNUxX5fYm4aUZdXsrD9QiKqizZfVlPgBO6J3UPUmWklj3dWIiMOjCCyUSTVfKtR0bMiTYOb4mJogsNUp9UzqOC+c/w1rPCtzBn3cty5tt2032grMu+Ytp6ljraG9NtGheEkG6MFAoFAUOZQKlVsOx/Hgl1/cy3uLunRm7l38ieUueoJ2GeffZbZs2fz2GOPOdhSgTMhnG070jI8kEp+HsSnZevT6SXUT91iRi/5ufDrCOz6su6AqPKe2D3MiZ5DQtYDRz8kNJBx+alEZN3Hqt9vUFHd6JfV/+mxAHaNN6y6bESZXddv1IUKFTJkzI2eS4ewDo5xiMoYCqWCOdFzSjjagHbZsj+XaZeFeIYwruU4/dFuU1S4fStD11mFBAbNpUDJu5yHlSnrMvZ4lmdOaAAJux/0xDb6G22FXccXlXr8rNsNXEvWzkkyRgsEAoGgTKFSqTh45Q7zf/ubCzeTyTi3i/Rj35OfoRYhbdmyJfPnz+fpp592sKUCZ8QsOby8vDwGDBhATEyMrewp07jIZUx+tj7wQNlWg+bvyc/W1y+8c2krLHzUtIiqJMjUokZStfIykT2xe4g6EFXCCU3IS2dESBB7KligBNx1FrywEt76GZ4eY7lxvpXVkbEGvdUpqYDes9ltjt50b32/UR8qVMRnxXMmsewIHTmSM4lnTD72AAlZCYw4MII9sXt0ryB3Me16eKy3+vrxrWyuyYAKWg2BYX+qhc1eWKm+rs1kT1BlokKCSMhLL7I8MSuRqANR+n+jrdBMVJQ4bjYiK0mthH5pa4mPrB6jBQKBQFCmOB2bwqsrTtBvVTQn9+8kfnUkybs+Jz8jhdq1a7Np0yZOnDghHG2BXsxWI/fz8+Ps2bOEh4fbyianwhaqdCb1cC3ewibrbkFEzF4RbfsoXmvSqBMyE0jJScHPzY9PTn1CSo6+lkXg7+rJgX/+wrT4biFV8L+2lVQxLoxvFWjwAlz4sZjScRA8/jI80qNkvbQFyuwKpYJ2G9uRlpNm0i8ozNyn5tKjZg+zvycoyvZr2xl7eKzZ3/N38+fAKwf0ZxeYej1o7u+/t8O5jUUn0MoXRE3vJ+veR2GFbbNamqnF4NrVqUdafqbB3/hS3ZeQyWW0CGlBi9AWts+mMEmZXGpk8OIa8KpQQsTNXn22rXm+pKenP5Rq3EKNXCAQ2IO/4+8x/7e/2XM5gez/LpJ2YA3Zty4DULFiRSZPnsy7775bovuDoHTjFK2/+vXrR+PGjRkxYoQkBjg7tnqwK5QqomOSSbyXTbCPOi1RGy3R9cJuVeqzCXgGFWuZY+NWXpieRq2LyJRUhqSmG19R07YMDNe5F1YrNrdXr5nrLz+7vEiKsjlENo5kSKMhFn1X8ACbngMprh/Q32mg+ESYGRoOy/18WRbob3S9wvi5+zGl9RTbp5frbOkVZNtMnuLjaqGJDINjtERY83xxcXEhLi6O4OBgOnbsyObNm/H395fUPmdEONsCgcCW3EzOYtHuK/x09ha5d26SemgtWf+cAMDT05ORI0cyatQoMf6UUZzC2Z4xYwYLFiygU6dONGvWDC8vryKfDxs2TBLDHE3h1l9Xrlyx34NdKvEzkymI/A47Czd/t7qVVxFRMwOiS5o0al01s6bgp1Bw8MYtw9FtzyB4ZpFafdpgD2QLe2KbQeEI/owTM8g0EFk0RIhnCL+98Juo27YChVJBlx+7kHg/0aLve5Xz4uNWHxPiFWI7UTGjfbuLXbOXtsKvHxoUPVQAT1erQrqLZfYuar9Ip8Nt6j1vEsUnHsJawaeNTI7cW499e9hb81D38/PjxIkT1KtXD7lcTkJCAhUrVrSRpc6DcLYFAoEtuHMvh2X7/+Xb32O5n5pE2tHvyDy3G5VKiYuLC++88w6TJ0+mUiXpspsEzodTONuG0sdlMhnXrl2z2ihnwq4PdqMv2Cbi7gM59x787eYDufd0rCjti6VOUTMdoksKpYKu/+tqUUS7MKviEmmRracFj2cQRF1WiyDFHIa1zxjfYL9fbdLOzJoIvi5WdV1Fi9AWkmzrYeRk/EkG/DZAkm3ZTFTMkms2P1ddi6wnEnzSw4MBlYItNknXRI+p97xVGEsxN3m8MxXbT75psOb58sILL3D06FHq1avHwYMHefLJJ3FzKyn6BrBv3z4pzHUKhLMtEAikJD07j68OXWPlkRgy7t0j/ff/kXH6ZxQFCuO9e/dm9uzZPProow62VGAPbPGMMVuNXIij2ZDYY9Y52oUjucXTUnXVK/tWlixVXF+kWiMstaDdArrU6IJCqeC7v76TxPG84+KCesKg8D4LJhCeWfRAbdjU1mU2aHFmbQRfF3eyTGyVJNCJlMdPIyqmbssmocNtyTXr6qa+7nU6prKC+8VyErIS+PzPz3mi0hM0DW7K/pv7dV7bkh+T+r3UE4L6auH1jXdGIv36KejrHXvMJpNvUrF+/XrWrl3L1atXOXjwII899hienp6ONstknn/+eQ4cOECnTp348ccfHW2OQCB4yMjOU7Du+HU+P3CVlHtZ3Du7k8wTG8jNSAWgdevWzJ8/nzZt2jjWUEGpx6rWX5qguEwmlFklwRpnr3AkF0q+JNbvVfSl1DMIZDJ1j9uYw1aljZ9KOMWUY1MMOpSjD43m3J1z7Ly+U7IIb4W2o+D4V8YnEExtLSRxCyJD7aWsoaJn2U8VtSVSHj+btWWz9JrV65hWJrD1ILiyyiqzVpxbwYpzKwguH0xGXobB1mnTjk0jOz/b8nT74inlw/7UX+qia7yr281gpN8oNph8k5Ly5cszZIhaO+DUqVPMnTu3VNVsDx8+nAEDBrB27VpHmyIQCB4i8hVKNp3+jyV7/iEu7T5Zfx0h8+g33L+rfmbWrVuXOXPm0Lt3b+HfCCTBImd73bp1zJ8/n3/++QdQX5ijR4/mrbfektS4hw4vS5wAHZFcfchd1C+ll7bCz+/pcFLnmhXlNic9WqlSsvaStC9VH/23nXF9lhChKm+41tzUHsgStzgzt72UMWTICPFUOy4Cy2ka3JQQzxASsxIlmQgp3JZNsvR+a67Z4hNr3iHskd1ndvTckutaiCn17im5KYw/Mh6wILVcp6p7wRjV8EXTtmEw0m8CnkHmre9A9u/f72gTzKZ9+/YcOHDA0WYIBIKHBKVSxY4L8SzY9TfXkjLJvnGezMNryfjvLwBCQkKYMmUKAwcOFArjAkkxq882wMKFC3nvvffo0aMHGzduZOPGjXTr1o0hQ4awaNEiW9j4cHBpK/w02Pzvafo+m+oka+ofi6erp8epl+voPauLXdd3MeLACEmdSXNJzEok6uAo9shz1C/g4U/pjs6b2gPZwqikQqngZPxJtl/bzsn4kyiUChRKBSfiTli0PV3ICuwc23KsEEezEhe5C+NajgMeHFcpOHH7BLn5uSWuBYuw9prVTKw1fJE98hyiDo6yWBBOCjTlJLuu7zK+skRjFPAg0u9rgaDNz++Zty8HolAoWLlyJa+//joRERF07NixyD9zOXToEM8++yyVK1dGJpOxZcuWEussW7aMGjVq4OHhQatWrYiOjpbglwgEAoG0qFQqDl25Q69lR4j87gx/Xb5Eyk/TSfh+PBn//YWXlxdTpkzh33//ZciQIcLRFkiORQJpU6dOpW/fvkWWr127lilTppS5mm67iLFYqkBePHXcGOYqHOth1/VdjD40GqUtW5GZiCbau/OFncadUAt6YhenuPJySnYK807OKzLp4OfmBzIs6qOtj1DPUMa2HGv79ksPEVIL1wHIZfIi94UmotshrINlit1WXrNSiRFKhVwmZ/7T8+lSo4vuFSQao0pgRDxO777ApsrkUj1fhg4dypo1a+jZsyeVKlUqkfpo7kT4jh07OHr0KM2aNaNPnz789NNP9O7dW/v5hg0b6Nu3L8uXL6dVq1YsXryYTZs28ffffxMcrBbha9y4Mfn5+SW2vWvXLipXrgzAgQMHWLp0qVk120IgTSAQGCMu7T4xSZlk5OSz6kgMJ64lk38vicxj35F2bg8qpVphfPDgwUyaNImQEGnLCAWlF6dQI/fw8ODChQvUrl27yPJ//vmHhg0bkq1PHbqUYvMHu7UK5OYoaEugyr0ndg8jDjhfj3WTFbrN7YFcCFs4Z8Z4q95bdKjWwXYtph5yNJMn+2/s55vL3yBDJmmNvWZ7fu5+RSZfzEqrtuKalVJ5XUr0tRGzWecAU7dbAtsqk0v1fAkKCmLdunX06NFDQuvUyGSyEs52q1ataNGiBUuXLgVAqVQSFhbGBx98wLhx40zetinOdk5ODjk5Odq/09PTCQsLE862QCDQyYaTNxi3+Twa70aZk0lG9P/IOLWVvAKF8RdeeIFZs2ZRt25dB1oqcEZs4feZnUZeu3ZtNm7cWGL5hg0bqFOnjiRGPVRYq0BujoiPlarcGsEvZ8RkhelC6bV60851YO+0+VDPUBa1X8SYlmNoEdpCONo2wkXuQovQFoxpOYZF7RcR7Gl5ayxdaBz34lkOmrTqPbF7jG/EwmsWnFe5fm70XN0p9rbqHGCx2FkhZXInxs3NrcQEuK3Izc3l9OnTREQ8mCyRy+VERERw/Phxyfc3e/Zs/Pz8tP/CwsIk34dAICj9KJUqNp26ydj/qR1tVX4e6ad+5taXg0g5tpG83Gzatm3LsWPH+PHHH4WjLbAbZgukTZ06lVdeeYVDhw5p5fCPHj3K3r17dTrhpZVly5axbNkyFAoLay5NxVrFW3MUtK1U5ZZa8MsYvm6+dAzryJarW4yua0uFbk3avD149/F3ta2VhINtXyKqR2jTvU/cPsGK8ytsvs+px6ZKq2JeDFPvC59yPtzLs6Y3tXnoFZSzVecAazsNOLky+ciRI1myZAlLly61uXpuUlISCoWiRNplSEgIf/31l8nbiYiI4M8//yQzM5OqVauyadMmWrduXWK98ePHExUVpf1bE9kWCAQCgKzcfP535harj8RwLSkTlUpJ1uXDpB5aR36aeuyuUasuSxbO59lnnxUK4wK7Y7az/cILLxAdHc3ChQu1oin16tUjOjqaJk2aSG2fw4iMjCQyMlKbTmAzLH4JtEBB20pVbntHye7l3mPL1S34ufmRlqu7/tnWCt17Yvcw8uBIm2xbF7X8akmnaC0wG02k217XempuKl+d/4ohjYbYZPumKq/b09HWoPMY26pzgNHtGkHitoBSc+TIEfbv38+OHTt47LHHSgj8bN682UGW6WfPHhOyOgB3d3fc3d1tbI1AIChtJKRns/bYdb6LvkFqVp564e3zxO9eSW78vwC4eAcS0PYNDq2fSVgFHwdaK3iYMcvZzsvLY/DgwUycOJH169fbyqaHC4teAs1T0C4i6vXkYJrunIILsmL7M75Ne/d31jgH6bnpOj+3tUK3I9LmRQ9t58Ce52H95fUMajjIJtewRnk96kCU8ZXtjM5jrFFh39gX9IxRiq6zzBebM7hdQ9imLaDU+Pv78/zzz9tlX0FBQbi4uJCQUDTan5CQQGhoqF1sEAgEDy8XbqWx8kgMv567TZ5CPZZXyIkj7/h6zv9+EACZW3l8W71AQIvnmfNqc+FoCxyKWc52uXLl+N///sfEiRNtZc/Dh9GXSxWUD4T7yQ8W+1Y2WY1Yl6hXSN3HGJecQkTSrRLbVDzak1NxvxMdFw0yaBHSQlszLHV/YlPRty8/dz8mt55sM4Vue6bNG4rQF1dAFynmlmPqsbTntZ6WkyZtj+5iRFSP4O3H3mb1xdU22b65FL7WNecjITOBlJwUAtwDCAmsRNOX1uDy2/gSfbb3tHyLOZeWFh3PTBWb07QBK67urh1fzZ+AdBZWr7bfuXVzc6NZs2bs3btXK5qmVCrZu3cvQ4cOtZsdAoHg4UGpVLH3r0RWHrnGiWsP3ocb+OaRE/09e7duQqVS4erqynvvvce7w0dxDy9qBHlSya+8Ay0XCCxII+/duzdbtmxhxAjnU6Quteh7CdQ41Y/2tEiNeE/sHqIORJVwFhLz7hHl48rCVtOJ8Kis3eaem/uZsqFdkZTtFazAz92PKa2nEFE9wqwomSnKzu4u7uQocgyuo/e7cnc6hHUw+3umOlwJmfZztEF3hF7nZIk5StYCLeYcy8IRYakVynVh6FqzdrJFoVSwPWa7xbaZco8Wb3mmj8LX+v6b+/Wq+4d4hjCuzxIiVOW1494e2X2iDo4qOZ5lJRJ1IIqF7Rea5nDrGk//2qZ//LVR2y9nJiMjg3///Vf7d0xMDGfPniUwMJBq1aoRFRVFv379aN68OS1btmTx4sVkZmbSv39/m9lkNx0VgUDgNGTl5vPj6f9YffQ6MUmZALjKZXSq6UXumc18v/hLbbeCl19+mZkzZ9pNLFIgMBWzW3/NmDGDBQsW0KlTJ5o1a4aXl1eRz4cNGyapgY7Grj09rWjxUxxj/XWL96c2paVXZKNIqvlW48a9G/x45Ueror6al+73G73Psj+XWbwdk1t+oT4mX53/ivWX1heZUNDlcO2J3cO049NIyUmx2DZT0ddDW99kiebYmeRcCADLj6W92r0FuAcwqfUknddA8f0HuAfw8RMf6+9VXQxr239FNo7k87OfA/qzTEwlpHwIL9Z9kfTcdL65/I3BdWXItOfFlH7hoZ6h2vHMIiQcf03FmudL06ZN2bt3LwEBATRp0sSg6M+ZM2fM2vaBAwfo0KHkRGa/fv1Ys2YNAEuXLmX+/PnEx8fTuHFjPv30U1q1amXWfixB9NkWCMo+cWn3WXsslu+jb5B2X12P7evhyktNQsk/v4PPFs4jJUX9ftauXTvmzZtHy5YtHWmyoIzgFH22w8PD9W9MJuPatWtWG+VMlNYH+/Kzy01yYld1XUXT4KZ0+bELifcTTd5+cPlgXqr7Eum56fx67dciTqkpUS5/d38mt55Mh7AOdP1fV4vTdec+NZceNY33lt0Tu4cpx6boFVoDeOPRN6jiU4Vb927x7V/fmm2LuRjqoW3uZIlAP9YeS01keW/sXptfF+89/h4KlQJk4IILy88t13tf9H+sP1HNjWeZbL+2nbGHx5ptS+Hjsv/mfmb/PtvoGFH83tc415ZM0hXe/5nEMyZNGJgz+eYMWPN8mTp1KqNHj8bT05OpU6caXHfy5MnWmOlUlNZnskAgMM75/9JYeeQav56LI1+pfvbVqOBJv9bVUf5zmOlTJxMbGwvAY489xty5c+nRo4dQGBdIhi2eMWalkatUKg4cOEBwcDDly4saCGdlT+wek6PFd7LucCbxjFmONkDi