{
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "# Defining common photonic crystal structures\n",
        "\n",
        "This notebook contains grab-and-go functions of popular periodic\n",
        "structures commonly used in photonic crystals and other photonic\n",
        "devices: square/hexagonal arrays of cylinders, slabs with\n",
        "square/hexagonal arrays of holes, rectangular grating, L and H cavities,\n",
        "wood pile, and FCC/BCC crystals. Users can directly copy these\n",
        "predefined functions to your own script and use them directly in\n",
        "building your simulations. More importantly, users can learn the\n",
        "workflow from these examples and build your own periodic\n",
        "[Structures](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Structure.html)\n",
        "using the same principles.\n",
        "\n",
        "For photonic crystal related case studies, please see the [band\n",
        "structure\n",
        "calculation](https://www.flexcompute.com/tidy3d/examples/notebooks/Bandstructure/),\n",
        "the [optimized L3\n",
        "cavity](https://www.flexcompute.com/tidy3d/examples/notebooks/OptimizedL3/),\n",
        "and the [waveguide polarization\n",
        "filter](https://www.flexcompute.com/tidy3d/examples/notebooks/PhotonicCrystalWaveguidePolarizationFilter/).\n",
        "\n",
        "For how to define common photonic integrated circuit components, please\n",
        "see\n",
        "[here](https://www.flexcompute.com/tidy3d/examples/notebooks/PICComponents/)."
      ],
      "id": "63b228e1-c2e7-48f4-b9af-b7372ef35fd0"
    },
    {
      "cell_type": "code",
      "execution_count": 1,
      "metadata": {},
      "outputs": [],
      "source": [
        "import matplotlib.pyplot as plt\n",
        "import numpy as np\n",
        "import tidy3d as td"
      ],
      "id": "b51ee370"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Square Array of Cylinders\n",
        "\n",
        "The function `square_cylinder_array` returns a square array of cylinders\n",
        "with tunable radius, spacing in both x and y directions, height, and\n",
        "array dimensions."
      ],
      "id": "8dc93ac6-3a16-45a9-9c0c-397582ff85ac"
    },
    {
      "cell_type": "code",
      "execution_count": 2,
      "metadata": {},
      "outputs": [],
      "source": [
        "def square_cylinder_array(\n",
        "    x0,\n",
        "    y0,\n",
        "    z0,\n",
        "    R,\n",
        "    hole_spacing_x,\n",
        "    hole_spacing_y,\n",
        "    n_x,\n",
        "    n_y,\n",
        "    height,\n",
        "    medium,\n",
        "    reference_plane=\"bottom\",\n",
        "    sidewall_angle=0,\n",
        "    axis=2,\n",
        "):\n",
        "    # parameters\n",
        "    # ------------------------------------------------------------\n",
        "    # x0: x coordinate of center of the array (um)\n",
        "    # y0: y coordinate of center of the array (um)\n",
        "    # z0: z coordinate of center of the array (um)\n",
        "    # R: radius of the circular holes (um)\n",
        "    # hole_spacing_x: distance between centers of holes in x direction (um)\n",
        "    # hole_spacing_y: distance between centers of holes in y direction (um)\n",
        "    # n_x: number of holes in x direction\n",
        "    # n_y: number of holes in y direction\n",
        "    # height: height of array\n",
        "    # medium: medium of the cylinders\n",
        "    # reference_plane\n",
        "    # sidewall_angle: angle slant of cylinders\n",
        "    # axis\n",
        "\n",
        "    cylinder_group = []\n",
        "\n",
        "    start_x, start_y = x0 + hole_spacing_x * (1 - n_x) / 2, y0 + hole_spacing_y * (1 - n_y) / 2\n",
        "    for i in range(0, n_x):\n",
        "        for j in range(0, n_y):\n",
        "            c = td.Cylinder(\n",
        "                axis=axis,\n",
        "                sidewall_angle=sidewall_angle,\n",
        "                reference_plane=reference_plane,\n",
        "                radius=R,\n",
        "                center=(start_x + i * hole_spacing_x, start_y + j * hole_spacing_y, z0),\n",
        "                length=height,\n",
        "            )\n",
        "            cylinder_group.append(c)\n",
        "\n",
        "    structure = td.Structure(geometry=td.GeometryGroup(geometries=cylinder_group), medium=medium)\n",
        "\n",
        "    return structure"
      ],
      "id": "de6c4134"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "To demonstrate an example, we use the `square_cylinder_array` function\n",
        "and put it into an empty simulation for visualization purposes. By using\n",
        "the `plot_3d` method of the\n",
        "[Simulation](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html)\n",
        "object, we can visualize the defined structures in 3D."
      ],
      "id": "6e44522e-fc68-454d-9cdc-0281e841d2be"
    },
    {
      "cell_type": "code",
      "execution_count": 3,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
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P33DDDf570QLAz3/+8yGzF4vmzp2LcePGoby8HM3Nzaivr484M3JxcTFOnDgBoP91GT9+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\nTkSuQmCC\n"
          }
        }
      ],
      "source": [
        "s = square_cylinder_array(0, 0, 0, 0.3, 0.7, 0.8, 5, 7, 0.4, td.Medium(permittivity=3.48**2))\n",
        "\n",
        "sim = td.Simulation(\n",
        "    size=[10, 10, 3],\n",
        "    grid_spec=td.GridSpec.auto(wavelength=1.55),\n",
        "    structures=[s],\n",
        "    run_time=1,\n",
        ")\n",
        "\n",
        "sim.plot(z=0)\n",
        "plt.show()"
      ],
      "id": "c3b436c0"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Hexagonal Array of Cylinders\n",
        "\n",
        "The function `hex_cylinder_array` returns a hexagonal array of cylinders\n",
        "with tunable radius, spacing in both x and y directions, height, and\n",
        "array dimensions."
      ],
      "id": "e9b212ca-74e0-4860-8a55-9682035a4667"
    },
    {
      "cell_type": "code",
      "execution_count": 4,
      "metadata": {},
      "outputs": [],
      "source": [
        "def hex_cylinder_array(\n",
        "    x0,\n",
        "    y0,\n",
        "    z0,\n",
        "    R,\n",
        "    hole_spacing_x,\n",
        "    hole_spacing_y,\n",
        "    n_x,\n",
        "    n_y,\n",
        "    height,\n",
        "    medium,\n",
        "    reference_plane=\"bottom\",\n",
        "    sidewall_angle=0,\n",
        "    axis=2,\n",
        "):\n",
        "    # parameters\n",
        "    # ------------------------------------------------------------\n",
        "    # x0: x coordinate of center of the array (um)\n",
        "    # y0: y coordinate of center of the array (um)\n",
        "    # z0: z coordinate of center of the array (um)\n",
        "    # R: radius of the circular holes (um)\n",
        "    # hole_spacing_x: distance between centers of holes in x direction (um)\n",
        "    # hole_spacing_y: distance between centers of holes in y direction (um)\n",
        "    # n_x: number of holes in x direction\n",
        "    # n_y: number of holes in y direction\n",
        "    # height: height of array\n",
        "    # medium: medium of the holes\n",
        "    # reference_plane\n",
        "    # sidewall_angle: angle slant of cylinders. Add compensation for the box geometry if != 0?\n",
        "    # axis\n",
        "\n",
        "    x_slab_length, y_slab_length = hole_spacing_x * (n_x + 0.5), hole_spacing_y * n_y\n",
        "    start_x, start_y = (\n",
        "        x0 - x_slab_length / 2 + hole_spacing_x / 2,\n",
        "        y0 - y_slab_length / 2 + hole_spacing_y / 2,\n",
        "    )\n",
        "\n",
        "    cylinders = []\n",
        "\n",
        "    for i in range(0, n_x):\n",
        "        for j in range(0, n_y):\n",
        "            c = td.Cylinder(\n",
        "                axis=axis,\n",
        "                sidewall_angle=sidewall_angle,\n",
        "                reference_plane=reference_plane,\n",
        "                radius=R,\n",
        "                center=(\n",
        "                    start_x + (i + (j % 2) * 0.5) * hole_spacing_x,\n",
        "                    start_y + j * hole_spacing_y,\n",
        "                    z0,\n",
        "                ),\n",
        "                length=height,\n",
        "            )\n",
        "            cylinders.append(c)\n",
        "\n",
        "    structure = td.Structure(geometry=td.GeometryGroup(geometries=cylinders), medium=medium)\n",
        "\n",
        "    return structure"
      ],
      "id": "f49ffa8d"
    },
    {
      "cell_type": "code",
      "execution_count": 5,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
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mEcmGlyITERERUUz77ne/i7i4OABDk5xpxe9+9zs4nU7o9Xr84Ac/ULo5RLJi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\npDA1V2qtde54d2qt5Y/XRk2itY0b8zM/8zvl18zP/MzP/GrRWn6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1NeHll1/GF198AQC4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\n/x+DTnOZs4sxRwAAAABJRU5ErkJggg==\n"
          }
        }
      ],
      "source": [
        "s = hex_cylinder_array(0, 0, 0, 0.3, 0.7, 0.8, 8, 10, 0.4, td.Medium(permittivity=3.48**2))\n",
        "\n",
        "sim = td.Simulation(\n",
        "    size=[10, 10, 3],\n",
        "    grid_spec=td.GridSpec.auto(wavelength=1.55),\n",
        "    structures=[s],\n",
        "    run_time=1,\n",
        ")\n",
        "\n",
        "sim.plot(z=0)"
      ],
      "id": "8f21d077"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Square Array of Holes\n",
        "\n",
        "The function `slab_square_array` returns a slab with a square array of\n",
        "holes of separately-defined medium. The slab has a tunable hole radius,\n",
        "spacing in both x and y directions, height, and array dimensions."
      ],
      "id": "b8f74575-8ec9-44ed-afc9-9989ae80376e"
    },
    {
      "cell_type": "code",
      "execution_count": 6,
      "metadata": {},
      "outputs": [],
      "source": [
        "def slab_square_array(\n",
        "    x0,\n",
        "    y0,\n",
        "    z0,\n",
        "    R,\n",
        "    hole_spacing_x,\n",
        "    hole_spacing_y,\n",
        "    n_x,\n",
        "    n_y,\n",
        "    height,\n",
        "    hole_medium,\n",
        "    slab_medium,\n",
        "    reference_plane=\"bottom\",\n",
        "    sidewall_angle=0,\n",
        "    axis=2,\n",
        "):\n",
        "    # parameters\n",
        "    # ------------------------------------------------------------\n",
        "    # x0: x coordinate of center of the array (um)\n",
        "    # y0: y coordinate of center of the array (um)\n",
        "    # z0: z coordinate of center of the array (um)\n",
        "    # R: radius of the circular holes (um)\n",
        "    # hole_spacing_x: distance between centers of holes in x direction (um)\n",
        "    # hole_spacing_y: distance between centers of holes in y direction (um)\n",
        "    # n_x: number of holes in x direction\n",
        "    # n_y: number of holes in y direction\n",
        "    # height: height of array\n",
        "    # hole_medium: medium of the holes\n",
        "    # slab_medium: medium of the slab\n",
        "    # reference_plane\n",
        "    # sidewall_angle: angle slant of cylinders. Add compensation for the box geometry if != 0?\n",
        "    # axis\n",
        "\n",
        "    start_x, start_y = x0 - hole_spacing_x * (n_x - 1) / 2, y0 - hole_spacing_y * (n_y - 1) / 2\n",
        "\n",
        "    box = td.Box(center=(x0, y0, z0), size=(hole_spacing_x * n_x, hole_spacing_y * n_y, height))\n",
        "    structures = [td.Structure(geometry=box, medium=slab_medium)]\n",
        "    cylinders = []\n",
        "\n",
        "    for i in range(0, n_x):\n",
        "        for j in range(0, n_y):\n",
        "            c = td.Cylinder(\n",
        "                axis=axis,\n",
        "                sidewall_angle=sidewall_angle,\n",
        "                reference_plane=reference_plane,\n",
        "                radius=R,\n",
        "                center=(start_x + i * hole_spacing_x, start_y + j * hole_spacing_y, z0),\n",
        "                length=height,\n",
        "            )\n",
        "            cylinders.append(c)\n",
        "\n",
        "    cylinders_structure = td.Structure(\n",
        "        geometry=td.GeometryGroup(geometries=cylinders), medium=hole_medium\n",
        "    )\n",
        "\n",
        "    structures.append(cylinders_structure)\n",
        "\n",
        "    return structures"
      ],
      "id": "04762da5"
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "image/png": 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BAB599FFceeWVGf3epZdeipUrV+Kee+7Brl274HQ6sWLFClxzzTXxx2s999xz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\nzv8DdUewNkijp/AAAAAASUVORK5CYII=\n"
          }
        }
      ],
      "source": [
        "s = slab_square_array(\n",
        "    0,\n",
        "    0,\n",
        "    0,\n",
        "    0.3,\n",
        "    0.7,\n",
        "    0.8,\n",
        "    5,\n",
        "    6,\n",
        "    0.4,\n",
        "    td.Medium(permittivity=3.48**2),\n",
        "    td.Medium(permittivity=1.003**2),\n",
        ")\n",
        "\n",
        "sim = td.Simulation(\n",
        "    size=[10, 10, 10],\n",
        "    grid_spec=td.GridSpec.auto(wavelength=1.55),\n",
        "    structures=s,\n",
        "    run_time=1,\n",
        ")\n",
        "\n",
        "sim.plot(z=0)\n",
        "plt.show()"
      ],
      "id": "4c5f7edf"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Hexagonal Array of Holes\n",
        "\n",
        "The function `slab_hex_array` returns a slab with a square array of\n",
        "holes with separately-defined medium. The slab has a tunable hole\n",
        "radius, spacing in both x and y directions, height, and array\n",
        "dimensions."
      ],
      "id": "c5bb1d37-b601-4697-bebb-7ee9a23fa2f1"
    },
    {
      "cell_type": "code",
      "execution_count": 8,
      "metadata": {},
      "outputs": [],
      "source": [
        "def slab_hex_array(\n",
        "    x0,\n",
        "    y0,\n",
        "    z0,\n",
        "    R,\n",
        "    hole_spacing_x,\n",
        "    hole_spacing_y,\n",
        "    n_x,\n",
        "    n_y,\n",
        "    height,\n",
        "    hole_medium,\n",
        "    slab_medium,\n",
        "    reference_plane=\"bottom\",\n",
        "    sidewall_angle=0,\n",
        "    axis=2,\n",
        "):\n",
        "    # parameters\n",
        "    # ------------------------------------------------------------\n",
        "    # x0: x coordinate of center of the array (um)\n",
        "    # y0: y coordinate of center of the array (um)\n",
        "    # z0: z coordinate of center of the array (um)\n",
        "    # R: radius of the circular holes (um)\n",
        "    # hole_spacing_x: distance between centers of holes in x direction (um)\n",
        "    # hole_spacing_y: distance between centers of holes in y direction (um)\n",
        "    # n_x: number of holes in x direction\n",
        "    # n_y: number of holes in y direction\n",
        "    # height: height of array\n",
        "    # hole_medium: medium of the holes\n",
        "    # slab_medium: medium of the slab\n",
        "    # reference_plane\n",
        "    # sidewall_angle: angle slant of cylinders. Add compensation for the box geometry if != 0?\n",
        "    # axis\n",
        "\n",
        "    # define geometry for slab\n",
        "    x_slab_length, y_slab_length = hole_spacing_x * (n_x + 0.5), hole_spacing_y * n_y\n",
        "    start_x, start_y = (\n",
        "        x0 - x_slab_length / 2 + hole_spacing_x / 2,\n",
        "        y0 - y_slab_length / 2 + hole_spacing_y / 2,\n",
        "    )\n",
        "    box = td.Box(center=(x0, y0, z0), size=(x_slab_length, y_slab_length, height))\n",
        "\n",
        "    structures = [td.Structure(geometry=box, medium=slab_medium)]\n",
        "\n",
        "    cylinders = []\n",
        "    for i in range(0, n_x):\n",
        "        for j in range(0, n_y):\n",
        "            c = td.Cylinder(\n",
        "                axis=axis,\n",
        "                sidewall_angle=sidewall_angle,\n",
        "                reference_plane=reference_plane,\n",
        "                radius=R,\n",
        "                center=(\n",
        "                    start_x + (i + (j % 2) * 0.5) * hole_spacing_x,\n",
        "                    start_y + j * hole_spacing_y,\n",
        "                    z0,\n",
        "                ),\n",
        "                length=height,\n",
        "            )\n",
        "            cylinders.append(c)\n",
        "\n",
        "    cylinders_structure = td.Structure(\n",
        "        geometry=td.GeometryGroup(geometries=cylinders), medium=hole_medium\n",
        "    )\n",
        "\n",
        "    structures.append(cylinders_structure)\n",
        "\n",
        "    return structures"
      ],
      "id": "5c643b5b"
    },
    {
      "cell_type": "code",
      "execution_count": 9,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "image/png": 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ESS63FzU3Nyf9/sLCQuzrTJeKJ5vG4/HkNVKv1MtVK0d/f3/ssvuWlhZVR9k1GAz40Y9+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KOxDsePT8m8VksCJiOe7mrjWVdShN77f6nyWyR+TjaL1yS+853vSDKfn/70pzlNv3nzZmzevLmg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\nzfxmH/+lKn8oLF5D6OrqAgDU1NSgpqYGxx9/PJYuXYqKigoA+5/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RMnp6erBy5Up8+umn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\nNO//B67Ln0HY2sVqAAAAAElFTkSuQmCC\n"
          }
        }
      ],
      "source": [
        "s = slab_hex_array(\n",
        "    0,\n",
        "    0,\n",
        "    0,\n",
        "    0.3,\n",
        "    0.7,\n",
        "    0.8,\n",
        "    8,\n",
        "    10,\n",
        "    0.4,\n",
        "    td.Medium(permittivity=3.48**2),\n",
        "    td.Medium(permittivity=1.003**2),\n",
        ")\n",
        "\n",
        "sim = td.Simulation(\n",
        "    size=[10, 10, 10],\n",
        "    grid_spec=td.GridSpec.auto(wavelength=1.55),\n",
        "    structures=s,\n",
        "    run_time=1,\n",
        ")\n",
        "\n",
        "sim.plot(z=0)\n",
        "plt.show()"
      ],
      "id": "641b6bd4"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Rectangular Grating\n",
        "\n",
        "The function `grating` returns a rectangular grating, with tunable\n",
        "height, thickness, tooth width, tooth height, tooth spacing, and tooth\n",
        "number."
      ],
      "id": "2ed9a62f-8b05-4acd-8055-e87ee77544b9"
    },
    {
      "cell_type": "code",
      "execution_count": 10,
      "metadata": {},
      "outputs": [],
      "source": [
        "def grating(\n",
        "    x0,\n",
        "    y0,\n",
        "    z0,\n",
        "    tooth_width,\n",
        "    tooth_height,\n",
        "    spacing,\n",
        "    base_height,\n",
        "    thickness,\n",
        "    tooth_number,\n",
        "    medium,\n",
        "    reference_plane=\"bottom\",\n",
        "    sidewall_angle=0,\n",
        "    axis=2,\n",
        "):\n",
        "    # parameters\n",
        "    # ------------------------------------------------------------\n",
        "    # x0: x coordinate of center of the grating (um)\n",
        "    # y0: y coordinate of center of the grating (um)\n",
        "    # z0: z coordinate of center of the grating (um)\n",
        "    # tooth_width: width of each grating tooth (um)\n",
        "    # tooth_height: height of each tooth (um)\n",
        "    # spacing: spacing between teeth (um)\n",
        "    # base_height: height of underlying base (um)\n",
        "    # thickness: width of underlying base (um)\n",
        "    # tooth_number: number of teeth in grating\n",
        "    # medium: medium of the grating\n",
        "    # reference_plane\n",
        "    # sidewall_angle: angle of slant\n",
        "    # axis\n",
        "\n",
        "    x_length, z_length = (\n",
        "        (tooth_width + spacing) * tooth_number - spacing,\n",
        "        tooth_height + base_height,\n",
        "    )\n",
        "    start_x, start_z = x0 - x_length / 2, z0 + z_length / 2\n",
        "\n",
        "    axisArray = [0, 1, 2]\n",
        "\n",
        "    # create list of points as vertices for polyslab\n",
        "    points = [(start_x, start_z), (start_x + tooth_width, start_z)]\n",
        "    prevPoint = points[-1]\n",
        "    # adding points for teeth\n",
        "    for i in range(0, tooth_number - 1):\n",
        "        points.append((prevPoint[0], prevPoint[1] - tooth_height))\n",
        "        points.append((prevPoint[0] + spacing, prevPoint[1] - tooth_height))\n",
        "        points.append((prevPoint[0] + spacing, prevPoint[1]))\n",
        "        prevPoint = (prevPoint[0] + spacing + tooth_width, prevPoint[1])\n",
        "        points.append(prevPoint)\n",
        "    points.append((prevPoint[0], prevPoint[1] - z_length))\n",
        "    points.append((prevPoint[0] - x_length, prevPoint[1] - z_length))\n",
        "\n",
        "    grating = td.PolySlab(\n",
        "        vertices=points,\n",
        "        axis=axisArray[axis - 1],\n",
        "        slab_bounds=(-thickness / 2, thickness / 2),\n",
        "        sidewall_angle=sidewall_angle,\n",
        "        reference_plane=reference_plane,\n",
        "    )\n",
        "\n",
        "    structure = td.Structure(geometry=grating, medium=medium)\n",
        "\n",
        "    return structure"
      ],
      "id": "734048d8"
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "image/png": 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BFr7pqYil+Bavw/b8Pe3EpPjuvBzkJ79EfvI3dfnqID/5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\nRU5ErkJggg==\n"
          }
        }
      ],
      "source": [
        "s = grating(0, 0, 0, 0.2, 0.1, 0.3, 3, 4, 12, td.Medium(permittivity=3.48**2))\n",
        "\n",
        "sim = td.Simulation(\n",
        "    size=[10, 10, 10], grid_spec=td.GridSpec.auto(wavelength=1.55), structures=[s], run_time=1\n",
        ")\n",
        "\n",
        "sim.plot(y=0)\n",
        "plt.show()"
      ],
      "id": "b64dca1c"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## L Cavity\n",
        "\n",
        "The function `hex_l_cavity` returns a hexagonal array of cylinders with\n",
        "an L cavity. It has tunable cylinder radius, cylinder spacing, height,\n",
        "cavity size, and separately tunable radii of cavity-bordering cylinders."
