{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "0f3e38aa-ca3c-4c7e-9842-a0e2ca3c6d67",
   "metadata": {},
   "source": [
    "# Subwavelength grating waveguide crossing"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "087377dc-3e2d-4b6b-965f-9a10226cbc43",
   "metadata": {},
   "source": [
    "The goal of a waveguide crossing is to permit two signals to physically cross or be in close proximity while minimizing mutual interference. It is also desirable for the waveguide crossing to operate across a wide bandwidth and for multiple modes, while having a small physical footprint. In this example, we simulate a waveguide crossing based on a subwavelength grating (SWG) design described in the following paper `B. Ni, H. Xu, C. Luo, S. Wu, and J. Xiong. \"Low-loss and broadband silicon-based multimode waveguide crossing at 2 μm using 2-D sub-wavelength holey metamaterials.\" Optics Express 33, no. 4, p. 6788-6798 (2025).` [DOI:10.1364/OE.550007](https://doi.org/10.1364/OE.550007)."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a0eae88c-5dd2-4ca8-b55a-79991587abb7",
   "metadata": {},
   "source": [
    "<center><img src=\"./img/swg_crossing_feature_image.png\" alt=\"SWG crossing schematic\" width=\"400px\" /></center>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a75279ea-00a6-45e5-93b6-22a6ba695165",
   "metadata": {},
   "source": [
    "Subwavelength grating (SWG) structures make use of unit elements whose periodicity $\\Lambda$ is much smaller than material optical wavelength $\\lambda$. As a result, the optical property of the SWG structure can be described using the effective medium approach. Consider a 1D periodic array of square holes (refractive index $n_1$) embedded in a uniform medium ($n_0$). The fraction (duty cycle) of each unit cell occupied by the medium is $f$ and the fraction occupied by the hole is $(1-f)$. Then, the effective indices of the SWG structure are given by Rytov's equations:\n",
    "\n",
    "\\begin{equation}\n",
    "  n_{\\|} = \\left( fn_0^2 + (1-f)n_1^2 \\right)^{1/2} \n",
    "\\end{equation}\n",
    "\\begin{equation}\n",
    "  n_{\\perp} = \\left( f/n_0^2 + (1-f)/n_1^2 \\right)^{-1/2}\n",
    "\\end{equation}\n",
    "\n",
    "Here, $n_{\\|}$ refers to the effective $n$ for incident light polarized parallel to the hole-medium interface, and $n_{\\perp}$ refers to the effective $n$ for incident light polarized orthogonal to the hole-medium interface.\n",
    "\n",
    "Extending this to 2D, let $f_1, f_2$ be the duty cycles in the horizontal and vertical directions respectively. Then, for a TE mode propagating horizontally, the effective index is given by\n",
    "\n",
    "\\begin{equation}\n",
    "    n_\\text{eff} = \\left( f_1 n_0^2 + (1-f_1)[n_\\perp^2]_{f=f_2} \\right)^{1/2}\n",
    "\\end{equation}"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c82ed2bf-c7bc-4e91-b7fc-f4ab722fbb25",
   "metadata": {},
   "source": [
    "In the SWG waveguide crossing, the goal is to confine an incident signal along its initial direction (\"through\") while minimizing leakage into the perpendicular direction (\"cross\"). In other words, we want to engineer the effective refractive index of the crossing such that $n_\\text{eff}$ is high along the through direction and low in the cross direction. Consider an example layout shown below."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "44b60df8-a4a3-4c2a-bac9-83ee8d2b0af2",
   "metadata": {},
   "source": [
    "<center><img src=\"./img/swg_crossing_1.png\" alt=\"SWG crossing schematic\" width=\"600px\" /></center>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "126632a3-871b-4cbc-965c-557d4fcf80ad",
   "metadata": {},
   "source": [
    "The waveguide core index is $n_0 = n_\\text{Si} \\approx 3.45$ and the hole index $n_1 = n_\\text{SiO2} \\approx 1.44$. An incident TE mode from the left \"sees\" $(f_1, f_2) = (0.7, 0.24)$ in region B, $(f_1,f_2) = (0.7,0.7)$ in region C, and $(f_1, f_2) = (0.24, 0.7)$ in region D. The effective $n$ is thus "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "4909ff02-4751-4eb3-827d-c4efcef813e1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:24.407823Z",
     "iopub.status.busy": "2025-05-15T10:50:24.407527Z",
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     "shell.execute_reply": "2025-05-15T10:50:25.640531Z"
    }
   },
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import tidy3d as td\n",
    "from tidy3d import web"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "75a06bf8-ac59-4470-bb3e-705278ebf491",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:25.642515Z",
     "iopub.status.busy": "2025-05-15T10:50:25.642337Z",
     "iopub.status.idle": "2025-05-15T10:50:25.645778Z",
     "shell.execute_reply": "2025-05-15T10:50:25.645450Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Effective index in regions B: 3.018, C: 3.131, D: 2.567.\n"
     ]
    }
   ],
   "source": [
    "n_si = 3.45\n",
    "n_sio2 = 1.44\n",
    "f1 = 0.7\n",
    "f2 = 0.24\n",
    "\n",
    "\n",
    "def n_para(f, n0, n1):\n",
    "    return np.sqrt(f * n0**2 + (1 - f) * n1**2)\n",
    "\n",
    "\n",
    "def n_perp(f, n0, n1):\n",
    "    return 1 / np.sqrt(f / n0**2 + (1 - f) / n1**2)\n",
    "\n",
    "\n",
    "neff_B = n_para(f1, n_si, n_perp(f2, n_si, n_sio2))\n",
    "neff_D = n_para(f2, n_si, n_perp(f1, n_si, n_sio2))\n",
    "neff_C = n_para(f1, n_si, n_perp(f1, n_si, n_sio2))\n",
    "\n",
    "print(f\"Effective index in regions B: {neff_B:.3f}, C: {neff_C:.3f}, D: {neff_D:.3f}.\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "84d177ef-b777-4312-9e97-53ee0472e515",
   "metadata": {},
   "source": [
    "An incident TE mode from region B will be confined in the through direction due to the high $n$ contrast. Since the 2D crossing design has four-fold symmetry, an incident TE mode from region D will likewise be confined in the cross direction.\n",
    "\n",
    "For practical applications, we also need to introduce a tapered SWG section in order to minimize reflection at the boundary between the input waveguide and the SWG crossing. In the taper section, the duty cycle $f_2$ is gradually ramped down from unity."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7395e842-eb38-4e1f-a57a-eb21a204007b",
   "metadata": {},
   "source": [
    "<center><img src=\"./img/swg_crossing_2.png\" alt=\"SWG taper section schematic\" width=\"400px\" /></center>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ca09ddfa-49a4-4b5a-9b2c-be09acd93c8e",
   "metadata": {},
   "source": [
    "### General Parameters"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3a6bdda6-2fb2-4221-aabc-1c40c07e315f",
   "metadata": {},
   "source": [
    "Defining the general simulation parameters. The paper design explores a relatively wide operational bandwidth ($1.7 - 2.2 \\mu$m)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "1e4d8a0b-107e-4f0a-b9d6-72734c78e8b1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:25.646885Z",
     "iopub.status.busy": "2025-05-15T10:50:25.646784Z",
     "iopub.status.idle": "2025-05-15T10:50:25.648374Z",
     "shell.execute_reply": "2025-05-15T10:50:25.648107Z"
    }
   },
   "outputs": [],
   "source": [
    "lda_min, lda_max = [1.7, 2.2]  # simulation bandwidth\n",
    "f_min, f_max = [td.C_0 / lda_max, td.C_0 / lda_min]\n",
    "run_time = 3e-12  # simulation run time"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9960f7ee-c64f-4469-a541-4d315539eebe",
   "metadata": {},
   "source": [
    "### Medium"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "41af1505-be17-43bb-859e-a61d595e1ece",
   "metadata": {},
   "source": [
    "The SWG crossing is composed of the Si core surrounded by SiO2 substrate. Since the bandwidth is relatively broad, we will make use of the dispersive material models from the built-in library."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "50e2bf20-a5df-4908-8ca6-32edfaec15ca",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:25.649536Z",
     "iopub.status.busy": "2025-05-15T10:50:25.649407Z",
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     "shell.execute_reply": "2025-05-15T10:50:25.650659Z"
    }
   },
   "outputs": [],
   "source": [
    "medium_Si = td.material_library[\"cSi\"][\"Palik_Lossless\"]\n",
    "medium_SiO2 = td.material_library[\"SiO2\"][\"Palik_Lossless\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b5edbed7-ea0b-4dd0-aa37-8fc2772cfbfd",
   "metadata": {},
   "source": [
    "### Geometry And Structure"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c53196b0-81d3-4246-b0a3-4755fbe1d46d",
   "metadata": {},
   "source": [
    "Key geometry parameters are defined below. We will use design parameters taken from Table 1 in the reference paper. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "e3d92307-940b-4ee0-8f57-f23edf198ad4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:25.651917Z",
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     "shell.execute_reply": "2025-05-15T10:50:25.653329Z"
    }
   },
   "outputs": [],
   "source": [
    "thickness = 0.22  # thickness of WG core\n",
    "W = 3.6  # width of WG core\n",
    "La = 2  # length of region A\n",
    "Lb = 2.5  # length of region B\n",
    "Lin = 2  # length of WG input region\n",
    "unit_len = 0.25  # dimensions of SWG unit cell\n",
    "\n",
    "# duty cycles\n",
    "# suffix '1' or '2' denotes x or y direction; letter denotes region\n",
    "fa1 = 0.7\n",
    "fa2min, fa2max = (0.24, 0.72)  # tapered region\n",
    "fb1, fb2 = (0.7, 0.24)\n",
    "fc = 0.7  # region C duty cycle is equal in both directions"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2340e7a8-608b-4fef-b81b-9ac120e7c40b",
   "metadata": {},
   "source": [
    "Within each region, the SWG hole geometries are created using a helper function."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "eec28c39-1290-4a41-b32a-5012fd8fd959",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:25.654503Z",
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     "shell.execute_reply": "2025-05-15T10:50:25.656770Z"
    }
   },
   "outputs": [],
   "source": [
    "def create_region(position, size, dutyX, dutyY):\n",
    "    \"\"\"This helper method creates the unit cell holes for each SWG region.\"\"\"\n",
    "\n",
    "    # list of objects to return\n",
    "    geom_list = []\n",
    "\n",
    "    # number of elements in each direction\n",
    "    nx, ny = tuple(map(lambda x: int(x / unit_len), size))\n",
    "\n",
    "    # initial and final element sizes\n",
    "    if isinstance(dutyX, tuple):\n",
    "        L0, L1 = tuple(map(lambda x: unit_len * (1 - x), dutyX))\n",
    "    else:\n",
    "        L0, L1 = tuple(map(lambda x: unit_len * (1 - x), (dutyX, dutyX)))\n",
    "    if isinstance(dutyY, tuple):\n",
    "        H0, H1 = tuple(map(lambda x: unit_len * (1 - x), dutyY))\n",
    "    else:\n",
    "        H0, H1 = tuple(map(lambda x: unit_len * (1 - x), (dutyY, dutyY)))\n",
    "\n",
    "    # iterate over each direction\n",
    "    for j in range(ny):\n",
    "        for i in range(nx):\n",
    "            xpos = position[0] + (i + 0.5 - 0.5 * nx) * unit_len\n",
    "            ypos = position[1] + (j + 0.5 - 0.5 * ny) * unit_len\n",
    "            L = L0 + (i / nx) * (L1 - L0)\n",
    "            H = H0 + (i / nx) * (H1 - H0)\n",
    "\n",
    "            geom = td.Box(center=(xpos, ypos, 0), size=(L, H, thickness))\n",
    "            geom_list.append(geom)\n",
    "\n",
    "    return geom_list"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "843321cc-ef0d-485e-8567-275fb8d42698",
   "metadata": {},
   "source": [
    "The simulation structures are defined below - the through WG core, the cross WG core, and the SWG grating holes. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "bef50180-59eb-4ec6-94ed-6c0216d4c721",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:25.657806Z",
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     "shell.execute_reply": "2025-05-15T10:50:25.659405Z"
    }
   },
   "outputs": [],
   "source": [
    "# Thru WG core structure\n",
    "structure_WGthru = td.Structure(\n",
    "    geometry=td.Box(center=(0, 0, 0), size=(td.inf, W, thickness)),\n",
    "    medium=medium_Si,\n",
    "    name=\"Core WG Thru\",\n",
    ")\n",
    "\n",
    "# Cross WG core structure\n",
    "structure_WGcross = td.Structure(\n",
    "    geometry=td.Box(center=(0, 0, 0), size=(W, td.inf, thickness)),\n",
    "    medium=medium_Si,\n",
    "    name=\"Core WG Cross\",\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "ac952820-c491-4fb1-a9b3-a0f03a523eee",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:25.660475Z",
     "iopub.status.busy": "2025-05-15T10:50:25.660323Z",
     "iopub.status.idle": "2025-05-15T10:50:25.677473Z",
     "shell.execute_reply": "2025-05-15T10:50:25.677221Z"
    }
   },
   "outputs": [],
   "source": [
    "# SWG holes\n",
    "geometry_group = []  # store hole geometry objects\n",
    "\n",
    "# hole specification for each region\n",
    "region_params = [\n",
    "    [(-W / 2 - Lb - La / 2, 0), (La, W), fa1, (fa2max, fa2min)],  # region A\n",
    "    [(-W / 2 - Lb / 2, 0), (Lb, W), fb1, fb2],  # region B\n",
    "    [(0, 0), (W, W), fc, fc],  # region C\n",
    "    [(W / 2 + Lb / 2, 0), (Lb, W), fb1, fb2],  # region E (reflection of B)\n",
    "    [\n",
    "        (W / 2 + Lb + La / 2, 0),\n",
    "        (La, W),\n",
    "        fa1,\n",
    "        (fa2min, fa2max),\n",
    "    ],  # region F (reflection of A)\n",
    "    [(0, W / 2 + Lb / 2), (W, Lb), fb2, fb1],  # region D upper\n",
    "    [(0, -W / 2 - Lb / 2), (W, Lb), fb2, fb1],  # region D lower\n",
    "]\n",
    "\n",
    "# generate regions\n",
    "for p in region_params:\n",
    "    geometry_group += create_region(*p)\n",
    "\n",
    "# create SWG structure based on geometry group\n",
    "structure_SWG = td.Structure(\n",
    "    geometry=td.GeometryGroup(geometries=geometry_group),\n",
    "    medium=medium_SiO2,\n",
    "    name=\"SWG grating holes\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d9f8bd7d-c069-4e66-ba90-e1372a588934",
   "metadata": {},
   "source": [
    "### Grid And Boundaries"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6d15c55f-5d57-4505-8843-161c5fcd66e7",
   "metadata": {},
   "source": [
    "The grid specification is set up below. We make use of mesh override structures to add refinement in the regions with the SWG holes. The grid refinement is based on adding a fictitious material of higher refractive index to the mesh override structures. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "3328cc07-9d2a-4f82-8ca4-6b4e38ea1243",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:25.678575Z",
     "iopub.status.busy": "2025-05-15T10:50:25.678491Z",
     "iopub.status.idle": "2025-05-15T10:50:25.680903Z",
     "shell.execute_reply": "2025-05-15T10:50:25.680678Z"
    }
   },
   "outputs": [],
   "source": [
    "# Mesh override structures\n",
    "refine_box1 = td.Structure(\n",
    "    geometry=td.Box(center=(0, 0, 0), size=(W + 2 * (La + Lb), W, thickness)),\n",
    "    medium=td.Medium(permittivity=4**2),\n",
    ")\n",
    "refine_box2 = td.Structure(\n",
    "    geometry=td.Box(center=(0, 0, 0), size=(W, W + 2 * Lb, thickness)),\n",
    "    medium=td.Medium(permittivity=4**2),\n",
    ")\n",
    "\n",
    "# Grid specification\n",
    "grid_spec = td.GridSpec.auto(\n",
    "    wavelength=(lda_max + lda_min) / 2,\n",
    "    min_steps_per_wvl=20,\n",
    "    override_structures=[refine_box1, refine_box2],\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b240f8fc-d4f1-49cc-a012-88c9eea1ea08",
   "metadata": {},
   "source": [
    "Next, the boundary conditions. Because we are using dispersive media, we will use the `Absorber` boundary in the x- and y-directions. (See [this article](https://www.flexcompute.com/tidy3d/examples/notebooks/DivergedFDTDSimulation/) for further explanation.) We added additional layers to the `Absorber` in the x-direction since that is the primary direction of signal propagation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "7e2d93a4-a5c8-46d0-858c-b3200687799b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:25.681828Z",
     "iopub.status.busy": "2025-05-15T10:50:25.681654Z",
     "iopub.status.idle": "2025-05-15T10:50:25.683747Z",
     "shell.execute_reply": "2025-05-15T10:50:25.683476Z"
    }
   },
   "outputs": [],
   "source": [
    "# Boundary specification\n",
    "boundary_spec = td.BoundarySpec(\n",
    "    x=td.Boundary.absorber(num_layers=60),  # additional layers to absorb through signal\n",
    "    y=td.Boundary.absorber(),\n",
    "    z=td.Boundary.pml(),\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "36e35629-245c-41d5-8eb0-3ad6eb74d212",
   "metadata": {},
   "source": [
    "### Mode Source And Monitors"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "25ccf3f0-ca73-477a-a55c-76d8ec86a191",
   "metadata": {},
   "source": [
    "In this demo, we will excite the structure with three modes - TE0, 1, 2. The user-defined `TE_mode_source()` method generates the appropriate `ModeSource` object for the given mode number."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "462c6aa5-aabb-4c92-b6ef-71854aeaddfd",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:25.684821Z",
     "iopub.status.busy": "2025-05-15T10:50:25.684619Z",
     "iopub.status.idle": "2025-05-15T10:50:25.687211Z",
     "shell.execute_reply": "2025-05-15T10:50:25.686973Z"
    }
   },
   "outputs": [],
   "source": [
    "# mode specification\n",
    "mode_spec = td.ModeSpec(num_modes=3, target_neff=3.45, filter_pol=\"te\")\n",
    "source_time_spec = td.GaussianPulse(freq0=(f_max + f_min) / 2, fwidth=(f_max - f_min))\n",
    "\n",
    "\n",
    "# TE mode source generator\n",
    "def TE_mode_source(mode_num):\n",
    "    return td.ModeSource(\n",
    "        center=(-W / 2 - La - Lb - Lin, 0, 0),\n",
    "        size=(0, 2 * W, 5 * thickness),\n",
    "        source_time=source_time_spec,\n",
    "        direction=\"+\",\n",
    "        mode_spec=mode_spec,\n",
    "        mode_index=mode_num,\n",
    "        name=\"Source TE\" + str(mode_num + 1),\n",
    "    )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "de9018e6-cc17-4200-a020-33c6e694ab53",
   "metadata": {},
   "source": [
    "The mode source is placed at the left arm of the crossing junction. To monitor the throughput and crosstalk, we will place mode monitors on the right and top arms respectively."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "ba314e19-3627-4b17-9829-5c5511797027",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:25.688256Z",
     "iopub.status.busy": "2025-05-15T10:50:25.687994Z",
     "iopub.status.idle": "2025-05-15T10:50:25.690267Z",
     "shell.execute_reply": "2025-05-15T10:50:25.690063Z"
    }
   },
   "outputs": [],
   "source": [
    "# monitor frequencies\n",
    "num_freqs = 101\n",
    "mon_freqs = np.linspace(f_min, f_max, num_freqs)\n",
    "\n",
    "# mode monitors\n",
    "mode_monitor_thru = td.ModeMonitor(\n",
    "    center=(W / 2 + La + Lb + Lin, 0, 0),\n",
    "    size=(0, 2 * W, 5 * thickness),\n",
    "    freqs=mon_freqs,\n",
    "    mode_spec=mode_spec,\n",
    "    name=\"Mode Monitor (Thru)\",\n",
    ")\n",
    "mode_monitor_cross = td.ModeMonitor(\n",
    "    center=(0, W / 2 + Lb + 0.2, 0),\n",
    "    size=(2 * W, 0, 5 * thickness),\n",
    "    freqs=mon_freqs,\n",
    "    mode_spec=mode_spec,\n",
    "    name=\"Mode Monitor (Cross)\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0381c922-c0ea-4873-99e4-e457e4a24045",
   "metadata": {},
   "source": [
    "We will also include a `FieldMonitor` in the `z=0` plane for field visualization."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "26229439-e766-4e0c-a5b3-e32c241dfb39",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:25.691254Z",
     "iopub.status.busy": "2025-05-15T10:50:25.691018Z",
     "iopub.status.idle": "2025-05-15T10:50:25.692772Z",
     "shell.execute_reply": "2025-05-15T10:50:25.692567Z"
    }
   },
   "outputs": [],
   "source": [
    "field_monitor = td.FieldMonitor(\n",
    "    center=(0, 0, 0),\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    freqs=(f_max + f_min) / 2,\n",
    "    name=\"Field monitor (z=0)\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "93980385-7145-431b-9dfe-9d792b782caf",
   "metadata": {},
   "source": [
    "### Setting Up The Simulation Object"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5a35f6ab-c498-4df1-bcdb-9536b1d78025",
   "metadata": {},
   "source": [
    "To perform a batch sweep over the mode number, we create a dict of the simulation objects."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "dd2a32be-0e44-449a-8a44-6e3f5a53905c",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:25.693638Z",
     "iopub.status.busy": "2025-05-15T10:50:25.693487Z",
     "iopub.status.idle": "2025-05-15T10:50:25.778162Z",
     "shell.execute_reply": "2025-05-15T10:50:25.777142Z"
    }
   },
   "outputs": [],
   "source": [
    "# Simulation object generator\n",
    "def TE_sim(mode_num):\n",
    "    return td.Simulation(\n",
    "        size=[W + 2 * (La + Lb + Lin) + 0.2, W + 2 * Lb + 0.8, 2.5],\n",
    "        grid_spec=grid_spec,\n",
    "        boundary_spec=boundary_spec,\n",
    "        structures=[structure_WGthru, structure_WGcross, structure_SWG],\n",
    "        medium=medium_SiO2,\n",
    "        sources=[TE_mode_source(mode_num)],\n",
    "        monitors=[mode_monitor_thru, mode_monitor_cross, field_monitor],\n",
    "        run_time=run_time,\n",
    "    )\n",
    "\n",
    "\n",
    "# Create dictionary of sims\n",
    "# We are sweeping over i=0,1,2 to excite the corresponding TE mode\n",
    "sim_batch = {f\"TE{i}\": TE_sim(i) for i in range(3)}"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9d6c2655-fc1d-409e-9e8e-14e3bd4ec82e",
   "metadata": {},
   "source": [
    "Below, we plot a cross section of the waveguide crossing in the XY-plane. The mode source and monitors are depicted in green and orange respectively."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "e1e4ed80-e29c-4d84-a636-7b528410efb5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:25.779701Z",
     "iopub.status.busy": "2025-05-15T10:50:25.779573Z",
     "iopub.status.idle": "2025-05-15T10:50:26.229120Z",
     "shell.execute_reply": "2025-05-15T10:50:26.228839Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x1200 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Sim domain along z=0 plane\n",
    "hbounds = (-W / 2 - Lb - La - Lin - 0.2, W / 2 + Lb + La + Lin + 0.2)\n",
    "vbounds = (-W / 2 - Lb, W / 2 + Lb + 0.4)\n",
    "fig, ax = plt.subplots(figsize=(12, 12))\n",
    "sim_batch[\"TE0\"].plot(z=0.1, ax=ax, hlim=hbounds, vlim=vbounds, monitor_alpha=1)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c33499ee-5d1f-4dbd-b20a-426e7e3f826a",
   "metadata": {},
   "source": [
    "We can also preview the simulation setup with the 3D viewer."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "b08eebd2-016c-489c-873d-e9c237d1a554",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:26.230102Z",
     "iopub.status.busy": "2025-05-15T10:50:26.229998Z",
     "iopub.status.idle": "2025-05-15T10:50:26.253359Z",
     "shell.execute_reply": "2025-05-15T10:50:26.253047Z"
    }
   },
   "outputs": [
    {
     "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",
       "    "
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_batch[\"TE0\"].plot_3d()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "764b0fc9-9996-475c-8a4c-f3adec7f9165",
   "metadata": {},
   "source": [
    "We execute the simulation below."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "267cb89b-8449-4110-9706-35c3c49f49d2",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:26.254345Z",
     "iopub.status.busy": "2025-05-15T10:50:26.254229Z",
     "iopub.status.idle": "2025-05-15T10:50:43.730835Z",
     "shell.execute_reply": "2025-05-15T10:50:43.730277Z"
    }
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "6bfeb259f39344dfa292e9b6614eed41",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:50:29 CEST </span>Started working on Batch containing <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3</span> tasks.                      \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:50:29 CEST\u001b[0m\u001b[2;36m \u001b[0mStarted working on Batch containing \u001b[1;36m3\u001b[0m tasks.                      \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:50:34 CEST </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4.252</span> for the whole batch.               \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:50:34 CEST\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m4.252\u001b[0m for the whole batch.               \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>Use <span style=\"color: #008000; text-decoration-color: #008000\">'Batch.real_cost()'</span> to get the billed FlexCredit cost after   \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>the Batch has completed.                                          \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m             \u001b[0m\u001b[2;36m \u001b[0mUse \u001b[32m'Batch.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed FlexCredit cost after   \n",