/USW/bmMRe0XMbL5SG2a693su8w7Oc/o91NzUgHr03UrelZEoVRwKuFUiTpzUNdd77+x32gUDbCLgw0PJhoMRaWN1YurUOlvnyQogrXHUqNQ3iK0BW4ubjatff7i3Bcmr7v64mo8XD2o4VuDip4VaRTUiD+T/ixa/+wVQqBHoNl2FC9tiKgewZWUK3zxp2H7lColY1qMoYJHhSIp73ti9/D52c/Nur8LnxdT1eH339j/0NwPhR1oU53p77//nl69epXISBMIBAJHoVCq2HM5gZVHYoiOeVCP3So8kIFtw1H+d47xH7zA2bNnAahSpQrTpk2jX79+uLiIYIPA+THb2a5Tpw4XL16kTp06trLp4ULi1EVzFbTvZt/lbOJZi/c39dhUOrzSQfuCu/2a6bWhc6Pn0iGsAxHVI1jYfmGJdFlDEXJN1CslO4V2OurM3V3ccZG5kJWfZeEvsxx3uTttq7TlTOKZIhF/Pzc/3qz3JoMeN648bapzYe92bKURKY9lVPMoGgQ1YMaJGUXObYB7AD3Ce1DJuxKfn/3cbtddYedX32RVcPlg/Nz9SM9J1+vslohIe4YUKW1QKBV8e9m0yagKHhWKZJsolAqmHJ9icQr67uu7CfM1ra/ytphtjGw+0vpsDweklNuDwYMH06pVK2rWrOloUwQCwUNOZk4+m07dZPWx68TeVT8zXeUynm1UmYFtw8lLvMbYEX3ZvXs3AL6+vowfP55hw4bh6enpSNMFArMwy9mWy+XUqVOHu3fvlhpn++bNm7z11lskJibi6urKxIkTeemllxxtlppLW/WI8sy1WJTHHAVtGTKTotCGKN4n2JyWSYWjiRHVI+gQ1qGIEFRKdgqjDo4CitaKaqJu3cO76+2BbanomhTkKHN4o/4bLGi/wGJhK1OPo2gVZhypj2WXGl3oVK2TznN7Mv6kQyZ4QH89deGsleIOueZemv/0fAI8AvReq2cSz+htwVec4sfxq3NfkZajv3zDGN///b3J6yZnJ1uf7WGDcdlZMLNqTCAQCCTndup91h6/zve/3yA9Ox8Av/LleL1VNfq1rkFOagIfjxuqbTFcrlw5IiMj+eijjwgKCnKk6QKBRZitRj5nzhxGjx7NF198QYMGDWxhk6S4urqyePFiGjduTHx8PM2aNaNHjx6OT6O7tLWg3Vexl5/0OPXyl9eZ/GJXuH3O0dtHTTZBKoXlwn2CNS2TTHX4C0cTNem6KoWCrFOnyb+Tx9KA95h+/0fisx84DCGeIYxuMZq50XMlsd8W3Mm6o/09ltA0uCl+7n56nRRDrcIERTGljZdcJicl23QxPH3n1lkzDWTI8HPzw93VvYQa+9hmo2md4E/+nUTqV6yIZ/OmyIpNCpn6u/zc/YpckwqlwqQSDilZf2k9J+JOFGlbaDISjssCaRFq5AJB6ebPm6msPBLDtvNxKArqscODvBjQpgYvNKtKdkY6s6Z/zGeffUZubi4Ar732GjNmzBDZOIJSjdnOdt++fcnKyqJRo0a4ubmVqN1OTk7W803HUKlSJSpVqgRAaGgoQUFBJCcnO9bZVirUkROdL/4qQAY7x6lb1Bh5UbSXWrIhCvcJ1tRgG1M211A8Cpa+axcJs2aTHx+v/hxYGhBA5vDBxLesSaBHIDKZjOi4aLPrzO2JNRFnlULB0W0raHAmhRRvuBwmQyUvKv6hQqWzVZigJIV1AXQhU6p49GY+my9E4dE2kqd6vovMwjowZ800UKEiNTeVUY+P4pGAR0jOTqaiZ0Xq/HGHxDemcCPlwUSDa2goIRPG49vlgdq5qb/rzXpvWhwRl4p9N/ex7+a+Em0LjSLhuCyQnsjISCIjI7XiNQKBwPlRKFXsvpTAyiPXOHn9wXOmdc0KDGwbTsdHg8nJyeazxQuZPXs2qampAHTs2JF58+bRrFkzB1kuEEiH2c724sWLJTXg0KFDzJ8/n9OnTxMXF8dPP/1E7969i6yzbNkybYuRRo0a8dlnn1kk8X/69GkUCgVhYabV/9mM2GNFUxRLoIL0W+r1wp/Su5a+dkaOoHDkK6J6BAvaLWD0odFGa64LR8HSd+3i1vAPoViqozIlhfJTlhH0YicmNPrLoRMLxrA24py+axcJM2dRMSGB4ZplHrCjhYzNT8q1Tre/m79FPcYfViKqR/BJu0+KXJMypYo+x5T0OKnCJ7tgxa2f8u+CDYR8NKGIs2kqpkTRHcknpz7Rtrqr9s0B4lauKrFOfny8+j5cslh7DEz5Xf5u/gxqOKjIMkdH+tNy0hhxYASL2i8y7nBLNC4LBALBw05GTj4bT95kzbHr3EhWl1aVc5Hx7OOVGdA2nAZV/FAoFHzzzTomTpzIzZs3AXj88ceZO3cuXbt2FQrjgjKD2c52v379JDUgMzOTRo0aMWDAAPr06VPi8w0bNhAVFcXy5ctp1aoVixcvpmvXrvz9998EBwcD0LhxY/Lz80t8d9euXVSuXBlQR9z79u3LV199Jan9FpFhorNoYD2NEJqzvNAXj3xpegDrqqkurnQM6mhuwqzZJRxtDSrA+8e91MiXk1BPLqHl0qHrd5mDZrJBpVJR+BHjmw2vHFbR45SCL7vLiX5ETmpuqlAiN5MAjwCto93ybyXvblfim11yvbyEhBLOpqlYq65vDxKyEtiwfDiVf1Ki91VGpSJh1mx8OnVC5uJi0u+a/OTkEtf9jfQb0v8AC5gTPYcOYR0M35cSjMsCgUDwMHMr9T5rjsbwQ/RN7uWo38v9PcvxRqtq9G1dgxBfD1QqFTt37mTMmDGcP38egLCwMKZPn86bb74pFMYFZQ6znW2Aq1evsnr1aq5evcqSJUsIDg5mx44dVKtWjccee8ysbXXv3p3u3bvr/XzhwoUMGjSI/v37A7B8+XK2bdvGqlWrGDduHIC2HYA+cnJy6N27N+PGjePJJ580um5OzgNxrfR0G6RAeodYvZ45Qmj2QFe9a5caXVgkW1Qizb240jGgrtEuSB3XhcYpeGeXkuhHSqZV25MQzxB6hPdge8x2o7/LGJr69LyEBBJnqycb9P0y7/swcrOSBX0g+hG5w6OGpQ3N8Wr5t5KRm/X3gZcBqFTETZ6CKjsH15AQPJs3Mzm1XJ+6fqhnKN3Du7Pt2jaHlkDIlCoG7jTgaBeQHx9P1qnTeLVSZxEZ+l26rntzWhDamoSsBOOTUxKMy86GQqEgISFBO+lcvXp1ypUr52CrBAJBWeOPGymsPBLDjgvx2nrsmkFeDGgbzgtNq1LeTf38PH36NGPGjGHfvn0A+Pv7M2HCBIYOHSpaCgvKLGY72wcPHqR79+60adOGQ4cOMXPmTIKDg/nzzz9ZuXIlP/74o2TG5ebmcvr0acaPH69dJpfLiYiI4Pjx4yZtQ6VS8fbbb9OxY0feeusto+vPnj2bqVOnWmyzSVR/Uq1umx6H7vpAmfrz6vonBpzN0Zp/cj6dqnUqETnSpTKuS5U7/46JAkxZUO+mikvVHeNsRzaK1LbuGt50uMVq41CyPt0YMtRXy9u7lZysI3Pa+mBnpaJnRWRKFW/vLkgjN7K+MiWF22PGALrrmA1h6Lof3nQ4U45NYcvVLVb8Gsupd1OF333T1i1+X5p6P5vbgtAeGB0zJRiXnY0LFy7QtGlTrajYhQsXHGyRQCAoK+QrlOy6pO6PfTr2QcDlyVoVeOepcNrXDUZeEBiJiYnho48+4vvv1d0l3Nzc+OCDD5gwYQKBgYEOsV8gsBdmO9vjxo1jxowZREVF4ePjo13esWNHli5dKqlxSUlJKBQKQkKKRhJCQkL466+/TNrG0aNH2bBhA48//jhbtmwB4JtvvqFhw4Y61x8/fjxRUQ+ElNLT06Wv8Za7qNvIbOzLAxdKQ4EL0G2OQRGeQA/nGpwKt/Eqjimq3K4VTXccm19Rcam62SZahVwmZ/7T87Xp8WDa79KHvvp0Y8iAoHvQ5k6AUCI3k6bBTXnyTgBB95LM/m6+Banl+q4PF7kLU56cwv7/9lvVEstSmv9j+jWn67405bq3R+aNuWn6FcpXMLyCBOOywHYINXKBwDm4l53HhoJ67P9S1DO35Vxk9GpUhYFtw6lf2Ve7blJSEjNnzmTZsmXk5eUhk8l44403mD59OjVq1HDQLxAI7IvZxa/nz5/n+eefL7E8ODiYpCTzX2JtTdu2bVEqlZw9e1b7T5+jDeDu7o6vry/ffPMNTzzxBJ06dbKNYfV7qdvI+FYquty3stH2Mruu72L0wdEm78rfzZ8QT9unPloSbVcpFGQcP0HG0aPIPDxM+k7PUypa/q0/DdgU/Nz86Fa9G35upqnaFne0rcFYfbopvBncUyiRm4mL3IW3gnta9uWCc5UwazYqCV72XeQuTGk9RVvnb4wA9wDaV21v9X5b/q2k50kTrzsPDzKOHSXj+HGzf7M9Mm/83P1Y0G4BweWDTVo/6kAUy88uR6E08FusGJcFtiUyMpJLly5x8uRJR5siEDyU3EzOYsavl2g9ex8ztl3mv5T7BHiW44OOtTk6tiMLXm6kdbSzsrKYPXs2tWrVYvHixeTl5dG5c2dOnz7NN998IxxtwUOF2ZFtf39/4uLiCA8PL7L8jz/+oEqVKpIZBhAUFISLiwsJCUUjJAkJCYSGhkq6r+LYpc1I/V7qNjKxx9SiO94h6hRFA07UwlMLWX1xtVm7eb7O8zQIaqBTrExKCqc1P+iVfQfXihVL1LyqFAqSln/J3ZUrUWVlmb2vd7erU6nNrd32c/PjzXpvalPBNT3K72Td4ca9G/x45UeT6lGtwVh9uinUzfQ1vpKgBHUzfbB4SlClKlHHbA2GaqBHtxhNgEdAiVTtXdd3MePEDFJyTO8JrkGmVDF4hxmTVNnZJH+5guQvVyDz9KTCwAEEDRmivY8N3eP2KHFIzUnlQtIFchQ5xlcG0nPTWfbnMtb/td5wOzALxmWBQCAoq5yOTWHVkRh2XIijoBybWhW9GNi2Jn2aVsGj3IOxUaFQsHbtWiZNmsStW7cAtYjxvHnz6Ny5syPMFwgcjtnO9quvvsrYsWPZtGkTMpkMpVLJ0aNHGTVqFH379pXUODc3N5o1a8bevXu17cCUSiV79+5l6NChku7LYchdTG4js+v6LrMdbYDVF1fj5267vqTF213pqkWW+/kR8OYbeDZvzr19+0nbtAlVtg4paJP2p1bo7nNMyf/amv4CPKbFGF5/9PUiEeHiKbGDGg6yqg7bFPISrE+vTd20iaAhgy3uB/0wolIoSNm4yertmKovYAqm1kBr6FKjC52qdeJM4hlO3D7BivMrTN5Xn2NKfEys1S6OKiuLpM+WkvTV1/i98AKqrCwy9u1DmfYgDb5wXbu9WqBZMh6m5aQRdSCKhe0X6ne4zRiXHcm5c+cMfv7333/byRKBQFCWyFco+e1iAl8fucYfN1K1y5+qE8SAtuG0q1NRW48Nan2k7du3M3bsWC5evAioBRlnzpzJa6+9hlzunF1kBAJ7YLazPWvWLCIjIwkLC0OhUFC/fn0UCgWvv/46H3/8sdkGZGRk8O+//2r/jomJ4ezZswQGBlKtWjWioqLo168fzZs3p2XLlixevJjMzEytOrmtcLb6MIVSwYwTMyz+vq1qQ4u3u9LbKzstjbvLPueuhPvucVLF5idVRqPbmsmA4o62LqypwzaGJhKYefiw1duSMsL6sJB16jQKCSY6cv79l8zfo81SKDeEudecZv2mwU35+erPJjm0MqWK7qamjxsiO5u0b7/V+VHxunZnboGmQsXc6LnG24E5OY0bN0Ymk6HSUZKiWS561QoEAlNJz85j48mbrD56nVup6tlZNxc5zzWuzMCnwnk0tGRWXXR0NGPGjOHgwYMABAQE8PHHH/P+++/jYWJ5oEBQlpGpdD2lTeDmzZucP3+ejIwMmjRpQp06dSwy4MCBA3To0KHE8n79+rFmzRoAli5dyvz584mPj6dx48Z8+umntGrVyqL9mYsmjTwtLQ1fX9um7hZOaS4e4ToZf5IBvw2w6f4L4+/mj0qmKuKke7l64Sp3JS33wbLCadYqhYJ/O0VYnSJtDlNel3OpuhwvVy8y8zNLvNhrJgMMRrHsQPquXcTPnCWJs6eh8ief4PeMhTXIDyFpv27j9qhRkm3PXIVyW7Andg9RB9SCjrocWk9XT7Lys6gfq2TKd9bpHJiETIZrSAi19+5B5uLCntg9OtPku9boytarW4ukw+sac2zNqq6raBHawuDYa0usfb7ExsaatF716nZWlLQh9nwmCwQPCzeTs1h99DobT90ko6A/dqCXG28+UZ23nqhORR/3Et/5999/mTBhAps2qTPG3N3dGT58OOPGjSMgIMCu9gsEUmGLZ4zFzvbDgi0f7AqlglMJp4iOiyYmPYZT8aeKvHyGeIYwruU4IqpHsP3adsYeHivp/oszpsUYKnhU0L5sAiVeQHUt07yUZv4ezY1+/WxqY3ESx7yBZ4+uNA1uyv6b+03uAWwvNLXpSZ99Jvm2q61dKyLbZmCr67Py4kX4desm+XZNRZ9DO7blWG2Ketb23wiepzsibQsKX5v6HFldy+HB+HI3+y7zTs6zqZ1zn5qLm4tbieMX4B5Aj/AeVPGpQoB7ACFeITZxwIXjaD7imAkE0qBSqThzI4WvD8fw28V4bT12nWBvBrYNp3eTovXYGhITE5k+fTrLly8nPz8fmUxGv379mDZtmvTdewQCO2OLZ4zZaeQPC7ZOI98Tu4cpx6YUiRIXJzErUVtbaEvBIUNp1rrSW/WlvEpZy2oqzR/rgleBPebWv0qBIZEoW0SzNbiGhuLZvJnk2y3LeDZvhtzPr0idsRTcjhqp1hEocLiNiQNKjbHrvkVoCzIfU3ED+znbhccCQy3QDI0vCqWCtRfX2rTu+8a9G3x+9vMS20/JSeHbv4oer8KTn87AjRs3qFatmsnr37p1S3IRU4FAUPrIVyjZcSGer4/E8OfNVO3yp+oE8c5TNXm6TpDO8pPMzEwWLVrEvHnzuHfvHgDdu3dnzpw5PP744/YyXyAodQhnWw+2VCPfE7uHEQdGGF1P8wI47dg0xrUch1wmR6mSNhW0eM21NeTGXpfAItPR5XDasua6OLqE4GReXni3bYNb7Trc/fxzq9p7GSJkwnghjmYmMhcXAvu+RdJnS6XdsFLJrQ9HkB35Dzn//EvW0aMoMzO1H9sj3dzYde/ZvBlyX1+U6ek2s6EwuSamNxvCRe5i87rvNRfXmLzdhKwE48JqdqRFixb07t2bd955hxYtdJ/