      ],
      "id": "0062f231-92c0-49f3-b6a2-14eccd449dc3"
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "metadata": {},
      "outputs": [],
      "source": [
        "def hex_l_cavity(\n",
        "    x0,\n",
        "    y0,\n",
        "    z0,\n",
        "    R,\n",
        "    side_R,\n",
        "    spacing_x,\n",
        "    spacing_y,\n",
        "    n_x,\n",
        "    n_y,\n",
        "    l_number,\n",
        "    height,\n",
        "    medium,\n",
        "    reference_plane=\"bottom\",\n",
        "    sidewall_angle=0,\n",
        "    axis=2,\n",
        "):\n",
        "    # parameters\n",
        "    # ------------------------------------------------------------\n",
        "    # x0: x coordinate of center of the array (um)\n",
        "    # y0: y coordinate of center of the array (um)\n",
        "    # z0: z coordinate of center of the array (um)\n",
        "    # R: radius of the cylinders (um)\n",
        "    # side_R: radii of the two ends of the L-cavity (um)\n",
        "    # hole_spacing_x: distance between centers of cylinders in x direction (um)\n",
        "    # hole_spacing_y: distance between centers of cylinders in y direction (um)\n",
        "    # n_x: number of cylinders in x direction\n",
        "    # n_y: number of cylinders in y direction\n",
        "    # l_number: number of cylinders removed from center (along x direction)\n",
        "    # height: height of cylinders\n",
        "    # medium: medium of the cylinders\n",
        "    # reference_plane\n",
        "    # sidewall_angle: angle slant of cylinders\n",
        "    # axis\n",
        "\n",
        "    cylinders = []\n",
        "    if n_y % 2 == 0:\n",
        "        n_y -= 1  # only odd numbers for n_y work for symmetry\n",
        "\n",
        "    n_middle = n_x - n_x % 2 + l_number % 2\n",
        "\n",
        "    for i in range(-(n_y // 2), n_y // 2 + 1):  # go up columns\n",
        "        n_row = (\n",
        "            n_middle + (i % 2) * (-1) ** l_number\n",
        "        )  # calculates number of cylinders in current row\n",
        "        for j in range(-n_row + 1, n_row + 1, 2):  # go along rows\n",
        "            if i != 0 or abs(j) > l_number:  # don't populate cavity with cylinders\n",
        "                var_radius = R\n",
        "                if i == 0 and (abs(j) == l_number + 1):  # checks if cylinder is on side of cavity\n",
        "                    var_radius = side_R\n",
        "                c = td.Cylinder(\n",
        "                    axis=axis,\n",
        "                    sidewall_angle=sidewall_angle,\n",
        "                    reference_plane=reference_plane,\n",
        "                    radius=var_radius,\n",
        "                    center=(x0 + j * spacing_x, y0 + i * spacing_y, z0),\n",
        "                    length=height,\n",
        "                )\n",
        "                cylinders.append(c)\n",
        "    structure = td.Structure(geometry=td.GeometryGroup(geometries=cylinders), medium=medium)\n",
        "    return structure"
      ],
      "id": "c28d65bc"
    },
    {
      "cell_type": "code",
      "execution_count": 13,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "image/png": 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+OeL5jfQ94/P5cNlllwHovuz1scceG/Txe/bswfe+9z0AwIUXXhi6pHW4urq6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PTxEdX2H0u2HT+DJzcdUK2d7PT68ae3d+FU/fAubTaTQDCIv767BwcrG1U7xsHKRvz13T28m69g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Dw1uXoCyzAy8cr8GIb/rVzzMxG3S4c3Uhri3NolWUk8hPicO/fGwdnv/gMk7Udy34erlJdnxm\ncykyHertMxUptBoN7lhdiJL0BDx7+CJ6hzwLvt728mzcvqoARsFO450Nh82Mf7xtDfZU1OOt880I\nSQubJx02Mz61cTHKsmjl02TWF6UjJzEWvzt8EfXdzgVfb1VeCj65YRGTU5d5Zzbo8cj2pTh0qQ0v\nnqyDZ4HzpMWox641hdi8KJNWUQqO4l91k2fCJM6KioqmXCG2bt26KX9vdHQUd9xxB44cOQIA+Pd/\n/3d85StfkaVO5eXlOHjwINrb2+F0Oq/awH+8ixcvXvlzWVmZ7NeIFnJ3nkgZNMIoecY3vU6L21cV\n4pqidOw924jjdZ1zTqDZLUZsL8/G1tJsmAwUeE0nNS4Gf3/rKlQ09WDvmQa09g/P+RrFafG4dUU+\nFmc4FKhh9NBoNNhYkoFlOcl463wTDl5qm3NgYNLrsGlRBnYsy4XdQgnK6djMRnx26xJcV5qFPWca\nUN029arwqaTHW3Hz8jysKUilBOUMFmc48G+71uPApTbsr2zGgHtuq/20Gg1W5adg54p8pMXz+x2C\nBwadFh9bU4SNxRnYc6YBJ+u75pxAi4sx4frybFxXmkUJyhmkJ9jwlZ2rcbqhG/vONqJtYO7z5KL0\nBOxcmY/iNP5vsrOk0WiwZXEWVuSm4M3zTTh0qQ2j/uCcrmE26LB5USZuWpqLWEpQkr+g+Hfy9hsM\n8p/ErpGkBd7SiWJ+vx8f+9jH8PrrrwMAvva1r+G//uu/ZLv+73//e9x///0AgFdeeQW33377pD/3\nyCOP4Je//CX0ej26u7uvWgEmxzUWYmBgAA6HA48++ihKSkqQns7+2Gk5OnykDRrjja+71+tFfHw8\n8vLysHPnTrYVI1cZ8vhwqqELla19qO92TplocNjMKElLwIrcZJRnJaqyQXi0kSQJTb0unGroxsX2\nfrQNDGOymU+n1SA7MRZlmYlYk5+CdBVPe4smXn8QZ5t7cK65BzWdg3B5fJP+nM1sQFFqPJblJGFF\nbgo9ljlP3c4RnGzoQlVrH5r6hhCY5NErDYC0eCsWZziwKi8FhalxtFJhHoKhEKrb+lHR1IPLHQNT\nrkIz6XUoSIlDeXYi1uSn0mrVeXJ5vDjV0I3Kll7UdzunTDQk2swoSf9wnqTtC+ZOkiQ09LhwuqEL\nF9sH0D44+Typ12qQk2RHaaYDa/JTKRk8T6P+AM429eBccy9qOgcwNOqf9OdizQYUpyVgWU4Slucm\n02OZHNqzZw9aW1vh8XiQmqrc3pgzofj36rrbbDZcvHgRu3fvRn9/vyy5D0qcTSEYDOKTn/wkXnjh\nBQDA3/3d3+EHP/iBrGW4XC6kpaXB4/HgjjvuwMsvv/yRnxkaGkJ2djacTiduvvlm7N27V/ZrLASP\niTNgYR0/kgeNsHAbvF4vrFYriouLKXHGMUmSMDjixYDbC68/CI1mbP+oRJsZMSb575iIzh8Iond4\nFEMeH4KhEPQ6LeIsJiTGmingUsCQx4d+9+iV5LDZoIfDZkKs2UjJG5kFQyH0D4/COeKDPxiETquF\nzWxAUqyFVt8owOMLoG/IA7fPj1Bo7NHl+BgT4q0mWskns5AkYdDtxeDI1fNkUqyFku4K8AWC6Bvy\nYGjUj2AoBINOB3uMEYk2miflJkkShkb9GBg3T1qMeiRYzYg1G2ie5BwviTOA4t/xbQiFQujp6cET\nTzwhW+KMZppJSJKEhx566ErS7LHHHptX0uzNN9+Ey+WC0WjEHXfc8ZF/t9vtePzxx/Htb38br7zy\nCv7whz/g3nvvvfLvoVAIjz32GJzOsb0H/s//+T+KXCMazXfZajQMGsCH7ezqWvgeOER5Go0GCVYz\nEqxm1lURgkGvQ3q8Fel0p1wVsRYjPVaiEp1Wi2R7DJLptEZVWIx6ZCl4Yh75kFajgcNmhsNG86Qa\njHod0hNs4ON2eHTTaDSwW4y0PxxZMIp/r26/ySTvam9KnE3ia1/7Gn77298CABYtWoStW7fiT3/6\n05Q/n5qaii1btnzk7x9//HFcunQJcXFxU+439S//8i/Yt28fzp49i0996lN44403sHXrVrjdbjz7\n7LNX9lb70pe+hM2bNyt2jWg018EjWgaNMKvVKvuAQQghhBBCCCGEPxT/jtW9v3/u+7/OhBJnkzh2\n7NiVP1+6dAn33HPPtD9//fXX4+23355XWTabDfv27cMDDzyAt956C08//TSefvrpK/+u1Wrx1a9+\nFd/85jcVvUa0mu3gEW2DRpher1dkc0RCCCGEEEIIIXwRPf61Wq0IBAJwuVyyXpcSZ5O47rrrkJSU\nNOufX7Zs2aR/v2PHDixZsmTGD2BaWhrefPNNHD58GK+//jpaWlpgMplQUlKCu+++G/n5+TPWQY5r\nRKuZBo9oHTTC9Hrq5oQQQgghhBAiAtHjX4vFAq93bqdgz4Qi6kl84xvfkOU6u3fvntPPb9q0CZs2\nbVpQmXJcIxpNNXhM/HO0DRqEEEIIIYQQQsQievzr909+Wu18UeKMCGO6wQOI3kGDEEIIIYQQQohY\nKP6VD50nTIRitVoRHx//kb+nQYMQQgghhBBCSDSh+FcelDgjhBBCCCGEEEIIIWQSlDgjQpm4EWLY\n4OAg3G63+hUihBBCCCGEEEIUQPGvPChxRoQx2ekh45et0uBBCCGEEEIIISQaUPwrHzocgAhhpiN3\npzqqlxBCCCGEEEIIiSSix78Gg0HW69GKMxL1Zho0Jm6YGG2Z90AgwLoKhBBCCCGEEEJUIHr86/F4\nYDKZZL0mrTgjUW2mQSNsqqN6Iz3zTkkzQgghhBBCCBGD6PGv2+2Gy+WS/bq04oxErdkOGmHRlnl3\nu93wer2sq0EIIYQQQgghRGEU/05+EIIcKHFGotJcB42waBk8lBw0CCGEEEIIIYTwg+Lfq9sv9wIS\nSpyRqDPfQSMs0gePie2Xe2NEQgghhBBCCCF8oPj36vbb7Xb4/X5Zy6A9zkhUWeigERapz3xPbL/J\nZIJeL0Y3D4UktA0Mo61/GP3uUXh8AUgSYDHqkGA1I9NhQ5bDBp2W7hfIYcTrR1PvELqcbjg9PvgD\nQei0WtjMBiTHWpCTZIfDZmZdzaggSRJ6XB609A2hd8gDt8+PUEiCyaBDXIwJ6fFW5CTaYTLoWFc1\nKvgCQbT0DaF9wI3BES+8/iA0GsBqMiDRZkZ2YixS42Kg0WhYVzUqDI540dTrQo9zBEOjfgRDIRh0\nOsRajEiLi0Fush1WE90AkkMwFEL7gBut/cMY+Ms8CQBmgw4OmxkZCTRPysnt9aOp14Uu5whcIz74\ngx/Okyn2GOQkxSLBSvOkHCRJQpdrBK19w+gd8mDE50coBJgMWsTHmJAeb0NOUiyMepon5eALBNHc\nO4SOwWEMjvjg9Qeh1QIxRgOSYi3ISrQh1U7zpFoo/v1o+5VYOCJGRE2EINegERZpg8dk7R8eHmZX\nIRVIkoRLHQM4WtOB8y29V4KAqZj0OpRnJeKa4nSUZyZCq6UJfS48vgCO1XbgRH0XGnqckKTpfz7F\nbsHKvBRsKslAsj1GnUpGkda+IRyuacfZph4MuKdfbq7TalCSloC1hWlYnZ9CwcEcBYIhVDR243hd\nJy52DCAQDE3783aLEctzk7GxOAN5yXaVahk9+odHceRyO041dqFzcGTan9UAyE2yY01BKtYXpcNm\npiTaXEiShIvt/Tha04HK1r4Z50mzYWye3FCcgdJMB7QU+M6J2+vHsdpOnKzvRGOPCzNMk0iNi8Gq\nv8yTibEWVeoYTVr6hnD4cjvONPXAOTL9PKnXalCSnoB1hWlYlZ8Kg44SxHPhD4ZwuqELx+s6cblj\nAIHQ9J/uuBgTVuQmY2NxOnKSaJ5UCsW/k7ff5/PJXpZGkmYKfQiZ2sDAABwOBx599FGUlJQgPT2d\nST3kHjTUurZcpqpjV1cXLBYLsrKysHPnTnYVVEBVax9ePFmL1v75JQdT42Jwx6oCrMxLoTtiM/D6\ng3jzfBPeudCMUX9wzr+vAbC6IBV3ri5EEgUGM2rtG8KLJ+tQ1dY3r9+PNRtw8/I8XFeaRStHZhAK\nSTh8uR2vn2nA4AxB11RK0uKxa20R8pLjZK5d9Bl0j+KV0/U4VtuJ0Dy+fhr1WmwtzcbNy/NgMdK9\n35mcb+nFyyfr0DYwv3kyPd6KO1YXYnlOEs2TMxj1B/DG2Sa8W9UCb2Ae86QGWFeQhjtWF9Jq7Vlo\n7nXhxZN1uNjeP6/fj7MYcfPyPGxZnEnz5AyCoRAOXWrH3jMNcHrml4xYnOHArjWFUZlA27NnD1pb\nW+HxeJCamqpq2RT/Tl1Hn8+HiooK7N69G/39/UhISFhweZQ4IwvCQ+JMjY7N8+AxXd2iMXHm9vrx\n+yMXcaqhW5brlWUm4oEtpYiLMclyvWhzqaMfzxyoRr97dMHXMui0uHNNIbaVZdMqhkkEgiG8eroe\nb1U2zbiabzYyE2x48LoyZDliF36xKNTpdOPp96vQ1LvwI8s1AK4ry8KuNUW02m8SkiTh0KV2vHC8\nZl5JhYniLEZ8enMplmQnyVC76DM86sOzhy/iTFOPLNdbmp2ET29eDLuF5snJVLf14ZmD1fNOvo9n\n1Guxa00RrivNomTlJPzBEF4+WYd3LjTPuJpvNrITY/HgtWXISLDJcLXo0z4wjKcPVKGlb2jB19IA\n2F6egzvXFEbVaj9WiTOKf6evmxKJs+j51BIhqdWhed0wkecBTQntA8P4r5ePy5Y0A4Cqtj78v5eP\no6HbKds1o4EkSXj7fBN276uQJWkGjH3h/dOxGvzynfPwyRA8R5Mhjw8/3Hsab56XJ2kGAG0Dw/jO\nqydxor5TngtGkXPNPfjWyydkSZoBgATgvapWPLHnFAZl6i/Rwh8M4TcHqvDckYuyJM0AwOnx4cdv\nncVrp+tB93+v1to3hP/38nHZkmbA2Mq1/ydjf4kWkiRh39lG/PcbZ2RJmgGALxDC/35wGb9+rxJ+\nmiev4vJ48f09p7BfpqQZMPao57dfPYHTjfJ9r4wWFY3d+ParJ2RJmgFj8+T+C834/p5TMz5WS6ZH\n8S+b+JcSZyRiqd1peBs8REuatfQN4Xt7TqFvWP6g1OXx4Yf7TuNyx4Ds145EkiTh5VN1eOFErWxJ\nnPHONPXgv984g1H/9HvtiMI54sX3Xz+FOgWSt/5gCE++dwEHL7bKfu1IdbyuEz/bf062JM54LX1D\neGLPKfQNe2S/diTyB4L42dvncKxOmeTtnjMN+MPRS5Q8+4vGHie+9/qpGfdEnA/niBc/eP006roG\nZb92JJIkCS8cr8HLp+pkS+KMd6qhGz9+6yzdZPqLQfconthzCo0KJG99gRB+9c55HLncLvu1I9XR\nmva/3OScfr/P+WjsdeF7r9NNpvmi+Jdd/EuJMxKRWHUaXgYP0ZJmvUMe/OiNCozMsKnxQvgCIfzk\nrbNolenOWiTbX9mMN841KVpGbdcgfvVuJUIzbC4b7Ub9AfzPm2fQ6Zx+g/SF+v2RS3RHHWN7I/7m\nQJUiCeGwvuFR/GjfGbi98h6DHmlCkoTfHKya9159s3XgYhteq6hXtIxI0O0cwf+8eWZe+1DOljcQ\nxI/fOouOee6ZFk32nWvC/gstipZxqWMAT75XOa/9AKOJxxfAj944gx6XcjckJAC/O1yNc83yrdSM\nVOeae/DbQ9WKJITDelwe/OiNMzMeVkKuRvEv2/iXEmdEFjqdenu6sO40rAcP1u1Xmz8Ywi/eOY/h\nUeWDUG8giJ+/c17oifxyxwD+fLJWlbIutPYJH/D+/sileR9wMRcSgGcOVKHTyX6JPSv9w6P4tUpB\naLdr5C8JOnED3v2VzbI+Vj+d1880Ch3w+gJB/Pydc3B7lZ+7PL4Afrb/PLwKJuh4V9XWh1dP1alS\n1tnmXuw726hKWTySJAm/PVSFjkHl5y5JAp56/wJ6XMreyOJZj8uDp96/oOjNpbCOQTd+e0jseXIu\nWMd/FP9S4ozIxGAwIBBQ/gsbD50GYDd48NJ+Ne072yDb/gqz0TvkwYsn1Ekc8cbrD+KZg8quxplo\n37lGYffNqWjsxnGFHmGbjDcQxDMHqoRcvSBJEn53uFrRVasTnW/pxdGaDtXK40nHoBuvqJRYCHv2\n8EVhV/ntqWhA+4B6AUy3awQvnxJznvT4AvjtQWVX40y0p6IBrf1iroY/Wd+Fikb1kuKj/uDYaitB\n58nfHqpSdNXqRBWNPThZ36VaeZGKl/hP9PiXEmdENj6fT9HOw0unCVN78OCt/WroG/bgTYUfGZzM\noUttQj6y+VZlkyJ7yE1HkoDnP7gs3JdUfzCEPx2vUb3chh4XTqiYrOPFuZZeVLf1q17uSydrhdzL\n74XjNQio/Bi2y+PD3jMNqpbJg27XCN6ubFa93PeqW1VZBcSbN841ynYQwGyFJAl/PKb+fMGaLxDE\nCwxuZNZ0DuK0SqtleXK6oRs1nYOql/vCidqI38tPycUjvMV/Ise/lDgjslKq8/DUacZTa/Dgtf1K\ne/Nck+rBFzD2WNvrZ8UKwDy+AN5ReL+WqdR3O3GxXayDGT6o6UC/yknKsNfPNAi16kySJOypYNOf\nh0b9OHixjUnZrDT2uHChVdl9zaZy4GIbXB4fk7JZeeNsI5P+LEkQLlHp9vrxXhWbg1YudwygplOs\nefLw5XZmpy/uOdMg1A09SZKwh1F/do54cTjCD2bw+/2KJM94jf9EjX8pcUZk4fd/+HiE3J2Ht04z\nkdKDB+/tV8qoP4BjtexWxpxp6hHqxJ/jdZ1M93Z7v1qsUx8PMDzlstvlwUUGq69Yaehxqfq490Tv\nV7cKlahk2Zf9wRCO1kR2ADYXbq8fxxk+5nSqoVuoROUHtR2KnMY7WyLNk5Ik4QDD9nYMupmsvmKl\npnOQ6QrS96tbIz5R6fV6hYr/RIx/KXFGZBEMBmE0Gq/8t1ydh8dOMxmlBo9Iab8Szjf3Mv2CKkkQ\n6hTCUw1s95iobO0V5lCGjkG3KgcCTOeEQHuKnKxn+2hq3/AoGnvE2MfPHwzhTBPbcVOk/XLONvUg\nEAwxKz8kSczfbzWx/myda+6N+EfaZqu1f1jx06Znwvr9VhPrtnY5R5h/L5KDaPGfaPEvJc6IbPR6\nvaydh9dOMxW5B49Ia7/cLrSxedTnqjq0irEqZ9QfQF2Xk2kdgiEJlzvEeAylitFjbFfVoa0v4u/u\nzlYVB6vreHjP1dDQ7VR1Y+nJtPYPM3u8S21VHMyTony23V4/mhgnwP3BkDCroHj4XPHwPVQtPLSV\nh/d8vgwGw5U/ixb/iRT/UuKMyEquzsNzp5mO6O2XEw8rNBp7nEIkF5p7h7h4lKyhh23yTi08tNPl\n8WHAHf3JBbfXjy7GqxaAscdFRcDDZxvgY/5QAw/tFOWz3dTjUvUkzanw0seUxsPnqn94FC5P9M+T\nLo+X2Z6r4/Hwns+XXq+HyWS68t+ixX+ixL+UOCOyW2jn4b3TzET09sshGAqhx+VhXQ2M+AIYGvXP\n/IMRrtPJx8loPCQ41MBLO3l535XUzclr3SXAaw3w89nmpR5K8geCqp+CPBmXxyfEY/a8jJddg9H/\n2Qb4GTM7BXi9eWkjL+/5fC30yatIj/9EiH8pcUYUMd/OEwmdZjZEb/9CDY/6uVgBBUCMu40jfGzu\nLMom07y0k5f3XUncvNac1ENpTk4+U04Rxu1RPl5rQJDXm5M+LMJ3EgBwcvN681EPJfHSRl7e84UQ\nPf6L9vZT4owoZq6dJ1I6zWyJ3v6F8DPc7Hgif4CfuiiFl9dblE2PeWmnL8hHPZTEy2vNSx9Tmp+T\nz5QI47aPozbS660enzBjCR/t5GVMUxIvbfRzMl8vlOjxXzS3nxJnRFGz7TyR1GnmQvT2z5dOq2Fd\nhSt4qotSeGmjTivGlKTX8dFOvQCvt46T15qXPqY0XvqwThf9r7eeo88UT3VRCi99mJd6KE2n4aOd\nvIxpSuKljbzUQw6ix3/R2v7o+YQSbs3UeSKt08yV6O2fD5vJMPMPqcRmNrKuguJsZj5e71hO6qE0\nXj7fvLzvSuLlM8XLe640Xj5TIrzePM1NVo7qopRYTtrISz2Uxs1Ywkk9lMRLG3mph1xEj/+isf16\n1hUgYgh3hHAHGd9RIq3TzIfo7Z8rg16HBKuJ+al/Bp0W8TGmmX8wwiXbY1hXAQCQbLewroIqku0x\n6ORg83Je3ncl8dJGXuqhtBRO+rAIr7fFqIfNbMAw4wNszAYdNwlqJfEyP/FSD6Wl2GO4OPwiOTb6\nxxJe2pgSheO26PFftLWfVpwR1UyWeY7ETjNford/rnISY1lXAdmJsdAK8FgED681AOQk2llXQRU5\nSexfb5Neh9Qo/JI6UZzFCLuF/QqNXA7eczXw0odzk/ioh9J4eL1zkuzQcPJYnZJ4GLcBPt5zNfDw\nescY9UiKNbOuhuISY82wmtivpeHhPVeC6PFfNLWfEmdEVRM7T1gkdZqFEL39c7E4w8G6ClickcC6\nCqqIizEhPZ7950+U13txOvvPdkl6ghBJYY1Gw8lYwr4OaihOi4eWcRIlwWriZuWb0ko5GDMXp7Ov\ngxoSbRbmq700GBu7RcDDmLk4wyFEUlir0WARB99LeHjPlSJ6/Bct7afEGSGESytyk8H6+8rKvBS2\nFVDRqny2bS1IiUO8Nfrv7AJjbY1j/AjwKpE+24zbajHqsSiKA4LxYkwG5sHPqrwUIYJdgI85aiXj\nuUNNrMeS4vQELlbQqqE4LZ75nlc89C+1sP5s28wGFKfFM60DITOhxBlR1cSNAMNmOqo2Woje/rmI\nt5qxNDuJWfn5yXZkOaJz2fhkNhZnMF0psnlRJrOy1abVarCpJINZ+VaTnnmiVE1LshOZ7lW4oTgd\nBk5O91TDlsVs+/ImgcaSxFgLyjLZJSqL0+KRFhc5qwUWalNJBlimZDcvYjdvqE2n1WJjMbv2xpoN\nWJ6bzKx8tS3LTWa6V+HG4oyoOlVzItHjv2hpf/R+Qgl3Jjs9YzZH1UYL0ds/Hzcvy2NX9nJ2ZbPg\nsJmxviiNWdlrC1KZlM3KtrIsmPQ6JmVvL8+BkVHZLOi0Wty4NJdJ2XqtBteX5zApm5Vl2UnMHv1e\nkZvMxWPnamI5V4k2TybbY7Ca0VyVYrcwXxWktu3l2cxuOtywJFeoGx4GnRY3LGEzTxp0Wmwvz2ZS\nthpEj/+iqf3ijAiEqamOnJ3pqNpoIXr75ys/JQ6rGayMWZSewHS1Gyu3rypgksz5+Joi6AX6ggoA\nNrMRt6zIU73cBKspqr+gTuXaxZlMTuy6fkkOHDYxHkEO02o1uHtdserl6rUafGxNkerlslacloDl\nOeqvjCnPSkSpII8gj3fn6kImCZWPryuO6hU5k4mLMWHHMvWTOYk2M7aWZaleLmtby7KQyGC+umlZ\nLvPtK5QievwXbe0XawQmTEzVacIitfPMlujtX6h7rilRdZ8Lk16HT21aLMweOeMlWM34+Dp1A88V\nuclCPTY43g1LclQ/bfFTm0phNrA/PUttep0WD2wpVXXfxLT4GNy6Il+9AjlSlpWIa4rSVS3ztlUF\nSI2L/pNiJ3PvhhJVT8UzG3S4b+MiIefJpFgLPramUNUy1+SnMkmO8uCmZXnITLCpVp4GwKc3lwq1\nKjvMqNfhM1tKVX0cOTPBhh0Mny5RkujxXzS2nxJnRFEzdZqwSOw8syF6++Vgt5jw8NYlqu2/9Zkt\npUhmsDKFF1sWZar22GSy3YJPby4VMvgCxh4hfHjrUlhN6iSGb16eh/KsRFXK4lFharxqK5LMBh0e\n2bZUyOAr7JMbSlQLeJdmJzF7HJcH8VYzHrpuiSqJYQ2AB68tR6JNjJNLJ7OtLBsr89RJZKXFxeD+\nTYtVKYtHBp0Wn9++FBajOonh21YVMD/ghKVF6Q7ctqpAlbIsRj0+v31pVD4SK3r8F63tj75PKuHG\nbDtNWKR1npmI3n45Lc5wjK0WUbicu9cVY3W+WHttTaTRaPCZzaWKf3GMsxjxtzetUC1pxKtkuwWP\n3bhc8UdkrylKx+0qfRnm2Y1LchR/BMeg0+LR65chXcVVEjwyG/T44k3LFX/0pyAlDp/dWs70cBMe\nlGcl4lObShUv55MbFgm1afpkNBoNHry2XPFTABOsJvzNTStUSxrxKjUuBl+4YRmMemXD1s2LMnCL\nYPv2TeaW5XmKH0Rh1GvxhRuWReUqYdHjv2huPyXOiCLm2mnCIqnzTEf09ithfVE6Prt1iSJ7YWk0\nwL0bFuH6JWJt4j0Vg16HL9ywDCsUCo6S7RZ8ZedqoVf2jVeQEoe/u2WlYo8kby3Nwmc2lwqfWADG\nAt571pcotm+OxajH39y0QugVC+MlWM34ys7VyEhQZsP+0kwH/nbHCiEfP57MppIMPHhtGXRa+fu6\nVqPBpzeX4rpS8fZ+moxRr8MXb1yBJdnKrOJNi4vBV25djcRYcVf2jVecloDHd6xU7Gbb9eU5uG+j\nmNt0TKTRaHDfxsWKHWxjNRnw+I6VKE5LUOT6LIke/0V7+ylxRmQ3304TFimdZyqit19JawpS8Q87\nVyPZLt8XybgYE75080oKBiYw6nX4/PaluGN1oawJlxW5yfin29dS0myCvOQ4fP2OdShKjZftmia9\nDp/ZXIpPblgErQKBdKTSaMY2kX946xJZV3LkJsXi63esRUl69AUDC5FgNeMfb1uD9YXyndqr0Yyd\nuvzFG5dT0myC9UXp+PtbV8u60i/BasLf3bISm0qUXYUSaUwGHb5w/XLsXJEv6zy5Oj8FX719LSXN\nJihMjcfX71iLgpQ42a5pNujw4LVluHt9Md1cGker0eDu9cV48NoymA3yrYjPT7bj63esRaGM33V4\nEQgEhI7/RIh/NZIkSawrQSLXwMAAHA4HHn30UZSUlMButy+o04y30A7Igpx1luNaXV1dsFgsyMrK\nws6dO+dVDx75AkHsPduI/ZXN8AdD87qGTqvBtYuzcNvKfMQI/rjgTFr7h/DHYzW43DEw72sk2sz4\n+NoirMxLoTu60whJEg5dasOrp+sxPOqf93VW5aXg4+uKhN6HaDYGR7x48UQtTtR1Yr5fhmKMety6\nMh9bS7OEO/Vurs639OKF4zXoco7M+xoFKXH4xPoS5CXbZaxZ9Bn1B7D3TCPerWqZ9zyp12qwtSwb\nt67IF/5xwZm09A3hj8cuo6ZzcN7XSLZbcNfaYuEfhZ1JKCThwMVWvFbRALd3/vPkmvxU7FpbJNzJ\nx3PVPzyKF0/U4mRD17yvYTUZcNvK/P+/vfsOj6rK/wf+npZJZ1IgBAi9N2nCigooHQR1cRXLWnGt\nq7/VLbZ1dXXXXcuqa1lXVhQbfpUVG6IiCohSRJr0AAGSkISEZEhPZjLn90f2XlNmksnMbTP3/Xoe\nnuQyM+fedzL3nJzP3IJJg3tE3Qd5K1euxNGjR+F2u+F0Nt4dVO/5n9aMNv8FgPr6emzfvh3PPvss\nSktLkZIS/oeaLJxRWJoWzvr27Qtrk0mDEjt6JHUeamxruG1Ga+FMUl5Tj/X787ApuwCnKmuDek2n\neCcm9OuKyUN68I+lDsouLMO6fXnYdbwk6IlYv4xOOHdQd4zrm8GiQgfUeRqw6VABNhzIR15pZVCv\niXXYMLZPBqYM7YEeqdrerTPSFbirsHZvLrYeKUJ1vTeo12S6EnD2wG6YOLAbiwod0ODzYcfRYnxz\nIB8HC8qCKljarRYMz0rHpME9MLhbCovvHXC6uu5/42QhSquCGydTEpyY0C8Tk4d0hyuB42SwhBDI\nLnQ3jpO5JfAGMU5aAPTv6sK5g7pjTJ8uHCc7oNbjxXcHC/DdwRPILwtunIyLsWPc/8bJbia/DmVH\nnSirxNq9ediaU4SaIMfJ7imJmDiwGyYOzIzao4NXrlyJ7OxsVFVVwel0GmL+pyUjzn8BFs7IgKTC\n2a233orMzEzExjb+gaXkDh4JnYea2xhO29FeOJMIIZBfVolDhW7kl1biVFVt46AugNgYO1ITnOiW\nmoj+GS5kpSXxcPww1XkakF1YhpzichSdrkJ5TT3qvQ2wWa1IjHWgc1I8eqYnYVBmCjrFO/Xe3IhX\nUlGDgwVlyD1VgZLKGlTVeuATgNNuhSshFl1dCejbJRn9urhUuQagmTT4fDhy8jSOnDyNgrIquKvr\nUOtpgNUCxDsdSEuMRVZaEgZ2TUGXKLyosdYqaupxsKAMx06V4+TpGlTW1sPr88FhsyE5LgYZneLR\nu3MyBmamRO2kSytCCOSVVuJQUeM4WVpVi5q6xslvXIwdKYmx6J6SgP4ZLvTgOBm2Wo8X2YVuHC0+\njaLT1c3GyaRYBzon/zROJsdxnAxXcXk1Dha6kXuqAqcqalBV979x0mGDK96JTFcC+nbphL5dOnGc\nDJO3ock46W4cJ+v+N04mOB1IS4r73zjpMsVlOZoWzjIyMgwx/9OKUee/gDqFM/4VQopwOH461U3p\nHVtqS9p5pK9G6TzU7tiMnt8ILBYLeqQm8SgbjTgdNgzPSsfwrHS9N8UU0pPikM5r3WjCZrViQNeU\nqLxosRElxcVgbN8MjO1r7rsZa8FisSArLQlZaRwntRDrsGNEVjpGcJzUROfkeFMUaYzAbrNiYGYK\nr+fZgtPpNNX8z4zzXxbOSFFqVcONuPMA2n0aYNT8REREREREZtX0ABIlGXX+Z9b5L49VJcXExMSo\n+kY22t02tD6E1mj5iYiIiIiIzMxuV+9YJKPN/8w8/2XhjBTh8XhU7TQkRtl59Drv3Cj5iYiIiIiI\nSF1Gmf+Zff7LwhkpoqGhQbN16b3z6H2xRr3zExERERERkTb0nv9x/svCGUUovXYevTsNiRE6DyIi\nIiIiIlIf57/6zn9ZOKOIpfXOY5ROQ6J350FERERERETa4PxXv/kvC2cU0bTaeYzWaUhYPCMiIiIi\nIjIHzn/1mf+ycEYRT+2dx6idhoTFMyIiIiIiInPg/Ff7+a/6t0Ek0oC0I0s7uPQ13B3c6J2GJFB+\nIiIiIiIiii6c/6qTPxAWzihqKL3zREqnIWHxjIiIiIiIyBw4//Wf3+FwKL4unqpJUUWpwzYjrdOQ\ntMxfV1cHr9er3wYRERERERGRKjj/bZ2/pqZG8fWwcEZRJ9zOI1I7DUnL/B6PR7+NISIiIiIiItVw\n/ts8f3l5ueJHnbFwRlEp1M4j0jsNScv8REREREREFJ04/22e3+l0Kto+C2cUtTraeURLpyFJSEhQ\nvMMgIiIiIiIi4+H8V72DR1g4o6gWbOcRbZ2GxG63q3JxRCIiIiIiIjIWs89/ExISkJycrHi7LJxR\n1Guv84jWTkNit/PmuZFCCAFPgw8NPp/em2IKPp+Ax9sAnxB6b0rUE0LA2+CDp8EHwZ+36nzif+9t\nH3/WWmjw+eDxNvC9rQHxv/c2x0ltcJzUjjROejlOkgLMPv+Ni4tDXV2dom1yRk2mEOhWtS2/j7ZO\ng4xLCIH8skr8mHsKR4rcKHBXoayqTv7j1Gm3IS0pFj1SkzCgqwsje6YjOY6n3oaq3tuAffml2H+i\nFEdLylFcXoOqusYbZ1gAJMY6kNEpAb07J2No91QMzEyBzcrPlkJ1qqIGu3JLcKjQjfyySpRW1sLT\n0DjRtdusSElwontKIvpnuDCiZzq6JMfrvMWRy+cTOFTkxp68UzhafBqFp6tRUVMPadoVH2NH5+R4\n9ExPwuBuqRjWPQ1Oh03XbY5klbUe/JhbgoMFZcg9VYFTlTWo9TQAAKwWC1zxTnR1JaBvl2QMz0pH\nz7QkWCwWnbc6MgkhkFdaiR9zS3Dk5GkUuKvgbjFOpifFoUdqIgZmpmBEVjqS4mJ03urIVe9twN68\nU9h3ohTHSypQXFGNqrrGO7NbACTFxSCjU/z/xsk0DOjq4jgZhuLyGvyYW4xDRW7kl1aitKoO3ibj\nZGqCE91T/zdOZnVG5+Q4nbeYIo3Z579K3yDPIljSpjCUlZUhNTUVN910EwYOHIjMzEy9N6lNLavr\nTUVjp1FUVIS4uDj06NEDc+fO1XtzCI1HJmw+VIiv9uQiv6wy6NdZLRaMyErD9BG90C/Dpd4GRpnS\nylqs3n0Mm7IL5MltMJJiHThnUHecPywLibGciAVDCIHdeafw5e7jOFhQ1qHX9uvSCVOH98QZvTrD\nyiJDUKrrPFi7Lw/r9+fjdHXwn6o67Tac2S8D00f0YsGyA46VlOOLXcew41hxh46+6dopHlOGZmHi\ngEw47CxYBsPb4MPG7AJ8vTcXBe7g7wpntVgwsmc6po/ohb5dOqm4hdGlpKIGq388hs2HClHnDX6c\nTI6LwbmDuuO8YVlIcPKyIMEQQmDX8RKs2XMc2YXuDr12QFcXpg7riZE901mMN5CVK1ciLy8PNTU1\nyMjI0Htz/DLb/BcA6uvrsX37djz77LMoLS1FSkpK2G3yiDMylZaVd0m0dhpkLHvzT+H/Nh7AyfKa\nDr/WJwR2Hi/BzuMlOKNnOi792SCkJsaqsJXRod7bgE935GDN7uPwhnC6WkWtB6t2HsXXe3Mxd3Rf\nnD80C1Yr/1ANJL+sEsu+24/DRadDev3hk6dx+Ksf0Ss9CZdPHIxe6cpfmyJa+ITAN/vz8dEPh1Fd\n7+3w6+u8Ddhw4AS+O1iAKUN7YN6Yvoh18M/BQE5X1+G9zQfxQ87JkF5feLoa72w8gC9+PIZLJwzE\nGb06K7yF0WV3bgn+b9NBlFSENk7uOFaMHceKMbp3Z1w6YSBcCRwnA6nzNOCT7Ufw9d5cNIQwTpbX\n1GPljhx8tTcX88b0xeTBPThOtiH3VAWWfbcfOcXlIb0+u9CN7EI3+nROxuUTByMrLUnhLaRoxfmv\nMviXEhGRyrwNPvz3+2ys3ZunSHs7j5fgQEEZfnnOEIzpY8xPt/RU4K7C4q9+7NCRCoHUehrw3y3Z\n2HHsJBadNwKueJ4u25QQAmv35eH9LdkhFShbOlZSgcc/3or5Y/pixshe/FS9hcraeixZuwf7TpSG\n3ZZPCHy1Jxc/Hi/BjeeP4CTMj925JXht/V75tO5wlFbW4qU1uzBxQCYuO2sQYnj0WTOeBh/e23wQ\n3+zPV6S97UeLsf9EGa45dyiLlX7kl1bi5a9+xMny6rDbqqn34t1NB7HjWDFumDKMl5VoQQiBNXty\nseL7Q4pcKy6nuBx/++h7XDyuH6YO78lxkkgjPDGdTCXQoart3aqXKFS1Hi+e/2KHYkWzn9ptwOKv\nd+PzXUcVbTfSHSwow+Mff69I0aypw0Wn8fePvseJDpxeG+18QuCdjQfw7qaDihTNmrb7wQ+HsXT9\nXl4AvIni8mr8/eOtihTNmrVbUYMnV27F7twSRduNdOv25eHF1TsVKZo19V12AZ79bLvi7Uaymnov\nnvt8u2JFs6btvrRmF9bsPq5ou5FuX34pnvhkqyJFs6YOFpTh7x9tReFp/j0t8fkE3vx2P/67JVvR\nGyz4hMB/vz+EN7/dz5vAULs4/1UGC2dkGv7uHhLMrXqJQuXxNuDF1TtxoIPXe+qID7YeZvHsfw4X\nufH8Fzs6dC2zjnBX1+HpVdtQdFrZyUYkEkLgne8OYL3CE92mNh8uxNL1e3k3NzQerfT0qm0hnb4W\njHqvDy+t2YW9+adUaT/SrN+fh3c2HoBa77wjJ0/juc+3o9bT8VNto029twHPf7Gjw9d76ojlW7Kx\nZg+LZ0BjcevFL3d26FpmHVFaVYtnPt2G4hAuSRFthBB489t9+O7gCdXW8d3BE3jz2328CycFxPmv\nclg4I1MIdMvd9m7VSxSqxj+Y9qs6GZB8sPUwth0N7fo70eJUZQ3+9eUu+c6Naqms9eCF1TtQE8K1\npaLJmt3H8c0B9Ypmku+PFGHl9iOqr8fI6v9XgC+rUva26i01+AQWf/UjChU+WjPS7M0/hXc2HlB9\nPcdKKvDquj2mLgwLIbB0/V4cORnatRE74r+bs/HjcXMfVXmyvBovrdkl37lRLadr6vHilztMXxj+\nbNcxbMwuUH09G7ML8NmuY6qvhyKP2ee/DoeyNy1h4YyiXqBOQxLtnYfXa+4/XPSy6VAhthwu1Gx9\nb27Yh9LKWs3WZyQ+n8Cra/dodupTcXkNln23X5N1GdGxknKs2HpYs/Wt2nG0w3fpjCb/3ZLdoTvw\nhqPW04BX1u5WfWJtVBU19Xh13R5oVcvadbxE8dP4I8mGAyc0+9BHAFj6zZ4O3YE2mjT4fFiydo9m\nH/oUuqvx7qaDmqzLiI6cPI2Pt2k3Tn687TAOF7k1Wx8Zn9nnvzU1NXA6lb3eIgtnFNXa6zQk0dp5\neL1eeDy8jorWKms9WL5Z2z8Ya+q9eE/jdRrFhoP5OKzBEQtNfX+kCHvzzHdam88n8Na3+zU9SkYA\neOvb/aYs5hw5eVrV02H9ySutNO1pbSu2HkJlrbZj5kc/HIa7ynwfepTX1OH977M1XWdVnRfLN2u7\nTqNYty8Px0pCu5tjqDZmF5jyQ48Gnw9vfbtPswI8AAjROE7yuqAEcP5bVVWF8nLl+zsWzihqBdtp\nSKKt86iqqkJdnTk/WdXbFz8eRbUOp/LtOFasySkvRlLvbcAn2/Q5lW/F1kOmu67I1pwi5J6q0Hy9\nJ8ur8a2K14kxqhXfH9JlvZ/tPGq6i9fnl1VikwanVbVU523Ayh05mq9Xb5/tPKra9SjbsjWnCMc1\nLiDprdbjxac6vcdWfG++cXLzoUKcKNN+/lDgrsLmQ9qd6UDGxPmv/xshKIGFM4pKHe00JNHSeajZ\naVDbaj1exe8M1hGrfzTXdS42HypAhcZHiEjySiuxX+E7HBqZEELX99ea3cdNdT2onJOncUinU29q\nPQ349oC5CpVrdh9X7WYA7dmUXYDymnqd1q69qjoPNuj4/lptsrtsfnewAFV1+ly242hJuW79mB6E\nEFi9W79xcvXuY6YrVNJPOP9tnl/pA0hYOKOoE2qnIYn0zqNlfqUvjEht25ZzUpdP0SW7jpegwkQT\nsO8Oan+ESFNmOgoqr7QSeaXaXGvLn+KKGhzS4GYbRvFdtr7vre+yT5hmAlbr8eKHnCLd1u/1CXx/\nxDxHimw9UqT6jVzasuPoSVSb6IjKjTr3JWYaJ3OKy1Ho1u/O24XuauQUm+uISmrE+W/z/MnJyYpf\nroiFM4oq4XYakkjtPFrmdzqdsNvt+m2QCe04Vqzr+n1CYHeeOe4c5q6uw1GdT7nZnXvKNNfe0vu9\nbZRt0IIQArt0vgNg0elqFJ3WbwKopf35paj36rsf7zTJexsAdh7XN6vXJ7DHJNeoLKmo0fUDDwD4\n8XgJfD5zFOGNsB8bYRtIW5z/ts4fFxen+HpYOKOooVSnIYm0zsNffhbNtOUTwhCnJGSb5KicbANc\ndLjO26DLNb/0kF2o/8/bCNughcLT1YY4de+gSX7eRsiZc/K0rkdhaaXB5zPE3f/MMk4a4eL81fVe\nze4MrDcj9CVG2AbSDue/yuZvCwtnFBXU2mkipfPQstOgwEorazW71XtbzFLI0ftTdEleafT/vIUQ\nhnhfnSirMsVdw4zynso7ZYx9TG1G6Eu8PoFCt/H+vlBacXmN7kf3AUCuQfYxtRnhvQ0Yp09Tk08I\n5Bvg551fWmmq64GaGee/2s5/WTijiKf2TmP0zoNFM+M4VVmj9yYAAE5V1uq9CZrgz1s71fVeXa/d\nJ/EJAXdV9N8t+FSFMd5TRtnH1GaUfdgo26Emo2QsNch2qK3UIPuwUfo0NVXU1BviqFFPg89U17o1\nK85/tZ//snBGEU2rncaonQeLZsZSrdNdq1qqqfea4tNGo/y8q0xwkWmj/KyBxiJetKuuN8Z7yki/\ndzUZ5ULxRtkONRklo1G2Q21G6S+N0qepySg/a8A872+z4vxXn/kvC2cUsbTeaYzWebBoZjyGugOd\ngTZFLUYpDhpkM1QlDPSGMsrvXU1GiWik37uajPPzjn5GyWiSa9Ubpr80yGaoykh/A+p/3BuphfNf\n/ea/LJxRRNJrpzFK58GimTE5Hca4GYPDZoXVatF7M1QXa5Cfd6zDpvcmqM5IGY3ye1eT0yA/b6P0\naWozys871m6M7VCT0yAZjfI7V5vTIDeJMsPP20hjk5HGbFIO57/6zn9ZOCNF2GzaddB67zR6dx56\n56fAXAlOvTcBAJBikO1Qm1FyuhJi9d4E1SU6Y2A3SDHWFW+M37uaUgzynkoxwc8aMFJfYoztUJNR\nMhrld642o+Q0Q7+dHBcDiwGGSYsF6BQX/T9vs9F7/sf5LwtnpBCHwwGvV/1z+42w0wD6dR5GyU/+\ndUmOh80AxYVuKYl6b4ImMlOM8d7vZpDtUJPVakFXl/450xJjTXHkQqYBftaAcfYxtWW6jNFnGmEf\nU1vXTgmGKC50M8jvXG1G2YfN8HeJ3WZFRnK83puBjOR42G2c4kcTo8z/zD7/5V5Fiqmvr1d15zHK\nTiPRuvMwWn5qzWGzold6st6bgb5dOum9CZro18Wl9ybAYgH6dDbHz9sI76t+GS69N0ETWWlJcBhg\n4mOEfUwL/TL0f29nuhKQ4HTovRmqczpsyEpN0nszDPE710J/A/SZNqvFEH8baaGvAX7eRhirzUbN\ng0eMNv8z8/xX/7/KKKqotfMYaadpSqvOw6j5qbURWel6b4IhtkEL3VISkKrzKW39M1yIizHOdU3U\nZIT31fCsNL03QRMOmxVDuqfqug0JTgf6dDHHZHd4jzTofRCUEfYvrQw3QFYjbIMWstKSkBwXo+s2\nDMxMMcWRwoAx9mMjbIPZeDweVYpnRp3/mXX+y8IZKcLj+em2x0rvPEbbaVpSu/Mwen5q7sx+GbpO\nwHqlJ5nidB8AsFgsGN+/q67bMKF/pq7r19KQ7qm6TsBiHTaMzOqs2/q1NqGfvu/tM/tmwGY1x5+J\nroRYDMxM0XUb9O7LtKT3e7tfl05IT4rTdRu0YrVYMF7nn7fev28tDeuRhgSnfh+mJTjtGNbDHB8w\nGU1dXZ2p5n9mnP+a4y8iUl1DQwNiYn6aUCm18xhxp/FHrc4jUvLTT9IS43BGL/0m9+cP66nbuvUw\naXB33a4rlxjrwJl9M3RZtx5sVismD+mh2/rPGdTdNEctAMAZvTojNVGfIyotACYP1e93rYepOvad\ngzJT0N0E14CSdOkUr+vRo+cPy9Jt3XqYPKQHrDpdWK5TvBNj+phnnHTYrDh3sH5957mDe8BhkDvX\nmpHZ5n9mm/+ycEaKsdvtiu48Rt1pAlG684i0/PSTC8b01eXix5muBIzt00X7FesoJSEWkwZ312Xd\ns8/ojRiT/YF63tAsJMZqfx2mWIcN00f00ny9erJZrbhgdB9d1j2hfya6djLXeDM8Kw29O+tzaur8\nsf10Wa+e5o3uq8vR2VlpSRjV21zjZHpSHM4e2E2Xdc8Z1dsQ12vU0rThPRGvwyUc4mPsmDbcXB+e\nGoXD8dPfRWab/5lp/muunoxUp9TOY+Sdpi1mz0+Nuqck4ryh2n+ivfCsQaY5taqpC0b3RSeNTyHs\nnpKo69FXeomLsWPBmQM0X+/8sf10v06PHib0z9T8Qs/xMXZcNM58hRyLxYKFZw3S/MiciQO0/x0b\nQc/0ZJyr8YceFkCX37ERzB/bV/MPPXqlJ+Gcgfp8sKWnBKcDF5/ZX/P1XjSuvyluMGJEdrsdTqdT\nXjbb/M8s81/zzbBIdeHuPEbfadpj9vzU6MKx/TQ99WbGiF66X6NHL/FOB66ZNFSzoxccNiuumzLM\nlEVKAJjQvyvGaHjExtDuqaYsUgKN1ye6dtIwTW9AcdU5Q9Ap3tn+E6NQr/RkXDCmr2br65wUh0sm\nDNRsfUZz8Zn90bVTvGbrmz2qtymLlACQGBuDq88dqtn6nHYbrp08DFadLqWgt7MHdsPIntpdpH9k\nz3ScM0ifowqpUbhnXkX6/M8M819z/tVPqgt154mEnSYYZs9PQIzdhpunjdTkKJnhWWmYP1a7yZ4R\nDemehgXj1T8SygLgusnDTHU9opYsFgt+ee4QZKUlqb6urp3icf2U4aY8QkTSOTkOi87T5mcwd1Qf\njDbZaWwtzRzZC+M0uCZTXIwdt0wbaZq78voT67DjlmlnaHKUzKhenTF3tLnHyRFZ6bhIg9OCLRbg\nhinDTXe6d1OW/33oocXfCt1TEnHtpGGwmHicNAqzz/+iPT8LZ6Saju48kbLTBMvs+anxuiJ3zBqt\navFsSPdU3HjeCNMe/dTU1OE9MU/Fo0UsFuDqc4eavrAANE54fz1jFHqkqjcpyOgUjztnjeapJwCG\ndk/DovOGq3ojjOkjemKuTtdUMxKrxYJrJg3FKBVv8hIfY8cdM0cj08QFeEmX/+3nap5GODwrDddP\nHmbqArxkxshemH1Gb9Xat1osuG7yMIzQ8Ggro4qLsePXM0chU8U7nWe6EvDrmaNMXYA3GrPP/6I5\nP2daHfTCCy9g+PDh8r8TJ04o0m5NTQ2WLFmCBQsWYMKECZg0aRJuuOEGrF69WtM2lBbszhNJO01H\nmD0/NX4S+LsLxqnyqeM5A7vh1mlnmO4C9W2ZM6oPfnnOENgVvhhxXIwdt047Az8bkKlou5EsKS4G\nd80ZixFZyk+QBmWm4Ldzx8GVoM9dJY1odO8uuGOm8gUGq8WCX0wYiIvH9ecRC/9jt1mx6LzhmKrC\n3Re7JMfjdxeM0+1GBEaUlZaE310wTpUCw6TB3XHz1JG80+D/WCwWzB/bD1dMHKR4IT7BacftM0bh\nzL5dFW03knWKd+LuuWMxtHuq4m0P6Z6Ku+eONe2p9UZm9vlftOa3CCGE3hsRKbKzs3HGGWegpqZG\n/r+cnBz07t07rHZ3796NBQsW4ODBg34fv/jii/Hmm28iPj7wdSCUaCMUZWVlSE1NxU033YSBAwci\nM9P/pLKtHSPSdppQ6JW/qKgIcXFx6NGjB+bOnatImxSaem8DPvrhCL7aexzh9rpJsQ5c+rNBGNfX\nPLd476i80gq88c0+HD9VEXZbQ7qn4sqzByMtMU6BLYs+PiGwbl8ePtx6GHXehrDactismDu6D6YP\n72Xaa+O053R1HZZ9tx87j5eE3Va3lAT88pyhLOK0YdfxYiz77gDc1XVhtWMBcO7g7rj4zP6IdfDo\nEH/qvQ1YsfUQ1u3LC3ucTI6LwcKzBvEI4TbknqrA69/sRV5pZdhtDe+RhivOHowUftjhl08IfLUn\nFx9vO4x6ry+stmLsVswb0w/nD8viUZQGsHLlSuTl5aGmpgYZGc3/Luf8V7/89fX12L59O5599lmU\nlpYiJSX860CzcBYkIQQmT56Mb775BmlpaTh16hSA8AtnhYWFGDduHPLz85GYmIgHHngAkydPRlVV\nFd544w0sXboUAHDhhRfigw8+UK2NUAVbOAP87yAAor7TkOiRn4Uz4zlRVomV23Ow/djJDk8M4mPs\nmDK0B6YN78XD8oPg8wlsPlyIz3Yexcny6g6/vld6EuaM6oMRWek8EicIp6vr8NnOo/j24Al4Gjo2\nMbBbLfhZ/0zMHtUHqYmceAVjX/4prNyeg8MnT3f4tWmJsZg5sjcmDszkad5BqPV48fWeXHy1NxeV\ntZ4OvdYCYETPdFwwuq8m1wWMBnmlFVi5PQc7jxWjo5OUBKcdU4ZmYdrwnixQBqHB58PmQ4X4bNdR\nFJfXtP+CFvp0TsacUX0wrEcax8kguKtqsWrnUWzMLujwOOmwWfGzAZmYc0ZvHo1tIG0VzgDOf/XK\nz8KZjp577jnccccdGD58OGbMmIF//OMfAMIvnN1www1YsmQJbDYb1q9fj4kTJzZ7/IEHHsBf/vIX\nAMCKFStw0UUXqdJGqDpSOANa7zxNRXOnIdE6PwtnxlVaWYutR4rwY24JjpaUwxvgD6jEWAcGdk3B\nGb06Y1SvzjwtMwQ+IZBdWIYfck5i/4nSgJMDC4DMlAQM7Z6GsX0y0Cs9iROBEFTVebAt5yR2HS/G\noSI3aj3+j0Jz2m3om9EJI7PSMa5vBhJj1b+RRjTKO1WB748UYW/+KeSXVQYsyKclxmJwt1SM6d0F\ng7ul8oi+EHi8DdiVW4IdR4txsLAM5TX1fp9ns1rQKz0Zw3ukYVzfruiczKNVQ3GqsgZbDxfhx7wS\nHCsuh9fn/82dGOvAoMzGcfKMnhwnQ+ETAgdOlGHb0SLsP1GGkorA42S3lEQM7ZGKcX0y0DOdR6uG\noqrOgx9yirDzWAmOnAw8TsY6bOjbxYWRPRvHSV7z03jaK5wBnP/qkZ+FM53k5ORgxIgRqK6uxrff\nfosPP/wQf//73+XHQi2cnTx5Et26dUNDQwOuu+46LFmypNVzPB4PevXqhYKCApx11ln47rvvFG8j\nHB0tnAH+dx4zdBoSLfOzcBYZGnw+FFfUwF1VhzpPAywWID7GgfSkWHSKd7J4o7DqOg+KK2pQUVMP\nr0/AYbMiOS4GnZPjeISCwnxCoKyyFqcqa1Hj8QKi8XpxKQlOpCXGsXijsHpvA06erkZ5TT3qG3yw\nWS1IinUgPSle1Yuvm5EQAuU19SipqEF1nRcNQsBpt8GV4ETnpDjFr7Nodt4GH0oqauCu/mmcTHA6\nkJYUh05xMRwnFVZV50FxeQ0qaxvHyRibFUlxMeiSHA+ng4VJJfmEQGllLUqlcRJAnMOOlIRYpCXF\n8nRMgwumcAZw/qt1fjUKZ5whtEMIgRtvvBFVVVW45ZZbcNZZZ+HDDz9UpO0PP/wQDQ2NnzD88pe/\n9Psch8OBhQsX4umnn8amTZtw4sQJdOvWTdE2iEhfNqsVXTslmPrW7VqKdzrQi5/aasJqsSAtKQ5p\nSTziRgsxdht68HRATVgsFnSKd/LC3Bqx26zo6kpAVxXvUEg/SXA6kNCZ46QWrBYL0pPikM5xksjQ\n+HFYO15++WWsWbMG3bp1w9/+9jdF25aO/LLb7fjZz34W8HnnnHMOgMYi3qZNmxRvQ0uBDtVs71a1\n0cLs+YmIiIiIiMzC7PO/aMnPwlkbcnNz8fvf/x4A8M9//hPJycqex79v3z4AQPfu3REXF/hThgED\nBrR6jZJtaMXfxQGDuVVttDB7fiIiIiIiIrMw+/wvmvLzVM02/OpXv0J5eTnmzZuHBQsWKN5+YWEh\nALR72mTT64ZJr1GyjfaUlZUFfCzQhf5aau+Ws9Jj0tdoO9/b7PmJiIiIiIjMwuzzv2jLz8JZAK+9\n9ho+++wzJCYm4oUXXlBlHZWVlQDQ5pFiABAfH9/qNUq20Z7U1NQOPb+l9nYa6ftI23mCZfb8RERE\nREREZmH2+V805uepmn4UFBTgN7/5DQDgL3/5C7KyslRZj3RRf5ut7bvTNH3c6/Uq3oaa2ttpJAkJ\nCRF72GZbzJ6fiIiIiIjILMw+/4vW/DzizI+bb74Zbrcb48aNw+23367aehISEuB2u1FTU9Pm85o+\nnpiYqHgb7SktLQ34mNvtRt++ff0+FuxOI4nEynNbzJ6fiIiIiIjILMw+/4vm/KYpnC1btgx/+ctf\n/D42depUPPvsswCATz75BB999BHsdjsWL14Mq1W9g/JSUlKQn5/fZmEKaF64alqVVaqNYLazozq6\n00giaedpi9nzExERERERmYXZ53/Rnt80hbNTp05hz549fh/r37+//P3Ro0cBAHa7HVdddZXf5xcV\nFcnfz5w5Ew6HAykpKfjmm286tE0DBw7E7t27cezYMQghYLFY/D5P2iYAGDRokOJtKC3UnUYSKTtP\nIGbPT0REREREZBZer9fU8z8zzH9NUzi74oorMGXKFL+PJScnt/q/2tragIW2pg4ePAgASEtL6/A2\njRo1Cu+//z6qqqqwd+9eDBs2zO/ztmzZ0uw1SrehpHB3Gkkk7Dz+mD0/ERERERGRWXi9XtTV1cHp\ndAIw3/zPLPNf0xTOUlNTg7o7ZFsFNskzzzyDV155BQDw+eefo1u3brDbO/6jnDdvHh588EEAwIcf\nfhiw6PXhhx8CALKysloVvZRoQynhVtpbMvrO05JSnYYk0vITERERERGZicfjkb832/zPTPNf0xTO\nghVMgS09PV3+fuDAgejdu3dI6xo1ahTGjRuHrVu34rnnnsMtt9zS6npiq1evxqZNmwAAN9xwgypt\nKMFms6G+vh6xsbEAwt9pJEbeeZpSutOQREp+IiIiIiIiszLb/M9s81/1rnxPmD9/PoYPH46JEycG\nfM6TTz4Jq9WKwsJCzJs3D0eOHJEf+/zzz3HFFVcAAHr06IG7775btTbC5XA45O+V2mkkRr9VrVqd\nhsTo+YmIiIiIiMzK6XSaav5nxvkvC2cqOnjwIPbs2YO9e/cGfM7kyZPxz3/+E1arFd9++y0GDBiA\nPn36oEuXLpg1axZKSkqQmpqKTz75BImJiaq1oRSldxqJEXceQP1OQ2LU/ERERERERGblcDhCumxT\ne4w6/zPr/JeFMwO47bbbsHbtWkybNg0WiwVHjx5FcXExkpKScN1112H37t0444wzVG8jXDExMaoe\nQmm0nUerTkNitPxERERERERmpkbRTGK0+Z+Z57+8xlkIfvOb3+Cqq64CAHTv3j3g8z7++GPU1dXB\nZrO12+a5556L1atXo7a2FidOnIDT6UTXrl2Deq2SbYTK4/Go2mlIjHLOs9adhsQo+YmIiIiIiEhd\nRpn/mX3+y8JZCDIyMpCRkdHu8wYMGNDhtmNjY9G3b99QNkvRNjqqoaFBs3XpvfPo1WlI9M5PRERE\nRERE2tB7/sf5L0/VpAil12GbencaEiMdtkpERERERETq4fxX3/kvC2cUsbTeeYzSaUj07jyIiIiI\niIhIG5z/6jf/ZeGMIppWO4/ROg0Ji2dERERERETmwPmvPvNfFs4o4qm98xi105CweEZERERERGQO\nnP9qP//lzQEoKqh1wUCjdxqSQPmJiIiIiIgounD+q+0NA1g4o6ih9M4TKZ2GhMUzIiIiIiIic+D8\n139+h8Oh+Lp4qiZFFaUO24y0TkPSMn9dXR28Xq9+G0RERERERESq4Py3df6amhrF18PCGUWdcDuP\nSO00JC3zezwe/TaGiIiIiIiIVMP5b/P85eXlih91xsIZRaVQO49I7zQkLfMTERERERFRdOL8t3l+\np9OpaPssnFHU6mjnES2dhiQhIUHxDoOIiIiIiIiMh/Nf9Q4eYeGMolqwnUe0dRoSu92uysURiYiI\niIiIyFjMPv9NSEhAcnKy4u2ycEZRr73OI1o7DYndzpvnEhERERERmYHZ579xcXGoq6tTtE3OqMkU\nAt2qtuX30dZpEBERERERkbmYff6r9A3yWDgj02ir8wCit9MgIiIiIiIic+H8Vzk8VZNMJdAFA9lp\nEBERERERUTTh/FcZLJwRERERERERERH5wcIZmUrLCyFK2rtVLxEREREREVEk4fxXGSyckWn4u3tI\nMLfqJSIiIiIiIooknP8qhzcHIFNo75a7LS+YyPO9iYiIiIiIKBKZff7rcDgUbY9HnFHUa6/TaHnB\nxGirvHu9Xr03gYiIiIiIiDRg9vlvTU0NnE6nom3yiDOKau11GpJAt+qN9Mo7i2ZERERERETmYPb5\nb1VVFcrLyxVvl0ecUdQKttOQRFvlvaqqCnV1dXpvBhEREREREamM81//N0JQAgtnFJU62mlIoqXz\nULPTICIiIiIiIuPg/Ld5fqUPIGHhjKJOqJ2GJNI7j5b5lb4wIhERERERERkD57/N8ycnJ8Pj8Si6\nDl7jjKJKuJ2GJFLP+W6Z3+l0wm7nbk5ERERERBRtOP9tnV+NA0d4xBlFDaU6DUmkVd795WfRjIiI\niIiIKPpw/qts/rawcEZRQa2dJlI6Dy07DSIiIiIiItIP57/azn9ZOKOIp/ZOY/TOg0UzIiIiIiIi\nc+D8V/v5LwtnFNG02mmM2nmwaEZERERERGQOnP/qM/9l4YwiltY7jdE6DxbNiIiIiIiIzIHzX/3m\nvyycUUTSa6cxSufBohkREREREZE5cP6r7/yXhTNShM1m02xdeu80enceeucnIiIiIiIibeg9/+P8\nl4UzUojD4YDX61V9PUbYaQD9Og+j5CciIiIiIiJ1GWX+Z/b5LwtnpJj6+npVdx6j7DQSrTsPo+Un\nIiIiIiIyMzUPHjHa/M/M818WzkhRau08RtppmtKq8zBqfiIiIiIiIrPyeDyqFM+MOv8z6/yXhTNS\nhMfjkb9Xeucx2k7Tktqdh9HzExERERERmVVdXZ2p5n9mnP+ycEaKaGhoQExMjLys1M5jxJ3GH7U6\nj0jJT0REREREZFZmm/+Zbf7Lwhkpxm63K7rzGHWnCUTpziPS8hMREREREZmJw+GQvzfb/M9M818W\nzkhRSu08Rt5p2mL2/ERERERERGZht9vhdDrlZbPN/8wy/2XhjBQX7s5j9J2mPWbPT0REREREZBbh\nnnkV6fM/M8x/WTgjVYS680TCThMMs+cnIiIiIiIyC7PP/6I9PwtnpJqO7jyRstMEy+z5iYiIiIiI\nzMLs879ozs/CGakq2J0nknaajjB7fiIiIiIiIrMw+/wvWvOzcEaqa2/nibSdpqPMnp+IiIiIiMgs\nzD7/i8b8dr03gKJDcnIyamtrUVRU1Obz6urqAABFRUXy3Uek/wMAp9OJyspKVFZWqrexOtI6f01N\nDerr69HQ0ICVK1cq0iYREREREZHZHTt2DJWVlWhoaAg4D+b8V/v8Pp8PcXFxirUHsHBGCrHb7Who\naEBtbW27z21oaAAAVFdXN/t/m80Gr9cLr9eryjYahZb5vV4vfD4fKisrkZeXp1i74WyPx+Px+5jD\n4YDdHt1dEvMzP/Mzvz/Mz/zMz/zRjPmZP1rzV1ZWwuPxwOfztTkP5vxX2/w+n0/x91XkvkvJUCwW\nC3w+n7xTBPPcpqzWxrOGg3l9pNMyvxBC/r3U1NQo2naovF5vs08ZAMifPgQaVKMJ8zM/8zN/U8zP\n/ADzMz/zRzvmj878DQ0N8Pl8EEK0OY/j/Ffb/EIIuX2lsHBGirFYLHIH2Jb6+vpWO47NZkNMTIxa\nm2YoWuavq6uDzWZDbGwsMjIyFG8/FC3PaQci47x2pTA/8zO/u9n/MT/zMz/zmwHzMz/zu5v9XzTk\nLyoqQm1tLRoaGtqcB3P+q21+n8+H+vp6RdvkzQFIU/X19X4/VfB4PIq/uY3I7Pn9DZpA+7cqjhbM\nz/zM7271/8zP/MzP/NGO+Zmf+d2t/t8s+c0+/4uW/CyckWZa7jQOhwMOh0NejrSdp6PMnt/f3VOC\nuVVxtGB+5md+t7zM/MzP/C55mfmZn/mZP1qZPb/Z53/RlJ+napIm/O00TQ/NlB6TvkbbYatmz9/e\nLYelx6SvkX7YdkvMz/zM75aXmZ/5mZ/5JczvbvaV+Zk/mpg9v9nnf9GWn0eckera22liYmIitvIc\nDLPnb2/QTEhIiOpPnpif+ZnfLS8zP/MzP/NLmJ/5md8lLzN/dOU3+/wvGvOzcEaqam+nkUTizhMM\ns+dvb9CUROvgyfzMz/xueZn5mZ/5mb8l5md+5nfJy8wfHfnNPv+L1vwsnJFqgt1pJJG287TH7PmD\nHTQl0TZ4Mj/zM79bXmZ+5md+5g+E+Zmf+V3yMvNHdn6zz/+iOT8LZ6SKju40kkjaedpi9vwdHTQl\n0TJ4Mj/zM79bXmZ+5md+5m8P8zM/87vkZeaPzPxmn/9Fe37eHIAUF+pOI5GeG2kXDJSYPX+og6ZE\neq7UhvQ1Ui4YyvzMz/xueZn5mZ/5mT9YzM/8APMzv7vZ10jJ7/P54PP55GWzzf/MMP/lEWekqHB3\nGkmkVJ5bMnv+cAdNSaR+8sT8zM/8bnmZ+Zmf+Zm/o5if+ZnfJS8zf2Tk93q9YRXNJJE6/zPL/JeF\nM1KMEEKRnUZi9J2nJaU6DUmk5Vdq0JRE2uDJ/MzP/G55mfmZn/mZP1TMz/zM75KXmd/Y+T0ejyJF\nM0mkzf/MNP9l4YwUYbU2fyuFu9NIjLzzNKV0pyGJlPxKD5qSSBk8mZ/5md8tLzM/8zM/84eL+Zmf\n+V3yMvMbN3/TeZnZ5n9mm/+ycEaKsFgs8vdK7TQSo+48ErU6DYnR86s1aEqMPngyP/Mzv1teZn7m\nZ37mVwrzMz/zu+Rl5jd2fqvVaqr5nxnnv7w5AClK6Z1GYtQLBqrdaUiMml/tQVNi1AuGMj/zM79b\nXmZ+5md+5lca8zM/wPzM72721Wj5rVZrs4NIlGLU+Z9Z57884owUpeYb2WiVZ606DYnR8ms1aEqM\n9skT8zM/87vlZeZnfuZnfrUwP/Mzv0teZn5j5Y+JiYHdrt6xSEab/5l5/svCGSlCCKFKpb0lo+w8\nWncaEqPk13rQlBhl8GR+5md+t7zM/MzP/MyvNuZnfuZ3ycvMb5z8TedlajHK/M/s818WzkgRTe8m\noja9dx69Og2J3vn1GjQleg+ezM/8zO+Wl5mf+Zmf+bXC/MzP/C55mfnNlV/v+Z/Z578AC2cUofTa\nefTuNCR65dd70JDoNXgyP/Mzv1teZn7mZ37m1xrzMz/zu+Rl5jdXfs5/9S2esXBGEUvrncconYZE\n6/xGGTQkWg+ezM/8zO+Wl5mf+Zmf+fXC/MzP/C55mfnNlZ/zX/2KZyycUUTTaucxWqch0Sq/0QYN\niVaDJ/MzP/O75WXmZ37mZ369MT/zM79LXmZ+c+Xn/Fef4hkLZxTx1N55jNppSNTOb9RBQ6L24Mn8\nzM/8bnmZ+Zmf+ZnfKJif+ZnfJS8zv7nyc/6rffFMvXunEmlI2pGlHVz6Gu4ObvROQxIof7iMPmhI\npG2StlX6Gu62Mj/zM79bXmZ+5md+5jca5md+gPmZ393sq1nyc/6rTv5AeMQZRQ2lK8+R0mlI/OUP\n526nkTJoSJT+5In5mZ/53fIy8zM/8zO/UTE/8zO/S15mfnPl5/xXuyPPeMQZRRWlKs+R1mlIWub3\n+Xzwer0dbifSBg2JUp88MT/zM79bXmZ+5md+5jc65md+gPmZ393sq1nyc/7bOr8QQvH18Igzijrh\nVp4jtdOQtMzv8/k6dOpmpA4aknA/eWJ+5md+t7zM/MzP/MwfKZif+ZnfJS8zv7nyc/7bPL/X64XF\nYlF0HSycUVQKtfOI9E5D0jJ/fX19UINHpA8aklAHT+ZnfuZ3y8vMz/zMz/yRhvmZn/ld8jLzmys/\n57/N87NwRhSkjnYe0dJpSGJiYmC1/rSLtzd4RMugIeno4Mn8zM/8bnmZ+Zmf+Zk/UjE/8zO/S15m\nfnPl5/y3eX4lsXBGUS3YziPaOg2J1WoNqngWbYOGJNjBk/mZn/nd8jLzMz/zM3+kY37mZ36XvMz8\n5spv9vlvTEwM7HblL+XPwhlFvfY6j2jtNCR2u71ZnpaDR7QOGpL2Bk/mZ37md8vLzM/8zM/80YL5\nmZ/5XfIy85srv9nnvw6HQ/EbBPCummQKge420vL7aOs0JA6HA4mJifIA0XSgiOZBQyJlYn53s68t\nv2d+5md+5o82zM/8APMzv7vZ15bfMz/zR2N+s89/WTgjClFbnQcQvZ2GpK3BA4jeQUPC/MwPMD/z\nu5t9lTA/8zM/80cr5md+gPnNmt/s818l8VRNMpVAFww0S6fR8rBlSbQPGhLmZ37md7X6f+ZnfuZn\n/mjH/MzP/K5W/8/85shv9vmvUlg4IyIiIiIiIiIi8oOFMzKVlhdClLR3q95o0fJCmBJ3gLvNRBvm\nZ37md7f6f+ZnfuZn/mjH/MzP/O5W/8/85shv9vmvUlg4I9Pwd/eQYG7VGy383T2mrbvNRBvmZ37m\nd8vLzM/8zO+Sl5mf+Zmf+aMV85s7v9nnv0rizQHIFNq75W7LCyZG2/neHo+n1aDR9Jz+lhfMjLbz\n/du75TTzu5t9ZX7mjybMz/zM75aXmZ/5mZ/5JczvbvY12vKbff5rsVgUbY9HnFHUa6/TaHnBxGir\nvHu93mZ5Wg4aLS+YGW2fvLQ3aDI/8zO/S15mfuZnfuaPFszP/MzvlpeZ31z5zT7/9Xg8LJwRdUR7\nnYYkWjsPn88Hn88nL7ccNCTROni0N2hKmJ/5md8lLzM/8zM/80c65md+5nfLy8xvrvxmn//W19fD\n6/Uq3i4LZxS1gu00JNHWedTX1wdVNJNE2+AR7KApYX7mZ36XvMz8zM/8zB+pmJ/5md8tLzO/ufJz\n/uv/RghKYOGMolJHOw1JtHQeLfPHxMQEdd5+tAweHR00JczP/MzvkpeZn/mZn/kjDfMzP/O75WXm\nN1d+zn+b5xdCKNo+C2cUdULtNCSR3nm0zG+1WpvlaU+kDx6hDpoS5md+5nfJy8zP/MzP/JGC+Zmf\n+d3yMvObKz/nv83z2+12Fs6I2hJupyGJ1M7DX9HMbu/4zXMjdfAId9CUMD/zM79LXmZ+5md+5jc6\n5md+5nfLy8xvrvyc/7bO35GDRoLFwhlFDaU6DUmkdR7+8lutoe/ikTZ4KDVoSpif+ZnfJS8zP/Mz\nP/MbFfMzP/O75WXmN1d+zn+Vzd8WFs4oKqi100RK56FW/kgZPJQeNCXMz/zM75KXmZ/5mZ/5jYb5\nmZ/53fIy85srP+e/2hXNABbOKAqovdMYvfNQO7/RBw+1Bk0J8zM/87vkZeZnfuZnfqNgfuZnfre8\nzPzmys/5r7ZFMwDo+MWPTOzIkSPIyclBZWUlsrKyMHDgQCQmJirWvs/nw86dO5GXlwen04kBAwag\nT58+mrcRSbTaaaQ2pXVJX9XeQdujVX5pIJIGKOmrkgNUKNQeNCXMz/wA8zO/u9lX5md+PTE/8zO/\nW15mfuY3U37Of7UvmgEsnLVLCIFXX30VTz75JPbt29fsMafTiTlz5uD+++/H2LFjw1rPyy+/jD//\n+c/Iz89v9v/jx4/Hc889h/Hjx2vSRiTReqcxWuehdX6jDR5aDZoS5md+gPmZ393sK/Mzvx6Yn/mZ\n3y0vMz/zmyk/57/6FM0AFs7aVFtbiwULFuDTTz8FACQmJuLMM89ESkoKSktLsX37dqxYsQLjx48P\nq3D261//Gs8//zwAID09HRMmTEBVVRW+/fZbbNmyBWeffTY++OADzJ07V9U2IoleO41ROg+98htl\n8NB60JQwP/MDzM/87mZfmZ/5tcT8zM/8bnmZ+ZnfTPk5/9WvaAawcNamyy67DJ9++imsViseeeQR\n3HXXXYiNjZUf93g8+PTTT8Paad555x254HXVVVdh8eLF8jpycnIwZ84c7N+/HwsXLsTBgweRmZmp\nShvhCufujR2l906jd+ehd369Bw+9Bk0J8zM/wPzM7272lfmZXwvMz/zM75aXmZ/5jZBfK3rP/8w+\n/wV4c4CAli5dio8++ggA8Pzzz+O+++5rVjQDGn9hF154IaZNmxbSOnw+H+677z4AwODBg/HKK680\nW0efPn3w7rvvwmq1orKyEn/5y19UaUMJFosFQghV2m7KCDsNoN8FE42SPyFBnwtm6j1oSpif+Znf\nJS8zP/MzP/OrjfmZn/nd8jLzGyd/03mZWowy/zP7/JeFMz+EEHjkkUcANF4f7JZbblFlPRs2bEBO\nTg4A4I477vD7BhgxYgRmzpwJAFi2bBm8Xq/ibShJzZ3HKDuNROvOw2j5tR48jTJoSpif+ZnfJS8z\nP/MzP/OrhfmZn/nd8jLzGyt/fX296nNrI83/zDz/ZeHMj3Xr1uHw4cMAgF/96leqrWfVqlXy97Nn\nzw74vFmzZgEASktLsWXLFsXbUJJaO4+RdpqmtOo8jJpfq8HTaIOmhPmZn/ld8jLzMz/zM7/SmJ/5\nmd8tLzO/MfP7fD74fD7F12PU+Z9Z578snPmxbt06+fupU6cCAMrLy7F27VqsWLEC69atQ0VFRdjr\n+fHHHwE0dgK9e/cO+LwxY8a0eo2SbSih6WmaSu88RttpWlK78zB6frUHT6MOmhLmZ37md8nLzM/8\nzM/8SmF+5md+t7zM/MbO7/P5TDX/M+P8lzcH8GP79u0AgOTkZKSnp+PXv/41XnnlFdTU1MjPsdvt\nuOSSS/D4448jKysrpPVIR7X17Nmzzec1ffzQoUOKt6GEllV2pS4YaMSdxh+1LpgYKfnVumCo0QdN\nCfMzP8D8zO9u9pX5mT8czM/8zO+Wl5mf+Y2aPyYmRq4RmG3+Z7b5Lwtnfpw8eRIAkJKSgunTp2PT\npk1ITEzE9OnTER8fjx07duDYsWN455138NVXX2HdunUYPHhwh9dz+vRpAGhWrfanU6dO8vfl5eWK\nt9GesrKygI817dQsFgvsdrtiO49Rd5pAlO48Ii2/0oNnpAyaEuZnfoD5md/d7CvzM38omJ/5md8t\nLzM/8xs5v8PhQF1dHRoaGgCYb/5npvkvC2d+SIWlY8eO4dixY5g/fz5ee+01pKSkAGg8LfHFF1/E\nHXfcgZMnT+LSSy/Fjh07YLV27MzX6upqAGh1t86W4uLi5O9bHgKrRBvtSU1NDfq5Su08Rt5p2mL2\n/EoNnpE2aEqYn/kB5md+d7OvzM/8HcH8zM/8bnmZ+Zk/EvLb7XYIIeQzsMw2/zPL/JfXOPOj6S+o\nd+/eeOedd+SiGdB4ZNVtt92G2267DUDjNcNWrlwZ8nrau41t0/OFnU6n4m0oLdxzno2+07TH7PnD\nveZBpA6aEuZnfuZ3ycvMz/zMz/zBYn7mZ363vMz8kZXfarWaev5nhvmvaY44y87Oxg8//OD3sR49\neuCcc86Rl5OSkuTvr7nmmmZHazV1yy234LnnngMAfPHFF5g3b16HtikpKQnFxcXtdipNH09MTFS8\njfaUlpYGfMztdqNv376t/j/UynMk7DTBMHv+UD95ivRBU8L8zA8wP/O7m31lfuZvC/MzP/O75WXm\nZ/5IzG/2+V+05zdN4ezzzz/Hr3/9a7+PXXjhhc0KZ00v9j9y5MiAbQ4ePBgOhwMejwfHjh3r8Db1\n6NEDR44cQV5eXpvPa/p4yxsRKNFGe5oebdcRHd15ImWnCZbZ83d08IyWQVPC/MwPMD/zu5t9ZX7m\n94f5mZ/53fIy8zN/JOc3+/wvmvObpnA2cOBAXHbZZX4fO/PMM5stDx8+XP6+6SGHLTW9GH4ot18d\nNmwY1q9fj4KCArjd7maHtza1f/9++fuhQ4cq3oaagt15Immn6Qiz5w928Iy2QVPC/MwPMD/zu5t9\nZX7mb4r5mZ/53fIy8zN/NOQ3+/wvWvObpnA2Y8YMzJgxI6jnTpkyRf6+rSPJiouL5dvPZmZmdnib\nJk2ahH/9618QQmD9+vWYP3++3+etXbsWQOObaeLEiYq3obb2dp5I22k6yuz52xs8o3XQlDA/8wPM\nz/zuZl+Zn/kB5md+5md+t/x85o+u/Gaf/0VjftMUzjpiwoQJ6N27N44ePYrly5fj9ttv9/u8//73\nv/L3kydP7vB65s6di/j4eFRXV2Px4sV+i17l5eV49913AQDTpk1rdUSZEm1oIdDO0/L7SNhpQmH2\n/IEGz5bfR9ugKWF+5geYn/ndzb62/J75mZ/5mT/aMD/zA+bNb/b5X7Tl5101/bBYLPjTn/4EAFi3\nbh1eeOGFVs85cOAAHnjgAQBARkYGLr300lbP+fTTT/HOO+/g/fff97uepKQk3HnnnQCATz75BG++\n+Wazx30+H26++WaUl5cDgLw+pdvQir+7bUTiThMqs+dPSGh9tx0zDJoS5md+5nfJy8zP/MzvlpeZ\nn/mZn/mjldnzm33+F035LUIIofdGGJHP58Oll14qH1U2d+5c+eiubdu2YcmSJaisrITdbsfKlSv9\nngY6ePBgHDhwAJ06dWrWQTRVVVWFSZMmYdu2bbBarbjiiiswZcoUVFVV4e2338bmzZsBAHfddRee\neuop1doIVVlZGVJTU3HffffB6XQiPj6+3de0PDQTiKydJlxa5q+rq4PNZkNsbCwyMjIUbz8ULQ/N\nBqJ/0GyK+Zmf+d3N/o/5mZ/5md8MmJ/5md/d7P+iIX9RURFqa2vR0NAAp9MZ8Hmc/2qb3+fzobKy\nEo888ghKS0tDvtlhUzxVMwCr1Yq33noLmZmZeOGFF7By5UqsXLmy2XN69+6NJUuW4Lzzzgt5PQkJ\nCVi1ahWuvfZarFq1Cm+++Wazo8ZsNhvuvfdePPzww6q2QUREREREREREzbFw1gan04nnnnsOd911\nF1asWIHs7GxUV1cjIyMD55xzDmbPnt3mXTfnzp2LUaNGtVtJ79KlCz799FNs3rwZn376KXJzc+F0\nOjFw4EAsWLAAPXv2bHdblWhDC/6qzUD7t6qNFmbP7+/TJqD9W1VHC+ZnfuZ3t/p/5m/8P+Zn/mjG\n/MzP/O5W/8/8jf8X7fnNPv+Llvw8VZPC0pFTNf3dPQOIzIsDhkKP/EY6VdPf3XMAc1wcFGB+5md+\n5nfLy8zvAsD8zN/8/5if+aMR80d3/vZO1eT8V5/8PFWTIlZ7t5wNdKvaaGH2/O3dclp6LFo/eWJ+\n5md+t7zM/MzP/MwvYX53s6/Mz/zRxOz5zT7/i7b8vKsmqa69ncbf3Tbq6+s13UY1mT1/e4Omv7vt\nVFVVabiF6mJ+5md+t7zM/MzP/MwvYX7mZ36XvMz80ZXf7PO/aMzPwhmpqr2dRhKJO08wzJ6/vUFT\nEq2DJ/MzP/O75WXmZ37mZ/6WmJ/5md8lLzN/dOQ3+/wvWvOzcEaqCXankUTaztMes+cPdtCURNvg\nyfzMz/xueZn5mZ/5mT8Q5md+5nfJy8wf2fnNPv+L5vwsnJEqOrrTSCJp52mL2fN3dNCURMvgyfzM\nz/xueZn5mZ/5mb89zM/8zO+Sl5k/MvObff4X7fl5cwBSXKg7jUR6bqRdMFBi9vyhDpoS6blSG9LX\nSLlgKPMzP/O75WXmZ37mZ/5gMT/zA8zP/O5mXyMlv8/ng8/nk5fNNv8zw/yXR5yRosLdaSSRUnlu\nyez5wx00JZH6yRPzMz/zu+Vl5md+5mf+jmJ+5md+l7zM/JGR3+v1hlU0k0Tq/M8s818WzkgxQghF\ndhqJ0XeelpTqNCSRll+pQVMSaYMn8zM/87vlZeZnfuZn/lAxP/Mzv0teZn5j5/d4PIoUzSSRNv8z\n0/yXhTNShNXa/K0U7k4jMfLO05TSnYYkUvIrPWhKImXwZH7mZ363vMz8zM/8zB8u5md+5nfJy8xv\n3PxN52Vmm/+Zbf7LwhkpwmKxyN8rtdNIjLrzSNTqNCRGz6/WoCkx+uDJ/MzP/G55mfmZn/mZXynM\nz/zM75KXmd/Y+a1Wq6nmf2ac//LmAKQopXcaiVEvGKh2pyExan61B02JUS8YyvzMz/xueZn5mZ/5\nmV9pzM/8APMzv7vZV6Plt1qtzQ4iUYpR539mnf/yiDNSlJpvZKNVnrXqNCRGy6/VoCkx2idPzM/8\nzO+Wl5mf+Zmf+dXC/MzP/C55mfmNlT8mJgZ2u3rHIhlt/mfm+S8LZ6QIIYQqlfaWjLLzaN1pSIyS\nX+tBU2KUwZP5mZ/53fIy8zM/8zO/2pif+ZnfJS8zv3HyN52XqcUo8z+zz39ZOCNFNL2biNr03nn0\n6jQkeufXa9CU6D14Mj/zM79bXmZ+5md+5tcK8zM/87vkZeY3V369539mn/8CLJxRhNJr59G705Do\nlV/vQUOi1+DJ/MzP/G55mfmZn/mZX2vMz/zM75KXmd9c+Tn/1bd4xsIZRSytdx6jdBoSrfMbZdCQ\naD14Mj/zM79bXmZ+5md+5tcL8zM/87vkZeY3V37Of/UrnrFwRhFNq53HaJ2GRKv8Rhs0JFoNnszP\n/MzvlpeZn/mZn/n1xvzMz/wueZn5zZWf8199imcsnFHEU3vnMWqnIVE7v1EHDYnagyfzMz/zu+Vl\n5md+5md+o2B+5md+l7zM/ObKz/mv9sUz9e6dSqQhaUeWdnDpa7g7uNE7DUmg/OEy+qAhkbZJ2lbp\na7jbyvzMz/xueZn5mZ/5md9omJ/5AeZnfnezr2bJz/mvOvkD4RFnFDWUrjxHSqch8Zc/nLudRsqg\nIVH6kyfmZ37md8vLzM/8zM/8RsX8zM/8LnmZ+c2Vn/Nf7Y484xFnFFWUqjxHWqchaZnf5/PB6/V2\nuJ1IGzQkSn3yxPzMz/xueZn5mZ/5md/omJ/5AeZnfnezr2bJz/lv6/xCCMXXwyPOKOqEW3mO1E5D\n0jK/z+fr0KmbkTpoSML95In5mZ/53fIy8zM/8zN/pGB+5md+l7zM/ObKz/lv8/xerxcWi0XRdbBw\nRlEp1M4j0jsNScv89fX1QQ0ekT5oSEIdPJmf+ZnfLS8zP/MzP/NHGuZnfuZ3ycvMb678nP82z8/C\nGVGQOtp5REunIYmJiYHV+tMu3t7gES2DhqSjgyfzMz/zu+Vl5md+5mf+SMX8zM/8LnmZ+c2Vn/Pf\n5vmVxMIZRbVgO49o6zQkVqs1qOJZtA0akmAHT+ZnfuZ3y8vMz/zMz/yRjvmZn/ld8jLzmyu/2ee/\nMTExsNuVv5Q/C2cU9drrPKK105DY7fZmeVoOHtE6aEjaGzyZn/mZ3y0vMz/zMz/zRwvmZ37md8nL\nzG+u/Gaf/zocDsVvEMC7apIpBLrbSMvvo63TkDgcDiQmJsoDRNOBIpoHDYmUifndzb62/J75mZ/5\nmT/aMD/zA8zP/O5mX1t+z/zMH435zT7/ZeGMKERtdR5A9HYakrYGDyB6Bw0J8zM/wPzM7272VcL8\nzM/8zB+tmJ/5AeY3a36zz3+VxFM1yVQCXTDQLJ1Gy8OWJdE+aEiYn/mZ39Xq/5mf+Zmf+aMd8zM/\n87ta/T/zmyO/2ee/SmHhjIiIiIiIiIiIyA8WzshUWl4IUdLerXqjRcsLYUrcAe42E22Yn/mZ393q\n/5mf+Zmf+aMd8zM/87tb/T/zmyO/2ee/SmHhjEzD391DgrlVb7Twd/eYtu42E22Yn/mZ3y0vMz/z\nM79LXmZ+5md+5o9WzG/u/Gaf/yqJNwegsPh8vjaXjcLj8cDr9crLdrsddnvj218IIT/m8XgghPB7\nHngkEkJACIH6+nqUlpbK/5+cnCxnTExMRHl5OQCgtLQUXq8XcXFxumyvWmpqauSMAPMzP/MzP/MD\nzM/8zM/8zA8wP/OHnt/n88nzLaPNg806/wUa81ksFgDK1ScsQun7dJKp5OTkoG/fvrjvvvtgt9sV\nv+2rEiwWi7zjAD8Vkzr6nEhksVjkHFKnUVdX5/eOKk6nU17295xIFUw25md+5mf+tp4TqZif+Zmf\n+SXMz/zMr3z++Ph42Gw2WK1WQ80dzTz/BX7K9vDDD+PIkSPo06dP2G3yiDNSxF//+le9N4GIiIiI\niIiISFE84ozC4vV6kZubC6Dx8FerlZfNMwq3242+ffsCAI4cOeL3NsxE/vC9Q6Hie4dCxfcOhYPv\nHwoV3zsUKr53jMvn88mn4mZlZcmnqIaDR5xRWOx2uyKHPpK6XC4XUlJS9N4MikB871Co+N6hUPG9\nQ+Hg+4dCxfcOhYrvHeNJS0tTtD0eHkREREREREREROQHC2dERERERERERER+sHBGRERERERERETk\nBwtnREREREREREREfrBwRkRERERERERE5AcLZ0RERERERERERH5YhBBC740gIiIiIiIiIiIyGh5x\nRkRERERERERE5AcLZ0RERERERERERH6wcEZEREREREREROQHC2dERERERERERER+sHBGRERERERE\nRETkBwtnREREREREREREfrBwRkRERERERERE5AcLZ0RERERERERERH6wcEZEREREREREROSHXe8N\nICLgb3/7G7Zu3Rr08+Pi4vDGG290eD0+nw+XXnppUM+95pprMG/evDaf4/V68fnnn+Prr79GYWEh\nOnXqhJEjR+KSSy5BWlpah7ePQnPjjTeirKys3eddcMEFuPbaa8Nen8/nw7p16/D5558jPz8fCQkJ\nGDJkCC655BJ0795dszYofD6fDzt37sTGjRuRl5eHgoICNDQ0oGvXrpgwYQLmzp2L2NjYsNfzhz/8\nAYcPH273eWeddRbuvvvudp+3efNmfPLJJzh+/DhiYmLQv39/XHLJJejXr1/Y20pt2717N1asWIGc\nnBwAQO/evXHxxRdjxIgRhluPVttKbTty5Ai++eYb5OTkoKCgAJWVlUhNTcXo0aMxf/58pKenh72O\n1157DZ988km7z0tJScHixYuD2ubly5cjOzsb9fX16NmzJ+bOnYuf/exnYW8rBWflypV49dVXg3ru\nsmXL4HA4wl5nQUEB3nvvPezduxdVVVXo1q0bZsyYgfPOOw9Wa3DHmyjRBoWuI3MdyaRJk3DHHXd0\neF2bNm3Ck08+GdRzn3/+eXTt2rXN55SWlmL58uXYuXMnTp8+jYyMDEyZMgWzZs1S5P1NYRJEpLu5\nc+cKAEH/y8zMDGk9Ho8n6HU88cQTbba1a9cuMWzYML+vTUxMFK+88kpI20gdl5GREdTv9M477wx7\nXTk5OWLixIl+24+JiRGPPfaYJm1Q+P7xj38Il8vV5nsmPT1dvPnmm2Gva+zYsUG9RxcsWNBmOydP\nngzYX1qtVnH33XcLr9cb9vZSa1VVVeLaa68N+Lv75S9/KSorKw2xHq22ldr21VdfiaysrDb3eafT\nKe6//37h8XjCWtedd94ZVB+TkZHRZjsej0fcfffdwmq1+n39nDlzxMmTJ8PaVgrO008/HfTfrDU1\nNWGv74knnhBOp9Nv+xMmTBCHDx/WpA0KT0fmOtK/W265JaR1vffee0GvIzs7u822XnvtNZGUlOT3\ntUOGDBE7duwIaRtJOTzijMgA7r333naPBFq7di1eeOEFAOjwJyn+XHvttZg7d27Ax0eOHBnwsSNH\njmDq1KkoLi5GYmIifvWrX2HUqFEoLCzE4sWLkZ2djRtuuAEWiwXXXXdd2NtKwZk3bx6uvvrqgI8P\nGDAgrPZLSkowbdo0HD58GDExMbjuuuswceJElJWVYenSpdi+fTvuvfdeeL1ePPDAA6q1Qco4cOAA\n3G43AGD06NGYNWsWBgwYAJvNhq1bt+K1115DSUkJrrrqKrjdbtx2221hr/Pss8/G//t//y/g4z16\n9Aj4WE1NDebOnYvvv/8eFosFV155Jc4//3zU1tZi2bJl+Oabb/DUU0+hsrISL730UtjbSj/x+XxY\nuHAhPv74YwCNR6/Onz8fFosFH330ET7++GO88cYbOHXqFD766CPYbDbd1qPVtlL78vPzkZubCwDo\n1asX5s6di5EjRyIpKQnZ2dlYsmQJjh8/jr/85S84fPgwli1bFvY6U1NT8e9//zvg4+0dQXvbbbfh\n5ZdfBtB4FMrChQsRGxuLNWvW4O2338ann36KuXPnYt26dYiLiwt7eyk4//d//9fm0VoxMTFhtf/Y\nY4/hvvvuAwCMGjUK1157LVJSUrBx40YsWbIEmzdvxrRp07Bp0yZ06dJFtTYofDabDe+99167z3v8\n8cfx/fffA1BmXvXiiy+ic+fOAR/PzMwM+Ngbb7whzwP79++PG2+8EZmZmdixYwdefvll7Nu3D9Om\nTcPGjRvRv3//sLeVQqR35Y6IgjN//nz5k4dQP3Vo+inM008/HfK2zJw5UwAQcXFxYtu2bc0eq6io\nEOPHjxcAREJCgigsLAx5PRQc6Yizu+++W9X13HDDDfKRPZ9//nmzx+rr6+UjgWw2m9izZ49qbZAy\nbr75ZjF37lyxZcsWv48fOXJEPlrE6XSKo0ePhrwu6Yizyy67LOQ2/vSnP8n916uvvtrsMZ/PJ7+3\nAIgvv/wy5PVQa6+++qr8s/3Tn/7U6vE///nP8uP/+c9/dF2PVttK7XvjjTfE8OHDxYoVK0RDQ0Or\nxysrK8XUqVPl38fy5ctDXpd0xFn37t1DbuPLL7+Ut2XRokXC5/M1e3zJkiXy4w899FDI66HgND3i\nLNwjEtuyf/9+YbPZBAAxe/ZsUVdX1+zx1atXy0cgXnvttaq1QdqpqKgQCQkJAoDo06dPq309WE2P\nOMvJyQmpjZMnT8pHmo0bN06Ul5c3e3z79u0iPj5eABDTpk0LaR2kDBbOiCLAyZMnhcPhEADE6NGj\nQ25HicLZ999/L7fx4IMP+n3Ozp075efcc889IW8vBUeLwlleXp78R+H111/v9zkFBQUiJiZGABBX\nXXWVKm2QcoIpajf9o/Dxxx8PeV3hFs6qq6vlPyxnzJjh9zlVVVUiPT1dABBTpkwJeVuptf79+8un\ni/grgDQ0NMin7vfu3VvX9Wi1rdS+4uLidk+dbjouzJ8/P+R1KVE4mzx5sgAaT1Gvqqry+5zp06cL\nACIpKUlUV1eHvC5qn1aFs2uuuUYAEA6HQ+Tl5fl9zo033ih/6Hfs2DFV2iDtNP2A5eGHHw65HSUK\nZ/fff7/cRsuDESQPP/yw/JxNmzaFvL0UHl6hkCgCvPXWW/B4PACg+6mPTQ9/XrRokd/njBw5Emee\neWar51Pkev/999HQ0AAg8O+9a9eu8um/H330Eerr6xVvg5STkZHR7nOmTZsmf7937141N6dNn332\nGSoqKgAEfu/Ex8fj8ssvBwCsX78eJ0+e1Gz7otn27dtx6NAhAI3jj7/TpaxWK66//noAwNGjRzt0\nsxsl16PVtlJw0tPT2z0Vtnv37hg8eDAAffuYoqIifPPNNwCAK664AvHx8X6fJ/U/FRUV+PzzzzXb\nPlKHx+PBhx9+CACYPXt2wJsTSb93n8+H999/X/E2SFuvvfYaAMBiseCaa67RdVuWL18OABgzZgxG\njx7t9zk33HCD/D3nVfph4YwoAkgdfExMDK688kpdt2X9+vUAgL59+yIrKyvg86ZMmQIAOHz4MPLz\n87XYNFKR9HuPj4+Xi6L+SL/38vJybN++XfE2SFtSwR4AhBC6bYf03gGAyZMnB3ye9N7x+XzyJJjC\n0/RnL/18/Wn62Lp163RZj1bbSsqS+hk9+5gNGzbA5/MB4HvHTHbt2iVf67Ot3/vYsWORlJQEoPXv\nXYk2SDs5OTnyWDF16lT06tVLt20pKirCgQMHALT93unevbt8nWK+d/TDmwMQGdzOnTuxc+dOAMCF\nF16I1NRURdrdsmULfve73+HEiRNwOp3o0aMHzj33XEydOrXNC7BKnwgPGTKkzfalT5Cl1wT6BI6U\ns3fvXtx33304fvw47HY7MjMzMXHiRMycOTPsC+fu2bMHQOMNBuz2wENHy9/7hAkTFG2DtLVmzRr5\n+/b2+WAcP34cDz30EHJyciCEQEZGBsaPH485c+YgISEh4Ouk905aWlqbF1Vu+d5ZsGBB2NtsdtLP\nHmj+822p5c9ej/Vota2knNzcXPkoQSX6mJqaGjz11FPYt28fampqkJqailGjRmHOnDltXpy76Xun\nre3o0qULUlJSUFZWxveOhl588UXs3r0blZWVcLlcGD58OGbNmoW+ffuG1W6wv3ebzYb+/ftj+/bt\nbfY7obZB2lm6dKlcpFfyLJ4333wTJ06cgNvtRnJyMgYNGoQZM2Zg2LBhAV8T7HsHaBy3srOzsW/f\nPgghYLFYFNt2Cg4LZ0QG9+qrr8rfK9nBB7p7Vd++ffHSSy9h+vTprR6rqKhAeXk5ALRbCGv6eF5e\nXhhbSsFatWoVVq1a1er/MzMz8Y9//AMLFy4MuW3pqMFwfu9KtEHa8Xq9+Otf/woAsNvtuOSSS8Ju\nc+PGjdi4cWOr/09JScEjjzwS8M6dfO/oR/rZJycny0dL+BMfHw+XywW32x3Sz16J9Wi1raScP//5\nz/KRXtKp1uEoLS3Fb3/721b/73A4cNNNN+Hxxx/3ezfMpkfGB9PPlJWV8b2joTvvvLPV/1mtVlx2\n2WV44YUXkJKSElK7Hf29b9++PWC/E04bpA0hBF5//XUAQKdOnXDxxRcr1vYf//hHv/8/e/ZsLF68\n2O97o6PvHQCoqqqC2+0O+T1PoWPhjMjAvF4v3n77bQBAt27dMGPGjLDbtFqtOOusszBx4kT07NkT\nqampKCgowBdffIEvvvgCR44cwcyZM7Fs2TJcdtllzV4rXWMIQJtHh7R8vLKyMuztpsAsFgvGjh2L\nSZMmoVevXujcuTNKSkrw9ddf4+OPP0ZBQQEuv/xynDhxAnfddVdI65B+h+H83pVog7Tz4IMP4scf\nfwQA3HzzzejXr19Y7Q0dOhTnn38+evfujczMTLjdbnz77bdYvnw5ysrKcPvtt+Pw4cP4xz/+0eq1\nUt/D9472gv3ZS89xu90h/eyVWI9W20rK+OSTT/DKK68AaDyNLZwPd4DGD4lmzpyJAQMGICsrC/X1\n9dixYweWLVuGU6dO4fnnn8fOnTuxevVqOJ3OZq9t+vdNoOubSaT3F9876ktNTcXMmTMxZMgQ9OzZ\nE0II7N27F8uWLUNeXh6WLVuG7du349tvvw3pjIxQ/q6trq6Gz+eTz85Qog3Sxvr165GTkwMAWLhw\nod8iekclJSVh+vTpGD58OHr16gW73Y7s7Gy8++67OHjwIFatWoUzzzwTGzdubHVaaDjzKhbOtMfC\nGZGBrVy5EsXFxQCAq6++ut2L7LbHZrPh8OHD6N27d6vH7r77bqxevRo///nPUVlZieuvvx7nnnsu\nunXrJj+n6YXa2zrVDkCzUwPr6urC2m5q23fffYc+ffq0+v877rgDW7duxQUXXICioiL87ne/w7Rp\n0zBy5MgOte/1euUjAkL9vSvRBmnn3XffxWOPPQagseD1+OOPh92ev1Nqbr31VvzpT3/CBRdcgOzs\nbDz99NOYOXMmZs6c2ex5Ut/T3nvHbrfDYrFACMH3jkKC/dkDP+27ofzslViPVttK4du3bx+uuuoq\nCCGQkJCAt99+O6wiwl133YWnnnrK799Jjz76KK644gp8+umn+Oabb/Doo4/ikUceafYc6b1jsVja\n/VuL7x1tXHrppbjllltaFTkB4JFHHsGtt96KJUuWYP/+/bjzzjvxxhtvdHgdof5dW19fj9jYWMXa\nIG1I14wGlDmLZ/LkyThx4gQSExNbPfbwww/jgQcewGOPPYaCggJce+21+Prrr5s9h/OqyMIyN5GB\nKd3BWywWv0UzyfTp0/HCCy8AaPw07KWXXmr2eNNPYdvrtGtqauTvg/n0n0Lnr2gmGTdunHzUos/n\nwzPPPNPh9u12OxwOB4DQf+9KtEHa+Prrr3H11VcDaLzL6ccffxz2p7JtXYdm4MCB+OCDD+Q/Gp96\n6qlWz5H6nvbeO3V1dfK1S/jeUUawP3vgp303lJ+9EuvRalspPHl5eZg1axZOnz4Nu92O//u//8PA\ngQPDarNnz54BC16dOnXC8uXL5aM9/vnPfza78Qnw03tHCNHqsZb43tFGt27d/BbNAMDpdGLx4sX4\n2c9+BqDx7vOFhYUdXkcof9fabLZmBS8l2iD1VVVVyXewHDp0qCLXz+3cubPfohnQeIbPX//6V/z8\n5z8HAKxduxbbtm1r9hzOqyILjzgjUslLL72EL7/80u9jl156KS699NI2X19SUoKVK1cCAM4+++yw\n/6gM1pVXXok77rgDp0+fxtq1a5s9lpycLH8v3UEokNOnT/t9HbXv3Xffxbvvvuv3sWnTpuHmm2/u\nUHvnn38+Bg8ejP3797f6nQarU6dOKCkpCev3rkQb1LY1a9bgX//6l9/HRo8ejfvvv7/N12/ZsgXz\n589HXV0dUlNT8cUXX4R98eVgDB06FFOmTMGXX36J9evXtzqFpVOnTgDY7+hB+tmfPn263QsSSz//\nUH72SqxHq22l0BUXF2PatGk4fvw4rFYrXn/9dcydO1f19cbFxeG6667DQw89JN+xefz48fLj0nsH\naOxnOnfuHLAtvneMwWq14uabb8amTZsghMD69evb/du6pZa/97ZIv/eW109Uog1S3/Lly+XTq5W8\nZnR7br31Vrz//vsAGotnY8aMkR8L5b0DsO/RCwtnRCrZunUr/vvf//p9bPjw4e2+/u2335Y/9dSy\ng5fu+vPDDz+goKCg2WOxsbHo3r078vPzcezYsTbbafp4//79VdnWaLV3796A7x2XyxVSm4MGDcL+\n/ftb/U6D1a9fP5SUlIT1e1eiDWpbTk5OwPdOe9fj2blzJ2bNmoXKykokJyfjs88+w4gRI9TYTL8G\nDRqEL7/8EnV1dSgrK0NaWpr8WL9+/bBjxw7k5ua2WRDhe0d50rXt6urqUFRUhK5du/p9XnFxsfyJ\neCg/eyXWo9W2UmjKysowffp0HDhwABaLBf/+978VuSFAsAYNGiR/33IsbHoNx2PHjgUsnAkhkJub\nC4DvHSNo63cajJa/9zPPPDPgc6XxJVC/E04bpL6lS5cCaDwD4qqrrtJsvR3pd9oiPd61a1cecaYT\nFs6IVHLLLbdg1qxZfh8bOnRou6+XTtOMj4/v8Cdo4ZIOF256Pr1k5MiRyM/Px86dO9ucwEqHI9ts\ntqDy0k8uvfTSgMXVtk7LbEtbv9NgjBw5Eps3b0ZOTg5Onz7d7FOyppoeht6y6KJEG9S2adOm4b33\n3vP7WKAiAgDs378f06dPR1lZGRISErBy5co2//hXQ9PTFFq+T0eOHIn//ve/qKmpwf79+wPetp3v\nHeU1vSbi9u3bMXv2bL/PC/dnr8R6tNpW6riKigrMmjULO3fuBAA8++yzWLRokabb0F4fI9m+fTvG\njRvnt429e/eitrYWAN87RtDW7zQYLX/vge4eXVFRgcOHDwNov98JpQ1S17Fjx+QzLmbPnt3m30NK\na+s9OmTIENjtdni9Xmzfvj1gG0II7NixAwDfO7oSRGQ4u3btEgAEAHH11Vdruu6SkhJht9sFADF/\n/vxWj//zn/+Ut23Dhg1+2/B6vaJ79+4CgJg8ebLKW0ztqaurE6mpqQKAGDNmTEhtvP/++/Lv/Z13\n3gn4vLFjxwoAol+/fqq0Qco7fPiw6NatmwAgYmNjxZo1a3TZjiFDhggAokuXLq0e27Jli/zeefLJ\nJwO2ceGFFwoAIjk5WdTV1am5uaZRWFgorFarACBuv/32gM+78847BQBhsVhEfn6+LuvRalupY6qr\nq8WkSZPkffjxxx/XZTsWLVokb8PBgwebPVZXVyeSk5MFAHHRRRcFbOOJJ56Q2/j+++/V3mRqx6OP\nPir/Pr744ouQ2hg0aJAAIEaNGhXwOe+99568nvfee0+VNkg9Dz/8sPyzf//99zVd92uvvSave8mS\nJa0eP//88wUAkZmZKTwej982Nm7cKLfx9NNPq7zFFAgLZ0QG9Jvf/EbuINeuXavpum+++WZ53f/5\nz39aPV5QUCDi4uIEAHHhhRf6beP111+X23jllVdU3mJqT9M/LB966KGQ2qiurhZdunQRAMT48eNF\nQ0NDq+d89dVX8noefvhhVdogZeXm5orevXsLACImJkasWrVKl+1o+oflokWL/D5HKqz16dNHVFdX\nt3p87969ctH/xhtvVHuTTWXWrFkCgOjUqZMoLCxs9fjJkyeFy+USAMT06dN1XY9W20rBqaurEzNm\nzJD37z//+c+6bMfu3buF0+kUAMTgwYP9PkcqrNntdrFv375Wj1dVVYk+ffoIAGLo0KFqbzK148SJ\nE6Jz584CgHC5XKKmpiakdpr+jbR69epWjzc0NIizzjpLABDp6emiqqpKlTZIPf369RMAROfOnUV9\nfb1m6y0vLxcDBw4UAITD4RAnTpxo9Zymf/+8+uqrftv5+c9/LgAIp9PJD3t0xMIZkcF4PB6RkZEh\nAIi+ffsKn88X1Ovq6+vFggULxIIFC8SDDz7o9zlPPPGEWLNmjd9PNE6ePCluuukmufMeMmRIwMHl\n3nvvbfZHsNfrlR9bt26dPCkZMmRIs8dIeS+++KL45JNP/P7BePr0aXHfffcJi8UiAIiuXbsKt9vt\nt53rrrtOLFiwoM2jNF544QX5937LLbc0O6Jn586dokePHgKAyMjIEOXl5aq1QcooKiqSPyV3OBzi\nww8/DKmd3/72t2LBggXi8ssv9/v4G2+8IZYvXy4qKipaPVZTUyOefPJJERMTIwCIxMREcfToUb/t\nfPjhh/J7Z8GCBc3ay8nJEUOHDhUARHx8vDh+/HhIWci/H374QdhsNgFAnHPOOeLkyZPyY8XFxfLR\nRFarVWzZssVvG3//+9/lMaqsrEy19SjRBinD4/GIiy66SN5v77vvvpDa+c9//iO/dw4fPtzq8fXr\n14t///vffielPp9PrFixQv67CoD44IMP/K7n+PHjIj4+XgAQw4YNEzk5OfJjFRUV8uQVQMj9JQVn\nz5494plnnhFHjhzx+/jatWvFgAED5N/HM8884/d5H330kfze2bhxo9/nVFRUiMzMTAFAdO/eXezY\nsUN+rK6uTtx+++3yev75z3+q1gapY926dfLP/je/+U3Qr9uwYYP83vnkk09aPX7ixAnx2GOPiT17\n9vh9/bZt2+QzKACI3/72t36f5/V6xfDhw+UPfL7++mv5sYaGhmZF2d///vdBbz8pj4UzIoP56KOP\nQvpktqamRn5doNMjpUlyYmKiGDJkiDjvvPPE/Pnzxfjx44XD4ZBf379//2Z/MLZUX18vpk+fLj8/\nKytLzJ07V4wZM0b+v7S0NLF///4OpqeOmjp1qgAg4uLixMCBA8WkSZPEhRdeKCZOnCgfGSgVzbZv\n3x6wnbS0NAG0f3rkVVddJbeZkZEhZs+eLc466yz59Ki4uDjx3Xffqd4Ghe+SSy6Rfw89e/aU/0AM\n9O+BBx7w284ZZ5whfxLqzzXXXCMf0da/f39xzjnniAsvvFBMmjRJJCYmytvQqVMn8eWXX7a5zffc\nc4/8fJfLJWbOnCkmTZok9182my3gpJjC869//Uv+2cfHx4upU6eKqVOnyoUGAOK5554L+HrpNFoA\noqCgQLX1KNUGhe+ZZ55p9ntor49ZsGCB33Zuu+02uR1/p0cuXrxYAI2n3vbs2VOMHz9ezJs3T8yY\nMaNZwcxqtYqnnnqqzW3+4IMP5MKrw+EQkydPFjNmzJA/EAQg7rnnHkV+PhTY6tWr5Z93t27dxNix\nY8XcuXPFrFmzRK9eveTHAIj/9//+X8B2mp5a29bpkZs3b5b7B6vVKs466ywxe/bsZu+fyy+/vM0P\ns5Vog5R3/fXXyz//Xbt2Bf26ZcuWya/zd3rkvn375Me7dOkiRo0aJWbNmiXmzJnTrKgLQFx22WUB\nT8MUQoiDBw+K9PR0+fljxowRc+fOFVlZWfL/nX/++ZoeLUetsXBGZDDSJ5pWq1UcO3Ys6NcFUzh7\n9dVXxZw5c5pNHpr+69Gjh3jooYdEZWVlu+urr68XDz74oHztLOmf3W4XF154IY/40Mj7778vLr74\nYvnaLC3/de7cWdx9992ipKSkzXaCLZz5fD7x9NNPi65duzZbj8ViEeeff77Yu3dvu9usRBsUvpkz\nZ/p9zwT6d/bZZ/ttp73C2Zo1a8Tll1/e7I/Cpv86deokbrrppqD7jNdff10+vbTpv/Hjxwc8ooCU\nsWrVKjFs2LBWP/shQ4b4/US+qWALZ+GuR8k2KDyPPPJIh/oYwP+0pL3C2YEDB8Stt94qn47V8l9M\nTIyYP3++2LRpU1DbvXHjRjF+/PhW7fTu3VssXbo0rJ8JBaegoEDcfffdfvdhoPFDkvPPP7/dywsE\nWzgTorEQMm3aNPlDPOlfRkaGePLJJ/1eXkKNNkg5VVVVIikpSQAQY8eO7dBr2yucnT59Wtx///1i\n7Nix8pkdLf+mnTBhQpvX9G0qNzdX/PznP5cvOSH9c7lc4v777+d1Ww3AIoQQICLD+Pjjj1FXV4fE\nxMSAd+X0x+fz4f333wcAdO7cGZMnTw743Pr6ehw9ehQFBQVwu91ISkpC37590bt37w5vb319PXbu\n3ImioiIkJydj6NChSE9P73A7FB6v14tjx46hoKAAp06dQkJCAnr16oX+/fsHvPNpUx193/l8Puza\ntQv5+fmIj4/H4MGDkZmZ2aFtVqINCt2GDRtQWFgY9PPT09MxZcqUVv//5Zdfwu12w2az4eKLLw74\nep/Ph+PHj6OgoADFxcWIjY1Fjx49MHjwYFit1g5tuxACe/bsQW5uLhwOBwYMGIBevXp1qA0KXXZ2\nNo4cOQKg8U6/AwcObPc1GzduRH5+PgBg3rx5cDqdqqxHjTYoNPv378fu3bs79Bp/dyTcsWMHDh06\nBACYOnUqUlJSAr6+sLAQ+fn5KCwshNVqRefOnTFixIig3m8tHTt2DNnZ2fB4PMjKysKwYcOCGk9J\nWadOnUJubi4KCgrg8/mQlpaGESNGICEhod3XHjx4ELt27QIAnHXWWejevXu7ryksLMS+fftQVVWF\nbt264YwzzoDNZuvQNivRBoXv1KlT+PrrrwEAgwYN6tAdKfPy8rBp0yYAwKhRo9C/f/+Az3W73cjN\nzcWJEyfg8XiQkpKC4cOHB7x7fHvbvGfPHpw+fRoZGRkYNWpUSHeMJeWxcEZERERERERERORHxz7i\nJSIiIiIiIiIiMgkWzoiIiIiIiIiIiPxg4YyIiIiIiIiIiMgPFs6IiIiIiIiIiIj8YOGMiIiIiIiI\niIjIDxbOiIiIiIiIiIiI/GDhjIiIiIiIiIiIyA8WzoiIiIiIiIiIiPxg4YyIiIiIiIiIiMgPFs6I\niIiIiIiIiIj8YOGMiIiIiIiIiIjIDxbOiIiIiIiIiIiI/GDhjIiIiIiIiIiIyA8WzoiIiIiIiIiI\niPxg4YyIiIiIiIiIiMgPFs6IiIiISFErV67EokWL8Morr+i9KWHZt28fFi1ahPvvv1/vTSEiIiKd\nWIQQQu+NICIiIqLoUFVVhYEDB+LEiRPYsGEDzj77bL03KWQNDQ0YOnQoDh48iBUrVuCiiy7Se5OI\niIhIYzzijIiIiIgU8/jjj+PEiROYOXNmRBfNAMBms+HBBx8EAPz+97+Hx+PReYuIiIhIazzijIiI\niIgUcfLkSfTp0wfV1dX45ptvcM455+i9SWHz+XwYOHAgDh8+jOeffx633Xab3ptEREREGuIRZ0RE\nRESkiFdeeQXV1dXo379/VBTNAMBqteKqq64CADz//PM6bw0RERFpjYUzIiIiIgqbz+fDyy+/DAD4\n5S9/qfPWKEvKs3//fnz99dc6bw0RERFpya73BhARERGROsrKynDvvffC6/Wif//+uOeeewI+949/\n/CMKCgoQGxuLJ554AnFxcR1a15o1a3D06FEAwKWXXhrweXv27MHTTz8NAHjsscfQuXNnv8/7/vvv\n8e9//xsA8MwzzyAxMVF+7NSpU/jDH/4AALj99tsxatQo1NTUYPny5fjxxx8BAKNHj8YvfvEL2O3N\n/9zdv38/Pv74Yxw/fhwulwtz5szBWWed1Wa2fv36YezYsfjhhx/wn//8B+edd16bzyciIqLowcIZ\nERERUZRKSUlB165d8fDDDwMAsrKycOWVV7Z63jPPPINHH30UAPDcc891uGgGAF9++SUAIDU1FYMH\nDw74vNzcXLzyyisAgHvuuSdg4ezw4cPy8/72t781K5xVVFTIj11wwQWoq6vDRRddhMLCwmZtPPro\no/jyyy+RmZmJhoYG/PrXv8ZLL72Eppf4ffTRR/GrX/0KL730EiwWS8DtnjhxIn744QesWbOmrR8D\nERERRRmeqklEREQUxf74xz9i0qRJAICbb74Z2dnZzR7fvn27fPTW/Pnzcfvtt4e0nnXr1gEAJkyY\nEMbWdlxOTg6mT5+OlJQUPPTQQ3jhhRewaNEi2O127N27FxdddBEA4KabbsK///1v/OIXv8Czzz6L\nxx9/HKNGjQIAvPzyy+1ev0w6Kq2oqAj79u1TMxIREREZCI84IyIiIopiNpsNb7/9Ns444wycOnUK\nCxcuxMaNGxETE4PKykosXLgQ9fX16NGjB5YsWRLSOrxeL3744QcAkItRWvnTn/6EefPmYenSpc1O\ny5wyZQquuuoqbNmyBb/97W/x1ltvYfXq1Tj//PPl59x5550499xzsWXLFvz973/HbbfdBqvV/+fK\no0ePlr/fuHEjhgwZol4oIiIiMgwecUZEREQU5bp3745XX30VALBt2zb8/ve/BwDcdtttOHjwIGw2\nG9566y2kpaWF1H5xcTG8Xi8AID09XZmNDlJiYiIWL17c6lpmV155Jfr06QMAeOqpp3DPPfc0K5oB\nQExMjPyzyM/Px+7duwOup+kppQUFBUptPhERERkcC2dEREREJjBv3jzccccdAIBnn30WN954I15/\n/XUAwAMPPCCfzhmK4uJi+ftQi2+huvzyyxEfH+/3sfHjx8vfX3/99e0+p61TMFNSUuSj0ZrmJSIi\noujGwhkRERGRSTzxxBMYM2YMAOA///kPAODcc8/FH//4x7DarayslL9PSEgIq62OOuOMMwI+Jh39\nlpKSgqysLL/PaXokmdvtDtiW1WpFbGwsgMabExAREZE5sHBGREREZBIxMTH4xz/+IS/bbDa8/vrr\nsNlsYbWbmpoqf99W8UkNycnJAR+TTt8M5jkA4PF4Aj7P4/GguroaQPO8REREFN1YOCMiIiIyCZ/P\nh4ceekhebmhowNKlS8Nut+lRW6WlpWG3Z0SnTp2Sv2+al4iIiKIbC2dEREREJvHoo49i7dq1AICR\nI0cCAB555BF88803YbWbmpqKpKQkAEBhYWFYbUmkmw0YRdNcvXr10nFLiIiISEssnBERERGZwIYN\nG/DnP/8ZAHDNNddgw4YN6N+/PxoaGnDllVeirKws5LYtFgvOPvtsAMDWrVuDfl1bRba8vLyQt0cN\nW7Zskb8/99xzddwSIiIi0hILZ0RERERRrqysDFdccQUaGhowYMAAPP/880hKSsKyZcvgcDiQm5uL\nRYsWhbWOyZMnAwB++OGHoI8W+/bbbwM+9sEHH4S1PUrbtGkTAKB///7o1q2bzltDREREWmHhjIiI\niCjK3XDDDcjNzUVMTAzeeecdJCYmAgDGjRuHv/71rwCA999/Hy+99FLI65gzZw4AoLq6Gj/88ENQ\nr/nrX/+KDRs2NPs/r9eLe++9F5s3b5b/r7y8POTtUop0OquUk4iIiMyBhTMiIiKiKPbiiy9ixYoV\nAIC///3vGDNmTLPH7777bsyaNQsAcNddd2H37t0hrWfkyJGYMGECAOCtt94K6jUulwvnnnsuxo8f\njyuuuAK/+MUv0KtXL/ztb39rtp2/+MUvcMcdd4S0XUrYsmULDh06BAD41a9+pdt2EBERkfZYOCMi\nIiKKUj/++CPuvvtuAMDcuXNx5513tnqOxWLB0qVL0bVrV9TU1GDhwoWoqakJaX233HILAGDZsmXw\neDztPn/p0qUYP348vv/+eyxbtgzLly/HiRMncMkll2Dt2rXytcS2bduG5cuXh7RNSnjjjTcANF7b\nbNiwYbptBxEREWnPrvcGEBEREZE6SkpK8NxzzwEALrroIlgsFr/P69KlC1atWiVf2D8vLw8DBgzo\n8Pouu+wy3HfffThx4gQ++OAD/OIXv2jz+T169MDmzZuxbds2HDhwADabDWPHjkW/fv0AAKtXr8aq\nVatgsVhw3nnnya9LT0/H4sWLAQCjR48O2P7ChQsxfPhw+Y6f/thsNrmtiRMntnq8uroa77zzDoDG\nI/KIiIjIXCxCCKH3RhARERFRdHjttddw3XXXYfjw4di1a1erYt1nn32G2bNnAwCys7PRv39/PTYz\naI8//jj+8Ic/YNKkSVi3bp3em0NEREQa46maRERERKSYq6++GqNHj8bu3bvx7rvv6r05YamsrMQT\nTzwBi8WCp59+Wu/NISIiIh3wVE0iIiIiUozVasWbb76J7777DqmpqXpvTlhKSkrw2GOPoXPnzq1u\nqkBERETmwMIZERERESlq6NChGDp0qN6bEbbevXtj0aJFem8GERER6YinahIREREREREREfnBI86I\niIiISDPDhw+X72LZpUsXnbeGiIiIqG28qyYREREREREREZEfPFWTiIiIiIiIiIjIDxbOiIiIiIiI\niIiI/GDhjIiIiIiIiIiIyA8WzoiIiIiIiIiIiPxg4YyIiIiIiIiIiMgPFs6IiIiIiIiIiIj8YOGM\niIiIiIiIiIjIDxbOiIiIiIiIiIiI/GDhjIiIiIiIiIiIyA8WzoiIiIiIiIiIiPxg4YyIiIiIiIiI\niMgPFs6IiIiIiIiIiIj8YOGMiIiIiIiIiIjIDxbOiIiIiIiIiIiI/GDhjIiIiIiIiIiIyA8WzoiI\niIiIiIiIiPxg4YyIiIiIiIiIiMgPFs6IiIiIiIiIiIj8+P8QnppaBeiuewAAAABJRU5ErkJggg==\n"
          }
        }
      ],
      "source": [
        "s = hex_l_cavity(0, 0, 0, 0.3, 0.2, 0.8, 0.9, 8, 10, 2, 1, td.Medium(permittivity=3.48**2))\n",
        "\n",
        "sim = td.Simulation(\n",
        "    size=[15, 10, 3], grid_spec=td.GridSpec.auto(wavelength=1.55), structures=[s], run_time=1\n",
        ")\n",
        "\n",
        "sim.plot(z=0)\n",
        "plt.show()"
      ],
      "id": "fb38f42f"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## H Cavity\n",
        "\n",
        "The function `hex_h_cavity` returns a hexagon-shaped hexagonal array of\n",
        "cylinders with a hexagon-shaped cavity in the middle. Tunable cylinder\n",
        "radius, spacing, height, length in cylinders, and cavity size."