       "\u001b[2;36m              \u001b[0mthe Batch has completed.                                          \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "2a28f1fdd42d4a69b2eea060547d9c47",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">12:50:36 CEST </span>Batch complete.                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m12:50:36 CEST\u001b[0m\u001b[2;36m \u001b[0mBatch complete.                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "a98dc81f050d49ca8601081073c2a278",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "batch = web.Batch(simulations=sim_batch, verbose=True)\n",
    "batch_results = batch.run(path_dir=\"swg_crossing_data\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ff0f6079-bc24-4cd2-a7e8-2cc874eec1ba",
   "metadata": {},
   "source": [
    "### Results"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "a7b87799-3b3d-4494-abaa-48ae83dbc72a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:43.796766Z",
     "iopub.status.busy": "2025-05-15T10:50:43.796654Z",
     "iopub.status.idle": "2025-05-15T10:50:45.066448Z",
     "shell.execute_reply": "2025-05-15T10:50:45.065956Z"
    }
   },
   "outputs": [],
   "source": [
    "# import results\n",
    "batch = web.Batch.from_file(\"swg_crossing_data/batch.hdf5\")\n",
    "batch_results = batch.load(path_dir=\"swg_crossing_data\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c0616b5b-4d17-43e5-80e4-452dd6e3d764",
   "metadata": {},
   "source": [
    "The E-field intensities in the z=0 plane are plotted below. We observe clean passage of the desired TE mode with minimal interaction with the cross waveguide."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "6c2e8674-0ae4-4dc4-8e08-5925cb4972dd",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:50:45.068424Z",
     "iopub.status.busy": "2025-05-15T10:50:45.068152Z",
     "iopub.status.idle": "2025-05-15T10:51:03.088202Z",
     "shell.execute_reply": "2025-05-15T10:51:03.087490Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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u32EYMjk5uSpIdHh4GK01Bw8e7JZJKdmyZQuHDh3qWcnS19dHuVzuSR0PsHnzZqanp5mZmemWlUolRkZGVjVUk5OTNBqNnmDXTt327NnTs3pnZGQEKWVPWnulFJs3b+bgwYMsLS11y/v7+ykWiz2p48EleTtx4kTPyplyuczQ0BAPPPBAj+2GDRvyzMg5Zz/r9Yw8xmmakydP8qxnPYvnPe95fOELX2BwcJDdu3f3TJ+u5y311113HYcPH+bmm28mSRJe//rX88Y3vpHPfOYzj6k+Tya5GMnJOUMkSdIjJDqBoUtLSz2raTrLY09dPgvQaDR6yovFIsaYnjJwo6Vms9lT7nneqv2Cy3p8at1s2528tLTUI5TSNEUp1WPbCcQ9tW6lUmnddesEqq5Vt5ycsx+7vhwibZtT3wp/uteRfPjDH2ZycpK/+Iu/6JZt2rRpeXenvKUe4NOf/jTDw8PcdNNNvPKVr+T73/8+X/ziF/nWt77FZZddBsB/+2//jRe/+MX8/u//PmNjY4/5bJ8MhLX5pNV6mJubo1KpAArI34+R8/jpLOHNefzccccdZ7oKOT/UWCBjdnb2tIHWj5frr7+e2e9/iY+9/Wce1fbb9x3keb/66VWi+z3veQ/vfe97V9nv2rWLq6++mgMHDvCVr3yF8fFxfuVXfoU3vOENADz00ENs2bKF73znOz2vO3nOc57DxRdfzEc/+lH+/M//nF/91V/l5MmT3e1pmhKGIZ/97Gf5+Z//+cd34k+Q3DOSk5OTk5PzZGIMpOvw4qUZxWKxZ5oTOO1U5EMPPcTHP/5x3vnOd/Kud72Lb33rW/yn//Sf8H2f1772tet6S/2RI0cYGhrq2a61pq+v7xHfZP9Uk4uRnJycnJycJ5V1Lu1tT0ys1ztjjOGyyy7jgx/8IACXXHIJd911F5/4xCd47Wtf+7hrezaQi5GcnDNEJzajg5QS3/dptVo9icU8z0MI0ROrIYQgCAKSJOmJo9Bao5TqiTkBF4CapmlPenalFJ7n0Wg0emyDIMAYc9bWrZNULSfnrOUpCmAdHR1l165dPWU7d+7kc5/7HLC+t9SPjIz0BM6Dm6aZnp5e863ePyhyMZKTc4aYnp5eMx387t2710wHv3JlSScd/N69e9dMB3/PPff0HOvCCy/k8OHDa6aDP9X2kdLB33///etOB79nz54108GferxO6vi10sGfapung8/5ocA+tgDW9fKsZz2L++67r6fs/vvv72YqXvmW+o746Lyl/k1vehPg3nQ/MzPD7bffzqWXXgrA//2//xdjDFdcccVjqs+TSS5GcnLOEHEc94xEOqtbBgcHe7wEURShlOqx7XgHarVaT+dcKpVW2YITL+Vyueclc1EUAayy9TyPQqFw2rqt9HZEUYQQose2s9Knr6+vJ6tqsVhEa33aunVSzp9uvyvrkZNzVmMtpOsQGtlj84y84x3v4JnPfCYf/OAHecUrXsE3v/lNPvnJTz6mt9Tv3LmTF77whbzhDW/gE5/4BEmS8Ja3vIVXvvKVZ2wlDeRiJCfnjHG6FOinBpd1WKuhOF269LVsK5VKe0XYo9v6vr9m3U4NjHuy6latVtdMg38mG8ecnMeNZZ0xI4/NM3L55Zfzd3/3d1x//fW8733vY9OmTXzkIx/huuuu69qs5y31f/M3f8Nb3vIWnv/85yOl5GUvexl/9Ed/9Jjq8mSTi5GcnJycnJwnE2ufkpgRgGuvvZZrr732tNvX85b6vr6+M5rgbC1yMZKTk5OTk/Nk8hQFsP4ok4uRnJwzxMLCAtPT092/fd9nZGSEw4cP96xk6e/vRynVEwEvpWRiYoLjx49Tr9e75ZVKhUKhsCpvwcTEBLOzsz0BpYVCgf7+fvbt29djOzIyQrPZ7EmKFAQBw8PDHDp0qCeeZWBgACFET2CsUorx8XGOHTvWsxqmUqkQxzGHDx9eVbeZmZmed2MUCgX6+vp6Anw7detkZ83JOWuxZn3vnVnPVM6PCbkYyck5Q9Tr9Z4VJFEUMTIywvT0dM9qmkKhgOd5PbYdMTI7O9uzmkZrTRiGPbbgYi8WFhZ6yrMso7+/f5Vtf3//qrrFcczw8DDT09M9q2mKxSJKqR7bjhg5Vfx4nkcQBKuONz4+vqpuxhj6+vpW2Q4MDORiJOfsJ/eMPGZyMZKTc4bo7+/vecFVZ4XM9u3be+w6K2AuvPDCVfvYtGkTK9/oIKVESrnKVmvN+Ph4T+6BzvFOtVVKEUURfX19q2x37Nix7rpt3rx5XXVTSjExMdETrCqEQAixpm1OzlnPesVI/jaWLrkYyck5Q3Q651NZucT10cpP1zmvZftYjieEOGvrlpNz1mPXmYE194x0yZ/0nJycnJycJ5N15xnJY0Y65GIkJ+cMsnIaY2Wa87XKH6/to+3jsdieLXXLyTmryadpHjO5GMnJOUMcP358zXTwd99997rTwT/wwANrpoO/++67e471SOngv/Od7/TYPlI6+Lvuumvd6eB379697nTwBw8eXDMd/Kl1y9PB5/xQYC12HWLkMeY8+5EmFyM5OWeIIAh6Alg7q0QqlUrP0t4gCFBKrRns2lnN0iGKIqSUPbYd+ziOe8o7GVZPtdVar6pb55XmlUqlZ2mv7/urjteJ/SiVSj0xH2EYrjqPx1q3PIA154eG9Xg9cs9Il1yM5OScIcrl8pqvDp+YmFjTftOmTavKTveWzbVs+/v710zRvpZtEARrpo6fnJx8Suo2MDDAwMDAumxzcs561puBNRcjXXIxkpOTk5OT82Ri1hnAmuZipEMuRnJycnJycp5M8gDWx0wuRnJyzhD1er0n+NTzPPr6+piamuqJy6hUKkgpe9KzSykZHBxkZmamJ9i1WCyumYF1cHCQxcVFlpaWumVhGFKpVDh69GiPbV9fH0mSrMqe2smImq1Ic12pVBBCMDMz87jrNjQ0xMLCQk/doiiiXC6vqlt/f3+eeyTnh4L1BbDmYqRD/lTn5JwhFhYWOHjwYPfvTtbTI0eO9HTiWms8z+ux7XT4J06cWLWaRmvdYwuuE5+ZmVm1mqZSqayyLRaLLC4u9pTHcdyt28rVNJ7noZTqsVVKMTg4yPHjx1etpjnVFly8yMmTJ1etpimVSqtsTw2Kzck5K8ljRh4z+VOdk3OGqFarPctUO6tQTk3xHgQBQohVaeLBBbuu9FR4nofneWumlB8eHu5J8d7p1E+1jaII3/e7K1pW1u3UFO9r1a2z0mdycnJV3bTWp63byuBarfWa5xyG4aprkJNz1pHHjDxmcjGSk3OG6AiHUzldHo2V4qDD6TrntWx931/zJXNr2Uopf6B1C4Kgu3z40Wxzcn4oWJfXIxcjHXIxkpOTk5OT8yRi7foSmuVJz5bJxUhOTk5OTs6TyXpX0+QBrF1yMZKTc4aYmpri0KFD3b+jKGLr1q3cf//9PQGsExMTeJ7Hww8/3C1TSrFr1y727NnTEyQ6NDRErVbjvvvu6znWzp07OX7sOFNTU92ySrXC5OQkd955J4Lld75s2bKFer3OocOHu67mKI7YsmUL9913H0mrnR1WCCYnJlBKsWfvXldmLUordu7cycMPP8ziwmLXdnhoiEqlwv333+9M2y7qXbt2cezoMVe3drxJrVplbHyMu+66y329Xb+tW7cSRiEC0f1+Ts5Zh7HY9cSDZI/tHn7ve9/L7/zO7/SUbd++nXvvvReARqPBr/7qr3LjjTfSbDa5+uqr+ZM/+ROGh4e79vv27eNNb3oTX/rSlygWi7z2ta/lhhtuOOOB4avf2X0GueGGG7j88ssplUoMDQ3xkpe8ZFWjuhaf/exn2bFjB2EYcsEFF/DP//zPPduttfz2b/82o6OjRFHEVVddxe7du5+q08jJWReduIzOp5PqvLN6pvORUiKE6CnrNBxKqVW2QE+Z53kIIbq22tNoT3ePt7JMey5wVAiB167HSlutl+08rZfrpnXX3tNet27a65Qt23a/v6Ju3Wuhl/e78jw69kIsy6aVAion56yi4xl5tM/jWE1z3nnncfjw4e7nq1/9anfbO97xDv7xH/+Rz372s3zlK1/h0KFDvPSlL+1uz7KMa665hlarxa233spf/uVf8qlPfYrf/u3ffjLO+gkh7KmvxTyDvPCFL+SVr3wll19+OWma8q53vYu77rqLe+6557SBbLfeeis/+ZM/yQ033MC1117LZz7zGT784Q9zxx13cP755wPw4Q9/mBtuuIG//Mu/ZNOmTfzWb/0Wd955J/fcc8+6o/Pn5uba6bEV5I1gzhOg80K8sxnB+kLrOk/CD7IREcAdd3ynfdyzpvnK+aHCAhmzs7NrvpLhiXD99dcz83/+jj960RWPanv7oRO85PO3c+TIkXXt+73vfS833XQT3/3ud1dtm52dZXBwkM985jP8wi/8AgD33nsvO3fu5LbbbuMZz3gGX/jCF7j22ms5dOhQ11vyiU98gt/8zd/k+PHjawa4/6A4qzwjX/ziF3nd617Heeedx0UXXcSnPvUp9u3bx+23337a73z0ox/lhS98Ib/+67/Ozp07ef/738/TnvY0/viP/xhwXpGPfOQjvPvd7+bnfu7nuPDCC/n0pz/NoUOHuOmmm35AZ5aT86PNeuS5WKfduo7Tns4RK/6Xk3O2YNtv7X30j7Ofm5vr+aycpj2V3bt3MzY2xubNm7nuuuvYt28fALfffjtJknDVVVd1bXfs2MGGDRu47bbbALjtttu44IILeqZtrr76aubm5la96fsHzVklRk5ldnYWoCc3wqncdtttPRcf3MXtXPyHH36YI0eO9NhUKhWuuOKKrs1aNJvNVTdITs4PK6frqtcqP13ZqeWP1P0/lm2n7lusUdb9nhBtISKX/72GMFnrfzk5PzCc4+XRP8YlP6xUKj2fG264Yc3dXnHFFXzqU5/ii1/8Ih//+Md5+OGH+Ymf+Anm5+c5cuQIvu9TrVZ7vjM8PNz1vBw5cqRHiHS2d7adSc7aAFZjDG9/+9t51rOe1Z1uWYvTXdyVF79TdjqbtbjhhhtWBQrlnL10OptHc9uf2ik9VW7+lcc53TFarRb1pXr3b601hWKB+fn5brIwgSAuxEghWVhYWN6/EFQqZRYXl0iSpFseRjG+r5mbWw5qBahUqjQaSzSby9lTfT8gjmNmZ06usBSUSiXSNKVeX07P7mmfQrHAwoq6ARQLRYQQzC8sH09KSblcZmlxkSRp0ZEVUVTA9z1mZ2e6V6ZTt2ajuTwaFBLf94mjkJmZkyxPAgnK5QpKSoRQYFcEsXYv92nWSlp7WkHyozTVcyZE14/S9XvSsOtPB18sFnsC2YE1c+4AvOhFL+r++8ILL+SKK65g48aN/O3f/i1RFD2xOp9hzlox8uY3v5m77rqrJzjnB8n111/PO9/5zu7fc3Nzp319es6j80iN5KmN2eNqUIV4xA6nx27ln0+gHe3Ue81jrjjOqcfo2M/NzrH/wKHu32Hks3PHdvbvP0CzmbhyIdmwYdytptnTabAMUsBFF5/PkaNTzM0ttA8pGR7qo7+/jz17jnXLAM4/r8zU1DxTU8uioVotc845Rfbtne7aAWzZGrG4uMThQ8vlfmDZseNcDh6YYcVrc5iY9FBKcmD/PEJIrDUIkXH+BVUOHz5BfckghEYIyeCQpFr1OHhgEWsN1qZYazj/girT0w3mZhMETmiUKilxrNm3d3n1jxCSbecWiSIPKSOsTVYkauj8V62ZvMH2/Ai925/IPXBWIc6M92e91+/HSrRYTquLV9nB445bqVarnHvuuTzwwAO84AUvoNVqMTMz0+MdOXr0KCMjI4B7XcQ3v/nNnn103v/UsTlTnJVi5C1veQuf//zn+Zd/+RcmJiYe0XZkZGTVy7ROvfidstHR0R6biy+++LT7PV1GyJU8lg52vfaPZvNYRnfr6dQfaZ+PysrG75HioB+lkewe39rH2KDKnu/bVa2iWdNuJWt3Uo82e2lOs7/l7/V4RsQpLVN7RUipXOKcjcsCV2kNQjA+Po4xy/aFQhEpJRs3jq7YhZuqGBrqp1YrdcvjqIDn+2zYMNhTM6U1/f014ng5QC3w3f09OdnXc/8FQeBWwqjl72vPBXqPjlUxWQpCApJisYAQgvGJKlinUoR0XxwZGSRpLXs74riM53mMjRd7rplSPrW+MlHcXgaMIQg8hIDJDQM95+H7PkJoPFXE2BRrl5WRbYsQi+n+25G5gNxVwgWwZo37ZiVPNCvVqffSE9nf2vflowvwJzgb37luK/ez4vqe/vqdIvoQT/m7WM4awfMDSnq2sLDAgw8+yKtf/WouvfRSPM/jlltu4WUvexkA9913H/v27ePKK68E4Morr+R3f/d3OXbsGENDQwDcfPPNlMtldu3a9cQq8wQ5q8SItZa3vvWt/N3f/R1f/vKX2bRp06N+58orr+SWW27h7W9/e7fs5ptv7l78TZs2MTIywi233NIVH3Nzc3zjG9/gTW960+Oqp1jHw/1YO/j12D+SzeMVFL3fW91pn+7hXnW8dUUwPsJ1s2Z5H2varSwz3b/db6HaVViePrCnPOVCeAghEe3vuQ4rOaWTWmm/vF/a++21O/U7a9Sn4ykgc52m7YgYBUIQhuGaq7mq1cqqfQsEfX39PaWiPaVyahlC0H+KLUIQxxFxFPaUgaSvv3+5k2iXaa0JQ3+FQHTLcqvVGitFmxNFir6+1eWlUpnOb+WWC7vmpr9/oOf9NkIoCoWYQmGl+HfXcOU5u334CBSVcJLE1MlMs3utATKbYkyCWSFSwP12pu2JWfnbLZedSrZG+enEqlmj7JFYy/6ReqWV99ZK1GnKlxE93z31GWJF2drHX/0cyR7Rt9pmrWdw7edmddvyxNOR9gxsHoGnWrRY09Xmj2yXPbrNSn7t136Nn/mZn2Hjxo0cOnSI97znPSileNWrXkWlUuGXfumXeOc730lfXx/lcpm3vvWtXHnllTzjGc8A4Kd/+qfZtWsXr371q/m93/s9jhw5wrvf/W7e/OY3P+rg+6nmrBIjb37zm/nMZz7D3//931MqlboxHZVKpTsf9prXvIbx8fFugM/b3vY2nvOc5/AHf/AHXHPNNdx44418+9vf5pOf/CTgGrC3v/3tfOADH2Dbtm3dpb1jY2O85CUvecx1POecc1Bq9Ts7frh5Yu7d04mX0wqkTuO5shE7zahr9Xd1twN0HcZKr4Okt0HrdJbt3fZ0gGJVWS+rO1x3vKwtnNYWTJ0O17Gyfu26WbMiudAjdWArBBfLAZqnetBWi8JOcOfaYglhegRGd5tYKfA612a5vHNebpM7r+Xr4r5j7crvq66tQ6043qnbOt9XK76/8tos70MgUdJjZLJIarx2PY0Tlxg3zdP+riEFa1cIEPcbGLssNDodeWfaaOX5u/JT768OvffZI5efpmyt+3+VF6J3H0IolkUy9FybFUKhc25rxVIJRO95r9Exu+m2UzyP2DWvW2891nqmTO+5dezWFARPUCSs0/OSmZQ9ex58Ysd6NNajrR6j/jpw4ACvetWrmJqaYnBwkGc/+9l8/etfZ3DQeUL/8A//ECklL3vZy3qSnnVQSvH5z3+eN73pTVx55ZUUCgVe+9rX8r73ve+xVeQp4KwSIx//+McBeO5zn9tT/hd/8Re87nWvA1z2uE5CJIBnPvOZfOYzn+Hd734373rXu9i2bRs33XRTT9Drb/zGb7C4uMgb3/hGZmZmePazn80Xv/jFx/UG0EqlekqmutM1RI+VUzvSJ4v11O+JuXEfyZOysiHr2ok1Ri/rnvJRPZ2g60BWut17p3pc4w2gVtjKU8TI6a97b+PfESO2G6PSW3/Zjo8Q7f227Vdy6nfWugbWLh/zlI5ZPGLHuCwaVk5frBRI1qYs/wx6xXXo2KsVnbE7ByE0Ao37ovslwbYTkLWPh0KIjufnVFtXJqWzNSbDkrVtlsWD6NZLIdu/W2YSLEl3H0r6CKmIi2AJMSZDSuWWUrY7UClU2/NlsTbrjuA716rz2/SeKxiTrH29TrlnXHnndz1d+Sn0eJ5OKVtZvsputRhZ/o075wG9AoU1z68jEnrFnllDPKys1ikB32vaZo9ic8rzdcr2R/dSPIZ2cb1iJHuMLonHyuPLZ/ao3HjjjY+4PQxDPvaxj/Gxj33stDYbN25clRj0bOCsEiPryb/25S9/eVXZy1/+cl7+8pef9jtCCN73vvc9aepPrHrwO5yufL080e8/+v4fMUbk1HiNlR17+7fpPMRK+yvMJIuLs4Rh3CPUFhYWaTZb9PfXukc0xnD40BTlUplyZVkMzpxcYmrqJBOT/fj+srvw3u/vp1QqMTHZiR3ImJ/POHroJOOTfcSFjpdKsm/PCRrNebadu4FOA7m01OLAvhmGhivU+krdju/I4XlmZ2bZtmOAznVPkoQHdx9nYKDG4PDyVMnU8Xmmp5bYuLmK5/ndzvz++w4SFwImJmvdfczPJZw8ljA2WcML0/blMzz04GGyrMmWrePtS71ixGozhFzRAbbLnJ3fFVTWZljb4nSiR0oPgV7hPncCQwqPjjgw7XIhBFJ4CKHao+MUUD1liAxjUpQM3L7bx0uzJVwchoeUnbpZMtNACIVSYdfWmITMNNDKR8kAISSpaJJlDSzGiYv2b+KER4YSPr52cSWpadJK5wHj9i0DlPRAQpYZjj6coctLDIwU2/Uw1Gc85o4nFMfnCFesMDj44CJ4DUbGS10vwvx8nakjTQZHIwrFiM6Pe3j/HGlqGD8n7p5Ls2nZv2eKoeEqldryPXr08AIzM3Ns3zEJwl3zNE156IHjlCsBI6N97d1mnDg+z9SJRc7ZPNDjFr//3oOEkWZyQ3/33jh5cp4TR5tMbBhs3+duwHLsSANrYWS0CLj732SKw0cO0VfrJ4qXPbdLiy3SxFLrWxmnI5hbmCUKCmhPdNtdayHN6ni6d1VGR2B1xOSyyGt7klh+ji1mRTOyYkqm27ZnPY5Ya+2KP9cQHSuF+amb1hIx4jT7WdPuqSN/Ud5j56wSIz8sCLlyZLKifB2jiCfLpmP3WBLozs/XWZivMzTcj9bLo/09Dx8jCDSjY4PdY8/OzHPk8Dxj4xWKpQAXe2Z58KEDCBuxfec4ndFVfanB/r0LDA0LBgar3XqdnG4wO7tAf/8AUsp2I9ZicU4hRaMb8W0xNJtztBoKY2zviN1IMBop/LZtQpY2kDYgMxmCACk11lqkDTBmoevNcJ13p7zd8bVHlWl6Ai2K9I4eDYKANEu7nWRmErIswxNlsKKnY7dGIwmRIuyehzEtPFsiMwmhDLr7wGjStLHi3JxHIDWGw4eOUalUKJddJ2CFYebkPIsLTcYnyijZcYlb9u87SbFYolrznatcwMJ8ndnZJUZH+1DadsXI4UPH8L0ig8NR9/tpQ3Hi+En6B/rx4/bUC5KZKUhaltHxPlLTxGJIE8Pxo0sM9cVE5eWOs7ngMTM3xfBo6FK847wRRw5CrTRAWBN0Vsos1ROmT9YZH62itUSiCXWVE4cXsDIlHlDLrv9MM3NiicmhzUjdJLMpvkxpnPRZbM4xMl5DCI1ud8At28BP3aoaT8UoNCkJc9kcQVpDiEW0DJynxBo8I2lmS2gdIpDOe2Lq+FSBpCuijEloJk1iMYQQKaI9rSRx90FmMqQotm0zsAph3H3h7g+QwiKMhzG2W2ZRZJm7H51tR9Bbd59bjZQd0eE6NC2KYCVKunvMmBSd1DCZm3pSKkAIwVKzhVgaoREtUiy5ulmTMTczj12qMDgYdb1NzVaT5qFhmuXjDI/VumLw+NFZspODDGxJ8X0Pi0UKxf7dC1QKNYqjje4UT7roc+LEDNUhjfRXBEesDGztimLbbj9Md0tnuzhFPKxqz8Tpp3/cU7uW12W1eFktXJ7iFFv2qYkZ+VEmFyOPAynC9oO0/LCt7GBg+UFb6bbtjHB7bZbdpCvdp6farFGL9nceqaa9c9VpktGYBzOgkJ5Px42eNHW7kVHthleCaBLJQRAWIXxon48UHkqG3VGxO/eMQJfaI1/Vbbw9HeFr1+i6/VuEMPiqgJIGKXW3U5BSo2XQ7qxV1/vk6QK+LqBUANaQGYuQGikMEoWUGiVdRxmoEk1VR0nfCR8kUvgoaZHSQ8kALQOMzVAywJP+CnEBUgo8GaGkRsvl0aGUPoEsgmi5OgsN1hDoEr6OUdJ1KplJUMJDiwApDVJ6SDRCKnxdIM2a3XOT0sU/mMyiGqM0g3lkdYV3JIkw9RBQ3f1bDKI+QKIz5x1oT0mQZYT1TdisifJ9dz2FhkY/pBFKeO3AVjA2xl8qojKJEgaBQEpNsT7C/OIcejJo39MGC/QtnEczOk6lEiIRICReo0B5rg89toCUFiEkWkSMntyARuD3L5HaFsZmJM0ZBmfPxw7N4okITwQEFJHTA3i+ojl8lMy63CdROkjlpIdX8hCxxgpLZpv0zQ3iNRaJNpj2VEz7OhlNbDWpSAlk2YX52iZaNMH6eDJCqwiNh8ESkWLVEr4qdM9RqzqxqOGpeTwZIoQkQ+OrmIgqSs51j6eUIZQevkxQym/HpyR4qoCnbPs3se53lQJPFdBq+T53952HVj5CeO6eBrAGXxfwlYcUQVfMKxkQyiJe26vUaRd8EWOEQalWV2z5yqOIj1IWry1crLJEuoZmAK1sV8RZpYhtSKZbeCrqnl+gIDLDBHoBXymytuejkMSMJmPU1T63DyGxmWZwrh89tIRVs93r2b1/O4Jj5QqnleKkfd6ryrqipSMevK7Nqe1grzjJVnx/rZWFsLI9XM8ihCeCXec0zdnzMpYzTy5GHgdKhWCXA+E6gqDTwSBk90EzJsM9WG5E0V1VsGL7SkHR3Ueb5blv0/MAPVpg5qnlAAMDRfoHUicm2nUwVrFxc7XrtncjMygVipih4xTige7IUgjJ8PAoadpEqaA7Nx/4EBcVURS7fQgFQhIGBdJQoDoufgxSWDwJQtSd+19orDUoGRB5BaTsrceAv41Ie3jSdhs4T0Z40qKkREoPTznhUJM1rK/wVIHMtjAmQUmfWBXR0jXcWsYYUmLdh5UlpJxbFn5SUtETRF7m9ikkpKCFjydqaDnjpgnaK3NqOqagQrSqt6c1JJ5WQAVP1vFkgJQ+WdagoIeR+F2Pi5tSkYggZWRLHa1qPaKjNuhTHUjxPI1qj6yNzRjdBiARUjmhIySVvphWaYrAr7RHv4rMJgxtBGvngH4n0DDIaIHq5gWk9BGUu8dkdC8Fk5Fkle79bf0meuvDlP1+lPBQQpPZFDVwFK9aR6paez8CQ0pzx72kysdnHC1CLCmV/oCl4m68cBAlNBJNnVkWtx0jtU1KDKOEj7EZ9Xgfre1LhF6FGhuQVmFIWdhwD1homhqRrKDbnigtAzaoiKNIQlFEWoUUS4TSElOlqRa7AsiQMWpKtMQAnpzvXk9P1almo6RKEagQhCQVdWI9wGBzHKuy5WlNpeiniPaX8GSGFJpUNCnJKkYtoJXGxdJIrNVUdRnUia6wFaT4qkhRxXgq64oGYzPKeozYD1AqQban2rSM6Bcb8dQ8vnK/UyqaFKhhAU+eRKsIhUYqxRIJvi6jVYTAXbtqWOFkawpPDOGL2NVD+9jKFNV4EE8KVPs+GqpUOSb20a/PQUhDZhMS24TRAxz2jjAoJtvX0lIvHKW+ZY5CWMWTbr+y2+V3PB/tVWj0ig8XLGy621atzlkZx2JXly0H0bot7v+XvSGPLFo6Nk+xCrCAWcdckH2K54t+iMjFyONACQ8jUqQB2x7FdERGxxVqhQArkZKe7S7oT0K7Iz+VlTYWA1a6oEWxwvV4iqrvBjWeWi7oeZhdQqgV9RQKDIRBuzFpBw5aDL7v0VcbaAfMOa+JMRmVagj4y9fBZnhexthkteuu7+SZ6BvU9A2Wkap9m1mJ70k27QiwFFDCQ0qNMSkDgzWymsHzhOto2+dbm1AI2US2G7zMtogLHmrcEkay3SG7/evhWQZt7Eb7uJF1HPvYsTqFuIwUGk8EJBbK/RpbyXqmhLQnqUykBL6HFD4SQSYUtb4KaalBEMTuGrWn6Qpj8/he2wshFNYYikWP1mQDLxDIzpSCNJQGFylR6l5PKZw3ytq2q10qtx/cclOlNNY6wdGdqzcWrfz2PLvsXiMpVHfqwU1ZGbCglecCS9teL9rf0Tqkk4isI5y1CnArjt01Ne3YB0+FSKnaQkK1O0kfvOVVPQKFJet6iWS7LBOubl47R4mkfY62ie/FaOsEmWzHQkip8XWMJ0OkVWh8Wizhq9iJYdz10NYJKyENxyaPUAsGkVbiE5CKFrrcpOXPEPgRSvhoEZLaBvVzjlHQlfb0iMSSUiqWSTdNUylUcbNhkky0qA2HCObbsTJOuMtQwYY6KrRI6aPxsNIQ9Wfokueud2fQoASl8SZeWyAKIcFApa9EK07x/WBZCJoWtXGJ157GUtLtp1qpkQbzRJHztrUvIoWNjbaXxZ2bEhpdgP7z5vBVrf27SLDg9Z+kvy9DCY0nQgwZUjYojyVouYCg0hW7Ilqk5AlSWScUZQBadolaezpVCY0SAdJm+F6EUhLZbkvUiq5EAQZD16vRboOMsFiy5bwkK8QJdLxxy1M4tt3uddvBdntm1xpwdTt1S3eai5WipUOn7Knv+vKYkcdGLkYeB54uYG1KSrP70AikGz2uGN0ak5LZpGe7i/bX3YcwWxFw2OlglgPFnI1ZMdXT6YB61/ufstzzlG2dpY+d/fgqRkofrCEVzW65VhFaBi5eAFcupYcSXvscEjIDoPBVjC8LGCzNdJbMJM5d396HsSkpLtW5J6NunRJTJ0kXCXSFUNfcaFumZJllKTmA5/WhO0GKwHTrAHFQoaAGMO2VHUlrmmZyjEJhnEBX8KX7PY63DrjYAVVyC0mzBi3TopmcZFBPEqsSAQUS2WRRLHKydYCh0lj3mhpjqLcOEAWTxLKKEAotQ2Ra58jibsrljXgyQAmfjJRGshdDg4ra7H4b6dNIF6knJ6mUNxGrCp4IadlFTpjDZCahJEeQUnfjCMjAKoMWgYtZQGBs0r2HPBWtGFnXu1ManoqQws3rC9NyIkEFeCIiE6nz2knXgWsVEciiy8Ehna3r9Ny5GDJUewpKiRBfRmQ2xcrUCSMR4olOTEYTrSLIcNNeIkQiyUixyuKJiJAyEkkqElpi0QkIEeCLAtoGWGGxwpDRwhcxUmgS2yAzKUJKtIwJbYxvfYxMWZIxlgxPBPi4bQBLLDDVfICBYISiKRHg4wmfpkjY1/wu55QuIqJIbIoYDEez22naGSbEdrT1MMKgZZG9yfcos4MiNTSKlqwg1AwnGg8wJCe7npgkbTCd7qciBihI5y1KbYNFs5dm1qAmN7Sfc00iGhxLDlL1Rwl0xcUOyYSkeZJGOsWAt51QuaBSoywzZjcmbVDWEwihXcxN1mA2OUS/PJ9IFTFkLJmTTDX2AjAUbCEWNRSaBaZopQvEur/7WzXsAnWm0DKgyCDFzF2HGQVLYgopfUJZJrARBoORGVoG+CKmYMukZBi5vCLMFwUKpkImMlKZ0GAWjUcgil1xvZLlqZrMtUNkXa8J7fbPdESHNd1tbkn26lwmnXbq0aZ+lo9/eg+JeYpjRqwRmOzRvR65GFkmFyOPg1CWSG1rOQiuPRpSInSj/XbjbESGtI3udim8tktUd8WBFK0VCt65sbudo3VLILtxJ+1R60p3qCXrESMrRyimLSsAsIZWtkiaNYj8WtuNntGSdeYWptDKoxyU0TJGIkgzy9Glhxksj2NUs7ufmekFMILR4Q1I3Lyyn1a59/B3GBuYJAw8tAxR+Mjjo8zPLlHY7jqg1DbAaE7uLlHqG6YyWWiPwg3NmQCOFpHb3Jy+FG66qnB0FxsKIwRVRUoCUjLfbJKdmEQVCkRxhYgKUkiC6QH2mkMU+yqkJKR4NOqz+MfPw/oxpaCPyMSkImXuREZhtoo/lHRjIaxV1I6MEGc+tcIg1loWpGZ2NqV05EJsbZFQVwgpAhJ5dICg5KH7U9fxmgUW6yl9hy4miD3KxQqBCWiJEs3jIfvEg3gDReedaI/OlfBZXNxDIR7Bb8cFZDYhzVq0kjoVfwO+iLBYEhEyXz+G1iGh50a0bh1Mi4XGA9SK5yAQbZFsaTZcmviC349PjJEZqW2x0Jgi9msEsuziKUTKfOMwvipSCzeirUdLNgCYrx+lz99C0VRRKFKRsGCP02jNM1gYQYmATv6To0v3UvI9aqLP1UukpDJhprWfvmAzsSkR2AAtFXPZUdKszpC/xa1UEXUSlphvniCOBihTxJMSZSQHk7vQ0qfmTVI0ZYK2Zy4wPpeffA4m8RnYUEQLQT3TNKb72HTsSqJyQDkoUhA+QgieMXsRe5IWtVIN52+0TM/Pcf7xK2hpRa1SwReShk1pHRTsMM8g7U/R7ePZpqB0ZBhjFOUgQhpJQzZQU1WmZ+aJBj00GoWmZVqMHe4jHWxSKjnRkYgGS0uK/sMb8WqCsupDWEkiEoYPxmQFQ9iXoUVARkp9aYZNR66kL6gQKI8Mgy9jykfHkdbilwMiE6JRlJbKjB0apFkLiPpDUjJaokRwrJ9qU9G/rR/lnCUUWyHzBwwD5QpRLcDHxRT1LdU4PF9j28gImYDEGqq2wuGF46S6yXA0RiAUWCfcjy/tYbBwDgVqyDWmG5bFxXLys474sMJiRFukWOctWRYrpwiVFW0htEXOGl6V7rYVf3dYKUzc957q5TS5Z+SxkouRx0EoyiQ0EFLSzdsgJL6Iuo1zZhMykZLa9rsyhHQuVTRSaIxNyURKZjteB+eudmKmveJDJIAhsykS2XahLwd3Zrh02J2HveNK72x3D3fWjsnwKB7bzNaG4sRwSBalJCJByyW2Hn42Ld8iKg0CG+HZgPmFOhsOXsSiN09UDslwI/LGyTrDzY2UB/uQVtKSTWbSGQbmd2HKDXxZIKCIR8hicxZdD4ipYkhpCU0qEiSWhlgiNsP4uEZ2irn2FIAbmSs6Kw3qNG1K1ZSc9JIpghNuk5D4RMQmRiKZtydxzv0YLTIaEjzpvFc+IZGJKcqAltFkIsMIgyfaMSAorJDMigYemiIRFmjZFrKdzEsJn7A90gaYskt4VlOwZVq0sCJDUycRCeAR24hY+tSNIuWkCz6UBRTOZa5tgN8MedbsBN+bhWBcuuZXGErHxphIDMfGA6S33KBvOTrAgq9ZnHSZRz0b0DiR8tN2jO/ZiLTUpEWTohwk3jPJuZWY6dB5YRSKwcUBytPnMFOOmfVd+vXQhvxkMgoLCUfDAWZMnUTExI0ql58c58F5RXG4gBISD8nE7IX0t5b4vh+TaHdfxDbmZ+oxqYzZV4hoZIbUGNJjffxC9mzuI8aPPYrKZ1tU4qojlnNrDf7RVplLE1o2ZKLez6alDTTCKguB+/3LaF5kL+Hhk5bjw4Ms2RQl3HVqGMvRZovhckCkJL50HUxCxoJp0WcrFIRPUWsMcKhp8ZSkKAMnuG3GLIrUJMQipKJ9tBCI1EURCQGxLRJYH4OlZRMSmkgERWK0ECijWGAag8W3IQEhvvWp02COWXwbULDtKQ8Rom0TgSSiQNEUEQgSmzJDHYkkpIBvfIzIaGBRQuAJSUkFZNZijGHWLpAaS9H6FGWALwUL0jKdGDwEkfSwVpNYj4VWE5OkREoS6fZ7hizsMCXmGoqyiPCkQguoNxe5MPUJtMQqRTMzNI2mdcSnv1ZGlHwiJQmVYEezyuv1+Xw1G+UEhpS1l4XYFYLECY723+0pGSs6ksPQEStGZL1CBYsVpwgVsexRcftfjlNZtXJmDW+JaGfufaqwsC7B85SLoh8icjHyOIhNiZZwS0oz205HjSKggG/d6DYlI6NFS2isyBAofNrBZla3H9+URDRwS+icm9O3ofMW0J5CIcOQuhwLaLRdXvqXiqZ7cNtryLQIVmw37X20sMKi0IRxyENZg0HtgfVIrIeRKbNRHRFAyXqENiawPkpqRNigbMdZYpZUuBHfOabCSBTi2RAlJNJIIpux1S+QGp+mmCU0BQIbcG7gkxYatGzoGiNp0SKkZiI0EBEQSk1mDQVTZMRopFhEE+DhYiCGCKmpkFh4GKBpCwSiSMmChyIgIhYhChjwQ+r1ErEt0qJFJlJ8UaJmQgITEgqPSCmUEBRMAW18POECEZXVCOsxIkJiQgpKk1nwjY9HiGc1Hk18G1IQIRIYC2J830PbEGkliQzxRRFNgchGRMKjoBQSwYCKSbIxQhEjrcK3AZ71iXTAv6UN+qpFrHEehlSkmNjywPwSNRkR2M7SUMshL4EwJcBDWw/PelSLkluPzzJQ9Wi240k0GluR3KsWGRQVYtsOltSG75NQ8zI0CmkVgfXZb1xnNmQtgfDAgq/gDrNIf1hCC4kWEk9KTOBxx4KgIAVeu24aye1JTJR4xAhCKWkJQX8x4tbjdYZ05/sCX8AJv8B9s0Uogy/dku5UCb7V1AyngjgAXwqMhW/UY6azlIq1aCnxhMAiQGgGAp9Quw7Sk4KWEQTCo0+HRMInVIpASTIsfaEgkgEF7Ub3LSsI8SiHFqU9ClqhJWRWUdIe/VrQIsZrL0v3paQQNUlVRElplBDY1NKnY5SCyMaEBARCoa1CBQktNAXrptmklZRshYKnCEyBonLBv4lRDAYhVml84zwV1loSaxkqWJTnESvlOu0kxA9bJKkhwCNSkkBJdKAIC4q61oRSYgFtJZtLMbWkAVIQStxqEy3Y2me4Gw8jFYES7pkIBReHTR7yBA0p2m/0gf6iphJKGlIQKoEUgnkUX14o0zeimE8Fut0mrTX5sXJBr7W27dHteDCW/87ay3izrgBZFiqG9LQeFbfvrH2s5SSGXe+IWBbzXTHyVGfRtgK7jgDWXIwsk4uRx0HBxmirkVKS4sSHRBLZAn67cU5ISYWPEk5YSDRhu9Ny7m4nV1R72ay0Gm01vvW7bu+m8NwInhRtvXYntvZ2AM8EBHbZbZ6JjNQ6D0hGi7nKEUzFkpgiBRGiraKBT7ZxHwCKcwht4DrEaovDpfsoqRFCyggrabJIY+tJdqeLbBaX0SeKWOuRxAs8NPo94qDIMNsJbICH5uHyARb8GXZwAVhIbYovG8wOz1GIa/hSEWlJZgRR4HGiMsWgKOGh8QkQVhLGGU1h2qM3QT0NKMgK83oarSI86zvXMZAI6AuKaKu7KzyMUBz1ZgllP75QxFpiE0vBC6nrJlJofBujUVghWFIJfWFAoCTWgpd5BDJgxlukSExkQ0KlEQKa0uIriS8k0gY0CCmjOakW8ESZUCkKniS1lpayDIoK2ko86xG2xcGMnqO+4ShLQlEyJTd9YA2z/cdJagtkTrIhECzYJvUNx7DWEDCGZz0yMk7GS9Q3HGVOSAqmAAJm5RT1sdn2vHoZT7gO+Xg0RWvDUabELGUG8a2mJRKO1I4gagJlFRXc9TjhH6M5eZC6nKRsY5QQZMZyuDDHfOE4iiEi4+I3FkWdmeFjxFTZaEI3xWIt01GdpcmDnJQZI3YEYy0PLzQ4GTRphQ1GskG0lE5oRUdpTMyRMsxmMwhSsJRmPFCcIi0l1LOMIVlxgshajJTMmYw+z61S0xKkEEglsVLgSYmWAk8JssxyMoOdfR4tJckskBm0VJxMDVtDj0i7fSymAt9zAbiBcGLGWIuVhnkLEwUfpRW+hJbVSCUJPU2JGF8q56ExgnkJZd8nUu14igwiGWFkQih9ip4LLm6k4Hsa4WuCFQLdqAirGggg9pwgamSKY9KyoJpM4Dw9gRYEoWK3loyGLiDbE4I0yzgcZNyujvAcO4xWAmthLoN/UHcxHG5lk42I0FgLRyOfPzQHuKQ5xmDonqlDyTyHx/YDcH52EUVPkBjLQ1mdmaGTFFNLHyUC2QmUPv1bd6xdOY3S2Wbby/Bt17eSdbwmpwgViz2NR2X5KCundqzseGV6V/VYm5GIp9gzYsGsR4ysZ8XNjwm5GHkc+EJirUdqU6Rwc8/KKnzr4QntZm2sQFqJaat9aRWe9dxoFIG0goTld40oFNpqvHZMiMGSkSGswAiBth7aOp+BEMI1VtbliTBCINqd3Mrva6s6+blAGJQI8NH4ePhCkWHcMUXkpkjw0EKRWYO0ilBW3IoQqzqRJ2jpob2yE05KkFmJkIJyseryKVjhOnYsWTRHGHXOT6KtxsgWeuAEwvPxpCRUkhaWrL8Jhb0k/iYC+pHt95Qc27KfzLY4Rwy4EWCqSMrHKcQzCC1c/ZWgnqUc2bibguyn2e7stfAgnsc79xChdw5KutGzEoKlyaPYkePAOXjWQ6Fo6RZLOx7ihN7BoKggBWgUhWHNYt8RhH8OntF4UjCfJhzbch9TMmAXl6KFq0vSdxxROsqiZ9GiD08KtBDMn/MQWgT0sRHdjiwAUFYRyBLaePjtd4mktu0Bk0X8zMdTrqHXmcITLphTWoXCdeLCSnxZRBuNjwYLyrqVQwDaaLSSCGvxCfBF5AJYrXLCmLTttfPRVqOlwq290i7AFN32jAhSLNpoQllEGw/V8dIh8IkJbIASAiUFxgoUqjs11R6YAzg7lPOuCbdORlp3fr5xWW6VFAghCIhQVqNQTmxIMAbmbcLxrfcw4T2XzFiXTRTLwtA0M9W9TGj3vg7dzrp/4JwHSeRWtlvwJVgEsiw5Wn6YcT3MgHK2qbHUJw2HOcIWW6IoFZmFRT/h8NZDtIRkh4gIlMAXgsOje2AUCrZEUcb4SjKfpRw/dz++2I4n3D2XWgXDTeYGD9NPH6Fy0V/GSo5uOYK1hq3sxJeClpH4ZZ8HKw9wjt2JLwEEick4NvZ9MpOQUMOXrs77WhnHRu6mIp9OaC1SCbLUMlPaT9junD3R9RnQXx5DCgsrkiynGCreMFkn71H71wpluRu3JgUo4byaDVtsTy27e0PgUguc1jsilkVIxyFgEF2RIm2nrXD2Kz0p2rr2CiAjc3ErYqUAaQsNsSIQ1q4WKu7szYo78aljXZ6RXIx0ycXI4yBWGm0Uwrh5Z3CdbSQ9gna2zMQoWjZDmY77UhJK16gL4banVtOy7ifwhEYLga86wasWZSSpzcisIRAeWghCpRBAaunZLhH4QhNKjWo3OplxD3FiUxLrkckUKywlFVD2FBmWpFHguHAdT8mUqPoexoJOJcdIiW2Joim6hkAamiyQkTLoxQyEiqVUMVPv53DzLkK/RElUKesALQT3LVgarSUGas5N7WUKk41xZOYIl5d2MDagKXqQGIGaHuLo8U30DY8TaA8f7UTeQwNc2N/H2AZ3nTITcnJ6K/ccv5MNI1uolEJKnqLoKYZ2byMSkv6NNYy16ExhG5K9h48xORlSLmiqPgRKsfHhjfzbrKCypZ/QBighIQ2ZeWgzW8YrDJQFFmiaAHm8yj1Thh0bx6hGHlVf0RcoDn/vXCrFiNoGn9RY0laBhbka88cU527cxHC/ouZDQSu27D+Ph1vTlDYU8YR2o2UBJjUsMktkQ0q+h0SgM8msddlEiyKg4jlbWgHHECAUJVMgUprEuIZ53mYUbExZe7SMpk5EkwUEiqIIKHmazFhOJh4IN6UXm4hQaFpWMS8tnvEoioCyr2mkgtnMTa+FNiTS7ekOY5FGIqygYCPCThp7A/MyQxlF0W97DZQiSHwsKSExkdKEWpFYS5a5ANmCVijpPC4SibEp0koKWhJraGaStP0KgsC6mIVISVJhqSgP74FNTG5KKQQBkYbUk2ycGuXo0UX8TZKip6j4UNSSiw7sZB5BabNAK4gygd8MOLR7gqEdhv4AQmkJlGb0UMCtRwbp2x5Q8QVSwKguEOzeQN9QkeGqIFLgK8X5+7dx4MQi5+wqESpBqKGkfabu2sjEiEdtyAmxKJWIE308cBg27goYiVyX2MgkM98fR/geA+MBvhI0U8vcbEp4YJjnPU1hQkgNpDbk8EM7wMC5W8vUfAgkBNZj755z2TkRIAONMZAaRWO+SZpmjFQkfYEls4LZRLM4M02gN1AInPcOIEw0dTNL2deUPVBCEIuQaZuRkhApSUGDsS6OJaWFj48vBb5y7Vo7ccFpWZ6yWfaQrPSSYMGgMNZ27TtipSOSTDdOpJNlZMV0j10Rl9KNI+kNpLXC0rT1R6jlE2fdSc+e0lr8cJGLkcdBwVN4mUVkkLXFhBKCWCm8dhBd0xg8I9BtMaKFa0SldA9skglaVna3B9KNLgIlXSiXtYhUkNr2fLVy7t/OaCqxFpFqEiO7HpJIKUKtUAIy68SIMgJjFZ4I2WpjTCNhy6hkyQoamUCLkNbeTSitGBuLqAaCWIPXSKnu20RluMyMUjSNZVDGiCMRl1ZaMOLc/nOJIEqLjE9fiegrkoUh1cA1Zj/rTVJszfKVgqZpQDUFzXrEhdMX4OsWA2FE1TNkFhom4cLWANgIX2qUdI3aFhWxwUup+m5UlhpF1YScu3QuQeZR8jTVQKAFPK0kObxg6Q80rcy9g6eetbgk2YrMDFUf+n1LqASHhGVb2k+ZiEA7Iaik5dIopF+ljIaWhhEsJorp1HB+YxfaCsq+YiB0ncjzqhIRC0woWUohNR4LacwwkqIUDIbQ76UESrElMLTqJUrKCbVIKyIt2KwKTB0bZrimaPoKY10HPFwfZHquxYaxACnduQ8EmtLhYYLYI4kCBM5TpVqSudlxto0HTKWKemapmiEWpwtYBKPDAYFy991Qq8K+o5rhgYjZdhyCloKRhRHOiVLifp/ppmAx1RSaNfxDis1DBfxA4SvwhWC0XmB+wcerhSxm7l4roaie6OeKMUUzhJZxH6/lERzfwvhIAaMUBQ1bSh7ZjMZKiShJZhPwpabaGuHkVJmLN0QYz/2mBS2IGzWUMQR9Beqpi2UxRoCRPD0sIdLEiUzpOlvPGHZlQ/R5gqoHpXZ4wPagyazwGWi/SqWlYCk1PLcUUJaGoSAlVAZPalKT8BNVhQ4Fxfb3m2nG5cUWzSBjLMrwhUULjfUzIl8QKhgIoagtDQUv6jPMqoxa+3hhImgKy3MrHuXAMhJmKCyLmURFCYtaoANBICHVgqBu2dEv8KyhL0xIjMBYzcWexmaWsnb3c6wNQZLy9mqTvVkTP/RoZuApxevr27isfJAHCxll7TrjqrA8Z36Ue0WNhUgRKvAk7EiXeJPwOVBtMWMD5lJB1Q/ZuHeQuvIYGpNUAwilYaef8pWHKpT6CyRK0W722jmSenN7rPXu4pWxEj2CwnY8IsvfcVM2K8p6hIrt2cdK8dIjctq2HWHSWLtpfxIR6wxgfcor8kNDLkYeB0UtaEo3P5oZ60aaUrhgMpfbCJ1JWgZk5kZVWgpiLdHt+7MuJNpaWpnrdAMl8ZQLMjNA2r6RMyPIrCXULtAs1q4jbLbXsKeZEyxSCApaUtCdtN/O4yDbL5kteZIL7TQ//RtLfO1TcJyIpUySWcFPl+ocsyFZIKj5UPMzRNriJzfs438nu8g8H50ZtBAsZZbAZiht8IRFoJiykFrLQsswqCVFD2o+3D8VoxahXLW0rKCZSUKhWcC5eovaUPVTMutGmbEG0w7IU+3r2wDqGUxogxYwr5dfi+4JQaQFJe066xmX6JZA0naLSyKpWTQu1XWsoexl3Uy2xkKgNJFygZUiMyxZ5/Yu6QzfuBUIvnTz5B5utF7UrtGcMgLPQqGdj25RSZcore36ruiMmp+SWkFqXfLwUEq0EhS0oOLDqEr4jx+qc8uHm0wFPi0jaGRQrS/xn55zJzfteSZSKxSghOWN/+4e7rhllG94GzAWChrCpMWvve8kN33CwwQKL3Xrqc6V81y1/SD/uHgZvgRfWkb9Bd6w69/4p+8/jYdEkcxC0YM3vehe6t9f4LbFK7HWierYWH551338+YHzKZR9fAU1z7JLH2L7z5/kr/73xYhEkranPX75ud/lnvs2clBHpNbdwwFN3vrT3+UT/3YlQitKHoyGKZeO30n15RPc9NchqXVBqTWR8DNP/y5fPXoxi9pNdxa15bVX383dtxT5N70DifutjYCWFCwmMIw7t0gbFjNFaqCRGTwJoYZIGjIrmGkJRAAF5bqkzpTPbCIY1ZaKlxLIjIVUkRpBaqGsoaRdd5ZJaBqBL6HqZfjS0DCSg8bVKdaCiraUvIx5A7NAwbPU/M4Uh+KkcraRgn4/QQrwU8UJ3HNa1O5eNRas57wQWloqXkJmJXOJQgtLE1ASYm2o6BTlZ0y3PPyCJZLGBdcieHhRsTA7wLYhS8lL3EAmkexdjDikBQM1VxdfWhqpQPspWhgKKiO1iiUElazJuaWUul+mojNibVDNJr95yd184dhlHBaatK002rNJ7fN1/13ZJT9S32s6nbddFi7GLu9hZexJZ1+26y1ZWdbrgena22Vh4rOOF8c8AayBbB15RtaTi+THhVyMPA6KHmjjkotlxmVX1QIi7RplY11D5xnnEVGyM8qD9uo6pHCR/1q4t1ZGWuAr1zBYC4kBayVJ+ymL29vjdmPm5n8libCknQ7UFxTaYiUxkNjlOibG8pVmmY+/f4aXj8aUPIsnLcYIPp/GFDyPHUCoLEqAjjy+cPRcRvoVC00nbDwp2DgUcFcjYJcRFP0ML5VEniSMNINVnzpuhFjQhheet49srs6/mjGWjCBQziPwtGHLfOSOFauMzApGwpSLxuf5//QAQkn8djBipQijsaGoDZ60FBJJwVPo2EMpN6qLtUsGvbWYkaWSgudG5Ylx3qJKQRIriKSlqFOM1VQ9gS5ItFxeiaEkjBYzdHu0qY3zWMVaMBRpAi2JFBSUewXAeeUmNhTMafeOn1AJilrTH7s6FLWh6CfUM8V4lLGYiGXR2RZQh1OPn7t+jpcObyIW7v5IE/iWKfLpW0d54ZBmVFu0tMynklf8z3GGZY1tNQiV80osRjHXvv8gLxkKCIW7B4/VLbeLIn/1YJGf7oeh0N2Xty6W+d3b+tmmPUYKFk8KEgPX/e0oQRbwrDFNxXP3wKxVvGK/5ZmRy6yiBLSM4B8WNvC1T2f8RJ/EV+5ZWMoE/+7WSUblAM8KJSXt0krV4wJX/6vHc0qKPtxUw0OLmi8cv4Q9NxznhUPtaUsLdzY8PnVnlfODkAu1oKgtc4nkF/6pj8gUON+zVNqeA9t+JjYWXeftS0sgLb60hFowFKl2vA4EypIa2BBnJJ4iVIbUCjLcip2NBUNZGwra4smMUBpCZdnoJ7S0JVbOwZ8qy3ihQRpGVDzQ0jKbaMZDS1JMUZ4TIhUvRRrBObU5DmufipdhgdQ4Abqh0MLojIrfQkmDJzx2VRY5hqKlLHFbLCnfsqGywIIsEWuLsYKS1rxo7CQzdY/dYhAtLIEy9BcW2fLzB7j51jJWWkzmzv3q0QXk0iILYhDdjrHQUuFFHlti6QQ8TgiMlOELRzZxUb8kNS7mp57C0ajCnFSMtG2XUslxU+Gmuy7j0okAkdB+xYNre1bGBolThMl6MKdRLCtFCHRzqfaU2bZnxdhOoWh7mlfsH2iszGj9FGDX6xn5AcSu/LCQi5HHQVG3xQiQ2bbnAzfy9tueDSWgaWi7/115V4zYtnejvV0CBc/ZxNq5mluZe/VTmrmHqaBpew8sEtrBhJAKN4LT0tWr5Lnbu2UELeMezibORinJxcVNSCEIZQZIUiuw5Ywl3Gg/lJZ6KjnWDLmXBkcXFEXtzudEI2UPChMaxhPJaGgIlOVwKrhjcA+BKHIJ29FCMJtI3nnvOSQi4eoBiZbOvb5oM/4iup+d6umciyX2Uhqp4j5b4vcX7+QZ5U30S7rTXQ97MQdbmmuFGx0elZrUk+wtNdnqKXwBkTIkRvD1VolyVZAZd62aSuAFmrvDJiNhgJaWgpdSzxT1KODheovtEiLlfiNrJHfYIucFIVoYfO1c9roY8EDzIJeIQSLlRNRsIvlSvZ+yUFzY8cZIgRd63FsXnCcUvkyphE1ONnzuyAokoWGsLRaidrDkVCrYFZ/DvFUUsGjh3DtWCTYGkxggVAYtLPNIzi2M0jLG/Z7S3UOLqWRnuIUlIyi3pyoSa4lDj412IwCBcKsVDIJt/pZ27JITuPUUxoJ+Ii2pZ9Dvu997KbNsDLfTEi6oUNKefhGS7fE50L7PkdBIDKP+MCXtt8W4E0rTqWRLcB5LxlC1bhXLTAv80GOzHaVhnMBODSyajEl/E7I9VeniKWCjN0bLGhaSjEqgXTxKW2x/3QqeGcakFjzpwm4TT/Ng3GJCdaZILQ0ruC0tMxprKlbgSUtiBC2t+VKieann48klAp2xmElmohL3L0Y8Q1hCZUmtYAHNt1qDXKoDtGpS9FroesjtrQitfS6SgpJOKXkJc62QmxYnuXJcUNApEkszk+hCwC3zNX5Ka0rhPEplZEbyxWyMeQOXCCfkG5m7l/7h+CiXy5BAL2CBqZbmw1OLtMwi18Sb2Bi7Du2bCwP8x8/fz8/VygynkkBYZhP4vUZCJiX/vqUZCJpkVvJwI+DvgwWKiebCtESoXQza1+plHghmSGZCNhYsLQN7F1IOhXWklYRJSM2Heia5f8mwEBq+PZ0xWZSE0t2PUiwLkVM9I2t1u+sRKWvZnE6wdKZ5YIVoWTH10ylbfPTDPmHyPCOPjVyMPA6K2qCNeytH1m54dXvaQQt3w0sknoGGcKOGUDl3rxauswCJNu57su01iaQl1hnGumkgg6TZvldLXmdk33H5SlLrthvrjlH2LCWdIYGGkTSMILNuhNQ0kLSnjKp+Rn/gRuwlz3fp1qyk7MGAn5AiyNpZGUMlKWpoZIJACubbsRjjUcp4eYFwMaTsF8kSl9ejqCUVz6AE3ZUag0HaXqWgqWoPbQSTccx4tMhIbZ40kbzAlDnYejpjRQ9ftT0/FvoqIZvKkonCIrGfMJt4jJcDZtIy5cijGkCfl9I0kuFaQJ9vXd4IXCPdCjWDxRq7+gz9UcpQaREtLJv7I2ZNiWJ7WklLaGWCWjVie80wXKhjraC/7tOqePQ3a4wVNX1+xmDQoKQ14/0hsS8pKkMoBfOJ5GSgGK2W2V4VjBcXqQ0vkaSSbUMV9i+mFLUg0lDSFk9APXUrLSLlXP8AjcwFPEqgpKHPT/Ck6xC1EKTCecAKGmQGaeZGoGUP+v2MpUxyVEvmW4qMjFi53zw14Ml2Phsp3D3VHiAKAZ50v3XNz/DTdpKsFgTKxU0UlBM0qi1OitoJ8NTCYiIwuKm8onb3oZvScMcLpQt+DCTMC+delzghEms3Fdd5W60vBAXt7vW5dMU7T9q5MgJlkUIwJwVDlTLb+y1FP6OsE2a1olzwGMxqzlOoLEWVkVkY7g8ZigUlnaEECCyDBclQtcRAZKgUGvhBysaWTzyi+PIRHwGUvcQ90yVNYyikEEJfYYm4lDCZKS4ZLXF4wVD1MobiBuVCA09mPNBfoFZoMRAvoZXrBk/EAYO1iO2VRWpjS0gN/omUTQODNKxkKEwo6ZT5VGMyQbkScmH/Iv39i2SpYNNixCWF82majM0lS81PKHktBkKPyI8ZLkiqnotFCdXytSvrjGKQYK2gpKNu7ESocflHcL9zSure3qsNKe0p08zdR4GEWFmUMITKreQyuBdf+qp9X6zwhHQDWXviR5ZVhFghVuQppp0X2a0UNo/Wba8UHyv/tlb0xpQA/lP8ojxrV0w7PaJdLkY65GLkcRBIg0WSSudxkAK8tpvYk5bMQiKFW7aGExyetITStJMqWVrGbe+MIn1p8ZVzD3fmX/32E2rs8nZfuUY8tRbtYviwuM47lG4U10l5lrXn4lGus51pWeZahqrOqARN/ERT8XwWmEMLj5JXoRq0UMKgjOGhxgF2lLcQaxe/UQ0UzQXJocYCG4oJ5VodISzP7RPc9/AOJgaLVH0nuvqDFm/oq+M1l4gKAY1MsZBKBgLBlt07ufK8afpiS1hLwcB2sZtXPhCzW24iU7or0q6QD3HerjkWzSRSGWqLLS4JUoZadeoipqgEJS+hpiz/YeL7zJ0MOBTuYCFTNI1mMUv5WTtDpdmiWvOIiwmwxAviA/RnMcf8jYRtN3+JjOfH9zCxDerJEK2WouJlzC0s8ROLhng4o6gNpSBhKFjk7cP3k9RDvj93AbOJpqAlkyLhQnWQiVKBStWga5La0hKvGniQL81McNIbxZcu2DJWhkVPczyps0sVqXgpxsKCdrlJTrJAWQdUggRPZrQyyWziBEFBa2LlOv/UCE6kC1R0hZqfoFNNSUv2mpR5sUjRC9vTU2CsZoZFPFtuTzW4+2c2ayBFRNlTVLwEKTSxlszKKbaqGrFyQhlcHo6ZtMUFviaU7l6OlGBWzlHMAsqeExKecdNaM3KKLV6JSDkhEWnBQpaS2IyiVgTSEilJYg2zcpoBG1NUhrg9dTJHHSssoYpcsKWwKAlDvuVp6hDRUkhUqRKqjHJi2EadieY8BRtS1JJQZ2hpeXXxHsKS5IB/LqmRgKKW1Hm1v5+IPqI4wYsNo+kCW0p72VwPORJuJ9YJUlqG9Emu6H8QNd5HlpZRMVSXGrz03Ac5eX/GsfB8SlGDuNIiKjb45WfsZ+mulCx0S4yriWKnPck1Wx4iq2zAG/QQWlLwEn5h49209iTsntpFIDM8aSg2lnj++fciBoaQlRjTgJHZOr+gZlgyEvxxYi+lFLW4sryXpYeGudA/yKzfTyOT9HmW52eDZPUWo2GTYuhya+wqSy59eJhq2aek3b0ohWVcpdwyM83kcB9FnZEaQc2XfHd+iqZcoKAHiGTWjqESnJDHGLNjBHJ5UKUFIJzoWCk2OqxcaSNwomMtT0pHjKhumV21Skes0Y+vjBeBzjSI7Y0jsaKbg+Spwtr1vZvG5OnguzxmMfLwww/zr//6r+zdu5elpSUGBwe55JJLuPLKKwnD8Kmo41lH2UvRWTtluxFIYQmUGw1qYbqKWGVuhYzfFgklneG1xUZm3XYpJEq4bbFyQWapkTSMpNWO07DWBVQWtKGoO4FXHo3MJXUC54aveBllz71kTQq3xLcTCDvgp7zmaffhv+ZyuPUhmg8nLM14pFby38wJ8DymShXGBmcpbJVs62tw08+8iJn/9EX+bXYjUy3FRGz4idYRnv4PT8Peci/Cj/D3LzE1LXlZaYEjOmAg8BgOG4z3zxOPHsKrJCzMaBp1j3qqmG16PLuW4mPpG2nhbwiglXH4+zELiSaQFu3ZbizNvbMl5Pd8dvxEgoqgMtfiG4sBR5YkFSMoeRnVqIFWlof39HF8yWeoz13nRiaZkrBnyWcEQSlqEo5Y5IkW//pvfexfyqi1AxQ9aRHC8OBMhdY9ks1XpPjNlNKMy0O5f0mwHah6LSrlJdKWYvftfdgwpDLmGvnZRHE0Edw3H5POlxgfOomeLBM05vju14Z4eFEx2u6QK17GSNzg2TuPc911O+FLdzP9/SL1ukdBp/xkZQ+VcxaYPdHAL4D0DBPhHM/4pZj01gN8574drrMIWgyqI/zy9SOYu/Yy94DH3FzEeKx49di9yFBwYMmnGLSIC00u/4kWclCQ7TvBd27fwGKmiFXG65/7MHLnEK27Wiwc9lhYDBj3La/tO86+hQJLUR+RyuiL6/z0VScRG0oc+NwC+xcrNIyi34dfLO2ncsExjh6aBGExRrJRzPL6zQf5/vEaJ2yBSBsu61/iDRfci7e5wu5vjDPVCIiV4orxeYbSY8Sbmhw8OYoUlsGwwYsnHuTkXsVDcYm5VOILlykizQT3zsfsKgsGvJRC2GQh8TjWFJxYdNNnkTYUvYTUSr53bAA5q9lyrgsGFQIS4I6TZZ45DkHNIGOJnYLvfG+Ymbpiw5Dr7IWwTE2FHL9/gOp0xMTzFDL2CGeafO+bwyzMtBjpzyj2t/BGFMlRw8mb59B9RaLNrifMsjpHD2ru3z3I1issarQMoYcI5zn22YSDC4P0b06IghatRLG4mHHf9wbYeJGmsi3EtjLCwwlHGyEzTcEkUAmblPvrmEXDz77gIQ4+PMFwvMhcM8BYQWobbIymGCr1URxoIRRIUl5RneZrzQ30+T5FbQhlRr85zCs/u5NjHz3AXFLAEwFVX/LGycOIQsj3TjQYiBqU4wbPfFELe/A4B+/x+dbCOBnLHg65wqtxqkejIzK6nhABqu236MactL1WQrigbXA2p3pN1hMg2/WS2N7YkpDkdM37k4KLW8k9I4+FdYuRv/mbv+GjH/0o3/72txkeHmZsbIwoipienubBBx8kDEOuu+46fvM3f5ONGzc+lXU+41T8BKcJXBS5FBAoQ0kn+O3gOHCjBG1Ee+RnKPtuhJtZ6aLkBajMPVxFbSjotNtweqmimTlBAs7NGuuMot/q1qORuaXDAhdXUPYSysHydomiaQRKQJ/fIrh6O2byHOQ5C+iFw0QmQZ80VMZSMqNYzDKCqkH1FWDQ5QYpbUwp3pOylAmK2tAfNbADg8j4IahEqIUWBS9lMGywpN15Rl5KWEoINlehIAjuzRACCrMpgdSUg4RAgS4JZF8BWimF0jQV39BQFtWOkVACtJ9SDlvoqo8sKKKgRah8Sp7r1GOVUYgTlM7oL9Qxme1ew0LiRu6RNsQqJQgzZM3Hz1pU/IRqe+orUk6MKDLCoEnsKVQpQoaGgpe0f5t2rIeXEhQytGepFuqYAFSQkBhFoDwibSlpQ6wyVEVDXwlVWaTo1Snp0AlTaSnojHLQJJjwsRs3Ic9fIDp4GCktzUxR2ixQl20j+NICXk0gA4EsKMyzn42Ovkfp4SatVFIMmpTGM8zllyMP/gtRrYE1TVotRbw5Rm6oEf+fFnHcIurLkM/Ygdk2ifqX26nc2UQmPrGXIq++DGyG3L2HsJi6UWeUUHn6CJV/ShBeSqRTisUmPP9yTK1E8PlvUmolbpk7loHnVTFLFv9EitbuZWRhsUl4xQT67y0RTkxXS3X8526FSonw9kUi7ZqhyaFZihsDmicEgc7wlPPExJf2o/wpjh9LSK2P114d01ICvIxIQ6BT/CAl1G5aKlIWLUFjCb0EYyRlLyGREk8bpLEExqWmD6XFlwYZuWusPeeBjFVGqDJ83w0AAm3x/IRCpJC1MiLQqKhBoAzab1LwE3dPVwJ0PSXqyxA1g6x4YCCYaVHQBuGleLGBagFCH5FmxKUWhVZK4LnzUMqC38QLm3iRQhR9SDJ8v4UnTTsVgMXTKTp2uTdULSQ+0sL6KX6q0cK026UWnpehCm4qTGmDr1OKqTtvT7r731cG29dHED5MREqQerQShcmgsD0mOpkReSmeZ7D1DHn+BH1TS0R11+Z1PBqdKbCVggNO8ZCcRnC4bbYrYty/LRL3X8QKwdOZElo59bPGep2VQaKmsxJPPrViBLvepb1PTIx86EMf4vrrr+dtb3sbH/nIRwBoNBr86q/+KjfeeCPNZpOrr76aP/mTP2F4eLj7vX379vGmN72JL33pSxSLRV772tdyww03oPWZmyxZ15EvueQSfN/nda97HZ/73OeYnJzs2d5sNrntttu48cYbueyyy/iTP/kTXv7ylz8lFT4bKAZNpHABny0jlx/6IMFTKaY9d6KlRaWKUBqitpDwtCEzyx4VJRRCQEknbZdrkyyT1KWmkUlaxk3ql7yEqL3dWoExgkWt24G0lkhlVFa4Yt2KY4+mcct3p1s+n/qwx4nG93nDRUcojLmH9mQz4C3378DH4z9sVkxaSB6eZ+6rTd51/Xd53TnntLMkCk62FCe9LfzVT93F//tz8/iXOMHSECHfUJOMFzUWl68jSyTZjCG5awmKNYQE2XaNntBFBnyLzeoQaNCKypVFLh06wq33TtIU0okDAc+79iDqGedijqSI2MPzWpxXXoLBGfYGVXxp8cIMHRs2/MchJu45wMmDJRaWAnxpqHqGZ289wGIwivYFsuQ8MZc//yjn3l7nG2LUTa8J10Bf/JI5iEoQSWwmCHVKn59w1fA8J3Q/gcpQEXh9luLPbIeFhBOfbxEkKYG0bC8lPG14P2JwBBEUoRgjIs1FP7tA5f9r8D052J7Sy2hlitu/MsDf//XdXDNu2DmqMUYw3/L5vVt2ceyfmrx2c8x5xeOgYeZuwcde9H2E8HjuMJR0ytHFIvfdVeX/vOAurtsUs3ljA2ME3z7azzfuGmA2afGKjZJd8RTNGckX3l/n68fvZSiq8JODDbQ0HFkK+fSb65Q8yfOGhtg1cZwsFXzr8Dj/62NLXFYrcUX/EtYKZuZibnzrDHsXTvDi8YGuJ27fUsif//cN9PsB/37TIgOlRZJU883j2/jc1xe5oq/M1mJKM5N8dd8wt/8XWEgyrh0vUfIy5lLFf/3eZg58c4HJsMRLJur0R3UOLhT48CeLGEY5vxqypZhSlIbMCPr9jIsufZhD0+No7eMFhkBlXFBpUm8tMUc/Qli0skgv4Zk/M8XSHpiy21DSdXj9fsqztu6n5Y+5CEwl8OOUCy4+hhAph+cr3c50oG+Ryk9p2LYJpuoQ+AgJF7xwHhFkzD5Qh1AgfI0aDJG/+Ark//0Wth33Iv0WE6MzlK7OyBYEBB6EIcQNih+8lu3fuJPj/5K550QZSpUmlVcOku1pglIIC16QcfmmKVpNwWFdA8Bm4I0F7PnnIkM7DLMLCmthMVO0ogL3JROUGhmlpIXFstQI+VKyg82DlgXr4soaRrLbTvB71+zlrRfU8LWhkSq+N+vxJ/u2wv3wxsmAatjkxEyBT/7PMe5fmOOcaIyLak7UdGJG5ArvR880TI9ocNukWPZwKOGkgsAipRMz7r9OiChpu/sT7bJOm9IVPCtiQVb++1S0emozjazXM7Iem9PxrW99iz/90z/lwgsv7Cl/xzvewT/90z/x2c9+lkqlwlve8hZe+tKX8rWvfQ2ALMu45pprGBkZ4dZbb+Xw4cO85jWvwfM8PvjBDz7u+jxRHilZXpcPfehDfOMb3+BXfuVXVgkRgCAIeO5zn8snPvEJ7r33XjZv3vykV/RsolhsUgxaRDql0P7E2rmJi4UWxUKTYpC0t2XEOiXWCYW4RRQ3KcQJxSCh5LntRZ1R8BOKYYsodqPYYug8DnHHIxIklKImUZwQF1oUw4SiTolV6r7fdlNHpYSo5PZV8BMileFLt/S03zdcUktR2kIgkIF7YMf8EqNh7N4r4YNpQb3u8cyBAseaHsYKhLAcrkvuXvSoFH2WjikIfNCS78+XucM2+D9TKUupRGKZmYr4g3/axke/exELU347/0fG0UTxOf8EtyWDbqleFILJ+Od/nuQlX4743lKMli7GppEJfvbmAj//gRlsPUVUCwD83omEd7QO8C8Lyo3qioaZwxE/+8EpfvnvtvGdwwMEXkqkMh7OQl5xeI7djLlRSF8J0zD80j9u5BUHYT6V7hopw8FWgRf9neTXbtyCTQyyEpAZwQP+IL+W3s+DDR/PyxAefOdbg7zg1+7iZ3/nCDOLEZHnRs+fmTO84mDK797lnhNbLWPmEl7yP33eMteiYSSesITaTf9kRnBRvyTqBCZLt4SzPxBsKoWuwfUB38Xt7KzCWOziRASWJBMkVnBBn0ZLZ6vaAZrjBcnGYogFhHST04NByq6qZrLgGmrd9jJsLCq2lHCdtAbtGaSwbC24WA+JRStDmklGI8OOajvZnzRo6bI3bChETBZdk6K06zgMsLVQXtGBOCE+EUu2trORKWGwCMqeZCIsMhyK7rWwVrCpGDIWtVPbCyfklLTcMRdyzd0tvsVmWi2NV3IDhE/MeLyXh5gR7s2/npdxbL7Atf+oefXdfcy3PGR79di3kyovPTjFNxcnu63hnQ8N8tav7+LFtxoemisBLjfHp+/fzNWfrPPG32hiji+Cr0kXBS/5rOTav4Jv7B92naKAh74U8KKf+Tz/428msGmG8BU2gz998Hyu+vQc998zBNoJcU7M8/JXfpef+cNZZhcjpIK5+ZCvHt/KT33gAf7+S5vbUcqw53CV1+2TvO7wEnfOhhgryJrw5S+P89vT/fzzg9s5suCS3S2kki8uZnyh5XFiyb1DyBrYO1Ph9kTyj8d95lM32EmNYF/Lp1oMuXeuhDHtQYWFSTXIRjVI0wikNFgLwyFsDF3GWeeZtYTKEMmMWLU/OnOeUpW5j3afuN0muvKUSKUUdEKoMyKdEre9cJHn2s3YS4j9hKj9icMmUdgiihKiKHFev7jZ/rjpSPdpUSi1P+XeT1z+wXhGHv3z+Ha/sLDAddddx5/92Z9Rq9W65bOzs/z3//7f+a//9b/yUz/1U1x66aX8xV/8Bbfeeitf//rXAfjf//t/c8899/DXf/3XXHzxxbzoRS/i/e9/Px/72MdotVqnO+RTzro8I1dfffW6d9jf309/f//jrtAPA2E5A9uimWqamUILQ+gl3QA4k7mEN7L9FoRQZcR+QhCn6MBgsow4kSsCtyyFICGMWvhlg00MQlqKrQSdtvOMBC2iOMGvGLAQpS3ihocSLvth7CdExRS/6oK1oqSFtYJ6ovHaE6dLmc90oggHLXqiiiwuMfRAg/nEx5OK4XgRb1MJPMmAnWX3fVWuGUuphS1kI2A+UMwmgr0LDco7BHb7ZmTo88xvH+J/HRUMBSFjYYu+/iWiDfC2iT2AITivD1tPGEoWuGQpwixu4t9tOIB/fj922zlQb3DNf3iA2kfHiGoLKCUIdYYUlpuusnjXbIZizcVnXDjDn/vz7Lt7C7a8wGh/A39zzMhlRf7hzZMwv0D2b8dIj6ekqeRZVcNLwk1seuYe1OZh7LZN6FqZT108zeKNIfsXFwh0hhKG0cI8X3hmAK85F3moD5pNJvc8yM+JE2xvXEpxYJ7KYANvU5nLt6fcXL0Y/JDs9oM0D1kmGgHvmLBsGy8SvaABW3ZiJibQL0j5h/J3OPxFxUO0iFTmYjjiFostj6MzAU8faBIPp9gEavNNIGK+ZamFTfRYhIg9ivU5Zne3k6L5CZWwRZhmZA3BPbOKvskl/A0BKmpSPZSy2yjmEkPVbxEPOBFVPJIyk/guW2hcx28vLf3OSffOnVrQJBwDW0+pHkmZacL2sqQvrlOIE7JUkJwsM5tAf9CkGjVoZYpay2cxkRQ9SV9xibg/IWikVE5mTDUsm4uKPt8J+NlEc6CuaWYwEDZdLpZUIVEsJBkiktTCBuVqg4GWx3zik2EpeYKy56btMiN47mDCL44MUL7iYdARohAzujTH7zQks9PnosqzVIoJhb4Wm8vT/P1GibczZOF7MyQN1wk/LV7gRd4utl7xEHp8AOKAS688weXPXqL1UIl6dpywlBBJeNPGh3hLpQxXb0FMz0MQEF8wy98NLWGmmpjgEGqsAhNDbPmlFl+cfBFIjTjgQZoS1BPeUdzNr4WDiIkMs2ESCjGiVOR/fvwI5qv3snRgHr9sGCoscNXICa55yUYYbUDfKNSbbN26h7cd28CeRY8dxSaFcotwg+b5ly5S+pTHtsn9GOGTZYJNqebfj4ccq0s2jxzBm3SezPPnj+PtG2Ii9qh5KVUv6QrCm08e4+fjPvorS3iLhoGFkPtmE5okDAY+1VqDYqtF61iFqWaLMR1Q8ZzYcJ5et9pmPdMpQix7R3o8HtK0y0CpzNm0PatCWET7v1Lh/i0B0d6fi0t2x5Ar/tv5d7suQeupjRw10F41+Wh2zmZubq6nPAgCgiA47ffe/OY3c80113DVVVfxgQ98oFt+++23kyQJV111Vbdsx44dbNiwgdtuu41nPOMZ3HbbbVxwwQU90zZXX301b3rTm7j77ru55JJL1nuaTyqPe4Lo2LFjHDt2DHNKOPCpLqMfRVQEum7wZObe4yKdK1gFBhmBSMHzDGlq8FODp4yLgwiM80YYtz3LMlqpREqL57lkWypwK2R0atAy6+bb8DyDCgwqdMsftW/clA8ShbNVnkEETuQoz6JVhlYWLVMCnbFQt3xtv+DlWyswUkNqwUBlnsKiZKJs6RtagqFx7OYN+C/s53f0XyInhjn+DUmaCSpei+f4+yhsrCNe+HPYag0MDF8zzVvuOMLYyAKNsA+/YlBbhxD/zyVACruPII5NE+45zNCxJd508ffwtg/C2Da3jyqIxZNc+achB95zPy0ZECjnrjbT87Awh504BxsEyGLAA/dXyE5OcxKPDecsIsohhD7Mz5Ld8j3E2CSqJAmChCzx8VuzmKUQVQyxtT4wBvNPX8XMLKIDQ6BTlDIIk2Dn55E33Yz96Z9ENAJkLGktZujFOTAxqghUYhcGny5Bo9GOHWgR6Iy9s4qNcgnzpUPEF50HgI1jODnLiSMh4bghVBlBkBJWUjb409z9bcMv/9Q0aqiIXUyonKhTsTFfP7JI/zMWEP0DUIzwMsvu/7HEZNVjIKoTBgllbelvzvLfv1tk8BctYqQKzDJRWuDbBy17TzYY3NVC1RSyFDB43zz3H8i4aLtHrbKEtTAkYO8JS1DUTFwxix4pYZZabK6d5N7vZFw3XqBYbBIUnKAZOrDEVw4aXrV1ES/I8FuKwabHnmNNJsZKlAea6D6Jalm2Hj3OvdNN/t3kCOWwReQnbEBw5+GAffMpwzsWAKi0PKpK85WpozyjNkKlUsevGQZai+yfEtS0x4YRRclz1zkzkCWgWvMkewz++SVEOUTHS+w5HhLOTVGoGHzPTauJBOz0Akv/0kKPjGAzCPwUlUjE4jytEz5eFEAhBAknvrRAFDUQA9Y9sxIW9kJ5ZArxpW9in305+D4i8siOLGBmF2GoD6IA4giSFmLqCDx8HLZugzRFRB4L97YoDs6gx4ahWAQpsHHM/8/ee4dbVlR5/5+qHU6899ycOudMN5lGJEhUQEAwoCijvOo4mGcMzGBOYw5jGh1M8w4i6IiApCZJkNjdNHRuOnfffO+5J5+dqn5/1Dk3dDcCjrwzvu9vPc9++vau2rXr7L2ratVa3/VdYucwajiHHY8hYwLhaFQ1RGdLhrd+1kyE6+J2O5z95iGCZ4fYM7QUp0EjW5LQnua4Gxajf3ArYRm8MUmT57Fs3laEqqCbZiKakyAlqcUhn+t/nOcG5xC4baScgLgdsnjZPjKDcY46pp+wbFbvV3RkmV2qMkKSnoYibrMibmsu8/fS29fKubM8IsvBFmoc61F3rUxWOGAS4HQSwLXubmFcKakpKFKNKyGi5o6ZrIQgQFp6QhmxGLdKCbv2tzQYmQkmtnGtiD+dQee/Li8ltLdYLJLJZKac/9SnPsWnP/3pI15zww03sG7dOp588snDyvr7+3Fdl6ampinnOzs76e/vH68zWRGpl9fL/rvkJSsja9eu5corr2TLli3jVLx1fgAhBFEUvUALf/1iNds4fkisFCADM1Di8QCnAWTGhkgR80IQmigSOE5ELB5gpTFo/QhiVWMmjJRxVccSIU5aITM2wlcIqUiUQqRnxlAsFZr2mxzQGqcakCgYemdLKBLxECcjsJpdtNY4VQ+tQtKej2Vp2hdVmPW353EKPookIJF79pDZ+yyf//xRyM3b0Ftj6Lkz0e3tQIj40OsRm3aT2beLMLTMAlopkPjOW9EYl4luaUYEIcedPcSBbT00pyvYHS50tkE+D41JdHsrwrGx2wYR2zVrn+hmZVgieUn7xEPNF/H/dQ2WXEA67mPbCik15YMW7q4B9Ctq1rZMAkXAYCVOslVhpzS0ZiCVhI0bEI5EZuIINyR+sIprKYYLSXocoCFpJv/2drSC/Gic+Exj6pWWQqgQ70BIYhrolla0HyCbHFw3YqiaYo7UyAYbmhuhWkU/vQ1sF9nWje2FJA4GONJhcKCBnhmgGxvNM8pkCPaUyQeNNFshSTcgngqIzUvgXnIG3/u0B7jIjc/B0BhNTpbL32LzxhUnILceQKfTkEyhjz+aL15YBGzUdWuIsgp3ThKxeBr/9o15aBIwMoZMH2D67JC/O3ExIBC/fQTR0opeOJuuSzv4DhUgjvz9Q4R7CjQkqnz7m6cAEQTHwr79yFKZ9uNi/Obr3chfrSEs2siYg5zdyikfWcUpBMjHthA+3UdUimiaPcrPfnQmYCMfEcatEIZ0zavyu385nehbd1AdjRNvU3Se0sX8Y+YDAnn743hb8sTiYyw5c4y3veEM5DM7UFtsRDxO0yKbH37xBEChfnwfxd0SITUqkkSBIDuQpHuBMADP5kas5hwpO6K3GmeB1DiOGVMyUpS3CipVl+Y5AIpYFBCzLHqLaaYHoVFo02lkzOC4+nozdHbUlRGBtDSlLSGpdBWRTKETcUTMZWRXjCivaesA4i46nUKUSvDYBujsMPUiBXHjlhp51qHzhElgiVgMtXYnhZ2C1DIQcQGBKSuvLZA8swMaGtCumQy2/e+A4WIn05cqrIw0ynHfKOIHN6C8BHazRCuFW4xY91A785v203SBA50t4NiIKCR1fAPJuwPcZIV03COWCNGVkKP/bRliYx9WMUS6ZeSgovuoXThLOvD6EzjTEojuJprPa+QTX5sO193FgaebCGo5tiw5GWw6VcGAwzEdkzElQtbP1erVlRCBiQKyaudqyoiwQDi19q2a0mEJqCsjlqxZTcRUAhTAcl7umNoXD2BNp9P09vZOOf98VpH9+/fzgQ98gDVr1vxfF736kpWRd7zjHSxcuJDrrruOzs5Oo3n+PyayKYFVLeHWwj4t24AoZaOFbIpBqHEqFbSOiPkBjqNwEwrZYCNTDiiNU6mCDlHK4DHslMJKS2Sji/YjkAGxXDg+eO2UrrVveL2tSkQsG4wPaDcWItIWotEkULNKAU6giJcChAQdaij54FjjBCbattFVTf7DdyAsScPKJFLWdwwScFDLlsGdu7AsRSwRknrLcai6HbQuc2cgzj2RWfc9QXZNFeFYEI9BYyMQopMpKFUQjkXMViydNYCVSqHjifEmdE8XsZO6SD7uoWQM24mQNqTOSMN5J0/cKxGns6GPlvZRsm4DVlxAIoFubUVf8mrkE0+B24ToH8WKlUnZAbMXDiEbeozCUhN7ZQ/dYjfZwdBgLByN5Srir5gJ7Z1oxwHHQSZd4o0BR3cP4jkphCshEUdnGtBvPh8xVjSWn3wV1w3piEfMmJ3D7kyCU8uwFosRO2sOCw8cIG8341oRVqw2OWdziEIWNWceRBFYAh0o1NMHie7egTx+Vm0HDSKXQwwPQK5IVFEIC3QlQEgXuXYr6thjTRsAw3nETfcT7CphtSex2hsRlSoaidy4EzVrDtoPwRboisa6648wowOdmeRizRaJvnUbYnoGIULDrOf5iN4hxLadUIrAEciYJiyD9a3bcI6fBSEGCxFG4CSofuJW7Ka4WWwsAZ6P3L4f9vejK2HN2ieobvOpfPAOGpea5y4yNgQK8ct7iIbKREEcaYEdV+hI0agUmbMUxJOQTkAqgUy7dDXkSWXKODJplMy4jYjHaDivA3d9FuEKZGRCyBucgDnTBhFWsyFdiTnIlgRN8wJSzRUiWduxWoJEu8JZkoHWDNqSIA3gtW2hj8qW0RbGYqYVZBrQ56xGHByufeAKlCaWikivDI0FZnxCkcjjF5Cx9jJ5LyfjgtQpLdDdjHJdRM2f39xQIeV4xOJJhFszCTgWXPoqrPs2oIWDyHpoDcecMYx8/+WIO9aBYwOmrr7q9SxsXEPfHyNsx3xLzoIW1LRZiJJE7Dg43o+g2gAHQoNvsARUPRjMEf7qSazORqRUJGopEqRUxqpBzXIxSRFhiiJS//cQAOq4a6V23ppQRqhTztf/tkDYRtsRDiCF+b6krJXXaGFr5CdiElpWOLysYgCsL1yvXqextnF5IVm7di2Dg4Mcc8wx4+eiKOLBBx/ku9/9LnfddRe+7zM2NjbFOjIwMEBXVxcAXV1dPPHEE1PaHRgYGC/775KXrIzs2rWL3/zmN8yfP//l6M//eBEAzSlk0cNJmMlBSo2V0MiGGKLRmPBl2ceJQtxKbaFLaGTaRaTMKJBFHztSuH6IkGCnBDJtIxrjCC80+W4SE4hvmZYmEqTBTGKy7OMmTeSMEOAkFTIdN7t/QGYCrKiKmwsJfJuxvS59H3wajWDl3zjoZQsQlSqlXsmPdy/CFfCu1v0kc3lELo9et4Nf/Kqd07uyNGUsPN9m464WNn3SouBv5p8+qVAnHQdA7/f28vFn9tIpm7hqgU3GKyC27+VX/zDEaBWu/kIMLAutFKXQ5baB43lLVx+xagVdUxDEwSG2/SZFS7dJT48DUSDw9yjc25+AK2eaB1GpMuRleDrXxJJGGxWWzSSUzaJueAxmZiAmDJELkEpo7npuORefkINSefx56r4Se59sJdZl47ghWgn8ok3xtzlazxCwKgDXQfsRMhFjzehMXtmpTbtBgNCa0jVriPW4OMt6EJYkDDWejPHg5iWc4JRozBegsQGCgNLdgxyo9JBIWyScEGFBNOKR++qTPNnbzinzf0/65CaIIrw+xZpN0xnxJW8oHCDdkjEmtE07+cONKfKBxQldcRpaqpQ3a0Ye7eeZ0QyvOfYWYufMg2yePXdq1g33MOoLLp7bT1tPBXYfZOQHW1nb305HbCNLF5SRcRjbH+MPDzfT7lY4esY6Mud3QjWg75YSt+1bxDHNVVYsG8SyIsIdWTb80qa3kuaUmQOkuxXKh/59DfyhfybT1oWccXo/1qxmdLHKrrstbj2wmBWZkFXdw9gFn4PXF9iRA0+lOW1BH26TplSMcceOafRXYP6Q4uxjDuA2RPg7ityydgaVUDAnFbCiZwgrroiqGtuNeOyu6Zx0cQlKHnRKtBfhWQkerrRydOjQHETGclsOKD1RZmS0nc4GjbCNftDYEHHH1kWc11kkVQ3A81GjFbSd5N7t01k5X9ORKiJshZ1xGXrIIz0jT2J+H3R2Qq7C8N4mDgx0sKQRyBYRo2MwNMrIL3bSdmknwhoBKVDDJQqFRp5e38NZs0bhuAokEoi+PgrX70HGbEQGHBT+qMDLJtj6hxgnfy6JKBQQ5TKV3QF3jiwmJjWv8KpovwLFKuHuIvf9+CBnvlqiqz46gOFSgq/ethR1yza+dlkJZ1YVooixu7Nc8+kNLGuazas6ijh2SBhI1t7ayh0/3MgHV2TpODZCVeHRvV08PtINW+Ddi0fpnBeh9o7xxEPtbBhbTldCcXRrjnjcQ1oaq2bRFHKqQlGfp6bMpc/nKam7VSbVOaLrxREIp6aMWDUTjC0QtlUDrEiELWvUsNbULH4vOwOrINIv7Ap6qdE0Z555Js8+++yUc29/+9tZvHgxH/vYx5gxYwaO43Dvvfdy6aWXArBt2zb27dvH6tWrAVi9ejVf+MIXGBwcpKOjA4A1a9bQ2NjI0qVLX1J//pLykh1nZ555Jhs2bHg5+vLXI40pZGMcKw62q7DjCjspEOkYZFLQmDIWipTEiZtyK1Erb0hCQxLZGEOmJU5SYScUIlXjEkgnoTGJSLtYKbMLtOMKmbSNItNo2pcNMewkODGFE69hVVLOePuiMY5M27gpheOGSAkpN6CrsQiJGDqRRCeTWI4m40CDC9LR6Lp5UGlmJkOTsMuuRVJoQx8+IyXM4lgTpQQdMkPKMfgVkXCgGhAgaYhLKFXMTtm12FdJcne4i9v2zDa7lprkb+7lnwZ91g52mEnN0Wgl+PADi/j09bMnnr1j88BYM79iPxsraWRcGkzGcJaP/Xo+t1/fgb9xFOI2VhyeKzfzo2A3wYicYhn5z9tn84m+JiqBjeVopKMYzaX50I4unrinA1yjNIqEzVi+lf9gK73VBkTcBikJ12zk6vUz+Me7FoDS5n1ZmkeKGX7sVXn04AwzAQJ4Hh97YgE/HjGod8cJkXGgBsrrinvYcQWuDTEX6ZrUAs2ORtoaLFnbiQtaXY9mNzQ7UBuohTx2xIPa7lCCNKDqBjsi42oTPeXY4FjEEyHtsYC0E4zvLqXQNDsRLa6P5WjTD9fGsUPaXI0jIqQrEK5EuIKM69Hm1lxbrkDGwZYRLa6i2Q0RMRtScUTcJWZFtMUMw63tRMgYxBwTLt0ZC2rftsR1QhKWoikGDU40Pl5kHNrciGbXRGU48QgrLbFisK23gy+X8ngDDiQcdFMG4UjuyvZwmzWAsC1sJ0IkHFQu4APrZnPD8GyEhWnfgqdy3fxvvR1lxwzeQ0rGNsJ1T67g+kqVcmC+g7AkuO3+GbxvZws3b14IFQ+0IhqtcM2OJr6XS7GvtwnthZAvUbx/hL/f0c2O3zmQK0HFQxUCHhyZxff9LKPPWIiKUQ5Eqcxnnl3C1U90UxiNozwIqhb9pVa+WQzZ8aOcqSsk1aLNLcEAP61sZsNok7FW2ILeTWmuH/V56pEOyv0CYRssm7QkjmsRVYBEAtIpnJhiZjIxvit3YhG2G2ELTU/Kxg8sRNzGSpn31uRKmhyJbYfIhhgy7ZJxA9rihqMn5oTEEiGxZEgsHeE0mAg3p0HXDnAawE6D3ThxWOlDjmTtSEw64gIrYXh2hCsQjgRXQKz2Pdqy9l1aiJhlLEW2RNjm/9iW+fZd20QvxRxz2C9vojyo5cJ5oeMlttnQ0MDy5cunHKlUitbWVpYvX04mk+Gqq67iwx/+MPfffz9r167l7W9/O6tXr+akk04C4JxzzmHp0qW89a1vZcOGDdx1111ce+21XH311X8SNPtyy0u2jPzbv/0bV155JRs3bmT58uU4zlR712tf+9q/WOf+x0pjGpJ5rIRAKxMKKRIC0nFoSIFSiLEiMhlgxX3j10xKSMWMOVkIRK6E9CJk0TeLUsKeUEbC0FhXkkV0pECBSNqQjEFD2vQhXUImi9iRCbWTMWEm01TS7BBKFWQ1wEr6xGxFwvUZ2pJizf4O3rxsMcRi6Gk9JBduYOuDPhnXJrYwiZ7WYwbI3Dl0rPkDs69sRm3zsPaWObWjTKxbIxI26hUXjD+Oni+fzLveeR8zFlWQCRcxdzbqmJVccWEIRCjMBy6zeU5fsp/zLrBRlyxEu6nxNtKfO48b8dE/uYeoYCxBCRf+5YtHwSS3kDpuFe+/8i7eb6UoPbEde/501LQe9LQevnJfGTO8j4c9e3AGi6zad4A7PnU8QjmoeRMh55fcsIxLCFHfu6/GTieYNa/Kz//lVGDim9ZHL6bbf4o1r55G4cEDiO7pqHnzkAvm89O/LQIWypPI53aRmbWDt6utvO8jJyFKClVXftJpvvPAKuSzG8nfOGKU04yNbEmSKua569kkq17bgJ4/C+F5xIYKVJ6WrB/VvHaGhe7pRjcYN8tDQwWaXThxho/VbGO3KeLDBX72QIZXLG9FzZ6JdBwyTVvp7Wtld1FxyfQQpnegU0mkPcT9A3Fe0SZYMCsOUpChwtNbbWamLJbNyKLnzIZKhcaePh59OuKU6QWs6SlEaxqEoPhowKMjMY4/WWN3pdF+RFupzDM7WlHa5dglPegZPYhCkc6Fz/D4xhSvWFolNV1hdadpochjT7ZysCI5bkUjxGway6Pog7ApGzItLrAXNcO86ThSsv5um5QNx7YXiU0TWC1xZGPIqvQgv73uAkS2gMp0gRTIlXP429Gn+LsmKG89QGx2Ama0Yc/t5sd/OxOQyPur6NEScVnhuP37ufujnVAN0dO70ZkMLZcWeE+uj3cfv4ro508iYhJba16T2cWF7zsXZAIVAJaNNbuFn30diEm8u/oQyRZoaiT9pjQ//dQ0xFAORssQBFhtcS46eiOXnb8YesuoFqOcqrlz+Mp9PYjd+/B+tQMrJUg3KhbP7uNXPzofuXUfatZM8ANaXn2QX1+m0BvK5Hb1Y09rQC+ex/R/6eIneMg/PAmVBlS2wtxwlK+fa+FvGsI9/SjUogUAJK9K8cHwfrxyAivpkpgBMmnzijfEOe72bbhvOwXheThNBznF68Xd0MmBikvrUQrmTUegST50gLXDERdMVzS2VrDiNcyHM+E6qSdYMhaN57EATPJljIe5Kg6LfjETyLhvpxYhY1wwosYPY8rF4dYQ26pZW2qdkWLKRujlkBcLYP2v8Iw8n3zzm99ESsmll146hfSsLpZlcdttt/Ge97yH1atXk0qluPLKK/nsZz/7F+/LSxGh9UuLdL711lt561vfelgoEvB/NYA1n8+TyWRYtfJY1t71OcSufUSbeokKCukIZLODXDod3dFmdjt7e9HDecK9JbN7bHaRi3qMMiGE8ZePFon6KiDBnpaGljRM7zLKSK6A2taLyocQaezZDdDehJ5uJl1xcAC1+SDRWADKLN7W0m70rGmGIKl/EEbyhLtGEJbAOmY26qjFGALsOHVzpdy7DzWrDZCIg6PoaT21XxwCVSCOfPJZok0HjZvJKqIuOReYUCRQIWL3JvSazYi2Vjh1Fbqjo3Z9CBgFSm7bQeWmjRSe6afjLdNQF01WXH3kffcQPVeFWMxgaxwLwRjqotcAE/iSysevZ2RLmdi0FjqvmoM6th6KVoZSCVLtUCwiH3ySkbuzuIUDNPzDGaglK8bbEAN74bb7UFZ7bUdlI1wBsQrqtNMh1lC7WQX5+7s4+B+DNCxup/HyBaijltdaMcoIJBAD/eg169h/T0B7cg+JU+eg3zTx++STD1H8yUbsWT1YSbBnpRCLZ9YWiApGAapZYw4cQE/vrL2rxPi7Gv+N2Mhte6B3GOb0oGZPB/zae5WMJzzCuPnEwVF0S7PZGRMBHhBDDAwhdu2HxjRq2VzMKpCYdC9t+lb0kQcHIZEw4agEtSOJ3LQFqlVoakTN68bsb9xJbYTm3W7fD/uHYM401Nw5tb4JIIbcuw96B1CrjxnvG4GawNzgjfdNPvio6VY1QA3kEOEInH0KeoZxG4uhIcpfuYP+TRE9q9PEl2QQJyxBOzZi4zr0/ixi5TIYK6GGiww/UCIcGKbrNS3wlgsgkUBu2oK694/4eyrIWTOwW4yPIDxYRHoD2MtnoV5n3q18fC0jP95IaSig6ahOGk9tggUzIJeHfTsg3Qiz5kMQoDfuZfCOEVQ2R/eVc1CvPcf8vChCXn89xScquHM7sTLSLGYjeSxyWGeegDrWuETlmocY/Pl28vkYPSc0kjx7GmrZIkQ+i+jbbT6PVMaM/Z1Z/OcGSJ7Rhj7pVPQ45YIGSvCjWyCRQXY0QFMKPasd3dWCGdsCuW8/7DmAWjkTMi3ILXtRSxZPeq+e+eb+425UNZwAjU52mdQX/8lyCJhifAlSupbJblL5kTCJdUWljgmpu2TqmBBLGM2onijHtiaUj1p7+UqVpnP/nlwu96LxGi9WrrnmGnb8/A4+suCsF6y7pdDPx3vv+W+NYvmfIi9ZPXzf+97HFVdcQV9fH0qpKcf/rYrIYeLYBpXuSKRtPn5hSWMGdF1z2JYxFdrC+Dbr5Y6Ddp3x8nHaQssMGu0a4CSuY4CgNqasZmbHdcGJGTeCIxG28ZcKR5py2wbbMYRkjmXMmPXrTSLtKT9F25POu8+D6nJts9twJCTcw8ulNAudqE9Cz9OOYyMcsGxlIhcOlVQC4dT7W/P3Ps+OSitDAsah9MV1AK7jgGUhZY1y+UhmWVF/dlYtm6F1+P1q79LU1xOul8N+W8w8H0BFmFS2U+5V65dlQJxCyom+HvpenuddHVa3PumOn68/AzG1rmODNfk51c6LWh9s60/fz3XAttGOPfV6MGVWPa7ySG3UzsVciNW+fcCsOsbVp13HmNGn9Nk5vI36/WpuJBzLLECT363rmmgbPRFdoZ3auKwvVjVzvbAtpGVo67Vi4hm5RhFW0XgXJ0CSCnQ5mAAKS4lSAs+3iQJpzkfKAFlLHviRWVxDcz6KBL5vo+vZMAHCEF3wTB/qr9PocOhyNPX3RRFaCxwrMi48W5r3qBTEYpCM18gIa2RmVVOmj2B+FynHpNu15YQrY/JTj9XGUA3cSGJy9MbEOxFx20QgudbhLpOYZcbV+CHNuVjtb6fmUrEthGPV5rFJh12b22rWy7olZAo4dbIi8nyGhjoFxZ/LMvYSRSOI1Is7/n8x8pKVkZGRET70oQ8dFqf8/5LoZNq4RFzLMGPGpcFJJOLoZNJEicTd2oQpkG6tPJkwgM1kqna9jYjVQFgx21yTTNbqJBAJxwzymBjHE+h4YqI87iDiNR+qLY2ik6iVJxKQjCMTNjrSqLW7yH7sHq5/wzYmj1jx3F6+ceF2rn/DVsTOvZN+pY3cuAfDQ15EVSKi4Qq4DcjHnz3kiQiq3/kjpJKoXBXCOruhxRRPYBBipwUtXz0bde6rDnuu6sTjkW2piQnDtlAXnnNYvfgMycyLJU3TvcMnl/qEKYwi4yZCGt+xaBwoO/4OOzvR77jMvEOTzhZiDuqs081kXhfLgkySaa9PYsf0805m2rYRliQR90m/dQmiYerkr447mvTZ7VNImRgYQfz2Hr58/jbkg2vB86BYRGzdzbqr1vKZ87YifnvP+MIncjl+/Lrt/ObyTagndkCugl63Df3zu/jkOVuQG7ca/MrBXqLv/o7/vHwLnz53M3rNWsTIMGIsS/D12/jqBdvZ+u5HEU9uMhaCp3bytQu3cMubtyDXrjd9Kxbh32/nI2duIvjOPTA4gsgXkdt2sO99D/P9S7Yj730IxgqQLxGu2cSXz9/GH9/+NGJkxLQRRYjf/YG/P3Mj1RufgVwZMTiCvPU+Hvmbjfzssq3IHc8hyhX0vmGeeedjfPLcLWx+16PIbTvMbz5wgB9csoXr37AN/6u/g1zZKBNxB9meRv3NpejWtknvwcHtkMx7jW9CQKUx1+t4AnXmaXDq0RPKky1INARMu7zBKL66phw1ppFLppG8eD46AuUrE06/sAnr7a9CtKQQxeL4PdvPSjBtXo4gsNB5zwCllUa96bUwrQNyBcgXiXI+8UTA9Fca4DmBGSeiVEacfRwNF88wyk5Vo8oKFYJ92QmoRQvHn6f2QjrfO5dZn12M3SCMC9fz0K1tqOUrUMceYyLZVIT2NY0XzURdeL6JyKqJGB5B/Px2xKLZ6FIAoYJiGW0nkfc+QX1+EMUyejhP5Ve7KH/yThibsIarf72Tn122A//Lt6GrhkNFpBxkOmbwcmkXkY4j0vW/a0cyhoi75kjGxq8TCdv8nXBq85pdOxyI2RP/dycpNLZETAapHrquK4C6IqiNkhgp8/8g5OUUo6qJFzyeX3v6nyvr1q3jmmuuIZvNAnDttdf+Rdp9ycrI6173Ou6///6/yM3/asV1zA5sfCcgwbXRiTjE4mZBjNeUDUfUlBZTruvKRsw1GTvt2mBybIhPAEt1KgG1wSfs2u7VNnWIxQx3QdwxOxDH5MMwu8+JclIJM2iVJhwKsCzF61buMwtNTVTvGNNTkLQ0et/I+Hm5bgNPfztH8RO3ovZniXKKrY83cfO/pbntOw5iaGi8bvETt/GZtcv4yg0zKO0Gkcsj9+3n5suf5TeXb0bkcqZiNsfT6zq5/G07ePTt66c8UvXju3jbmQ+z8bY4Kh+hywFRf4HbXr+Jx966bkrdtU/N5B9+tpg7n1kAI7UJUmnuf/MG1HfvRG7ZiijkoRrQO9LOBz6eRjz13JQ2Kp+6nR+cv4XylgBVCdGlgPLDI/z4gs2IG+8brycGB/HX5Xnf9+bQO9BqgIuAGOjnl5ds4c43PYPo60OEIaros7Mync9+KsPQQ1N5DG5+/UZ++otZeGMS7Wu00uiRIpXNZS6ZUSR6btgsEoUCeqyEIxWntCvCg2WzuHse4rldnDsty8J0hWAgRBU9gn1lshslF80ICB/dieg9iBgeoXjQYVrcZ3W7Jhz0EfkiYmAI5cG53WUSTkh4oIjOVfAP+Lyqo8pxbVmiDQcQIyPIwSHKOxVndFkM7E1DtmgW2eEsTY1lzuvOEe0dg3wJilW8Ac0rOwJmN+aNixAQhTz+jhLn9lj072tA5auQKxHuK7K4fYQLZg/AgUGoeuiiiUx7RTuk3NB8o0GA6Bvi3O4cSxsr5Adi6GotPD1S+JuyfPnszYj/fGg8Ukrkc+zf2c3HbzqK0lgSXQwgCJFbt/HLSzbzxKdHoW/EKJVexGCug/d9ZyZDG1OISq2NHXsp3lvg459tZvfOZlRREQ4F7Lzd5pvvLrHmP5oRO/cgcjl07wjfvH4OH3v6ODYPtxANedA3SvDoPj5/1ma2fCuHfq4f3T9GZT/8Z+8Srr55BZVNHmJgADGaRWzfyTfeH/Cdb3VQGnQIS5pCv8tzB2fw8ash/P4aKJURY2OMPBxw0bW9XPTBnWx6uhXyRcTQEGOf+QNXn7GekY+sQT26FV30GNvv8vGvNPG5V29GPvz4+Leo1zzJt3+zgBu+ZuP1anQ1QGdLDH3mcW76tybU925BDPTDcJZdd1v8buM8bts+G7XpoPkOB/qpHIRFDT579jSjg8goCsmYwc0la9i4ZM1SUz/iMWNZTRjAMXHHbMpqVjPidi2LsYOI2bWjZmWJ2cZy4trmsK1J2BAxYfWqWwVrodSEtY2GMrw340fw8lrxtZ7Y47zQ8dcm73rXu0in01xyySXkcjnuu+++F77oRchLBrAuXLiQa665hocffpgVK1YcBmB9//vf/xfp2P94cZzawAiNIhB3jCIiBUhnPO+EqCG7cW2jpCRqPvl4rObLrA0exx53z4ADvl8bpN4EM5pjT7gJEnEzcF3baP22GHcDAehYHOHUBrVrIROaIJBEeZf4pF2STMcIFcYMnXAmjOwNKXKBh5tWiFQcKx3SEAvw84KxSNSI0WpdTyiyYZWYlSSWUehMI7q1laoaJusb0i/T5xjTGrNMD1pY2jk45XHKd57PV9f+jvblHrLRRiQdRFzzmpN3YF9wLJOX9vktgxyXaObE9lForeVKkoIzryzCguWoabMBEEmXzpYhXpVuQr9i5ZT7pf5mBa87sI54ewKZsMGSxGdr3jCwA33+heP1dEcH7qnTOf6OMl1tOUiYUDjd2cUbTlqDc/JsVHe38funXTKixDExi0x3Zcr9LjxxB4U9Fm46gUhIY3quTZxjnotwJLqhwYAw0zECJSmENTeE64DjgmWRr7r4SmIlBSLpIuMm11AusM3WwnWNi09oypFFJZI1cHMctCasSrK+iy2VsbjFbKwEVJWkGLggq8akH4shpKYY1vYrqbgBR7sOUThC3jd9JmkiUKxYnmJoUQ1MVAuAbmrGSgvKoUkmKevRZvERPN8mVBY0JtCZBkTaJVSSUiSN6bq5yXzLTQ1UwyKVyMK2lYlIS8QhirA7XF7bPIB+02uom5t0QwOZWJ5j4g7xpI9IN5rnaksuXXk37qwkdCwCrRHpMg2xPMfGHDpfHUc1GUAplkRGZd7YPsr0rhAZE6iKJiYCVtgFXnVGDpoMTklXQ+bbVZZkPBY2l1GhNqG1oeZV6THmLR5B62bwI7SG5YkCBVsSlAVJP0AnFCRiXDl7I08P9BAEkoQyJIgzW4c4v6kBZ5qLdh20bdF6vOTdu2YxWLWY3pKFdAe6rZWWN3vMe7pKy5IA2dIAjk2yoYwrJWN+YKLw6mNtRgtZX9Eck7jNjAOTUw0DDFYFVmcc3dKKGMuTdEcJa0YF2ZpAxWLoFoM9KYeSVg0y7ZrvwKlFrtiT4nLryoHSNQWBGhfLpFW4vnJrXSvj8FVaKaCGKflTK3hdCQEMPgrQwvw5+Tr/5bWMgHhxANaXuRcvh8Tjcf7pn/6Jc845h6uuuoqXCDt9XnnJANY5c+Y8f2NCsGvXrv9yp/4nymQA61Prfmh2w8/sQBcMHTgtadTKpePmULl3H/QNonYPIZIuoqMRddSy8fDS8fK9hhRJzm6H7o4aQBDwPOT6Z2GkgC75iDkd0Nk2UV4qI5/ZBMMFVNk3E/3yeQZ1X7teDA0htu2GagjTWlGrVmBG+oRBTIxl4fYHjbJ0xkmTQG6KGnsVcttO2H0QOppRxyyptTHZDaEwgEQX+eh61Orja+enAljF4CDqtscQlx4LmbZD2vABH3nnE6Z/DUmIO6hjF1AHiY73+Ve/I3x2L6HTTvxvz0B31ol66tE0ZuKVTz9D9bYtxHoq6He8hclRMlBF7NyG2DY64S9PuqjjF9XqTfRNbn+W8PoHUKkenDevngTynQCwAshHniD/n8+R7skhj12GOv3USfcrI2+8DeWnzS6yvcE8zyWLEfv2oGfOYtw8nstB4MO9j8N5r5xQ5gCRG0VnmpGbtoLnQyqBWjAfuW4d6rjjpr57r4LesBNOWI6ePn3i9zz7LGrFcuTGLcbS49rQmETNmcMUY6nvo396K9Zpy9ANjUYBdR3zjAMPnDhioB9RLJvd5sgo6uQTmWp61sjb74VlC6Dqo+bMrrVRn4bN/cSBAwb8+NgzNYD0pDb8qnFhaYkcGkInEwg/gNFR1OJpkGic8r7Ev/8ab91