7tLQ0Nm7cyJIlS3j33XcZNmyYna2UDmfTUREIShtp9/PYcPIGa45e53aaWqDWzVXO842rMKBtOI+E+uj8Xn5+PqtXr2by5MnExcUB0KxZM+bNm0fHjh3tZr9AUFoRaeRGkCydQKmA2GMo7sXR5cKnJObZry6xMMUddqnSrFUKBf907GSTKK4+Avq/TehY26bW60OfEJzNkcupsnCBNooqMA+VQsGVNm1Rpqbab6cFEYIqBcJhjiB91y5uj5+AqtAkgC1xDQ3V1m1bi640eVtMPJqCDAhxD2Bn/aG4+FSyuiWYNc+Xu3fvMnPmTFatWoWHhwfNmjWjcuXKeHh4kJKSwqVLl7h48SJNmzZl4sSJ9OjRw2I7nQmRRi4QmMeNu1msOhrDplM3ycxVT1ZV8HLjrdbVefOJ6gR5l6zHBnWa+datWxk3bhx//fUXAOHh4cycOZNXXnlFKIwLyiSiZtuOFJ5Fv3LlinUH/dJW2DkW0m9z0sOdAZVCpDXWTIrXZkuRZu2Iem2AwIEDCBk92q77dIQQnIYKkZFUfP89EdW2EFvW0BtDSgfUHNJ37eLWsOF23SdIqylQuL7bHrXcxlgVl0CL7BzwrQzd5qp7c1uAFA/1+/fvs23bNo4cOUJsbCz3798nKCiIJk2a0LVrVxo0aGDRdp0V4WwLBMZRqVScik3h68PX2HUpQRsXqBvizTtta9KrcWWd9dgaTpw4wejRozly5AgAFSpUYOLEiQwZMgR3d93OuUBQFnCamu3U1FSio6NJTExEqSwaXZC617ajkCyN/NJW2NgXClIV7ziBk1TBowI9akob5XBEvTZA8spVlG/Y0G6RXpVCQfI36x3iaAPcXbaMtP/9z+Eq2KURXWn/9iQ/Pp47ny3Fq3Vrm9dxa1ApFMRNmmzz/ehCyjGhcJr89mvbJduupWjH8fQ49fj+8jqLHW5rKV++PC+++CIvvviiQ/YvEAichzyFku3n41h5JIZz/z3IoGxXtyLvPBVO29q667E1XLlyhfHjx7N582YAPDw8GDFiBGPHjpW8pFIgeFgw29n+5ZdfeOONN8jIyMDX17fITSuTycqMsy0JSoU6ol2oJrCiE9Sb2UJszbWi7QTcjBE/bTo+nTvb3HlJ37mT+KnTUKSkGF/ZhhTvZywwjsPS/otxd/ly7i5fjktICKEfTbD5+cuMjrZvynwhbDUm2FIs0mQbtOO4CpDBznHwaE+rUsoFAoHAUtKy8vj+5A3WHrtOXKF67BeaVmFAm3DqhOiux9aQkJDA1KlTWbFiBQqFArlcTv/+/Zk6daoQVhQIrMRsZ3vkyJEMGDCAWbNm4enpaQubyg6xxyD9dpFFTbNzCM7PJ9HFRVvLaS80quOaFjtSkn83Sf17HODMKJKTyTp12mZtsFQKBbdGjebejh022b7ZqFQgk5EwazY+nTqJlHIjqBQKEmbNdrijXRhFQgK3hg0n54OhBA0ZYrNzmPV7tE22awr5d5Nsst2mwU0J8QyxqUq5PmQqFSEKBU2zcwotVUH6LfV4H/6UXe0RCAQPN9eTMll9NIZNp/8jq6AeO8jbjb6ta/BGq2pU0FOPrSEjI4MFCxYwf/58Mgs0PZ555hnmzJnDY489ZnP7BYKHAbOd7Vu3bjFs2LAy72hLonyaUVIszAUYfzeFEcFBWqfJHkipOl6chPnzSV65StJtmosUKasqhYLM6JNk/f47AJ6tWqJISSHu44mosrKs3r6kqFTkx8fbdJKhrJB16rTDUseNkfTZUlI2bCR43FgUiXfIvXkTt7AwAl5/Dbmbm6PNs4rbUSPJvnhRck0Fe6iU66Rgsmbs3RR0jqA6xnuBQCCQGpVKRXRMMl8fiWHP5Qf12I+G+jCwbTi9GlfG3dXwe15eXh5ff/01U6dOJaFA2LZFixbMnz+fdu3a2fonCAQPFWY72127duXUqVPUrFnTFvY4DZLUbHvrFkKLyLrPosQkpgQFkiZxRCvUM5Tu4d3ZHrO9iHpviGeIxarjmr7BeQkJKJKTcQ0MxDUkBM/mzUj/7TeHO9pgfcpq+q5dxE2aXCTl9u7y5VZaZXscVStfmnD2Y6RITCQuamSRZYnz5hHY/22rHVXPVq0ceh0nr1yFe716+HXvru097lKhAqBCcTfZ4j7kEdUjWNh+YQmVcn3jnxSEKhSMvZtCRNZ93SvoGe8FAoFACvIUSradU9djn7/1oB67wyMVGdi2Jm1qVzBYjw1qR/2nn35i/PjxXLlyBYBatWoxe/ZsXnzxRaPfFwgE5mO2s92zZ09Gjx7NpUuXaNiwIeXKlSvyea9ejhGJcUqqP6lWq02Pg2LRl4is+3S4cZtTgZXZ0KArx+KPk5lnXlueEM8QxrQYQ4BHAHey7hRRFx/edLhWvdca1XFDolIyPz9UaY5pYVYYXf22zcFRas1S4Mha+dJCqTxGSiXJK1ehUiqtam/n1bIFMi8vu7X80kXcqNHET5qsNzvE0j7kEdUj6BDWQec4V3z8S8lOYW70XBLvJ5q1D+9y3jxXqxedfv+GpslxuOiMosvU43z1J83atlTk5eUxePBgJk6cSHh4uENsEAgEtiM1K5fvom+w7lgs8enqemx3VzkvNKvKgDY1qB1suB5bw9GjRxk9ejTHjx8HoGLFikyaNIl3330Xt1KeSSUQODNmt/4y1FdPJpNZl3bthFgtAa9VI4eiDnfB7GGBiq2mtc3+G/vZ/M9mMvMNvxxHNopk0OODJE8JL4yziEoZRCYzu3+xMjeXlO++Jyc2FlV+Puk//wy5uTY00gbIZLiGhDiklVRpQ9uqLSHBua9lPbg3aYJb1SqUq1wZryeewKtlS7POedrOndz+cIQNLbQSO/UhVygVfHX+K5adXWZwvQD3AJ6p+QwdqnV4MElp4jhuLlK1GPHz8+Ps2bNl2tmWtB2nQFAKiNHUY5/6j/t56nfrij7u9GtdnddbVSfQyzQH+fLly4wfP56ff/4ZAE9PT6Kiohg9erS4hwSCYog+2w5AkoNeqM+2Ajjj4c4d74pUbD6Ipi0/KOEwK5QKTiWcYsNfGzgWd6xIxDvUM9TidHBzUCkU/Nuxk9pBcVJc/P0JnTbVrBf0hLnzSF6zplQ4XXJ/f3Vae3HhOTs5J2UJ7cQRlDyWKtWDY10KkHl5UWnmDPzMaHfnDLoKxnAJCaHOvr02nzzaE7unRPq5dzlvnqv9HJ2qddKZBaRQKjgT/Rl3Tq2gYkYSTbNz1HXbvlWg2xyH9tkG6NevH40bN2bECCeeVJEI0WdbUJZRqVScuJbMyiMx7P3rQT12vUq+DGwbzrONKhmtx9YQFxfHlClT+Prrr1Eqlcjlct555x2mTJlCpUqVbPgrBILSi3C27Yjks+hKBXtOL2POPxtIyEvXLg7xDGFcy3F6nWdNxNvadHBzufPZUpKWGY4A2YOAfv2499tvRdLY5X5+BPZ9yywVZ5VCwfU33yL7jz9sZapk+L/xBr5duuDZvBn39u4tkcZvadrtw46ukgjNsfTp1ImsU6dJ37WL1G+/daCVphPQ/22zUsx1ta5zDQ3Fp2sXUtaus4WJZlMhMpLgD4bafD/mjKu6nPOQcr6Mq/MKEc0irWr3JdVDfcaMGSxYsIBOnTrRrFkzvLy8inw+bNgwi7ftbAhnW1AWyc1X8uu526w8EsPF2w/eETs9GszAtuG0rmW8HlvDvXv3mD9/PgsWLCCroHznueeeY/bs2dSrV88m9gsEZQWncbYPHjzIJ598wuXLlwGoX78+o0eP5qmnyl7bE6kO+p7YPUQdiCqhnKtRCV/YfqHBaLW9nG5na3NVbe1aPJs304or6RNU0oi4FV5HpVCQ8t33ZBw9qlYYd3SquIcHZGcbXa3a2rVFFMZ1/TaROm4Zxo5l5u/R3OjXz+h2At97j+Tlyx2eIeHRqBFerVvj2aolns2acf+Ps2bfJ1mnTpv0m+2FT4/uVJk/3ybXuLnjqLXjtjGker4YSh+XyWRcu3bN4m07G8LZFpQlUrNy+fZ3dX/sxHvqloIe5eS80LQqA9qGU6uit8nbys3NZcWKFUybNo07BcKgTzzxBPPnz6dt27Y2sV8gKGs4hbO9fv16+vfvT58+fWjTpg2gFl346aefWLNmDa+//rokhjkLUhx0hVJB1/911auOq+l/vfOFnTpf/HRGVjxDGNdsDK3v+EvihKkUCpKWf0nS11/DfT1qu/bESE2ypk1X5vHj3D9zhuzLl4uKQLm4gJPpB1RauIA78+brrx0WddgOx2h9d6FzlP7bb9wupiLuTMi8vSnfuDFuYWGUb9SIcpUq6XXAna2mXeZZngoDB1rcg1zXpMLe//brHkf1ZBZZO26bgnAczUccM0FZ4NqdDFYdjeHH0/+RnacEINjHnX5P1uD1ltUIMLEeG9Sp5z/++CPjx4/n6tWrANStW5fZs2fz/PPPC4VxgcAMnMLZrlevHu+++26J2rCFCxfy1VdfaaPdZQUpDvrJ+JMM+G2A0fVWdV1Fi9AWRZbpi6y0+ltFv90Kgu49WKYrvbh42y4Xf38UqalF2nfd272buI8+RulAxeIiGKlJTt+507nsLY5cDkplicWuoaH49uxB8qrV6gWiDtspMVjfjfocAXpV+vWdf2fAJSSE0I8mlLjG9P5mXRTXELAhmvp0386djY5jGqdcV7lAfpA/S56+x++PFH3pNBShtmbcNhVbPNQ1j/Sy+oItnG1BaUWlUnH82l1WHo5h718POiPUr+TLO0+F88zjlXFz1S9CrIuDBw8yZswYoqOjAQgODmbKlCm88847JboFCQQC4ziFs+3u7s7FixepXbt2keX//vsvDRo0INuENNnShBQHfV70PL65/I3R9eY+NZceNXto/9YXWWn5t5KRm9Uv80Vep4o5bLpqNEvg7g45OSb/FmtxCQgoYo/MywtUqiJtgQzVJDu90JNMRsDbb5OyerXOzwACB/Qnfdt2UYftxBiq7wYMqvQH9O+v+/w7EVU+XaLT4S7+m/Xdn/4vvUjSZ0vtZq/M3R2VgXFKM4kAus+N5q8FfeREP1L0ZVZfhHr7te2MPWy8Jr74uG0OUj7U161bx/z58/nnn38AdWRr9OjRvPXWW1Zt19kQzragtJGbr+SXP2/z9ZEYLsep67FlMk09dk2eqBlo9uTYxYsXGTduHL/++isAXl5ejBo1ipEjR+LjY1orMIFAUBJbPGPM7rMdFhbG3r17Szjbe/bsISwsTBKjyhJ7YveY5GgDVPQs2g/4TOKZEo62TKni7d06HG3QvmAmzJrN/T/OkmzKC789He3AQGof2F+irhQwqSY5bedOp3a0Xfz9CZkymcQ5c3WvoFKBTEb6tu3U2vWb0fpagePw7dJFK5pW/Fr9t1OE/siuTMa9HTuosngRcVOmOq3C+e2Jk/Dp1KnINWfoN+talrz+W5SGJvIkxJCjDaBISODWsOHI/f11nhsZoATe3q3kZB0ZKvmD0VOFiviseM4knikSoS4+Huvjxr0bJq1nSxYuXMjEiRMZOnSotrzryJEjDBkyhKSkpIdCpVwgcDaSM3P57vdY1h6P5U5BPXb5ci682Kwq/dvUoKYZ9dgabt26xeTJk1m9ejVKpRIXFxfeffddJk2aRGhoqNQ/QSAQSIDZzvbIkSMZNmwYZ8+e5cknnwTUNdtr1qxhyZIlkhtYmlEoFcyJnmN0PU1kpWlw0yLL72TdKbFuvZuqIqnjusiPjzfN0bYzoZMmIndzKyL+pUHXssKoFApujxtnK9OsorA6etap07pTizWoVOTHx3P/j7NGf7PAschcXEqco8zfo006vy4BgdQ9eoSk5V9yd+XKIpFhZ0CVlsadz78oofyt6zeD7vszdPIkp+vfbWhyQw4E3VOPoZeql4wiFR9vmwY3Jbh8MIn3E0usW5gfr/zIoIaD7NIlQh+fffYZX3zxBX379tUu69WrF4899hhTpkwRzrZAYEf+TVTXY//v9H/k5KuDIyG+D+qx/T1Nr8fWkJaWxty5c1m8eDH3C3R1+vTpw6xZs3jkkUcktV8gEEiL2c72e++9R2hoKAsWLGDjxo2Auo57w4YNPPfcc5Ib6CgKt/6yFF2RaV2oUDG25dgSL2u6IisBGRab41ACBw7A14y+wMW5NXo0ZNsvCm8KXu3aUWHAgCJR6fw7JSdIdGHqegLnwpzzK3NxoWLk+wQNGexc4oMF3F22DI9H6lpcuuDXrRvZA887dbaJLvSNocXHWxe5Cy/VfYllfxpugZiQlVAiKm5v4uLitJPfhXnyySeJi4tzgEUCwcOFSqXi2NW7fH34Gvv/fvCcaFDFl3fa1qRHw0pm12ODWmH8iy++YPr06dy9exeANm3aMG/ePJ33vEAgcD7MdrYBnn/+eZ5//nmpbXEqIiMjiYyM1ObuW4KuyLQu3qr3lk413KbBTQnxDCExK1ErkBaa4hxqwebg/9ZbhIwebfH3lbm53NuxU0KLrKfSwgX49yhZp+la0bTUU1PXEzgXlpzfwk73nc+/4K4T9K/XkDBrdol0cnMIGT0aVW4eKd+YVirjDIQml2zjpSuzCKCabzWTtmnqWG8rateuzcaNG5kwYUKR5Rs2bKBOnToOskpapJgAFwikJidfwdaz6v7Yf8Wr0w5lMoioF8I7bcNpGW5+PTaAUqnU3tMxMTEAPProo8yZM4devXqVWQFEgaAsYpGzLTANU2v+OlTroHO5i9yFcS3HEXUgSq2aq1TS6Q+1212ahlnfCMv70AKkfPe907QkMiZk5tm8Ga6hoUZbR2nqXgWlC2vOr8zFheAPhuLxSF3iJk12inru/Ph4sk6dtqqkwSciolQ5293OqNjcRoVKLtOqkevKLALTx3BT17MVU6dO5ZVXXuHQoUNFWnLu3btXm4FW2pFiAlwgkIq7GTl8+/sN1h2PJSnjQT32y82r0r9NODWCvCze9r59+xgzZgynT58GIDQ0lKlTpzJgwABcXcVru0BQ2jDprg0MDOTKlSsEBQUREBBgcEYtOTlZMuNKO7oi04UxFFHREFE9goXtFzIneg4VLscRVJrSyCVyLHNv3pTIoJK4P/44fj16aFsIKVKSSZgzt0hdrjwgAL9ez+LTsZNRITOZiwshE8arFZGLt0gquG9CJowXYmilFCnOr0aILGn5lySvW4cyLU37mWtoKMHjxuIaEEj+nTu4VKhA1qlT3P36a5uJGVpb0mB0AsLJ8Mt6ULcd4hnC2JZjdWYWgTRjuD144YUXiI6OZuHChWzZsgVQl3dFR0fTpEkTh9