      ],
      "id": "427ef74a-1515-4523-afa8-655557798f61"
    },
    {
      "cell_type": "code",
      "execution_count": 14,
      "metadata": {},
      "outputs": [],
      "source": [
        "def hex_h_cavity(\n",
        "    x0,\n",
        "    y0,\n",
        "    z0,\n",
        "    R,\n",
        "    n_side,\n",
        "    h_number,\n",
        "    spacing,\n",
        "    height,\n",
        "    medium,\n",
        "    reference_plane=\"bottom\",\n",
        "    sidewall_angle=0,\n",
        "    axis=2,\n",
        "):\n",
        "    # parameters\n",
        "    # ------------------------------------------------------------\n",
        "    # x0: x coordinate of center of the array (um)\n",
        "    # y0: y coordinate of center of the array (um)\n",
        "    # z0: z coordinate of center of the array (um)\n",
        "    # R: radius of the cylinders (um)\n",
        "    # n_side: maximum number of cylinders on hexagon side\n",
        "    # h_number: maximum side number of hexagons that are removed\n",
        "    # spacing: spacing between centers of cylinders\n",
        "    # height: height of cylinders\n",
        "    # medium: medium of the cylinders\n",
        "    # reference_plane\n",
        "    # sidewall_angle: angle slant of cylinders\n",
        "    # axis\n",
        "\n",
        "    cylinders = []\n",
        "    for i in range(h_number + 1, n_side + 1):  # hexagon side length\n",
        "        center_x, center_y = x0 + (i - 1) * spacing, y0\n",
        "        for j in range(0, 6 - 5 * (i == 1)):  # iterate through hexagon sides\n",
        "            for k in range(0, i - 1 + (i == 1)):  # iterate along each hexagon side\n",
        "                center_x += spacing * np.cos(np.pi * 2 / 3 + j * np.pi / 3) * (i > 1)\n",
        "                center_y += spacing * np.sin(np.pi * 2 / 3 + j * np.pi / 3) * (i > 1)\n",
        "                c = td.Cylinder(\n",
        "                    axis=axis,\n",
        "                    sidewall_angle=sidewall_angle,\n",
        "                    reference_plane=reference_plane,\n",
        "                    radius=R,\n",
        "                    center=(center_x, center_y, z0),\n",
        "                    length=height,\n",
        "                )\n",
        "                cylinders.append(c)\n",
        "    structure = td.Structure(geometry=td.GeometryGroup(geometries=cylinders), medium=medium)\n",
        "    return structure"
      ],
      "id": "0a0ece79"
    },
    {
      "cell_type": "code",
      "execution_count": 15,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "image/png": 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t6rxqlRcIX/7yl7F161a4XC68/vrruPfeewM6bvXq1Thx4gSeffZZHD16FCaT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LiBZE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\nhm4bplAoFAqFEtZQ/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JGLHRTq/83vv8ViIbr6StSj2759O06cOIFDhw7hxhtvhEIRXPPZ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\nwuWDSqW6rpC33Bi3ymNFy2x1BBy8yslmTtfLYPXQY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Sa2l2eF9Ln+AwcOoK+vD3a7XdDg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c9vV9kPQgIyODeBvLYTIF7phIgdAClqNw50ID2PDELAPHEwDGrY6Ag1e52DzB0Q45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vnnY9iwYZ1mO/3005GZmYmqqirMnTsXc+bM6fT5RERkMIKIiIgM77LLLhMAhMvlEsuXLw/4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\n6QAAAABJRU5ErkJggg==\n"
          }
        }
      ],
      "source": [
        "s = hex_h_cavity(0, 0, 0, 0.3, 6, 2, 0.8, 1, td.Medium(permittivity=3.48**2))\n",
        "\n",
        "sim = td.Simulation(\n",
        "    size=[10, 10, 3],\n",
        "    grid_spec=td.GridSpec.auto(wavelength=1.55),\n",
        "    structures=[s],\n",
        "    run_time=2,\n",
        ")\n",
        "\n",
        "sim.plot(z=0)\n",
        "plt.show()"
      ],
      "id": "9dce80ae"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Wood Pile\n",
        "\n",
        "The function `wood_pile` returns the popular ‘wood pile’ structure with\n",
        "tunable width of the blocks comprising the pile, width and height of the\n",
        "entire pile, number of blocks in each row, and number of rows of blocks."
      ],
      "id": "7d2039e4-aa24-4c8d-9fb9-f36a96c130f6"
    },
    {
      "cell_type": "code",
      "execution_count": 16,
      "metadata": {},
      "outputs": [],
      "source": [
        "def wood_pile(\n",
        "    x0,\n",
        "    y0,\n",
        "    z0,\n",
        "    block_width,\n",
        "    side_width,\n",
        "    pile_height,\n",
        "    n_rows,\n",
        "    n_floors,\n",
        "    medium,\n",
        "    reference_plane=\"bottom\",\n",
        "    axis=2,\n",
        "):\n",
        "    # parameters\n",
        "    # ------------------------------------------------------------\n",
        "    # x0: x coordinate of center of the array (um)\n",
        "    # y0: y coordinate of center of the array (um)\n",
        "    # z0: z coordinate of center of the array (um)\n",
        "    # block_width: width of the blocks being stacked (um)\n",
        "    # side_width: width of the wood pile (um)\n",
        "    # pile_height: height of the wood pile (um)\n",
        "    # n_rows: number of blocks on each floor\n",
        "    # n_floors: number of stackings in the wood pile\n",
        "    # medium: medium of the blocks\n",
        "    # reference_plane\n",
        "    # axis\n",
        "\n",
        "    boxes = []\n",
        "    spacing = 0.5 * side_width / n_rows\n",
        "    for i in range(0, n_floors):\n",
        "        for j in range(0, n_rows):\n",
        "            b = td.Box(\n",
        "                center=(\n",
        "                    x0 + (0.5 - n_rows + 2 * j + (i % 4 == 2)) * spacing * ((i + 1) % 2),\n",
        "                    y0 + (0.5 - n_rows + 2 * j + (i % 4 == 3)) * spacing * (i % 2),\n",
        "                    z0 + pile_height * (-0.5 + 1 / n_floors / 2 + i / n_floors),\n",
        "                ),\n",
        "                size=(\n",
        "                    block_width * ((i + 1) % 2) + side_width * (i % 2),\n",
        "                    block_width * (i % 2) + side_width * ((i + 1) % 2),\n",
        "                    pile_height / n_floors,\n",
        "                ),\n",
        "            )\n",
        "            boxes.append(b)\n",
        "    structure = td.Structure(geometry=td.GeometryGroup(geometries=boxes), medium=medium)\n",
        "    return structure"
      ],
      "id": "d85ef86b"
    },
    {
      "cell_type": "code",
      "execution_count": 17,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "text/html": [
              "\n",
              "    <div class=\"simulation-viewer\" data-width=\"800\" data-height=\"800\" data-simulation=\"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\" ></div>\n",
              "    <script>\n",
              "        \n",
              "        /**\n",
              "        * Simulation Viewer Injector\n",
              "        *\n",
              "        * Monitors the document for elements being added in the form:\n",
              "        *\n",
              "        *    <div class=\"simulation-viewer\" data-width=\"800\" data-height=\"800\" data-simulation=\"{...}\" />\n",
              "        *\n",
              "        * This script will then inject an iframe to the viewer application, and pass it the simulation data\n",
              "        * via the postMessage API on request. The script may be safely included multiple times, with only the\n",
              "        * configuration of the first started script (e.g. viewer URL) applying.\n",
              "        *\n",
              "        */\n",
              "        (function() {\n",
              "            const TARGET_CLASS = \"simulation-viewer\";\n",
              "            const ACTIVE_CLASS = \"simulation-viewer-active\";\n",
              "            const VIEWER_URL = \"https://tidy3d.simulation.cloud/simulation-viewer\";\n",
              "\n",
              "            class SimulationViewerInjector {\n",
              "                constructor() {\n",
              "                    for (var node of document.getElementsByClassName(TARGET_CLASS)) {\n",
              "                        this.injectViewer(node);\n",
              "                    }\n",
              "\n",
              "                    // Monitor for newly added nodes to the DOM\n",
              "                    this.observer = new MutationObserver(this.onMutations.bind(this));\n",
              "                    this.observer.observe(document.body, {childList: true, subtree: true});\n",
              "                }\n",
              "\n",
              "                onMutations(mutations) {\n",
              "                    for (var mutation of mutations) {\n",
              "                        if (mutation.type === 'childList') {\n",
              "                            /**\n",
              "                            * Have found that adding the element does not reliably trigger the mutation observer.\n",
              "                            * It may be the case that setting content with innerHTML does not trigger.\n",
              "                            *\n",
              "                            * It seems to be sufficient to re-scan the document for un-activated viewers\n",
              "                            * whenever an event occurs, as Jupyter triggers multiple events on cell evaluation.\n",
              "                            */\n",
              "                            var viewers = document.getElementsByClassName(TARGET_CLASS);\n",
              "                            for (var node of viewers) {\n",
              "                                this.injectViewer(node);\n",
              "                            }\n",
              "                        }\n",
              "                    }\n",
              "                }\n",
              "\n",
              "                injectViewer(node) {\n",
              "                    // (re-)check that this is a valid simulation container and has not already been injected\n",
              "                    if (node.classList.contains(TARGET_CLASS) && !node.classList.contains(ACTIVE_CLASS)) {\n",
              "                        // Mark node as injected, to prevent re-runs\n",
              "                        node.classList.add(ACTIVE_CLASS);\n",
              "\n",
              "                        var uuid;\n",
              "                        if (window.crypto && window.crypto.randomUUID) {\n",
              "                            uuid = window.crypto.randomUUID();\n",
              "                        } else {\n",
              "                            uuid = \"\" + Math.random();\n",
              "                        }\n",
              "\n",
              "                        var frame = document.createElement(\"iframe\");\n",
              "                        frame.width = node.dataset.width || 800;\n",
              "                        frame.height = node.dataset.height || 800;\n",
              "                        frame.style.cssText = `width:${frame.width}px;height:${frame.height}px;max-width:none;border:0;display:block`\n",
              "                        frame.src = VIEWER_URL + \"?uuid=\" + uuid;\n",
              "\n",
              "                        var postMessageToViewer;\n",
              "                        postMessageToViewer = event => {\n",
              "                            if(event.data.type === 'viewer' && event.data.uuid===uuid){\n",
              "                                frame.contentWindow.postMessage({ type: 'jupyter', uuid, value: node.dataset.simulation, fileType: 'hdf5'}, '*');\n",
              "\n",
              "                                // Run once only\n",
              "                                window.removeEventListener('message', postMessageToViewer);\n",
              "                            }\n",
              "                        };\n",
              "                        window.addEventListener(\n",
              "                            'message',\n",
              "                            postMessageToViewer,\n",
              "                            false\n",
              "                        );\n",
              "\n",
              "                        node.appendChild(frame);\n",
              "                    }\n",
              "                }\n",
              "            }\n",
              "\n",
              "            if (!window.simulationViewerInjector) {\n",
              "                window.simulationViewerInjector = new SimulationViewerInjector();\n",
              "            }\n",
              "        })();\n",
              "    \n",
              "    </script>\n",
              "    "
            ]
          }
        }
      ],
      "source": [
        "s = wood_pile(0, 0, 0, 0.2, 1.2, 1.4, 4, 4, td.Medium(permittivity=3.48**2))\n",
        "\n",
        "sim = td.Simulation(\n",
        "    size=[3, 3, 3],\n",
        "    grid_spec=td.GridSpec.auto(wavelength=1.55),\n",
        "    structures=[s],\n",
        "    run_time=1,\n",
        ")\n",
        "\n",
        "sim.plot_3d()"
      ],
      "id": "dfa65fad"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## FCC Sphere Array\n",
        "\n",
        "The function `fcc_pc` returns an FCC PC crystal of spheres, with tunable\n",
        "sphere radius, spacing, and number of spheres in each dimension."
      ],
      "id": "8454e813-9197-4fab-b873-3849c91cc8b8"
    },
    {
      "cell_type": "code",
      "execution_count": 18,
      "metadata": {},
      "outputs": [],
      "source": [
        "def fcc_pc(x0, y0, z0, spacing, R, n_x, n_y, n_z, medium):\n",
        "    # parameters\n",
        "    # ------------------------------------------------------------\n",
        "    # x0: x coordinate of center of the array (um)\n",
        "    # y0: y coordinate of center of the array (um)\n",
        "    # z0: z coordinate of center of the array (um)\n",
        "    # spacing: spacing between the centers of the spheres (um)\n",
        "    # R: radius of the spheres\n",
        "    # n_x: number of spheres in x direction\n",
        "    # n_y: number of spheres in y direction\n",
        "    # n_z: number of spheres in z direction\n",
        "    # medium: medium of the spheres\n",
        "\n",
        "    spheres = []\n",
        "    center_x, center_y, center_z = (\n",
        "        x0 - (n_x - 1) * spacing,\n",
        "        y0 - (n_y - 1) * spacing,\n",
        "        z0 - (n_z - 1) * spacing,\n",
        "    )\n",
        "    for i in range(0, n_x):\n",
        "        for j in range(0, n_y):\n",
        "            for k in range(0, n_z):\n",
        "                for l in range(0, 4):  # single crystal unit\n",
        "                    s = td.Sphere(\n",
        "                        center=(\n",
        "                            center_x + (2 * i + (l % 3 == 0) * (-1) ** (l < 1)) * spacing,\n",
        "                            center_y + (2 * j + 0.5 * (-1) ** (l % 2)) * spacing,\n",
        "                            center_z + (2 * k + 0.5 * (-1) ** (l > 1)) * spacing,\n",
        "                        ),\n",
        "                        radius=R,\n",
        "                    )\n",
        "                    spheres.append(s)\n",
        "    structure = td.Structure(geometry=td.GeometryGroup(geometries=spheres), medium=medium)\n",
        "    return structure"
      ],
      "id": "7fca6108"
    },
    {
      "cell_type": "code",