omEJQl/km4x6qjMWw+c0tbjx3q68HbbWrwWotq+Hla3m7r/PnzjB07lh07dgDg7e3NmDFjiIqKwsvLcuddIBA4FpOc7UWLFmlbCSxatEikr5hI8ch04Zc1YxGVwkRUj6BDWAfOfb8M+MKWJkuHhI6lm41U7mV+foR//10J+3wKevpaqhTu26ULLFlcsnVUSIho71UGkOL8Fk4tN3atebd+gqDB7/LPk21QZkg/22ZtSUORCYhSwvtVX8Oza1eaBjc1OP5KNYbbkry8PAYPHszEiRNZv369w+wQCMoqKpWKI/8m8fXhGA5eeTA5+XhVPwa2DadHw0qUczG/HlvDzZs3mThxIuvWrUOlUuHq6sqQIUOYOHEiwcHBUvwEgUDgQMzus/2wIUW/tT2xe5gTPaeIWFqoZ6g2oqJSKExy7jJ/j+ZGv34W/xZ7ImXfaGVuLn83bgJKpQSWPUBXr2EpMfW8Ckon9j6/6bt2GezvbQmuoaHU3rtHErt19el2VqqtXas3dV7Xed37336DY7ilSNXP08/Pj7NnzxIeHm7xNkoLos+2wF5k5z2ox/474UE9dpf6IbzzVE2aVzec6WmM1NRUZs+ezZIlS8gpyFx66aWXmDVrVon2ugKBwD44RZ9tFxcX4uLiSsy23b17l+DgYCFeogNNZPpM4hnuZN2homdFbURF1wuqPke1fJPGuAQEoLBTb1tjyL28UGZmPvjbjHRrs/bj5kZg/7cNqh57tGyBq58/WceOFbFJF1JOBBhCXxslQdnA3udXX0RdFzIvL9xr1yL7z3MG15OypKFwn+57+/aRvnVrkbFK5uWFysi9aQ/kfn6olApUCkWJ365vPG45YTy/vfCbzjHcGejduzdbtmwRLb4EAglIyshh/YlY1p+IJSkjFwBPNxdebh5G/zY1qF7BupTunJwcli1bxowZM0gpGCOffvpp5s2bR6tWray2XyAQOBdmR7blcjnx8fElnO3bt29Tq1Ytbf+/soItZ9H1RqoKZkqrLFmsdQidKmpUUItda9dv3P/jrN0iewnz55O8ek3RCLdcTmD/t7Vq55qoVF5CAorkZFwDA3GpWBFQobibLCLMglJP4cirS4UKgIr8O0na612jkyBzUU/m6RJjc/H3J3TaVLtmdpRv0pirXbo6xxhGyUk3c8ZjqZDq+TJjxgwWLFhAp06daNasWYn6zmHDhllrqtMgItsCW3El4R4rD8fw09lb5BbUY1f2U9djv9KiGn7lLa/HBrXC+HfffcfHH39MbGwsAPXr12fu3Ln07NlTlGgKBE6ALZ4xJjvbn376KQAjRoxg+vTpeHt7az9TKBQcOnSI69ev88cff0himLNgqwe7SqHg304RBl88XUNDqbXrN+5+9TVJn30m2b6tRiazyYunKShzc0n57ntyb97ELSyMgNdfQ+7mZnc7zEGpVJKbm2vx91UKBfcvXESRnIxLYCDlGzwmJgusQMrjWa5cOVyc/FyoFAoyo0+S9fvvAHi2aolXy5YOuYbSd+3i1rDhdt+vIYI+GEqFQYMMTwQUTDBKlXKvQarni6H0cZlMxrVr1yzetrMhnG2BlKhUKg79k8TKIzEcKlSP3aiqHwOfqkn3BqFW1WNr2L17N2PHjtW+I1euXJlp06bRr18/oTAuEDgRDnW2NQ/z2NhYqlatWuQF083NjRo1ajBt2rQykwJTuKfnlStXJH+wm1p/Lff3d4oWQRrslYJdVsjNzSUmJgalhfXmyvv3UaSlg7JQeYbcBRc/X+Tly0tk5cODLY6nv78/oaGhIiphImk7d3I7aqTkGgzWIA8IQGlCeY6hWm9LkOKhrlKpuHHjBsHBwZR/CMYE4WwLLCUu7T4xSZmEB3kR4OnGlj9usepoDFcS1MKTchl0fSyUgW3DaWZlPbaGs2fPMnbsWHbt2gWAr68v48aNY/jw4Xh6elq9fYFAIC0OrdmOiYkBoEOHDmzevJmAgABJDHBWbNnTU6FUcOXfE3iYsK4zOdpBHwwlaMgQEVU1EZVKRVxcHC4uLoSFhSGXmzc7rrh3j7y4OKgQqPPzckFBuBR0CRAYR+rjqVKpyMrKIjExEYBKlSpJYmdZx69bN2TArQ+dp77YFEcbIDcxAWdrwKNSqahTpw4XL16kTp06jjZHIHBKNpy8wfjN51GqQIa6BjszVz3p6uXmwistqtG/TQ3CAqVxgGNjY/n444/59ttvUalUlCtXjvfff5+PP/6YoKAgSfYhEAhKB2bnruzfv98Wdjw0aJTJK1yNY4qjjTEREc22jPz8fLKysqhcubLZM9gqlYqc2FiDDrosORn3oCARUTUBWx1PTSQxMTGR4OBgp08pdxZ8u3WDT+XOo0NhIuMvz+PFx8tbpUAuNXK5nDp16nD37l3hbAsEOohLu691tAFUQGauglBfDwa2DeeVlmH4elhXj60hOTmZWbNm8dlnn2nLx1599VVmzpxJzZo1JdmHQCAoXZjtbA8YMMDg56tW6VeMftjZE7uHqANRqFCRGCYjrTz4OZmenMzTk8D+b+PZvLkQFLMSjTK/mwU15crMLFR5eQbXUeXloczMwsXb2WJtzoctj6dmIiUvL08422ZQWL1cI/aWdeoUKevXo0xLc7R5JUjzhOMVUzl2IIqF7Rc6lcM9Z84cRo8ezRdffEGDBg0cbY5A4BSoVCpOXk9h9vbLWke7MJ+89Dht61SUZF/Z2dl89tlnzJo1i9SCjMQOHTowb948mjdvLsk+BAJB6cRsZzulWLpdXl4eFy5cIDU1lY4dO0pmWFlDoVQwJ3oOKtQjvkou43ADGc+cdJ425zIvL+oeP+b0gmOlDUsiz6p8w46hues97NjyeIrMAssp3j7Nu/UTBA1+l3/btXeaFocaDteXoZSrU1DnRs+lQ1gHp2n91bdvX7KysmjUqBFubm4lareTk5MdZJlAYH8UShW7L8Xz5aFr/HEjVec6LjIZtYK9dX5m1r4UCr799ls+/vhjbt68CUDDhg2ZO3cu3bp1E88HgUBgvrP9008/lVimVCp57733qFWrliRGlUXOJJ4hISuhyLJTdZzL2VZlZnL/j7OiN7QTIHM1LaXN1PUedsTxLD3c/+Os0znaAKfqql+aVaiIz4rnTOIZWoS2cLBVahYvXuxoEwQCh5Odp2DzmVt8dfgaMUmZALi5ynmxWVUq+3mwaPc/KFQqXGQyZvVpQCU/ywUFVSoVv/32G2PHjuXcuXMAVK1alenTp/PWW2+JLCeBQKBFkn4DcrmcqKgo2rdvz5gxY6TYZJnjTtadEssuh8lI8oHAe2B9YwlpyL9T0k6B/ZF7eSIrV85g6rOsXDnkXvZRM23fvj2NGzfWvtTXqFGDDz/8kA8//NAu+7cWZzueAv042xikBJJ91ON1YXSN6Y6inwmdLUo7hTuECASFSc3KZf2JWNYcu05ShrpO2tfDlb6ta9DvyRpU9HEH4IVmVbmelEWNIE+rHO3Tp08zZswY9u3bB4Cfnx8TJkzggw8+eCg6AggEAvOQzMe7evUq+fn5Um2uzFHRs2RdkEouY01nOTLUL3TOgGtFaeqXBNYhk8koFxpqcJ1yZbzd1KZNm3j00Ufx8PCgYcOGbN++3eh3Dhw4QNOmTXF3d6d27dqsWbMG0H08P/n6azwbNmT03LlA2T+epQVnGoOUqNPG13SWo5IXvTZ0jemO5OrVq3z88ce89tprWoX8HTt2cPHiRQdbJg2RkZFcunSJkydPOtoUgZNwK/U+0365xJNz9vHJriskZeRSxb88k56pz/HxnRjV9RGtow1Qya88rWtVsNjRjomJ4fXXX6d58+bs27cPNzc3oqKiuHr1KmPGjBGOtkAg0InZke2oqKgif2vaG23btu2hmF23lKbBTQnxDCExK1Fbtw0Q/YicBX3g7d1Kgu450ECZDNeQEDybN3OgEYLCuPj54QZk347j1K0M7txXULG8C82reONRuRIuErekcyaOHTvGa6+9xuzZs3nmmWf47rvv6N27N2fOnNErABUTE0PPnj0ZMmQI3377LXv37uWdd96hUqVKdO3aVXs88+LjOfnHH6z88Uca1q0LcjluYWFl+niWJjybN8M1NJT8hARQ6SizkcmQ+/mpRdR0fS4hyT5qRzv6kQfz0jJkhHiG0DS4qU33bQ4HDx6ke/futGnThkOHDjFz5kyCg4P5888/WblyJT/++KOjTRQIJOPS7XRWHLrKL+fiUBQonz0a6sOQdrXo+XglyrlImyuYlJTEzJkzWbZsGXkF2VFvvPEGM2bMoEaNGpLuSyAQlD3Mdrb/+OOPIn/L5XIqVqzIggULjCqVO4LU1FQiIiLIz88nPz+f4cOHM2jQILvb4SJ3YVzLcUQdiEKGDBUqZEoV9W6qKJcv4/Oect5r/D6PXs/n7vLl0u8/MBC/53uTvGq1ekHhl9SCaF7IhPFCddzJ2H0ziym/3CI+LVu7LNQvjSnP+tHNRs5hZmYm7733Hps3b8bHx4dRo0bZZD+GWLJkCd26dWP06NEATJ8+nd27d7N06VKW67k/li9fTnh4OAsWLACgXr16HDlyhEWLFtG1a1dAPYGRJZczsOczfLl0KbMWLMDF31842k6EzMWFkAnjuTX8Q/XYpGOsqjRtKgBxk6eY3CPbHNJf68pi1W6QgV8m1I9VqtPIC1rHjW051mnE0QDGjRvHjBkziIqKwqdQr/iOHTuydOlSB1omEEiDSqXi+NW7LD90jUNXHpRwtKldgcFP1+KpOtK3wczKymLJkiXMmTOH9PR0ADp37szcuXNp0qSJpPsSCARllzLfZ9vHx4dDhw7h6elJZmYmDRo0oE+fPlSoUMHutkRUj2Bh+4XMiZ5D9T/ieHuXkqCMB5+77N+E+/hxhqM6FhI8bhz+vZ6lfKNGJXrbuoaEiD7aTsjOC3G8t/4Mxa+ChLRs3lt/hi/ebEq3BpUk3+/o0aM5ePAgP//8M8HBwUyYMIEzZ87QuHFjk7fx7bffMnjwYIPr7Nixg6eeekrnZ8ePHy+RRdO1a1e2bNmid3vHjx8nIqJoO6auXbuWqCsfOnQoPZ99hq69ezN78WKROu6E+HbpAksWGx2rVNk53JZSJ6Qgw+fRFl34aOpRXNIeDNBJPrClpz/d+09xqrZfAOfPn+e7774rsTw4OJikpCQHWCQQSEO+QsmOC/F8eegqF26pHV65DHo0rMTgp2vRsKr0E6UKhYK1a9cyadIkbt26BUCjRo2YN28eXcR7kkAgMBNJBNKcGRcXF20f3JycHFQqFSobpx4aIqJ6BM3/yuf25hElPlMkJHD7wxH4dO/OvR07JN1vuZAQoGRvW9FH2zlRKFVM/eVSCUcbQIW6jnTqL5foXD8UF7l0zmJGRgYrV65k/fr1dOrUCYC1a9dStWpVs7bTq1cvWrVqZXCdKlWq6P0sPj6ekIJrVkNISAjxhRwvU7+Tnp7O/fv3KV++PD/88ANnzpwRdZ+lAFPGKtdi59tqVCpcK1XidtRIio+IFe7BOxuSqfKkEqpLu1tr8ff3Jy4ujvDw8CLL//jjD4P3mUDgrNzPVbDp9E2+OnyNm8n3AfAoJ+eV5mEMbFuTahWkF7NUqVRs376dsWPHarUOqlWrxsyZM3n99deRy51FylYgEJQmTHK2mzRpYnL058yZM2YZcOjQIebPn8/p06eJi4vjp59+onfv3kXWWbZsGfPnzyc+Pp5GjRrx2Wef0bKl6e2pUlNTadeuHf/88w/z588nKCjILBulRKVQkDBpCoaOpj5H2yUkBM+mTc1zxHXUYhfvbStwPqJjkokrlDpeHBUQl5ZNdEwyrWtJl6Vx9epVcnNzizjKgYGBPPLII2Ztx8fHp0g6qzNw8+ZNhg8fzu7du/Hw8HC0OQITMDZWGa3v1kNA//7c27GjSNRcQ3axUimtLQAqFQmzZuPTqZNTTVC++uqrjB07lk2bNiGTyVAqlRw9epRRo0bRt29fR5snEJhMcmYua49dZ93x66RkqeujAzzL0e/JGvRtXYNALzeb7Dc6OpoxY8Zw8OBB9T4DAvjoo4+IjIwUzwuBQGAVJjnbxZ1fKcnMzKRRo0YMGDCAPn36lPh8w4YNREVFsXz5clq1asXixYvp2rUrf//9N8HBwQA0btxYpxL6rl27qFy5Mv7+/vz5558kJCTQp08fXnzxxRIRMHuRuWmxWtjHTLy7daXKvHlc7dLV9C+JWuxSS+I9/Y62JevZG2vTyENDQ0lIKNqXPiEhgVADCu36vuPr60v58uU5ffo0iYmJNG36QNhKoVBw6NAhli5dSk5OjuiNWsowWN+t90sy7u3YQc0d27k5eAj3o6PN2md+fDxZ//sUr5dLZic5ilmzZhEZGUlYWBgKhYL69eujUCh4/fXX+fjjjx1tnkBglBt3s/j6yDU2nrpJdp66P0u1QE8GPRXOi83CKO9mm7H56tWrTJgwgY0bNwLg7u7OsGHDGD9+PAEBATbZp0AgeLgwydmePHmyzQzo3r073bt31/v5woULGTRoEP379wfUIkjbtm1j1apVjBs3DoCzZ8+atK+QkBAaNWrE4cOHefHFF3Wuk5OTQ05OjvZvjSiGJFzaStbGRYD5Eb+Mnb9xG5nOSIw+RC126SXYx7SZdFPXM5VatWpRrlw5fv/9d6pVqwZASkoKV65coV27diZvx9o08tatW7N3794i9da7d++mdevWBr9TvD1Y4e906tSJ8+fPF/m8f//+PProo4wdO1Y42qUUffXdelGpyI+P5582bVFlZVm0z/wdc6FBLajfy6LvS42bmxtfffUVkyZN4vz582RkZNCkSRPq1KnjaNMEAoOc+y+VLw9dY8f5OAqExWlYxY/B7WrS7bFQXCVWFteQmJjI9OnTWb58Ofn5+chkMvr27cu0adO0zz6BQCCQAotrtk+fPs3ly5cBeOyxx2yizJibm8vp06cZP368dplcLiciIoLjx4+btI2EhAQ8PT3x8fEhLS2NQ4cO8d577+ldf/bs2UydOtVq20ugVMDOseSmW/5Cf2/nTpPW83/jDXy7dBG12KWYluGBVPLzID4tW2fdtgwI9fOgZXigpPv19vZm4MCBjB49mgoVKhAcHMxHH31kdq2atWnkw4cPp127dixYsICePXvyww8/cOrUKVasWKFdZ/z48dy6dYt169YBMGTIEJYuXcqYMWMYMGAA+/btY+PGjWzbtk1rU/G2YV5eXlSoUEFvOzFB6aBwfXf6rl2kfvut0e9Y6mgD5N5zhZ3j4NGe4ESq5GFhYYSFhTnaDIHAICqVikP/JPHlwascu3pXu7xd3YoMbleT1jUr2Ey4MjMzk0WLFjFv3jzu3VP3W+3WrRtz5syhUaNGNtmnQCB4uDHb2U5MTOTVV1/lwIED+Pv7A+qa6A4dOvDDDz9QsWJFyYxLSkpCoVDoFD3666+/TNpGbGws7777rlYY7YMPPqBhw4Z61x8/fnwRFeT09HRpXl5ij6FKvU1mgu3T1327dBE12aUcF7mMyc/W5731Z5BBEYdb8woy+dn6koqjaZg/fz4ZGRk8++yz+Pj4MHLkSNIsKH2whieffJLvvvuOjz/+mAkTJlCnTh22bNlSxCmOi4vjxo0b2r/Dw8PZtm0bI0aMYMmSJVStWpWvv/5a2/ZLULYpXN9tirNtOSpS/i1PUP1byGKPQbjuUgiBQFCUPIWSX8/d5suD1/grXu3ousplPNuoMu8+XZN6lXxttu/8/HxWr17N5MmTiYuLA6Bp06bMmzdPKwYqEAgEtsBsZ/uDDz7g3r17XLx4kXr16gFw6dIl+vXrx7Bhw/j+++8lN9IaWrZsaXKaOajrddzd3Vm2bBnLli1DoVBIY0hGAreO+6PMs2EURIcYmqD00q1BJb54sylTf7lURCwt1M+Dyc/Wt0nbL1BHt7/55hu++eYb7TJNv2sN169ft8m+C/PSSy/x0ksv6f18zZo1JZa1b9+eP/QIXOniwIEDFlgmcGYsFU0zHRmKbFeSLnlTMSPB+OoCwUNOZk4+P5y8ycrD17hd8CzzdHPhtZbVGNA2nCr+5W22b5VKxS+//MK4ceO02Zg1atRg1qxZvPLKK0JhXCAQ2Byzne2dO3eyZ88eraMNUL9+fZYtWyZ5/8GgoCBcXFzMFkqSgsjISCIjI0lPT8fPz/o+jgkbDnPvpoQPlOJiQEIMrUzSrUElOtcPJTommcR72QT7qFPHbRHRFgjKAhaJpllA0gUf3P+8ha/+RCmB4KEm8V42a49d55vjsaRnq0Vsg7zd6d+mBm+2qo6fZzmb7v/EiROMHj2aI0eOAOrOGh9//DHvv/8+7u7uNt23QCAQaDB7Sk+pVFKuXMkBsly5ciiVSkmM0uDm5kazZs3Yu3dvkf3v3bvXoFCSs6HMzSV58x4w2PDLdII++KBEf1nXkBCqLFksxNDKIC5yGa1rVeC5xlVoXauCcLQFAiP4dulClSWLS4yTcknVhWUkfP0TKqmynwSCMsK1OxmM33yetnP3s2z/VdKz86kZ5MXsPg05MrYDkR1q29TRvnLlCi+++CKtW7fmyJEjeHh4MG7cOK5evcqIESOEoy0QCOyK2ZHtjh07Mnz4cL7//nsqV64MwK1btxgxYoRFdS8ZGRn8+++/2r9jYmI4e/YsgYGBVKtWjaioKPr160fz5s1p2bIlixcvJjMzU6tObiukTCNP+e57kGgiwjU0lKAhgwkaMpisU6fJv3MH14oVhRiaQCAQFKKwaJpmnCzfpDFXu3SVLMU8Pz6BrFOnnUIjIzU1lejoaBITE0tMfIte2wJ7cOZGCl8evMquSwna26tJNX8GP12LzvVDbD5RnJCQwLRp0/jyyy9RKBTI5XLefvttpk6dStWqVW26b4FAINCH2c720qVL6dWrFzVq1NAKh928eZMGDRqwfv16sw04deoUHTp00P6tESfr168fa9as4ZVXXuHOnTtMmjSJ+Ph4GjduzM6dO23eJ1vKNPLcmzelMUomK5Im7gwveAKBQOCsFBZN06BNMZeI/Dt3JNuWpfzyyy+88cYbZGRk4OvrW0TJWdPSSCCwBUqlin1/JbLi0DWirydrl0fUC2Zwu1o0rx5gM2VxDRkZGSxYsIBPPvmEjIwMAHr27MmcOXNEpwmBQOBwzHa2w8LCOHPmDHv27NEqgterV4+IiAiLDGjfvj0qIxGGoUOHMnToUIu27wy4SaBmLvP0pPKc2SJNXCAQCKxA05f79rjxVrX/0uAqYQcOSxk5ciQDBgxg1qxZeHp6OtocwUNATr6Cn8/eZsWha/ybqHZwy7nIeL5JFQY9VZM6IZa3fjSVvLw8Vq5cyZQpU7TaPi1atGDevHm0b9/e5vsXCAQCU7Coz7ZMJqNz58507txZanucBinTyANef43EefOsSiWX4qVQIBAIBGokcbRDQ52i+8OtW7cYNmyYcLQFNic9O4/vfr/B6qMxJKTnAODj7srrT1Sj/5PhhPp52NwGlUrFli1bGDduHFeuXAGgVq1azJo1i5deesnmkXSBQCAwB5MF0o4fP86vv/5aZNm6desIDw8nODiYd999l5ycHMkNdBSRkZFcunSJkydPWr0tuZsbgf3ftm4jMhkJs2YLMR6BQCCwApVCQcKs2ZJsy1m6P3Tt2pVTp0452gxBGSY+LZvZ2y/z5Ox9zNnxFwnpOYT4ujOhx6McHd+R8d3r2cXRPnr0KG3btqVPnz5cuXKFoKAgPv30Uy5dusTLL78sHG2BQOB0mBzZnjZtGu3bt+eZZ54B4Pz58wwcOJC3336bevXqMX/+fCpXrsyUKVNsZWuppnyjRsg8PXVHU1xdIT/f8AZUKvLj451GjEcgEAhKI1mnTpMfH2/ayu5ukJOr8yO5v790RllJz549GT16NJcuXaJhw4YlOob06tXLQZYJSjtXEu6x4tA1fj57izyFuuSvTrA37z5dk+caV8HN1T59qv/66y/GjRvHzz//DED58uWJiopizJgx+Pr62sUGgUAgsASTne2zZ88yffp07d8//PADrVq14quvvgLUtdyTJ08uM862lGnk6bt2qQV59NWmG3O0C6/qBGI8AoFAUFoxawzV42gDKNPS1OO6E7RcHDRoEKCeFC+OTCaT5DnmaKR8JgsMo1KpOHldrSy+969E7fKW4YEMfromHR4JRm6nFpRxcXFMmTKFlStXahXGBw4cyJQpU7QdcQQCgcCZMXlKMiUlpYgC+MGDB+nevbv27xYtWnBTKtVtJ0CqNHJtyqIEbWbAOcR4BA8f7du358MPP9T+XaNGDRYvXuwwewQCS5FsDC0Y052hvEepVOr9V1acUylLuwS6UShV7LwQx/OfH+PlL4+z969EZDLo9lgom99/ko2DW9OpXohdHO179+4xadIkateuzYoVK1AoFPTq1Yvz58+zYsUK4WgLBIJSg8nOdkhICDExMQDk5uZy5swZnnjiCe3n9+7dK5G6JjAzZdEQMpnTiPEIBPZg06ZNPProo3h4eNCwYUO2b99u9DsHDhygadOmuLu7U7t2bdasWVPk89mzZ9OiRQt8fHwIDg6md+/e/P333zb6BQJnxLN5M1xDQ0GK2s5C5T0CQWklO0/Bd7/fIGLhQYasP8PZm6m4ucp5vVU19ka1Y/lbzWhaLcAutuTl5bFs2TJq1arF9OnTycrKolWrVhw6dIiff/6Z+vXr28UOgUAgkAqTne0ePXowbtw4Dh8+zPjx4/H09OSpp57Sfn7u3Dlq1aplEyNLMxalfRd/CSz421nEeAR2RqmAmMNw/kf1f5VlI1JliGPHjvHaa68xcOBA/vjjD3r37k3v3r25cOGC3u/ExMTQs2dPOnTowNmzZ/nwww955513+O2337TrHDx4kMjISE6cOMHu3bvJy8ujS5cuZGZm2uNnCZwAmYsLIRPGF/yhe6w1F2co7zl48CDPPvsstWvXpnbt2vTq1YvDhw872iyBE5OalcvSff/Qdu4+Jvx0npikTHw9XBnaoTZHx3Zk1vMNqVnR2y62qFQqNm3aRP369Rk6dCh37tyhTp06/Pjjjxw/frzI+6ZAIBCUJkyu2Z4+fTp9+vShXbt2eHt7s3btWtzc3LSfr1q1ii6iB3QJzE1ZDPrgA1I3bSoSDXcNCSFkwniH1wUKHMClrbBzLKTffrDMtzJ0mwv1bSN6lJmZyXvvvcfmzZvx8fFh1KhRNtmPIZYsWUK3bt0YPXo0oB5/du/ezdKlS1m+fLnO7yxfvpzw8HAWLFgAQL169Thy5AiLFi2ia9euAOzcubPId9asWUNwcDCnT5/m6aeftuEvEjgTml7bCbNmlxhr/V96kaTPlpq1PUeX96xfv57+/fvTp08fhg0bBqhVmzt16sSaNWt4/fXXHWqfwLm4lXqflYdj+OHkDbJy1ZO3VfzLM7BtOK+0CMPL3aKusBZz6NAhxowZw++//w5AcHAwU6ZM4Z133hEZkwKBoNRj8ogaFBTEoUOHSEtLw9vbG5diEdZNmzbh7W2fGVB7IJUYiyZl0WgquUyGa0gIQUMGEzRksDr9/M4dXCtWxLN5MxHRfhi5tBU29gWK1funx6mXv7zOJg736NGjOXjwID///DPBwcFMmDCBM2fO0LhxY5O38e233zJ48GCD6+zYsUNvtOL48eNERUUVWda1a1e2bNmid3vHjx8nIiKixHcK15oXJy0tDYDAwECDtgrKHr5duuDTqVOJsRYgddOP5CckGNfaKBi3HV3eM3PmTObNm8eIESO0y4YNG8bChQuZPn26cLYFAFy6nc6KQ1f55VwcCqX62n401Ich7WrR8/FKlHOxj7K4hosXLzJu3DhtW1kvLy9GjRrFyJEj8fHxsastAoFAYCvMnr708/PTubysvaxGRkYSGRlJenq63t9sCpqURYNq5AUUThMX7b0ecpQKdUS7uKMNBctksHMcPNoT5NJNxGRkZLBy5UrWr19Pp06dAFi7di1Vq1Y1azu9evWiVatWBtepUqWK3s/i4+OLCDKCWjci3sCklb7vpKenc//+fcqXL1/kM6VSyYcffkibNm1o0KCBQVsFZROZi4vOsVY7Zstk+sdtJyrvuXbtGs8++2yJ5b169WLChAkOsEjgLKhUKo5fvcvyQ9c4dOVBuUOb2hUY/HQtnqoTZPfe1Ldu3WLy5MmsXr0apVKJi4sLgwYNYvLkyYSGhtrVFoFAILA19s0Vekjx6dSJoKFDSV63DmVBJK0wrqGhIk1cUJTYY0VTx0uggvRb6vXCpatlu3r1Krm5uUUc5cDAQB555BGztuPj4+P0kYnIyEguXLjAkSNHHG2KwMnQl2ZeGLm/P6GTJznFuB0WFsbevXupXbt2keV79uwhLCzMQVYJHEm+QsmOC/F8eegqF26lAyCXQY+GlRj8dC0aVrU8iGApaWlpzJs3j0WLFnH//n0Ann/+eWbPnm32M0YgEAhKC8LZtjHpu3aVeGGT+fri06kj3q2f1KYgOjoyInAyMhKkXc/OWJtGHhoaSkJC0d+WkJBgMOqh7zu+vr4lotpDhw7l119/5dChQ2ZH7QUPB8XTzHNiYkj97jsUKSkAKFNSSJwzF5lc7nCHe+TIkQwbNoyzZ8/y5JNPAuqa7TVr1rBkyRKH2iawL/dzFWw6fZOvDl/jZrLaofUoJ+eV5mEMbFuTahU87W5Tbm4uy5cvZ9q0ady9exeANm3aMG/ePO31KhAIBGUV4WzrQYqa7fRdu3Smj6vu3SN9y8/4dOgg0sUFuvEOMb6OOeuZSK1atShXrhy///471apVAyAlJYUrV67Qrl07k7djbRp569at2bt3b5F66927d9O6dWuD3yneHqz4d1QqFR988AE//fQTBw4cIDw83MgvETzMaNLM03ft4u7nn5cYy/MTEtRj/JLFDnW433vvPUJDQ1mwYAEbN24E1AKBGzZs4LnnnnOYXQL7cTcjh3XHY1l3/DopWXkABHq50bd1dfq2rkGgl5uRLUiPUqlk48aNfPTRR1y7dg2ARx55hDlz5vDcc8/ZPX1dIBAIHIFwtvVgbc22SqEgYdZs3fV+KhXIZCTMmo1Pp04iqi0oSfUn1arj6XHortuWqT+vLm1UwNvbm4EDBzJ69GgqVKhAcHAwH330EXK5ecI51qaRDx8+nHbt2rFgwQJ69uzJDz/8wKlTp1ixYoV2nfHjx3Pr1i3WrVsHwJAhQ1i6dCljxoxhwID/t3ffYVFcbR+Af0tZOijSlaaigiColKBRMBAbQY3G1xijIIZYMIrYwIKFWIktgr2gUV+ixpagsYNGEQUhgmJD7DRFqQqye74/eNnPdenssgs893XtpTtz5sxzZtjZPVOe44MLFy7g4MGDiIqKEizj5+eHAwcO4Pjx49DQ0BA8A66lpSVy9ZsQoOkcy7/++mt8/fXXUls/kY4nr4uw43I6DiU8w/sPfACAibYqfPuY45uexlDhSudv8uLFi5gzZw7i4+MBlN95tGTJEvj4+EBBgX56EkJaDjriSUhxfEL1GcgZQ1lmJorjE+jqNhElJ18+vNfBcQA4EO5w/+9qwMCVYk2OViE0NBSFhYXw9PSEhoYGZs6cKcja3Vh69eqFAwcOYMGCBZg3bx4sLCxw7NgxoURmGRkZePr0qeC9ubk5oqKiMGPGDGzYsAHt2rXDjh07BMN+AcDmzZsBAK6urkLr2717N7y9vSXaJtI00bGcyKJbz99i66VHOJWcgf8lFodNWy1MdGmPgV0NoNDImcUrJCcnY+7cuTh16hSA8hO4c+bMQUBAANTU1KQSEyGESBN1tiWkLCen5kJ1KEdaIKsh5cN7VTrO9kqJjbOtrq6O3377Db/99ptgWsV41xUeP34skXV/bOTIkRg5cmSV8yMiIkSmubq6IjExscplWE1DORHyCVk9lmtra+P+/fvQ0dFB69atq70lNzc3txEjI5LCGEPM/RxsjXmE2EevBdNdOuliokt7OLdvI7Vbs589e4bg4GDs2bMHjDEoKChg4sSJCA4Ohp6enlRiIoQQWUCdbQlR0NUVaznSQlkNKR/e68nV8mRo6vrlt45L4Io2IUSUrB7L161bJ3hUY926dfT8azP2gcfHX7deYmvMI9zNLAAAKMhxMMTWCL5928PSUFNqsb19+xYrV67Ehg0b8P79ewDlJ0qXLVsGCwsLqcVFCCGygjrbEqJq3xMKBgYoy8qq/Fk/DkeQiZyQasnJi3V4L0JI7cnqsdzLy0vwf3oEonkqLClD5PWn2PVPOl7mlXdkVbnyGO1oAp/PzdG2lfTyTJSUlCA8PBzLli0T3DnRt29frF69usbkmIQQ0pJQZ1tCOPLy0J8XVJ6plsMR/pH2vysQ+vOCKDkaIYTIsKZwLJeXl0dGRobI7bqvX7+Gnp5eg0bVII0vu+A99lx9jN9inyD/fRkAQEddCeN7m+F7J1NoqSpKLTY+n4///ve/WLBggeBxIisrK6xcuRJfffUV3WFBCCGfoM52FcQx9Jdm//7AhvUi42wr6OtDf16Q1MdmJYQQUjNZP5ZXlYugpKQEXG7jD/lE6ictpxA7Lj/CHzdfoLSsPLN4ex01+PZtj6+7t4WyonRPzp87dw5z5swR5MUwMjLC0qVL4eXlRRnGCSGkCnR0rEJDh/6qoNm/PzTc3Moz2ubkQEFXF6r2PemKNiGENCGyeCz/9ddfAQAcDgc7duyAurq6YB6Px8OlS5fQpUsXaYVHaunm0zfYGpOGM3eyBDdOdDdphYl9O+BLK33Iy0n3anFSUhLmzp2LM2fOACgf2jEwMBD+/v5QVVWVamyEECLrqLPdCDjy8jQkDCGENHGydixft24dgPIr21u2bIH8Rx1/LpcLMzMzbNmyRVrhkWrw+QwX7mZj66U03Hj8RjDd3VIPE106wN60+gzzjeHJkydYuHAh9u3bB8YYFBUVMXnyZCxYsAC6lNyVEEJqhTrbhBBCSBOUnp4OAOjXrx+OHDmC1q1bSzkiUpOSMh6OJ73EtkuP8DC7EACgKM/B193bwrdPe1joa0g5wvKh4pYvX46wsDCUlJQAAL799lssW7YM7du3l3J0hBDStFBnmxBCCGnCLl68KO0QSA3y33/AgbjyzOLZBeUdWA0lBXz3mQl8eptDX1NZyhEC79+/x8aNG7F8+XK8ffsWQPmJnNWrV8Pe3l66wRFCSBNFnW1CCCGkCfPx8al2/q5duxopEvKpzLz32H0lHfvjnqKwpDyzuL6mEiZ8bo7RjibQUJZeZvEKPB4P+/fvx8KFC/H06VMAgI2NDVatWoWBAwdK/XZ2QghpyqizTQipkaurK+zs7LB+/XoAgJmZGfz9/eHv7y/VuAghwJs3b4Tef/jwASkpKXj79i2++OILKUXVst3PKsC2S49wPOkFPvDKs55Z6Knjx77tMdSuLbgKclKOsPxZ/9OnT2Pu3Lm4desWAKBdu3YICQnB2LFjhXIAEEIIqR/pH+0JIaQShw4dQpcuXaCsrAwbGxucPHmyxmWio6PRo0cPKCkpoWPHjoiIiBCaf+nSJXh6esLIyAgcDgfHjh2TTPCENKKjR48Kvf766y88evQIo0aNwmeffSbt8FoMxhjiHr3GhIgb6L/uEg4nPMcHHoOjuTZ2edvjtH9fjLQ3lomO9s2bN/Hll19i0KBBuHXrFrS0tLBy5Urcv38f3t7e1NEmhBAxkf4RnxBSLR6fhxuZN3Dy0UncyLwBHr/+Y783FVevXsXo0aMxYcIEJCYmYtiwYRg2bBhSUlKqXCY9PR0eHh7o168fkpKS4O/vjx9++AGnT58WlCkqKoKtrS3Cw8MboxmESI2cnBwCAgIEGcuJ5PD4DH+nZODrTVcxats1nL+bDQ4HGGRtgKNTeuHgRGd80UUfclIewgsoP06OGTMGPXv2xPnz58HlchEQEIC0tDTMnTsXKioq0g6REEKaFbqNvArh4eEIDw8Hj9f8OzZEdp17cg4rr69EVnGWYJq+qj4CHQPhbuoukXUWFRVh8uTJOHLkCDQ0NDBr1iyJrKc6GzZswMCBAzF79mwAQEhICM6ePYuwsLAqhzLasmULzM3NsWbNGgCApaUl/vnnH6xbtw4DBgwAAAwaNAiDBg1qnEYQImVpaWkoKyuTdhjN1vsPPPxx8zl2XE5H+qsiAABXQQ7f9GwH3z7tYa6jJuUI/9/r16+xbNkyhIeHo7S0FAAwZswY/PzzzzAzM5NucIQQ0oxRZ7sKfn5+8PPzQ35+PrS0tKQdDmmBzj05h4DoADAwoenZxdkIiA7AWte1Eulwz549GzExMTh+/Dj09PQwb9483Lx5E3Z2drWuY//+/Zg4cWK1ZU6dOoU+ffpUOi82NhYBAQFC0wYMGFDtbd+xsbFwdxfeHgMGDKDnykmz9+lnhTGGjIwMREVFwcvLS0pRNV9vi0ux79oTRFx9jFeF5R1XLRVFjP3MFF69zKCroSTlCP/fu3fvsGHDBqxcuRJ5eXkAAHd3d6xatQo9evSQcnSEENL8UWebEBnE4/Ow8vpKkY42ADAwcMDBquur0M+4H+TlxPdsXWFhIXbu3Il9+/bBzc0NALBnzx60a9euTvUMGTIETk5O1ZZp27ZtlfMyMzOhr68vNE1fXx+ZmZl1XiY/Px/v3r2j2yNJs5WYmCj0Xk5ODrq6ulizZk2NmcpJ7T1/U4yd/6Tj9xvPUFxaftdb21YqmPC5OUY5GENNSXZ+UvF4POzduxcLFy7EixcvAAC2trZYvXo1+vfvL+XoCCGk5ZCdbwZCiMDN7JtCt45/ioEhszgTN7NvwsHAQWzrTUtLQ2lpqVBHWVtbG507d65TPRoaGtDQ0BBbXISQqjW1cbafPXuGsWPHIjs7GwoKCli4cCFGjhwp7bCqdOdlPrZdSsOftzLA45efALU01MTEvu3h0c0QivKyk/6GMYZTp05h7ty5ghwXJiYm+PnnnzFmzBjIyclOrIQQ0hJQZ5sQGZRTnCPWco2tobeRGxgYICtL+GRDVlYWDAwMqqyvqmU0NTXpqjYhMkRBQQHr16+HnZ0dMjMz0bNnTwwePBhqarLzjDNjDFfTXmNLTBouP3glmN67YxtM7NsBfSx0ZG786Rs3bmDOnDmIjo4GALRu3Rrz58+Hn58flJWVpRscIYS0UNTZJkQG6arqirVcbXXo0AGKioqIi4uDiYkJgPIxfO/fvw8XF5da19PQ28idnZ1x/vx5oeetz549C2dn52qX+XR4sJqWIaSp6t69e607ezdv3pRwNHVjaGgIQ0NDAOUnyXR0dJCbmysTne0yHh+nUjKx9VIaUl7kAwDkOIBHNyNM7Nse1m1lL4dLWloa5s2bh4MHDwIAlJSUMG3aNAQFBaF169ZSjo4QQlo26mwTIoN66PWAvqo+souzK31umwMO9FX10UNPvAlu1NXVMWHCBMyePRtt2rSBnp4e5s+fX+dbDxt6G/n06dPh4uKCNWvWwMPDA5GRkYiPj8e2bdsEZYKCgvDixQvs3bsXADBp0iSEhYVhzpw58PHxwYULF3Dw4EFERUUJliksLMTDhw8F79PT05GUlARtbW3ByQVCmoJhw4ZJrO5Lly4hNDQUCQkJyMjIwNGjR0XWFx4ejtDQUGRmZsLW1hYbN26Eo6NjndeVkJAAHo8HY2NjMUVfexl575D+qgjmOmrQUlHEofjn2PHPIzzLfQcAUFaUwyh7Y/zQpz2MtVUbPb6a5OTkICQkBFu2bMGHDx/A4XAwduxYhISE0PGMEEJkBHW2CZFB8nLyCHQMREB0ADjgCHW4OSi/mjXXca5Yk6NVCA0NRWFhITw9PaGhoYGZM2cKstg2ll69euHAgQNYsGAB5s2bBwsLCxw7dgzW1taCMhkZGXj69Kngvbm5OaKiojBjxgxs2LAB7dq1w44dOwTDfgFAfHw8+vXrJ3hfkcXZy8sLERERkm8YIWKyaNEiidVdMR69j48Phg8fLjL/999/R0BAALZs2QInJyesX78eAwYMwL1796CnpwcAsLOzq3TYsTNnzsDIyAgAkJubi3HjxmH79u0Sa0tVfr/xFEFHksFnAAeACldekPRMW42Lcc6mGOdsBm01bqPHVpOioiKsX78eq1atQkFBAQBg4MCBWLlyJWxtbaUcHSGEkI9xGGOil82IQMXQX3l5edDU1JR2OKQJef/+PdLT02Fubl7v5+UqG2fbQNUAcx3nSmycbVI34tjPpGUS9/dLQkICUlNTAQBdu3ZF9+7dG1wnh8MRubLt5OQEBwcHhIWFAQD4fD6MjY3x008/ITAwsFb1lpSU4Msvv4Svry/Gjh1bbbmSkhLB+/z8fBgbGzdom2XkvUPvlRfA/+TXj1ErZUx26YBvehpDhSv+E5kNVVZWhoiICAQHByMjIwMA0KNHD6xevVowegQhhJD6k0S/r8Vc2S4uLoalpSVGjhyJX375RdrhEFIr7qbu6GfcDzezbyKnOAe6qrrooddDIle0CSFNU3Z2Nr799ltER0ejVatWAIC3b9+iX79+iIyMhK6u+HI7lJaWIiEhAUFBQYJpcnJycHd3R2xsbK3qYIzB29sbX3zxRbUdbQBYsWIFlixZ0qCYP5X+qkikow0Aod/YondHHbGuSxwYY/jzzz8RGBgoOJliZmaGZcuW4dtvv6UM44QQIsNazBF62bJl+Oyzz6QdBiF1Ji8nDwcDBwxuPxgOBg7U0SaECPnpp59QUFCA27dvIzc3F7m5uUhJSUF+fj6mTZsm1nW9evUKPB6v0jHtMzMza1XHlStX8Pvvv+PYsWOws7ODnZ0dkpOTKy0bFBSEvLw8wevZs2cNboO5jhrkPsktJ8/hoL2u9BO0fSouLg4uLi4YOnQoUlNToa2tjXXr1uHu3bv47rvvqKNNCCEyrkVc2X7w4AHu3r0LT09PwbiThBBCSHPw999/49y5c7C0tBRMs7KyQnh4OPr37y/FyCr3+eefg8/n16qskpISlJSUxLp+Qy0VrBhug3lHUsBjDPIcDpYPt4ahluwMEXj//n3MmzcPf/zxBwBAWVkZ/v7+mDt3ruDuBUIIIbJP6qdEL126BE9PTxgZGYHD4eDYsWMiZcLDw2FmZgZlZWU4OTnh+vXrdVrHrFmzsGLFCjFFTAghhMgOPp8PRUVFkemKioq17tTWlo6ODuTl5Ssd097AwECs65KkUQ4m+CewH/7r+xn+CeyHUQ6ykb07KysLfn5+6Nq1K/744w/Iyclh/PjxePDgAVasWEEdbUIIaWKk3tmuyHoaHh5e6fyKrKeLFi3CzZs3YWtriwEDBiA7O1tQxs7ODtbW1iKvly9f4vjx4+jUqRM6derUWE0ihBBCGs0XX3yB6dOn4+XLl4JpL168wIwZM8SeOIvL5aJnz544f/68YBqfz8f58+eb3Jj2hloqcO7QRiauaBcWFmLp0qXo2LEjNm3ahLKyMnh4eODff//Frl270K5dO2mHSAghpB6kfhv5oEGDMGjQoCrnr127Fr6+vhg/fjwAYMuWLYiKisKuXbsEWU+TkpKqXP7atWuIjIzEoUOHUFhYiA8fPkBTUxPBwcGVlq8s8ykhhBAiq8LCwjBkyBCYmZkJxqt+9uwZrK2tsW/fvjrXV9N49AEBAfDy8oK9vT0cHR2xfv16FBUVCb6nJSE8PBzh4eHg8XgSW4c0fPjwATt37sTixYsFdws4ODhg9erVcHV1lW5whBBCGkymhv76dIiR0tJSqKqq4vDhw0LDjnh5eeHt27c4fvx4neqPiIhASkpKtdnIFy9eXGnmUxr6i9QVDQnVMtB+JvUlziFGGGM4d+4c7t69CwCwtLSEu3v9hgeMjo4WGo++wsfj0YeFhSE0NBSZmZmws7PDr7/+Cicnp3rHX1vNZThOxhiOHTuGoKAg3Lt3DwDQoUMHLF++HCNHjgSHw6mhBkIIIeLW4ob+qi7racUPCnELCgpCQECA4H3FmJ6EEEKIrOJwOPjyyy/x5ZdfNrguV1dX1HQefurUqZg6dWqD19USXb16FbNnz8bVq1cBlD8HHxwcjIkTJ4LL5Uo5OkIIIeIk9We2G5O3t3eNY2wrKSlBU1NT6EUIIYTImtjYWPz1119C0/bu3Qtzc3Po6enhxx9/FHosikjX3bt38fXXX6N37964evUqVFRUMH/+fKSlpeGnn36ijjYhhDRDMt3ZlmbW0/DwcFhZWcHBwUGi6yGkKXB1dYW/v7/gvZmZGdavXy+1eAghwNKlS3H79m3B++TkZEyYMAHu7u4IDAzEn3/+SSNxyICMjAxMmjQJ1tbWOHbsGOTk5ODr64uHDx/i559/ppP6hBDSjMl0Z1uaWU/9/Pxw584d3LhxQ6LrIYRU7tChQ+jSpQuUlZVhY2ODkydP1rhMdHQ0evToASUlJXTs2FHwfOnHahpK0NXVFRwOR+g1adIkcTWLELFJSkoSyjYeGRkJJycnbN++HQEBAfj1119x8OBBKUbYshUUFGDRokXo2LEjtm7dCh6PhyFDhiA5ORnbtm2DkZGRtEMkhBAiYVLvbBcWFiIpKUmQUbwi6+nTp08BAAEBAdi+fTv27NmD1NRUTJ48WeJZTwG6sk1kB+PxUBR3HXl/RaEo7jpYM8vGW5mrV69i9OjRmDBhAhITEzFs2DAMGzYMKSkpVS6Tnp4ODw8P9OvXD0lJSfD398cPP/yA06dPC8rUZihBAPD19UVGRobgtXr1aom1lZD6evPmjVBOk5iYGKHRPRwcHPDs2TNphCZ2Tek7+cOHD9i0aRM6duyIpUuXori4GE5OTrh06RKOHz8OKysraYdICCGksTApu3jxIgMg8vLy8hKU2bhxIzMxMWFcLpc5Ojqya9euNVp8eXl5DADLy8trtHWS5uHdu3fszp077N27d/WuI+/0aXbfxZXd6dxF8Lrv4sryTp8WY6TCCgsL2dixY5mamhozMDBgv/zyC3NxcWHTp08XlDE1NWXr1q2TWAz/+c9/mIeHh9A0JycnNnHixCqXmTNnDuvatavQtFGjRrEBAwYI3js6OjI/Pz/Bex6Px4yMjNiKFSsE0z5ta03EsZ9Jy9TQ7xcTExMWExPDGGOspKSEqaiosHPnzgnm37p1i7Vu3VosscoKWf5O5vP57NChQ8zCwkLwW8bCwoIdPnyY8fl8aYdHCCGkBpL4jpH6le2KrKefvj6+/XPq1Kl48uQJSkpKEBcX1yjDixAibflnzuDFdH+UZWYKTS/LysKL6f7IP3NGIuudPXs2YmJicPz4cZw5cwbR0dG4efNmnerYv38/1NXVq31dvny5yuVjY2NFhi0aMGAAYmNj671MaWkpEhIShMrIycnB3d1dpN79+/dDR0cH1tbWCAoKQnFxca3bTkhjGTx4MAIDA3H58mUEBQVBVVUVffr0Ecy/desWOnToIMUIW45Lly7B2dkZI0eOxIMHD6Cnp4dNmzbh9u3bGDFiBA3lRQghLZRMD/0lTeHh4QgPDwevBdyyS2QP4/GQtXwFUNnwO4wBHA6ylq+AhpsbOPLyYltvYWEhdu7ciX379gmeBd2zZw/atWtXp3qGDBlS40mxtm3bVjkvMzOz0iH/Mj858VCbZfLz8/Hu3Tu8efOmVkMJfvfddzA1NYWRkRFu3bqFuXPn4t69ezhy5Ei17SGksYWEhGD48OFwcXGBuro69uzZI5TReteuXejfv78UI2z+7ty5I0hGBwBqamqYNWsWZs6cCQ0NDSlHRwghRNqos10FPz8/+Pn5CQY3J6QxFccniFzRFsIYyjIzURyfADUnR7GtNy0tDaWlpUIdZW1tbXTu3LlO9WhoaDTZH5o//vij4P82NjYwNDSEm5sb0tLS6CohkSk6Ojq4dOkS8vLyoK6uDvlPTrwdOnQI6urqUoqueXv58iUWLVqEXbt2gc/nQ15eHr6+vli0aJHER0shhBDSdEj9NnJCiKiynByxlmtsDb2N3MDAoM5D/lW1jKamJlRUVOo9lGDFiYeHDx9WWYYQadLS0hLpaAPlJ8po7GbxysvLw/z589GxY0fs2LEDfD4fX3/9NW7fvo3NmzdTR5sQQogQurJNiAxS0NUVa7na6tChAxQVFREXFwcTExMA5RmP79+/DxcXl1rX09DbyJ2dnXH+/Hmhsb3Pnj1b7ZB/zs7OIsODfbzMx0MJDhs2DMD/DyU4derUKuutGCnB0NCw2vYQQiRH2o92lZaWYsuWLQgJCcGrV68AAL1798bq1avRq1cvqcRECCFE9lFnuwrS/mInLZuqfU8oGBigLCur8ue2ORwo6OtD1b6nWNerrq6OCRMmYPbs2WjTpg309PQwf/58yMnV7SaYht5GPn36dLi4uGDNmjXw8PBAZGQk4uPjsW3bNkGZoKAgvHjxAnv37gUATJo0CWFhYZgzZw58fHxw4cIFHDx4EFFRUYJlAgIC4OXlBXt7ezg6OmL9+vVCQwmmpaXhwIEDGDx4MNq0aYNbt25hxowZ6Nu3L7p161bv9hBCGkZaj3YxxnDw4EHMmzcPjx49AgB07twZK1euxNChQynxGSGEkGpRZ7sK9Mw2kSaOvDz05wXhxXR/gMMR7nD/78ed/rwgsSZHqxAaGorCwkJ4enpCQ0MDM2fORF5entjXU51evXrhwIEDWLBgAebNmwcLCwscO3YM1tbWgjIZGRl4+vSp4L25uTmioqIwY8YMbNiwAe3atcOOHTswYMAAQZlRo0YhJycHwcHByMzMhJ2dHf7++29B0jQul4tz584JOuHGxsYYMWIEFixY0HiNJ4TIhIsXL2LOnDmIj48HUP6oyuLFizFhwgQoKNDPJ0IIITXjMFbZZTNSoaKznZeXB01NzXrXw3i88qRXOTlQ0NWFqn1PiXSUiOx4//490tPTYW5uDmVl5XrVkX/mDLKWrxBKlqZgYAD9eUHQpCzDMkEc+5k0DeI+jovr+6UlaYxtlpycjMDAQMFjKerq6pgzZw4CAgKgpqYmkXUSQgiRPkl8x9Cp2UZAHSZSX5r9+0PDzY1O1BAiZXQcb/6eP3+O4OBgREREgDEGBQUFTJw4EcHBwdDT05N2eIQQQpogykZehfDwcFhZWcHBwaFB9eSfOYMX0/1FhnEqy8rCi+n+yD9zpkH1k+aPIy8PNSdHaH3lATUnR+poE9LI6DjevL19+xaBgYGwsLDA7t27wRjDN998gzt37iAsLIw62oQQQuqNOttV8PPzw507d3Djxo1618F4PGQtX1F5gqv/TctavgKMkrARQohMouN481VSUoJ169ahQ4cOWLVqFd6/f4++ffvi2rVrOHToECwsLKQdIiGEkCaOOtsSVByfIHIlRAhjKMvMRHF8QuMFRQghpNboON48JScno0uXLggICEBubi6srKxw4sQJREdH1zhsISGEEFJb1NmWoLKcHLGWI00T5SBs3mj/Nm90HJcN4nq0q0L79u1RUlICIyMj7NixA//++y88PT1pKC9CCCFiRQnSJEhBV1es5UjTIv+/Z6tLS0uhoqIi5WiIpBQXFwMAFBUVpRwJkQQ6jssGcQ/HqaamhqioKHTu3BmqqqpiiJAQQggRRZ3tKoSHhyM8PBy8BjyHp2rfEwoGBijLyqr8eT8OBwr6+lC179mASImsUlBQgKqqKnJycqCoqAg5ObqRpDlhjKG4uBjZ2dlo1aqV4OQKaV7oON58de/eXdohEEIIaeZonO0aNHS8tYostgCEf6j971a1thvW07AxzVhpaSnS09PB5/OlHQqRkFatWsHAwIBuP23GJHUcp3G26462GSGEEEmhcbabIM3+/YEN60XHZ9XXp/FZWwAulwsLCwuUlpZKOxQiAYqKinRFuwWg4zghhBBC6oM6241As39/aLi5lWe1zcmBgq4uVO170njJLYScnByUlZWlHQYhpAHoOE4IIYSQuqLOdiPhyMtDzclR2mEQQgipJzqOE0IIIaQuKGMTIYQQQgghhBAiZtTZroK4x/QkhBBCSP3QdzIhhJCmiLKR1yAvLw+tWrXCs2fPKPMpIYQQscnPz4exsTHevn0rlrGjWwL6TiaEECIpkvhepme2a1BQUAAAMDY2lnIkhBBCmqOCggLqbNcSfScTQgiRNHF+L9OV7Rrw+Xy8fPkSGhoaTXYc3YqzNM3lSkBzak9zagvQvNrTnNoCUHtkEWMMBQUFMDIygpwcPdVVG+L+TnZwcMCNGzfEEFnTiEHS65JE/eKqszkcM0jtycJnW9Y1p20krrZI4nuZrmzXQE5ODu3atZN2GGKhqanZrL5gmlN7mlNbgObVnubUFoDaI2voinbdiPs7WV5eXup/P40Zg6TXJYn6xV1nUz9mkNqRhc+2rGtO20icbRH39zKdSieEEEJIi+Tn5yftEBo1BkmvSxL1y8I+Ik0P/d3UrDltI1luC91G3gLk5+dDS0sLeXl5zeIMVnNqT3NqC9C82tOc2gJQewghLRsdMwgh0kBXtlsAJSUlLFq0CEpKStIORSyaU3uaU1uA5tWe5tQWgNpDCGnZ6JhBCJEGurJNCCGEEEIIIYSIGV3ZJoQQQgghhBBCxIw624QQQgghhBBCiJhRZ5sQQgghpJl5+/Yt7O3tYWdnB2tra2zfvl3aIRHSLDx79gyurq6wsrJCt27dcOjQIWmHJFOa0/YRR1vomW1CCCGEkGaGx+OhpKQEqqqqKCoqgrW1NeLj49GmTRtph0ZIk5aRkYGsrCzY2dkhMzMTPXv2xP3796Gmpibt0GRCc9o+4mgLXdluBnJzczFmzBhoamqiVatWmDBhAgoLC6ss//jxY3A4nEpfH5+xqWx+ZGSkzLUHAFxdXUVinTRpklCZp0+fwsPDA6qqqtDT08Ps2bNRVlYmyaYAqHt7cnNz8dNPP6Fz585QUVGBiYkJpk2bhry8PKFyjbF/wsPDYWZmBmVlZTg5OeH69evVlj906BC6dOkCZWVl2NjY4OTJk0LzGWMIDg6GoaEhVFRU4O7ujgcPHog15urUpT3bt29Hnz590Lp1a7Ru3Rru7u4i5b29vUX2wcCBAyXdDIG6tCciIkIkVmVlZaEy0tw/dWlLZZ93DocDDw8PQRlp7xtCpE1eXh6qqqoAgJKSEjDGQNdXatacrsoRyTA0NISdnR0AwMDAADo6OsjNzZVuUDKkOW0fsbSFkSZv4MCBzNbWll27do1dvnyZdezYkY0ePbrK8mVlZSwjI0PotWTJEqaurs4KCgoE5QCw3bt3C5V79+6dzLWHMcZcXFyYr6+vUKx5eXmC+WVlZcza2pq5u7uzxMREdvLkSaajo8OCgoIk3Zw6tyc5OZkNHz6cnThxgj18+JCdP3+eWVhYsBEjRgiVk/T+iYyMZFwul+3atYvdvn2b+fr6slatWrGsrKxKy1+5coXJy8uz1atXszt37rAFCxYwRUVFlpycLCizcuVKpqWlxY4dO8b+/fdfNmTIEGZubt4of1d1bc93333HwsPDWWJiIktNTWXe3t5MS0uLPX/+XFDGy8uLDRw4UGgf5ObmSrwt9WnP7t27maamplCsmZmZQmWktX/q2pbXr18LtSMlJYXJy8uz3bt3C8pIc9+Qpu/58+dszJgxTFtbmykrKzNra2t248YNsdUfExPDvvrqK2ZoaMgAsKNHj1ZaLiwsjJmamjIlJSXm6OjI4uLi6rSeN2/esG7dujEVFRUWFhYmhsibv5cvX7LExETGGGMZGRnMyMiIFRYWSjeoZmL58uXM3t6eqaurM11dXTZ06FB29+5dsa6jsT5bFeLj41nXrl0bEPH/27RpE7OxsWEaGhpMQ0ODffbZZ+zkyZNiqbuCNLaPnp4eA8CmT59e/8Ar0VT2NXW2m7g7d+4wAEI/Ak6dOsU4HA578eJFreuxs7NjPj4+QtOq+8OVlPq2x8XFpdoP8cmTJ5mcnJxQ52Lz5s1MU1OTlZSUiCX2yohr/xw8eJBxuVz24cMHwTRJ7x9HR0fm5+cneM/j8ZiRkRFbsWJFpeX/85//MA8PD6FpTk5ObOLEiYwxxvh8PjMwMGChoaGC+W/fvmVKSkrsv//9rwRaIKyu7flUWVkZ09DQYHv27BFM8/LyYkOHDhV3qLVS1/bs3r2baWlpVVmfNPdPQ/fNunXrmIaGhtAPYmnuG9K05ebmMlNTU+bt7c3i4uLYo0eP2OnTp9nDhw8rLf/PP/+w0tJSkem3b98WOaFV4eTJk2z+/PnsyJEjVR7La3MSytbWlnXt2lXk9en3S2ZmJuvVq1eV8ZCqdevWjT19+lTaYTQLAwYMYLt372YpKSksKSmJDR48mJmYmFR5MkPWP1uvX79mVlZW7MqVK3XcEpU7ceIEi4qKYvfv32f37t1j8+bNY4qKiiwlJaXS8k1h+5ibmzNDQ0PWrVu3an+nN4W21HdfU2e7idu5cydr1aqV0LQPHz4weXl5duTIkVrVER8fzwCI/AEBYEZGRqxNmzbMwcGB7dy5k/H5fLHFXpn6tsfFxYXp6OiwNm3asK5du7LAwEBWVFQkmL9w4UJma2srtMyjR48YAHbz5k2xtuFj4tg/jDG2fft2pqOjIzRNkvunpKSEycvLixy4xo0bx4YMGVLpMsbGxmzdunVC04KDg1m3bt0YY4ylpaUxAIIrBhX69u3Lpk2bJpa4q1Kf9nwqPz+fKSsrsz///FMwzcvLi2lpaTFdXV3WqVMnNmnSJPbq1Stxhl6p+rRn9+7dTF5enpmYmLB27dqxIUOGCH2BS2v/iGPfWFtbM19fX6Fp0to3pOmbO3cu+/zzz2tVlsfjMVtbW/bNN9+wsrIywfS7d+8yfX19tmrVqhrrqOpHYkNPQn1q8uTJ7NChQ/VaVpbU5mqWtK9kkdrJzs5mAFhMTIzIPFn/bL1//5716dOH7d27t9bL1Efr1q3Zjh07RKY3he3Tq1cvpq+vz86ePVvtRbGm0JaG7Gt6ZruJy8zMhJ6entA0BQUFaGtrIzMzs1Z17Ny5E5aWlujVq5fQ9KVLl+LgwYM4e/YsRowYgSlTpmDjxo1ii70y9W3Pd999h3379uHixYsICgrCb7/9hu+//16oXn19faFlKt7XdjvVhzj2z6tXrxASEoIff/xRaLok98+rV6/A4/Eq3WZVxV3VNq4oX/FvXeoUl/q051Nz586FkZER3N3dBdMGDhyIvXv34vz581i1ahViYmIwaNAg8Hg8scb/qfq0p3Pnzti1axeOHz+Offv2gc/no1evXnj+/DkA6e2fhu6b69evIyUlBT/88IPQdGntG9L0nThxAvb29hg5ciT09PTQvXv3KjN5y8nJ4eTJk0hMTMS4cePA5/ORlpaGL774AsOGDcOcOXPqFUNpaSkSEhKEjjdycnJwd3dHbGxsrerIyspCQUEBACAvLw+XLl1C586d6xWPLCkqKoKtrS3Cw8Mrnf/7778jICAAixYtws2bN2Fra4sBAwYgOztbUKYiQ/unr5cvXwrK5ObmYty4cdi2bZvE29RSVeSi0dbWFpkny58txhi8vb3xxRdfYOzYsfWKoyY8Hg+RkZEoKiqCs7OzyPymsH2KioowevRooboq0xTa0pB9rVCvpYjEBQYGYtWqVdWWSU1NbfB63r17hwMHDmDhwoUi8z6e1r17dxQVFSE0NBTTpk2r83ok3Z6PO6I2NjYwNDSEm5sb0tLS0KFDh3rXW5XG2j/5+fnw8PCAlZUVFi9eLDRPnPuHVG/lypWIjIxEdHS0UFKxb7/9VvB/GxsbdOvWDR06dEB0dDTc3NykEWqVnJ2dhb6we/XqBUtLS2zduhUhISFSjKxhdu7cCRsbGzg6OgpNb0r7hsiWR48eYfPmzQgICMC8efNw48YNTJs2DVwuF15eXiLljYyMcOHCBfTp0wffffcdYmNj4e7ujs2bN9c7hupOQt29e7dWdTx58gQ//vijIDHaTz/9BBsbm3rHJCsGDRqEQYMGVTl/7dq18PX1xfjx4wEAW7ZsQVRUFHbt2oXAwEAAQFJSUrXrKCkpwbBhwxAYGChyIYKIB5/Ph7+/P3r37g1ra+tKy8jqZ+vKlSv4/fff0a1bNxw7dgwA8Ntvv4nl85WcnAxnZ2e8f/8e6urqOHr0KKysrCotK8vbJzIyEsrKyuDz+bCzs4OiomK1y8hyWxq6r6mzLaNmzpwJb2/vasu0b98eBgYGQmdrAaCsrAy5ubkwMDCocT2HDx9GcXExxo0bV2NZJycnhISEoKSkBEpKSjWW/1hjtefjWAHg4cOH6NChAwwMDESyG2dlZQFAneqt0BjtKSgowMCBA6GhoYGjR4/WeKBqyP75lI6ODuTl5QXbqEJWVlaVcRsYGFRbvuLfrKwsGBoaCpWpyPQoKfVpT4VffvkFK1euxLlz59CtW7dqy7Zv3x46Ojp4+PChRDt0DWlPBUVFRXTv3h0PHz4EIL3905C2FBUVITIyEkuXLq1xPY21b0jTx+fzYW9vj+XLlwMoP5mZkpKCLVu2VNrZBgATExP89ttvcHFxQfv27bFz505wOJzGDFuEo6NjjZ3K5qbiSlZQUJBgmixetSSAn58fUlJS8M8//1RbThY/W59//jn4fL5E6u7cuTOSkpKQl5eHw4cPw8vLCzExMVV2uGVx+5iamkJPTw9nz54V/G5ydXWtcTlZbIs49jXdRi6jdHV10aVLl2pfXC4Xzs7OePv2LRISEgTLXrhwAXw+X9DhrM7OnTsxZMgQ6Orq1lg2KSkJrVu3rldHrrHa83GsAASdBmdnZyQnJwt1fM+ePQtNTc0qD2DSbE9+fj769+8PLpeLEydOiAzRVFWb67t/PsXlctGzZ0+cP39eMI3P5+P8+fOV3s4ElG/jj8sD5du4ory5uTkMDAyEyuTn5yMuLq7KOsWlPu0BgNWrVyMkJAR///037O3ta1zP8+fP8fr1a6HOqiTUtz0f4/F4SE5OFsQqrf3TkLYcOnQIJSUlQo+MVKWx9g1p+gwNDUW+FywtLfH06dMql8nKysKPP/4IT09PFBcXY8aMGQ2KQRwn1FoicTwyVHEl69ixY7Czs4OdnR2Sk5MlEW6LNXXqVPz111+4ePEi2rVrV23ZlvbZ4nK56NixI3r27IkVK1bA1tYWGzZsqLK8LG6fhIQEZGdno0ePHlBQUICCggJiYmLw66+/QkFBocrHuWSxLWJRrye9iUwZOHAg6969