      "execution_count": 19,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "image/png": 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MfVdffbXL17t16yY+tjbyUrGd59R2Ps/q6mrxse38O4EwevRoPP7443jttddQ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Z6akxuOvSuczvOKqUCty3rsirR0UW5SR+VZxit+gLMPSYyAOXz0OyF/Mzrp2ZgWsW\nsk1MASA2QocHLp+HmCkel5fJgGsXTcOamdxHB3CVEWfAfeuKpixIKhVy3LpyBvOiMwDMTIvFHatm\nQa2c/LzVqhS4a+0cTGP02BTxnb++/6XS/xHiD1I5/yn/I1Ikl8tw59o5yEmYOmeNCtPg/svnMRt1\n6aZUyHHPpXORETv1QIBYvRY/WD+P6Y1kYGik433ri7wqYCYYwvCD9fOgVbFdIkSrUuL+9UVeFTCT\no8Jx37q5zEaCEmmi/u9rtGAPEYzVasXAwACzxiSVhus20SS2hB+NSoE7187BsapW7CquQ31n36jX\nU6P1WDsrHUumJTNdGXokvVaNH10xH19caMK+c/Vo6R0c9Xp2vAHr5mRhbkYc88KlW2yEDj+9ehH2\nltTjs9LGUQvByGRAflI0rijKQkEyt8e5fZEWG4GfX7sEO8/U4svyJhhN1uHX5DIZZqXH4sqibGTG\neX8H3lf5ydH45TeW4L+na3C4ogUm69c3V1QKOYoy47FhXo6oi+LMz05ERpwBH5+qxonqNljsjuHX\ntCoFFuUk4cqiLGbzphLhiD2JudT6P0LEJLXzX4qLGBASrlHhR1fMx55zddhdXId+8+jF1lQKOZbm\nJePq+TnQa7lNZcNXhE6NhzcswM6ztdhXUo8By+iBLmqlHBflp2DjvBxmj4uPFRWmwY+vWoj/nq7B\n/vMNo/JDYGiOy5WFqdgwL5t54dItVq/Do1cvwsenqvF5aSPMNseo13VqJS4pTMMVRVlUuAwx1P+N\nRsVLIihWJ7DUGq4bFTCFJZPJsCg3CYtyk2A0WdBuNAEYmv8vMoztHeKJKORyXFyYhosL09A9YEZn\nnxlyuQwJBp1oyd9YKqUC6+dkYd3sTHT0mdEzaIZSLkdiZJhoyd9YOrUSmxbm4qoFOWg3mtA7aIFG\npUBiZJhoyd9YBp0GW5YWYPPiPLT2DqLfbINOrURSZBhUfkr+4iJ0+PbKGbhxeSFaewYwaLUjXKNC\nUlQYzV8UYMRK4KTa/xEiBqme//6+gCPEE6VCjvVzsnDprAxUtxnRahyE0+lEjF6H3MRIv+RjKqUC\nG+blYP2cLFS396K1dxAuFxAboUVuQhQ0PBas8ZVaqcCmBbm4cm4Wqtp70W40weUaWv07JyHSLwVC\nrUqJbyzKw8Z5OahqG4pJJvsqpvhIv+WtxH+o/xuPipdEEDbb13f3hD6Bpdpw3cY2YIvFAp2O++rZ\nZDSDTsP8kRauosO1iJbQqDiZTIZ4gw7xBumcb3KZDImRYaKOaJyKQi5HCoc5jsSgUsiR5sWjVETa\nWCdwUu//CGFJ6uc/FTCJVCnkckxLipLUFDRDK4lHIy+JzQrnfKiUChQkx6Ag2d+RfE2tVKAwJQaF\nKf6OhPgT9X+e0TAPIgiHwwG1+utRaELNgSD1hus2dg6IkcVcQgghwYvVHECB0v8RwkKgnP9SmAOM\nEEJI8KD+b2JUvCSCUSqVgp7AgdJw3cY2YEIIIaFB6AQu0Po/QoQUaOe/0O1fjAUwCSGESE+o939T\nocfGiaCEGkIcaA3XLTw8HBqNtB51JoQQwl6o93+ECCFQz3+h2j8VLgkhJPDx+S4P9f7PG1S8JILz\n9QQO1IbrplQqoVL5Z9EUQggh/hPq/R8hvrDb7QF9/gvR/i0WC5RKujwjhJBAZrPZOBUwAz3/m6j/\nE7omQo+NEyb4DiEO9IbrRoknIYSEplDv/wjhQ6FQwGq1Dv89UM9/odo/IYSQwGaxWEIq//PU/5lM\nJkHfg4qXhBmuCVywNFxCCCGhjfo/QrgZOToj0M9/X9s/Pb1DCCHBIdTyv7H9n9FoFLRPo+IlYcrb\nBC7YGi4hhJDQRv0fIdwFy/nPt/1rNBp6eocQQgLcyIJdqOV/Y/s/IdcDoeIlYW6qBC5YGy4hhJDQ\nRv0fId5Tq9VBdf7zaf9UuCSEkMCnVCpHFe1CLf8b2/8JhXpIIoqJJnEd++dga7iEEEJCG/V/hEzN\nZrMFZeGOa/vv7+8XMTpCCCGsKJVK6PX6kM3/wsPDYbfbYTQaBTtm8GUJRLImS+CA4G24hBBCQhv1\nf4RMzuFw+DsEZqj9E0JIaAr173+dTgeLxSLY8eixcSKqiYYQB3vDJYQQEtqo/yMkdFH7J4SQ0BTq\n3/82m02wY1HxkhBCCCGEEEIIIYQQIklUvCSiGjs5rdtEq3ARQgghwYD6P0JCF7V/QggJTaH+/T9y\n5XVfUfGSiMbTqlqTrcJICCGEBAPq/wiZnEKh8HcIzFD7J4SQ0BTq3/8mk2nUquu+ogV7iCg8NdyR\nczyMncQ2FOZ/IIQQEvyo/yNkaiqVCna73d9hCI5r+yeEEBIc7HZ7SOd/AwMDgq40DtDISyKCqRK3\nsZPYBvsdCEIIIaGB+j9CvGe1WoPq/OfT/oOxgEsIIaHGbrePWmU71PK/iR6V9xUVLwlTUyVubsHe\ngAkhhIQW6v8I4S5Yzn++7d9isVABkxBCAtzIFbZDLf8b2/+NLOL6ioqXhBlvEze3YG3AhBBCQgv1\nf4RwM/JCL9DPf1/b/8jPghBCSOAKtfxvbP9nMBgE7dOoeEmY4Jq4uQVLA6a75oQQEppCvf8jhA+H\nwwG1Wj3890A9/4Vq/4QQQgKbRqMJqfzPU/+n0+kEfQ8qXhLB8U3c3AK9AdvtdrprTgghISjU+z9C\nfKFUKgP6/Bei/Qu5KishhBD/UKlUUCq9Xxs70PM/X/s/b1HxkghKqBM3UBvwwMCAoPM6EEIICQyh\n3v8RIoRAPf+Fav9KpRIqlUrAyAghhIiNS+HSLdT7P29Q8ZIIxm63C3riBloDZrWqFiGEEGkTOnEL\ntP6PECEF2vkvdPvnc9FLCCEk8IV6/zcVKl4SQSgUClit1uG/C3XiBkoDHttw6a45IYSEBlaJW6D0\nf4SwECjnv9gXboQQQoIb9X8To+IlEcTIYp3QJ67UG/DYhqvRaOiuOSGEhADWiZvU+z9CWJL6+U+F\nS0IIISxQ/+cZFS+JoFiduFJtwJ4aLhUuCSEk+ImVuEm1/yNEDFI9/6lwSQghhCXq/8aj4iURjFqt\nZnriSq0BU+JKCCGhSezvf6n1f4SISWrnP+V/hBBCxED932hUvCSCsNlsoow4lEoD9nfDJYQQ4h/+\n+v6XSv9HiD9I5fyn/I8QQoiYqP/7GhUviSAcDodo7+XvBiyFhksIIUR8/v7+93f/R4g/+fv893f7\nJ4QQEpqo/xtCxUsSkPzVgKXScAkhhIhLKt///k5gCfEnyv8IIYSEIur/qHhJApjYDVhKDZcQQoh4\npPb9TwVMEsoo/yOEEBKKQr3/o+IlCWhiNWCpNVxCCCHikOr3v1j9n0qlEvyYhPiK8j9CCCGhKJT7\nPypekoDHugFLseESQghhT+rf/6z7P5PJBI1GI9jxCBES5X+EEEJCUaj2f1S8JEGBVQOWasMlhBDC\nlt1uD4jvf5b9n9Fo9Pk4hLBE+R8hhJBQFIr9HxUvSdAQugFLueESQghhx263w2KxDP9d6t//rPs/\nQqSM8j9CCCGhKNT6PypekqAiVAOWesMlhBDCjs1mG/5zoHz/s+r/RhZxCZEqyv8IIYSEolDq/6h4\nSYKOrw04EBouIYQQ9gLt+1/o/s9gMIwq5BIiZZT/EUIICUWh0v8p/R0AISy4G5u7Ebr/P1UjDJSG\nSwghhC2NRhOQ3/9C9n+00jgJNJT/EUIICUWh0P/RyEsStLjegQikhksIIYQdlUoFpTJw7+9S/0dC\nGZ3/hBBCQlGw939UvCRBzdsGHGgNlxBCCDuBXLh0o/6PhDI6/wkhhISiYO7/qHhJgt5UDTgQGy4h\nhBAyFer/SCij858QQkgoCtb+L/CHFhDihYnmgBj750BpuIQQQog3qP8joYzOf0IIIaEoGPs/Kl6S\nkDFZAwYCq+ESQggh3qL+j4QyOv8JIYSEomDr/+ixcRJSxg6hdgu0hksIIYRwQf0fCWV0/hNCCAlF\nwdT/UfGSEEIIIYQQQgghhBAiSVS8JCFl7OS0bhOtwkUIIYQEA+r/SCij858QQkgoCqb+j+a85Kik\npAQ7d+4c/vttt90Gg8EgyLEHBwexf/9+NDQ0QKPRIC8vD0uXLoVMJhP1GMHK06pawPg5IAJt+DQh\nhBAyGer/pKO+vh69vb0AAL1ej6ysLEGP39XVha6uLsTFxXl8TEysY0gJnf+EEEJCUbD1f1S85MBq\ntWLLli0oLi4e/rdrrrnG5+Kl3W7HH/7wBzz55JPo7+8f9VpmZib+/Oc/Y8OGDcyPEcw8NdyRjTRQ\nGzAhhBAyGer/pKOurg6zZs1CX18fAGDt2rXYvXu3z8e12+344x//iBdffBFVVVXD/15YWIh7770X\n995775Q3sYU4hhTR+U8IISQUBWP/R8VLDh577LFRhUshuFwu3HLLLXjzzTcBAPn5+Vi5ciUGBgbw\n3//+F7W1tdi4cSO2bt2KW265hdkxgtlUDXeiVbgCoQETQgghE6H+T1q+973vDRcuhWIymbBu3Toc\nOHAAwNDvLikpCY2NjSgtLcX999+PHTt24P3334dS6TntF+IYUkTnPyGEkFAUrP0fzXnppVOnTuF/\n/ud/oNPpcP311wt23Jdeemm46PjAAw+gtLQUr7zyCt544w1UVlZi0aJFAIA77rgD1dXVzI4RrKZq\nuG5jV+EKxDkgCCGECMNut/s7BJ9R/yctf/vb37Bz504UFhYiMjJSsOPefffdOHDgAGQyGR577DF0\ndHSgoqIC7e3teOihhwAA27dvx6OPPsr0GFJD5z8hhJBQFMz9HxUvvWC32/Hd734XNpsNv/71r5Gd\nnS3IcW02G37zm98AAObPn4+nn3561CM5sbGxePPNN6FSqWC1WvHb3/6WyTGClbcN1y0QGzAhhBDh\n2Wy2gC5gUv8nLY2NjXjooYcgk8nw4osvCjZ68dSpU9i6dSsA4J577sHPf/5zaLVaAEPzaT711FPD\nN9yfe+45jzewhTiG1ND5TwghJBQFe/9HxUsvPP744zh16hTmzp2LBx98ULDj7tu3D83NzQCA++67\nD3L5+F9HTk4ONm7cCAB49913YbFYBD9GMOLacN0CrQETQghhw2KxBOT3v5D9n8lkYhBh6LnrrrvQ\n29uL22+/HRdffLFgx33llVfgcrmgUCjws5/9zOM2v/zlLwEMzdvuLlIKfQwpofyPEEJIKAqF/o+K\nl1M4d+4cHnvsMcjlcrz00kuCzvUzctXydevWTbid+7W+vj4cPHhQ8GMEG74N1y2QGjAhhBB2Au37\nX+j+z2g0QqVSCRhh6PnnP/+Jjz76CAkJCXjiiScEPfaHH34IAFi0aBFSUlI8bjNz5kzk5uaO2l7o\nY0gF5X+EEEJCUaj0f1S8nITD4cBtt90Gq9WKe++9F4sXLxb0+O7Ff2JjY5GamjrhdnPnzh3+87lz\n5wQ/RjDxteG6BUoDJoQQIryRBbtA+f5n1f9pNBoBogtNra2t+OEPfwgA+N///V9ER0cLduyenh7U\n1dUBwPDc5hNx56/FxcVwOByCHkMqKP8jhBASikKp/wucJQP94Omnn8aRI0eQlpaG3//+94If3z1v\nUEZGxqTbjXy9qqpK8GNMpbu7e8LXRjYUfxOq4boF6ipchBBCfKNUKkcV7aT+/c+q/+vq6vI1tJB2\n7733oqurC5dffjluvPFGQY9dVlY2/Oep5mLPysoCMDQVQk1NzfAoSiGOIQWU/xFCCAlFodb/UfFy\nAhcuXMCvfvUrAMDzzz+PiIgIwd/DaDQCAAwGw6TbjXzvvr4+wY8xlZiYGE7b+4PQDddN6g2YEEII\nG0qlEnq9XvLf/yz7P7vdPpxnEG7+/e9/491330VYWBj+8pe/CH78kTeWp8rTRr4+8lwR4hjeYHkT\nnPI/QgghoSgU+z8qXnrgdDpx2223wWw249prr8WmTZuYvM/g4CCAqR/Jcq/6OHIfIY8R6Fg1XDcp\nN2BCCCHsSP37n3X/p9PpQmKRP6F1dHTg/vvvBwD85je/GR61KKSRj3LpdLpJtx35en9/v6DH8Aar\nm+CU/xFCCAlFodr/UfHSg+eeew5ffPEFDAYDnnvuOWbvo9VqYTQaYbVaJ91u5IXDyCKkUMeYymSP\njfX09CAnJ4fT8YTEuuG6SbUBE0IIYUuq3/9i9X82m03wYwa7+++/H21tbSgqKsIDDzzA5D0UCsXw\nn6eag3Lk6yMXnhTiGP5C+R8hhJBQFMr9n/+zD5GcPn0a+/bt8/habm4urrrqKgBD80H+7Gc/AwD8\n4Q9/mHQRHF9FRESgra1tyjvYI18f+/i6EMeYipATzAtJrIbrJsUGTAghhD2pff+L3f8RoLKyEiaT\nyeNrmZmZ/397dx7eRLX/D/ydNt1Lm0Kh7AXKIjuorAJuCCKIyCIIosiiooBs4levigoq3Ku4IAqC\nIqCAV9lFFLgIAoIoAiJrKUvZWpYSoHuTnN8f/c2YtEmaJpNkknm/nqcPnc7knPMZ5iw5s8ljqzVr\n1mD58uUICQnBZ5995rWJvtjYWPl3R+WSWN9xY/05JdJwhdInwTn+IyIiLdJ6/6eZycvt27djwoQJ\ndtc99NBD8uTlDz/8gNzcXMTGxqKgoAAffPBBqe3/+OMP+fcvvvgCFStWRFRUFJ5++ulylSk5ORlp\naWk4e/as0+3OnTtn8xml0whE/vriprYKTEREvqGW9p8Tl/7Rr18/HDhwwO66devWoVevXgAgv+Cx\nd+/eiIqKwt9//11qe+kqxpycHHl95cqVkZSU5HJ5qlatKv9+4cIFp9tevHjR7ueUSMMVSp4E5/iP\niIi0iP2fhiYvW7Vqheeff97uuubNm5f6W3Z2NiZNmlRmutOmTQMAVKpUqdyTl02aNMGWLVuQmZmJ\nK1euIDEx0e52hw4dsvmM0mkowfrWI2/z9xc3NVVgIiLyHX+3//7u/7Ssfv36MJlMdtdZvzRReozP\n6tWrsXr1aqdp7t69Wx6Dvvjii5gxY4bL5WnYsCH0ej1MJhNSU1OdbiutT0hIsJkgVSINX/L38e/v\n+k9ERNrE/q+YZiYvO3XqhE6dOpW5nbNJTsnOnTvlqy+ffPJJxMXFlfsWGgC499578fHHHwMAtmzZ\ngkceecTudv/73/8AFD+rsmPHjoqnoYSwsDCHg3ol+bviStRSgYmIyLf81f6rpf/Tqu+++86l7ZxN\nckqOHj0Ks9mMmJgY+WU+5b2aMTw8HLfeeiv27NmDHTt2ONzObDZj165dAFBq/KdEGr6iluOf4z8i\nIvIl9n//0MzkpatcmeT8v//7P3ny8rXXXnP7LZLdu3eHwWCA0WjEp59+anfi8dKlS1i5ciUAoGfP\nnqUmSZVIQymFhYXIycnx2gGsloorcVSBiYgouPl6AKe2/o8cc2WSMzExEVevXkX79u2xefNmt/Pq\n27cv9uzZg5MnT+LXX3+1O7H4/fffy8dO3759vZKGt6nt+FfDFzgiIgp+7P9shfgkF41avHgxPvjg\nA3z66ad210dFRWHKlCkAgK1bt+L999+3WZ+fn49hw4YhNzcXISEheO2117yShpKMRiNycnIUT1dt\nFVcSExMDg8EgLxuNRp9cgUpERP5lr/3XUv9H3pWbm4u///4bf//9NzIyMuxu89RTT8nH4Pjx45Gf\nn2+z/saNG/IYsUaNGhg8eLBX0vAmtR7/vqr/RESkTez/SuPkpRe9/fbbmDBhAl566SWH20yaNAl3\n3303AGDixIm477778NZbb+Hll19G8+bNsWHDBgDFD4Bv0aKF19LwVFFRkfy70gewWiuupGQFLigo\n4AQmEZEGeHsAp/b+j7znzz//RPPmzdG8eXO8++67drdJSEjArFmzAAC///47OnfujO+++w579+7F\n119/jQ4dOuD48eMICQnBnDlzEBkZ6ZU0vEXtxz8nMImIyBvY/9nH28b9LDw8HGvWrMG4ceOwaNEi\nbN682eYWopiYGMycORPPPfecV9PwlNlsRnh4uLys1CXEaq+4kpKXUFtP5hIRUfDy1i00gdL/kX89\n+eSTuH79Ol588UX88ccfGDBggM366OhozJkzBw899JBX01BaoBz//r6FjoiIggv7P8c4eemGTp06\nybfVWL9hsqQnnngCmZmZiIqKcppehQoVsHDhQkydOhUbNmzA2bNnERERgYYNG6JXr16oUKFCmWVS\nIg1P6fV6xMXFKXYAB0rFlUhly8zM9HNJiIjIl5QewAVa/0fl07hxY1y7dg1169Z1uE1MTAyaNm0K\nAKhWrZrT9MaPH4+ePXviyy+/xJ49e5CVlYXExER07NgRw4YNQ3JycpllUiINpQTa8a90/efdO0RE\n2qT1/q8snLx0Q69evdCrV68yt3N2u7g9derUwejRo90tlmJpeEKpAzjQKq4kJiYGERER/i4GERH5\nmNb7P3Ld9u3by9ymdevW+Pvvv11Os0GDBnjrrbc8KZYiaXgqUI9/peo/Jy6JiAKfO2251vs/V3Dy\nkhTn6QEcqBVXotfrERYW5u9iEBGRj2m9/yPyhMlkCujjX4n6X1BQAL2eX8+IiAJZUVFRuSYwA338\n56j/U3pOhC/sIa9w9yGugV5xJRx4EhFpk9b7PyJ3hIaGorCwUF4O1ONfqfpPRESBraCgQFPjP3v9\nX15enqJ5cPKSvKa8A7hgqbhERKRt7P+Iysf66oxAP/49rf+8e4eIKDhobfxXsv+7ceOGon0aJy/J\nq1wdwAVbxSUiIm1j/0dUfsFy/Ltb/yMiInj3DhFRgLOesNPa+K9k/6fk+0A4eUleV9YALlgrLhER\naRv7PyLXhYeHB9Xx707958QlEVHg0+v1NpN2Whv/lez/lMIeknzC0UNcS/4ebBWXiIi0jf0fUdmK\nioqCcuKuvPU/Ozvbh6UjIiJv0ev1iI2N1ez4LyYmBiaTCTdu3FAszeAbJZBqORvAAcFbcYmISNvY\n/xE5Zzab/V0Er2H9JyLSJq23/1FRUSgoKFAsPd42Tj7l6BLiYK+4RESkbez/iLSL9Z+ISJu03v4X\nFRUplhYnL4mIiIiIiIiIiEiVOHlJPlXy4bQSR2/hIiIiCgbs/4i0i/WfiEibtN7+W7953VOcvCSf\nsfdWLWdvYSQiIgoG7P+InAsNDfV3EbyG9Z+ISJu03v7n5eXZvHXdU3xhD/mEvYpr/YyHkg+x1cLz\nH4iIKPix/yMqW1hYGEwmk7+Lobjy1n8iIgoOJpNJ0+O/nJwcRd80DvDKS/KBsgZuJR9iG+xnIIiI\nSBvY/xG5rrCwMKiOf3fqfzBO4BIRaY3JZLJ5y7bWxn+ObpX3FCcvyavKGrhJgr0CExGRtrD/Iyq/\nYDn+3a3/BQUFnMAkIgpw1m/Y1tr4r2T/Zz2J6ylOXpLXuDpwkwRrBSYiIm1h/0dUPtZf9AL9+Pe0\n/lvvCyIiClxaG/+V7P/i4uIU7dM4eUleUd6BmyRYKjDPmhMRaZPW+z8id5jNZoSHh8vLgXr8K1X/\niYgosEVERGhq/Gev/4uKilI0D05ekuLcHbhJAr0Cm0wmnjUnItIgrfd/RJ7Q6/UBffwrUf+VfCsr\nERH5R1hYGPR619+NHejjP0/7P1dx8pIUpdSBG6gVOCcnR9HnOhARUWDQev9HpIRAPf6Vqv96vR5h\nYWEKloyIiHytPBOXEq33f67g5CUpxmQyKXrgBloF9tZbtYiISN2UHrgFWv9HpKRAO/6Vrv/ufOkl\nIqLAp/X+ryycvCRFhIaGorCwUF5W6sANlApcsuLyrDkRkTZ4a+AWKP0fkTcEyvHv6y9uREQU3Nj/\nOcbJS1KE9WSd0geu2itwyYobERHBs+ZERBrg7YGb2vs/Im9S+/HPiUsiIvIG9n/2cfKSFOWtA1et\nFdhexeXEJRFR8PPVwE2t/R+RL6j1+OfEJREReRP7v9I4eUmKCQ8P9+qBq7YKzIErEZE2+br9V1v/\nR+RLajv+Of4jIiJfYP9ni5OXpIiioiKfXHGolgrs74pLRET+4a/2Xy39H5E/qOX45/iPiIh8if3f\nP3h/KykiJiYG+fn5yMzM9FmeBQUFAIDMzEyfPmfSZDLJeQPFz7jMzs5GdnY2ACAvLw+FhYUwm81Y\nv369T8pERETKOHPmDLKzs2E2m0v1aWW1/77iq/7PYrEgKirKK2kTlZf0JUn68iT966svT2r44kZE\nRNrD/q8YJy9JEXq9HmazGfn5+T7N12w2AwByc3MRGhqK0NBQr+cn5QkUv2XdZDLBZDLJfzOZTLBY\nLMjOzsa5c+e8VhaTyYSioiJ5OSwszOsTuP7IU01lYfyMn/EHf/zZ2dkoKiqCxWKx6dNcaf99yRf9\nn8Vi4XOcySfi4uLKdRLc1yewfXXigifAiYgCm7OT4EoIpP5P6ZPgHJGSInQ6HSwWi80XO1/mC/wz\naRgS4p2nIVgsFjkvAHI+JWMWQsj7Ii8vzytlkdhrTLzVgNnLC4DNBIKvMX7Gz/gZv0Sp+M1mMywW\nC4QQcvvuavvvS77o/4QQXutTiay5cxLcVyewfXniwtUT4L48maSmE1cSxs/4GT/jl6gtfkcnwZUU\nKP2f0ifBOXlJitHpdPIXWl8qLCyUGxWLxYLQ0FCEh4crnof1F9ewsDCHeRQUFCA0NBSRkZFISkpS\ntBz2lLyMOzY2VvHLuKU8pP9fNd0qxfgZP+M3ysuM3/P4MzMzkZ+fD7PZjIiIiHK1/77m7f7PYrH4\ndYKatMOdk+C+mMD39YmL8pwA98UJLDWeuJIwfsbP+Bm/RE3x2zsJrrRA6f+UPgnOyUsKeNIXNakh\nkf5V6guc9ZdDQF1fXAHvPwNDLc+4cITxM36A8TN+o82/SpVR7e2/t/u/oqIi6HQ6RdIiKos7J8G9\nOYHvjxMX5T0B7s0TWGo+cSVh/Iyf8RvlZcavjvhLngT3lkDo/ywWCwoLCxUpE8DJSwoS3voCp/Yv\nrhJvfYFX+8SFhPEzfoDxM36jzb+elrXkGWe1tv/e7P/89TxPIldx/Mf2H2D8jN9o8y/jZ/yeCJT4\ntdj/8UFGFDTCw8MRFhYmLxcVFXk006/mimtPTEwMDAaDvGw0GpGTk+N2eoHScEsYP+Nn/AZ5mfF7\nFr90C45E7e2/t/s/IjXj+I/tP+M3yMuMn/Ezfu3Er7X+j5OXFFSUqsBqr7iOKNWAB1rDLWH8jJ/x\nG+Rlxu9e/NJD1iWB0v57q/8TQihSPiJv4viP7T/jN8jLjJ/xM37txK+l/o+TlxR0PK3AgVBxnfG0\nAQ/UhlvC+Bk/4zfIy4y//PFb9xeB1v4r3f/p9XpOXlLA4PiP7T/jN8jLjJ/xM37txK+V/o+TlxSU\n3K3AgVJxy+JuAx7oDbeE8TN+xm+Qlxm/e/GHhIQEZPuvZP9nnQ5RIOD4j+0/4zfIy4yf8TN+7cSv\nhf6Pk5cUtMpbgQOp4rqivA14sDTcEsbP+Bm/QV5m/OWLPyQkBCEhgTtE0nr/R9qm9eOf7T/jZ/wG\neZnxM34txR/s/V/gjsyJXOBqBQ60iusqVxvwYGu4JYyf8TN+g7zM+F2LPzw8HHq93gcl9C6t93+k\nbVo//tn+M37Gb5CXGT/j11L8wdz/cfKSgl5ZFTgQK255lNWAB2vDLWH8jJ/xG+Rlxl92/MF0q7TW\n+z/SNq0f/2z/GT/jN8jLjJ/xayn+YO3/Av/SAiIXSJVRqqTWlTUQK255SY2x1EhbN9bB3HBLGD/j\nBxg/4zfa/Fvydyn+7OxsH5bO+7Te/5G2af34Z/vP+AHGz/iNNv+W/J3xB2f8wdj/cfKSNMNZBQYC\nq+K6w1kDDgRvwy1h/IwfYPyM32jzryTY49d6/0fapvXjX+vtH+Nn/ADjZ/xGm38lwR5/sPV/vG2c\nNKXkJdSSQKu47ip5Cb0k2BtuCeNn/IzfUOrvjF8b8Wu9/yNt0/rxr/X2j/EzfsZvKPV3xq+N+IOp\n/+PkJREREREREREREakSJy9JU0o+nFbi6C1cwabkw4klJR9iHKwYP+Nn/MZSf2f82ohf6/0faZvW\nj3+tt3+Mn/EzfmOpvzN+bcQfTP0fJy9JM+y9VcvZW7iCjb23qjl7C1uwYfyMn/Eb5WXGr634td7/\nkbZp/fjXevvH+Bk/4zfKy4xfW/EHW//HF/aQJtiruNbPeCj5ENtAe/5DWew13NbP+Cj5EONge/4H\n42f8jN8oLzN+5/EHG633f6RtWj/+2f4zfsZvlJcZP+PXUvzB2P9x8pKCXlkV19FbuAKhAruirIbb\n0VvYgqUBZ/yMn/Eb5WXGX3b8QghfFtGrtN7/kbZp/fhn+8/4Gb9RXmb8jF9L8Qdr/8fJSwpqZVVc\nSaBW4LKU1XBLgrUBZ/yMn/Eb5WXG71r8hYWFEEJAp9P5opheo/X+j7RN68c/23/Gz/iN8jLjZ/xa\nij+Y+z9OXlLQcrXiSgKxAjvjasMtCbYGnPEzfsZvlJcZf/nit1gsAT15qVT/p9dzmEiBh+M/tv+M\n3ygvM37Gz/i1E3+w9398YQ8FpfJWXEl4eHhAP8RWUt6GWxITExMUDzFm/Iyf8RvlZcbvXvwWiyUg\n238l+z97b6ckUjOO/9j+M36jvMz4GT/j1078Wuj/OHlJQcfdiisJpApsj7sNtyTQG3DGz/gZv1Fe\nZvzlj7/kw8wDqf1Xuv8zmUwBfQUqaQvHf2z/Gb9RXmb8jJ/xayd+rfR/nLykoOJpxZUESgUuydOG\nWxKoDTjjZ/yM3ygvM3734g8LC0NIyD/Do0Bp/73V/3HykgIBx39s/xm/UV5m/Iyf8Wsnfi31f5y8\npKChVMWVBEIFtqZUwy0JtAac8TN+xm+Ulxm/Z/Hr9fqAmsD0dv9HpGYc/7H9Z/xGeZnxM37Gr534\ntdb/cfKSgoLSFVei9gosUbrhlgRKA874GT/jN8rLjF+Z+ENCQgKi/fdm/8cX9pDacfzH9p/xG+Vl\nxs/4Gb924tdi/8dRqYuOHz+O77//HqdOnUJ2djZq1aqF5s2bo2fPnoiOjlYkjz179mD9+vU4d+4c\nIiIi0KBBA/Tv3x+1atXyaRqBxlsVV6L2t3B5q+GWqP0tbIyf8TN+o7zM+JWNX+3tv7f7v7CwMNUM\nWIPBmTNncOHCBURGRqJOnTpISEhQNP3CwkKcOHECWVlZSExMRP369cs9Aa1EGr7C8R/bf8ZvlJcZ\nP+Nn/NqJX6v9nzpHIyqSnp6OMWPGYN26dXbXx8TEYMGCBRg0aJDbeVy6dAnDhg3Dhg0bSq174YUX\n8PLLL+P111+3uYXNG2kEIm9XXIlaK7C3G26JWhtwxs/4Gb9RXmb83olfre2/r/o/IYTiaWpJdnY2\nZsyYgSVLliA9Pd1mXYsWLTB48GBMnDjRo9v0c3Jy8Oqrr+LLL7/EtWvX5L9XrlwZTz31FF599VVE\nRER4PQ1f4viP7T/jN8rLjJ/xM37txK/l/o+Tl04cOXIE99xzDzIyMqDX6/HQQw+hS5cuSEhIQFZW\nFn777TesW7cOp0+fdjuPnJwc9OjRA3/++SdCQkIwePBg3HnnncjJycHSpUuxZ88eTJs2DTk5OXjv\nvfe8lkYg8lXFlaitAvuq4ZaorQFn/Iyf8RvlZcbv3fjV1v77uv8j9xw5cgT333+/PGlZsWJF1K9f\nH2FhYTh9+jT++usv/PXXXxgxYgQSExPdysNoNKJTp044dOgQAKBmzZpITk7GiRMnkJmZibfeegtb\ntmzB//73P0RFRXktDV/i+I/tP+M3ysuMn/Ezfu3Er/X+j5OXDmRnZ6NHjx7IyMhAjRo18MMPP6BF\nixaltsvNzcXly5fdzuett97Cn3/+CQBYtGgRHnvsMXndmDFjMHToUCxbtgyzZs1C//790aFDB6+k\nEWj89cVNLRXY1w23RC0NOONn/IzfKC8zft/Er5b2nxOXgeHs2bO4++67kZmZiWrVqmH27Nno06cP\nQkND5W0OHz6MJUuWePT/N2zYMBw6dAh6vR6ffvopRowYAZ1OB7PZjPfffx8vvPACdu3ahXHjxmH+\n/PleS8NXOP5j+8/4jfIy42f8jF878Wu9/wP4wh6Hpk6dijNnziA0NBRr1661O3EJANHR0UhOTnYr\nj5s3b+LDDz8EAPTq1ctm0hEAQkNDMXfuXMTFxQEApk2b5pU0lODL29H9/cXN3w+x9VfDLYmJ8e9D\njBk/42f8RnmZ8fs2fn+3//7u/8h1Tz31FDIzMxEfH49t27ahX79+NhOXANCkSRO888478hitvHbu\n3Ik1a9YAAKZMmYKRI0dCp9MBKB7/TZ48GaNGjQIAfPHFFzhy5IhX0vAVfx///q7//m7/tN7+M37G\nz/gN8jLj9238Wu//JJy8tCM7O1s+szxw4EDceuutXsln/fr1yM3NBQB5YFhSXFwcHnnkEQDA5s2b\nbSqtUmkoQafT+eS5WP6uuBJ/VWB/N9wSfzXgjJ/xM36jvMz4/RO/v9p/tfR/VLZff/0VP/74IwDg\n9ddfR4MGDbySz8KFCwEUH5MTJkywu82LL74InU4Hi8WCxYsXeyUNX1DL8c/xn7bbf8bP+Bm/QV5m\n/L6JX+v9nzVOXtqxfv163Lx5EwAwZMgQr+Xzyy+/ACie+OvSpYvD7e666y4AxQfIr7/+qngaSvLm\nAayWiivxdQVWS8Mt8XUDzvgZP+M3ysuM37/x+7r9V1v/R84tWLAAABAZGYknn3zSa/msX78eANC+\nfXuHz8xMSUlBo0aNbLZXOg1vU9vxz/Gfttt/xs/4Gb9BXmb83o1f6/1fSZy8tGPXrl0AiicEO3bs\niIKCAnz77bcYP348nnjiCUyYMAHLli1Ddna2R/lID0avVq2aTSUo6ZZbbpF/P3z4sOJpKMlbB7Da\nKq7EXgW2WCyK56O2hlviqwac8TN+xm+Ulxm/OuL31QBOrf0fOfbzzz8DANq2bYv4+HgAwNWrV/Hb\nb79h165dOH/+vMd5XLlyBRkZGQCA2267zem2bdq0AQAcPXrU5lhSIg1vU+vx76v6r9b2T+vtP+Nn\n/IzfIC8zfu/Er/X+zx6+sMcO6Xk+lStXRmpqKgYPHowTJ06U2i4xMREff/wxBg4c6FY+586dA1D8\nVkdnrNefPXtW8TTKcu3aNYfrpAbF+pZxpR/iqtaKKyn5EFuLxQKTyaRY+mptuCXefogx42f8jN8o\nLzN+dcXv7YeYq73/o9KuXbuG06dPAwBat26NEydOYMKECdiwYQPMZrO8XePGjfHSSy9h6NChbuWT\nmpoq/17Ws9dr164NoPj4PH36tHwbuxJpeJPaj39v13+1t39ab/8ZP+MHGD/jN9r8q1QZtd7/OcLJ\nSzuysrIAFE/Ide/eHdeuXcMDDzyAnj17Ijo6Gvv27cPnn3+OK1euYNCgQbBYLHj00UfLnY90a3pZ\nB7n1+pJXeyqRRlkqVqxY5jYlrzZU6gBWe8WV2JvAVOLKBLU33BJvNeCMn/EzfqO8zPjVGb+3BnCB\n0v+RrczMTPn3S5cu4bbbbsONGzdQsWJFNG7cGNnZ2Th48CCOHDmCxx9/HDt27MC8efPKnY913UhI\nSHC6rfX669evK5qGK1w5CV5SoBz/3qr/RUVFAdH+ab39Z/yMH2D8jN9o86+ntN7/OcPJSzvy8vIA\nAJcvXwYAfPzxx3juuefk9cOGDcOzzz6LO+64A1evXsXo0aPxwAMPyLcGuUq6vNb6slt7rA+AgoIC\nxdNQik6ng16vV+wADpSKKylZgQsLC5GTk+N2YxsoDbdE6Q6M8TN+xm+Ulxm/uuNXegAXaP0f/cN6\nYm/ZsmXQ6XSYOXMmJk6cCL2+eNh96tQpDB48GLt378Znn32Gtm3bYsSIEeXKx/oWtcjISKfbRkVF\nyb9bn8BWIg1XuHIS3FqgHf9K13+TyQSz2YyIiAgA6m//tN7+M37GDzB+xm+U//XkJcZa7//Kwmde\n2hEdHS3/ftddd9lMXEoaNWqE6dOnAygeqC5fvtztfPLz851uJ02mAqUbAiXSKEtWVpbDn5MnT9ps\nq9QzEAKt4krCw8MREvJPtTK6+QyMQGu4JUo9A4TxM37Gb5SXGX9gxK/1/o+KSROUknHjxmHKlCk2\nf69bty7WrVsnT+pNmzat3PlYH2tlParG+niyPpaUSENpgXr8K1X/LRaLzd1MgdL+ab39Z/yMn/Eb\n5GWtx19YWOjWI+S03v+5QjNXXm7cuBFffPGF3XVt2rTBpEmT5GXrKyj79evnMM1+/fph9OjRAIBf\nf/0VTz/9dLnKFB8fj4sXL5Z5ibH1Wfy4uDjF0yhLWbcSleTpDHygVlxJSEiIzRmX8p6BCtSGW+Lp\nGTjGz/gZv1FeZvyBFb/W+79g9ttvv8mP6impVatW8pu6Y2NjbdaNGzfO7mcSExMxZMgQzJ49G2fO\nnMHhw4fRpEkTl8tjnU9ubq7Tba3XW39OiTRcIT2OyR6j0Yh69eoBKH5cUyAf/0rUf4vFAp1OByDw\n2j+tt/+Mn/EDjJ/xGwHApi13RaCP/xz1fyVP6HpKM5OXx48fxzfffGN3XX5+vs3kZf369bF582YA\nzh9gXrlyZURFRSEvL8/mGUeuSklJwdGjR5Genu50O+v19evXVzwNb3B3ABfoFVei1+sRGhoqL7va\ngAd6wy1xtwNj/Iyf8RvlZcYfmPFrvf8LVk8//TQOHDhgd926devQq1cvAECNGjWg0+kghEB8fLw8\nMWdPq1at5N/T0tLKNXlZo0YN+fey3l5uvb569eqKpuEKV06CW9+1AgTu8a9U/Q8PDw/I9k/r7T/j\nZ/wA49d6/NK8kMViQWFhoWbGf/b6P09uobdHM5OX3bt3x7Jly+yuK/mm7pYtW8q/O3vpihBCviTY\nnQOsefPmWL9+PYxGI06fPo06derY3e7PP/+0+YzSaXhLeQdwwVJxJWFhYYiNjXW5AQ+WhltS3g6M\n8TN+xm+Ulxl/YMev9f4vGLVv316+urKkypUry7/Hxsaidu3aOHPmTLmeI1nW439Kql+/PsLCwlBU\nVIRjx4453VZaX7lyZZsYlEhDKdZXqAT68e9p/Q8JCSnzWfZqpvX2n/EzfoDxazn+8PBw+ZF9Whv/\nlez/TCZTua5ALYtmJi8bNGiABg0auLTtAw88IP/+119/oW/fvna3O3r0qPwfk5KSUu4y9ejRAzNm\nzAAAbNiwQb4FvaQff/wRQPEDz9u2bat4Gt7k6gAu2CquxNUGPNgabgnjZ/wA42f8Rpt/tRK/1vu/\nYDN37lyXt+3SpQuWLFmCq1evIi8vz2aS0trZs2fl35OSkspVHr1ejw4dOuCXX37B9u3bIYSw+wWh\nsLAQu3fvBgB07txZ8TSUFizHv7v1PyQkRPHb7PxB6+0/42f8AOPXavxhYWEoKCiA2WwGoL3xX8n+\nT8nJS76wx47atWvj7rvvBgAsWrTI5mU31j799FP59549e5Y7n06dOqFu3boAgI8++sjug00PHjyI\nn376CQDw6KOPlhrQKJGGt5X1ENdgrbiSmBjnDzEO1oZbwvgZP+M3yMuMX1vxa73/06oBAwYAKL7i\nYMOGDQ63W7duHQAgIiICt99+e7nzkZ7Lfu7cOflxRyV999138tvB+/fv75U0lBRMx7879b/k7fOB\nTOvtP+Nn/IzfIC9rLX69Xm/Tnmtt/Fey/1NK8PSQCps5cyZCQ0Nx+vRpDBo0yKZyCSHwySefYM6c\nOQCKJxC7du1aKo1JkyZh0KBBGDFihN08QkJC8PbbbwMovopzxIgRNrcNnTp1Co888ggsFgtiY2Px\nr3/9yytp+IKjAVywV1yJowY82BtuCeNn/IzfIC8zfm3Fr/X+T4t69eqFW2+9FQDwwgsv2H0u+vz5\n87Fjxw4AwLBhwxAdHW2z/vr169i8eTM2b96M1NRUu/kMHz5cvmLz+eeft6lPAJCRkYEXX3wRQPEt\n4vYmHpVIQwmOrvoMdFqv/1pv/xk/42f8BnlZa/GXfASI1tr/8PBwxS+a0wmln6IZRObNm4dnnnkG\nQPEzjDp27Ijo6Gjs378fp0+fBlA8kNu2bZvdh5ffcsstOHbsGOLj40sNBq2NHTsWH3/8MYDit0+2\nb98eOTk52LFjB4qKiqDX67F69WqnV3cqkYY7rl27hooVK+Lll19GREREqcF3SSUrq7VgqbgFBQUI\nDQ1FZGRkqdvASjbW1oK14bbG+Bk/4zfaXcf41RN/ZmYm8vPzYTabERERoVi6gdj/WSwWZGdnY9q0\nacjKynLpxStUbP/+/ejcuTOys7NRrVo1jBs3Ds2bN0d2djbWrl2LZcuWQQiBlJQU7NmzBxUrVrT5\n/I4dO+RbtCdNmoR3333Xbj6rV69Gv379YLFYUL9+fTz//POoW7cujh49ig8++ADnzp1DWFgYNm7c\niLvuustrabirvOPIQOVq/Xc2hgxkgdL+ewvjZ/yM32h3XTDGX3IcGYjjP6VYLBbk5OTgzTffVGQc\nGfgPVfGip59+GikpKZg8eTIOHDiAjRs3yuuioqLw5JNPYvr06R7/J8yePRvNmjXDtGnTcP78eXz/\n/ffyujZt2mD27Nlo166d19PwhZLPQJAEe8WVlHwGiCQYG257GD/jBxg/4zfa/F0r8Wu9/9OaVq1a\n4aeffsJjjz2GU6dO4aWXXiq1zZ133omlS5eWmrgsjz59+mDJkiUYPXo0Tpw4gbFjx9qsT0xMxMKF\nC51OOiqRBjmn9fqv9faf8TN+gPFrNX6tt/9KXivJycsydO3aFfv370daWhpOnDiB3NxcJCUl4bbb\nbivzioxZs2bhxo0bLh2UTz/9NEaNGoUDBw7g7NmziIiIQMOGDeXnWbpCiTSIiIiIyHMdO3bEoUOH\nsHbtWvzvf//DxYsXERYWhpSUFPTs2dPpZKDBYMC9994LAGjYsKHTfAYPHoz77rsPy5cvx549e5CV\nlYXExER07NgRjzzyiEsn2ZVIg4iIiMhbeNs4eYS3jZfG28YdY/yMn/Eb7a5j/OqJn7eN/4O3jZO3\n8bZx3jaupvbfWxg/42f8RrvrgjF+3jb+D6VvG+cLe8hn7D2c1tlbGIONvYcTO3sLW7Bh/Iyf8Rvl\nZcavrfi13v8RlSWY3rJdktbrv9bbf8bP+Bm/UV7WWvxab/+LiooUfRkfbxsnnyjrrVrSOunfYDsD\nUdZb1aR10r/BdgaK8TN+xm+Ulxm/tuLXev9H5AqdTqfoc7HUorz1P9hovf1n/Iyf8RvlZa3Fb7FY\nYLFY5GWtjf8KCwthMpkUTTN4T3OSapQ1cAsPDw/qMxBlNdwxMTFBfQaK8TN+xm+Ulxm/tuLXev9H\nVF7BdPy7U/+tv+gGOq23/4yf8TN+o7ystfhNJpPTictgH/85u1XeE5y8JK8qa+AmCdYKXFbDLQnW\nBpzxM37Gb5SXGb+24td6/0fkjmA5/t2t/xaLRfErVfxB6+0/42f8jN8oL2st/pInorQ2/ivZ/yl5\nVwUnL8lrXB24SYKtAhcVFbnUcEuCrQF3teOSMH7Gz/gN8jLjD+z4td7/EZWX9ZebQD/+Pa3/Fosl\noG8j13r7z/gZP+M3ystajN+6/9La+K9k/6fX6zl5SepX3oGbJFgqsMlksil3WQ23JFga8PJ2XBLG\nz/gZv0FeZvyBGb/W+z8id5S8XTpQj3+l6n9hYWFAtn9ab/8ZP+Nn/EZ5Wevxh4SEaGr8V9bLiZTA\nyUtSnLsDN0mgV+CSD+d1teGWBHoD7m7HJWH8jJ/xG+Rlxh9Y8Wu9/yPyhE6nC+jjX4n6b/3W9UBr\n/7Te/jN+xs/4jfKy1uMPCQmxac/LEujjP0/7P1dx8pIUpdSBG6gVuLCw0KOJS0mgNuCedlwSxs/4\nGb9BXmb8gRG/1vs/IiUE6vGvVP0v+YU3UNo/rbf/jJ/xM36jvKz1+MPDw6HX68udjtb7P1dw8pIU\nI4RQ9MANtApcsuKGh4e71XBLAq0BV6rjkjB+xs/4DfIy41d3/EoP3AKt/yNSUqAd/0rXf71eb/N5\ntbd/Wm//GT/jZ/xGeZnxGzy6VVrr/V9ZOHlJiih5WbRSB26gVOCSFTckJESRZzwESgOudMclYfyM\nn/Eb5GXGr874vTVwC5T+j8gbAuX491b9DwsLC4j2T+vtP+Nn/IzfKC8zfmXi13r/5wwnL0kROp1O\n/l3pA1ftFdjexKU7l4o7ovYG3FsNt4TxM37Gb5CXGb+64vf2wE3t/R+RN6n9+Pd2/Vd7+6f19p/x\nM37Gb5SXGb+y8Wu9/3NEuRkWInjvwJXSlCqJ9K8vKokz9iquEELxfKTGUGokpX+VbCTd4e2GW8L4\nGT/A+Bm/0eZff8fvq4GbWvs/Il9Q6/Hvq/qv1vZP6+0/42f8jN8oLzN+78Sv9f7PHl55SYry5oGr\ntjMQvq64ajsD5auGW8L4GT/jN8jLjN+/8fu6/Vdb/0fkS2o7/jn+03b7z/gZP+M3ysuM37vxa73/\nK4mTl6QIIYTNrePeopYK7K+Kq5YG3NcNt4TxM37Gb5CXGb9/4vdX+6+W/o/IH9Ry/HP8p+32n/Ez\nfsZvlJcZv2/i13r/Z42Tl6QIi8Xis7z8XYH9XXH93YD7q+GWMH7Gz/gN8jLj9238/m7//d3/EfmT\nv49/f9d/f7d/Wm//GT/jZ/xGeZnx+zZ+rfd/Ek5eUkDyVwVWS8X1VwPu74ZbwvgZP+M3yMuM3zfx\nq6X99/cAlsifOP5j+8/4DfIy42f8jF878Wu9/wM4eUkBzNcVWE0VF/B9A66WhlvC+Bk/4zfIy4zf\nu/Grrf3nBCZpGcd/bP8Zv0FeZvyMn/FrJ36t93+cvKSA5qsKrLaKK/FVA662hlvC+Bk/4zfIy4zf\nO/Grtf33Vf/ni+dZE5UXx39s/xm/QV5m/Iyf8Wsnfi33f3q/5k4Br+SzLn357EuJXq+HEAImkwlA\ncQUWQthUak8UFRXJaUv56fV6h7EKISCEgMVi8cmVMGFhYYiNjcWNGzcAAFlZWTCZTIiKilIk/by8\nPDltAIiLi0NYWJhqrvJh/Iyf8TN+JeO3WCxyO15QUFCu9t/XvN3/FRYWypOXaomZgosn40i1jf+U\nUJ4xJNt/xs/4GT/jV1/81uNIb/UXgdL/CSHk35XYF5y8JI9YV2qz2Yzs7Gy/lUWn08lfsqQzENYV\nxtM0AchfZgsKCpx+pqCgADdv3kR6erpH+ZdHWFgYIiIiABT/vxQUFNicLfE0TQAoKCjAhQsXPErT\nWxg/42f8jB/wPP7o6GiEhoYiJCSk3O2/v/ii/7tx4wYqVarkUZpEJSkxjlTL+E8J7owh2f4zfsbP\n+AHGr5b4rceR3p7sDYT+T0pLiXEkJy9JEW+//ba/i0BEREREAYjjSCIiInJGJzydmiVNM5lMOHv2\nLIDiy6lDQrT9GFWj0Yh69eoBAE6ePGnzPA5SHve3b3F/+x73uW9xf9uyWCzylXG1atWCXs9z3qQs\njiP/wfbH97jPfYv727e4v32P+9yW0uNIjkLJI3q9HnXr1vV3MVTJYDAgISHB38XQDO5v3+L+9j3u\nc9/i/i7GW8XJmziOtI/tj+9xn/sW97dvcX/7Hvd5MSXHkdo9vUlERERERERERESqxslLIiIiIiIi\nIiIiUiVOXhIREREREREREZEqcfKSiIiIiIiIiIiIVImTl0RERERERERERKRKnLwkIiIiIiIiIiIi\nVdIJIYS/C0FERERERERERERUEq+8JCIiIiIiIiIiIlXi5CURERERERERERGpEicviYiIiIiIiIiI\nSJU4eUlERERERERERESqxMlLIiIiIiIiIiIiUiVOXhIREREREREREZEqcfKSiIiIiIiIiIiIVImT\nl0RERERERERERKRKen8XgMhfLBYLTp486dK2VapUQVxcnGJ5FxQU4PLlyzAYDIiNjfVbGv5kNptx\n+fJlCCFQqVIlhIeHK5Z2eno6CgsLy9wuLi4OVapUcSlNs9mMS5cuISIiAhUrVvS0iF4nhMCVK1dg\nNptRpUoVhIR451yVEvn4qqzedOPGDRiNRsTHxyM+Pl7RdC9duuTStvXq1XN5312/fh3Z2dmoUqUK\nwsLCPCmiTxQWFiI9Pd2lbatXr47o6GjF8s7Ly8OVK1dQqVIlt9NVIg0iIiIiIq3SCSGEvwtB5A9G\noxEJCQkubfvpp5/imWee8TjP5cuX48MPP8Tu3bvlv6WkpGDEiBGYNGmSSxN4SqThD2lpadiwYQO2\nbt2K3bt3IyMjA2azGQAQFhaG2267DcOHD8fw4cMRGhrqUV633HILjh07VuZ2TzzxBL788kun2+za\ntQtvvfUWNm7ciKKiIgBAYmIiBg4ciNdffx2JiYkelVVp6enpmDp1KlauXIkbN24AAKKiotCrVy9M\nnToVTZs2VU0+viqr0vLz8/Hjjz9i69at2LZtG44fP47c3Fx5fc2aNfHggw9i8uTJqFevnkd5zZ07\nF6NHj3Zp22vXrsFgMDhcn5OTg7feeguLFy/G+fPnAQAhISG48847MWXKFNx///0eldWb/v77bzRv\n3tylbdetW4devXp5lJ8QAvPmzcOnn36Kv/76S/57s2bNMHr0aIwePRo6nc7raRCRer3wwgs4depU\nmdt16tQJ48ePVyTPXbt2Yf369Th79izCw8PRoEED9O/fv1x9jRJp+MvFixexbds2pKam4uLFizAa\njTAYDGjWrBl69uyJ5ORkj/P48ccfsWDBApe2/eqrrxAZGel0m4yMDHz77bc4fPgwsrOzUa1aNXTr\n1g333HOPKk/WFhUV4aeffsLWrVuRkZGB+Ph4tGzZEv369UOlSpVUlY+vyuotx44dw44dO3DmzBlc\nvHgReXl5SExMxG233YYHH3zQ6ZjOVR999BF++eWXMrerXbs2Zs2aVeZ2R44cwcqVK3Hy5ElYLBYk\nJyejT58+aNWqlcdl9aajR4/ilVdecWnb6dOn45ZbbvE4z5s3b2LVqlX4448/cPXqVVSuXBl33HEH\nHnzwwTLbDSXTCCqCSKOuXbsmAAgAonLlyiIlJcXhz9KlSz3Ob+TIkXJ+oaGhokaNGiIiIkL+W5s2\nbcSNGze8noa/DBkyRC4nABESEiKSkpJE1apVbf7eoUMHkZWV5VFejRo1EgBEXFyc0//XKVOmOE1n\n7ty5IjQ0VC5bUlKSqFChgrxctWpVceTIEY/KqqQdO3aIuLg4uXwJCQkiMTFRXo6IiBCrVq1SRT6+\nKqs3/P777zbHLAARGxsratWqZVMfY2JixHfffedRXp9++qmcXr169Zwez87q/oULF0SDBg3ktKKj\no0W1atWETqeT/zZ16lSPyupNBw8elMtZrVo1p/thy5YtHuVVVFQkevXqJecXFhYmatSoIcLCwuS/\n9ejRQxQWFno1DSJSt5YtW5bqC+z9DBw40OO8MjMzxf333283/ZCQEDFlyhRhMpm8noa/HD16VDRs\n2NDpfg4NDRUjRozweBw8e/Zsl/5fAYibN286TWvWrFk24wLrnzZt2ogTJ054VFal7du3TzRu3Nhu\neStUqCC+/PJL1eTjq7J6w8qVK0t9/yn5ExMTI2bMmCEsFotHeZX8/uXop2nTpk7TycvLE6NGjXLa\nzl2/ft2jsnrT9u3bXa7X27dv9zi/NWvW2Hyvsf5JTk4Wv/zyi0/SCDacvCTNsp68nD9/vlfzevfd\nd+W8hg4dKi5duiSEKO4IZsyYIUJCQgQA0adPH6+m4U9DhgwROp1OdO/eXaxYscKmgztz5oxN59q1\na1eP8pImL0eMGOF2Gtu2bZMnLtu1ayeOHj0qhBDCYrGIFStWiPj4eHlCKTc316PyKiEzM1NUqlRJ\nABDVq1e3mcD5/fff5X0SFRXl0YSrEvn4qqzeIk1e1qhRQ0yfPt2mjAUFBWLx4sXCYDDIk1Z//vmn\n23lZT16W9SXJEbPZLNq2bSsAiMjISLFgwQJRVFQkhCiuez169JDzWL58udtl9SbrycsNGzZ4Na/x\n48fLeU2cOFFuq65fvy4mT54srxszZoxX0yAidZMmLzt37iy+/fZbhz+7d+/2KJ/s7Gxx6623ypOM\njz/+uFi4cKGYM2eOuOOOO+T25LnnnvNqGv60a9cuuYyVK1cWw4YNE3PmzBFLly4VM2bMEM2aNZPX\n33HHHSI/P9/tvKwnL5cuXer0/9bZZO+///1vOZ0WLVqI999/XyxatEg8++yz8oRmcnKyyMjIcLus\nSkpNTZXHZhUqVBCTJk0SixcvFjNnzhT169eXY1m8eLHf8/FVWb3l/fffl8vYoEEDMX78ePHZZ5+J\nr776Srz88ss2E5uejhOk71d16tRxeixv3LjRYRoWi0X0799fLtP9998v5s2bJxYsWCD69u1r8/1N\nGl+qjfXk5dtvv+10X1y5csWjvDZs2CB/h6xZs6aYNm2aWLJkiXj55Zfl4zYmJkb88ccfXk0jGHHy\nkjTLV5OXV69elSe67rzzTrtn0F566SW5LFu3bvVKGv72wQcfiN9++83pNtYdoycxKDF5efvttwug\n+OpKe1eCrlmzRi7rjBkz3M5HKWPGjBFA8ZUHv//+e6n1J0+eFDExMR5PcCuRj6/K6i2HDx8WM2fO\nFAUFBQ63+eWXX+SrGj2JQYnJy6+++kpO45NPPim1Pj8/X756ITk52Wlc/uKrycvU1FSh1+sFADF4\n8GC72wwdOlQ+fqWTGkqnQUTqJ01eDhkyxKv5/Otf/5LbvyVLltiss1gsYtiwYWWOnZRIw5927dol\nateuLb744gu7E5NFRUU2MXgyLrOevMzLy3MrDet+oFu3bqXKvGXLFnli4rHHHnO7rEq69957BVB8\nZ8b+/ftt1t24cUMeF1eoUEG+gMJf+fiqrN7y/vvvi7Zt24off/zR7ne6rKws0aZNG0XqpDR52bJl\nS7fTWLZsmVyWF198sdR664n6jz/+2O18vMl68nLXrl1eyycnJ0dUr15dnpguefylpaXJV1O2aNFC\nmM1mr6QRrDh5SZrlq8nLOXPmyPk4up3x2rVrIioqyuGXXSXSCAR79uyR43zllVfcTsfTycu9e/fa\nnJ1zpHXr1gKASElJcbeoisjPz5dvZ+/du7fD7UaPHi1fdeHOmX4l8vFVWdWgY8eOAii+pdxdSkxe\ndu7cWQDFV7k6OiO+aNEiOZ+1a9e6XV5v8dXkpfVJoGPHjtndJjU1VZ6YtvfoCSXSICL188XkZXZ2\ntnwy74EHHrC7zc2bN0VCQoJ85ZM30vC369evl3mXS25urvyFvkmTJm7npcTk5YgRIwQAodfrRXp6\nut1trMc5J0+edLu8SrC+svXNN9+0u4312NjdMboS+fiqrN6UmZlZ5u3g1uOe4cOHu52XEpOXTZs2\nlb/v2BtHWiwW+cru6tWrq3IyzVeTl9btxw8//GB3m3nz5snbrF692itpBCv1PSWYKMisW7cOAGAw\nGHDXXXfZ3cZ63fr162GxWBRPIxDUrl1b/t3VNyx7g7S/AaBPnz4Ot5PWpaWl4dChQ14ulWNbt27F\nzZs3bcpkj7TOYrHg+++/90s+viqrGkjHc3Z2NvLy8vxShqysLOzcuRMA0KtXL+j1ervb9e7dW35x\nwNq1a31WPrWR6n6TJk3QsGFDu9vUr18fzZo1A2B/XymRBhERAPzwww/IyckBAIwcOdLuNrGxsRg0\naBAA4Oeff8aVK1cUT8Pf4uLiEBUV5XSbqKgo3HHHHQCKX4Tir3GwyWTC6tWrAQDdunVDrVq17G4n\n/V9YLBasWLHCV8Wz69tvv5V/HzFihN1tbr31VrRu3brU9r7Ox1dl9aYqVaqU+cK+Zs2aISkpCQBw\n+PBhXxTLrqNHj8rfcZ544gm740idTif/X1y4cAG//vqrT8uoJtLxVrNmTYcvwhwyZIj8sh1nx7gn\naQQrTl4S/X/5+fk4e/YsLl++LL8FWwn79u0DANx+++1OO6p27doBAK5fv17q7ZVKpBEIrMus1FsC\nTSYTLly4gIsXL6KwsNClz0j7u0KFCk7fNiftbwDYv3+/R+X0hFReAGjbtq3D7TwtrxL5+KqsaiAd\nz1FRUWV+6XLVtWvXkJ6ejuvXr7u0/V9//SV/gXO2vw0GgzzRFgj7OycnB+np6bh69SqEEIqkWVBQ\ngCNHjgBwvq+Af47P48eP20xMK5EGEZHE+i3Bd955p8PtpJPXZrNZPmGlZBqBoqioCAAgiu8u9EsZ\nDh06hKtXrwKAwwsOAKBVq1aIj48HAGzbts0XRXNIOkYaNmyI6tWrO9xOiufYsWPIzMz0Sz6+Kqsa\nWB/P/mJ9bDo7nq3X+ft49peioiLs2rULANClSxeH39ljYmLQpk0bAKX3lRJpBDNOXhIBeOWVVxAb\nG4vatWujSpUqiI+PR/fu3bFy5UqP0r1x44bcYdatW9fptnXq1JF/P3bsmKJpBIpFixbJvzsbYLtq\n5cqViIuLQ40aNVC9enXExMSgXbt2mDNnDvLz8x1+7vjx4wCK96ezyWK17G+pvIBtmUqKj4+HwWAA\n4F55lcjHV2X1t6NHj2LPnj0AlDmWAaBRo0aoWLEikpOTYTAYULNmTYwaNUqeLLPHen+72n6ofX8P\nHz4cFSpUQHJyMhITE5GQkICHHnoImzdv9ijdtLQ0+cSVq/vKYrEgNTVV0TSIKLCcPn0aU6dOxeOP\nP47HH38cL7zwAlasWIHc3FyP05aueEpKSkLFihUdbmd9orXkVVpKpBEI8vPz5Su+GjZsiNDQUI/T\nnDt3Lp5++mkMHjwYzz77LObMmYO0tDSnn7G+E6dx48YOtwsJCZFPGvpzfwsh5HGEs/ICnh0jSuTj\nq7KqwYEDB5CVlQWg7FhdYTQaMWPGDAwfPhyPPfYYnn/+eSxevLjMq6xdPZ4bNmwo38Gj9v29evVq\njB07FoMHD8ZTTz2FmTNnYu/evR6nm5qaKk84u3p8njt3Tr4jTak0gpn9+8eINCYzMxMVKlSAwWDA\npUuXkJOTg40bN2Ljxo3o3bs3li1bhujo6HKnK3U6QNlXElqvv3btmqJpBIK9e/di/vz5AIpvlbjv\nvvs8TvPatWuIjIxErVq1YDQacfPmTezZswd79uzBvHnzsGbNGrsTDNI+D5T9LZU3MjISMTExTret\nVKkSjEajW+VVIh9fldWfhBB47rnn5DPlEydOVCTdixcvIikpCTqdDpmZmTh//jwWLFiAxYsX4/33\n38ezzz5b6jPutB83b96E2WxW5IufN1y8eBEGgwGxsbHIzMzE9evXsXbtWqxduxYjRozAvHnz3Co7\n22sicsfOnTvtXqlYsWJFTJ8+HaNHj3Y77fPnzwMAatSo4XQ76/Xnzp1TPI1A8OGHH8JoNAIAHn30\nUUXSnDBhQqm/6XQ6DBgwAJ988onddl7a34Br+/z333/36/42Go3yYwW8eYwokY+vyqoGr7/+uvy7\nEsfzmTNn8NJLL5X6e1RUFMaPH4833ngDYWFhpdZLx3N4eDgSExMdpq/X61GlShVkZGSofn/PnDnT\n7t87deqEzz//3OEjf8pS3rovOXfunDxRqUQawYyTl6RZoaGhGDp0KAYPHoz27dvLV3kVFRXh559/\nxksvvYQ///wTa9euxeOPP47vvvuu3HlIHSwA+bkUjljfVpqdna1oGmp39epVDBgwAGazGXq9HvPm\nzZPP3rmja9eumDp1Ku666y5UrVoVOp0OQgjs378f06ZNw6pVq3Dw4EHcf//92LdvX6mJaWmfB8r+\ndrW8wD9ldqe8SuTjq7L609SpU7FlyxYAxQNOTybiq1atitdffx0PPfQQGjdujIiICADFk11LlizB\nq6++ihs3buC5555D5cqVMWDAAJvPe9J+SLezqUFkZCRGjx6NAQMGoE2bNoiNjQVQfKXNhg0bMGXK\nFJw4cQKff/45YmNj8cEHH5Q7D7bXRFReTZs2xT333IM6deqgatWquHbtGnbs2IGVK1ciKysLzz77\nLE6dOoV///vfbqUvXU1T1sk+6/Ul2xMl0lC7/fv344033gAAVK9e3e6kY3kkJCSge/fuaNy4MWrX\nrg2dTofDhw9j+fLlSE9Px3//+1/s27cPv/76a6kJHesroFzd54WFhSgqKrI7eeRt7pQXKP8xokQ+\nviqrvy1evFh+bmrXrl3RrVs3j9JLTk7Gfffdh/r166NmzZrIzc3F3r17sWzZMty4cQPvvPMODh48\niNWrV5c6+etq+2G9jVr3d1RUFO655x60atUKycnJiIqKwsmTJ7Fq1Srs378fO3bsQNu2bbF9+3Y0\nb9683OnzGPc+Tl6SZlWoUAGLFy8u9fewsDB069YNd955J7p27YodO3ZgxYoV+Pnnn3H33XeXKw/r\nCbiyHhxu/ZxN645DiTTULD8/H3379pWfD/jOO++gY8eOHqX58ccfl/qbTqdD69atsXLlSowbNw6z\nZ8/G8ePH8eGHH5Y6Eynt80DZ366WF/inzO6UV4l8fFVWf/n6668xffp0AMW3e8ydO9ej9Pr06WP3\nxUYJCQkYN24c7rzzTtxxxx3IycnBxIkT0adPH5svP8HSftSvXx+ffPJJqb9HRkbi4Ycfxt13342O\nHTviyJEj+Pjjj/HMM884fV6tPWyviag8Vq1aZffujeeeew5Hjx5Fr169kJaWhv/85z/o3r077r33\n3nLnIT2r29HL1iTh4eHy7wUFBYqnoWaXLl3Cww8/jLy8PISEhOCrr75ChQoV3E6vb9++GDVqlHyy\n0Nq0adMwZswYzJ8/H6mpqRg7diyWLVtms43189XLu8/9MXnpSXl9nY+vyupPe/bswdNPPw0ASExM\ntHmkljumT5+O5OTkUo/BGjVqFKZNm4a+fftix44d+P777/Hxxx/j+eeft9nO1fYD+Gefq3F/N2vW\nDOfPn0dCQkKpda+99href/99TJw4EdevX8ejjz6KAwcOlHtsxmPc+/jMSwoqmZmZOHHihN0f6VYS\nV0VERGDOnDny8jfffFPu8lgPnsp6IYP1euvPKZGGt1y/ft3h/s7IyCjz8yaTCQMHDpQfvj1hwgRM\nnjzZ28XGzJkz5Vt97P2/SvtObfvbEVfLa72NO+VVIh9fldUf1q9fjyeffBJCCNSuXRs//fQT4uLi\nvJpny5YtMW7cOADFt4yUvHXRnfZDp9O5dIZdTQwGA959910AxZOC7lwpH+ztNREpy9lzbW+55Ras\nWrVK/vL73nvvuZWHdGdIWV9MrduTku23Emmo1c2bN/HAAw/g9OnTAIDZs2eX+0KDkqpXr2534hIo\nniyYN2+e/Fbzb775xuY2TwA2d/OUZ5+783gqJbhb3vIeI0rk46uy+suxY8fQq1cv5OfnIyoqCqtX\nr3b6UiJXOHt+f+XKlbF27Vr5O5G9dsrV9gP4Z5+rcX8bDAa7E5eSCRMmyI/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wcVXW7YOz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\n"
          }
        }
      ],
      "source": [
        "s = fcc_pc(0, 0, 0, 0.5, 0.2, 4, 6, 5, td.Medium(permittivity=3.48**2))\n",
        "\n",
        "sim = td.Simulation(\n",
        "    size=[10, 10, 10],\n",
        "    grid_spec=td.GridSpec.auto(wavelength=1.55),\n",
        "    structures=[s],\n",
        "    run_time=1,\n",
        ")\n",
        "\n",
        "fig, ax = plt.subplots(1, 2)\n",
        "sim.plot(x=0, ax=ax[0])\n",
        "sim.plot(y=0.25, ax=ax[1])\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "id": "4a88d240"
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## BCC Sphere Array\n",
        "\n",
        "The function `bcc_pc` returns a BCC PC crystal of spheres, with tunable\n",
        "sphere radius, spacing, and number of spheres in each dimension."
      ],
      "id": "96fbd889-a851-4564-b661-0291ac4ec015"
    },
    {
      "cell_type": "code",
      "execution_count": 20,
      "metadata": {},
      "outputs": [],
      "source": [
        "def bcc_pc(x0, y0, z0, spacing, R, n_x, n_y, n_z, medium):\n",
        "    # parameters\n",
        "    # ------------------------------------------------------------\n",
        "    # x0: x coordinate of center of the array (um)\n",
        "    # y0: y coordinate of center of the array (um)\n",
        "    # z0: z coordinate of center of the array (um)\n",
        "    # spacing: spacing between the centers of the spheres (um)\n",
        "    # R: radius of the spheres\n",
        "    # n_x: number of spheres in x direction\n",
        "    # n_y: number of spheres in y direction\n",
        "    # n_z: number of spheres in z direction\n",
        "    # medium: medium of the spheres\n",
        "\n",
        "    spheres = []\n",
        "    center_x, center_y, center_z = (\n",
        "        x0 - (n_x - 1) * spacing,\n",
        "        y0 - (n_y - 1) * spacing,\n",
        "        z0 - (n_z - 1) * spacing,\n",
        "    )\n",
        "    for i in range(0, n_x):\n",
        "        for j in range(0, n_y):\n",
        "            for k in range(0, 2 * n_z - 1):\n",
        "                s = td.Sphere(\n",
        "                    center=(\n",
        "                        center_x + spacing * (2 * i + 0.5 * (-1) ** ((k + 1) % 2)),\n",
        "                        center_y + spacing * (2 * j + 0.5 * (-1) ** (k % 2)),\n",
        "                        center_z + k * spacing,\n",
        "                    ),\n",
        "                    radius=R,\n",
        "                )\n",
        "                spheres.append(s)\n",
        "    structure = td.Structure(geometry=td.GeometryGroup(geometries=spheres), medium=medium)\n",
        "    return structure"
      ],
      "id": "8acaa1e1"
    },
    {
      "cell_type": "code",
      "execution_count": 21,
      "metadata": {},
      "outputs": [
        {
          "output_type": "display_data",
          "metadata": {},
          "data": {
            "image/png": 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b1qlTB2lpaYiPj0d+fj7OnTsHQRAAAIIgYM6cOcjNzcVXX33lVR5PnDghvVZ6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ziKSioMOHO5WIEcAccy82Hw4Lb0E1mFKK9y/cpId+w/n+vRdgc83M6ltC94mKcLrl9lS+RMqLV/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\naxb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N/zrnP6PRyMlLUr5wB24e8dKAnU5nh3oH67g94qUDDzdxeTB+xs/4M7yvGb8649d6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\n"
          }
        }
      ],
      "source": [
        "s = bcc_pc(0, 0, 0, 0.5, 0.2, 4, 6, 5, td.Medium(permittivity=3.48**2))\n",
        "\n",
        "sim = td.Simulation(\n",
        "    size=[10, 10, 10],\n",
        "    grid_spec=td.GridSpec.auto(wavelength=1.55),\n",
        "    structures=[s],\n",
        "    run_time=1,\n",
        ")\n",
        "\n",
        "fig, ax = plt.subplots(1, 2)\n",
        "sim.plot(x=0.25, ax=ax[0])\n",
        "sim.plot(y=0.25, ax=ax[1])\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "id": "dc365132"
    }
  ],
  "nbformat": 4,
  "nbformat_minor": 5,
  "metadata": {
    "kernelspec": {
      "display_name": "Python 3",
      "language": "python",
      "name": "python3"
    }
  }
}