O4uLi2P//PMPs7CwEBpa6vnz56xz584iCUIePHjAOBwOO3XqlEidJ06cYNu3b2fJycnswYMHbNOmTUxVVZUFBwfLXHsePnzIli5dyuLj41l6ejo7fvw4a9++Pevbt69gmYqhv/r378+SkpLY33//zXR1dRtt6K+6tCcvL485OTkxGxsb9vDhQ6GhiyoSRzTG/omMjGRKSkosIiKC3blzh/3444+sVatWgqyQY8eOZYGBgYLyV65cYQoKCuyXX35hqampbNGiRZUO/dWqVSt2/PhxduvWLTZ06NBGHfqrLu1ZuXIl43K57PDhw0L7oGJ4vIKCAjZr1iwWGxvL0tPT2blz51iPHj2YhYUFe//+vcy1Z8mSJez06dMsLS2NJSQksG+//ZYpKyuz27dvC7VZGvunrm2p8Pnnn7NRo0aJTJf2viFN2+jRo0USpPn7+zNnZ+dKy+fk5LCuXbuyYcOGsQ8fPrDbt28zXV1dNnPmzFqtD9Uk9pk6dargPY/HY23btq13grTm6NNt9+LFCwaAXb16Vajc7NmzmaOjYyNHRz7F5/OZn58fMzIyYvfv36+xPH22GOvXrx/z8vKqdJ6sbp/8/HyWnJws9LK3t2fff/+90G/CptAWcaDOdjPw+vVrNnr0aKaurs40NTXZ+PHjhcbLTk9PZwDYxYsXhZYLCgpixsbGjMfjidR56tQpZmdnx9TV1ZmamhqztbVlW7ZsqbSsuNW1PU+fPmV9+/Zl2traTElJiXXs2JHNnj1baJxtxhh7/PgxGzRoEFNRUWE6Ojps5syZQkNpyUp7Ll68yABU+kpPT2eMNd7+2bhxIzMxMWFcLpc5Ojqya9euCea5uLiIfAEcPHiQderUiXG5XNa1a1cWFRUlNJ/P57OFCxcyfX19pqSkxNzc3Ni9e/fEGnN16tIeU1PTSvfBokWLGGOMFRcXs/79+zNdXV2mqKjITE1Nma+vb6MOrVOX9vj7+wvK6uvrs8GDB4tk4pfm/qnr39rdu3cZAHbmzBmRumRh35Cm6/r160xBQYEtW7aMPXjwgO3fv5+pqqqyffv2iZTl8XjM3t6eDR48WGgYyaSkJKatrc3Wrl1b6ToKCgpYYmIiS0xMZADY2rVrWWJiInvy5ImgTE0noYjoD2xxjG5AJGfy5MlMS0uLRUdHC53ELi4uFinbEj9bgYGBLCYmhqWnp7Nbt26xwMBAxuFwKv2ea2rbp6Zs5E2pLXVFnW1CCCGEkI/8+eefzNramikpKbEuXbqwbdu2VVn2zJkzld79cfPmTfbs2bNKl6nqpOqnJ5WqOwlFKr+aJQtXskjlqrqQsHv37krLt7TPlo+PDzM1NWVcLpfp6uoyNze3SjvaFZrS9qmus81Y02pLXXEYY0ys96UTQgghhBAiAYWFhYLEjt27d8fatWvRr18/aGtrw8TEBL///ju8vLywdetWODo6Yv369Th48CDu3r0r8iw3IYRIGnW2CSGEEEJIkxAdHY1+/fqJTPfy8kJERAQAICwsDKGhocjMzISdnR1+/fXXOiVZJYQQcaHONiGEEEIIIYQQImY09BchhBBCCCGEECJm1NkmhBBCCCGEEELEjDrbhBBCCCGEEEKImFFnmxBCCCGEEEIIETPqbBNCRHh7e2PYsGHVlomOjgaHw8Hbt28lGourqys4HA44HA6SkpIkui4AMDMzE6xP0m0jhBBCCCHNF2UjJ4SIyMvLA2MMrVq1AlDe4bWzs8P69esFZUpLS5Gbmwt9fX1wOByJxeLq6opOnTph6dKl0NHRgYKCgsTWBQA5OTm4fPkyRowYgTdv3gi2ASGEEEIIIXUh2V+thJAmSUtLq8YyXC4XBgYGjRANoKqq2mjr0tXVhba2dqOsixBCCCGENF90GzkhUpSTkwMDAwMsX75cMO3q1avgcrk4f/58pcs8fvwYHA4HkZGR6NWrF5SVlWFtbY2YmBihcjExMXB0dISSkhIMDQ0RGBiIsrIywfzDhw/DxsYGKioqaNOmDdzd3VFUVARA+DZyb29vxMTEYMOGDYLbqx8/flzpbeR//PEHunbtCiUlJZiZmWHNmjVCMZmZmWH58uXw8fGBhoYGTExMsG3btjpvt4iICJErzseOHRO6wr548WLY2dlh165dMDExgbq6OqZMmQIej4fVq1fDwMAAenp6WLZsWZ3XTwghhBBCSE2os02IFOnq6mLXrl1YvHgx4uPjUVBQgLFjx2Lq1Klwc3OrdtnZs2dj5syZSExMhLOzMzw9PfH69WsAwIsXLzB48GA4ODjg33//xebNm7Fz5078/PPPAICMjAyMHj0aPj4+SE1NRXR0NIYPH47KnirZsGEDnJ2d4evri4yMDGRkZMDY2FikXEJCAv7zn//g22+/RXJyMhYvXoyFCxciIiJCqNyaNWtgb2+PxMRETJkyBZMnT8a9e/fquQWrl5aWhlOnTuHvv//Gf//7X+zcuRMeHh54/vw5YmJisGrVKixYsABxcXESWT8hhBBCCGm5qLNNiJQNHjwYvr6+GDNmDCZNmgQ1NTWsWLGixuWmTp2KESNGwNLSEps3b4aWlhZ27twJANi0aROMjY0RFhaGLl26YNiwYViyZAnWrFkDPp+PjIwMlJWVYfjw4TAzM4ONjQ2mTJkCdXV1kfVoaWmBy+UKbuU2MDCAvLy8SLm1a9fCzc0NCxcuRKdOneDt7Y2pU6ciNDRUpL1TpkxBx44dMXfuXOjo6ODixYv13HrV4/P52LVrF6ysrODp6Yl+/frh3r17WL9+PTp37ozx48ejc+fOEls/IYQQUpmKu9QaI/FnQ1V2N1l9NFZiVUJkCXW2CZEBv/zyC8rKynDo0CHs378fSkpKNS7j7Ows+L+CggLs7e2RmpoKAEhNTYWzs7PQbdW9e/dGYWEhnj9/DltbW7i5ucHGxgYjR47E9u3b8ebNmwa1ITU1Fb179xaa1rt3bzx48AA8Hk8wrVu3boL/czgcGBgYIDs7u0HrroqZmRk0NDQE7/X19WFlZQU5OTmhaZJaPyGEkKbD29sbHA4HkyZNEpnn5+cHDocDb2/vxg+sCXJ1dYW/v7/QtF69eiEjI6NWeWEIaS6os02IDEhLS8PLly/B5/Px+PFjia9PXl4eZ8+exalTp2BlZYWNGzeic+fOSE9Pl/i6FRUVhd5zOBzw+fw61SEnJydyy/uHDx9qtS5xrJ8QQkjzZGxsjMjISLx7904w7f379zhw4ABMTEykGFnlKvvuk1UViVUlOYIJIbKGOtuESFlpaSm+//57jBo1CiEhIfjhhx9qdaX12rVrgv+XlZUhISEBlpaWAABLS0vExsYKdUivXLkCDQ0NtGvXDkB5J7N3795YsmQJEhMTweVycfTo0UrXxeVyha5OV8bS0hJXrlwRmnblyhV06tSp0tvOG0JXVxcFBQWChG4AmsSteIQQQmRbjx49YGxsjCNHjgimHTlyBCYmJujevbtQWT6fjxUrVsDc3BwqKiqwtbXF4cOHBfPfvHmDMWPGQFdXFyoqKrCwsMDu3buF6nj06BH69esHVVVV2NraIjY2ttr4OBwONm/ejCFDhkBNTU2Q5PP48ePo0aMHlJWV0b59eyxZskSQFJUxhsWLF8PExARKSkowMjLCtGnThOIcN24cWrduDVVVVQwaNAgPHjyoMoaPk6hW8Pf3h6urq2C+rCVWJURaqLNNiJTNnz8feXl5+PXXXzF37lx06tQJPj4+NS4XHh6Oo0eP4u7du/Dz88ObN28Ey02ZMgXPnj3DTz/9hLt37+L48eNYtGgRAgICICcnh7i4OCxfvhzx8fF4+vQpjhw5gpycHEFn/VNmZmaIi4vD48eP8erVq0qvBM+cORPnz59HSEgI7t+/jz179iAsLAyzZs1q2AaqhJOTE1RVVTFv3jykpaXhwIEDIonYCCGEkPrw8fER6hTv2rUL48ePFym3YsUK7N27F1u2bMHt27cxY8YMfP/994LRQRYuXIg7d+7g1KlTSE1NxebNm6GjoyNUx/z58zFr1iwkJSWhU6dOGD16tNDIIZVZvHgxvv76ayQnJ8PHxweXL1/GuHHjMH36dNy5cwdbt25FRESEoCP+xx9/YN26ddi6dSsePHiAY8eOwcbGRlCft7c34uPjceLECcGJ+sGDB9f7qnlTTqxKiNgxQojUXLx4kSkoKLDLly8LpqWnpzNNTU22adOmSpdJT09nANiBAweYo6Mj43K5zMrKil24cEGoXHR0NHNwcGBcLpcZGBiwuXPnsg8fPjDGGLtz5w4bMGAA09XVZUpKSqxTp05s48aNgmW9vLzY0KFDBe/v3bvHPvvsM6aiosIAsPT0dHbx4kUGgL1580ZQ7vDhw8zKyoopKioyExMTFhoaKhSTqakpW7dundA0W1tbtmjRoiq3kYuLC5s+fbrI9KNHj7KOHTsyFRUV9tVXX7Ft27axjw9pixYtYra2tkLLfNququqvrG2EEEKat4rviOzsbKakpMQeP37MHj9+zJSVlVlOTg4bOnQo8/LyYowx9v79e6aqqsquXr0qVMeECRPY6NGjGWOMeXp6svHjx1e6rorv8h07dgim3b59mwFgqampVcYIgPn7+wtNc3NzY8uXLxea9ttvvzFDQ0PGGGNr1qxhnTp1YqWlpSL13b9/nwFgV65cEUx79eoVU1FRYQcPHmSMMbZ7926mpaUlsp0+Nn36dObi4iJ4X5vv1u+++459+eWXQmVmz57NrKysBO9NTU3Z999/L3jP5/OZnp4e27x5s0hbCJFFCtLq5BNCyhOIfHrm2MzMDHl5eTUua2lpWe2QVS4uLrh+/XqVy/79999VLvvpWeVOnTqJ3NpmZmYm8tz0iBEjMGLEiCrrrex59Pre/j1s2DCR29h8fX0F/1+8eDEWL14sNL+yq9/R0dH1Wj8hhJDmSVdXFx4eHoiIiABjDB4eHiJXpB8+fIji4mJ8+eWXQtNLS0sFt5tPnjwZI0aMwM2bN9G/f38MGzYMvXr1Eir/cdJQQ0NDAEB2dja6dOlSZXz29vZC7//9919cuXJFcCUbAHg8Ht6/f4/i4mKMHDkS69evR/v27TFw4EAMHjwYnp6eUFBQQGpqKhQUFODk5CRYtk2bNujcubMg6aqkpKamYujQoULTevfujfXr14PH4wkeQWvMxKqEiBt1tgkhMm/Tpk3YsWMHYmNjhW59k4SuXbvi0aNHEl0HIYQQ2ebj44OpU6cCKH9s61OFhYUAgKioKLRt21ZoXsWIIoMGDcKTJ09w8uRJnD17Fm5ubvDz88Mvv/wiKPtx0s6KxGE1Je1UU1MTiWXJkiUYPny4SFllZWUYGxvj3r17OHfuHM6ePYspU6YgNDRUcLt7XdU2Sam4UGJT0pRRZ5sQItP2798vyArbGJlgT548KfjRoKmpKfH1EUIIkT0DBw5EaWkpOBwOBgwYIDLfysoKSkpKePr0KVxcXKqsR1dXF15eXvDy8kKfPn0we/Zsoc62OPTo0QP37t1Dx44dqyyjoqICT09PeHp6ws/PD126dEFycjIsLS1RVlaGuLg4wVX3169f4969e7CysqqyTSkpKULTkpKShDrFspZYlRBpoc42IU1MZbdvN2efXjGQNFNT00ZdHyGEENkjLy8vuI26so6fhoYGZs2ahRkzZoDP5+Pzzz9HXl4erly5Ak1NTXh5eSE4OBg9e/ZE165dUVJSgr/++qvKRKQNERwcjK+++gomJib45ptvICcnh3///RcpKSn4+eefERERAR6PJ0guum/fPqioqMDU1BRt2rTB0KFD4evri61bt0JDQwOBgYFo27atyC3eFb744guEhoZi7969cHZ2xr59+5CSkiKUrf3jxKrq6urQ1tYWqWfmzJlwcHBASEgIRo0ahdjYWISFhWHTpk1i30aESAtlIyeEEEIIIeQTmpqa1d7hFBISgoULF2LFihWwtLTEwIEDERUVBXNzcwDlV3eDgoLQrVs39O3bF/Ly8oiMjBR7nAMGDMBff/2FM2fOwMHBAZ999hnWrVsnOHncqlUrbN++Hb1790a3bt1w7tw5/Pnnn2jTpg0AYPfu3ejZsye++uorODs7gzGGkydPity+/fH6Fi5ciDlz5sDBwQEFBQUYN26cUJlZs2ZBXl4eVlZW0NXVxdOnT0Xq6dGjBw4ePIjIyEhYW1sjODgYS5cuhbe3t3g3ECFSxGEt6RIZIYQQQgghhBDSCOjKNiGEEEIIIYQQImbU2SaEEEIIIYQQQsSMOtuEEEIIIYQQQoiYUWebEEIIIYQQQggRM+psE0IIIYQQQgghYkadbUIIIYQQQgghRMyos00IIYQQQgghhIgZdbYJIYQQQgghhBAxo842IYQQQgghhBAiZtTZJoQQQgghhBBCxIw624QQQgghhBBCiJhRZ5sQQgghhBBCCBGz/wOFI+AOIpMjdwAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1000x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 2, figsize=(10, 3))\n",
    "errors = []\n",
    "for ind, (_, sim_data) in enumerate(batch_data.items()):\n",
    "    x = sim_data[\"temperature\"].temperature.coords[\"x\"]\n",
    "    x_exact_sphere, temperature_exact_sphere = get_analytical(3, x)\n",
    "    temperature_numerical = sim_data[\"temperature\"].temperature.interp(\n",
    "        z=0, y=0, x=x_exact_sphere\n",
    "    )\n",
    "    error = (temperature_numerical - temperature_exact_sphere).abs\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].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()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "2f60659f-fff8-443e-9bb6-0105bd86ec13",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}