B3GPmIJfOmARwLiH6BtCNXciREegbxL9nGzIYwT5lGeqsmutQaeRjD8CuXsJKIzJpg1JEAyWs2Bhy5jTUWWdAPIZ88HFGr9/OyAGQc2Yxc2keZ0Gz2UwU+tEVC9HVha6GVLZU2LreoqE8xJzXNmK97mR0YwY5OAR/fIjyk0V0UzdOpjYlF4q4sxUcezRqiQFNy4cfx7ttHd4oJFdOwz7/KNTs2ZjVtgJ5D+EpxPAI7O1HnXcSk8dg/Z0Y0LSNXLvJRBE1txp3L2HtWdaef7GIHDwAEah5i6bgkcS+3eiZc5Brn649+BqOo+4Gm6yIgHE31mNa6+dqrrEpSsrk8vEu6wk6gbBu1ZhUp66kaDXOMTTl3oBWEziXfLlK8xWfedkArJt/ehcfmHu4i/lQ2Vbs4zODd/1VAVjPPvts1qxZA8B1113He97znr9Igr2X7KbZvXv38x5/KUXke9/7HrNnzyYej3PiiScexhZ3qNx0000sXryYeDzOihUruP3226eUa6355Cc/SXd3N4lEgrPOOosdO3b81zpp28YaMQl8OgV0VwdzylqomZRTAKLaNlYOIWqIc1uiJ4MjHQNAnTBBMrW8BiocB89awnBRTO6fVXft2OjxKIgyk/Vx3dSMfvNZ6MteNUkRoVbHBxS6vc0oB4kYZIcxE9ZUkQ8/jP7BTVPxFoeIjicMOPUnt0K5fFi52LnTTDqOXbMGOMj1Gw6rFw1WyG53iCrSAEefTxwHraDyVG4CwDb5fuu3mGdbB0QCcu26w+rhh4xutlEhNXDp84jr4FVsSpsD9HBh6r0O7CfYOlIDI9fcek0ZQKNntmHejRGdyaDbGtFvPB2dmTpR6owLeOjpPZBpQE3rARmhjlvM+E4wFkNPn46a14N+3alTFBGIUCvmAJGJ/Eon0LNnoub0YL6Nyb/HRrz7XNTiuZMUEQAfnND0vakZ3ZBGdXehTl6OibCYLCHqNSehZs1Ad3VMaqNCPdoHQE+fju7uQF1yysTvGO+HhgYbGhvQzc0Qixs3pJDIRw/Pz6EKPqN7a9ihSWNSbt+O2HvAkNkl4uZ7BrJbbChP6rcUUK5QXZcFX9e4LUzW3fLGCuHObI0t14zPwdEGtmWbKIc2OgK0QleM2y8crI7v+lUoGPNiPDeWAX9SBEkYUv7jCMMH0jVKdNAhBEVB6eFR8CdlmA0isnvjjA4mwcL8jskSj6MzTZBKmbH4LzcgDqEar90Yefs9kE6Z/FDjCuIhYzudRs2djlow6xBwd4ie2WGuaW8z+XhirrH41i28dTB/fa5yalwf9WzFddezbU9YVcZB+NaRD6sO1LcY54WfyMo36edpdKiMO1QpdBgZbEygwIvM8bLKC+NFJnAjf13y+c9/njA038lVV13FjTfe+Bdp9y8WbN3X18dXvvKV/3I7v/rVr/jwhz/Mpz71KdatW8fKlSs599xzGRwcPGL9P/7xj1x++eVcddVVrF+/nosvvpiLL76YjRs3jtf5yle+wne+8x1++MMf8vjjj5NKpTj33HOpVqtHbPNFiZSYQVA/JkdHgK6fg4kYd3nI4z706U8eTDXg3fjsNNnkWb//oQNwsoj6DgUIdQ1UaGN2PYfe2OFwj53A7PqFAaRGkRn8zc0cCXSlTjkZa37bxE7nSF3SCmyJXNwFyeRh5XrevFoI3qSdTTp1WD1hG6KmF8OiKKQhTzrs2cP4YjQuUk4hRhsX28aJRYaG+oXuB1gxbdwrk0Sn0sjY1D4Iz6Me3sqhFPvj7+rQZx0DHEQuD76PKNWtM4e811IZE2LrGv//xI8cr2vaCMy/h1iDpta1xvEUh/ZNVMqIShU5MDjet6lijddlyu7JZUoIsOcd+XdArc1a3aCmNIhahFjDEb4PKXAcddjY0Om0wSZM/hYscGLh4d+H6xpiOiZCT4UFVu0RCRWO77rtWlI3rQU6xOzMtfHWQm1HrvS4l0KKSYpIFBlOIcuQ4SFM1m1qm3wrxtQILilIt3hkmitGsT3UguC65pOpuTxEYwzd08MRJZOqJXycvDAfaT6xOPz7tDDvRZh7jUdl1TZmdU4PISbKZC1aTUyaL+t16pYUMRGqO+UYL69dK5iYdyfLFCBG7UFODhlWGq31X8y18HxS9zS90PF/KLjnLyonnngi9qQoxosvvvgv0u5Lxoy84x3vOOL5vXv38sQTT/DRj370v9Shb3zjG7zzne/k7W9/OwA//OEP+f3vf89PfvITPv7xjx9W/9vf/jbnnXceH/nIRwD43Oc+x5o1a/jud7/LD3/4Q7TWfOtb3+Laa6/loosuAuAXv/gFnZ2d3HzzzbzpTW86Yj88z8PzJnZLh/Gq1MMiqSkN9VwVk8thIs6+br6sSz0kb5zI5whhrEeK0Z/cvmWN785q/MsT5XVlBtBlD/3UDgo/38rQaJq53z99otpjT/GNL1rELLj6WiZM2r7ip2/eyjveMIjoaUL15ag8MMT+3j7uHWjgPb89eqIrfQP87kMHWdFiM/fMYTi2XuIyeXESI6P4/QFD9yqmnZBHt05KlIcFngGc6YqPcKogQR21hEMXJ3nZ6TQvfga1rwxedWobkxWZIMDKWDhvOH08VfekVlDnn4e8/THjP65H0yxedtj9dGsrzW+dS7jDQ1S9SXc4ZJL2A1qOt5GrTkAtXD6lDZrbEO99Pfz2MbM7qwawr4/wdxu4+dEZvP7yUfRFhpdArtvAo/9SYcNYjHdedBDxxjMN/8WePdzzySEiDWe/ZhjZlUE/s4fqDp8bN8zgbRf3Iy44GTEySvn6Z1mzeRrDvuTtF/chzjkOoojKT57g10/PZF7aZ/VZo8i2FNHT+7jlziG64j6rX1dGXfgqxMgIlR8+zA8fn8nbFvXTdsV06OkCrRn456fZOtLE6W/zoL0ZylXCtb38+toCSxrLrPj+CeMWCfG7+7juF61cvnI/qfNnmPw467ex5fYYlcjmmC/MQbe0Ip/ZzIYflVk/luSU9hxzv/0K04bn8dC7N1CNBKct6yV+zmz0dIPR0U0Z9LJDXEuAOP8k2mc8iy5a4xErALpnBrpnJlR8Y20IAqwWl6YrF0IsPaUNdeorcbs6Ce7eha6axdqe24hzWg96xmzDKuzEIAiZe2ZA+qESo7IN5YGuBIbt9h0nwe4hVNlH+4rAt+hqDOjpzILdjChXzDitVIlfcRzduwcobpKoqomksZKS+N+8EjVnrulUFKH6c5SCFtxUYKw2xVLte5SIn9+JvvJ1yIP7DE9Rb44o62D9bA38zSWTnxC73/MEc07zkOUhZDKJHrMR+3v50uckH//pdMMTlC9Q/c79/Mf6GZRC+OC3m2suIRj40L3cdaCNE1qKLP2bODQ1GGXDsSeUivEHryZx30hATRhnLWtiRa7lZiKaOqzQysytIWYDEtX+r9REm2qqpUNPVkoUECmjgNQVk+hlVkY0/22kZy+nPPjgg3/WdbNnz2bmzJl/ss5LVkbq4Tx1iaKIXbt2sWXLliksb3+O+L7P2rVrueaaa8bPSSk566yzePTRR494zaOPPsqHP/zhKefOPfdcbr75ZsC4lfr7+znrrAkCmkwmw4knnsijjz76vMrIl770JT7zmc+8YJ/Hd8CHDkD4r9udJrEYHiZHUlIOU2ZqFwYKlQ9xEorZK6e6DxgpMC/diC01DE1E2ci9e3n19GG83VVisQIqHzA8lGaoGuek1qkWpbHvrOep0Q6eKzXx3l37cPMFRBjyxD9sJdCSk7+91ORoyY6xcUsnP94d8eFrNzP/B6dNNPKrNfzNv1p8dH6cpa/MI6RA7cty1UeytIg0X733hPGq17x5P2vD7byu6RW85+gRdHc3AFef8RQLGpJ86O3DZmEvVnhs7Uw+85sHuPOt+5BXTQBTv3LBJtZW9vCTV9ikj00gpKT00DBv/8heXts6kzffWFO2goD8t9fxuod38IlZr+D008zzk7fexxu+VaBDd/Cdm5cbF8Jgjk/fMIsn/n0t56TjfPCWCYXt7854kpIo84PTIhKzFFZzBJWQsCA4ujlvuCuKRbMA50o0x0IWNFiofISdz5kFZyTL4uYxin4MlQ2Q6SpqxMcr2axqKqMKAfZYDgpF/LJFT8In41iofIhdLJnoFAHLMxXSToDKBYikRzQWsqCxREdDCZVTJiHfWI6gYrGoMaLq21Aom0y0nk9Td4VlVoTOWohkHMoeYUEzP11leksekc3WSO9AF3xWNVXxyjapsZJxneU9ZnZXQIAYbjIRYGNF0m7IorRFS6OJHNHt7YjhEZa2j5AtJvFLkni5CkGIKBbp++Fe3vnMQf7zgmbsD5mNBp7Hl98zxgOlXn6ych49ySwcrZGbt/D29/eTIcm3vuRASwbGSvzxjzP59PWP8KNlq5hzimlC//z3fPWmHh6ubOBrC+cyf+UYqqL55e97uHFkI9OU4AefFLB8AeGeMS6+KcRTRd7UmmZaew4n57H18SY+tONJ3tjyCt526j6kIyiWUvxiqJHHqxv4hljKsa8oIsIQvaOPS38whq8rfHfpdNrbi2SHkzw7Oo1vXP1HvjTX45hvr0D4AWNPK67eZVPVZb7gtbLypAJioJ/i957kc4/O4mOb76LlJBvRkqa4XfGD9fNIO3D16u3jIcLyrge5s7+Z1pvhsjMOYHc0IYDqHw5ySns3PPg0XHYOcnSEUs5hTirEFhr6hqCmjLRMK7OqWCbt+gY61ZCaZPmoWTImZhOQCrSsKSU1hQTM/0XNulL/Vx5i8RETYdcT517CIj7Z/FC3kPwfsIxE/xcqI1deeeVLvkYIwQc/+MEXDG55ycrIb3/72yOe/8IXvsDNN9/Mu9/97pfa5LgMDw8TRdFhHCadnZ1s3br1iNf09/cfsX4dEFT/90/VOZJcc801U5ScfD7PjBkzDqunVc3rVwdPTVbp/6tQaV1Hjx+h7EiI8sNAX7ULHYlstAn2R/RuSDN3cp3WBnYWJTELaJ8ASqpZs7jjQIF3nDyIaG1AVkPa2ouUPck9fY0cPamJpvevYtV79rKqc4zY3CS6scGQsv/khFrna9aR5iaWL97AP1U8pn/+9Kn0WG88k59dXELeuxYdxCGTQPY0c919CznURPyl66cjnhlC7duNbl89fv579x8DaHS9d+kEJx2zjXs+fgpq8VFT2vjobUuBhcjbn6j5si1S5zdzwycXMsXV4Dg0vn8V956iCHcegEYDzlUXvoobLizV+mbs+aIjw6ffsBu5aglq8bwp9/v+/ccadtjfPlHLb2NB2sZuyLM+28j8ZGjcCACZFFmvwo6CzemNFroxY6KwWpvZmg2JNCxsLkE6jmz1iY36PP1ckqMa8iY/SxThJiN6Ky7DvuTURhudTtUIs2BjLsG8tMX8TBmRjGE1+ezIpyj4Dh2ZMiqTgTDESURsy1uc2B1CQxKdSkEyyVhfwlhGmj0TPi4EdoPguWIcRzbS3Nw8/rtFg8vTY3GWzAqhKQVNGURjjH19NctIWzM6lUY0pSn6ZbYVY7QnkuMZR3VbK5uHWqlGgpmzxkyIqGOjGxvo+oel3DLtZKZMY7EYH/t+Ix9/ugNd8aGnB6RALV/KdffNBiSqok1IbVOKk0/awb1vWQhxe4Lf7Mrz+eiVFT6+TRCs2YtImIijt7ypnyumzUDPmoGObHQyhT27iVteN8bAAzGyzQXcZISVSbDs3DJr3nM07N6L8mJoX5FOeby1eZCPxzI0ruqFhqPR6SRiQTf/+cUY7BqguLWEFdO0dJY4vWmQV3/8BNTcJZBMo6OIzCrJ9/oquC40rByBxk50Zxepz17Al6+7AX3VGxB79kOuQHrhKB/ObMNqkqhFbxh/ROrcUznnhjuZd3aIbG+CpgzatomfWuUP9wlOOXWVqdfSSioTsHuXTSmE07sn3uvowSRPjyU5oUWZcN46Xk1po3hwBMvIeESMmjpX1RWDyUysk+VIrt+XokyME/LVuqXES1Nm/gzRvLjp/68tmmb37t0vW9svWRl5Prn88sv5/Oc//5dq7r9dYrHYn04apNXE4JrMulh3xdQJlLRGqJppsQ56AwOmmhyGptURBuERUOWT7x9FNZ9z7f+TB23dHw2GXGj5HBoun0MDBnhY9w2rk47jg7cYam41GTPgCt7+64VojoLBEaRSpFa1sWjRNBYdyuLa3cXrbm5ErnkUWtomlQYY22ot3Li1BafbYcYyUK1Nh/4gQ/xmSxOdlIgbAOuOHagFi6bUVL/+A/k/DuNMbyN10ZFZIQFwHKK8Qv34YZyvT1VGQCN/fzdYzVMBrFu3oBavmFJTjGbJ/sc+kiu6seKxKW1MuZ/rMLpWkVy7juRZBdTrXjNRlh1F/+g2xMyZBsAad6C7HfvUk7jsAx560lBUx6zkxJ+GnEgIk9Q+NXs2r/pFF2Ah9/VDqYRYOpf4G9t5GwGwyoDiMhniH+rkwpTx4YuB7nFLRfyfLuQKfMBB7tgN5QrWkjlcdGUnoMe/Ad3aSvyfXssH8YAV6FxpPKqn4xuvooMQRRwxlkXkCtjnNPGGq6czgSWoPaGLzuAdF9X6NjRsgLAzZ7D4IoOX0TUsiDpqKSt+7LACH+Peqy1msRiv/Nmq2nM+Hj3Qbxh+hUAMDiF6n0Mdf9LUN3v7EwzfP0bra6cjJgFYRe9BxMAw6qgTxgHS0VhI4d930fSGhVPakA8+gn/nVuS0mYh4jc10V57wge04sw9gveN8oyA6NrseiLPtQJoZTRIZw4TIF6tUf/YUVlcj9tKZCCvEcX0Gygl6D3Ry5nEanUygEylEokj1J0+THcqQWWqwKiKAIAfVHz9K/J1x1PKjDBtqV4ZUag9BGXCFUTLNE0RfdSGgUNOmIUUfsieDUHn0la9hqmjm/fQU5CNroaUd1dYGqSR6Whv/eJePrqd6aGwgfu1ruQqjdCsmxlrnN1/F2/CBGOw9YFICoA2ZmG0BamLBn0L3rqaCJSYzo46H+KrDV2mlpl47OQT4SOB0ORkcqgGJ0NpgcqSeoFR42UQY5ucXkL9CyMjLJn8xAOuGDRs4+uijX7jin5C2tjYsy2KgTj9ck4GBAbq6uo54TVdX15+sX//3pbT5oiSKGCfViWoLfziBRBeTB96RyqMaursuigmKaTC+7iCaFA6nppaHobm+ziyoakrP5PLA5LVBilrkRoRREA4dApN5ryfLIYttECCGh4/4OOTGTah92SOWTTSn0IFC940deQLZvdv85slhfi+UYiD6E3wBWk9QbB/hfsAEkqyuTB6xzqTwwz8B0EWp8TTnhybiElNCGGtAunEQWMjhzz+qnT/0XZnkg7oxDdJCJ1JMREFMaiOVrJ0LJ4U+U2uvFgmTaTQ07+k0E98GR6ir0FMo/if6pp0YOu7WQs5DDouEGe/bkX7HpHc3brr/U88CY7KPasRVvv887+yQxW/8tJr0rg1wVB/6k+vX+b5J5VA3yoUaHRkQq0hY5nnU3KJCaJJWhCMjA1q1DTuolRaIWJ0hVCJtTdxSxC01AcCspZaw0rX0Btr8KyyQjjYg2kPGQDnnkMsmIDjCZqVYNHiY+kYk9fzRbZS9SRbdPyWHzAPmIWHei3lWeLWj/l7q808wiWgsnPT/+nxYB9BGyoz9IJyY9yZfV69T3/hF2pw7lH9kEvGZkHIi7YJdi2KzJujnX06pW0Ze6PhrVEZuvPHGKaG8Bw4cQE0aZ+Vy+c8KZnnJlpFD8RlgFvbf/e53nH/++VPKv/GNb7yktl3X5dhjj+Xee+8dR+gqpbj33nt573vfe8RrVq9ezb333ssHP/jB8XNr1qxh9Wpjvp8zZw5dXV3ce++9rFq1CjAul8cff5z3vOc9L6l/U6Q20EzImECEEcL30XVSs/pAU6CVQoSRGax1a0utXEcGhCWiyPiP6+17Xm3QanSkEKFCRGpSuT9+fx0pRKSnKDsEAaI2iHWuAvev48BDNjvzjZz28+PHq8nHnuKzn9CkHMHff0JP4gix+MJpz/KJzyoQEtWXg31ZhBOQf6RM43cun7hX1WPf53fRdRw4+4ZhVd0CNBXwIkbHUPkQNZDHzuXQzZOTsoGeMwexO4vOVQ3cJYwMd8shIl97Es0nHSB6og9RKk0hYJsixTKWC/ZXr+JIerc6/2zE7x5DRFUzUckkavHh99OZBpo/cTLB7bsRpcrzTyDFMpnFEdbrzkU1TlV0dUsr4mNvRV13LxIQVQ+x5yDRLeu4bs0M3v2OLOpCw3Mhn36Ge79eZV3W5u/fMgBvOMeEgR/s5aYP92FLuOSyUWhJITbvwd9V5vsPzOBD7xpDnftKxNAQ3r8/ya/XzmCoCh986xCcexLassh+7iFu2NbFskzAaa8rQDqGfnoP/3FzJy2u4jVvyKEvOhNKZaKfruFLv5/O3y0fpO2K6eiudrAdnrv2WR4fbuSKd5Wgpw2qVaLbnuRHt01nSYPPaT87YXxBkLc+xBd/kOHqY/rInNduQJubdvLIjUnygcV5X5tmuDbWbuAPP7F4Ytjm7O4KR33raKNQlcrc/L+24CvBxUfvJ37GdOhsBS8wa9CJxx/6FpAnL6J98SBqtwfFyvgipadNR0+biRjJI2o09gBNHz9xalRz4KPOOh3rrNNQP74PXQnRgUY2WjhXno/umgX5GvdJ2WPem13mjmQZ2NRgPrMoQiQcrC+8A3n/o+i8GrcEzM7k6D5xAO301DYLRmmwPv92uh59ivztBazA1HVaBdaHr0IfHJ3om2vTcWU3et8wURVEPj/OeyP6+wEXkRuCsQLRgRySCPXP1yM//q5JP1Cgv3ETzG6HPf1IKSCZRHW3s/cda5j1vw3YVYyMEP7Hw3zzdx2MhYIvfj+DWrYEgKEP3cP/3trGuTMqLL8UaEyYRd+xD0tKNy7jlo1DLB+H8ovoQ5RIOMQKUlc2D3v19Z9nLB+1amLS30jzhwhfZmVEvzjMyIup8z9NLr/8cvr6+uioWVuXLl3K008/zdy5BgBQKBS45pprXnIwy0tWRtavX3/E88cffzyDg4PjIbjiz/TJffjDH+bKK6/kuOOO44QTTuBb3/oWpVJpPLrmbW97G9OmTeNLX/oSAB/4wAc47bTT+PrXv87555/PDTfcwFNPPcWPfvSj8X588IMf5POf/zwLFixgzpw5fOITn6Cnp+e/FJIkomhigNQpCqNJo2PywKqVCzVJ2ZjsglGaQ10yorYD0JNNk5N2MEKFtTwLxvKilTJmyLrUXThRhK6GqGJIIq44KnmIZWMoz9zmZpPgcnjCsiF37OTUORbVxwaJLUyisj4HN6V5fKiLciR426QmvG/czRcGptN1T5J/5ADuyAi6tZUb3ryJrM9E5E2hyPDuNN/ZuJqPfXUtjV88f1IrLkPvX0ProhDZWEPk56uo7/4e+7yjUfMnzOjZbz3DPVtbOW1ems4TJ6Kc5JrHYf5MVE+NV6NUxSvGufvi9Zz/kyXolokcJnJPL/1f3kDbcgurPQa+RA8Nkb/pdho//2pITSLR6sty/ac8XnucjVOeYFaNvnEbzomzUK9YbZ5ztsL2p7vYe98QZ75yC/aHJyIYom/eRnG/RaLTxm4JkZ7ZAfpZzcomDzVWgXzB/O6RHBnXZl6DjcoGWIU8urEJMTTM4sYKnrKIhipYtiQarFIedljRHBEOlrDGsoh8nmrepjsRkbQtomEPO5dHaI0bC1maCWmLe6hsxaydIz5z0sH4OVEsInJ5/FHBwkZJuerCWBERj0MQ0NJYYWngogYKyHQcqgHhsGJuOmJGuoLo6xtfIMODRRZnmijk42SyJUhmCfuKzMqEhMpC9Frm2Y0USVlp5jTYpJ0AOTCAmjsH2dvLwoYyucClPOYQL5ZN5EaxhNrez7Zv9rPo3yeRSxWLjP78APdub+P8E4ZJtBRNvp9KCf+6B3CmJxAr55rxVKxSzDVy40dC3vqhCUVernuG8p272LGzlXkLIN6pUBXN4K4Gtt/Ty2nnb8I6/Sh0awsqV+WOX3fiRi0sm+mhI9BBRLC7yNqfP8lxJ41h9ZgM0FEg6NWd3Hz/dN56wjAZPzAKTa7A2AfW8kx/J0tnOLhpj7AiUX6CZ9/wJCdfVoVLus3mZf8od/+2lUGvg9csGKI1X0KMjCAO9vGtTwS875KDWB0pcGyqeyO+/Mg8CmHIN1+zcTzbtHz4cT5191HMbZC85fT92JkkjOYp/3QDt5dm83e/vht90RmI4RGGdyfpaY3TqYH9A7BsCQQByYaQo9pMUKAuVA0TtFN3UdeVkUkRgv+nGFgnS936NN7GJPfMy+ymOdJPOGK9v0LTyKFh0X+pMOmXrIy83Hlp3vjGNzI0NMQnP/lJ+vv7WbVqFXfeeec4AHXfvn3ISSG0J598Mtdffz3XXnst//iP/8iCBQu4+eabWb58IrTyox/9KKVSiXe9612MjY1xyimncOeddxKPxw+7/4uWIED7Ido3pmVRDUyYqdITZuQwMtk5wwjhh1CpQqxidhBVbyKBE9QsLUHNxBpCtVIzfU5K8lTfSVmWaata60OoEGHNMhIEhqreq5o+eiHKi1AVjeMo3FQt70cNLKmKHrYEV2gTkliXQomME+AXJW4pICpqCp6DKzVJSyOGhsYtEkFF0mzHSdgSLyeJ5fKIqkdcajrimBwemQxUPA7m0+yOBtjU187qSY9T/evNXL3W4tPVFhavzCLtAO0rbrlrOh0P9XHyryaUkR0DLTzUHxFLtnHRpNw0d/+rzRmnPIlzboDuaIeyT99gA7/fr7jgwbXoi88db6P046e4YfsM/lfnMIl0iLAE1T0h/7FxOn936x/Qb7oAwOSmuW8XD/R1cMJgI/Mn5aa5/p6ZtD6sOX9uH8TiqKLPmJfikUE47oDDZAq5m++fzlggeGNqGCth3FV1aYr56EAhC0YZ0UUPR0oa7MiEKPqBYWSNIhrjPrlqjKiokWUfVVVEoU3GCc1E7ZuwVa0FSSvCVwLlafO9oLHjimbXJ+WEaE+DFxJVIC4Vacc37j7PM8nXlCBt1/pZqhrukoqHZUc0uj7aj4yp3wuIPEHajog7AWIsh57WgxjLEhU1SVsRaokqeshcCaqamBvi6gjyFUS8gCr62FKRshSW1JAdM9/yWIG4HeGriDCU6KKHqFSh4hMOeNy4p4NPXn+biZ5KJRGFAmOFOI8MKM4sWMSLPqJQQPQPcMPDM1mYCVjdPQYJF10OyBddHu4POOe2Eh3HZQ0BWKRQvuDnz8V5V4PL3CajpHuBxZMjNuHdHZyzKg+tLYi4zZYxyY5RjdOQoWNBxSSBs+D2gzEyG5pZMi0y2WlFwNPZOOuGi7wjFk1kMK54/PiZbhzbYuVcBRK8ik3vUAP/udfm+H1ZbD9AVCuMPKn41oGtaK05qnUBrcUyYniE0ev3sS2fYXSTRatdQTS4lAsOvlI0uc64FQhA7R+l2e0iZoGfBWukCGhKBZeOuCYaqGKNjsBYgbJvm0wTEtRIxbD7jpnnkbSNu0kVfayEZ9xTbi08dzI3yPiND7F66EnnD1U2juQ6Uvpwv8ahCgeT/l+PJqyRRk6R8C8GlzyivFhCs79G0rOXS17eN/Jnynvf+97ndcs88MADh517/etfz+tf//rnbU8IwWc/+1k++9nP/mU66AeGKtuPasoI4IeGQ8EzoYdUPfCNeVdY0Xg5btkMEs83ykQdN1K7RlQMtbYoVaAamnvUFBrCWru2Ze5VDdBehA402g8Rnm92WkqZe5Uq4EUIS2C3O0T9gv98egZvnpybpqeJ3aMhPUkQM1sn5odjjmLV+55GHXUy8g+PYVWGWXziGMtneZCKoya5RtKfu4BP/v2/EV/Zhg5tk5umo4OLf9kBRGhqRGLNGVYdvZFffnYJetqcKY9Uvvs13PhuH3nro6gxC5F0kC0uF9+6kkOjaY478QAnnFYhGIxD67JaA4Kzfn0scAyKlCHzijtMa+/jB99uQs+dCoJNfOG1vJ8QfvWwseI5kuQpjbznE0ehJwMwOzpwj2/hR9P3U96RgIRRinVnF2+9PQ1YaBKQLyDTLvPTvXz+yxkYsadYkS+9ZRXyP2/H2+0gXGFCwptTJJYqfv1gkmvfbKPaWiEIkE0p/Ejzhz44a1rSMONaFnr+XO7Yt5PWuGZFp41Mx3DiNs1NHl//hcXxH5qL6pkGQpKetosDO202jMK5Ha7BmCTiyNhm7tgf56KZEfb0NNgW7nTFvQ/GWNjgcMnKVlRrKzoWIzlPcs/9AWevKkDzNOM2SSXJjhW4fX8D77/UMjlPKlVinUUeeMTiNNXAtK5aWG9DI+78FLffGnD6ijyyMQOZFPbMKlseS7Kj6HDV9AxIiUi7aA0P9SmmJ22jLDsOurudOw9oMq5m6SIPEU8aTIElcZe38IkPHoX2NbjmG9ONGWYuGuQbKyoExWZEuhkcG7V4EW+9XSN27TUumVwRHElH8yD/+jGBKjjoRK2NBbNIn5vnG+cU8dZ6yLRExizmLYj46DUZxKb96HlL0ZkMsqeVf3j7c5T/2EsxtshY2bpbcNoa+Mz7FiA3bgffAs8nMaOfy4a3c9WpeeT8uejOThPKLSQf+9Fe2NWLvzlAxgQNts+CxChf//B81PxzIZ5Ex2O0nuJwx+tmQTpB+OAANM5At7fT9MkevpcEiCF37oc9B2maUeKfzxpBnXsqqj4GAXH28XygfBfiqHlEzwqTGTfh0P7JRbz+8adQ57zWQNyLZeaek6Vn7Rai0EEuW2Ry03R2kehRbFoneNspowgnhq6GIEOz6XJqK79lHa4EHGrZGMdS6XFzwmTadqaAUCddKwVQG0d6UrV6Wd0qI2ttyEN4nJyX101T51p7IflrTJT3csmLUkbOO+88Pv3pT3PSSSf9yXqFQoHvf//7pNNprr766r9IB/8niigXTU4PPwK/RjdcCRCVKqJcNtaLqm/ItAKNkgpRCRDlCsK2DTtrpaaseNoMGC8015TLiCCEcgVdCVBeZLB7fgiej6hWzEArV4wyUlU1fJ8yOJFKxShLlQqUq6iK2fXLY+fSfMVc3lyjeK/PEnr+LD52dwaQ6Ek8IxChjloARNCURiayiAYXwipq9epDnogm8fenoW9dh2xLm2iH2vkpjl3HJixB7iP30nrlPNS5501pRT7+JGq4ZKjwAcIIeevdqAtfPaVedb9ieJMiMTNGx6HuwEoVEqlxsKJfsYl+so3Ga6ZP2VSJgQH4/f1op91kEJUCvAB5zwOoV542ge2JIsiVOXhTmYYlyecNCRRhiI4UlapL8d+3kHrl7Km/7an1FNcMYc/tmcB4draiTzmBf7ykhKozksZi6MVzOPYnzRxLUItsMPfUmQzv/t1CTL6gBhgYQcyahpjVzReu9FAkAIGe1oP13ou49L0lLkUgBovjlN/O31/Ix/6+AsTRg6OI3fuRs7v4yFtmmHdez2GSTsNbX8033loGfznsHzTRH93dzPreTN5LgCKF3LETHAv77E7+8d0dgI2uR11YFvri0/jWxR5ybyfsH0J3tKKPWckpF5Y4BYEiafI8zWxj5b+tYCVVII6qTU16+nT+7pbW2nd0LDz2VE0pD1BDReTPfoM+91R0d0PtPQT4g4qDz7hMfwXUo8pEtYJ47HH0/iwcfdS4+7RScBj7ZZauVzcj6kSF+SJqy0GqW4vYs2cgXbPLD7aPIZ7ahjW/ZyIMGxi6p8JYX4a2lRGiMWWUtnweecMt0NwC8xdC1cPKuFQrDoWHYsycz0RSy1QSbniK4iZFbGEnIi6QloAShL9+AvsSF7XyaIMbitkMfHcX1bJF54lNxk0SiyFGhxC7+sETEDcEZMIV5G89SKN/B+qMc8etobqtFa66CP7jDkSqwUSSpZOIqIo652Tqq7tOJxFtjSSuaEEtXAJ7JoIA5N++hv/1tx5wLOI3941bVbUVmvQUUkyksjgkV9G4TCYlg3F3zaFmfyHElHPjEABLom0BqqaUSHGIUoK5t11joh5nxBZ/Oq3DX0AUL5Jn5K/UMnLXXXeRqUXX1XGdddbzsbGxP6vNF/VGXv/613PppZeSyWS48MILOe644+jp6SEej5PNZtm8eTMPP/wwt99+O+effz5f/epX/6zO/NVIqQIVz5jIqxrpaLQXIspVRLE0rowYZUIjNehYzdph1RDeVQ9dCdCBMoPNCxFV31wfhlAsmwFerQ3OagAVD1FLlW7KQ5SnDQW1q5BVoxBpKaBYgpKHrkSGwHBvPyxZwDiFc01E7wDc9QC4LmL5wkPAoLWJZHgMlQuxXAt10as4EgZc9/TAVTPQv7wPOTaGbmk+rA7lCjqAREt4xKyZuqsDvSGLDiOkCCCmEHMOB6faCU1zexlfNkP5EEr/Wq4Okc+jqz5RJGiYKw6hvAbd3Iyc3UG0O0ISQFAjVloxY0p+HVEsQhjR1FkxOoR35IRQolBAVUJsOyK5wEE0J6Y8JT17OrHuZwg8QSQ0ViVAjOZMobLGJ0qRyyH29SH274O9B9EnHIeewm/jABIODEA5gAP9MGsaYiSHbjUhmWI0a5St0hjsH4L2DlhILbxXwFgJmpKIA31QLEO+jGhOozsmOZZqoE956/0wfw7kqoiGFLguujWD6O9HFPpgeMx8m0M55FAv6sQTx12FeB7EbMTPfw/Te9BjVUTMreXKqTG0jmURg8PofcPI3vsId/Rhn3+icXt1dhqCs3LWEK4VQ/RADhGzjEWwEsL8rqlgx0IBYUNrSwl0Cl0NkcUSOB7M6EaUzTiiWEEVfcJA0tRZQbgGiIvrQKWKkIL4/Lhhdq9Fw+kInLkZWNA9kScqDGno9EklS5BqnkgSF3PRq1ciBnPm/7YFjiTV4BFvKU7NkO24iBMXkchtJQrNmiwckI0Se8GMqb8v5pLp9pB9NmFVQqmKCDyTyLA5jnxqs0n5U6yiQ03ja7pQrzkNuS+LmqRAAYieZqItZYRdQqgIfcwSTD4qaskWR83vdtPIJ9eDbyOaMkaxRSIfWw9NrYQDlQnrhCUQDgaUX8dlHCkVw6E4g3rk2+SymtKhOYTQtU4frzVCG0VxilICNa6TyTT6kxSROq38yygvFjPy12oZOZT87FB+sT8HM/qilJGrrrqKK664gptuuolf/epX/OhHPyKXy43fdOnSpZx77rk8+eSTLFmy5CV34q9NRLFoBntFGfpnBaKskMUKJGvKSKlaU0YwZkc3QpY96jlldNFHlQNUFRAaWQ4RCc/45b0AShVUWRFVzNeqKwGi7BniLIBSBV1SqIq5v/SUceFUKkbVKFbRRY+oqImqgkp/gf7fPUSgLJZ+uNOwMeYLeA/u418eWELchr/N7UEumG8WocfWc933Elw0p5+GLp/SkMOOtY2s++U2RiqKa7/fgpprXC3Vz93K5bdHzHN7+NhxNp1dB5BByPZ/3s3eMZezrltp+nxgkOxgkts3ruIdRw8d8lQlWz+4mZ7FLnZC4zSYSdE+sBfR0Y2eMd88+wMHiALB/dtmc/RSiT6YNVagWBz5+JPohXMQw71QKhMOVoiUxd13zeQ1l4mJRZIad8gv9mLPnI6bCRE2qKoiuP1hUt9fMD4yxP6DgODm9Qt4zWlm0RUjI2aSvuEW5CuWQVMnDI7g90ZUQ5ct9zazbP5Un7e+/l6K+x28hjiJpI/V4CP9AfK3/J7H93VyxnG9uKfNgSgifHI/9z7aTX91Nm/avY7Y6zW6oQGxcSsP/cSiGglOnD1GolMRPFNg9Mb7eHKwlQtPW4t93lEwMELfDaM8NdjCkDedNyw/QNq2EAf6yP92H4/u6WJaYjuLV2YRCUFpN9zzk3664/tYtWCAxKVLwfMYu2Evv9k+ndWtWRatzmG1JmHLfrbfG2d3Iclpi3uJz7LQgSK7xebufV3MSq7jFa8rwfweyBUZ+s0QN+xYyPHNHisXjOKMHSD/mz62DbRQjixOO7kP2exS2hRw33M97Cu3s3xDgdPO3oVckkVt7uWWO7oItGBhusyiRUWcLgdVivCHIvb8eoQlP1liQLMdHYhd+ymNxnhiXzPHtQmstI/bNwSVgPKdm0ie1o3aO4yuRoRDIdlyinu2LeSKix0YHkZXK6hN+ylv8Rk9mKB5iSROhPKhcDBG9kGPBd9oQgwOopNJ9GCeg7ubabQUzUswSnahCAOj+Pc9S+zio2Esb8Laiz5Iyfqnp3H8sqKxYiYSiLEx2NXP4OYU6dmShKOIAhC+ZuT6flovcRFzsgbLcnCMRzbPY/OYw9mNFgv7csjMAUQqzrqPbmP5SSVkJglak90T4/d3NLHxM0/z1fflEecaRV3d+hh/+6MMi1uauGyepLNQQFhl9v36j/xoe5JrVw+SObsVdWCMdfc1cWdflVDH+Mjqg8ZOV/XYeCM8NpxmVrLEcdNtYukAaYOwNcKmFp5cs1TI2kbg+RaoQxlSzXQw5Ro9KTBP1HAiQgm0bZTmyUqJqFcMtRnHSoOoNWxZE9iVl1leKGAa/jpDe9XzUSD8F+VF84zEYjGuuOIKbr31VrLZLNlslt7eXqrVKs8++yxf+9rX/p9QRIBaPH2ECkCFwnAVhHrclYIXoIMI5StTHmI4AfzQuFCqhkNEB8aqYQ6F9iKjiAQheKHh5KiXBzUAaz2e3wtRvibyBVoJky00iCbK/bAGboXQE/iejZSa1nS5hiXxEIUCQVHS4EDCgrCoEWNjyL5+9FCBuamQYjVGUJBUqw5jgY0tYWaDNNTQNRkdSrEgNZ3GpEO+HDOhxNv381ixnT47g9j2HGJoCJWr8ky2lVutg1x/17xxIBxA8RN38ImCxaMHpuGVbYKCoDxk84FblvOZd+XG64n9fVy3cQnXxce4b6yHaMRDjGaRT67jI59IcucHBvFv3wzZPFFe8Wyum+85w3i37UTu2z/ezm8/NMIH9s1ncCRNWBKEReg/kOF9zy3myXdtmHjX+wboeyTJvyf3sXGw20QOjGaJ/vMxrrp5Lh/9uA2b90C2SDnn8vuxaXzOT3PHr9tqyeqAYpEP3LyET+xcxlg5ju+ZBVxVIrSSdMZ9o5TmSpCvEJY0toBG2yiSlMtQLkHZo9n1SNgKr2oTlcAvW4TKoiNurHAUy1D2iCJBXCoaHE3gWQaAWiwjBLTFQlxLEZY1qqzwqzaNTkTKDokCaQDOhTJhIGlxNKESRvEteqi8hy0UTU5IUJWoUoQqK6q+TYNtODRU3jOYjFwZz3NodiHQEr9sofIK37eJWYqMExLmNCof4FWM9tfggBQalQ9hrESUC2l0FDGp8ZVFWBaoUkRUUGze3cU/+TbVn6xH7NiDGB1F9+e5qX8RP45V2V9qozJiQa5CuHuMDzy9jK9cN4tgv4cuRQQlyfaonf+d3k//3QrG8ohcnrENmv+99zj+cbSNg4MZogqEZcEjg9P5VLmNG671EAf6EJ6HGqvy+cFmPta7gO3PtKB9424tPprnb59Yyo6fB+a9+iGqFLFmYClfEZrsFtfguqIIMTTER380m3862EWl7KICqIzYPLdnBlf3TmPHmiQiV0AUS4xthB/4RX4f38HOQhJVDGB4jH3f3sd3xhKs3zqT8gGIiprhQoqNVYlocPEPBojRMcRoluoBzdzWNI5rUfIdvIJFJWsxWE0wo8Ehl0ugh4tEWZ9cYJN2BE2OpFwwqQr0SBkJNLkaBXieTeRJIs/MhcqvH9pYbv3a4dV4hg49Qm0OX0/8XTsmeJy0mUNDTMRSVLOkRHqct2fczVPndtK1aMN6hI5magjxyyjmNuJFHS9FfvCDH3DUUUfR2NhIY2Mjq1ev5o477hgvr1arXH311bS2tpJOp7n00ksP49jat28f559/Pslkko6ODj7ykY+MZ+H975Q/23GWyWTGfUb/z0m+hMpXiaoQ+hIZaoSjsIoewi2ZELy8hy4pgqqFFWmEXSuv2SJV3kMVFUFZIiTYpQht+4hi2SgiRZ+ohDHFAnY5RMQDRA0VrwoeYRkCTxrLox2hSwGiYBZAna+iiiF+SRL4NkpByXco+i6dFQOUFeUyUSDIBeAKUIGoZZIFpGBf2WZuI0ShIIwktoBKBIMVPYXUSwrFQW+UaaqFCGmsOJkEVhAwVNImnXkYgR8xM1HmjHAG58/YCdHM8TYaL+rkc5sP0trWj4osokAgpOZrJz2DOz+DrmffC0JOTY+RHuhkaVcOVVXY5TK0NfPPr30Ia1YTJFugGhJVYX58lCv9HpymwoRyAFxyzg5W3RISdzqIAoFUgpbGAl+dPkzb6Rm0H5hU85WQpuQAl1Xm0h0roKshQinss5fznWfvIT7dBTnLvK9IcHJ8hAVjktVdeyGqgWZjMb60chPbnmsHmglDG1X1sRxQStBfjTG/Ko2yGpldeDGUZAOBCoUJC68R2434MfKBhVISFQJaECnBYNUxSrEyhF6hlhRCi5wviEJhFFmgWrEZ8hxELXJBR6C0IBtY2MJlViBqSnNIENoM+4KZ2kL5GuErtK/J+TGGfQcVSbRv+hsqi1FfkrBstBcay2DVx4sshj3ojgvCwEJ5EV5gM+o7eEqwuCqRZYUf2FQiyZgHBdciqmisooeqwrBvUQkFTY5FULWwiyGRB4t6Bvnwvhix1jJUTBSPChRnN+yH3ma0HxIGFroSIDMO31i6lZFsEzqKEVU0OhIcmz7IGyqzkb6JFCKVoGk5vCOxju4/zCDpGCyEndJccPpeVj84RsOcLCSOASGxWhJ8YdYQ+3sdZvY4iFgaGlOkT2/lKzu30H5BD2SajbWxweHUzE5SfUlajgrRibjB1aSSXLvgD1hxG9HSgoyBE4/oig9ytbRZ8M5GdCKOKJeJp0Mu0K24soWVLWPGShBqepYWeNOeDMet7kP7NmEBQiXwqwFhoEzm6koFoojAk+zKFTmqxbj1Aq/GMKsFvaUQ14nQ1cgou0owVgPph6GNKnjoUkDOzzBcFdgJiRfY2JUIaWksXyGlruXtNAu+sGr/HrLuHprKa6KACStIvQ27bhHRxgUgDH8TjoBIgKVr7jCBsGuWFKURth7HjyGBsNaJQ9y2f2nRGD3oheSl5uubPn06//zP/8yCBQvQWvPzn/+ciy66iPXr17Ns2TI+9KEP8fvf/56bbrqJTCbDe9/7Xl73utfxyCOPmPtFEeeffz5dXV388Y9/pK+vj7e97W04jsMXv/jFF7z/nDlz/iwXzIvJTSP0y51L+f8SyefzZDIZVq48lvWfeQNhf4nSXkHgWVi2xk2ExGdKZHMcQk3UX8Ef05TGXBNSm4yIzbCQKQeUJuyvEuQFlYJjGBxbA+xGidURNxN8MaC6H/yqmSjSnQFWs4XVnqpdX6K4x1g8hNDEEyHJeRKr00wwUW+BcFRRGHAREhpn+Fhvf5VhIowZUKQ4cIDolnXknxlDOjYNxzYiL1xtojeIAA+IEXz9NsZ646QafNKXdKBWroBJ6Hy5YxtqwTTkvY+Tvcej6WgLceIS1KwOIATfRQwNox/YwP5HHDLFLcRnpnCveVONKRRE/z7EI48y9riLkjFsJ0LakJo5ChecgW43iot8cj19P95NMDBKtmEWy1ZXsM9agm5vQ7fEkE88BW4T9I9SXptj9/YksxObSZzYgzz1WNQ8Q8wj19yJemY32cHZOG6I5WgsNyS+QkB7J+qEk029W++j9OA+xp7z8TrmMPv0EHniYrTroFtjiLEiYkc/6uAYYxs0vXsF87u2Y8/rRr53Ih+IvOcOhn52gHxmPgknpKW7TGxeAk4/BpEbQs1biNywGXJFoueGETIg6i/gnLwAPXcmpFMgJGLoIORKBI/2ogOw2x3kMbOgmEedcJKhSD/QB32j6MIY/q4SdlcGa2EH9HSg5s5GPrMONWcB4p7HiQarEGrsuXGY0Y5u7jQg7EoVfJ/gvmexZ7eiihqRcpBtKfTiWYgt26EqCQdK6IoiqoClx3BWzzMYGNsygGypKN+5C7u9Eb/oEG/X2Md0Q0sS9vahC2aslPokrlOl0u/RuDKBTMeRbUkIFDqXIxooEdGANyax4wodCfySJDO9F+Jp5JJ50N6MfnYPB2/NU+gv48zoor3Lp2GFjYjbiHAUb30Wa3o3qqLxc5L9O2zawj0k5zWTunQRtDbD5t0ET24jGA2JMrOIdyiEI9GFCk5bBVrb0ae+Ah2PIx9fR/DgZlS2iO6cRfyV09BzZ5jQaNtDHBxGd880BITb9lG5fxdOuoh92jGoV5pvjChCPvUQat1eoqgJmZToAHS+gNMdwey5qGOPQRSL6LufYviOXvyqJDani9aVGjmnDYoF9NFz4L4NaJEgOOAxsj9Jx/T9yPdfjLhjHWLxTEBA/yDqtJXIG++m79EGEgkfO6ZIL41Qrz8Luf0g7OjFfy5PedDCzvfidjhEVgvxJUlEYxwSNv6azVjTWuh7Nj0Ow5BSIaWBZUpLG3eNqGNAJoNQ6/9OVVTEoUpIvY0ah+KUvy0MS644BKdSc4ULyzCuGhKlSSBXIO95NL3+E+RyORobG1/yevCn5JprruGxH9/DW6ad/4J195R7+bfCLWzfvn3K+RdMRzJJWlpa+OpXv8pll11Ge3s7119/PZdddhkAW7duZcmSJTz66KOcdNJJ3HHHHVxwwQX09vaO02X88Ic/5GMf+xhDQ0O47p9g7AX+8Ic/vKg+HSqzZ89m1qxZf7LO/8jQ3v/posYqRDmF77kEgY2MNEJo3HwIwoNIEeQ0ftnC8xyUikBonIIhKtMRBAXwSjaVqo0lwS1FCKkQcZNuXBUVXsXF82yEgHgpRFgRwqmC1kQ5hVeNU/UdLKGQEhLFABU3gM6ooAiKkqrnYNvKDNpUDANQM2gzEYaIuKDpuxchN29Db81OAsuZSBi5abNpL5J4FRtx3XoS31k+9YHsOoC+aQ17t/WQ6kgYUG7Vg3weGpOIcgkR+KggwgtjbN7bycrWEqJaMZEEgOjtx3usn3J5AVbcQmuBDDVj9xdpsv8Ib61ZUSpVBgopBoYgGXOIqmXsSsUQP/1hA2p/Fjl/HroSEnmSUuiwbXs7Ry0NkJMsI+GGXgYesdAzjftKa0VUlag79pI4MYCjDeeLKvtU8w7r+5qY02yjfd8AHLNjcNcGsF1o60ZXQnw/xmDVIbY1Q09akZgE5PTu2c32/i6aUzaW1ERezRfenEG3xYEaf0ykEY5ErpoFKxbB1gO1jw50SwadsQAb8XQ/qqoQCQd0iDphhalUB1a2NaLPPwEHgfjtI+a7S8QBhTpqERA3RFWhRiQE6tWvNH0IYoi6O6u5AeujlyJ+tQatbUSgDDBzWid6WgvysS1woIjywE6CvPpSFDbykWdqO08NoUf8y5cRfesOtHIMGDTmohbNhkVzkLc/TlQ14ye+JEbsU+chn9mB2jJgQN0xG33FeUgU/Pg+1IgkqAhUJMkXXAr3SLpXV2t4LcP10l9I05uzWTDNMtabqrEalh8dpFJN0dyhjTUnEBQCh77eDk6YXUuv4AWo0QpjOx2yo2k6V9VWyUhTGZJUt+RIHe/WLFWGlnx4u0uUT9LWRo1fQ0KugFi7Fjo7oJvxUNNqwSa/06bzuEnAa6VQT+4g94wgtWzS6aqm9PAoyVgzwvfHcQ7ZQoLhYozp3TFa/JI5H0Twm/uIvASi0TY4NgHr7m9j/vpf0nTBXBOl59gQRIjrbmL73RncDgsnkFi2ItiZwz54AHb3mVDdmrgNVZzZjah+8xyIx6CzEftTb4Tr7kIpiaeMFmFJjUQjhTZYuJqSMqF0TFZIzHuv77NNst9JCozQxspSU0CkVTtnUi4ZZcQxbRAKEBptCbBNWgZtGaszwkT2aBhXRnSNL+jlEq3Fi8rIqzQUi8XDvAyf+tSn+PSnP/0nr42iiJtuuolSqcTq1atZu3YtQRBMyVC/ePFiZs6cOa6MPProo6xYsWJK4thzzz2X97znPWzatOkFU7qcdtppL/ib/lz5/5WRP0OibEhQlHiegxdZ2DUt3i2E2NrgNLyiTaXiUg4cYjVGwngxMj5SBV7RoVJxqPgOUmrcig0iRDohKoCwJKhUbbwaOU+8ZIMIEFaA1pqgKKn4DtXQxkKB0CRzPo5tzMpBTlAt2RQDF3yobHQ4cOU67u21+PQ/lKGrBYbHyG23+PaZm+lJW7x1tUdy1j4AdHsr+l9+h+5uIdcXY7QchzK0Ri2oD/2G9D++2qR4H82C47DuwR66p0myxQSNgzncgWFYNBMIEEMjMDhKOByhERx7Qh/OonbE4FDNCgM0pnE/ciHRp7ZTqbrErMhgXDoixNxOGBlBx2KQqyDRdCSqZJUkLAliIzmDtZkzDb1rBJWrovIh1YqNH0m6GsomE3ChbEy3I8PGWtRSZSBwkBWwLIVQ0DrdPG8xOoKo+oRjAb5v0R6vEqomVCHEyuYNl8vSGRAK1L4qYVZR8R0CJejoLABxE9HT2orI5XBnJ2nc4FOJbPChWnKwdlYIP38H165p52tv7ofWhDGBb7dYc4vi/t71fO2cLOlT2yCdQDyynk9+M01Pg8UFsxLEYwHWSIB67ADX/jHP9z9YRnQ2ovpy9D5ic9vnN7N+rMpnT1C0rRhBDhcZeFDx1XWNXDxbsHJWCa0llXKMr562gQUNNm8/7SDxxQ2oss/Ik5r3P7qTa5c0M62zSCwVIPr6eepf13LzXsHHThzDcSWhb9GfS/Ptk9dxUkeSt5zUh9Mh0b5mZKvDez9zPx9fOI3WVJVEKSC3ZYy79m1hbzHkYydUAZehfJonb0xx57cf5vXT2zhzQUii3aM8YPNPX1hLi+Ny7qwOOuMV0vGASIEXWnS3lVHVFLroI6w8UTaiFMbojFeJVCNBIFE5DxVArENjlX2iCgQliVc147cnXUQ4rrHkFIsoz2Q37u7JEalmlGd26ioSNC6xEU1xKJcQYQCeT+tcD5WrKbqTI+JOWga7hww2pBaOLKSmdUUwgVuQAjwPeew8Gko7CasmJ42uYRqSxzYYRaNQQHg+WmsWXeEw99kB9gy1EuUUVq4M3S3oC05G/OBWwqzCz0v80OKYU4cRClQ2QA6MgpTokRKlpz2qOkGunCCMJHEvJNEeZ8PV21l+TkRYkpRHHAqlOFt7lzCyJc4xs6u0umXkQJXCvn5+8OQY589uJ5I2tlDImvIhawqJYKplZJyLrK6YAOJ5FBcpVe3f+v81QhrFo66MSEsjfOMSomZBQehJLh017tKhrpRg/o4mEzy+TPJiXQ7pdJre3t4p5/6UVeTZZ59l9erVVKtV0uk0v/3tb8cp2V3XHc94XZdDs9gfKYN9vey/U/5/ZeTPEC8rqZRsyoGDryS20GggVnRQYYQKoVx2KfsO5dBGaaOVx4sBlmcSblUqDiXPoRwa/32sYnyY0gpQocCvWpR9l2poIYWmUqlFgYgArTH39x2qkYUlNBpBuugjakycXtmh6jmUA7Mgh54gH1m8sltTXT+GO6eCyvrsGmonijn0KcGe/c0s2tKHfrqX7HM2N+9aSk8ioiMWMObb7CnbDFfnYw0K3vfjP5K4dAns7uXe61NcFyRI7Upx8bQkmYNV7IEs//KlTWg0Hz3lAHYaRg4keWikiau3xLhsx2Le6ezEkhYUi2z5fpb3PruLt886hnlpn5ilCJTglzuPZe4OzSXv34xob8Z/rsCusIvbhl3Oak6QHfGI7RmDIMuvb21leWYGXf3gxAQjxRT9UYKf7p7LP88u0Nw0gN22A3b3suGpWfx2l8s5i2M0Rx620JT9NNc9meFvTxyguWcHSIviXsl+v4tvDntc0Z1iVl+RhoZhvAMh193TSntKcsHxJfyKw2A5zp7I4g9bVvHOeIU523ehj0ogNj3Hv/12IQMVzaqqQ5MjSZZjBIHFwXwDJ0+PsX1DG7OmZdFK0JttIK9sFrelOdCnmf/cCDJpU34u5KjOJvKBYG+hgdbAo1zDX7xims2eP4TMWDqEPwo7cq1Yrs2CpjT7xmzS+4YQVpmDxQ6O6Y4zHGr2D2aIWRED1QSLWl1aYppt29tYxDBRRbBxqJtVzTbPFsBxBA1lnyCUZFWMFZ2SPaNNNLkegbLYU0oyv0WCDX0HGmmvFvGrNk+PtLGq0WJjQbBQS5J2xL5ynERcsiBmsXO4mUY3oK8SJ+sLFjW2MxJK+kYaafNKHBhrZEFzkqqCbQWzrkRIwkiwt5Tgu1tW8snUCOnnKjgdHrlelz008kjW5ooZCeySTWI4oFiI87O1R3NMm+IoPITQ5Csx9kZJftY7g89mPZIDeUS+QuE5i+2VOdy7O8blK0K67TxKCQZyDfziqQ7OX1BmXutu6Ggi3JXnF08sJ18KufQon5kDeYQlCbcO8B83NvHmVxdw3D6QFuHBIr2Fbn63fjZ/3zCMu+yAwYLsO8BtX7ToC5bz2mV5GsIq1YJDYayVX96d4urThmmYeRCCiP2Px3n32mFKocfVczO0DZZB5tn2O5t/3Hor/2vaAhY0Vki6AdvGGvjUpllERHxiUYy5lgGMb13bxHd3LCchHV5hOUTKLNIPPNTKhmLIaY9IjmoZI++5PDyUZlcxRGlNcjTOcjvE8xzu62vFjynWDMVY0RTSaEdIobEliMgoGFOUDRhnFKhDRYwSYvIBQ02JqSsjtevqlhHLisbbGXf/SDVhOZGmfSFqyknNwgJ6vGyyehDWySpfJlG8OMxI3f70UlxFixYt4umnnyaXy/HrX/+aK6+88s92n/xPkpesjFx55ZVcddVVnHrqqS9Hf/4qpFK0KVVjlEObQEksoQm1wC5HxEJBFFkUPZdyaFMKbSItUVoQL7vYVoTSYkq5hcYNXJQWCKGJIoHnGUWmWkvo5HpqHACuNZSrMUqhjaekmaC1IF12EVKb8rJLMXCpRBa+kigN5UhSiaCat7FHfMK8phRZeMqg4guBbawXEZSqMUoBhDFBObKo1sywvoIgjKgWHBIDI0T9RUaDRnxRISZieJGk7LnEVYgXKbxIUcm7ONWQsUqcUEFjrJVICMKhEGs4C1WPaT0lXj96LE2uohRZ+LVntqA9pNlVRAdyWEFEod9lIHDoaU4yGliMlhO09JcJKhYtaUHFSjFWUsS9kJznoKRkbnuK3oJNYn+O9IEBwoMFSqKF7habEd/CFg621FQjybw2za7hTlbuGUPGbUZySXIqzqzmOPnIoliMkRw195vZYtMYU4yNJAi1JB/YSFvSknHZkosza88wsuUg0d5RWtLtRI6gEklcoSn6DloLqpEkHwjyvoNXttFa4EU2lQhKgaYYOEQ5Q2hXKTrkA0ElAl9JqqGFH0k8JSgEUPAc/KymUnAphZJSANVIU44s/IrBFo0FNmOBASvWv81KKKmEUJCCYmjj5SwCz6q1oSiGkmLgIIX5tkqRpBBCMbRxpSJQkooSlENFIZCUApuGko0f2FQjSSVSVEKLcmQhAE8JygbPTDGysEONrwRVBdVQUQok5cCm6jmUQptiqAmUrrVlygIlkALmtMd5bqyD6aJCqyqTL8fBtmhuTHCw6uLY0FJ28EOLxe02o0qSq0LcDvEjSSYOs9tSDFYcOrNjyEBRqTgEbpyeZptKCIFvmTGpHWa2OEhbonMVhGsTjGnaUpKZKYFrR0QFn/+PvTePt6sq7//fa+29z3zuPGVOgEASJEGZjNbWIRWVKiq16tciDnVA8FuL9au0Km1ti2K/Fa1Tv62CtU6lvzpUrJaCOCCKgAMzJGTOnYdzz7iHtdbvj33Ouffce5PchMSbwHrzOi9y137O3msPZ+/Pfp5nPcudLKMKmjVdguqohzNWRrgO0ZShJhIs70pQGfVITEwi0mmYKrG2OyIXeIShQ1SThKGDEg6ndHsEfgIKsVcv6UVc2P00fAX9yYgoEqgy9dFJnazIhEhpqEXxsa+JOBwUqDSqFI8qKYUeJTlFmk4MtPy2KyrEkKQWuZRCj5qCqopwEPjapVpLUIk8KhEEyqAcqNWT2x1hcI2pOyJmhV/qXg9gVlv8f0doBE4sWuoeZlc0xIxpChQZOTgi9gA3cucb3pOFQj2zt9How2xq/nEePbLY0cNHkbGZSCQ47bS41ME555zDz3/+cz7+8Y/z6le/miAImJqaavGOzJ3F/q677mpZX2O0zROaxf4YcMRipFAosG3bNtasWcMb3/hGLrvsMlasWHE8+nbC4gcuQeQQaln3jGikkIR1F7zWkkBJQi0JdfxTc4UkCONcCKWJHyIqXh4JQRBJXOHENyEl8ZUTL6+HeAIlcSKXRKgwJrYPdLwNgcEVgkA5JOqZ8b5yCKJ4/fH8UIZyJBirzSSHmXgaDMaiIgmRwBHxd5005JMVfjEM53emMSIWPL1JTVfkc8+YITsQuzmFI3hatsDePd2s7k3E81UAuXafD138KOGeEnT2E9UkGuh0FS8r5NiYH0ImiGuySIf8Bp8/cn7MHY8+g8DEpcFdYbjonHtxnnk6ekhi/AgpDeclxzhPjrGbtRgEOpIk2xUvfFsRff9eJvevoFRJEhmJ4wf8UdevKIfL4gQ2P0ImJM865xHOvKfKz8QFREYitCYrfX7/eQ9BOg+JdkyocKQhWSrwcjnFGGuhHgfOrtRc/IoASiFj3w4pVFIIAWsp8oyeBxC9AwgnF1fFTbu8/AUPsut7Lr8Wm1AItI6FZ0JqdhUVZ7bFb4ZKCRyhKQaGkZo/81ZpwHEM+8vxG59XTxL0HENKGfaUIp7T2xqPn/A1hTDArWcFSicWFvtKEX1pF6ctvhd60jBSU1SVZFPeNG/cjjAMBhVWmHyzH56rmfJhfyliS/vM9lxgzPcxJok762GQkIahoMyaXFvzrTcpDRO+oRQq3K5GHSpDTWnGogrpMI8jGg8mzWjNRwPLM3GdDFUfEtnuhLx13V0cmFhBwsuho1ignGHGWG1KTJtV8TBhLUknAy5+9mNUdsG4WY8hDhu0hyXe1vMwgVzeTHzs6KnyrPQOni0iBoub4kEarmFN1wibn1+F9ethPJ4NWCbhZc9/BJFUFLbXJ2KUgsSaFL/91tOQt01i6i8UwoXT2nbx9N9SqNKsN+FMijOvW4n42X2M/jD2gCaTESk9yR+8o4ra5YObh0iRa/P5w45fENQEQ97G+MGfgFPPneAv9xcZ6B+nUOmj7HtkXc0rvRxOrUZHutZMDl3TUeC5O9Oc2lOj4jj1lArDClnlJ1M+p60PcWT8O/Yc2F8bQTqCpFzWPCeF0DAUlMi48XmNTH0+Fi3q14qoR0YMwggwsUBpXp/1ZVrIplBxdHxN64YIIf5Ow0uiZf1lTTc8LqIpYOYmxM7991wC/3jPTbO46qrHogKr1hrf9znnnHPwPI9bb72VSy65BIBHHnmEPXv2NGex37p1K3/zN3/DyMhIc9bdW265hba2NjZtmj9j+W+SIz4j3/jGNxgdHeWLX/wiX/jCF7jmmmvYtm0bb37zm7n44ovxPO/wKznJKflJypFHKXKJNLEQMRqJIeE4RCZOjIs9CoLICBQCL0jgRQplZHN5VUmEMLjCa16YkZH4kUMpcgnqLlRXeKjGbJhAOfKoRJJa3TMSGUGqlmyOWy8FCSqRQ1lJHAG9SZ/nXqnQ521G/iwiun8IMHQmfT71tAeIdIoR1oMAb12e7vPT3PB3Z6H+77f55YNrEMLQ6WlWVHbxijsuRv7nz5p9SQufZ3tT7K4tR+RdlBY4nsbpTuCs7sZ/OK4JoOv70u/WkNqLM9/9eBhp4adVHrmvl0KviyMFWsfVpL/77RVsvGeM1b+bQypDGEoemM4wPtpBOiFYqQVhzUFHMPLpYUan22g/LfZUBFoyFcLNu1dy7nqH7kChiz56WnH3rb3sGILM6RJPGrSURMrl3m+00bvMYcXvxDUQapHLRAD3Dec5pTsWiaoKQUFQ+JtH0Mk0Tn8/fuTia8HOosfk/lWsNXnO9SuIeqXcX38rx8/G8nSdJnAE+Noh4SjO+e1Rzrns+cif30/lvyP8kkc+EfB/nrsd79w+yj+sITwJDnScafjzD5+O/PmvePjziiCS9GdLnHXqMM/7l5cjv/5j/B2xqDm3f5wXn7cPubabfbdlYxHQoXn5B1K8bP0K5A/u5bF/lxTDBAOZGn/7yQ7QEdHtIwRjoCLDM5fv58UvrbD75gRF2YcQho62Cm/7xBpMV47xD97NcLGNEMnqTI1PvWE7uioZ296DdAwJGfHbKx7hxa9w+fV/KqZFlqSj+a3Vw7z0jQI62tjzhRoTtRRtruKqpz1OblUBfzzHyMQAUhpWtZX4+Jsn8H81xkOTZzMZJPC1RBnBdCC5+cF1nLocspFD6Mfn575ChtFxzcaBOJEwUgIdevzkP7sJ3STrNoCqi/TxwOW7+1fxzKc5oEJQceL59l/2UaoKVm6SzTfcsYksI18s0rlmJ90v7kEQC/r7vptHFSt0b0qTq5UxQYQarRG9/98QnXm8M5aBjmtv7BvsQDw8xdrfMrh+GD9FKz6lP/s2B8b7aV+XQmuFUpJqIcn4x0fpPztDdqXCRIrQd7h7bz/TvmR5ti5yHAgHA0650GfsvjbcnEIEHllHUQlrrE8Ok071IjwQQpBJ1diW28fPp9bRtszgCENKalZ6g/y/285n+tp7KNVypFzF5vaQy/p3kz2vi/t+2oXraNryNd5z/hhymUf5h8P8cPepBPX7kBAGR4hYLMS9mxEKs+6hceV20xRCAE7dQgqD1PVUj7qXZCYpNn6Bavwb5oqc+QJk9mR0jXtsKXjiIuBwLMYzcqRjWa+++mpe/OIXs3r1aorFIl/+8pe5/fbbm+XZ3/zmN3PVVVfR1dVFW1sb73znO9m6dWtzKpcXvvCFbNq0iUsvvZTrrruOoaEh3v/+93PFFVcsevTO8eKo5GFvby9XXXUVV111Fffeey833HADl156Kblcjj/8wz/kHe94B+vXrz/WfT1hKAQeFeVSiiRR/U0gNAIBuEqjjWA6cqjVXeihjMM4Dh6eEwuYxvJqPczjCoM2sZCLdCwySpEkMAJjQAoHNeunVgw9SpGDXxcfoRYk5YwQLEVx3Yaqim8JE0GC4H+24y3rwewaJRrVVKc9Ii2ZnognJaulnHjo5EQVp14Wurjbba4LYLya4tSxUXQlQEQKNRlRDpMM11JMu4KEklRDl1rRQz44itce4k+vpFb16mElwajvkVcOUVEhJ8oQKMrFJIXApaIErorzcARQDlymawmiKY3ja6p+npqKwxJSCSpKUq54uI7LeDnNuJ/ACWPhVo4kNW0II0lFufg1QXYyIJiMz+FUqBA63l5kDCJyqPhJsqFEFTXKh3LoUYo05Sh2Y1dDF7/sEAUOU+U0RqVI1kNqvpJUI0ExklSUgypEyIkiqqAohR7FSJDT8c25HDlM+0k6DxRJ7TmAeWg/1elMnNQcupT2JmhzD+BX+jEYpKdxyhHJO+8m+sleisFpRFqQ8JNkBlN03XsfulCjOulSLCUJlEN2p0AOTlAJOutThBi8ux5D7tqJ2lWlEKykrByUEejb7kNu6Ef7hlrJo1ROEgQJ5PdHKEYrKYcuWguSpSTtt/8SubodP/Aohh417RBpGP9BRNtGjyBwCcLYI1Gr5XB+PoQyA/VryGWqmCb7kx1464rUon6qkUMpctg70kX/aIX0Shc/cghVHKqr3F9h6kAbRdejogQJHXvZqgqmwrgGiR+5uL6iFjlUlKKqBJGGCEEt9OphNA8pJWEkUUbia5fAKGpaxKHMqgGhiEKXQNXDk8ohCOIQlx85hIFHopqgc7KGzHioqsBXklKQJBV4REWDKPhE04bqhIOLxCmEcR5X2aEcOTihS1iRpKfKkAowkxUqxQTlwCUVukipCUKHcpCkVkvSVXUwpXhiziBwCHUc6oqMIIxcokqArkjcqEal2oOTcAmUE7/UKElRJ+gMHVQ5HiqrIkkQuZSUIKUlCR1P9xgoiZiYwK/F16Bff1GSDtQeqVBVDtXQxQsjRDaJfmSYidH4vCoaeaIznpFYTLSKkGYya/xXLEaY8W7MfGeuUGkN+wDzQj8wP+oxE9oWLcvLwfGvM3I8KrCOjIzw+te/nsHBQdrb29m8eTPf+973+N3f/V0APvaxjyGl5JJLLsH3fS688EI+/elPN7/vOA7f/va3ufzyy9m6dSvZbJbLLrvs2E0i+wR4Qr6qwcFBbrnlFm655RYcx+ElL3kJ9913H5s2beK6667jT/7kT45VP08opkOXmo4fdpEBKQSBiePpnpQoEz9s4ptcXDgoNAYHBzceDdhcXlPx9wUOkdFovLhYkRaUlSRo1OsRscdFmdj9WYokZRWv3wCBEHjSaU6BV1FxfkIlEoQGJgOP2394BuVbp7hkVRe9mSrV0OXh6Qx/M9aBQ4JL+rK4wuCMacZrKf7++lt5QfuppJ34xl8MHSaClXz2ZY/z/qcnGegvUpxKUzRpbg49lpkk+JK8myIak0TFBF5YI9nbRk05jPgeEwE8Vk2xynOYGHLpciqgoWPAJ7/fZchIKqHAFbHLfVN7kY2bpylPrkJOawq1BGuzIV5GU5WGYugwVU3hOoZ1K3bSPZnkQNRPSTmUIonSirWZAIFLsZokMxRSKXmc2TuBX8wwEoE2koQ0OMpwdkeBlZugOtFHEDgUw/hWuSoT3zamwgT56QzpZMD6cyYIqykeml5BIXQpRYKsZzgjX2FlXlAbkQivhD8u2bRykOHaSiZVHGYoCIewlObuX6zjR/89zO/0ncL6XA1tYLCW4IYdpzL6QIFX9HezsaOEJxWjlTRfudmgOI3zu1O0eZq91QSTQZ6fvXuKlw6sZk22RjFyebDgcf/UBoqizEv62jg1W0NP5/jRr1PcX56gV/azpSuuqFuOPP7f11bR6aY5v6eLU+rr+NWUx/dLE5yT6GdTO2RdxWAtyWf/tZPxwOc5fRlSMs73GKrC58r9rNjdy4tXCDq8CF9Lfj3VxW2Pa85Jt7EyA8nI8KupDh5+8EzC7yue358hKQ3jgeSbEzmGRQen7l/J7/QL2jzFYM3j2kfWYDCclnJZmxPk3FjwR8awIV8h6aQoh7FHrhh69CUj8lmFNlCt57tEWrK5b4xUXrIvOp1IS6rKwUPxjM5phOjCn5R4vkZIePrmYUZ2pBgKe0lWE0hp6EiX6do8hrOii3DIwckoauUEm8/az+SjihEzQGk8QVYHGAWdv9tG5f6I6oF6bYvpNElZ4ZT1oyi9GjU4jXAlaiqk7wUeHbtGeWy8tx5edQiUZsPmMUR3H9FIDV2DWpBiIF+jPRX/1gu1JGLckEkobv7hGZy5JmKskqWmJGO+y2Qyy4SfJFWUuE78AB4rZvhmrZu2rMtE0HihkuxRK/k/r9/BH61ZQ0cyYipw2V6UfGLPGmpM85qeFMYIhioZPvk5lweikGW6my2dgkR9bry4pIeIc0YEYOZ4RGbPi0U9jNP0iLS2Q+wdjdsMctZ6DlVZfrYIaEiY2e3GCCrh8c0ZaRSHPRxHWvTsc5/73CGXp1IpPvWpT/GpT33qoDZr1qzhO9/5zpFt+DfAEYuRMAz51re+xQ033MB///d/s3nzZt71rnfxv/7X/2pmBH/961/nTW9605NWjBTrQqIclw2px/AFxsSJXBqoRLFQqNWLBEYmFhyxB0RQbCxXjTcBQWSc+CarYwFRjsCv/4KkiJc3FH5FxdsP6yMEPQGulM35qmp1QVOJ4j5EOt5Gd8plsOYQGklNCUZ8yOsOHBxGaoJ9XppQC0Z8h7VyOSNVQz4R93WsFlEkpC2V5tcTSULlMFpLccuQw/6O+xgRGZzKaeRcl2Hf5SejEmXS/I6XISkMY4FgR7nGYwOPcXPxHNwpiJSkFrnctHsVt4U/4KzCclZmHVwZeyJuiIbw7kzzgbXddKd8dpQy/HPhlxTS+1gdnccL/AFSToox3+WfRwKyMs9WP8nKDEyF8Fio+JrzSy4JL2bTtEIK2FfK8pHhEaa9h/jt0koGMg4ugqnQ5ZOlcVb+aDN/vC5PQip2Vzwellluz97KBdMXkU8nEGS5f38nXxn7NZ4juaw3RdIxjPnwA7Obr5rdrNl5Dn8qs6wOC2wf6eQDe/YTeY/x3OoAbQmBIyRlJZkMYCCZYTqAoVpccGg8kCSkple3M+ILOippPKkZqnl0Jg21SDMR1MN5Kr5Olnt5hmsCKZJUtWTCN6Ski2tyjPuQd2ORC9Aj87gCRmrxNADlCLrdNFnXYbQmSMkkVS0o+IZu1U85VEwELoF20UDOA0ySkRpk3dgDUQwNPaaLtCsZ8WPh7CtBMYIe3cd0oJjyHFL167bd88B4TPiCjCuYDiEpHLp1L64jGA/idUwFgi6RwzeqniDrxGFRDQ9MKT6lHuD31MvYWDQsSwUM1ly+qvYzln6U3wteRugLPGkY8j3eOzFNYirP2wZS5Nw4f+beIMX/9R/htaWL+b3JSZJFxQ8Ge/j2qOBA9AB/6KTYlBeERnLrcBt31PbQ+es2/mp9Jz35MtvHOvnQ7kEiE3GRyvBcDG21gJ+PdfD/bvspz888k4tXlvFkPGrpm1Nt/GJsJ28dWMMLnUGE1IxNtvHHDxdQRvP2gQx9yZDxwGNnNcef3HMfF3du4NWnjCGE4WejHfxz5RGUqfHC8RU8WyapRQ4/n+jlZvEwvz2+geUZyDqa/TXBj6NJpCPpLvWTcGIRd/dEjl85QySqCTY7XcRBFcG+smAg0cf2smQtsed3pKZo0x200cFkAFMJl5qKXxYG9DKS0qGiaObgRKIxZFc0xcVs5rZJxILhloOFdw5G45uNsIdGNBs186u/l4NFz4RydJjFVZy3JUdnOGIxsmzZMrTWvPa1r+Wuu+7i7LPPnmfzvOc9b95Y5ycTxSj2aFQj6p4RcGVcVtuT8W+gWhcSgY7fFmIPR/wjNkApIna3qljMGGKbqD7yJTRQDiGYlZUd6vgtHmhu39egjcGR8fuFNnFCWKBj+5qKbSJt8JVm0o9Ynk6ScOIk20DBlDOGY1x8lacYOs3179IH2CJWEWkIlcEBHCHZLXZRjDYw6ScohA6eFHgiQ48aQHtQUdDpGV7Q41IJ40RUvy7eco7LpuJZdLfFozKm/QS+dtmY9EkUz6OadKkpg2fi3Ip3eU+jLSMItWCqlsDXghd6T6NcXEeYzFBTsZco7ymu7TyNsarLaDr25FQiaDcOl+jfJhv6+MpjspZEGXhLag37aisZk5JKFJfDzzuGa7KbaGuLj/905BEZyAchv+s/D511KEexx+mMfMhnxGkYN8Ej0jAdCUINzxKn0GEGyLdlqUaGQimF0oI/yZzGgarLgfqxLUfgyfj8D/kVulM5qkrMnFulmKKMr7uYDiWuFNSUYLhWBaBHuwQqrpOrDBwIi3SpDsr1EVO+MkzrGjVRI1QpKirOffCVYUQXyJssuSgu2KCByahGWblkvRRVLahGglBrJpwROswafA1uPeG5EmqGwwr5RB5H1KcHAaYpQZQj1A6+EoT1EOOYHCGnVxLpuHI3QCmMqJmIZWSbgjowiilZIBW5BNoh1PFvZcKUUChypiOeAqruLVyfc3hG+BwiVcGTKWo6Tsa80FlHVQ+QlnGSY6gF7a7iQ/kN5NOa/Y5phjmWOYr3pJ9NW7JCEMVif1U64PKcoNM7ld0pRa2eo/KcTp9X1wboXx0y5hsKlRRV7XBV21pSQZWxjKYQJjAIViZ9vnJKjqnwAFNRN+BSihyen6/yv9RqxmXAVDGNKxWhdvh/y10OVPrYVQ/xutKw3qvw5bX9HDAFaqFLpAQZx/AKdzMF39DmxSNZMo7geT2ThMW1nJrxqcpYeGYceF6un4JvyDqaoB5q7UpokibJqamO5v1KAPmEYG/tUc5xn95yvxt34tEWrmirTwUjmAhCxsQE/boLbTwC3cjlmOvhmFnPwUTFjEA5tOyY+3Cf/WfjHmmYHZqZCZfMFSvHu8yIYXFCw2qRGY5YHn7sYx/jwIEDfOpTn1pQiAB0dHSwc+fOJ9q3E5ZQ1+e9MxBqE4di1Iz48JsCIH6IN9tm2YTN/5vYpr6ssby5PhUPa2z8XVMzywMTi4ygsR0zY9PclonFihSggohHpnfiUHdzU68OP9xGx2QnrowfbmlXc4pb4TnVPBtSAbIuljqSLpv8KudN9sfDbREoA+0mYuPuHOuVgyS2daXheV3386L0XbiY5tuJ1oazgyly9WqogXbiMFS1ym/J/ehI1294BmXg8ZGIwUkdv2mbOCy2ZyrgwEiViUqIMrHXKVCSPaPwi326eQyVNlSCiJGxGrVqhDbxgynUggeGNftHaihtUNrEDzmleXxIc/9onGMQakmkoVQOGR2rEilNZOL8nJqW7BkS7Blz4vm76n3eNxUwOOozWDax9ylyCY1kaDxi+5DfnNMrrN8o213Dzqk95HWIEPEbnQM4oWH/5IH6pKNxNUcpYO/UEKoSxe5wICmhQ0TsKewhL3Vz/UlHEBRChkoJIAAAAQAASURBVEqDSBmHhgA8o9k7tQcRxdeENpCQMF4uMD45Td6buYlnJBwY24sbztwyExJSKmL31N56fZv4hCcdwcjkOH45aLrWJdBOxN7xnWTqYTdHQGcCTDlksDxCsn4HciXkkAxO7EcqmvuXkDBcGqE0VSPvxWJD1/vnKzgw5lMqh82Kl8bA3qmQ/SM1wig+HvF1Ktg7ovjVAa9ebywWOr6vGBkPKFYNkY7rl4Ra8MiIYOdQnNcVakFkYLIq2T9suGtHVzxaTjkoA6NThseHNeVI4NfzT6qRYO8ul0eH44Tbmpb4SrBz0rB/BCohBJGDH7kEkWTXPo99E3FSbWMUXqFi2LU7wURFEqo4zyUpNb+V2Mez3RGSzsw9SQcRb3v+vZhKlWSjCKOEs6NBnu9vJ+00ipIZ8iLgxcUSp/gFvPo5SUg4y0zywumVbExX8WQ8WeOqrMOmiV4u8JeRdeNzmnY0W3KC/okcF3R6OPVzooh/B5GOPcbRrE9j7rqFPqFu/TTvlXM+Qf3T+Ls2+1P3Qjdevqpq1n1QQS2KP76aWXY8aYigxXwsMUfsGbn00kuPRz9OKkphfMFXIo3ScVDUlaJ+s4gvML8pQnTdcyLQyOZNthoZQmMIVBwL1UYSaEGkZgrmNNavjEEZh2R9BIAg/lFVIk2kDJGJ3wBBxiNW6jeHUENVaYyBvCd5Qa7MR/4sxx03Vhk1cThGSnhlNmTEOCigpgRpB3SgeGnXTv67vInQg6gedN03pXh2Zw1HttWHHgtqKhYOu4sRvVlDTQnKkeRbD67GKVfQp4hYKClDNVL8cFiwrB9W1ZMElREM1Vzu3J9Hr9Ak6+5kIQyDRQg8SSqKj105gnKoGK2E9ChFTcUhMSlgf8lhPDBkwvj41ZShqhRjZU27gqqO62iUlWQqNAyXNf1aI1Sc5yMUjJUclmUFlSgucR2fZ8NINSIV6bj+h4q9V/umk3gqQbZT1G9whlIU4Vc0K8PYY5MOPEqRZH/VYaiiWKZiEeeK+FpZ5oX898d7uPUjBcZNN5GOH8xbk1X+9pkTfGNXRISD0YKso/nW60e591aXnzlthCb26GSDGv9zbQff+GxAwaQINHQnBS9J+mw7I+A/y/H14Ep4dluJP35aiZsf0jwuYjGZlvBvfzhC9aESd5a7mAjih2yHo/nPM9J8fl+AJIEy8VDdV3bu5+pX1fjifxsmwvhBnXEM39w2zIOPpNjv5WJxBuTDKj+80OGzv4pllithVTriVZvuo+NVK/nGv2rGA4knYEtG8efrq9wx4lN2Ewig3dN865VFHrjV8KtsPTRZf7hVIsP+EpzSFudlufXQZC0yjFYVy+si01exGNlTcRBJSVbFAYFQCwJt2F2WpCNJORIkZSw0a0rwWM2jK4rzKQxQVpqJcgov45EPEySkpqok+2uCYsmlLxSk6+X4iyHsmWxDt3mYurexrCSFALaXE/RGDoUggRRQihweK2QpOQ6dPQJN/DsvBILpQo6BLodKRDwKL3L4xYFO/AgGOqmHwyTj5SwPfH0lfqdDWscvGpGB/x7K0RtJ1q8S8RB2Zia63VkW9LTH9yMpDKMVyUv797HPnIErY+GSdgVrTIV+16EqcgBkXM1pbpHfP/cB/mvkXIxIEzXCyTATdlkgZ+RQnoCm58PMPKRne0Nmcj5m1tWYWk23tM2yxczYm3jYMIAfHucEVrO4fJDjPHnwSYWtwHoUlKJYRFSUQtWvdEfEw1GDus/R1zoOjdTnenGFROv61BUIQqUJjCGsL4+MwVWC0JF1L4KJxYbRGGNQxDfPqD6ELqwvD7VGGx3HfY1DZJym61xpQ01rtDEESvMLp51ffjTH6k6Pcj15djowPBK2IR1Bnx8nk/naIUmKfxk5lWyXQzFQ+NrE4Zi0R5Q0+FGcQT8dClwpSLiSrpSDH2lKoUQCT89XyCUL/CBcia+hHGlqJk4cUyZ+WLvCRZmZsApKo5XGqSfqauK8hlIUh5/KUXyDoX4MqpGhGIl60SXAzHiUKpGmqiMc2RBvMC0dymomYc5XERAX0XK0adZMaOQFVSMI6vseoqlEUIrikFiyXv2xUl+3rzQagyPim1EhinOESvXRQZr4fLhGIIgfOspN8NG/bKM751L144eQr6Dg5vjbu85noMtF1vOKlBZ85FtbSCQcqjpOzatEgoSb5q+v7WNdb4JJH6rKEGnYn+jk1zu76G2HpBNfdyOqjf/66Xl0tyWYDuP+VpXg2m+eydqMJpFzmAzih35NSf5i59NY1ZFq5ieFSjAWruS//n05Ii0oRbEQLWH4m5+dx7l9sZAL6t6popPmz390Hn2dDqqeMzgoXG6uPh39WYlOyrrANExECf76/vN42kCCqH5OfS34h+9vxhHgRHFoMuHE08KE2pD14jfyQAtEfbuuhJQT55XUIqjWq2R1JAwFaJ7/QMfrafcM1UhQCN369wSuNGgRn1dZL9AR6ViM+ToexZMQcRJ7Qs6Io0IkUDjU6i8ZxVAwGcRipBTG13myfr2PBx4OhnI9fCLETPg2zsOBbmGIdNy3UAtKURxeksT1NipRPEKpEMBAImS3FqBnconWZRXnZsbYofsphl59vw1r2nxqQFGDVLGo6UkJlJshQlKOHCr1EUmVbI77I4fuABAOvhbkE2n+/qFnkM4nCGYXNRNiXnim4X5vSSyd9RCeCaGYptdrJvdjRlA02xoChBkx0liHpuHZM7PWYZrrb9w7atHxjdMYFic0rBiZwYqRo6AcKgJtqOiQiFhhO0iU8UjK+KcXakNgFEH94SuRRMbFFRIhINSx0GgsD42LiyAw8Y1LG0NNKyKjUGgi5REoQaSdel0RqOqouVwiUCp+E3TqSbRKG3yjCE1ESMR2PYURhtGJVbR5DgrDaM3n8fZH4/7VzsDXSbSBYqR4LPcoPeFqcjqHQlM0BabaBvmJDjhvvIuelEMlMuwISzzW83MSToa10TNQ5CgEgm8EQ4SqwgX1osclFVF1auxc/gjd2WczVqPuBoeSl+TR9gMsc1J42iWhXTSGYS8iJ3LoeKQxEzVF0fPZ07WLDd6ZFMMIV7gY4LFAkk5Jxv24fHVZhShP8Vh+D2sSPUwFAIJSBL7nsic3zWoypKIkjpAIZdhnFGfJBF4tduMXQ4WXdtnesZ1O2c10oJDE5+jemkObdBioxcKzGIVUklUGUxXaRDejNYi0G78lk2A0O0lC+Xh1AVaOYEdUY9QZon96Od0JgURQUYp9Zhjfq1IorKY7mUAIKASKHc4+jDIsD1aSdlxCrSibgDHnAPvHVtPhJgi0YZgJpt1RBA7rSqfQmUygtGFPOMVE4gAJP0u36iUlXAKjGXWGebico7ss6EwmqEWK/WqK0dxuytE6ltNO0pH1dRQpi2n6iv2kZHwLKeuAscQIB8a7OS2bIlFPQN5V9dmbepTR6hoGnDZ85bC7FDGhahhhWOXHdWWmg4j9DFNNFRmZWMb6TDtZTzDpGx6KxgBNx1Qn/ck0GSMJtaEUae6jxu+mO5kKIO0KpgPQnsvj2Um6VS8ijCduVRr2iCzTGtxaPKlwpEAmXe4MNb8lHEZ8l5Q0TIWCMJ3mp9NV1tcMtXq1V1e4PBpl6VAesuqQduIk6QMmwQEZsV7BWA1KrsCP4NeVBOtyCcJa/EAuR4aq4/KQD+eGErcWv1jUFDxmMoBDh29IOAI/MpSUw71ll0sch8GaR6RhqAYPCBCuYHMETiAoRQ4lI/l6Lcez2tNQi0XWmK/4T7GLL1YNryg7dKfi3JddJbjVDNMhXc6o5mhLxNfzryopPmVKnF9NMJCOBemuco19yQNEhDyjciYKiTaSHdOSA8lRMn6OZU4bCUfODM09xL1ztscCaBUZmKZXpFVwxPaq6QXRM8sa6zOx2G/811zfrG3p+taNMPhUD9HLY4FoqW9yMBZj81TBipGjoKKiOLtfVNFCxW/DxsHoNKFx654LRYSiJuOLXhqHSCdxcZAIIhQhEaGIFbqDg2tcvMhFIuK3aOGjhEILRWg8XOMSRh5CCJTR+AREIkILhTCS0HhEKtH8vsHgi9gmFD6RCHFwKSofbRIooymKMgCKiKIs4oQSZTRlUcHBpSKKICFCUaVY76vLaFjBmHScaCnH8GQKISRFOUUiit/AjIhwXIexqIqDpCKqTMr9iFSFB+UDiOpZtEUOgTI8LIYo5x5hzA3I0U3CxCNLSgP7+ZnZyXnlrSQdyVhYYyT9KK6cYiS1nZTahBumqaqIvV33k5E9dKo+UiZFVVaYTo4jOkfZJcr01RyUcSkGisfyOwgTwxSkR6TbcXAI3IDxvgd5xN2EU1uOBMYDn9HMOCnHZ8jbjxOuqou1kH09v8ZzUiT98wAoijLV7Dg1Z5CHZIhXOQNfOUz5igfyv8CVSYoyRdIkUSouMFQR8fVRFTWKoUQgqJoQJesCzvi49fai8jGOwRhFUZRRKk2Ewhc+QjiURQUZCQIi/Pp1Z1DNdShjiOrXW2T8+Po1KSIRIYwgFCEl7eMEMhbSooY0cUnxqsqhTRwS1GiMMJRFFaXj/fBFgDQOSihKgcJzJKHS+CJACJcaFaoqE/82tMLBISKiHCkcKajpCC01UrhooSlHGiEcfKVxcYiI11VVSYSIc6UKKmSq9yEeV8vo9w3tCKZCzY70PqLufdQ4lVIYVzYuhpqfZX5FnzyN/jCPq8DXhr1RlamB7QxFfSR8cIVgdylityky1TdEt5+v/1YMg0GZvZ2P0iNW41b7ybiCiZri3uRDmH6NV03S62ZIOJLxIGBv36MIuZFlVQ9HCMpKsTc5wtSy/eyqtWOcTN27pXmg/XGM0ZxRO5OM4xJoQ9VVTCzbzW2Tedbn49/D/nKNofb7UTokVbqAUzN5ko5gTylgJPMAD5TPp8tNkXRlfGwdiUYzVNMIEYcXC35EUrahRP34190YNR2RdtqZDiMybiKeSsDUENLBNXHItxzFgjQ0GlfEfQq0wdTLiQkhFhQjMyGW+Z6MhvCYLTYaQmO2yFD1taj6C6AWDVESX4/xPUc3RYhublW3/G3QhOI4z9qLHU1zpFgxchSUTYAvfGqijBIRBoMjXIzRePWHaCwAQgIRJ2rGdUIiHOPg4KBQhCIkqv8ohBE4wiVhUkjiG0ggAjSx2JA4SOESmES8XLQuR0BokoQmbI7b10IREaKIMMIQmgrTapKcbEdoEW9D1qiGE0jhELg+NRPgIMmaDBM6SafpoyyniURI0mTJ1rrxjY+TklRUPCIiF3ZSLkTkc1mUG1ATPimTZEvlLErlgKg3flgFogbKZeW+ZxDkDNXeCEkcskkMZzizdD5Dq0pESR/iDBvW71lDLucR9hlCrfBFgDfVR373AM6pEX7ep6YSuMLhOZObeHDCJ3V6Cl/4+FQJqppVO55OpT8g6FVUorjAWfueATrLPVSfVsMXVSQuMnTZsv9pqHyKcHmcr+MTUB6KWDlxJpXTq1TcGp6SpKTLtomzcNJJRjqgZiICWUOPp1k9fCasSFHr0JSiuAbN5pEzOVAKiDYEaBHfXqWRGKGZDHaR8fLUdCxAfBHgU6IcjZGTHVRVLEAjFNPRfgSSjNNBYGaE7GSwi6zXRtX4RCI+3zVVIlBF2t1+ajqBMYaaU2E6GCTldpARHUTE12TBDGFQpMTGpjcNAcVwiHyil8hoZH1ocEUWmQh3knLPJDASiUQYwZQ5gC/bGTB50JrIxCJ9OtxHLtFNI0rvSYdJBinpMTrYgtbxgyYSAdPRflzHA9OO0nGoY8zsAaNJi9NjQaTihOiscHnJ5NOZ8Kq4uRSBikNRXaM9nFLOEy7X4Ma5SlIIXja9nsD1qKTrOVtao6YUL/ZPZ6wjpJzycAUkpKRzv8uz88vZ0SmpRPH56goTnDGxiul8jiARC7Oq0pw9eSqVQg1/naCkIpLGQSr4raFTGXQN1YF4z6smxB1KsdlfR3FAMe0pJLEoOmdwOWHCZaonQteHylYma/yeWsWBNkE5jPfZkw6/W9hMLTSM98SCQQjBqoRk09RmtkuJ4wkiZXCF5HfUGYxPh7gDolkmIOtI1k6sJZVyIS1QJq6aekoqSa64guWdHiGxR6HLyWKC+F6STIpmgrRPyITZyyqzAYVuVleWB3nTnxsqmfGQzAgO3RQbuikwjIjbGy99up72qet/NUSIRs3ytqj6uhvCR83rR0jtMHf5J8Zic0aOtM7IkxkrRo6CkiwRCZ+aKWF0hEbjCBclIjyScchDhETGJzI+xsRvJRE+Uro4xsUIgyIiNDWolypzcAlkrbk8Mn7dPRkRvxs7BNJrhgki48dipC6vXXwC6SJxmj9OXQ8DOXj0ja/mdGcVOzMJfDf2mCgiTt+3mYqE2toKNVkloZNUpnx6R9oZWTaG16FR9Qff4/v20x8sI9qoMCb2vEwHRcK9gvFVE3SkUs3JuQ6MFvELEb29ebTQ+KJKYMpsn66RTSTpMW2g4jejcV3g0eI0bTogY7IokUQguL8Y0mva6O1JA1CVVaYZYcIJGCBHINqo6fjNftekz5CeJCk9IkICqvimzA5dZbnoxTcqnjhQKUbMFOXQp8dINBFSuIDD/dM+HQlFOsqhjCYUITVRZTqskicikD5VHXt+Hh6tkc5r2todgrrYKjFF2Y/okCEdOoeMBFUVsaNYYlAcYA3d9W1pPJJkgyyvDTZzZ8El6A7rN2rN8rFVrGKAne0evhPWEwEFz514GiN4TPbWCKRPQidxpgRvSG7hjihNmAqJREROt9N1IE9/xmGwwyEkQiJZXR3gnHKOoVSG8WyJiAgXl8vkBsaLin3tbRSjAIUm67fxiuq5/GJaYrpBGU3CcTi/1kdHkOXnqQyhE2AwZEyKd0RrGPdy7HUlflQXI9PwOucc7lZpiKeWYXXO48JSir62Pm6qOhTDWECfGa7k9LCN0WwHRSd+i0+5kqu91Tw07rKvrY2q0vj1V05fKe4dC+ntSxJqA8TDkcsqZH+hwuqBHEmtcXT8wH1g0lCWIas6VTOMGRBx/6QmlYlIhApXxmGycT/k3kDitPskhRdf61HI4KTCOFUGckmkEFR0yGipyvR0hV4h0SZNpFxqJmDXRA06A/rrLyi+8JmUBQoFl/ZlgkzkxTlaRvHYZA2dFrT3akLjYYRhkiI/G3VoS0eISMUlAVTA/lEfrTQd3Ul85cYTY5YiHtgb4PS4dGQaHouIX+0t0hYqcv1tNIuOGk22UGK0mqAr3VZ/gzeMjJTorlUIsr0Yz63PDyVI767Q15Ui6I09UilH8MyExzmmjVtNgt3KoPWMR6LhmW0wIwpMS+hkIcEB1EPfrYJDo5r3Mk3j/waMxphZHpKGzDEzGSqtfYm3EeoTxDNyXHtxcmHFyFEQCZ/Q1FAmwNR/IBE6Fgn1AmbKxB6JyAT1H4YEIXFM/cdnYiGgTFB3cUoMUd0Z6YKBiBDQKBNhkAihMEbVB3/GoRVjohl3pNBIEzWXx+tSGKMxKKZNjamKS5iKvTahCFEiolALCRLxXkSECCGp4eMHBl9UYvd7vTx8jRI1Uw8PmVh0KQKqwsc1PhoXRUAgJBVRo2pCOkSyLprijy9CUkhCYhERvxWH1ESFbLzHiPpxrYkqgckS1cWVIqgf2/j4KgICQiRxaCEUAQE+WiiUiVDGJ8RBiSgOjWlNaDRKxLbGuGgh4jc2oagKn4xIEJj45q+EQhOihIzPJyEBsTCrmSgOv4mofjwiDGH9mHhxro6WhEbhE+FTIaINxxgi4QCSmnEZq0DVRM0kV41GRYZpZQhR9SG/8Tmeqml8T9WvDRBCEmhFoSZRyfg4RsTel+mapjORqd/WNQ5x/Y9iYAg8Hd/0RRwyGalIiOKRVxEqFqrGMO3HMXZlNIh4QsGpmsYNQadU02UeoZnyBcaJ82dCY4i0pqYiShEYJ15HPMoJBisuuURUH1ZtiFBUQij6oNNx0rWOL2KmIocgio+Aqv+WNIaI+rnU8fD3uM5O7MYP696dSGtUvXx8oIjPg45zrKJ6KFVrjTSKqJ49GWkdnzMNngiRJn64hiaipjSYEN8oXBN7qwITUiWIrw3hgIFABFR0iBQ0Q7GRiPCpIkySrPDwjYqT2Ymo6QgDhMKNk5uFIhA+FZUkozWhiXMmAkICrepJ7bq+37FA85XGMzNJ75ExVHVEQsUJ8lF9eHdQT7hWbnyOBHGycKiJRxQZMMrUR/LN1MURJj7OjoBIGUYqCQquIXJ0M3duLrPzNYwwrX9jmmGV2R6P2Aui6kmoqu5NUXVREYuPpvBoCpEZL0hjGzOdmBEmDbGi9XEuNDIrd+VwVpYYK0aOgpqZJjIBka7Gyr3u+dBC4QgfSfzg0kahTK25XIkABxch4sob2ih0XYwACOEijYsUjSRWFf+46m5HhIzDCY0wTP3x3Lig4/lvZk5p/HOtD2HQmqm2vRxQNTqTa3FFKn606yrTa/chhUNO9RPKDFIITIdgIrmPjvQAVV1qrqd9wKGm9zMtJRIHRYRMQLl3Bz2ZZQS6jJaKgCpeziUUUBVT8cPD1DAovJRL3mujIkvUcJs3IIEk0hUC7SBFQH3eT5LCpSorRIRUKba8/QRUqcg4dOUJiTIRARUiExLpCqGuIcgTUKMq49LzkYhDE9JIQuOjTABCYoyDYxKERJSoYjAEolqPTUuUCahRqmfoSTzhIIWgLOIwVqirRAQk6nMMVUQVpeNwmovAoAl0uT7PUABIphI1Hs3toSO9Fo84/0KZkHL3GLtUmU7vVBIijcEQmhrbe7bjOAnazHIc4aGFQXUFfLW6k77MmXElX3xqukh15RjDQK/cQIIMWiim08MUxX5SXjtZ+nHxqIgJ/l1uJ5HL0c2puNIjEDWqyQLb8zsZyG4Bbep5HiFDuceoBRN0uafg1D1YJab4XPJRsrKPNcHG+HyLiOmecf69/GsGspvJ604ipRisVLgluZ2oVGWVm44TCkWVvclBfiZH6eZUVgXr8ISkogP+ProHN5ekW51CzrSRbIRCUfQkE4Q6DpeEWlBVCg+HnExQFTU840IU5zK0JwWToaak/ebbu0KRkIKKqVGIkiSEpGYiGomTFVEiqOdGGDHzuytRifNpZA2nngcWiBqaiEC4BPWM60D4lMU0EIcGIhEg8KhSoiQTca5XXaxoNDWmiWQSRUSFAp7pJTSaovJRaCqygivrhQ1FQElLXO0QoujIJ6g6gmo9sT4QAV7OJRV5VJUmUPEjuxJF7Mz6dKQ9pk2VhIo9NE7O4xFZYY0yRCokNJrIKErrDJNikoEoRaAcCsB9YpqvOI/S7pXJ0bNgeGah3I253o6m4GCW4DBzBMeseyHUH+BGN++9wMz/m6Ga1goeM4Gh+N/RcRYjxtjRNEeKFSNHQU0XMSYiUj6Nd1mBRIsILes3LjRaRygTNpc7IkIJiayLEWM0SoczYgSJFA6yPkLBNH6UZuatoyFUhJDzfoDxg2j+MlP/4WqjkNKjqiaRMgFGE9Xdldooamoa18T7FCkfIysUwr04wqvvT4h2QnBgKjQkZBaNwdcFcp0GXwxhVC72kJiIamYCMlCKupp9Ck0Vb1WZsjuNMT1xeMtEmO4CqdwwRmYJlMapT/qn14wx5I3QyUo0ipou4maqZFdNQQqq2kXJ2EM0tnwnaSdLqX6jUaqGm9TI1Ttw8xspMkEgfULho5cPozuHCFRX85gaNNW1YySzy5kUcQJlaCpkegzjqUeR7gA1XSAUVRQRo2sex3MTdJiV8Ru18UnkIqqnPkQqs4JpEeLJFIEpU1i1nZwOCVV8fpWIH1aRquK6KWrRJKGTit+KTYg2EVJ61NQkkYzDXpGu4jiJ+jVYQAovdnfrAM/NUlLDeCIde3BUFVk/hmU9TiR9lI6IdAXXTaGNwtfTRCKBNoqEk0NKl2k1TEKmUToi0EU8N0tZjYMTJy5Hxkcg8JwMVV3AFamm+E667Qgkk3KiGaosq3ESbo6qmsBxXAITUGOahMjgOC4FMYoUbuxpJCLltqGImKZEQicoyWmSbjsGRdmMx8nUJgNA1S2xe/m9nJLZylhUIkmCmvCp9BUYyt7PstQmjAgJTQ5tNLv7H47FsHMKrvHih11nxPbEg/RlTmVSGlwcAuETrSuzM3icdtOHK+L4UpQOmF43TDrVjhJdONIjMjUmBw4Q9gZUTX/9d+4SyRqT63aRT/dRNFUEEmVCZHuRcvJxMt5apolzvTSGwml7AI2j++KXFRPh5gOG1t2LyZ1B0smgUVT0JKVVgwC0s4qM7MTBpZQZZ6pvNx2pNXgig4NLzZQodOxhWCQY0GeS0zk0mil3jHL3LmpOirzTT9Kk0WgqyUkqzjg+y8jTRSQUJTFKzSnE9xfHkNXtKKGYZhTPzRLoMmUZ57OJOYJkdg5Hi9iA+YLDzE48jZrejMa9cfZ90MxaNrN8Zr0z258jSGZliyp1fMVI7MVbhJ0VI02sGDkKwqiMJsJoVRcVcRJZHBqIL/JGuzFRy/J4HL5s2sx1FwrhIoyoh23idcz+gSkAMSdfvbF8bvusZTP90fE7eV2EKO03PS+RqtZDDTreN6PQOh4VA6B14+1EE6hK8wahtB+3G0OkqrGnATB1b0qo6yM76vsS+qBVsSm8tI4oVabxawInr4mE34wPh9U0UVAjkRwDIFBlarUqlaLAc8pxCMONbYOqR03X8Dyn7pUKURFUioJJeYB8rp1I1gi1T6E4SRRkidI+ovHGqw1+2WHaTOF2xKOSfFWkWCzjV11qqRKu4zaFUq0kEOkEQSoeZRRpnzAwVIsOjjOGSvm4IhmPXCmGGGNIJmv1ZOXETDhPBRg5y4Vtovp5MYRUmzdVpUO0DuvtsbiN7eNzIJDgNG7cM9dnpBojawyR9uN1CBNvQ8bnJO5HiJG66W1rbE+ZGqGpoHBQJiRS1ViUaBlHH3FiH4OqgdTUnCQCB2UitImTrCPjE5hynFRtfAJTQZsQYVykib1O2oRoHRGJCjVZIRIRNUpEOr7WhOPECeGi/ttBIyv9FE0Z3R4SkKQiikyUBnEqy6hmplFuSCQDIlOjVpTkvS5q6WlAYkxEsTqNKmXxvRo6GXurfD3NZKFI0nQRpspE9WGgWkmCYgJ0FZEbx8UjNFWCqqBag2y6PJMfFoX4JRehiwipYs+oDilXq1RLUEyMoJLt9fMaUCoEJBNJqt4UjvQwRlOt1ghKKaa9UdLJOGcqMj7Gz6OMwveKaBnnq2lt0KGH71aJnGBG/OASaZ8So0SOj0bh6yLKhAgtqYlpVD2JPtI1Ih2fm7J0UcbH1yVUw8tjyvF1WheyWgdEQoMp4ZjWR8nskSuzQyktYZQFvBuzPRuG1nvX7O80b29mridkdn5Iqxhp9CxednwnymPWkOVDmlkx0sSKkaMgrD+IG2lYQD3BUKHrgmDh5RHxBFAHsSG2EWKmznPDZj4Hq2soFmhrtHv4fkA6FSfbxuJEMV2s4EiHbFY0+xL4mqmpMp2deRx3xjMzNlJBkqB3ICLUNTCaWi1g9ICivVuQzQcI4yCEYHLYpVTwWX16/MA3RhOpkOHdkGirkFiRQpg4X2NycpLCuGLlupBUKoOR8TEYGpogl8vT1h57bJQKqFQrFMclyZRPIuEiVJzeW5kSTNeGaetagdEKpUMqVZ/iuEbKAulM/IarTUShUCIqpcl1zgi4KFJMjtYIOwPa2uJqk5HxKRSn0VOdJHNFUslUUyhNjxtUPiSdj7+vdUipHFAdy5HKKEKvipYRSocUJgOq4RS5joHYSyRNfRikh18Dz9PgzSTVGZ3Ar1VxsopIzbT7tbhqrpTxOZHCBe0R1gK8jIOqi1tXJvEDj1BX8NKx8BBC4ooMvq9Ip7L1eHwUhwdVjjAKSGaT9TdZjSOS+IFBC4dIBk0R7eo2gqCESDuxrTC4IokKPBJeBu0YTN3TgfbQfhonk2w+HDN04vrtVMQEJE0sRDBk6KMa+CRT2ThngirGGGSUR2iXhOfWc2XiEWqhCsgM9jLRO4nXnicSAYGpElYkcihLJT+KlAYj4rwqMZxnMHOA5e35+m9LUSxPwPByJpNDtLlZEBKlakyMF+hUXcj2cnO/wxoUR12SlEmkDYoayoQUCz6FQpm2burnxCGMfKbHFNX2MulcnEditGJ6ukB5QpLOg+vWPaBoxkdLpDI1Urls84WmUBonHO0lka4g64I7Mj6VkXaUckhkyrHXVbgEFQ07VjC6bBc9PR3N9aoDAziTCaIt01RFLJQC5ZPevp5q7xROdy3OexOSaDpDbqIPVk0TuCWUCXBFivKEJJdoI2gvYurDaZ0oS1hJkM6m8EWByFTjl6EFPBMND+9ihEbr9xYjNA7u/WCBPJZmxVZ9fMVInN2yODtLjBUjR4E2/qyLfuaCNzhNV+XBlgNzbFp/MPE6Zn4o89fjcLSMDA8xPQGrTmknlUpA/Uawd/cgyZTLqaetQOk4d6NYmmR0pIKX0OTbUs0+jE8cQJCmu29VvU+GMKpSKE/gZlJk8u3xzcNAsTbEdK2CNutmhhvrkGo0jVSi6RVqhKtC7aONg8FD6fpwyHACL9JEOh7RoE2IMYrIhHGyog6bN8FqNIkflYiiWv1YhhgTEugKyqSItN+8EYZRhUArtEk3j4/WEb6aJqkSBKoSe7N0iNY+NVOob89p3kCr0ThOmEapjvp+KCJdI8QhUnFipSZC6xBfFQmiUr1PEqPiB0MtqDK02yfVXqV/oLt5PAYPjFErpli7XuJ6Xv1i0BzYOU0iF7FiVWdcj0EoxsemCMe70GvKpDNu0xO3Y8deOtKrSa/V9cRPqJRDJvZA2/ICbe1ptFJIEVEZzDNVLrN6k9c8TmGgKO9sp9w7Sf9AvUooDqMjBfREDueMCk5zIhqD/2gnle4yHatkPTHbMDo+QXJoFeXTpshl6rshDPt2Ful3egnXH4g9JEgKpSkSj/cSrNWIzvpIMRRybxf7gl2s3pirfz+BRhOZgElZxZhpagYc46JMEL/BiwQJXSHQAilDMJqC9KlFY4TKaR7nSPlUGCUf1QhULO4i7ROqEmUmSEQ1pHRib5QylHWAUCGRihPStQ7xdQlfldA6S/yYDIl0SFVNISKNUjPiR2m/ft3lUXXvpDGGWjSFCF2U9qD5W/Gp6HFyUZKEzsz8fsw0GNMUngJJLQoYF9MkozKB8pqe1SE1iHS6WKm9+nEAP6wwEdYw1XH6VTuq/nI0WtqPKXbRFUUkZH1GKQODw1P051wy+Qq6Xv9mulijsi9Bbc0EyczMPWa2yGjsW+PaXah97svWkYoMM8+1cBAJMNfOLJxwe6xY7GgaG6aZwYqRo6AxgmbuDyEe7TLbbu6VFtU9BIe2mTt7ZavNjFAR9VEgiyWXT+N5EZ4nZ5JiUXR15/E8p/4Qix/WruuQyXq4rqDx4zfG4LgCWR/5M1Nr0dRvrImZddRDQtpEGKPqOSPx+4IyEcY4zNQDqMePdVh/i4rXAbFAiAVBo796zpvWTCisMVrHzOpvvH1dt5nJ+Y9zaEKMScyEaUxUDy3ELnyMjENTJu4zxom/qWMRFukAZbw5+zE7IU+DjsNbc/ctHk1p4jh8d41MOteynnxbmkRSxTpr1vWW64lIp9JorRDCgFFksgnKjJFIdM8KHUJnb5qEW0GTnjl/nibZUyaZztNISjZGoztGyOaYdQw1wjGo3n105HvQphFODMm0e5S8YTRJMDL2HGif6oq95NMdRCasH29NLpehOLCTXKKPiDCeAJGIVH/IlNxDqn58AWQSplfuoT+zioha/TqJqPQUSIU1QuMghNt8dikToHAxjSRkNBHxcdaNHCejQAf1cxiiTYgyQfNhrU1EhF/f78axi4h0SCgqcZ5D/fmmTRxi0sagjYpTYOvXeHydRjNl0OuhtnjyvpnzGts1QqCzrkYd1ifvm/ldzWzPnXUNqHpOkUZrjRAKIeLrM0LjmXifhdB176BPZCpok6NRxlgbFRe/034crqnPBI6MIBGH1pSu18IRDrl8CpGuHx9VQwhJNpUl6inieDQ9OXEHF/KMLOzhWEh4zL+fHUp4tH63brSADTOhoYP8fawxLDJn5Lj24uTCipGjwBzExXesYoSL1RdHGm9MpySplIcgmH3PoK8vU19f0FxnJuuQyWRA1G+m9QWnrFsGtA6NS6U9Tt/Qg+Mk6g+huL1/oI3ungwwc+OVUtDT75HN5NBmpvBQLpdG6wjXlS3ryGQTJFISXc9DAUUikSKZqeC5HoYIpeMbeCJtyMhk/eZfL9PvOCQzgkQigdJB0+uUzeTRahqYEZBCaFJpQSqVbsbJAZKpJIHvI2Rm1kM5PkZe0tT3I37bTngefibE83LNN1/QpDIOnko3900I0bwld3Q4CBk1wz/GGNJpTTot0KaG0Y03eUVHp4T6Qz2ej8jgJhRtnkFTxOhGcrQi3yaBKlEEscA1GBGSa48wYoooSiGEgzEaJ1nFSTpUA7/ZZlBk2wKMM41fr/xrjEG7FdJ5hdKm6e0zxuBla/iiiAozTVvjhKTzPoGewImScT6F9tHpGoYIP0o1wyBKF5BZxaQpk4jqYTLtEyWLJJKaahDgORl0I7nZaGReI5Jx6DQkfuBlkjnK+RpCmGaCNoCTCUk7SaKo1kyodl0Hma7hOE6c81J/Ecjn8mhdwRgH6uIaIXBTPqlkG9r4TVHkJSWpbGNG4ZmcsVTWIZl0Z10zimTSJZnRSClmXdOQyXp4idgT1xDHruvgpUKkA0rXoD5bk5MNcOph17jPkEgmSHVPkMu1oWaF9Xr6chhtmnlDAMKRdJxSxvPamrlJAG1dLqpjBC2S+LNucbl+BZQIVSOx3mDEBInOWNwLNfMYac3TWEhkzPEEt9zEFng0H+Imd3BBsZhH/HGWAUeSM2IrwgMgzJG8Wj+FmZ6epr29nS1bzmnGemNmJ40+kQu8MS3csWYx/TvUbBKHZ3YW/dwbRDMkhZmxa7w+zr70Zs+sdahLUjj1m3XjIRjRsl/1h8bMahthLWeWrWze8BvemoNuTjjMhMbUjDATYoH+yzgBuemxmjUse6F9W3AdC9gseA4XbhOi8cCY7UGb9bCY0z5zHBrtzpxjo2I7XJqChpmkbMFM3kOjH3NtG22NUWKzE6HjElmt158QTnOEUzzaLGyuw5EJhHSaHiCtVTOM0kgelWImlNbIf5l9rGbCozP7GverUbtl7vFqvWbi9sZ5PVj7HGYU7/y22e3z7FqnmRPCmXWOZ4d554Zv5+9f41YvWq6pWTkbCzD7+7PXMX9bh7I5tPfi8F6KI7gvLvJxppTil7+6h0KhQFtb2+LXvwiuvvpq/vMfbuU5nb93WNuRYD93iG8yNDR0TPtwMmI9I0fI0NAQjvNkO2zHR4zMHeo3s+CJihFJfPNtuPhnP6Bn37hkM1k4Xu2sROGWJOKFmP2An729aJ7gad2eN+vv2f2r980YPM+lu6cTzJzjPu8tUcahnJaYev2BsuANvPHgbT0OxgS0PNTq/Z/tgZrp40yYsCHUYuHRGrM39Ve6mfOtZj3sImYLuEa/jW647dWcZU5LyFEQh8pmbGfVl9DgkGBitFKvXlw/h2ZmiD3Nc9tI0m49B7reHvd1Zl+NmSkkN3Ps5l5fs45X8zo4mOBfaL7aOeehwaLFSFwpeIYZMTI3bDt35F6zfdbvYnYy6WwaYrNh31jHQsettR8L/aYaSfyLESFP8IVssWJEH0Q0HiMMBxNucw3NEXlGrr32Wv7jP/6Dhx9+mHQ6zbOe9Sw+8pGPcMYZZzRtarUa7373u/nqV7+K7/tceOGFfPrTn6a/v79ps2fPHi6//HK+//3vk8vluOyyy7j22mvnvGj/ZjlhnqphGPL+97+f73znOzz++OO0t7ezbds2PvzhD7N8+fJDfvdTn/oUH/3oRxkaGmLLli38wz/8A+eff35z+WJOzmIZHh6a9yb3pGHBB+yhWKxX6NiLnRkvy8GHM7euRC7Qj8ZN8mD2B1/nwTxArd+bJQpmjSZIp9N0d3eAOMgDaU7/zAIPNdNcf2u7MHXRNK9/jaBQI6EwFhoiTkqpt8fVOBuhF+q5L6KR/zJLUMXrErOeoaqlvRnDaBbsU0C9Bs+s8ERjt42ZLX7ifRNiJt8iJi7jbrTmwNBwPcSgWx5+jfyj2R6geJutw0hn8qBmi405HOKcz70mDyq8F8mhvAMHF/WN83/o39eMmD4ci39AtwqOuZ6PQ/9WFpvncaxY+Nge522a4zM3zQ9+8AOuuOIKzjvvPKIo4s/+7M944QtfyIMPPkg2mwXgT/7kT7j55pu56aabaG9v58orr+SVr3wld9xxR7xNpbjooosYGBjgJz/5CYODg7z+9a/H8zz+9m//9kh39ZhxwoRpCoUCv//7v89b3vIWtmzZwuTkJH/8x3+MUoq77777oN/72te+xutf/3o++9nPcsEFF3D99ddz00038cgjj9DX1wfA5Zdfzs0338yNN97YPDlSyubJWQyNME38o37yBvkOdVM9FjfdY8rhxNNCrvFDCagF7Q+x3sP2Z7YYmflOOp1m48YNlMoVpqammn1KJFz6ensYGh4jimYepl1dnUgpGR+fat7opZQsW97H+HiBWrWeDyAkbfksmWyWoaHRWd2SLBvooViqUiqVmw+STCZDV1c7+/ePtfS6r68L369RKFSabYmEQ29vNyMjk0RRY1ixQ3tHGiklkxPVZm6EELBsWRdjY5P4fpy8LJDk27JkMmmGh8aab+MCSf9AG5UylErlZn8zmTRt7R779482+yuEpK+vE89z+dUvH6WRPDpDa1Gsgz0kD/twbPnOUdweF3P9LOQdPBbrPoQwOZSoP/qEzqM/dktbCj0OcR2vMM03PnErz2q/6LC2Y8F+fuZ+66jDNKOjo/T19fGDH/yA3/7t36ZQKNDb28uXv/xlfv/3fx+Ahx9+mI0bN3LnnXfyzGc+k//6r//i937v9zhw4EDzhfyzn/0s733vexkdHSWRSBxVX54oJ4xnpL29nVtuuaWl7ZOf/CTnn38+e/bsYfXq1Qt+7+///u95y1vewhvf+EYgPqg333wzn//853nf+95HoVDgc5/7HF/+8pd5/vOfD8ANN9zAxo0b+elPf8ozn/nM47tjJxmHu0GcUHMpmEOLo9legBm7g7/9LWx/EJtF9Wf2sO7WUIsBqpUKIyMjNB4g6XSSvt4exsdG8IOgpd3zPEaGZ25YQgqWLe9jcnKC4nSx+ZYsRR+JZIKRkViMNNzx/X1dTE8XGBubbK6joyOiq7ONkZEhYjd/nNTZ0ZGhUikzMjIjUtJpj97eTkZHxwjDqOkdTCT7cByH4XrfDBopNcsGOpmcnKJUqsXVOYVESIPniWbfYiGh6OvbwOTUBFOT1aZwae/wybf1Mjw8zOxQRGdnDtcVKF2d8X60eEYWKTSO54PStD7oFzY5ynDE7DDMgus/1PXd+KKY3zZn3U+EE+oesYQsamhv/f/T09Mt7clkkmQyedjvFwpxddyuri4A7rnnHsIwZNu2bU2bDRs2sHr16qYYufPOOznrrLNaIgMXXnghl19+OQ888ABPf/rTD9/x48AJI0YWolAoIISgo6NjweVBEHDPPfdw9dVXN9uklGzbto0777wTWNzJWQjf9/H9maz0uReL5cRgsW9488I7c9oPZv9E+3OodXV1d9W9bTGNETbrT18/K39C4HrxcNYzz9wwZ2OGtWtWofXMg81xPaSEM888rcXUcR2WLeuhr6+z2Sali8GwadMpsywlnueRTHq0t2dnWoWLMZr161e2xMI9N86R2bBx1bzjsHbtinpxqXqxNNdDSjnLtu7lcSTLBjrp76sfCyGRUoCJ2LRpHbNzNhIJLw4rmagl9DXDkYuP4/XwPP7DR+evf1Gey2PsDLfiYz6m+cpxODsolUot9wGAa665hr/4i7845He11rzrXe/i2c9+Nk972tOAOKcxkUjMe2b29/c3vS9DQ0PzUhQafy9lIu0JK0ZqtRrvfe97ee1rX3tQN9rY2BhKqQUP7MMPPwws7uQsxLXXXstf/uVfPrGdsPzGWOwN8Td141zMdqSUyMR8t7rnefONBXiJ1nZDLDKcBfIB5q3DqHh7cm4ujJpnK9A4kubcNvXNg1G4rmxtqz/8E54z5y1b4TgCx5m9jjjRdMbWmWUbi5KZ9caCw/NmRjPF7aqeHNgYjdPY3mJu/E/+h+ZTYR9PBowBtQjnl9aQy+U4cOBAS/tivCJXXHEF999/Pz/+8Y+PtpsnFEuWifmlL32JXC7X/PzoRz9qLgvDkD/4gz/AGMNnPvOZJenf1VdfTaFQaH727t27JP2wWI4FB3tELTa1zyzQfqjH3pEsm7tus0Bb83txpivNRNrm3zNvowf7z2L5TVFPxV7UB6Ctra3lczgxcuWVV/Ltb3+b73//+6xcubLZPjAwQBAE9Vy0GYaHhxkYGGjaxOHP1uWNZUvFkomRl73sZfzyl79sfs4991xgRojs3r2bW2655ZDJRT09PfV49fwDO/vAH+7kLEQymZx3gVgsloVZzKN+IYFx1NtZQIBYLCcMplUrH+pzRKs1hiuvvJKvf/3r3Hbbbaxbt65l+TnnnIPnedx6663NtkceeYQ9e/awdetWALZu3cp9991Xz1eLaTxrN23adPT7/ARZsjBNPp8nn8+3tDWEyGOPPcb3v/99uru7D7mORCLBOeecw6233srLX/5yII6j3XrrrVx55ZVA68m55JJLgPknx2JZCkZHR1s8bplMhg0bNvDggw9Sq81Up12zZg2e57F9+/Zmm+M4bNmyhR07djST2ACWLVtGV1cXDzzwADCTQ3DW5rMYGhxidHRmlE1nZydr163lF/f+oqVfZ5xxBuVymX3798cNxpDJZjjjjDN44IEHCPz60FwhWLtmDY7jsOPxx5u2ruty1uaz2L59ez25Nu7DsoEBOjs7efDBB2PTuoDYsmULB/YfYGx8vNmHrs5OVq9ZzS9+8YuW/diwYQPpTLrl+xbLiUbdd7couyPhiiuu4Mtf/jLf/OY3yefzzVSD9vZ20uk07e3tvPnNb+aqq66iq6uLtrY23vnOd7J169ZmfuQLX/hCNm3axKWXXsp1113H0NAQ73//+7niiisWFR46XpwwOSNhGPL7v//73HvvvXz7299GKdU80F1dXc3hRi94wQt4xSte0RQbV111FZdddhnnnnsu559/Ptdffz3lcrk5umYxJ8diWQoSiURL4lrjRpDL5VpuColEAsdxWmwbuR+ZzKxZyurrkFLOS4gTQpBKp2hrn/HwNR7qs9sgzt2IPYMzLwuz+xalZobTegkPRzq0t7U1xcHsvs2u4JlKpRBSzNtes2+zttfo29z9cJx65V0rRCwnMHHOyOGvUXWErpFG2sJzn/vclvYbbriBN7zhDQB87GMfQ0rJJZdc0lJXq4HjOHz729/m8ssvZ+vWrWSzWS677DL+6q/+6oj6cqw5YeqM7Nq1a57LqcH3v//95sFfu3Ytb3jDG1oyjT/5yU82i56dffbZfOITn+CCCy5oLm8UPfvKV77ScnKOJD72VKkzYjn+xHVGNi51N05q7r333qXuguWk5vjWGfm3j93C2bkXH9Z2MjrAg6mbbTl4TiAxcqJjxYjlWGHFyBPHihHLE+P4ipGvfewWzs4uTow8lLZiBE6gMI3FYrFYLE8GGqNpDsdibJ4qWDFisSwR1WqVUqnU/Nt1XTo7O5mYmECpmUqa+XweKWVLoqoQgp6eHgqFAkEwayr6TIZUKsXExETLtrq7u6lUKlSrM1PJp1Ip8vl8S1IrxImtYRi29M3zPDo6Oub1ra2tDSFES9+klHR3d8/rWzabJZlMzutbT08P5XJ50X1bysm8LJbFYDCLygdZTJXWpwr2V22xLBGlUqllNE06naazs5PBwcGW6r+N0TSzbaWU9PT0MDo62lIdeGBgANd159XF6ezsZHJyct5omnw+P882k8nEo2n27Wtp6+jo4MCBAy0CY+3atTiO07IOx3Ho7u5mZGSEYrHYbF+2bBmdnZ3zttfV1cXExARjY2Mtbblcbp5tNpu1YsRywmMM6EWJEatGGthftcWyRHR0dJBKpZp/N0ahrF27tqXEeyqVQgjB+vXrm22NUSorVqxoqUCcSCTwPK/FFmKB0NfX11KJuFF5da5tKpXC8zzS6XTL9wHWrVt3RH2b7UVJJpO4rjtve1JK+vr66OycKVXved689Ta2Z7GcDCxuxJcVIw2sGLFYlgjP8xYs/d6YCnwuc+vyAC2C4XC2B5t8ayFbx3EWnL3zSPo2d9jxoWxTqdSCQmMhW4vlRGexdUaOcrrEJyVWjFgsFovFcgwxs0q9HwqbwDqDFSMWi8VisRxD4gTWw/s9bM7IDFaMWCxLxMTEBIODg82/0+k0p5xyCtu3b29JYF2xYgWu67J79+5mm5SSjRs3smfPnpYk0d7eXjo6OnjsscdatrVhwwZGRkZaRrK0t7ezcuXKZun4BqeccgqVSqWl9kGjb4899lhLAuvKlSuRUrJnz55mm+M4bNiwgd27d7eMyOnr66Otra2lrP3B+tbR0cHy5cubpeNn9+1goSmL5UTBDu09cqwYsViWkNnl0g/XPrvtYP8+XNtibZ/I9o6mb0dqa7Gc2MSBmsNjs0Ya2Aqsi8RWYLUcK2wF1ieOrcBqeWIc3wqsX/j7/+K09PMPa1uMhhjM3WYrsGI9IxaLxWKxHFM0mgh1WDtlPSNNrBixWCwWi+UYY8ThhcZibJ4qWDFisSwRQRBQq9WafzuOQzabpVwutxQLS6fTCCGoVCrNNiEE+XyeSqVCFEXN9mQyied5LYmjENfr8H2/Jfm0UdhsdgVXiGuJKKUW7FupVGopena8+pZIJEilUgv2rVGAzWI5UVn80F5LAytGLJYlolAozCsHv3HjRnbt2rVgOfjZo1CklJx99tkcOHBgXjn47u7ueSNWNm/ezOjo6Lxy8OvWrZtne8YZZyxYDn7Dhg3s2rVrwXLwO3bsaLY5jsOWLVvYv3//guXg525vy5YtjIyMzCsHv2bNmgVH3hysmJrFcqIQi5FFeEasHGlixYjFskTk83lWr17d/Lsx58ry5ctbPCO5XA4hRIttY5TJ3BLvmUwG13VbbCEWCF1dXS3DYhvVWOfaJpNJpJQL9m1uifdsNnvIvs0u8Z7JZPA8b972pJR0dXW1iIxkMjlvvcCCVWEtlhMNIwxKRIe10+LweSVPFawYsViWiIOVQJ/9AJ9NT0/PvLaDjQRYyDabzS5Yzn0hW9d1F6zncSR9i0efLc42l8uRy+UWZWuxnOgs1jOyGJunClaMWCwWi8VyDFm8GLGVNRpYMWKxWCwWyzHFFj07UqwYsViWiEKh0JJQmkwmWbVqFXv27GlJEu3v78dxHA4cONBsk1JyyimnMDg4SLlcbrZ3dXWRz+dbSscDrFu3jomJCQqFQrMtn8/T398/L0l05cqV1Gq1loTSVCrFypUr2b17N2EYtvRNStlS1t5xHNatW8eBAwdaRtl0dXWRy+VaSsdDXOJ9fHx8Xt/6+vpaEmMBVq1ateDMwxbLiYRBowgPa6c4fF7JXH74wx/y0Y9+lHvuuYfBwUG+/vWv8/KXv3xm28ZwzTXX8E//9E9MTU3x7Gc/m8985jOsX7++aTMxMcE73/lO/vM//xMpJZdccgkf//jHFwyV/qawYsRiWSKCIGgZbdIYBlsqlVpG03R1dWGMabGVUgJQqVRa2ht5IbPbIL5B+b7f0t5ISp1rq5Sa17dG0mqpVGoRSl1dXTiO02LbGHq7UN8ymcyCfavVai3tnucdtG8Wy4mOwaAXVWfkyMM05XKZLVu28KY3vYlXvvKV85Zfd911fOITn+ALX/gC69at4wMf+AAXXnghDz74YDNH7XWvex2Dg4PccssthGHIG9/4Rt761rfy5S9/+Yj7c6yw5eAXiS0HbzlW2HLwTxxbDt7yxDi+5eA/87Gb6Ms+47C2tWiCIH3/UZeDF0K0eEaMMSxfvpx3v/vd/Omf/ikQe2D7+/u58cYbec1rXsNDDz3Epk2b+PnPf865554LwHe/+11e8pKXsG/fPpYvX35UfXmiyCXZqsVisVgsT1oaZc8O94l9AdPT0y2f2Z7RI2Hnzp0MDQ2xbdu2Zlt7ezsXXHABd955JwB33nknHR0dTSECsG3bNqSU/OxnP3sC+/zEsGLEYrFYLJZjiEajTHjYjzYRpVKJ9vb2ls+11157VNtteFj6+/tb2vv7+5vLhoaG6Ovra1nuui5dXV1LOmGfzRmxWJYIpVRLuXQpJZ7nEYZhS8n1Rv7E7MRRIQSJRGKereu6SClb8jogTo6Noqgl58JxHFzXnfcWlkgk0Fov2LcgCJgd2V2KvjWKqlksJy4Gs4iJ8gyKXC7XkpwOPCWTtK0YsViWiImJiQXLwT/66KOLLge/e/fuBcvBP/DAAy3b2rx5M4ODgwuWg59re6hy8I8++uiiy8Hv2rVrwXLwDz74YMv2tmzZwoEDBxYsBz+3b7YcvOVk4EjrjByrvJWBgQEAhoeHWbZsWbN9eHiYs88+u2kzMjLS8r0oipiYmGh+fymwYsRiWSIymUyLO7XhZejp6WnxSqTTaaSULbYN70BnZ2dLpdRcLofjOPPctFJK8vl8cxROY70w36Xred4h+zbbg5FKpeb1rbGNzs7OFuGQzWZxXXfe9oQQtLW1tUyAl8lkEEIs2DeL5cRnaeqMrFu3joGBAW699dam+JienuZnP/sZl19+OQBbt25lamqKe+65h3POOQeA2267Da01F1xwwTHtz5FgxYjFskQcrDz73AdwgxUrVsxr6+7uXrRtR0dHyzw2h7JNJBIL1hw42JvTQus4WCn3J9o3i+VER5s4Z+RwKBNxpHNQl0qlFi/pzp07+eUvf0lXVxerV6/mXe96F3/913/N+vXrm0N7ly9f3hxxs3HjRl70ohfxlre8hc9+9rOEYciVV17Ja17zmiUbSQNWjFgsFovFcoxZbM7IkXtG7r77bp73vOc1/77qqqsAuOyyy7jxxhv5P//n/1Aul3nrW9/K1NQUv/Vbv8V3v/vdlnmwvvSlL3HllVfyghe8oFn07BOf+MQR9+VYYsWIxWKxWCzHFIMxixAai7GZw3Of+1wOVR5MCMFf/dVf8Vd/9VcHtenq6lrSAmcLYcWIxbJElEolJicnm38nEonmELzZo1MaVU5nJ59KKVmxYgVjY2NUq9Vme1tbG9lstqU8O8Thjunp6ZaE0kwmQ3d3d0sSLcRhIt/3mZqamte3wcHBlnyW7u5upJQL9m10dJRardZsb29vJ5PJLNi3QqFAqVRqtmWzWbq6uhbsWyKRwGI5kbGz9h45VoxYLEtEtVpteYin02n6+/sZHx9vGU2TyWTwPG/BB/7U1FTLaBrHcUilUi22EI9kKRaL80bTdHd3z7Pt6uqa17dGQuv4+HjLaJpsNjtPKDmO0+zb3PLziURi3vaWL19OsVhsGU2jlKKzs3OebXd3txUjlhMeYzR6ETkj+ijmpnmyYsvBLxJbDt5yrGgM4dVat4xMEULgui5RFLW4YR3HQQjR4pGAeGTJkdgqpVrqfkgpcRynxQsDsWgwxpywfRNC2HLwlifI8S0H/7H/+zlyqTWHtY1UmVR+YkmLjZ0oWM+IxbJESClbhto2aExgN5eFhrUeia3jOC3DZw9lK4Q4YftmsZz4HL8E1icrVoxYLBaLxXJMWVwC66KSXJ8inLBz07z97W9HCMH1119/WNtPfepTrF27llQqxQUXXMBdd93VsrxWq3HFFVfQ3d1NLpfjkksuYXh4+Dj13GKxWCxPZeI6I9FhP9oc3nvyVOGE9Ix8/etf56c//emiCrB87Wtf46qrruKzn/0sF1xwAddffz0XXnghjzzySHMyoD/5kz/h5ptv5qabbqK9vZ0rr7ySV77yldxxxx3He1csloMyOjq6YDn4Bx54YNHl4Ldv3/6Ey8HPzb84VDn4+++/f9Hl4B977LFFl4Pfv3//guXgf/GLX7TY2nLwlpMF6xk5Mk44MbJ//37e+c538r3vfY+LLrrosPZ///d/z1ve8hbe+MY3AvDZz36Wm2++mc9//vO8733vo1Ao8LnPfY4vf/nLPP/5zwfghhtuYOPGjfz0pz/lmc985nHdH4vlYCSTyZaqo41RIm1tbS2Jm4lEAsdxWmwb5eBzuVxLbkejPPvcaqZCCNLpdEt7o/rrXFvXdef1rTFxV1tbW0sCaiKRmLe9Rn8apeln923ufjT6lslkWtobgmOu7UJ5JRbLCYfRmEV4PWzOyAwnlBjRWnPppZfynve8hzPPPPOw9kEQcM8993D11Vc326SUbNu2jTvvvBOAe+65hzAM2bZtW9Nmw4YNrF69mjvvvPOgYsT3/Za309lvnxbLsaCtrW3BTP5Vq1YtaH/KKafMaztYefaFbHt6ehYs0b6QbTKZrI8ea2X16tWL3t7sibqOZd8slhMdw+KEhhUjM5xQOSMf+chHcF2X//2///ei7MfGxlBKzZvLo1E4CmBoaIhEIjHvDWu2zUJce+21tLe3Nz8He0BYLBaLxTIbYzRaR4f9GG1zRhosmRj50pe+RC6Xa35+8IMf8PGPf5wbb7yx6YJeSq6++moKhULzM7cSpMVisVgsCxPXYF3MxxKzZGGal73sZS3TFd90002MjIy0uIGVUrz73e/m+uuvZ9euXfPW0dPTg+M480bGDA8PN93XAwMDBEHA1NRUi3dkts1CJJPJZpzcYjkeVKvVlgRPz/Po7OxkYmKiJS+jra0NKWVLeXYpJT09PRQKhZZwYjabJZVKMT4+3rKtnp4eKpUKlUql2ZZKpWhra2NkZKTFtrOzkyiKFuzb+Ph4SzG0Q/VtampqXrXWhfrW29tLqVRqKWt/sL51dXUdtH6JxXKiYBY9tNdgi2jGLNmvOp/Pk8/nm3+/9a1v5aUvfWmLzYUXXsill17aTE6dSyKR4JxzzuHWW29tTo+stebWW2/lyiuvBOCcc87B8zxuvfVWLrnkEgAeeeQR9uzZw9atW4/Dnlksi6NUKrWMWEmn03R2djI4OLjgaJrZto0H/ujo6LzRNK7rtthC/BCfnJycN5qmra1tnm02m11wNE2jbwuNpplt6zhOs29zR9PMtYW4xPvk5OS80TT5fH6ebS6Xs2LEchJwJHVGbFI2nEAJrN3d3XR3d7e0eZ7HwMAAZ5xxRrPtBS94Aa94xSuaYuOqq67isssu49xzz+X888/n+uuvp1wuNwVMe3s7b37zm7nqqqvo6uqira2Nd77znWzdutWOpLEsKR0dHaTT6ebfjVEo69ataymNnkqlEEJw+umnN9saocwVK1a0ePgSiQSu67bYQiwQ+vr66OzsbLY1HupzbdPpNIlEomUI7ey+zS7xfqi+rVy5ssWLcrC+SSnp7++nq6urpW9z19vYnsVycrCYEIydjaXBCSNGFsuOHTta3qBe/epXMzo6ygc/+EGGhoY4++yz+e53v9uS1Pqxj30MKSWXXHIJvu9z4YUX8ulPf/qItjtzA7YXj+WJ0Zj3RUrZIkYgDk0eLDy4kO1Ck8YZY+bZaq1xXXeeV0EpNc/WGHPQvh1MDPwm+xYLHPs7tDwR4uvneE3NFk+Ud/hJ8AwRJ+Fj+LhgJ8pbJPv27bMjaiwWi+VJxN69e1m5cuUxXefVV1/NRz7yMaTMHtbWmIje3rSdKA8ryRbN8uXL2bt3L/l8/piM9pmenmbVqlXs3bv3mM8aeSLwZN6/J/O+gd2/k5kn877Bsds/YwzFYnFRVb6PcguwiInyFmfz1MCKkUUipTzmChoOXvjqycKTef+ezPsGdv9OZp7M+wbHZv8WKup3rDDmSEbTWMCKEYvFYrFYjjEaFpEzgp2bpskJVYHVYrFYLJYnA2aR/x0Nh5up/mTEipElIplMcs011zxpC6s9mffvybxvYPfvZObJvG9wMu2fIR7au5jPkdGYqf6aa67h3nvvZcuWLVx44YXzCgSebNjRNBaLxWKxHCOuvvpqPvzh6xCLKGZm0PT39/Doo4+2tB+qAvgFF1zAeeedxyc/+UkgHhq/atUq3vnOd/K+973vie/AEmE9IxaLxWKxHCPi4n2NuWcOF6IxDA8Pt0zK2t7ezrXXXrvguhsz1c+ehX7uTPUnK1aMWCwWi8VyjHjrW99a/9fhgg5xKOfGG29smZS1UChw9dVXL/iNxcxUf7JixYjFYrFYLMeI9vZ2PvGJTxDngxxKkMTLLr300uZQ5cbnxM+JOfZYMWKxWCwWyzHkbW97W/1fBxMjsVfktttua877tBgWM1P9yYoVIxaLxWKxHEMSiQQ33XQTB/eOaEDwvOc974jX25ipvrmm+kz1J/ss9FaMHEOEEAt+PvrRjx70O3/xF38xz37Dhg0tNrVajSuuuILu7m5yuRyXXHLJPGV8vHnDG94wr58vetGLDvu9w42HPxH2LQxD3vve93LWWWeRzWZZvnw5r3/96zlw4MAhv3eynLsjrUlw0003sWHDBlKpFGeddRbf+c53WpYbY/jgBz/IsmXLSKfTbNu2jccee+x47sKCXHvttZx33nnk83n6+vp4+ctfziOPPHLI79x4443zztncyf9OlP1bzPU1l5Pl3AGsXbt2wfvlFVdcsaD9yXTuAC655JJGr+YsiRNXH3jg/qNa71VXXcU//dM/8YUvfIGHHnqIyy+/vGWm+pMWYzlmDA4Otnw+//nPGyGE2bFjx0G/c80115gzzzyz5Xujo6MtNm9/+9vNqlWrzK233mruvvtu88xnPtM861nPOt6708Jll11mXvSiF7X0c2Ji4pDf+epXv2oSiYT5/Oc/bx544AHzlre8xXR0dJjh4eGmzYmwb1NTU2bbtm3ma1/7mnn44YfNnXfeac4//3xzzjnnHPJ7J8O5W8w5mM0dd9xhHMcx1113nXnwwQfN+9//fuN5nrnvvvuaNh/+8IdNe3u7+cY3vmF+9atfmZe97GVm3bp1plqt/qZ2yxhjzIUXXmhuuOEGc//995tf/vKX5iUveYlZvXq1KZVKB/3ODTfcYNra2lrO2dDQUIvNibJ/i7m+ZnMynTtjjBkZGWnZt1tuucUA5vvf//6C9ifTuWtwxx13xMoDx4Bb/whTr6px1PzDP/yDWb16tUkkEub88883P/3pT49Rj5cOK0aOIxdffLF5/vOff0iba665xmzZsuWgy6empozneeamm25qtj300EMGMHfeeeex6uphueyyy8zFF198RN85//zzzRVXXNH8Wyllli9fbq699lpjzImzbwtx1113GcDs3r37oDYnw7k73DmYyx/8wR+Yiy66qKXtggsuMG9729uMMcZorc3AwID56Ec/2lw+NTVlksmk+cpXvnIc9mDxjIyMGMD84Ac/OKjNDTfcYNrb2w+6/ETav8NdX3M5mc+dMcb88R//sTn11FON1nrB5SfTuZtNQ3zEQsQxgDlw4MCS9edExYZpjhPDw8PcfPPNvPnNbz6s7WOPPcby5cs55ZRTeN3rXseePXuay+655x7CMGwZV75hwwZWr179Gx9Xfvvtt9PX18cZZ5zB5Zdfzvj4+EFtFzMe/kTat7kUCgWEEHR0dBzS7kQ+d0dTk+DOO+9ssQe48MILm/Y7d+5kaGioxaa9vZ0LLrjghDhn0KjzcHBKpRJr1qxh1apVXHzxxTzwwAPNZSfa/h3q+prLyXzugiDgX//1X3nTm950yFnRT6Zz1+DRRx+hEZqJZ+kVLFu2bMn6c6Jixchx4gtf+AL5fJ5XvvKVh7S74IILuPHGG/nud7/LZz7zGXbu3MlznvMcisUiAENDQyQSiXkPxd/0uPIXvehF/Mu//Au33norH/nIR/jBD37Ai1/8YpRaeArsxYyHP1H2bS61Wo33vve9vPa1rz3kzKAn+rk7mpoEQ0NDhz1njbbFrvM3gdaad73rXTz72c/maU972kHtzjjjDD7/+c/zzW9+k3/9139Fa82znvUs9u3bB5xY+3e462suJ+u5A/jGN77B1NQUb3jDGw5qczKdu9msX78eEMRCBIrF6SXry4mMnbX3KPnSl740a/gW/Nd//RfPec5zmn9//vOf53Wve928BKu5vPjFL27+e/PmzVxwwQWsWbOGf/u3f1uUV+V4sNC+veY1r2n+fdZZZ7F582ZOPfVUbr/9dl7wghcsRTePmkOduzAM+YM/+AOMMXzmM5855HpOxHP3VOWKK67g/vvv58c//vEh7bZu3doy6uBZz3oWGzdu5B//8R/50Ic+dLy7eUQ8la6vz33uc7z4xS9m+fLlB7U5mc7dXEZGhunr6+Of/umfyOVyS92dExIrRo6Sl73sZVxwwQXNv1esWNH8949+9CMeeeQRvva1rx3xejs6Ojj99NPZvn07AAMDAwRBwNTUVMsb9vEcV36ofWtwyimn0NPTw/bt2xcUI4sZD78U+wYH37+GENm9eze33XbbIb0iC3EinLvZHE1NgoGBgcOes0bbbFfz8PAwZ5999jHs/eK58sor+fa3v80Pf/hDVq5ceUTf9TyPpz/96S3nDE6s/Wsw9/qay8l47gB2797N//zP//Af//EfR/S9k+nc9fb2Yuw0cIfEhmmOknw+z2mnndb8pNPp5rLPfe5znHPOOWzZsuWI11sqldixY0fzx3TOOefgeV7LuPJHHnmEPXv2HLdx5Yfatwb79u1jfHz8oLHPxYyHX4p9g4X3ryFEHnvsMf7nf/6H7u7uI17viXDuZnM0NQm2bt3aYg9wyy23NO3XrVvHwMBAi8309DQ/+9nPfuN1DowxXHnllXz961/ntttuY926dUe8DqUU9913X/OcnUj7N5e519dcTqZzN5sbbriBvr4+LrrooiP63sl07iyLYIkTaJ90FAoFk8lkzGc+85kFlz//+c83//AP/9D8+93vfre5/fbbzc6dO80dd9xhtm3bZnp6eszIyEjT5u1vf7tZvXq1ue2228zdd99ttm7darZu3Xrc96VBsVg0f/qnf2ruvPNOs3PnTvM///M/5hnPeIZZv369qdVqB923r371qyaZTJobb7zRPPjgg+atb32r6ejoaBmOt9T7ZowxQRCYl73sZWblypXml7/8ZcvQQd/3D7p/J8O5O9w5uPTSS8373ve+pv0dd9xhXNc1f/d3f2ceeughc8011yw4PLSjo8N885vfNL/+9a/NxRdfvCTDJy+//HLT3t5ubr/99pZzVqlUmjZz9+8v//Ivzfe+9z2zY8cOc88995jXvOY1JpVKmQceeOCE27/DXV8n87lroJQyq1evNu9973vnLTuZz53lyLFi5Bjzj//4jyadTpupqakFl69Zs8Zcc801zb9f/epXm2XLlplEImFWrFhhXv3qV5vt27e3fKdarZp3vOMdprOz02QyGfOKV7zCDA4OHs/daKFSqZgXvvCFpre313ieZ9asWWPe8pa3zBvjP3ffjDn8ePil3jdjjNm5c2cj1X3eZ3bNg5Px3Blz6HPwO7/zO+ayyy5rsf+3f/s3c/rpp5tEImHOPPNMc/PNN7cs11qbD3zgA6a/v98kk0nzghe8wDzyyCO/iV1p4WDn7IYbbmjazN2/d73rXc1j0d/fb17ykpeYe++9t2W9J8r+He76OpnPXYPvfe97BliwDyfzubMcOcIYG8iyWCwWi8WydNicEYvFYrFYLEuKFSMWi8VisViWFCtGLBaLxWKxLClWjFgsFovFYllSrBixWCwWi8WypFgxYrFYLBaLZUmxYsRisVgsFsuSYsWIxfIU43Of+xwvfOELj/t2vvvd73L22WejtT7u27JYLCc3VoxYLE8harUaH/jAB7jmmmuO+7Ze9KIX4XkeX/rSl477tiwWy8mNFSMWy1OIf//3f6etrY1nP/vZv5HtveENb+ATn/jEb2RbFovl5MWKEYvlJGR0dJSBgQH+9m//ttn2k5/8hEQiMW/m1tl89atf5aUvfWlL23Of+1ze9a53tbS9/OUv5w1veEPz77Vr1/LXf/3XvP71ryeXy7FmzRq+9a1vMTo6ysUXX0wul2Pz5s3cfffdLet56Utfyt13382OHTuOfmctFsuTHitGLJaTkN7eXj7/+c/zF3/xF9x9990Ui0UuvfRSrrzySl7wghcc9Hs//vGPOffcc49qmx/72Md49rOfzS9+8QsuuugiLr30Ul7/+tfzh3/4h9x7772ceuqpvP71r2f2dFerV6+mv7+fH/3oR0e1TYvF8tTAihGL5STlJS95CW95y1t43etex9vf/nay2SzXXnvtQe2npqYoFAosX778qLf3tre9jfXr1/PBD36Q6elpzjvvPF71qldx+umn8973vpeHHnqI4eHhlu8tX76c3bt3H9U2LRbLUwMrRiyWk5i/+7u/I4oibrrpJr70pS+RTCYPalutVgFIpVJHta3Nmzc3/93f3w/AWWedNa9tZGSk5XvpdJpKpXJU27RYLE8NrBixWE5iduzYwYEDB9Bas2vXrkPadnd3I4RgcnLysOtVSs1r8zyv+W8hxEHb5g7lnZiYoLe397DbtFgsT12sGLFYTlKCIOAP//APefWrX82HPvQh/uiP/mieV2I2iUSCTZs28eCDD85bNje08vjjjx+TPtZqNXbs2MHTn/70Y7I+i8Xy5MSKEYvlJOXP//zPKRQKfOITn+C9730vp59+Om9605sO+Z0LL7yQH//4x/Pav/nNb/If//Ef7Nixg7/5m7/hwQcfZPfu3ezfv/8J9fGnP/0pyWSSrVu3PqH1WCyWJzdWjFgsJyG33347119/PV/84hdpa2tDSskXv/hFfvSjH/GZz3zmoN9785vfzHe+8x0KhUJL+0UXXcR1113Hpk2b+OEPf8inP/1p7rrrLr74xS8+oX5+5Stf4XWvex2ZTOYJrcdisTy5EWb2ODyLxfKk51WvehXPeMYzuPrqq4G4zsjZZ5/N9ddff0y3MzY2xhlnnMHdd9/NunXrjum6LRbLkwvrGbFYnmJ89KMfJZfLHfft7Nq1i09/+tNWiFgslsNiPSMWy1Oc4+UZsVgslsVixYjFYrFYLJYlxYZpLBaLxWKxLClWjFgsFovFYllSrBixWCwWi8WypFgxYrFYLBaLZUmxYsRisVgsFsuSYsWIxWKxWCyWJcWKEYvFYrFYLEuKFSMWi8VisViWFCtGLBaLxWKxLClWjFgsFovFYllSrBixWCwWi8WypFgxYrFYLBaLZUmxYsRisVgsFsuSYsWIxWKxWCyWJcWKEYvFYrFYLEuKFSMWy5MMIcSiPrfffju7du06pM2HP/zh5nrvuusu3vGOd3DOOefgeR5CiCXcS4vF8mTCXeoOWCyWY8sXv/jFlr//5V/+hVtuuWVe+8aNG6lWqwC89rWv5SUvecm8dT396U9v/vs73/kO//zP/8zmzZs55ZRTePTRR49D7y0Wy1MRYYwxS90Ji8Vy/Ljyyiv51Kc+xUI/9V27drFu3To++tGP8qd/+qeHXM/w8DBtbW2k0+lDrtNiscznW/95LRec/yb6+/uXuisnJDZMY7FYFkV/fz/pdHqpu2GxnHTcdtttXPyyP+NP//TSpe7KCYsVIxaLhUqlwtjY2LxPFEVL3TWL5aRGa8173vN23vGOl/P//X8/5Be/+MVSd+mExIoRi8XCNddcQ29v77zP3XffvdRds1hOar7yla8wOlrgI9e9nSuufAXvec9bbHhzAWwCq8Vi4a1vfSuvetWr5rVv2rRpCXpjsTw5qNVq/NmfvZsPfejNpNNJ3ve+13H6+tfxve99jxe96EVL3b0TCitGLBYL69evZ9u2bUvdDYvlScXHP/Euurry/K/Xxb+tjo4cf/7+S3nPe97B7/7uYziOs8Q9PHGwYRqLxWKxWI4x4+PjXPu3/8qHP/J2pJx51F5++cVUKj433HD1EvbuxMOKEYvFYrFYjjEf+uu388xnnsm2bee0tCcSHn/zN3/ENdfcQKVSWaLenXhYMWKxWCwWyzHk8ccf5x8/+y0+/JG3Lbj891/1XFas7OH//v3//g337MTF5oxYLBbuvfde/vVf/3Ve+6mnnsrWrVsB2L17d7OKa2OUzV//9V8DsGbNGi691NZQsFgArr76j3jta1/AWWedsuByIQTXXXc5L3vp1bztrX9LX1/fb7iHJx62AqvF8iRnMRVYD8Zll13GjTfeCMDtt9/O8573vAXtfud3fofbb7/9WHTXYjmpueuuu3je836Hhx7+F1as6D2k7Stf8X5WrOjh05/+xm+mcycwVoxYLBaLxXKMuPrqqxkc/CWf+/x7D2v7wx/+ite+5i8ZGpr4DfTsxMaGaSwWi8ViOYZk0gnQ+vB2qQSQOP4dOgmwYsRisVgslmOJMYsSI5hF2DxFsGLEYrFYLJZjiTGg1OHtlBUjDawYsVgsFovlWGI9I0eMFSMWi8VisRxLDIsTI9qOH2lgxcgi0Vpz4MAB8vk8Qoil7o7FYrFYjhJjDMVikeXLl7eUaj+GW7CekSPEipFFcuDAAVatWrXU3bBYLBbLMWLv3r2sXLny2K9Ya4iiw9tFi8greYpgxcgiyefz9X9JwHpGLEdPKpXmjDPOWOpunNT86le/XOouWE5qDKBn3deP9eoNYhFeD4H1jDSwYmSRzIRmBFaMWJ4IQggcx2F6epqxsbFmezKZZMWKFezdu5cwDJvtvb29uK7L4OBgs01Kydq1axkaGmqZbKuzs5NcLsfevXtbtrlmzRqmpqYoFArNtlwuR19fH48//niL7YoVK6jVaoyPjx+2b319fUgpGRoaarY5jsOaNWsYHBykWq0etm9r165lYmKC6enpZls+n6enp4edO3fO61symcT+Bi3HguMXcl9kmMbmjDQ5oSfK+/CHP4wQgne9612HtLvpppvYsGEDqVSKs846i+985zsty40xfPCDH2TZsmWk02m2bdvGY489dhx7brEcHt/3mZqaan4aD+Pp6emW9iAICMOwpW1qagqAUqnU0latVtFaz7M1xlCpVFrayuUywDzbKIrm9a1YLAJQKBSOum+1Wg2l1BPqm1rMcEmLZakxxEJjMR8LcAJ7Rn7+85/zj//4j2zevPmQdj/5yU947Wtfy7XXXsvv/d7v8eUvf5mXv/zl3HvvvTztaU8D4LrrruMTn/gEX/jCF1i3bh0f+MAHuPDCC3nwwQdJpVK/id2xWObR29tLb+/8uSvOPPPMBe2f8YxnzGs77bTTFm27atWqBfOeFrLNZrMLTt7V+E0tZh3r169ftO3q1atZvXr1omwtlhOexeaMWHHd5IT0jJRKJV73utfxT//0T3R2dh7S9uMf/zgvetGLeM973sPGjRv50Ic+xDOe8Qw++clPArFX5Prrr+f9738/F198MZs3b+Zf/uVfOHDgAN/4xjd+A3tjsVgslqcWJh4ps5iPBThBxcgVV1zBRRddxLZt2w5re+edd86zu/DCC7nzzjsB2LlzJ0NDQy027e3tXHDBBU2bhfB9n+np6ZaPxWKxWCyHpVFn5HAfO09tkxMuTPPVr36Ve++9l5///OeLsh8aGqK/v7+lrb+/v5lQ1/j/oWwW4tprr+Uv//Ivj6TrFssRobVuyYEQQuC6LlEUMXsybcdxEEIQzXL7NmyVUuhZiXKO4yClbEkyBfA8b972pJQ4jjPP1nVdjDGL6pvrxreQJ9q3ubaH6put82M54TGLzAexOSNNTigxsnfvXv74j/+YW265ZclzOa6++mquuuqq5t/T09O2zojlmDI+Pt4ysiSdTrNx40YeeeQRfN9vtq9ZswbP89i+fXuzTUrJ2Wefzc6dO1u8dgMDA3R3d/PAAw+0bGvz5s0MDg4yOjrabOvs7GTdunXcd999LbZnnHEG5XKZffv2NdsymQwbNmzg4YcfJgiCZvvatWtxHIcdO3Y02xzHYcuWLTz++OPNxFeAZcuW0dnZyYMPPtiyvS1btrB///6WkUVdXV2sWbNmXt82bNhAJpOZeygtlhMLWw7+iDmhxMg999zDyMhIS9KaUoof/vCHfPKTn8T3fRzHafnOwMAAw8PDLW3Dw8MMDAw0lzfali1b1mJz9tlnH7QvyWSyPoTQYjk+pNPplgRWz/OA+EE829OQSqVwHKfFtuEdaG9vb7lOs9nsPFuIxUsul2tpazzU59p63v/P3nvHWXLU597fqup4cpicdmaz8gokhCSQCAJhghG2BdhgwPgFGwMGYxsMJti6GIGvuRfwNWDwvQQbzAUTDNgIsEhCCCEhobSrsDnNzO7EMyd3d9X7R585M2dnFq2EZK0v59lPf2ZP16+rq1PVU79U9pq2OU68zHmxWFzTNiFEh+xyRstcLtcxqUgkEuu2TQixJrPxydq2rInpoovTGsYgTsGBVXSTnrVxWn3ZT3/609fMhH7nd36H7du385a3vGUNEQG4+OKLuf766zvCf7/97W9z8cUXAzAxMcHAwADXX399m3yUSiVuvvlmXvOa1zxq19JFFw+GVCq1hiAAHaR5NdbTzK0XjXMy2Xw+v65D+HqyjuOsmxDqdGhbF12c9jDmFP1BumaaZZxWZCSdTq8JHUwmkxSLxfb+l73sZQwPD3PttdcC8IY3vIHLL7+c97///TznOc/hc5/7HLfeeisf+9jHANp5St797nezZcuWdmjv0NAQV1111X/q9XXRRRdddPFLgFM103R9Rto4rcjIqeDgwYMdCxtdcsklfPazn+Xtb387b3vb29iyZQtf+cpXOkjNm9/8ZiqVCq9+9atZWFjgSU96Etddd91j7pfSRRdddNHF/4M41VV7uz4jbZz2ZOR73/vez/0NcPXVV3P11VeftA4hBNdccw3XXHPNI9y6Lrp4+KhUKu1spRCbRnp7e5menu7wy8jn8yilOhw8pZQMDg4yOztLvV5v70+n0yQSiTV+VIODgywtLVEul9v7EokE+XyeI0eOdMj29vbSbDY7UsefrG2FQgEhREfq+JO1LZPJ4Pv+mrYNDQ2xuLjYzrr689rW19fX9q3poovTFkaf2iJ4YZeMLOO0JyNddPH/KqrVasfAvOw0OjMz0xFN43ketm13yC4P+PPz8x3RNEIIXNddM+D39/dTKpXWRNPk8/k1srlcbk3bEokEvb29HD9+vCOaxvd9lFIdskopBgcHmZub64imkVKuuQ6IncxPXKenUCiQy+XWyObz+S4Z6eL0R1cz8pDRJSNddPEYoVAokMlk2r+Xo0m2bNmyJpeHEGLdNPEbNmxYk8tDKbVG1rIsBgcHO1K8L5s7T5R1HAfP88hms2vatnXr1o62LROD9do2Pj7e0TbLspBSrpFVSjE0NNSRC2g5t8p6beuii9Mfp+jA2k161kaXjHTRxWOEZeJwIk424K4Xan4yLcF6spZlrRsau57s6dy2Lro47dF1YH3I6JKRLrrooosuungkoc2p+Yx0F8pro0tGuuiiiy666OKRxClnYO1qRpbRJSNddPEYYWZmpiMdfCKRYNu2bezatasjCmXDhg1YlrUm5fq5557Lnj171qSDLxQKa1Kun3POOUxNTa1xYB0fH+f222/vkN26dSvVanVNOvht27axc+fODufa9dLBW5bFOeecw+7du9ekg8/lcuzatavjfOeeey5Hjx5d48A6NjbGz372sw7Zbdu2ddPBd3H6w9Bdm+YhoktGuujiMYJt2x1ZTpf9IxKJRIe/xbI/xWrZZedT3/c7HEodx0FKuSZ76nKUzer9y3l2TpRVSv3ctq32G1l2Sj1Z21bjkWpbF12c/jCnFinTjaZpo0tGuujiMUI2m+2IWFnGhg0b1pXfvHnzmn1DQ0OnLNvb27tuivb1ZD3PI5fLrdk/Pj5+yucbHh4+Zdm+vr6OSJ+fJ9tFF6c9Ttln5KGTkSNHjvCWt7yFb3zjG1SrVTZv3swnPvEJLrjgAgCMMbzrXe/i4x//OAsLC1x66aV85CMfYcuWLe065ubmeP3rX8/XvvY1pJT8+q//Oh/84AfXXZ7iPwvywUW66KKLLrroootThjExITmV7SFgfn6eSy+9FNu2+cY3vsHOnTt5//vf37Gu01//9V/zoQ99iI9+9KPcfPPNJJNJrrzyyg7T70te8hLuuecevv3tb/P1r3+dH/zgB7z61a9+xC7/4aCrGemiiy666KKLRxSPjgPr+973PkZHR/nEJz7R3jcxMbGqOsMHPvAB3v72t/P85z8fgE9/+tP09/fzla98hRe/+MXs2rWL6667jltuuaWtTfnbv/1bnv3sZ/M3f/M3J9W2PtrokpEuuniMUK/XO9KzW5ZFLpdjfn6eaFXIXzqdRkrZkZ5dSkmhUKBUKnVkRE0kEriuy/z8fMe5isUi1WqVWq3W3rfsp7HacRTiDKxhGHa0zbZtstnsum0TQnQ40T6ctlUqlY6Zm+d5pFKpddu2Xj6SLro4rfAQHVhXfz8Qf5vr5dj56le/ypVXXsnVV1/N97//fYaHh/mDP/gDXvWqVwGwb98+pqamuOKKK9rHZLNZLrroIm666SZe/OIXc9NNN5HL5dpEBOCKK65ASsnNN9/MC17wgodxwb84ul91F108RlhaWuqIpvF9n1wux9GjRzsiVjZs2IBt2xw8eLC9b3nAP3bs2JpommKx2CEL8SA+Nze3JpomnU6vkfV9n0qlsiaaJpvNcuTIkQ6CsRxNs7oOpRSFQoHp6ek10TT5fH7N+fL5PHNzc2uiaZLJ5BrZRCLRJSNdnP4w5tRyiOiIcrm8xnfsXe96F3/xF3+xRnzv3r185CMf4U1vehNve9vbuOWWW/jDP/xDHMfh5S9/OVNTUwAd2YyXfy+XTU1NrfHPsiyLQqHQlnks0P2qu+jiMUI2m+2Y/SxHoZyY4t33fYQQJ3VgXd2xuK6LbdtrZJVS9Pb2dnR6yxE7J8our4WzelXr5SiWE1O8r9e25dTxw8PDHYvqnaxtUkr6+vo6HGZt2173mrsZWbv4LwFziv4gGlKpFEePHu3YfbL3XGvNBRdcwHve8x4Azj//fO6++24++tGP8vKXv/wXbvZjiS4Z6aKLxwiO46ybXv1kHu2r17FZxslybqwn63leB8H4ebJKqdO2bV10cdrjIS6Ud6rv+eDgIGeeeWbHvjPOOIMvfvGLQKwZBZienmZwcLAtMz09zY4dO9oyx44d66gjDEPm5ubaxz8W6EbTdNFFF1100cUjiUcpmubSSy/lvvvu69h3//33t9MBTExMMDAwwPXXX98uL5VK3HzzzVx88cUAXHzxxSwsLPDTn/60LfOd73wHrTUXXXTRw73iXxhdzUgXXXTRRRddPJJ4lPKM/NEf/RGXXHIJ73nPe3jhC1/IT37yEz72sY/xsY99DIhNpG984xt597vfzZYtW5iYmOAd73gHQ0NDXHXVVUCsSXnWs57Fq171Kj760Y8SBAGve93rePGLX/yYRdJAl4x00cVjhvn5eSYnJ9u/fd9nYmKCPXv2dDiwDg0NYVnWGifRbdu2cfDgwY6ol2W/kN27d3eca9u2bRw/fpy5ubn2vmw2y/Dw8JrU8RMTE9RqtQ5ntuW27d69u8OBdXh4eF0H1pO1LZPJdKSOB9i+fTvT09MdUTa5XI7BwcE1qeM3bty4rjmniy5OL5hTC9t9iKG9F154IV/+8pd561vfyjXXXMPExAQf+MAHeMlLXtKWefOb30ylUuHVr341CwsLPOlJT+K6667r+G4+85nP8LrXvY6nP/3p7aRnH/rQhx5SWx5pdMlIF108RjDGdKRyX3YM1Vp37F8tf6LsiXUs//9kx/+isuu17VRlT3a+5eNPVbaLLk57PIpr0zz3uc/luc997knLhRBcc801XHPNNSeVKRQKfPazn33I5340IUz36z4llEqlViSCAsRj3Zwu/gvD933OOOOMx7oZ/6Vx2223PdZN6OK/NAwQsbi4+Ig7Sb/1rW9l8dZv8He/87QHlb117xTP+1/feUxDak8XdDUjXXTRRRdddPFIwuhHbW2a/1fRJSNddNFFF1108UjiUTTT/L+KLhnpoovHCEEQdKRAV0qRSCSoVCodicU8z0NKSbVabe8TQpBKpajVamsSi1mWRaVS6ThXKpWi2Wx2OJ8uJzZbnSUV4vwgWutTapvv+wAdaeYfzbYlk8l2crguujhtcapkpOsl0UaXjHTRxWOEhYWFNengzzjjDPbv379uOvjVETJSSnbs2MGRI0fWTQf/wAMPdJzr3HPP5dixY2vSwU9MTLRlRcsXauu2rVQqFY4cPoIh7iwTiQTbt29n3759BM0grkAIxjdsQCnFnr17wRgMBqUU5513HocPH2Zpaald7+DgILl8jt0PxNexXPd5553H9PQ0szOzK20r5NmwYcOa69i+fftJk6l10cVpA2Mwp0BGTNdK00aXjHTRxWOEVCrF6Oho+/fymiuDg4Mdi9EtawNWyy6nXD8xxfvy2i2rZSEmL/l8viO8bznl9ImyjuMgpWRkdGTdti1rRgSCZDKJEIKRkeF127Y6xXsikcC27Y56V7dtWcsCsTZICLFu27ro4rSHMafmD3IqWVp/SdAlI1108RjB9/2OAXgZhUJhXfne3t41+05cYOvnyaZSqXXTua8na9v2um0rFounfL7VROTBZNPpNOl0+pRku+jitEfXZ+Qho0tGuuiiiy666OKRxENYKK+LGF0y0kUXXfxCEEB3ftdFF6vQdWB9yOiSkS66eIxQKpU6HEpd12VkZIRDhw51RJb09fWhlOpIHS+lZGJigsnJyY4om3w+Tzqd7kjPDjA+Ps78/DyLi4vtfalUiv7+/o707ALByMgI9Xqd4zMrbfM8j+HhYQ4dPEQQrDiw9vf3I6VksrUE+rID6/j4OJOTk9SqK1E2hWKRVCrJwQMH286rEKefn5uba7dNIEilU/T29rJ3796O6xgZGcF1XQSio44uujitYAwmfHC1h+nmGWmjS0a66OIxQqPR6CAHyz4apVKJZmOFjORyOWzb7pBdDm+tVqod0TS+75NMJjtkIU6jXq/VKZWWlnegpIrPt9g6vuV4OhCGNBqNWLY1c1smIKVSiWYQIUR8bD4foJSkVKpgiMAYpIrbVilXWCqXESgQkkSyie97LC63txV9Y4yhVq2ttA1QLYfZ1QQFQA+udN7L+7qkpIvTDl2fkYeMbjr4U0Q3HXwXjxRO93Twy2/3g3UMq7+CU+lETrXeU6njtttuX1PWJSVdnDoe5XTw3/8Kf/uCSx5U9tZDMzz/8zd308HT1Yx00UUXjwAezG/kkaDvHXW0tDirbe5d000XpxVOaZ7ffV+X0SUjXXTxS4CTkYWH4nz6UDQbv6gW5MTj20RkmYQgAR3/7hKSLk4zGHNqCc26Sc9W0CUjXXTxGEFr3ZEuXUqJZVkEQcBq66llWQghVhxHiROL2bZNGIYd6dmVUkgpO2QBXMdBR5ow6jyfbVkdzrIQJxYz2hCEK3UoqbAsRRCEaLOS9Myy47atrkMIgWPbhGFEpFeSt1mWhZRyzflcxyE6oW2WslCqU1YgsB0XIUSLdHQJSRenKbSBU3Bg7S6Ut4IuGemii8cIs7OzHD50uD1wLvuSPHD/AzSazdjxExjbMIJtWezevRuDQSCQSrFjx3kcPDhJqVRGCIkxmv7+IsVCjnt27mydRSKE4txzzmJyapbZ2dhJ1BhNLpdifHyYnTsfaMlJQLF16wYqlQpHj861ZX1fsX3bFh7YvY8wWDGYjI71oJRi794jQIQxGqUE5557FvsPHKRSCZEi7mZ6+9Lk81l27twDaIyJEAjOPe8cJqcWWZivtdoA6YzN2Ghf3DajQVgIYbNt2wSJhAdCIozuJCRxY4EuIeniMcYpaka6eUZWcFqRkWuvvZYvfelL3Hvvvfi+zyWXXML73vc+tm3b9nOP+8IXvsA73vEO9u/fz5YtW3jf+97Hs5/97Ha5MYZ3vetdfPzjH2dhYYFLL72Uj3zkI2zZsuXRvqQuujgpEn6C3r6VDKO2bQNxltMwDNsDrOd5KCnp6+tryy6nXM9m07iu3d6fSiVRluqQBRBSkE4nV6wcQCIRR+/09fV19Jy2pUgkkvT0rGhGHCc+R6GQ60hVv7yIX29vFoyOQ3tbUTq5bBrfDwGBEJJUKoVlKfp6Cx1EQQhBOu0j5cq+ZDKDEIK+3h4QKwvjxWnpJUJYGMJVhARO1JJ0CUkXjxm6eUYeMk4rMvL973+f1772tVx44YWEYcjb3vY2nvnMZ7Jz506SyeS6x/zoRz/iN3/zN7n22mt57nOfy2c/+1muuuoqbrvtNs4++2wA/vqv/5oPfehDfOpTn2JiYoJ3vOMdXHnllezcubNjrY4uungkIFa5Wp44GIrWP4BkKkkytfa97h/oX9dZc/X6L8voKebWyAGMDA+d0ChJNpsmm119vngQHx5uERdjWnVIHMchmVxZB2ZZSzMw0LPmetp1LHesLTNKT29Pp1yLKAyPDJxwFZJcNtXRtna9I53XIYTV2mJyZNAIE7b+v9ZsczqG/woeCXfeU8PpdN2/dOhqRh4STuvQ3uPHj9PX18f3v/99LrvssnVlXvSiF1GpVPj617/e3vfEJz6RHTt28NGPfhRjDENDQ/zxH/8xf/InfwLEuQv6+/v55Cc/yYtf/OJTaks3tPfU8Z81Iz2xU1/vnA+34182hzzSsgB+IsEZ27e1jl2LdaNGoHMWJU52vtaAvIoYgDzpoLzyrHT7+GXiYFZpS2LzSVz32v209i37kqi10S6tdsS7ln1DNCvmofVlMdHK/RUCKV0EFj/72U60bqJNyLJ5KL5u3Xk9J3RvD+e9fFTIw0mf3yOEB+nWuyTl0Q3tnf/Wl/jQlRc9qOxPJ2d5wTd+2g3tpf3Fn55YTnh0soXDAG666SauuOKKjn1XXnklN910EwD79u1jamqqQyabzXLRRRe1ZdZDnPSp1LH9MkKc5N/Pk/l5xz2S/+ITiXbHvq6MeHibEPIkZWqt7JrzqBO2E8pZVXfHfVyf5gphtTUTK5AI4XDiJxy3ZpVsa1CSylt1vhUHVCEtTpyeCem26l4lKxyU9FedL94vO2RXtU76SOl27FPSR0m/9ez0Klm38zqMQQiBkon2uZYHTyU9LMvHsdJYKoGSHlK4rXZYsW9J+x7INff/Yb9n8U34BbYT3gkkAnXqm7AfVCa+h3LVda/37q1+T9Z+y108gjCnuHUBnGZmmtXQWvPGN76RSy+9tG1uWQ9TU1P09/d37Ovv728zzeW/P09mPVx77bX85V/+5cNt/mmPX7QTWnP8yWZ6683QHo1Z4YPW+VB49+rBeeW4lWtWq2aWq5wnV2kg4gNkyxdDdcxEYxlJtVJlfn6hPZN3HI++vl6OTR8nCOMsp0LYFAsFECZOHd/SSlh2iqGhQeZm69Trccp1YwzZbAbXk0xOziCERAoXS/mMjAxSrlaZXzyG1nGESjKVJZf1mZyaa5k+4msd6C8SBBGzc/FkQApFKuFSKKaZmmpQbzbQOkRKi55iBikFszPl9vFSCoYGsyzMV1gsL2CMxlIufYU8jmc4PB070UY6wBjNyHCRRj2kXKnGQ7RwSaeyJLI2+w7MEYRVhBBI6TAxMo6QEbbyMCZq1QMC3XpqAYaYYInWvTKrn704QS9+Stqmk+HU3ql1vzVxsmN/Tp1rjjmBRC7/Z5XmquPaO95VTmtT1n95GDCn4DNyKjK/LDhtychrX/ta7r77bn74wx8+Jud/61vfypve9Kb271KpxOjoKPBzBuKHa/E6ITTxIZc/nPOdMuLOTHCi6aVzwF7RVKye4WqMOInp5MSOdT3X85N22A8VP78eseo8KyaIFbPFisyKxkG0TQOdskLItj+DQGJaZo1leSEkQvoIIanVNUslG2M02oRYdpn+/n4WFw02RVyVQSJppmooS1FfShHqBkIoHMvBHkuSDodIVm0kkrJYoO4exnU9qA1jyQRZBvBMAl8FhM08E6UzqYgagWiinRKuDb3VMbI6iy0UkdEEA1OEQZXR0mX4ODhCsT/aTWqgj4HSCH7gUjdNaqKBzk9jYXFm6XwKjoMQMBMGRKPTHC8HjJYuw8XGExZLyQUyXpKLa9sBqIQRi1EDYR8nXRvg0iCBb4EnBQcrioX8LAOlAg3RAMA2DiKq4TiKrDVKTc4T6BqBrmGMJtINIt3EmBBtwvbzEUSrnu2y+UYvP8h1XohTee/WlxHrHqvWlIvV5qmHUH+MFsk64Zsxa/ZHq74rvdKOZZImVhFqYPWn+lgSk/8MbY1BANGDyv0CJzg1f5AuF2njtCQjr3vd6/j617/OD37wA0ZGRn6u7MDAANPT0x37pqenGRgYaJcv7xscHOyQ2bFjx0nrdV0X13XXKRGxOng9/CLf0OoJy3o+CCf8XO4sHvaHe4od7upBOD7T6o69VVVLJp6Jr9yblQFh9Ucfy53YGRuj252pWKcj7vRNWN3pnzDzO6H9Jx6/Xr3L51smDid28svXJaXVltUmbA18q3wlhNWWk8JGCQvNyiCpdYgQEttKAJLenl4ymUr7HEq6SCnZsmUi9oUwERDhOlkA3K3WGlLq9M8RFhsYY8gIgWP3opTFyKZK63qOgFAYOYBbbFLLTCMBF1DKwpIp3C3HWQr3x3dMKPL+CJYraaQOUm5d26DdE9+bTZPMh2UALOnguRkUDovbdjOrGwghSVhFXOEwOJon1NM0jaaBJmHncCyLveN3xiHAwsJWSRJWDgYb7Iym0C0i4dtZbOHC1sM4LRInkXheH7bwmdA5SqJMxVqkTpmIgNA0CHSVIKoQ6saawVmbEK1D1hvMfz4xOBErBHX1+7j6XTrx/ekkIQrV0kStruNkbRGtbyb+RqI176huv7dRxzUvf3/LPjrLxyy/55iANknpmDjouF/5Bf1tfm7f9AtpR38BjdQyjMEQnLz8F4UGEz64mHkU+dB/NZxWZMQYw+tf/3q+/OUv873vfY+JiYkHPebiiy/m+uuv541vfGN737e//W0uvvhiIF4RdGBggOuvv75NPkqlEjfffDOvec1rHkYrFUql279O7DhO7FgeDOsdf+KgfLJBe7XMQ8X6g/lamdWD8PJ5tQ5bjoMrg7mSDlLa2K1ZvzYBoW4S6UZrAFjplKWwsaSDWuVToE3QIbf6egGktDr2LdcjRawViEwQd74t4rPcgS9jWe7EAUQR17HchqapoU3QqiMeOCQSS7h4Mott4jbXKVPT80QmIDINBAopLCzp4okslnBJmNgxripK1PQ8dV1CmwDf8drExfPStB05kYDAtiVgt9qtEK1QWVf4LdOEQEkbJRyUDbZlo00UmzKwMGgc123l55BY0kWgsGwbXybQrR5QingBO9d2sCyBQMb7MNjSAtfDGN26LoUQFr6TRFmgTYQUCksoEAbPTWDwkVg4MoGFjXAsmrqCJsTCxpNpjNBk/F4i08RgsFrXiRXhKi+OjkFiCxeJRdLLEkZx/hEpHVyVJh/1cvlQjcPVFNPVXqpRRGQMAZqyqFNyFqmJUsd1ahPRNOWO57v6fZLCQgi1ZkBffr/bRJWo471bNg5JWu+1cOP3kRBjYlmFverexu+VZ1K4xmvXEYgmGo1jnM5vTWiUsbCNDQICEdAQdUxMc5EoNBGBaBCaBoYoJidoQlMn1A0i0+ggMJEJV2mRVsjKijPwioNxp3lxVd92Mk3tGpKxnplztfxDM1etJY3qQcqXz722nw2j+knO/Yujm4H1oeO0IiOvfe1r+exnP8u//uu/kk6n2z4d2Wy2vaLpy172MoaHh7n22msBeMMb3sDll1/O+9//fp7znOfwuc99jltvvZWPfexjAAgheOMb38i73/1utmzZ0g7tHRoa4qqrrnrIbTzn7LNx3ThPgtYN4uiCkOXcB1LarEQ0aLQJOsrjAXlFXRqXr55dWe1yY6J2Z9GeWbUc9IBWZ6tXHW+1B5jlqALTmh216z7BPtyhul6uX9hIodqduNaNVR24bJ9jeQAWQmCMiTtI3YgHKpnCUom2ecfoqIMsLLdPCBslbDw7hyVdAl2lESwRmVg1v+yMuawtUsrFlj5SWGjdpBGV0SbCkmlsGb8jERFRFM+MZftemvZA51gpPCuLxKIeLVIPFlodsUDJbOtGSJRwsJWPJeOBsakr1JpzaBOSs5I4aqz1HALMcqZRsaw5iQiiwwCkrQy+tRGDph7ME9JESoESduuerRoc289ZoIQTEwkR+5yEokYY1UBIHJXAkgkkIh56zEqm0li7ELfHki6eyuKIJNqE1MUSoY59TKRwYu2DlSQyTYSwUMLCwkUTIkxMbFyRwieLhaIpG1TlPE1dQwkbRyTid6D1nC1j4xI/h5CAsoyjZ1yZJquLWNoiIdM0RI0mNQSirU0zwkMg8EyKpE4SEWEpl7KYAaOxZIKUzuHj8v2eY9RN7FQemWaLjAbYwmFQpoBeGnqJKKoTmAa29HHUCBpDGFXjdxSBpXyUdAh1g0ZYwmCwZeuZC4tmVCGIKhhjYlLeIixahxg0Sjo4KtW+70FUAQxKJrGVHw96utG63xLXSiOxCEyDMJppkX2HhMgD0KRMoMutZ6Gw8Iho0owWMET4MoErUi3ZKo1wqX0tCJfIBK1+IwKRRrbqjaKYlKyYp2Sr/4k6vv/l/mDFxLVCINpRSoZOTe3JFCZruMdaZ+v1j/t5kWInO+RUJ2WxXBSF3HnnzCke8zDRDe19SDityMhHPvIRAJ7ylKd07P/EJz7BK17xCgAOHjzYXj4d4JJLLuGzn/0sb3/723nb297Gli1b+MpXvtLh9PrmN7+ZSqXCq1/9ahYWFnjSk57Edddd97ByjFi2heP4rcE0jiJYjo6O01SvmtWjOTFyerXMygysMwHUiThZ+Xp1w4qvwnoya+vWLPcmokVAELLdTimsFoloXYvRRDpoaSbWyiq54i8RmzKC+FgUxtgtcmRwrVi7FHfwFjk1TN2UcI2PZVkrqvXQip0OZRD7/gtJQvbSCGoU3W0scIiIEEckILQITYixGoS6CoAjU9QaVVJOgUDE+2zhUghHaZgGnpug7sSduyUcGs2ASDQQMojJHRa+KSAii3HrDKadQxgMWdPLbHCMpiijlWH5U1LGJ6X7GVb9HLGOEJkABx+nmWRRzGDcAKelEVDCITANmtFS+9pWVOkGS7okVS9K2DGRYJGqiTOauiqL3yJOkQmo6cWYWBAPzoGJ/Sgs6ZM3QyR1goZoMicMkYizu/oyi0sSiaQqFpBYeKRwjEdTNKmKOQLTIGN6KJJBCUnDREwLTSRCPJkhaTJY2kYgqIkavvHJiSSh0TRNSKgCamaBjC7Qr9J4lmSp6TGvKyxJsPGQJiZUAfFMNa+z9Hrxtcw0PA6JOk2q2MIjpZOkLZvNegIpBJP1eaSS1OwlIhGijMVQNMiR6Bi+k0G3VPE+afxGikU5T82daxPTpOkhCAMKqshx5yDGaFyZJtUosGQWiLwqdV1GE+KJDI1mnazVR0lMYYji+2gKWJGH77rMmpiAejJDsxGQUBmqzvHW92WRCwcIoxDXdqg4JYQRKCxyjTyh0Cw6s0Qi1kw4UQICQd7KctybRhOhjIXCIRQNXBK4VhLQKBzK0TQJkYm1Mq1vWi+bEi0HbRKtd0u3NJbLNgLT3m9apsHOPmKVb4lZlj01k82aaKQ2VptQT+zzTtR2nFzbsnKeByMjnXWE8hRsKL8IzCPr5vfLgNOKjJxKypPvfe97a/ZdffXVXH311Sc9RgjBNddcwzXXXPOLNK+FePBFKGRL/boMw4kmFLWmvKNdJ5S362iFNsYya8uB1kxtrcyKiUetW6Z1EO9bNZOIojpCKGyVWJE10AyaJL00llyxNS8tLVFrVshmcm3zgQ4lpYU6o/kzsPyQOCemoDYjOLx0DwPD6ZbJI458OLp/kYniRrzesF1vfVJQn0wQnTGN6/jQIpwLO228pI01Md9qV0i44JA6nMEZ83BzKzkC0gfy3BscIre1iWqZJsKaxL1/hMZonURPawZLRHA4oF9LDm4yJGQ8ezRNgXefzbHCHN5gHYkgJGDhWIVzqwM0Rww5J04QJo1k5ECOOZVlZnQXSjogJGYhxaYll8SIpBb1EYqQpmiSnzIcqRisbTERcWUGW3goU6ERLmJZyRUnYaMJolh74ZPF1jaRiNAypEqcot0RCTyTQiJoUKNijuOoIgCBqRLpkEBXwWgypEgoG0srloTX0iBYOPgkTAppJGU5i0CR0ClcHBSKhnSp6UWSJMg4NkoKGpFkJrKITIBtXDztY6FQSJbkAhifjG0RaEMtkiwal8A08PHIOgrfit/Z+To0qZHWufiZCE1T1ghMHVtIiq7EAKG2ORhGRCaItS5C4VkSDzCR4fyFkJ81LfyR+Do0GrfcYOuixd19dRJeGtu4KBQTcw3urNiozQ6q1fUtLVTZOpdjqQhePgMCIkLCgw02OEl2jy3hyHjAt6tZrAeyuIMJvL5UbMQwId7BNLISoc6w8FQGgSAKNWMHcsy4AnfDilmX43CWhnuLEWk3vvaIiL6ZMjXLotzv4BofjWFxocyF1RRLBUjJLBqNFhHJA4IwVMxtLuG1tCTJcpZ9R6fo7XXxsvEkSQhJbU4wUz5C31h6ZYg3kiPHDuB5FomU3e5PgoahUiuTSac7rCfNZgMhDLZttbUjwpyC39o65KOTWKx27D0JUeno/04IhT+pH9ja9qzpRx9ljYTp+ow8ZJxWZOS/AoQQbb8IW/ix3V7YsfrX1Al0pcMsEsvEM/3ANNCEaN3sKJfLqkNCQtNoh15K6bRn0KvLl226sT3aajvUGtMqb836hFBYwkO1yoNZl/2zuykMCxJesqXNcKjfn6GYyMDmGk1dpmEqLMwvkj64BWcjuFlwSMT+ANN13NCi0nOoZXcOkCbFeQvnICwP242Hprqoo5eqDC6cgxk+EKv/lQ9SsaN5DtQlOZLURZ2mqFKhybm5NLfqw/iqH9fE2Ti1qZLEQ0uJIWrNUiNGkg7zRORNP7axqcgKA77i3iA2PzgyiS08IiR5z6OsE2SMj8FQknNUTJPHJx2OCJveaAALRcOEKHeJhi5gqyahqaN1GRuP8RTcZwxDVhYpYCEI8O0aCc9lQfkoLJRwSJse+jzN8VAznE4RGcN0s0rRbaDKsTnDkUkKZoCM8XGNZPJAkShjUR9YjNXsRFRmBGc2eslsKBBKaGhNQicoPaDoz+ZJDLtkSZCyLPRSnepMgsxIjsNUqcoqGdnP3J4qTyzmyI36IKAeWWRLg+zZ69A7lCVICtLKpehZXFoyqCAgGs5xtGJYDGwSdZfaoTSXbDM0UxJbAijOWUhz88GNiOEstq1wpKDoSC6b8ThvtMRdKsd0XVIJFM7xLOlj4zzubBvfF/S6IT1uSH5ukp/M9rEnmWW+Gb/PW3USb26RX3v8DIeiPiqRpMdVjB0Z5obDDfo2FUm7iqIrsQVUA03B0eSEhSfTKAGVKKQaNjgvadhvshRNhqSyaGjNtvRx9jUcLIo4xolNrSxxVtZwm1D0Rv0YDAtykcBotqUFB0SCpMmgMdjaJZ+uM2UMWdPf0gaVydoOymnQxKYY9cfEzJTp92EJiRP1oFCEIkRITb9jOGh8epRPBDSjCE/NoxVkdQZPWITGYIyg6GoqQtCnYtK9FDY5K1+hGcBPTJK0TmOhAM1T5XbuC5dIixQSSUCdYClgvHQGWi5iEZv8Gs0qG2cuYn/hjo6st6XZJZqzg5hkE9t22j5He/YtkEon6R92kC0CsLBQ4dDBKcYn+kmm1htG1iMaK068rZIOQtExATvZ/vaRJ3dOP5EcrSkXEiUeRefVFro+Iw8NXTLykKGwZAIlbLKiH88kcLWDxrAkF1mU0y0fDwtHJEhTwNEuRhjKcpEmNRqUYn8A4ZGmgGXi2UlTNCmLGZoinhV7Io2Nh29SGAyBCKiKudg+jsaTmXh22lK/1mWVKottHxOFQ5I8rnExsR8+52R6udPej6MsJAqPDBcNecxicTzKsiSX0EyiRJ1NiQxHKJEgR8HkUICRc0zkFLvVEBUxRyBrJMMhco5iCUFeJnGVZCm0MdKQdRRT0kdKC19mcXSG8YxNxXVJqwxLoUdZ2ASmgqfAkh4pnSNLGgF4HiRch6pJUBd1kGCbHHlHEEiPpPBwlMCNbApemeJCAU82cUni6QS2sRlI1li0E6RUgkAbIh3RFAEJZUjqLHnLw1USrWy8VBmp0oSRxZJcAglKp8m7mrRy6PMVrgSrLrBdMK4kIeOkfA4+/XaCEXsRfEnal0RAI/JJ23WSwkPLFB4ZCiJFr2+TlxGvOn+BT06PMRnZBCLAwuIZRZtzrHl+6koiKQkigx1Inj3YwzHhUMcl59r0eJKMEjz/nP18bP/5ZKMEtrYoWB6/smGB84slbrMLSAH1CIaykgsmFLssi+NSknMUIwn4receRS9UuenePM3IJkKRlYLfPH+Oby+lGXAMntI40rDBWeBZY8f4+OTjCRC4SjCR0lz13wqYuw+z+J0GkfGwBRhP8LKzStxoiuSdiOFEnbG+BTK/3c9GKfmnvxXopbgbem7PHOf89jGqux3C+SrVwMIYj8smpjk/7fETzyYykHfAU4aqgiG/wZSdwvLjOqymwDgBQ6rJgCyQd12StqAWGsZMjdG6x5zJYCGIMNjGYkNikUPKRjmxaUg1JZFTpt9rktZ5MqRQgOPAcKqOtj0k8erBZe3S54dILanIeA0hRwjchsWAN8eC8bBUEikEkTbg1ChaFXqcmARqoBEqcrbBtqBpefhKYgxYdpKcXqDsCpRnYUw8xNuijJGQ01nSysWWAhMFZBMwZ4pkdIIITVVYQJOCD/PkcY3fMgs5uLaiqCbwVKPlphphS01Rj2HsSRzLItKxL05CFelTY0hxtOUTB75j05tM4toSKTTrOIis8nNbSzJW71sdWSdWEZSO6KTV5ITlY1XsK9Nx0rWERbJWgxKqR9dMY07RTNM15aygS0YeIoQQONLHExl6dQ9pyyZpSUIDxxs2TVknNHUckSSh0/TLHAlXEhnDbNOlLCqUZDxwJU2GXpnBVbGfeiPSHDOKJTGLEIqsLpI0PlnbQRtDPYqYEYqGqGGEIRPlSQiPtGqpnKMUM8IilA2kUbjGp0dk8ZSkrjWHi0fZZebJyALSKCQWaZ3mxp5ptAkZNxNYOkeoGlh5l4OZw6StHrI6Q8FxsKUgs7GHqXqD/ijDtIKmqTDhDLGYq+AkbTKORdoWUIfFlEUuYbNo5QBJih56yHFm/xIHcPBdC0cIrFASSfAdTULmyZGm6DooBJePaBLJkOspUtYOSNjoZ9mm5qlaFnnXImkJVEOwMRkxm01z3Egc45AUDoWE5Fn+FNdHaTzfohEZGrU0VqJKzq6SNAkKnkXCAhXBZaOz3BONcLv0kaEAqUlZCSaS8xxyJAMeeCrWPG3MNxA+7Nb91EWdhE5wdkFxqT/NbbKASmgiAwsNRb+n2ZrxOECWjM5R8C1yNiyGindU0gwkLJIodCta53bZ4Psi5PEICjYElqAWCm4szBARsoVtpKy4K56zE/x/e/qYkAJXCrSxKIUB/+Y0+dqS5GkZGPA1kZHcUtHstSdx5BKbGMe3BA0Nf/j5TShge9bGluBKwbGm5k+WJOc7CSYsTdqKqEeSfzg2zEHtssWGpC1wFSyGkj/5E0nSmuBpAxEppWkqyQHX5S21Bhc5FhMiwpKG2w72c8N7LWYaDbZmwVGCemT49GSG2X+UbEvkuWpkiaQT0Kj4/Nl0HmkU41ozmpLknSgmkgIuf+oRwlvSzCWgqQEUjg8X9k+xa3GYXEKQsmGxKThndJpsCr4YxORRA4Wk4eKN97BncgCRiE1DUroU8hXOLCxwQ20LGdvCloIeP+DyxAy3kWKfchCAHUgu7Z0jcBvc6VjYSuIqSCnB5d4slVKSumOhpCCIDIW04PzULAf0ED1e3IZaKLhsYI6KSPFtUcC34mE0mZA8vXiU/2j0ELjxumsGi+FkhEvEtF3EsyS2jFO+9WUtIidBzXFoRAYTGUxG4GlFVis8YceGFSko99XZkdrKUTXd0qYahnry1DNl8u4EdVkmlLGmd2SrQYlFLCvbdjYWmSUSKYGQa03NJ0YBtsnDOiRDiOXssawQi1a5bJMU2VG+YoIWbWf/5XPI1RoZs76pO9YaNR68s/9FYAB9CuHLppsBdxldMvKQIfFEhrTOMeS75B1Bxok7QoNDqZGjLqokdZqcSDKaskhZEGiQeDiBJCAgpVNkpc9wwsK34o6mEiqalXRsZtGSHpkmbVv0eYLQQCW0iKpZKsZFC02PlSJjK4puTGbmG4qolqMm6kgjSQqPAd8haUM1BFMZZEo4YMAzHpaxcLDoiwZJSoeCZxEYg673sihtjBXhk6TX8ejxJaWmYUkaKskKRidI6SxVoThsH4VeyER5+jxBj2eQKHYXy+wxsyTIY+OR0WkCqflKYpqtYhujLiQthduQLPaVuVXM0WP6GfBc+nxBU8PH3SlEKLjI78OOPKJQszNxhDucJhtkgXOSgoxl0Cj+ubkAg4ICvWSlT8pWBNrw5/VZrsxupc8DEDS1y+29BzmsPbbaHgMepCzDfCD548UmBVnnLDcLeMiwAD3wv4ziIt9mIlnHVxGHa0n+uzWFFbqMi234xsMRkp80A77RyDOuLF5abOCoiIUgxb9Wa9T6y4zocfKWR78vKDgGqynY3ByMZ83QVtsLPHrEKL2eoOgYAgOVQFGoDhASkrQUKQssCZGBLWoUWwqkiN+FZtgkrdPkLZ+cA0UnQhtB1rYpBCMorXAsia/AErA55SElOApsQTzAGU2/GSHvCopOQNoJqAQ2G1IeutyDMfEwIUT8/o+nbXpcSFlNlDAE2kYK6NOjWDLWZnhWiCs1Z+TgaC12IFet/tiRkmGVYSwJCTvA95qkl1KMWz0sBgHaGHwFRTvEsyJ+Vk3w3Bt8fqPQQ4805G2NNoofCcOPpjfw1ILNgKcZ8JpMKoc37ToPJQRnFQS+ir+5Oenx+wc28aS8y8ZkhAbqoeKehMdPS4NMJC0GfYkl4XDZ4p31PLascFkujW+BW7f41FKIcS3ORjCcAEca9kaSP60qzkwk2OQJLAm1SLC/6fGHZZcrshZDfkhkYL5p8dZ5habMM3OCrA21EEoJj5fNhDw54XCuHb8fcw3BR+UMxoScofsZcBWehP1NyZcSU2xhGxkhyDoS3XCZLh5mkZANZjNFNzb3Wg1BuW+ew9TwTIqESWMwVNxFtF1Dy4iM6UWLkLKax3b9tpO4JbxWeLNDZGKHY9lKVb/SQ56QhZi1WoplkhGnS1QdxEJhtYmEag9Rsn2sRCBMfKQ0nYQHVkhI+1zraG2a+tEL6wXACHT04ESj6zOygi4ZeciQ+DpFTiQZTgj6vZCiE1KLFJXQ5ng9jk7IkqDHtdmQ0BTdkHokCYyFqDlUGjERKbgWG5KGtB0RaMFioFgKHJqNuI4eL+7cRxMhTS1ZDCTVwEEFsYq5z7MouDDkx2/0UaWoBA4qkigBWdthOAG9bkg1VDQjh2MNiWtckvi4UuEqybGggm9JzshCNZIIktgNi1lzgDRphpOSYV+z4EjqkcXBqMy43UtTa5Yih4ZoMiMOMSwG2ZFrUPQaDHoe1XCUO6sWRZHHEoKc61B0BZuqW3nGcJVAuUw3bGZthRVmuXsazh3LMZQSjPpNHKm5wunl3kqBY65kvinR9QTZ2hhercGLzmnieBG+HTKW9Nmu+7nxmEJnfZK2IusIkibkMrWVC7bsZzHIs9hwsGSCUT3C1GJIsajYlGqSdZpYJuJC3YtMSHaGMFW3UDWBqgfsIM8zR2fpG6hipw3DU0tsvWszB8IER5RHqA2+kmx3BU/tr5C//DjRvEY3DPJeyCzluWWuiFNIkHclGxIh/V6DIzWPvUuQcRRKxqr8WihZDJooYDwZMuDVqUcW1cjj3irYxqbgKfo8gxKGhUByUGuGkjYCUA1FI5LUaSCBkUSTkVQFSyTwlUMQBrjaJeMo8i6krYjpusIHehyNqwzVUCGFpEqNHjfFaHaJVKZBtWxz16JHM4rI2irOmNoiMHMNGPU1G/ILlOsutvC53/aohlV8K0febVDIVagHFofrDs0IhhLgSABBoKERGRxpKPZWsNOG/lKdSHtoY/AsSc7W9Cdr5NI1to0f52k7sxyP5nDTLpY0FBybXx2aZde+BOn8Ej2pJoW+KlsbgivPmOUnt42wlPDwVWys970aT7c0Y2OH0ZZHGAkGvSQvHZjkZ0eLlNKCPjfAlZoLM3WeNy/o7Y04GtYxRpCzbbaLNGPWAlZvhaaWWFIz7NpcqHvJZUqU3DjqqRxKCkHIC1WOVN8i6URApBVLTZu31PJUhUs9qUm02rbRanKB2cZAfxnHk0RakrAcrNpWDpUDNgzZjPiaohPxlN4Kn71vG6mEwndi/568azPQ3MYd5RlG0h69Xkz8ap7LVMmjxhJZnSGpbKQQBDrLPeY2MrpAUaTRGBZMkuPyMJEukRWDJHUSg2FWTVOOjmEJD09mOgb89bQT7d8dpCQmGMqotuwyPVn9/9aeVdoP0YrgW3F1XdG+iLbFqK1JEWtDlBuPsn3klPOMdM00bXTJyEOGIGF8cq7NhmTASLJCIVOjUrWZbhQ5YNkQQs6z6fMFm9IVepI1ak2b+SBLGEkWmg45x6LfF2xMVcl5DRqh4njdY6rmUA5clBT0eTHR2JotUwssjjdcjtVttIltzXF5yKZMKyOmSHG8bkEDlBDkXMl4ssnGbAnHDnn6RJ0v3jnEkdAiABwpGEgIXuGX2fqbDRZubHLwWA5LJhlYUpy1dDaZgk1fMmRbrkTPQBl/vInI+nz7/xruWbSZqUsS2uXjl1Swzpiitldip6F4xKF3qUL/pMfeHgfHkvR7ghEv4CLvNpykjywWSR3L4kqfQ4frXGQCtNaM+wEbiwtYlkbXJjnLaaBaDreNUBGYJueqEiL02DBWwi5KkrsbZI7Pc1OlSKInRcYR9HqQj5pcOrgT4RVIjigK84qFps2P55qM6jK2nWE0VSafr+JmAuTIEQ7vGmBTKoPGoxYqyvMVzvWnCYMiibN8xECWzE8nOXv3IbK1AUJ3lFoECQVu2CC7sUx42MG+bAs0mvRPLTC3u060lCDdn6bHhYl0hdGNi5y7I88l102xUM5w03w/1UigjWBIwROHDpA5wyEsGZoliS0LeHWPtCdoWoYNyTrD2SVyvWWeNwnJYcl/3DmKIxW9nofdEDx7fJLcuEFakDteI61SDB4tkE9ZLBkY9gK29czxK1c2kFsHYL7G7q9CLcxgCRtZT/PCJ+9FJBxk3iPlWLy8MskTvmZxb1ikGgkSyrAxVeNFOw5i//mLkN+/mfStx0hMNvFpUJgs8ISeMoO5MulzHLafN8B2ZeCefez7tsudcxnSluR5g0vIZp0tL7Ag0wNhxFY5x2uMzeFSEu0rEioin62QHIyIyoahbdMkD9ex+/NoLbAXkuw+lODs3G6i7CjZCbA2pNCzVZTv0PfTGQpJF9+OfQbq83W2XLif+lIv3mYBTQP3CRYOaC4euI+d+nEMpyr4XhMRNMiOHGTqwDATvYtoLbFLaezqHLlohkWTZyRXwkuGzB93Sen7Od4YIpuMu9lKYDNfqjKsDiO8EQpjISaA9IKNOjhLFOVIF3wyToAUhnqzRlJMIlUvxSKEgUQspEmIWTbaCpFIMJZoUPDr2M0qL3YPcpcZJ5FMEhlBXQuS5WOcG1QppXvoc0MsYVA65JVnHuC/f+dcyPu4SuAoGA7K/JYe4Mcqh7EkzQg2SIfikuSYcZiRNp6jcCRcKBM8cGwQfIfFVk6gEzNHr/Hn6OhFxQrRECtHyeUy2fImEQIhVpOO1l/RojVimZycUP+yxadNYFagAedkWbQfKXSTnj1kPLz0nb/EEAhsYeFbgpwdkE/XSPQEZDJ1UpbGEQJbSDwlSVtQTNTJFOpkUzVSSuMqsKXCtQQpC/JenWymSi5ZI+s041mmFDhSkLIMOSskl66RT9TJ2kF8vJI4qlVux+W5dI2cHeJb4CjZtl3n7CbZQo3cREDmqn5+528UQ05EwpL4lqDH0Wz+x6egn/1kUqOaQqJGUml0MyRfLXGsrPEtTSZTw8kJgl2z6PuPkLIikja4SuJIw9wuxdR/hDg5gep18JIBs1WPQIvYwVQJEhYkVGv1VdvgZHWsjlcaS8amKCUEKTsgkQ7w0gFCGKTUJC2Np2jVBZbQKAF2QaD6PLxkiCZe18RWAluAJzVpK4ydAbNgFRVeLsJXrQXWjEBJg+81cbIalY9naJ4XkLab+FJjy3jW39QKW2lEzoOeHDKj0FoiMLG6XoFnga8Mph4hXAmFLBSyuH5IZOLO01XxPUj7DexhB3PGBOm/eTZ9uSmydkTKMhQdwxVn30vuA8/COqsXZ9DG79X0paq8+I8WeHL/TtJ2RMZpkh+r4262yX3wSqRqkrUjfAVjiYhfH7ydvr+7AmfIweq1SfSHbDtzkle+4RiPSx4lZRmSVkhuuAG//Uz0RWfBSB+ZRJ2EFVGQAb/zkQymUkbmPUQxBRsHMS98Otv/8RIG7AaeMrhKM5wtYf/584AmjA9jFRWJVIBVKfOq94EdNXD9ENGbRm/bit48gn7+ZRTzZZKWJmVpNm6fZtMnn4x+/lNhbAAKKawBl5GPPZVLfmuWPq9Owg5xfI3wJUJCOKvxkiFOSuMkIlwVYRBEocRPBaiCjSimEEkbU2niWiFJJyDhNuPNCTBNjZ3SqB4PWbBx3QCrtaCeb0UkE00S6SBuvyWwnYhEKsBPNElaQZzVJxK4stWWrCaZaGC0QAlDwgnizQpwlabesLGURqUkVlrg+BHNUNHUElsZXCvEtWKH0lpgoYTBSUQ4XoiUhlJgUY8krjQkrBDPDgm0JNCSpKVJWDr+poRhpmGhjSBtxd9C2gqQwMIDiqTUpB1B0gJfQbUeoWsNUpYma0OyZT6en6lSDKu4liRtCzKOYJAqr++7n0HbkJIuCWGTFE77b1I4+MI++SZtPGnhKwtPqvb/XWXhKYUnJa6SMVGSAmf5t9XaVLx5q2Q8tbK5UrTLPBX3QcvbcvmjCQMYI05p6yJGVzPyECGEIKEsii6M9SyS2W5QIwXsqTK9kwFJ20VjkXdgwAvo3VxDjSRxZ6v0zzRZDHwSSlFolQ9sLGMNOOhSgL1/idxiimRd4SjBoBewIbdE9ixIL9ZwDoYUSwlqoUAj6PeajGSXyJ4dv9Bjty9y75JHM4o5ZtaGwXyZxHYXbEn4k0lm7pEMpYZp1MCW0OcGyPv2wZHjkLXJFeqkFjQpX9EjHdwUpKyQRF+EdU4f+rXPBAxDr7+JQzWHii0Y9Qz9b9oCTYk+WkcO5XAXj3PBE6YY/qngCwziKsjamuFEld4nJdFNC9Iumbka2aZDzjak3IiGMuT8Ov4GgbAd/F6PXLlKeVeDxUCSsCRJH85MLJJKCqyxDAz34M3sZ/h4ieHJPHULfCs+3wZvidSvjmHKAtFXQCaWKOxpkLYNBRUipMFPhdj9NnIsBxcPUvzaPTjzFXI1n4SSGFvQn6yQ9F3oHUKPjKA2zjJ40UEyh44zOT+CJSSeMgzYNaxLJqDposdGEbUqbs8DDKcr9M37pG3I2hGZYh3ZV4wdPv7v9Xjn95KejhACbGGQPWmiv/kq8twRZG8K7Cr2oZBd/wD7GtuxE5BJ1LF6HMzTLkR8+luongS+igf2jB0Rej0c/t3vMHBuhD2eQjYiGgddvv3hPNp10Qo8FSF9AUsN5AO7oaaxLI2nDMmE4TtvPM45ozl6twvwPZASeds9LHzqfqpmE5JY9a8sg7xnLzguVJsIVyHtJiKV4l/eFnHWoHXCLNBFfueHNOoWtjTUIjj6QAH/96+j79WbwPfBsjCVgNIf/RvTxxM0fUXaDbAzBpV2IdBYA3miRSCt0OUIZz4kZYXkz9HQbyGHc9BfRDYCGBpiYP8+6lSxnLgxCVHBvmIbZrKBGOtBlOukDxzDmi+TPs+hZ3eVVG8Tq9ByqjzrbHpuPAJJHxNEFOpVEuNzyGaZRaeB26OxBnwyVgW12YPbKshkK0pHaexUmZ7kEqRyqHwSE2lc02RscB570QaVwbdj0mF7dTJj8+isi51xYMngSE2fV2fAjQjsAimnieOERFKz+bw5nMkskadYaDiUQ0m/F/C0Kw5z75Ee0k6ANoJyw6X3So+X/OgI15ez7SeS9OGi31Gk/73MkWaK2aaFbsJAr8OZvTXqjSIpO/YxUpbDnvoGzi5CvWR3pEA7cXhdLjvRJLGivYixzA+WNSWrNSKruUN7n1ytKTmhbtbKw0rC0860ao88zKn6jJyKk+svCbpk5CFCIElaiqKjyWyJUOeMYYb7kblJen48j688Qi0puoahRA3rnF4YG0RNzdBz+yKTdYeErSg4hoFEHefcAoz0I4/Pk+YYucMRvqXwLOj3axTHqsjztyJnFsiK42SPRCxYihDo82oURmvIHVtBCgoL95OfilgKFJp4ME4PNRFjw3C8xL139vEf0yksueykCAuBxSffHjDgpbniKWXcosberykrh38IA3Y0XLbJMtISVL53nJv+4S6+MyV4an8aRxpsJdgXurz07QtstHp55wuWkFtjx8SP//R8DpQCRvKxw2DS0riO5v7re9j0pDrSs/AyDfyFkFTa495algklSaUaqL4kGNBVF9njkrBDfKVxpOTxfXXCcorjtTRD+RRmsB+h9rNvepgdwyE/s+Jr82XE4BNDGjfN4D5pArJJhGPhO4u4SZ/5epqcAcvTCN8DS8HeY9hnD+LcEpC1A2xlk01a3B8McKkKIJOCZAKyKZYO+DTCBK4yRMZgS8PY6BLR3RXUU84H18W4LsKVHDNFcjkXT0LWDrH7JViK+mdv5ys/G6PXCVHCYIk4Wdjnv78JWxqebx/C2dGHTLlU65ovLeSphJpLfVDK0DzUpHztLVx3YILNyQaWjHv82+Ydvju9iYwjeNn0UXKbJdQN39k9xvfKEU5VcFZeEGrB7AMut//BbgSGrdkKvhOHkf543uVAxRCmhnhGeQbRDGD/FLd+3uY7x7aRtSFtgwgld072MHVNxObUHI+/sgShRgeSW0oFflApMT+X5XnpJsnD89Tf/VV27utldznLRNIl1IJKKPnykV5qUQ9P+191LnrBPOSTlPcK/vfuTZSamg1pydMGFhBJCbbEBIaZ7xl6fmuE6EgdYYlYW+XaNOZc/E0OJFxMJoUINc0fHcK9fILo5jpW0mAiMFLS/M5BnBddAok02CXgGE7OpX4owrY0VkEiMy5IG/PAMawLN6APx6ZRdyrEkg5ze4tYAxqVtRB5H1kLaD6giZQXkzXbEDY12Z6IPXvHGMspsCVCSYQIqJk8kZtAmHhgDaM4dH3P9Chnbg7igdwIjtc9bqwPUHQNZwuDUnE+koO1Aj+bznLp1lmOL2ksaWhowQ3NAjt//ESes6FC0msQhBbHwgy/+0/jXFrMkbUNvtJoIzhgZ3nd37k8a9Ch120SIThcVXzPJPnh8TSPL8KAF9LQgl2LHrN1i4xWFNzYQXeZQKyGMStkRJvO33F/epJ+tlWgROfv1cdIsYqMnKSeExUgLT9xrEfbV8NwSlqPrmZkBV0zzUOFkCStOHmT2tqHPms7pn8As3kj2XQNT4FvCYpORF++jDlrK3p8HLN1E9lsjUzL3FBwQvpzZczZW9DbtmLO2Iy1MUfWCluqfOjNVXA2p9FnnYE5czPWlnzbFOMrKGar2BtT6LPOQJ+xHWtrnqIdttWuaSvCHktgtm6CrSOM9C4y4MVEJDYXxTOFHkdzZm4RazyPvSXPgF8j70JW53AkZNwGsmAjlCHvhGzKKDxlKDoRWRuWAs2AKDCakqh+HzM+hszazIWC46qKIyDrGLJ2yO5Shv95MMt3fjCKyCRwhizy6Rr7IpebE/fg2JLUmIGJQejJ8If/vJHf/FS81knKiuc1f3W0zJsWjhNYPmbbZkxfH6o3ybXzFn9Tspmsxk6QljR897vDvPCmJKYBZmQQs30TuUKdH0YNPmPdjyUNVlYgMh56zwwv+x8uH/8//ViepsevkbRgwfH5UHQvpXoS3RtnYA1v2sdL7xf83t64TRk7wpaGD965md/+2gDffP9KUiWVdfjv1RJfkvtJ2xFFv441nIaBIlavZNxv4EiDryKSKsJXsRPjmN/AHvRgqBcGC6SSDbKuIOMoUpbGTweoBDheyOZkg4wTkLID3BYhsaWgzwW/EMJADtnjkLYico5F0lZYAqQ0RJGkz22yIVkj5dfx/CZuK+tu1rJJKINIWOC74FhknCZFd2WgMEAtkqTtiL5EFeHbCN9GORpHQlp6aANaC3RTo0NBxmnS74VYElwVD56ugpwj8JTG6OW1k2LCk3LiRGeeHaLSDsK1OHJ/hpfuq7HzCw7h8RDhxA36wkwPL7zdpbY7ACkxPb1gSX7vuxP8/nsSBHWJKlhYBcn0dC+/doNL9Uu70T09mOFBGmXFJ/ecy8t/mqfRtFBDacRAloPfdXj1/x7kv70nJrVyKIeTiHjljT382dF+KnUXOZSFYpbZOyVX3+jxk9JGbD/CTmmEhM8f3MKflWeZXswhEi7Ct9Ch4Q+OCv5sZpp6ZKFURCO02N3o4c3lw/zbXZswAUjXEBrBj6yDfCHcyb1LHrYVksg2qQubf16q8JV9G5iqJfBUSNrSYAn21yMakSLV1yTfX2U8WWfMy3C0YvCkYdBrMuw36PcM/a6LAXr8OiN+jQEfhnyXnGPT40aMpypMJGuMJKHoWaRsQa9nGPQ0w37EkBe1/w55EYN+xKCnGfA0/Z6Oz9Haej1DT2sreoaCu7Llnfhvzom3rL2yZZY3a2VLn2RLqs4tZZmWefLR9xw1WpzS1kWMrmbkYcC3oNerY7ZsAzdWwZpsFi8bE4UQKDoNUsMRphin6DaFPF4+IjEV4UmbvBOQGgww/QNxebGIGBsgaU3jSJeEguRAAJs3xuW9vYjxRdL2JL5yaGpBohggxkdXZhpbRsm5B0nU4/KUFSE29KELeUwhj1L3cW9Jc15OIEU8YA/5Db52xKfXTTDy9Iuh0WB8zzexdmk+PzPLc9Mb6RmtIC86F+83Jzgfw3l/+yXUWJbp72sgx7ZkgF2vsOOVDvoZz4jb8utX8HZ1HXd+XjKXTOPLiInCAsVLLJ72gicDCo2NvOMustEBnr9vipd5CdLjB7EumkCfsR2AD32nDCiC93+L8AFJv2fxRzLFRU/U8IYdGDsmKvp5T+Ofnldl/1X/wv3pHhSGol/nvDOP8dRP/yoGl+WVcFNPyvOR6i4O3JFAJ2tYY2nYMgrP2MAnf7sC2Mg7LHqu28uGpRSpxQp/9GwbdVaETsYJ5uTv/ypf/f24bcfedAMzFR9Hap5x6RTi958DrcXiALj0HL48cA+TH15iNlmjp1CGTWegt2zGKlX40b/Cs4eWSNgBgY6jJm6by3D7vMdFFwygN05AEJC55SAHfxrGETLJCt4WBzlWRB2c5Yc/c3ntxdM0q4qlwGayrti71MTg4J5fQJ99JtLz4N+XOFBfYsBJkncMOa9OrqfGVw/0MJ6K2PLEEgC983VSlsut1Wl+y80gRnowI4OIYp2DlWn2lSIu6hVoE4ey5uyQ7x1zyFhpxs7sQRyfw6lMk90ZcUAc5PHWZhKJJqongVsrc+d9aabqgt+YmGeu4hNqwWTNZv9SwJa0gxiNNVB+YYo9S7Gz6ZkZSSpdRxTz0F9g/KVV/v2ilyK/cxOYIlSbFEaXeMfoTuTv/wpysoQe3whSoJ/+JP730ytQayCu+ymikAJLseECm6+e+wTAAyxMMkHmtY/nNYNZXsNWxL/+GHP2ZszgIKNPEvw9VcDFlOpQq+DXA/7pzy4AqZHfvg1z5iZM/wA9I0N8pcdDfv8nmJkERJqs1+AVyTt49f93GeKOQzA+BmGI49p86ZVPQH7zRxy+oUwiHZDpaTCqj/L0D/86+hM/QA3kMI2QC2pT/MvZNZbulxxXJTJDTZytGS5/yw6e+sV/5eA3Q6y0i1KanF/nWc+ucvMXXDZvauDtKICl2HGhZuTL+7hleoiJTMhQzyJORvO4p43xkw8scfb2OZycJFg09M5W+cq+Pu5dbHJusUTflhrGGA7e7HNjJeDsnMfGZB1LaKToHOC1ERgEBoiMRBuItFhOKN/2q9Asa0xEK5fKCpaH6vVMPSdbT2+9CJXVFkKDeNQ9R0856dmj2or/WuiSkYcIIWKHr1yy1iYSy7DSAldCIKHg11EjyY6XzcpLfBXiKMh5DazhREe5Hh7Et460kk4ZrD4HPTa2Ur5hAyn3II40sW9BUWJGhlbKx8fJeA/glxOAxLNCzOhKefKaX+GdhPDJb3LbDX0IAWeeN8M5H38mbSWZ62JdvoUN6V186XeHOPqRQ7ibk/GACEAN+fpnwWyd4qEfslRzoNlgy5/4UFh1PxwbsWOc7Td/h/tKWRJ2SHqgiejJYYhXyAUwoyOoyVkqjTr3Hc1z+ZjAjA533Fd5x13Y/Tapgw1Sls9CxeLg91zGn74Tff7jV57NJ77IgcUMdiZ2qkz5dVSvC81m7MuwjKEebr5jiD3ThidPaCik0f39K+VhiBkdwRk6SHJ3yHEj+Mm/Fbl4a2cHJn9wI3rXMfxEnlwkUBJqe0NSd9+DPvuCtpzp7eXYmw/yvQNDXHxBgJvX6JH4GvWFO3jjV+uATfg//436nMTv12x+3SVAiF4mNbaNuvpJvPf3PMTcAuE//QR5xib0uWfDxSFvelEAnIf3+W8zWKqwuW+eV750EH3WmWjia9dnncFln9JcRgN5853c/8k6uXydxFWbefXbNxN32Rcg77yb/r37eJ6s8eovPw35g59gNo5hikUM8LRPD/I0Qhb/7D+4Y7IfWxrOP2OKiz5xJTHJdBCeh6o1ecrGB3jWB5/E1F/ciV8IEVuHUc/fzq+9rg4I5HU3wbdquFbIU/6sv0VCHTQKKlXcp5R57x+fBUslwn+4EWEDmSRk0jBfQvz9/4WhPuiLB1qZqDB5o0//X3wW+00v7NDTy+u/j75nCnHeGVDMgpKwOI+891709h0rDzaKEJ/+CnqqhLzoPPTISOu9aELUQB45gt64DZNJI3omia79Z4SpIc7ejunrAykwyQTyy/+Gnm4gt2wADTLQ1HZL6m/7JtmrtmIKOWgGiGqdyh/9C3unhxjcFmF5GulANAfNN30BZ1MvVtaHcoOg0WDXj7JUm5KNZwdYvTakPMSXvwXVCsXeGjKTQYeCoK6o3XaMJ740A/3jmE1jIAXi6CQ9vz/KJR/dhTuSxxmNI6VwDBf84+OQ+6ahVMU6MoMXRLzq/VsAhfjXGxETGzGD/TzzdXmeSRN53wGWPnOYoLm8Onbru9YrA20UKYwRRJFokRJB1NIIaCPaW6hXyIterme5nzjB3HMi2uddljnBcGM65Ey8SNajiPh6H9zwcCp+Jb8s6JKRhwFLgOOuk07YjTUOlhQ4TohIpTpZvqOwZBwF4lgRIuV2MuNUCtuKyy1pkCm3PRMHwLGxZIQS8QcpfAuTSnU0wbZb4XvEdZhEclWpASJEwsaWGiU0MhWva9GBVBJcC+7cgxBphGOtYfAmlUL4EtvS8YftupgTDbQzcwQlgS2jOHrAE5DyO+vxPYRtte6LQUqD8TplAIRnte+NFieZT4TxfEsKUMT2dOFZmEYDnFWLlbW0WYGOl6bDVnGu72VoE/t6+DayRfzq0Toub80QQo2yDLalEcvtqlQ75Ry71RHH6ylLR4C7esXoCFBIR2C5BmFL4mcSET+zZQO6BCLE4SMxd/SX6zC0V1p1LSwritsSNli7Rnksax44iiCPtAwk/FXnA5RCucvdeQTHF06oI5YNmvHihwrTmqVGtEmtJUEJTBBiinkadQWE7QUQ4zoERCaOmBLA/QfgjDHaQ4elWkmzIuTBfQRLArcY3wejFAIw5SZieRrauk2RlkS1ZT3YKizVMGFLTkmQrcxnS5UOMRFpTCPENHTchtVllXJnnZaFCUyc1VDE9y6+hxbUGrGDMi1PTEtgNDRrVmyGkrJNloK6ItQyfm4yHsx1IGhU4lDa2KYGRksiLbClxraj2NYqiM9vSewMiBREVUNQh/KMSyLSkM9g0mlEFEEjBAK8okGlBSJlg7tyt/TYGPLIFCyWYb6C2LMHs2kroi+LKRYwuVzrGWlQEjevUVXdzia6rHQwRsR+X1EYm+giSRTFESRayw6CYoAwitPgR8j2K6BbmhNMp6al3da2z0UcWLysjThxVWHd3h/L2+LRXimvmw7+oaJLRh4GPGXwcmtT58mEhS3iJE6JdAADxY5ykbSxVTygJpINWD0bb8FRMdmwpYFCak2554TY0qANyKyHdt3Ocj/EU4amNrgqip0tl9t3y9186K/geSM+gZYgIZiKUB/8NtZvX4YptEhAtYqpC278xgSb+qqY5mri1VoRdOYYBPGX1DdShUmFWaUNANCXXEwqk8T6uzISAwrMhjFarm6tRkmQkp5EjbMuOkzoj4LXeU36vHOQkzejZA1bajJuwPBZlTVy4ik7KH5pJ2UZxQmRlEYM5THpdIecSSVJ2yFD/qqeQCnaPaBjgxOTEVdGeFKzMb8Ifufz1Fdcjuy5G/Xv0yipkcpgpwz6ogvXPLfebQ2GphtYSsWu/G3iJvj7FzzAq686SnMegrokOAS1N32f7x3p5YX/9/yV67tjJ395rUPOUbziLItcbTmLpM0nfuNufvfaNLpUpxl47JnPsu+vHPaXd/H2v/bQZ58ZP9q/+Hfe/oNedhTH2ZZq0FutkLh3P9945ywZS/PkVwHNkLAu2VXq4c1P/yHvPSvJyKYjGNuBVIrwg9fxzn8f4vL+foQALQX79hT46vMe4EXj84z92XbE7BxmtszhhTHedsW3eEX/BvILk7gHp5FHZ7j38yHXHUnzinMqVBtJZmse9/9Liuv/1y7edM48A6/bgnFsorsO844/C7CE5GkDA1xkTWItz2rTCeRlZ8LhBWgGEIRgDKlkA++c9BpVvDlvG6q+M/4RhCB1bMK58PF0CsbHWReOxn4yy7AsTKGIya2iOULgnF0AnQRvVVSJY2MuPR/xvbtXRkJtULYhf1aIsBVGa4giiCJSYyFjagEYgKhFRrQgszlCFR1AYOohjYbFjgumcSYSLB10EMKJrwXQL/01nG/dRHS4RlTVBIGk7zkZ9NVXIhabMQmvlGGhAuV57He9FPPJ6xBSQqjBSyHvuB993uMwnoswEB2rof/lPpwnlqGYx2QzUKsj79nL7GcOU3z1NlReofIr9yO+hyYm9Ya4n9AGHUSYIM46qkPiLKWhIApjEhGFCqNjMql1TFojHcsta1Tifau1JS0NC6JNWNpPfdXnfaKmJdKPsmaEUwvbNTy4zC8Lug6sDwOuNFiZtbdOOBaWjKMq7JTG9OQ7y12rpTkBJxFBIb+mDqU0UoAlDGTXkhHLiWLNhwCS3ppyO6FxWvZbdSL7L+Z4zvAC0xWfupbUI8nBAznuubuX6HM/XJE7eIwDP0nx9RmPG6Z70aUmBAFy/37033+Dn/7uLQSfv4Vw0VBu2nz+ro289a/zfO5Fd3ac7sMvuIfXvr7JkWqCamgTLhoqf3sj73zmLup/9Y34ntTrUK5zQ2OCq+8ssudYf2xWWcYnvs3SW65Dz8eLBzYiyaKd4R/vuAhz72TH+X727jkm0xtYCCwCIwmaCjNT5YHf+RGrebeoVjniDXCj3c9S4EClDqUlQKD/9hvIG29HHD/eOp+imszwD0tnEdy/2HG+O377Fm787yG1ko02gmrNpjSfZ9fLb0LedtfK+RYX+fJdj+NnziCVhh3Pzhtxoij509t5+kCJg7ckqCzaNBuKxUWfqaUklw3OII4da9ejDy2wOR1n1yxXHChVkA/sRl7/Q543Pk3jq/cQzoTUQ4tDVYelAM4vaJieiysol6lXLLZlXSohlEJFtepQuXWJrekym/OLBLdPYuYqBE2LIzWLcauHPaUMHJlFTk4i776H2YMJzs5bLIWSQAvqkeBQxWdzyhBEErFzD0zPE03XuK+UYpwRpuqSWtUhOrJI+QezaC04KxtydCbLUsNmvnW+LRmLhaoHByYRM3PU9mvGkoqkLZmq2zSrChpNxPwCZt80X/wrh9ItEeEDM5jZKs0ZmNN9fPZrZyLu2YtYjJ+ZmJzk1rfPsPc7WaK9s7G2Z3KW4MdTfO+FP2srhQDMHXuYuTvHN/9PEXNoJiY6gLz9Lo699jvIb98E5TLUanD4ONd/aZDv/sso4cFSvB+Qd+/ku386T/2whZ5ewsxXiY43mV4a4lM3P4HwYBUxN4+YW8AcnuMzd13ENxfPZrHiE1Ql5RmHw/ODfPQnT0TXFWahhl4M2DWb5zduSvOiz+bZO1VAVwPMQp07vlPgZU+/gf1fkyztEYR1yfRiijd+ZIBrn70LcdPt8TtXq1O6cYm3f3yUf3rR3TQmY2dhU29y7O/38qX3gv77ryHmF6AZsu+2NF/92Wb+7eMuZs8k2DZyfp5j/zTJ3cd72fk38TeoignUQAo1kom34SxqOIs1nMYaTqGGE9jDPvaggzNk4Q5KnH6B12fweyP8QkSy0CSZb5LKNkil6yRTdVKpRrwlGqT8Ogm3SdIN2lvCaca5iqwQ325tVrx5VtTeln8vl/nWo7tQHnTzjDxUdDUjDwOO1MjkOmp7K46PtwCVFJhUprNcKQRxkiTls8bEAiBbUQxK0FKfn3AK27RC6Ax4zppy6bZMPIClTiAjUhBpiSUNwsSkSMl4AbUOWprycK1FIhNH3siUg7FtdE8Pwo7X0JEZiahpPBURGaivM9OI1wwNWwmMIqQDjqcR2pA4Jxk7rmWziN4MO9Ilbj+ykbHCfJxjYrnJF24kY+1FpFwsp4oUcLgsadYaiM0DHcrYXnuRuaUswrWRwqC1JJquMFSssNrcYXJZUuYgVtBahMuA0GEsYYXoiy+IzQcJF0uFOCbEjzQy2UlAi2qBwRRYthXbfo1gacmmx53H9J/RIZszdea1hZQn6GVDTT1UOFaEZcUzSdvShFpSbdqdXnpWnBjOAJYy4DrxbNdSNAOFsEBaAlvFJoPAQKjFynuSSMb2+lZ1y+a+KBBUQ5sUATIhERkPx11ACoi0iW35zRDRaEIjYKnuoE1Myh2pseJJKXUtqIeqPVM3TUOgRSvsGSwVIZQAY2hqSb01+zUIIgTNKHb+Do0Ax4q1ZiZOiqpN/PyMFtAIoFKjcX8FP7JIP87F1AWmEVJZtLlzJsmIrEBDwNISZLOIw1NkqODokGgRZD72WVEFxZg7i7zvPvSZZwEgpCCRKiOaGaLJCqpaxjh5KOYojt9FdDBEnl2K39PIMO4tMFuS6KpGNRrxd+069MkSMwdcBnMhwo/QTXBFAxkE1CYhXW/E03tbca63wA/ms1QCG60FjhcyXJxj7KjggduzbLu8CrZgS26BJx/dwlzDYMkA4VuInhRn7zhGdJ/DYs0hnWjgJJqk3YCcm2ChGcWmyFQK47okxkDfDKUQrASIvgxYFrnRg1QPtsxBuQyiVqeQOYJbSscmzVwC47ro0VESqTsIj8Xvpsz70JuJz2GtGlIiHat4gig2pTVDRDOMX7pmGGuGGhGyGcWL+jU1RAYTGkzQCr0OW1qiMNai6OUoFBNrU3TU8jFpvUux+ecEv5KWT8pqBPrRJSNad31GHiq6ZORhQInY/2M9c9+y/Vt4co0ZYUUGpCMw7vrlAAKDcdZYvWPzc8sEjbXOy74q3v9Eb3M9Po4O93HOmdMc3J3DUoYNF1Xhty9jdaS+fuLjGUrcxdV/Nc1555cRm7bE15pKIV55JZe9EsBB/vt36Zks8/IzZ5GvezYnWulf/eUzgYDjb/ohjqvjMONfv4K/fEMFvVp2sA+/fojfz5TIDHUSNH32Jjh7K+Lufbh3PUDGDtnulDlj4y70Oa/tkB16z/lEr/kuC95mAqNwvQBrY5bk713Ban8Gk8uzQUxyvvbJOBnw0ph0BjCI1zwvlpUuZJNkvWMk6zWe7x9DjY52eGCMfPIZyLvvI/zBEczRCGUZenvmsP/s2Rgn25Yz2SyXb78HedMICcdHWKLdaeuLHs+W6/4F/2WPJ/z3uwjLhpQXMHh5P+GNk5je3pVH+7jNbPnqFH5Kkx+uYQZ7MSMjMDbK4J6vIF55FfKbPyB7qMxFQNjUsa3+0qe1KhD0/cFWtv/5NOcOzjNTSZNKNcg8McUZ903jPPtM9PbtcPAQ/gO3c8GxElOlBE/YcARR7IdcFp3LsfWFd9L49AI9uZAjpRRCwHBmiZl5i7N/1cBZW+DwFCpfZVOiwi7pcWnvIqliEznWR+rSAXbcvZv8Nyr0jdY4fChL3paM9FbZO+9w9p8MoAcHEdUqiW2HGLknIOVrxrLNOFmZNuDaeGekePboEUzDRSRz6FIT24nYbs9wxgUHIX0e2K0uLpdm24saNG89jnQHYx8LWyI8wab3bUcXVjlNZ33c1BJXPPUB5PAmtBW/q3psFPWnVyF3H0L3FBGVKiQcJp54lImlJegbb3/TemSYs/90kuCbexB+D0iB9CCfneFFW/fgjo/F/UMQIhIOZw7dg6mMkrTzKNtgJzW6VOM5F96JTvQgc/1QauB7IS/r2Um9Jsn1FJF9BdgwiNo6ymdem0P84zfR2sM0JcM9Fd75t8uO0K3vyraRr3ou735VHTF1HLG7idm6EVMsYl14Dr/1hgjYEZsZevvJ7ziX5xAg796FPvvx7fco8RfP5el33YXevgOxd1/b3Br7NS1/vC3HiTAErWMNUxj7WRGEiEi3CYoJY9JiIg3NCBPoeBG5wGC0QTdikoKJiYnRceisjloaCK1bvih6xWdl1bfadnBt/Q0IeLTRjaZ5aHjIZGTfvn3ccMMNHDhwgGq1Sm9vL+effz4XX3wxnrfWbPD/IgSszaYDEMavlmyzgRPIQhR1enmvU4cxy+FtJ4tbW9+bvI1VXuxijaNnk60fvxD5k134BxdiH76JHjR1Wh6RsZhSkEty4X8fovlPd59gTgrjRuBAPoXllFnaJ8jfew96+3lrGmve80mk3BT7b/hrHWGB2DdAS+6ay7Oh2lzfdqgkwo5JWi1STB7OsHl2FlPsa4uI+3dTrjuEZlUNzTDuAK1O4tcILY41VCx7sl5j2blQSw4upTiz3LnsuLzpZswDx9CNRDuUr7EocX/4Y/RTnhE7SLZQOuxwvBE7spqw5c3f8lNx3/UsdLmJzFrIMMAqWOgd25A7NrJao6M3bODizwwgv/dj9KQDbV+YAPHKFuHqSeMmFhjIlPDPCNAveHZHm/XGDTztn/swf/9vNHfa2K6G8QGs5zwR3dKZ6P4+ZN5mKD/Lmz76eBpvvwdSExjfg0wa/dQLOOupAdV3/Qde1UMCmXyNvv/xdDQW4CFn5xEZl4nMAd72z5cy/a5JrLSAnlwcmbWxj9FfFZj/cz32pCZPk/GJo5z55uehl8NsbRs50ctVXzgL8Q//l5n7+uNbUQ8gijDNiOZPZxGZFHLEa72akmYkmL8dihOLiJ4FTC4PSxWC244ytydFLmkQXhOhBNGxJexv3QRPvxwzmoz9HI6XqR4ASZNEXwNRrcYO24cPI8rHYLqCyPchyhVMqUblriYqauIWImQzwABychL9g5005xzcQuw0G9Vg8bgPiw36zjXxAN1oYEp1Dj2QY77pUmxpznQTGouKpUmL3BOIHVWBRsPijsleLBPxRGViPxXbQew7gDi8B2NLpOtgKgG6FhFe8484v3kBesv5He+B/OktmLsm4YJzWg6pEDsVByz7ha30Tw302VtO+DhC9DkbAYkeHkIsLcUd0zpZxkQUxR+H1Yy/xUi3/kbx99kMEWHUIigm9lFrRggda0tEpBE2bYIiWqTERC3tiW5lOzW0ycky2p/2CZqRhnh0l8s1sEYbs65c10zTximTkc985jN88IMf5NZbb6W/v5+hoSF832dubo49e/bgeR4veclLeMtb3sKGDRsezTY/pjAm9tM2wdqX2TTDNplof3CrtBsmiAgji8gITGRidfYJlpioFbWhDYgwXDN466jtxw7rtEGHrVh+E6sKO2Ex/5ovkd7iUm4WsYQmuv8Y4hLZMXCKxUWYPM4P3nGcC58kYX4BxkaXS1eqm1miWVNkJhrxjHodiLe9guANPwIBeqmxvkwzQEnNeDIOcV0XQbyomDYCWxiKhQpmHUdX1zpKnXjyFYUqfg7W2tc8m6hTsO3YjFGpIZZKqzrlFmqNmDMIQ79fg6iTbOsd5yIbPyM6XKXZsNBa4ic0ZsPwqqiRGOnBJukDEY3IIyyBdWw61mog4CP/inziGdQnA4IlSXNBk/rWjZjjc5iX/Ea7DrlvP3e87T6K+YjeM8A9fBSTzQIK+fXvo5/7bMzhWWpLNuW6C/cukv/+V0h/4LdWGlKp8tPf/iHjox4LNY9ENSB5aBp53x7YPoY+81zk/gOEcwHH57N88rLbeNUVPkzNIRy7dV0Ru17zY/zeNPXQQghYnEsw9ZJvsfENw3Em0+OL6NkaxvZ4368e5mlbCmQWZrGmZpH+Pjiwj/kvH8PKJSk3bBrawkQ2d/369zj3xRLxhLMxSsJCmZt/40ccKU8wOuQwrkskFuvIVA3hKJzNScq7ZEyqBISBRdJpIoQhOlbDmppD+h4sVVE5h0bTorZgAwHCAirA1hRicRHT10AcP45erGM0OD0GXQqxpo6B0YjSEqangFhsImbmYH6RaLqGsDTeRhcsEKVFjGXBsTlE1sNe0kSVeHZfX1BU6w4jG+uIhB1H2yyUiRbqOFbIsF1BCI8oEJhIEkWS9EATq+jGDqD1kDByGElWyDh1lJuDSMd+V56Lftw5yOkb0JUIXYvQVY31zt9Gs9YkoR//OHi8jbhlJ2JuDpPNtTnIyvtfi/1aDtyHvuSSEwollOuQSiDn5gFa0XRqDSExqPj+LWupWqbo9jciRBy1JCXoeEmE+P8aZARagtKx1lcDoYn74ZYZB2OQLWIiDWDEmjQiJw76jjxB4JHGKfqDdMnICk6JjJx//vk4jsMrXvEKvvjFLzI6OtpR3mg0uOmmm/jc5z7HBRdcwIc//GGuvvrqR6XBpwOMoRWydwKiFlEBTACi2eggIwRx2uWY1a9PNqKWFtpA2/a+GjqSRKb1EkfrEKIAouWZ9AmVy+t+wDdmt3FmUEMbgSMj5ndZXPfie3nKwCxDH7oCAHH/Xua/tsAHRZPX7tvI0+eWVtXic+/v3cCZfz5OdLxCuZIg2i9ovu4Ghl+zAX3WmSvn27WHY//rPhbCXhI6ID9bxtq/Hz0+TMfqENUqxf4Ax4h1TE8KkFBroMM4F8GGnjL585OY5Ak+N+kMw2fUWZgRhEbSbFqt+uK1QFdj+AVJtv5Dk1BLTLmOKJVbZGRZHqjWibQi5YdsGS0h7N7O5+Wn0E+5jOD6b9FsWkRG4m1LYjZt6TxfFOE9azNn7Z+jEWUIahJ/oYQZAfnDm/nIt87kktuqDOccIi2pNW2++r/z1KI8v/uE3egtm+PnecsDfKkyiKjCH+SO0zc1i7Tuhz1H+PSnhnjxnq8ibUGlnuK2mRw/m8uSW5C86Zbb0RfGM+M9f/JTPl/qIfuA4km9IblqA+fmJb549wh9bpNnPu1rMFGkuWC4YzHPrdYsG+/bzK+MTaL8BcTCEt/+e8n3F4d4smtIWrGu7/75LN+ZLXDG/5C86NcOYQJNMKu5aXKcu/0ZRmr9bK0s4h1bon7TXXz97hH2lfNcOVilHioWQ8XHbt7EkUrI3i8pXtBzGFFIU79rka+VhlkMmjyu5NHj1ylWyshqAzIJ2PEkGnfcTlSyUJamGViMb5tFooiWQM2WEdlFqNSRl51D37FdzJYdhNQoZXB9iX7Sxcijs8jpYzA3jwkgc1keoaA5pWG2FD9N18L0DWD6xpA//hnMLhEuGJI7MvC8SxA3PQCLS/HbU6oiLjoH2z9A9YHYz6Fec4gkuM87EzNroFrHlOrokmbgzAB7oMr+B3qIQomOw8HwnzkOyRxmoQl1g0ZQ7INcj0ZaQK0JS2XwPJrv/BLeEwbRszV0w1Cfk9jv/hpOn0C8+Mo4Nwsg9+xj+kO76HuyhbEtRCaJqFRgcYl/eW/Ar/3z42K5ySmqn72LD988iiV28oZPjmNaWtKjf/hdvnm0yDMG72Dsd3ognUQohXGIycNqmNhPbF20Qrdj27MALWLfushgkAhlMOjY18huTeIQ7bT5GrMSvS5BRGC0WaOUNidoP+WjHFNrTOyf92CI1kwYf3lxSmTkve99L1deeeVJy13X5SlPeQpPecpT+Ku/+iv279//SLXv9IPRNI1Al8M15gRdiwh17CCoqxq1WOpwUtWVgKb2CU2ssnVKi+2PexlBZBGTf7E2XwXQbCpCI2IuVF+raQhqsuU0KIj0CU62xSw7cmUmax5SgKckM0tJLiguMfi4elssuucIB2bybBW9HG9a6KkZAOT+/YTfvItAF6h88naChuRIOcmthwosNAyPu7bKr/zTyuk+/c4mt80OcXm/w6DXJH2gQe1/7OEzexd4/cUH8f78+fE17pvkU3u38PXFH/DHd1zKr+zd106y9rZn3M1MWOWjLy7RqFpMN2zed6jB4q5Z3vmjn3LZp57QPt8rnnYDoRjh0ozH5lTIfNVj/xds/ur9n+fr7z4LfXEccitvuZ3f+XCGg/oOXl+Z4Oxjc1gHjyLv2s0r3q/ZkSrwxjc3iQ6XOLjUy08bNn9yz8/4m2aKxz07ANuGf/p3rvrELEq4vG3DKLbULAY2H/l0mvs+9XWek93CK78YEwD5g5v5tfcs0tBV/sBJYKuIzL4ppNaE9xzjgkIPgZbMlRNoI1hoOCSVZlOyibl7BpFJIcpVqvtDJtKSpQCmFlMU9s4jZ8qEUw0u7hEsHXWw7IjFukM1EvQlBCO+Rt87Bds2Iw8dxrE0m9IWIbAYKEoNFz0jODNTJ+82qB0Cn1nK8y7lUDBm52lqQeNIhKfmMYGm6BbZkvFZapkllYjTwW9KS0b8Jo29dVCwdMxhpqEYlUVCA9WqQ+JYldKcz4ZEAylcjtcdQiOYbcY+WMNJi0GvgT48j6w2KE27DCUVTt2lGsJ83WNgeomoXOLHdw3yVwe+y0t6nsh5UZWCV+dgOcU1d/gcEPfyzg3DnFmeIVU5zPE7bP7wjhJQ5FVDWQYbLhj42cIIX/iN7/HfNo5xzjOOEs03ueFHA3z1sOYwR3nTWD+PZxqZmOWbNwzyxSM3U1Qp3nHxFLav2XegwDXfLuF96j5eM57gwqceROZ87v03izc/sJOnpc7mWYNLeHZIqe7wpdkit/7lXfzF+DYe99RZ9GLI3CGf3/2ZjSbgLaNJXCuk3HTZtTDA3/3NDfze4JO56uJDBCXBXXNZ/m5yN+zX/OnoEE8dPo6sB9zxVZe/3b2BF+1LsC0nyWRqHDiW54sHPVKO5E8LN2GedQmiWqX8T/fwiT0j9B6BF519mJR1BIC5G2r4qo/wf/4rzrO2weHjTE6m2Z6JVwEWP7kD86ynIBbmKfRVeXzNj31LDs0ghjQ4FsJzV/xHOjpHHW9hy2QTRfHMK9Ks9TglTs4GGCUQyJhgmJYjnIj9Q5b959omGxNrStYd3ldXL9Y275FGW3t9CnK/CN773vfy1re+lTe84Q184AMfAKBer/PHf/zHfO5zn6PRaHDllVfy4Q9/mP5VqSQOHjzIa17zGr773e+SSqV4+ctfzrXXXou1jhb5PwundOafR0RORLFYpFgsPrjgf2E0Ikm4YNZoNXVZxxEMRhAsCZzZOczwSgZUU45oRorQQKOi8GfnYXx8pYIgoBEqouUoiPkTEiwBtYZDoGPvcFOqry2vOtS1JDQQRDIe7Fu5RsyB4+wuF+OOpSWfcprcNZfDvTViwyta7azGER6H9SyPF31ttavu6UHXIr5/zGfbZkNtSdE0kgk/4sb5kKHBTqew37z0ASZu6KVuKSJi1enwUzRvueII+lefEwu1tDuX+ccxk2fTb1dhYUWb9J5vnwVI5Hdvg30LJJTm/2fvz+Mty8r6fvy9hj2d+Y51b41d3VU90c3QDE0LBhUjKtGgSCKKEuUXjS80Kt8EQyJRUWOiX42JoKhRv8aEqMQIIopAyyA0k93Q0NBjzVV3vvfMZ09r+P2xzz1V1TTaIJ045Hm9qu69e6+z9z57r73WZz3P5/k8b7xe02nFRC+RV73w/9/bbkP+/ru4571tdvPqGLd/xSZ/8G0vmamQ7p/ztct7dPcOMQwsPnWQl7gvexa//kKAAD59CjfcwHpYyof8Qv0I1x1bQ4xHFQfhZV/LW154Cbm2xbk3dlmbAol//eRTNP/5U/DHrr98vjjgv9/W5e57V9l1gmERYtb20I0Bput4cBhzS3uC84LCSkovGRrJcBTzjO4OaqcLk4wyk+xkkBpP7hS27xCBwY7hE70WX9ZIq0wDBFpAZuBiKrFdQ7CzA4MR/SxkO/MkWsy86VFouLgTsVdoFtoT4sxgTAUOdoscS4IzElc4cLBXBGxmcH2zSjEXVLo4Wxk0dICzgAVjNMbDnsnQojHLJDJWsJZGbGaCxZYnM1V/HZeecekYtyq9CZ8ZilKxNXEUziHiKgNnMgxInOH6uS5vW3ZY7mU7PcqkDEiN5AWJ5emJJlUjilyRXyxIixo/u7BOo+P58OQQ21kVcjtgh/zP5/RwoSQ/l5B1NYF0fFfrAkcO7fLx0SF6lyIanYIXftMuLzzexn7gETYfXsT1BROj+a9ftsX6PZINfz3ZeUNkJ5y4xfAHL0j4wP+3zbBskluFEo5//bzPMH4wYxL3cGOL955GK+e3r8/5wJlrqyw6L1hujzjUXOdFXzmH2XsYEVbx3INJwbdwEuM817WH1eQcBzz5q4f8i9/JOX7zJmWeYErBXJzxT44MaEVjxMkbqnetNMTLjnRccOtCVbXapyUEitp8wYfvEXzNoq68sqUhUpYLE4nxkq/I7SzNeWezzn39Giet5Mikh+iNqlBLnF0GI5LLvDlf9R3cFHzsAxBrKy+zm7qEnQdjK0LrlV4PACGq6/Wi4pNogCo7S4jKW+LV1Z6SmV15HAnyCQ6PeB5fCOavojPysY99jF/+5V/myU9+8lXbf/AHf5C3v/3tvPnNb6bdbvO93/u9fOM3fiMf/OAHAbDW8sIXvpCVlRXuuusu1tfX+fZv/3aCIODf/bt/9wVfz1/VvmAYtLW1xdbWFu5RKZ2PvjF/28zjmFjBpBd8Fhgph4LCVemX40FIfX0PrrgdZd+TW0npYDKO6Gz0rvq8XN9gYjTGQeEEfndUaQNMGfpid5dxEZA5icTjuhlye3uWcSF6XQaTiImRWKCwCjEa4PfByDc9nxc97SF2f+kU9+0so4Vj5YYJB1/5XK58c9VixK0Hz/Jbz0rZ/nSKbHSqd7nRQP/AV/G9P+CR5xbJfvlTKOG5ubHD177vucDVHA79ktt41oW384GtO2ZkLtGKcV/5JVTZLbrKdog0RZZzUk7Qvl3F0mfmoD+ESY61AuMFf3p2mZNpztOOnUY8/bLQmnzPB7j7v0oGq0EFCJ1kcn9B473vx33ZV14+ZFFytltjc88yd2Cq1jkpkFub+LBAnFqHsIkZVCqt48JzapKw0lUkozF05hDb24i330lxLmOY38TYKkonuO/cEs/6zXejTjyM/5avr843SLn0YJ27t0MOzEmGZYDpOrQURN/zPF52+iGYO8DZnz1PYUOaQcm3ft0lREfDtddN3deO2orlle7jjHsNtuwq3oA6vkD0T57FN62fx68+jewn3kakLM9e7nL0KVuU6wXB8cPV4F9PePJLU67/009A0uDuR44RKsvCdTn/8GdvhdEA0T+Ef88n0Nry7E6Xm4qUEwfWCeoBMgqQq02e/1ULPO9N7+PU2WvZKWIEcG19wgu+bAPxFU/H352Qn0mJopIvbW5wbCy5+eCAKAa9EHD4SxY5PBfBXp+L/23Mfd0Ode15yeoO9XKH1e+7HrotyErmFka8bHGNhWafs+Y6JkYxySKU8pSF5OKDNTblErXVCOMkuZOsTwQf3FrgYBQjpzyFcaHZ22rw4IUW9aOK2FbTQJYpLt0TUS60aC0qhmnETq45tdmEIme7pZkb1snyAHEhY2Xxozxy6ji2FVM4xWYe8ImPLFLL+8g5yIYBcqNk71KMeM85+lmbllXTmiyKuz64whF7kdp1Dl867Agmo4CP37fCnpB0ptpAzgpG/YDJO7rUjkckLYGQjnpQcoPuEgYljbiFiBTUIugPuPHljuLeHF2PcANJLS6IuETz209CHOOFRIQB+tZlfuR7ngT/5W2U/WpsEI2Q8Pufz4+9WgC3wakzEAUcfnHMdz/vBkAhPvkw3jt8Z47Dv/BlfMs+2fV33onbGVXejFAh9JQ3Miu5ewUq2CdzXJZErUjDbgpIYApOKl5IBVAA56YhGi6Lqe1PPUJUZBEHAnE5AnzlPP9Y0d8n0KpLf+I4I6PRiG/91m/lV3/1V/mJn/iJ2fZ+v8+v/dqv8aY3vYmv+Ioqi+43fuM3uOmmm/jwhz/Ms5/9bN75znfymc98hne/+90cOHCApz71qfz4j/84P/RDP8SP/uiPEoafLRnxv8M+b2fV3XffzS233MLq6ipPfvKTeepTn8rTnva02c+/CzY20B0myCvCUaLfJx0GZBZSA71xgjnfv+JDE9JBwMQqcgeDLMJcfJTn4/waY6MpfQVGzEaKPHvu8jlOn2dQBOR2un/PIdY2Lu8/dZZeETGxgtwKUqsRmztXnMDirjuCKx0TI0mtwkw8FTCY8k+sxe7ljHYD7OaIvUGMH18hQrZv61ukaUhqJBvjGvKDH0bef/9VTcTGNsO16juPrWScRdjzvauEvMRohB8VTIzmfBowLAP8zuDyQYxBnj2H3ZmQZiGZlYyMoFeE2P6jODPDlF4RMjaS3AlGRtPfS/CnNxE7l++D707wQD4V7MqHCruXwuYu4tQ5WNvDb/amz0tSWkitYpxGiK3d6rr3utitMemGpFeGDEvF0Ej6hSK75DDbaSWAVZa43oS01AxLwdhU4ZHRbojvjfHtNu5pN+PvupdJETA2mtQoUBb3dV9erTa3u9AdIiJJ9O/+EQu3Wxww6QX43hhx/hx+dQn54Y+SjTQTo8mMhsmI4LXfBO0Ept4Vf9vNhD/xjwhXKmn6zCrMwAMGGhF+aQk3thSFJhCGZ/7yDYSykkt3ua3Ig8cOoV7zEhJVYqZeuliX+Fd8He74UVACV1QTqixzvvznlxgMNaasMpf8NYdxJ47hnvUUjK/Cigo4dHiXA7/59fjDByArcZOCsOM58St3oIs+O7lmZCTDPGA0jpiUAf0sYieP6BYh/VKTOkFqBeuZYjcP2M1iuqMaozKgWwRcSgV7BfRKQd8IeoXg4qDJhVGDjUGD7TSmX0r6pWR7UqNbCjbTmPVxjbVRg72HQrbShO08ZisP2c4V58YJmVEUTjIcx/S3Yy4Nm5zfbWOcYGIFI6vomyrMWDqJwGPHkPYDBpO4yrTyFd8rt4qi1KTT7+mcwOcOk0lyo7iYJpwf18kKjc8MZDmul1PedYHxuibrKfJMU5SabBTAqUuwuYPc20UMhpAWyLf9Cd2PGcqhxO7m+N0J8iN3AyBPnYLtPdzOCHP/NmLtIlBxZ+Sltamwm2M/s85u55RrBeXFHHNhgrkwwlwcYS4NsWtD7Pqg+rcxxG6Oq3/bk+rfzgS7l+K6Ka6f47oZbpBjhwVuVOImpvqXOXzu8ZnDF74S0Sl9BVyqG1eFa7y/zA/ZJ/Bd+fv+vyeYvwqPT/BsH4wMBoOr/uX5Y5P99+2Vr3wlL3zhC/nKr/zKq7bffffdlGV51fYbb7yRo0eP8qEPfQiAD33oQ9x6661XhW1e8IIXMBgM+PSnP/3FugGft33enpHv/M7v5Prrr+fXfu3XOHDgAOJzlU78W2ree8YGdtKY6x6+gIiiqubD2fMM05jUQm5hO4tZOT+gefEivtVGnj3HcBwzsZLCwm4ecfAiNC+t4VcOIB85hTu7y8gsU1iYWJhsKNqPXIIT1yEfOY17ZIOeWSI1FS9zshsQnt2Cm0qwBvfQBrvFEsOyygQcGQXntuBkiuj1uP9HH+GXHtLc0DlCTUFNK+69f5nff959PGNJ8E0/twpnLrL2mRoPDhq87qM7fM+1ixx9aJ3a/Q9Mi5gFlK/7H/ikzdneATZzTctHvP91ff7e963DTVNX0GCIf/ASH714hJ0DgkBKNsYJKzt9guUr0nFPn8dsTGiFihubGc53KE+PCR98GD/fwS8luKfcSvH2d9LLIsZW0NCe6xe76IMLiEtr+EMHEf0+7qVfz8Jvvo2HXQXGtNA0bcLqd34T8pELUILIc8zGhDtu3SD6aJuLVtLr19DnRtRqu/iXPBd5/2mKt59hqz9Haqv6K7fO9cnLVfzpTWT9IRiNEa/8RtrvvIvu/9TslQLjYFF5Gi86Bq4GDz4MUUS5nXPT3+vxibe02S0gEJJLvRbqw3323vlefv6+iOceuIZaUAmHDUrB//q1o/Tf+HF+6FbDoaMDnIHT5+f5T791D4iDPH+1QWo07XcUDN+6wa8+ssa3Hg+I9RxracipUcL/++kTNP/XJ/l/njJi+ZoJRV/ytp+TvHVzg4PqKLcthqxYRe/BFX7/yz/Jobrmqw9NaIQ1zg2bfLwX8O5v/hgvO3ALz3V71Hs59uER/+0Nn+YTvQF/78ACNVXp6mxvLvKnz7uXY42Yl10PpWnQzWI+Okr4vX/6cb5+/ja+RE4Q9w3Yu+vT/PHFJvcPMr50ZY7CwbCEf/tn13H2ee/hOe1DfMv1BXFScn5rnl/42vvZFMvcFMANHUWiIoyXKG950tO3efDuFYop52RQCjqBpxZbeqVA5pp8mu57y3yXT6Z1djNPpqtQlvSCA/UJH8s040lE6QSpgfnA4Tz0C1iXmlgp6sZzQ1JyLBny4XyBiYGdHE4Iz61P3+KTu8fYSRNIEzYyzc21lFKWrJtqGZ5bQVpKrn9Rxu4Zz3gvpDtM2Eljnr54gYUlyydth2ERUlqFNyU3vSwge8SS7UiGg5jMSm5b2iHSBbm9luLShNAPUEfayHKP8UcjMtugsIrMKo6FknO/U3Lw+Vvo7hicx14a85E/DFGNNg0ilkdjwqiksdXnkz//Pp78NQY3gcmm5vz2PG950w6l2OWHvnyX2okeLr2Pt9+5wrsvFHzFkYinLzUIA4uUDq0dUjmk9FWCnqjKMlQvu59pH4krOeWPsSSeTSt/wfTyaJLqVeM0/i9cavvHSkD4Ipr3j4+cap1gNBrRbrev2v4jP/Ij/OiP/uhjfua3f/u3ueeee/jYxz72Wfs2NjYIw5DOozIDDxw4wMbGxqzNgUeVItn/e7/N/wn7vMHI6dOn+b3f+z1OnDjxRFzP3wgrHIyMxu30kNu7iLxK0cuNqjJ6PUyMZDKOaG1uV8qVuwNSo8mnYZzUVvLYrc3tynW5uYvdK8lsVWq7dBX/o7k3Qayvw/Yedrcgs6IqCeMgywJcL0NubSKModwtSI2k9FUKXGEFrpciL16CtW0ccCCJGBYeH1QvynYecv2S5Fg7g3sfxu6lXBrN80gWMT8/x1qhGezF1B5Zw73/YT74oQPcuf4knr9qGZSKXgkPp5rTZcQn/ssS/3zhY7hn3Yb85Gf492+6jnvC8zy7ENRUxTW4eK7D2ss/zZd+XwjNBn6jS77p2QwXeYcveb6PGW8FhOc3EHs9xCMle7+zQanqTIxmVMKlLOSe3Rt53aUtklPnIEkQD59m+7+e4332GCqrqieHUrAn67zrRXfzgh9pIzbOg3Okl+Ch9RO8NQ+4wcAwD4j7EXwmY+Pl7+HA4ZxR2qKfB4wMJO2EX7p0lH92DZiNEUF7E99P+ZMfHzBmhXEgmZgKhD5Eg+4bAr78pi6dZ2wi2zHZluS9n7qFe/AsGk+kBL0yoNarsZklHGmFDGyl8FC4agIUUrCcJGxMLM3tHOck21nMQgSpNXRz2A0CRkbTKxRHGrCeQ8s5hkYyMZ52UKMZKtZHDeI1U4FlJ1hR80RKMjYwMpLUSlYbklYIlyYxc0azVyiGhWdVHKZvJIMswnnIyoBaIDgQ1ekV4AKBEtXidKWeMBcLdicVH2NQBvSNYFkdZVBCtwipDxI20hqtWHLIJoynGlgTU0lBHFCLaCXYGdZpFTnbWUwrgNzNUzhPamBsJaIMCIXi//3IMzjc0aRlxYEZFjBWMaeM4RankKVEAIUXvCM/yWfUkEOlATRKwGIt5PXr1/GkgyGmqN6dkYGi3uZT4ya10hMqQWQFIx/xaxeezjULiq6F3MGocLw/qzF/6skcPFByYVzDebiYa96zc5KvvQbGpnrXMgOXiPhvf/wknn2sJLSeQRHSM5p3jK/jOi1pNiWJ0oyNpvCa9/9Gm2+4pYslYpBHbOchfzq6Ees8X1b3tLspUMKlEf/lw7dxS9ugU4/C0ys1b968kT2T8aOnMhYZ40t45IEFfiN3rLg6z0sqtWY59pw6t8If90peepfk5EKX/jjmvkGdNDIoIbi40eZo0K0k+aXk2HyNsYO9LKZmDEq6qoDftGikUvs1oqqJvxJi9DNQIh4NTvZtf58ExOXPXmlCPko65C8DNI/CHu4xnL1fTPOIz6oc/NjtoNFosLa2dtX26HMIYl64cIHv//7v513vetffOl2vzxuMPP/5z+fee+/9OwtGPJ5RYdkuNJOHDDUuINsxZn3Ebr7M2Hhy69kuNJcGTZY+dQk5t4tdn7CbHWBsBKnx7BSa9UGDxU+cRy7sYC6N6V0IGUz3ayHYHNapP7xHs/MQ5vyI7tmIXllNIrGE7VFC80xG496H8caydyZmtxAMi4qg2DeK9IyllpymvJTSzVdRAsbGARLrBbGSxKqqSju6e0w61pyZxGylnsjX6ReOi/0mrU9usbdVI7OCTiS5MKmuYzfzjI1lgRbGQfa+NeKsZPT+XXr5CiER26mhphVaKtazDh/Y7XHup0O++SvuJ9sUnF2b431b8KC8n8bOU1hN5njSXTvg4dV/3CFQB3j5zYLtIqBbeLbKnEtuk59733G+b7JGc+OjrN0l+Rcfa3A48LSDasK3TpCWAb996TTt/6i48XCfuGW498IKv3iqT2oHzGc1LqUxudMUe23+46d3edr6Me5Y9Wzlmgtjx9Yw52F1mvdsPpm5hwrm+3vc/fAqv7h2noZq8LTFmIlxZMZxLis5lV3g0+VJvsvu0Zof8InzK/zq+nmst/jsGKUPaIcBha3TLRWSKvSX2QqE9nJH6RyhUFxIQ/ReG+8F65nGYbDAbu4JpCKQVVhQCs9eLiicol9CZh1CgHGeU+MY6+YYWcWgAC2rKqljA4NSVrWQJKQW1jLN0Cj2CkFqLKHQjA1sZjGZVaRGVQVqRdXP8GKWmaCnjNjdvBpIu4VibDzaa0alZTPTQJ2dQpEZCJWYfeeJcZUuFoLMwIVJTL0IuTDRGF+gvcZgGZQBu7liWCrOjT13pndzh3oyjZpHSUE3M3w6O8OmOk1r/OVMXMg4kmxnjj/p3kU7XKZhE3JXEZwfNCPO8RB68AzmEknpPBfyAVvpFsqHLGQdUtNAS8EwN5wZb/Aho7kmWkEKwcQatnyf/3Chx5MGJzjZ0mgJm6njE/5+Ni8c46a5GqGaFoND8Bu7n6YfPZNbO4axlezkij/LPsN7iox/pJ+DoNIi2ppo/kfvo7jTt/OMxZyxUTw0lNyZfQSAdvcOWrpFbWD4wHab947OYPxxlmOIpWcrE2ybAREBD3Xb2IcEpVN8ZlCnIQqs91xINbmreCMXJ5KWhnMThaTDwCi2supZI+DBQR1zXlDYKiQpBfTL6lnVlENLTySqn1J49LRG1n7RYimq7YLLYETJaXkL/LRt5WmrqmV7pKym9H2wIq4AMleCmmrftM2jgM1jWZk98WXZPh8F1lar9Re227e7776bra0tbrvtttk2ay3vf//7ef3rX8+f/MmfUBQFvV7vKu/I5uYmKysrAKysrPDRj370quNubm7O9v2fss8bjPyX//JfePnLX859993HLbfcQhBcLVL19V//9V+0i/vraZ6RMWxnirWNFitmQNgakO4F7OSasXHk1rGTS+oq5NinFUlzwmQYsJ1rBiWkxrKbay6qmEP3a5LGhFE/Zm3QoF9Cah1CSNaziGirzeF7+gy6CWvDBr0cRqXFKMlWHpFsNjn0iT7OSM52F9krqv3OK/qlYGe7wYFTQybdgAeHAQ9PehwMm+TOI60gkJ57NkvOhZoblzTbgwb9AorS4noSseDZLTTpIGTx8IQvW9zmuocabOoDfGw3JDOW58zBZHvMSlRSjCXB+S5lpvim5jbdruVPhGdoLG2reWor4ztfo+DiRYqznt5ujW4esZjn/KBb4P2lYyMLWd2pkcQFv/hbDXytwUdeu0u/lGTW8bRY8tqFLnezym63gX54gPM1/vs/XefP/seYe/Q1jIxHCsEyBX/0z3IeurPHaBQzGMb0Cs2XKs2z62Pe6jz9UqEFrARjfvffe7Z/+0HuyW9gLxeMSoMfGv5Nq8GnrWNzUkfteJaSjLd84xY23eNn/3yZUWkpneWG0PMjh7s85EYM05B8UzMwkn/TFHxwp8P9tQJRCHbyEDmd6O8d7fCs9iK5hcx6MucYuZwLfpcjxTVsqxBP5TE5bzfRQtMyi/QKRaIrr8S96RpfFh5iVFbgBA9Dm3PRD1jJDxKKkMwJdjLLBbfJol+g4zS5g7qGR4YZ1jtuatfwCEYlGO+5KC5yzJ1gYiSSihi8PnGcMuvcpA6SWlBeEEo4NR6Q2QbH64LSixnReo1TLLunMDQQl5JBKXign2Pw3NqpQpveQ+EtG2yiJgc5WtekVtIr4TSnqMs5Gj4itY5eKQkF1KTnF+ZifndvQh63MMaRWstqf5nb8hbbsWESaECSG8fXprewO1bsrmbkVDH5yTDn64rjnCHHCk/pHSM5QF6MePZ8zMeaO2AgIqRhJC8yIfdnLbo6xeHIZMbzZMxw3GG3DTtZBYRxnn8ul3jPOGDSdJROEEjBMZ/xze069wrL0FRcqtLBv4nn6ck6l6Ze00Q5VuyEd39VycdP9clsnZFRNAP4mfoSiSr5RAwDE+ARPCXu8dKnXuS9D80xkG2GppIYeHFSMm92GbkjbE1qWC8QznFzkbI0p1mzDXYLiRJwTE1oC8s1cUCvDOiXikRBkBtyD/0yYn0S44DN1PPpbp8b2m22lSSUEi2qulj7hTyl8DMQAhWftcq+mmZhicqDI/dLaFABCiUcWlQidlWdrb8AwMiqsOgMiAh/BTh5bDTgvWCSP7GkkcdLYH08ba605z//+XzqU5+6att3fMd3cOONN/JDP/RDHDlyhCAIuPPOO3nxi18MwIMPPsj58+e54447ALjjjjv4yZ/8Sba2tliehszf9a530Wq1uPnmm/k/ZZ83GPnQhz7EBz/4Qf74j//4s/YJIbCPIcT1t81GPmc3DzgzqpEZRbNbMswDdgrJxORk3rCbKQIhObXboTkwjI1mJ5f0C8/YGrq5IpSSUztz1HqGoanASj/3TIzBecVGpvG+hrkk6BYRm7mmWzjGxmKdZyPTCOrYCxLjBOcmEd3MMLSVmFo316yNaqg1S6Ad33rDp3jFoYIf//0nM5qqtFov+ck/vQWQdH9oi70iJLXVIP0CZ7mQlQxNRG8UowOL2xhx7ESXTz5wmGHpGVrDfbuSb2ucZccfpiw05XrBcNSgNy4533OMOyVKSAaF4uw45NBrH0C0mrSP1dlNE3qlYmQ8D08ihsrQLUM2JzWSPKT3g5/EhQkbyXX0y2oF/dDA8769FfIDks1xgtpw7GUx/bfGvHuzjtN2ptVyNpO89zealPN15pMYD/RKydoY7k1bTBYc/VIjhMKUCeOf3OCsPESxoCsPgzNMjOFT/RrDmmc7D9Cixl4Rcv5tq4zDGn1tGdmCgpJTQ82f9I6QrcS4miCSjn6puNBr8LEdg5gf451nL9fUteREmPKK15b83r/v8RnVZmIspXPcWjq+cXGHOzlCr1Sz5IPXhbvcNT7MpyNPr7BooWikY377n+zx27+3yEUXMTKOREuePxzwjJUuf8xB9opq0Ht6UvCqxnne3+9wv/eMyyqk9frv3yT/4Hnev34Hj4w0mYNlDT9yco3f+8wyRbPB2Epi6XjlwQfozO/wn+4/yMR5tIeFEH71X/VwZ87zkY+cZCMLKSzUJxPe2BT899SRTYnXT2lnfNv1dxP+/ZP8+htiCutxeJ5T83xV+xL3ZW3WfIfBNPTyr3SdB3Y9ZxYCMuMYiGpiz0rPn6wtsO09tdJivWfsC7bMgG5XEM1naKNwXpNZy7mu4Vy4zrKso9AILxiJlLt3GuSHe7SpY2TJhD47suCh3iEmi12kUmgf0DMBO1vQnxugWxYnLIUf86HNZWq5p+48o9KSGsFunvPujZBJzSCtpXTVZL3b9+RmniAWKFN5F8cl3LmZIGJFqwljC8ZLRrnkD999DLcSESnFyEjGJXxsrwXWY49AUyusF0xS2L7rMA9FAaGuQrmZgft3JU/WnkGppummlbfsVrXFB3ZWsAuzMj2UvZJnBRf41OgGjKo8bKmB60a73LxS8hFzDF1oEun5uvYa/89Le7z3LYp7sqmYGqCkQItKI0RN62Tt65kJLifYaAmSCoQopiBj1qYCNFVCzpXAxk+P66fH9aipp2U/bXzf3yGvBCJXzvfTzYP8ifWMOMA+AWCk2Wxyyy23XLWtXq+zsLAw2/6KV7yCV73qVczPz9Nqtfi+7/s+7rjjDp797GcD8FVf9VXcfPPNfNu3fRs//dM/zcbGBj/8wz/MK1/5ys8ZHvrfYZ83GPm+7/s+Xvayl/Ha1772s0gwfzfMMZIjunnIhUnMxCgama3crVkFVHKRs1cohAg5NY6pK0fuBDs5DErL2Gd0cwVoEhURq5DMCnol9MuSsS8ojWYz1eRWMbb1aQYJ9IqciS8pfcBWpjFeMzJ1rBdcnAh6piAVGd4k6KICKJlT1cpiEvPmt1nGnTFaK1IbcHYU856//16edfM2Dw9u5GIaMi4recP7BoqFNnQLwflRg9IpDkcXGZ8VnJ8I9oqCERNcGqJbjhOru6z1jlCblGxPEjI35NxYMeyMCAjoFYoQxflBk3qQMNxrsZZG7BUSM5UhSJ1hL4cLk4hQhoT9FiaK2UDSyz0jW2BLw9BJSiNYy0JKLxkYSSON2Uod2pQIILSKvHRsZBFZFjCeRHhgr4DUwcRXbvZuoSmcYOQVw3GNc0oiatAvLGORkjtDLmBsPFuZxvqIfqmweUDfarpJxliOKcixZYO+l6QFrKUBofTsFVBawcAUBGQ4aejmIYoIbyLu/Bcxoh7RCyogm4qMjZHnvp3jHLum0lgDKKznDRcPsyc9enFIbCNyG9IoNd/7Hw5x+JBizxtSazDe8ek9xYezw7RWHGo6Iu8Yzdvuv54DKxoTWiIp6JeSn/zpBeZFm+CAZiN1TIxDOc/3vfNJPO9azU4hp9V5FQ/3r+G+j60glsrp6lUCml/4sSbXLbTp1SKG04lsjOJf3r/KjccEZV5ViA5ExN7Hb+Cj74nIWpbMOnJn+dAI3vnQ9TzrRI2JrrI6M+v5X7sdPt5f42ArIPExxkcEQpAbS5ELehRYm+PwjOWYsRzjXUIpR2gkhYkoMYyMYRju0nQlWoSAJGVMUQqEmIDMcN5QuDFDeqznc5RuzBiJEhojJSaNMYtjGlTF2Qo/IfMRnTwGn1OYakjt0kflFhtJAlcgkUgEaVkysiAKjw0qrszEuCr05WBcOrSQaAnDHGqloiwFqpCkBkbGU6N6VwYl7OSKiZXY0kGh2fJQLyrAUTqPL2CtjJhkgondT3O2HPKCzdQhMkOkKoJ5nEs2yxrbgSSVlZ4NwPlck/YTei1PagRaCnpmgd/56ZhoKWJvKjdfAQmBkqLycFD9vAxIxGUwMnWDaLmfZStm2cBSVPsv//zcoOWy96U6rpx6Xvbt0VyT/dDJ6AnmjMBnVwp+LPt8wcjjsf/4H/8jUkpe/OIXXyV6tm9KKf7wD/+Q7/me7+GOO+6gXq/z8pe/nNe97nVf9Gv5fOzzBiO7u7v84A/+4N9RIALgyBjQJeTiJGRQSmpKU3jYyQwjOaAQWVWwLm8SjSISXU22O1nJ0OZM5AgcmCxGEBEoQWk9qXH0bMpIjgh8wFaqmRjFsJSkpuJm9JmQyYzch7P9PV2JRm1lhr4cUIgU6ywUDc6NkyrMYuDs2HJ2+UEkiogGEQnZuORuWfDbn7yWGxoRqfFsZBn9+pCN5BFWxQ1koyrl9GN7Tc4PbuUh7uOg2sOIkokc0o0t377muWn3KLev1Klpz8QIzpaCP0vuZ1F2yKlkmrNJwsO7HZ7fTsh7NYbTlWEzUbx7o+BQp8l2anBeEypBK4/pliFd7RiaaqKOpOaBvuTEiuD8WLBbBBgHYlxnYAs0o2rwd5KgUHxyoDnYgv5ETDMkHAdqkge2JNl8wXaqGUiB8uAHIboNg7R6VpnMQCrOjD1LUrCWVqm5UkA3C7hoPHv1HUoyHAaDpG80h2O4OBFIBMPSUxjBUI+p+wwnDLsiYJLVOJWX7MxdIBYttA8wsiTzI/K5AbsosuIE7aJS8R37jPXlM5Q+pSY6RKLBrpeYoGC0vMOWPUjkE0pRMhF7ZAdH7AnFUn4NNZ9gcfTULqPDO+yIhLY7QGxjbGnZii+gCWh2SyIfUYiCiRySHuzxwfR6lq1DSUFuHeftkN3li9TlPLGvoV3AXioZ1Hp8fDTH4cLhqLhT67pP7+hp7pcZc9kivTzk4YGjKw2T2g6dchmBIBUpk3iP4nDKn+YHWM6WEcCIlPXmQ/hGyhZDmnKJwrUJfYB0grWhIW+Bkz0shoIULTRjciJhGEpH6gMcjr4aU4oJhRUYWWkplBSs6z0O0GBsCzwW7y1ahpwOPs2K1ThnkFJjnOSS7rPKEpkt8DisK+mr8yh/nDaeruzjMKR+wtgIGsKDtEgkDkfqLQtlQFB6xhOLcZ7cOTyCUAgGpaF0Vf9KC4/PFFEhKPAUzjMxjvNDTVYYDs1VbWMlaKB4fz9kbsEznORYPMY7xtLzQKG4OXOoTFQp4aXnTdkOjYZh3i0S2QiBIA8L/qg8y/G0Q90nGCx92aO3dAmE5Eh6IzURYIFNscFwfpvYNWn5RbTXSCRqCrskohIiY78Yg0CJKjNNCjEFFvsA5GrwokTlYZFcBi37IEVOQYu8Aqzsgx2u+AmPnUyzH5wZF59dauOLaVUG8eMBGn91MPLe9773qr/jOOYNb3gDb3jDGz7nZ44dO8Yf/dEffUHnu+eee3jzm9/Mq1/9aubm5vjhH/7hq7ROvlD7vMHIN37jN/Ke97yH66677q988r+J5r0n92OGUrGRJQyLkFBWGTI7bshE9LCuxAlTlalO54mEwnpHjzETOSJjgFElmU8waRstBMZ7ckr6co+ClFxqhBOM8orjkHtLLgr6chfrcwoZs2U0QxMRSz07/lh0sb7ASoP1Fj0RhFKTOcOe6AFQ+hwn/PQ8KQCpnHBqpDBYenKXnBGBSBiKXS6Wil5ZI/clQz0koclA7GF9ifUFUiqazQZbbPPxvYC6VvTLkov6As1FTUq/Oq/IGOmI8eoef5AdYjULsN6R+pJxMGbuZI09sUNqGwxGdQAebpwF4FB5A7nImYgeck5T6zTZMnu0iiaJDJi4gs36Nu6EQVTDGkIqonrCudo6lzhOMvBIJCMxZtToUa+3GItNJr5JaEKMKNlYfRgtIjp+lUJlGJ8RrTbYQ7Pj12iP54hEwI7YY2fpNJoATUzhUjyWaMHyAe9w40sc8icJ0AzlkN7SFs1FQ+5TjM9w0jJWNZw3GF+Q+urZWG+wvsD5EiE8e2KdiWggvKAQKcZleG9IXZ+CccXWcw6PZei3mYgQ7w2Fn+C9xSHpyjWGIsLjKdwE5y0FKX2xyVjGeDzeGUoMfbGJkhFueh1CSPbELqbooJAUUwAqvSTzA0oypNQoNA7LRE5YK6ppoBAFI9FFiZDU9XDKMvQ1rCgwosR7z0DuAWB8RumnPA66bEiL8IKcEdabaZucCV1KkSGkopQTJjfsEqom6VQwy/gcM5cj5gSZkBQ2RBNgKLHX9Zj3lsJOEK7q96rmWbwuB2mYlNV1O1dSW3U0pKI0OUZUa3cvHEvXeQwXcaWuZMpxNA4EjA88yBl/Ee0qN3dJin+SYyJr5D5ATqdGsSL5hBvRkRn1soXFUoqc/Fh1PYkviEz1rLJ6xoP1beadJkljLI5MpmQHqzIR55yjmTZmfXpwdINCtJC+ut5S5mTtARLJA4Wj5mp44RmLIY1GjGNCV2ygReV6M+REosaOuERfxjhvyP0Ih0d6x6Y8RyjqOCy5G4J3ZAxxwiBFFercD3+JKSRh9hOUVwg/3ePl5wQvCoGWEjFVEt4HLXIKVqQQM2+ImsrGC/HY4ONKcHKl4nxWfnbbL6Y9lsL9Y9njafPXzb7ru76Lb/iGb+AbvuEbeOtb38qf/umfflGO+3mDkeuvv57XvOY1fOADH+DWW2/9LALrP//n//yLcmF/nc36ktJnjMUE6xyhq5j+qRzPJmghJLkYM/IxuQuwWCZyRMFkNug6YRkKjUJhhaUQBQXVZCWQpCLACEPhI4ww5CKl9NVk5PBM5AjjDbkLcbjp3xkWA8gq48HFBFaTiowJPaw31YrOFyAcRmicN5RkCCEpRUnKsAIZSAw5I9mvUollxoQ9Sp8Ti9bsXDU5R2qG5GJCV7QoioS+HDDIdknsHDbJ8d6AhMS1KboBvbhLLa5hhCGTE8bDnOVxh/5ShtFlVYsCQf3MYZI4ZHxwSMGEzA850D9B1LdsLg5xNUPu64zlkPBCB+c85lif3I+RXtJMF7BrHfpLI4p2hkQzoYdZj4lzyc6RPby0FDKqKoCeXabZapIvjyjciNyPEd0mQU8wOrqLDxwRCbkYU5xrsRSv0F05h/WVNH+zv8rGzi7y4JB+skdAzIBN0oshTdthfHCnAkoovHBYDMalOFGt1D0W50ucMwjhMEzYJ/4bn832Iau21S8O6wq88nhvsJgrjiGrCV1Uz934HLzDVWtM3FTsbtYncTgs3le/eRyFmDCSGo3CUFL4MRaD8BUpwHqDQ1fnxSCn6TUlGYYc5y0IKHyKF74CYC7D4QiIcEyv25fVd/KObHqM/e/sfSWyVZLjcDPhqr3zgrg1oT7n8b7yVKQjQd6TJMsj4ijBiQLnLduXCoIQWgvlTB9pMi7Y3uqxuNwkSfafQcmli9tIYlYONRDT9XSeGzbW9phfaNNqXS5OXNj4AAEAAElEQVS3Pe4F9Ad7XHM8wIkKOBUmZ7JeJ2laknkze+aqO4/rxoyPjCAEI6qxpH16mTDR7K1sYUQdiSQbWprbBwiWA8aNMQaLpaC+2cJ7T3ZgQl8O0Chs6UmHgriuKeNsBiaLosSYEl2PsbKKTeSMyOyEQAYYMizF9Hs7rM8wTuBF1Y9m/UVIcGOcrPrGPtjd739CaKSXCFFBDODyokBUP6VQl4GK0DMQIr3ahyMIL1AotFVTL8g+8JCPAUYulzRQ0+d5ZVhGPIbXwU9DOJl5ggmsCKz/y3kpjyf996+bxXHMv/k3/4av+qqv4hWveMVnFSH8Qu0LyqZpNBq8733v433ve99V+4QQXxQw8oY3vIGf+ZmfYWNjg6c85Sn8wi/8As961rM+Z/s3v/nNvPa1r+Xs2bOcPHmS//Af/gNf+7VfO9vvvedHfuRH+NVf/VV6vR7Pec5z+KVf+iVOnjz5BVydxfps6mkwKBkg0Xg8uR9hXFoN+janECmlnCCFwuGrydsXeG8pRYpEk4shQshq8PcO47PpSw5GZAihUUJXIMJfnkwQEiOyaiUiq8do3ATj8+r8IscwwcgMgcJSMJwMEFmNqAWlGCKExgsHGx3yYIRf3Kli4KZLOrE0do7jVrtk8ZBMjpAIBqcF14rDrF1zntKNsa6kXq4wfyZme3nEztIFeiIi92Pqa6vcJEPuWjmFFAqtIjI35rbBcT4xHrB95BLGZxRughot87w44/Xjz9CqL5LJakVXDpsoLxi4NZwvKOyYgVnhKxPFu0vFnrtIKBOMy7hFXssHRheJy0ptVSBIfckJd5hPladouxCEpHRjZHqQE3HEg2YHo3KEUFjrmZ8cZTPeJLQjrM0o7YRJGfDC5Ch/XG5j1QQtYozLWBgeIRCeSblTTbjesWU3uM4sctZk9NwlFJrcDjmS38LD5TqUA6RUWF9iZITwAbu7fdqNOUSUVnLbOFwWM5wMac+VaDVVQPWWvZ0xzVoHmVTbJBpTKIbDPnNzklKO8Tik0Az7BeBptEpKMUEg8DZg2E9ptZs43UeICpTkQ4E3ivaCJLOVJyugyWjPkNe6lLUUISTWG7KxRaQxwXxKKVIEgki2yLcVJnGYxvYMFGVpSTF2NDqKTHYpREgsG2RdhRElSXs867PKthj0h9SaYIJudR+cYTL0eAfNOUlu+kih8HiMNdT7R9gRn0Y3KnBgXUmaKRb7N9Lt/DlS2er985YgnWdYnKE+F18GI+mAMtXk+YgoTqbjhWU0GlYp0C7HVzXtMaZkPMqo1RX1RjXeee+ZpI5iAqVNpwARirJgqX89m/oRpDGI6bq9LDw3lcd42NyP0SMcBucKTrCEsZ4LdptcDEBIusWAF0ZP4j47ZujXq/fapXxpdBPCed5iTxPIOgKJKprcNlji/fYBmlpN+4uhdel66ils3PgIcuoByfIxcw9dT2+xh1jaRExzYdNuhNtpEB/vorXAeYuSAdsXChpJGz2/gxYRQkiKTDDqF8wtNDBqMJv4hZCz4wnkLM92H4xJBEz7nGTadh9ooKZeEI1ETYGJnvZyhfBy5lkRiMrTgtiHMbPz/GXm8RTms+t6fTHtb7NnJEmq9+SZz3wmX/M1X8P3fM/3fFGO+3mDkTNnznxRTvy57Hd+53d41atexRvf+EZuv/12fv7nf54XvOAFPPjgg7M0pCvtrrvu4qUvfSk/9VM/xT/4B/+AN73pTbzoRS/innvumbGLf/qnf5r//J//M7/5m7/J8ePHee1rX8sLXvACPvOZz3xBwjHWlUCJIb1qu/ePRtsphRhetc9PV1n7g1MOMzBy5X6AgvGs3VXnmbYpqSak/Zf/yvMLUV1fbqfnxzMcWJrri2weu4dmozM9f5/B7hiTjDjQCfHeUbqM4aTH0cnNXCwuoXWGFdXLe77cJTc3oPJ1oJogt91pOuYYY7qU5Rgpqzh7IWpcGitKM0EpXU3AZcl9vRU2F06zaKJqNetLaiwTK4exBbkdTgd2x7bapSPmUFOA4VxJJlIcTUpRkpkuhag8OSNznD6biHKMlNMB2VgGxSpjs402ERKNdTlSLABNjMnw00JbZVGAWabrLtAu/PRZFxifogQYl5OZsvIoeEvpFiitozRjKtqcxfk+zi9SkmHLLkIInCtxzjMRI2Jf4J3Ce491OUVu6G4KhtlDHDgwN32Ols2ddeRwhaDWIwqj6Xe3DLYk/eQUq4ebs76xs9cl3Wsigg1qtWj6tB3nLqwzX7uGsJYhpqGGdOwYbiSUrNFo6enE7ki7i2wPz3Gs2Zz1oX62TXDpJDtLZ1gIaxWYwbPXNSzsHKefnCIMq/cn9V2KS4fIOhssRMGsb3T7I+Y2bqYbPkySBAhSMrqcXx9wILwWm2yAkFXoadSlWFugOLhFvalASJwrsb0DXBzcz/FaZzrZCZyzWGcYyx1yO8A4D8gqNOVU9YxchvMa56fbsZQ2w3uJn65arcswrspW8lPtEY/H+RxjMzwxeAk4nCso7aSqhu2TGRmytGMKW2JsCMLO+ilA4cYY42fvaO6HGOdJiz2ELmb3SYgqqyW3Q4zI8d4xLvaYmJsZij6pmYazXE5QqeqTlwOsKqd9JmVtXGMYbBCUdYRUOFdyVj7AankteTlAygCPIzcpfZeybR6mYy6Dh710A18u0M6HRNPKW4VxbPV6KB+TtFKcnIbXhgWjnRCiHklNz54LXB7bZkDkiu37+yoQLB4TvHxu4KJnoAVASj0DHzNvzF9CCPXTLJvcf3ZF9C+uicfFGfmrFMr7P2U/8RM/gTEGrTWveMUrvmiFcb9o9YLX19f5rd/6LV796lf/lY7zcz/3c/zTf/pP+Y7v+A4A3vjGN/L2t7+dX//1X+df/at/9Vnt/9N/+k989Vd/Nf/yX/5LAH78x3+cd73rXbz+9a/njW98I957fv7nf54f/uEf5h/+w38IwH/9r/+VAwcO8Ja3vIVv/uZv/ryuz/vKzey8xbkS7+0MHEgRIIWavYTeG5yzs9VShfwvv7RVHYVpdcppiyv3O2cfc99+rHp/v8dVL7pQSDkNmzk3W1nuf77WrpPVH6GuG9Nr93hvMYs7aBWSFiFCSLSK6TQPcE6coZW0SN2Q0k0Aj4oLttwnWXIhgqBaLVOwG/aJdEJuN/HGI4UiRrKVZ1eAJYNxEy6JdQo7JC0mV33foanc/s6VFTcCy9CWSEqadoSYdleLYWzARgWl2R9UPP3CkvlB5aVw1cBbOk/flBRmRGnMbCADw6CsQh3WZlVbW9CV3enkFlShlGmoYmxE5ZkyOX4aBpvIAVYUOJ8hRAg4DDkTY7E+x9gJ+5S5sS0pyaimbofzOd4ZhJI0V0cEQYR12fReSBYWm5TtPlppjK1ArxCC9mGLUrXpMap+1WonRPGYKK7h/H5bzeGjCyBGeNRscgxiTf3QLlEU43yO8yDQyLl1Ftti2i8qnZswDMiOPUQjjCnMCO8dUio6i03S9im01lV7HN57iiMPEAcRWVk9EykVc3NzFPXz1OMaZspXAZhb9ZTiNNKp2fsTJQHu8CWiqPI8zd6pxS2OzM+hpMa6AufN9N1yDP0WzmY4V2XHVP1MUFJ5Er03Uzeyo/STyhPo9+sxAd5Q2gLv49l7ermvZo9qa7Euw/vkcogMcM5QuhRPC+9yKlBkKL2trhU3Ay7GB0xsdZxyCgS8d1U2mfRYW+CFrcCuHVdieAwp7XgGgnsFSAc2vHzvvfOsFxOMy7AuQHg1BfoFO3TRrsS6/XCMoVfbQQdiStit+oYOHcPoLB05h53d/5D2osZHO1OP75TbUtfYpV2CqIXzxWyYuro8yBUgY/rb/lhwZdsZCHkM0CKnIHoftDwasFRnuTI285eERva5RfaJTaeZ1v/7y9v9DfSM3H777Vf9/aIXveiLctwvqDbNY9m5c+f46Ec/+lcCI0VRcPfdd/Oa17xmtk1KyVd+5VfOivw82j70oQ/xqle96qptL3jBC3jLW94CVJ6cjY2NqwoHtdttbr/9dj70oQ99TjCS5/lVxYoGg8vF2zyuiqP6vBrkvZ0yqBxCxFUp6ylYcL7A+wKmyF6gEF5dPpIvmQ12KCTBtHiSx2Nmg2n1WYHwAUJUIKKKpRuqCU8iZTSLyTpfZQVYlwKuitsKSRiFeC+uAFKGRjMELNZNpqunkDASNGsRpR9i8xLrqglmflHP3L1QDRZBJBAnd7GuxJQp3uUo1UAf7RFeU8eYDsblWJcTBjXUtXvESKwbIUSIkjH1uYj3pzVW2zfRK85UAxxQn7eocFjdBzyBqtOsNfhwZgliBcbjfIYUCefnT7PoOoRBOfVWQD1usXHgQdq1OWCM8xatElqdJvemGYGuU5QDvK+4Dun8WRq1BKieWaTbzDcP8olhRitZZpCfwrkSpeoUC+fwoSYWFcQQIiBKIs4unqcWhZSmwDuDVDV2FtdoESJlPH1u1T5g6s1g+iwFQmi0DtA6vNx/vMcLRZIE7HsA/JTYqRTU69H0mH4WOI9iNQ0lmFl8XwhIagFgZwBFCE8QBgQEl8G19wgpSJIQ6/LpRGbxLkSolCgOpiGGy6A2SQI8BdZVnAzvQqROSWpJ1R9xs+NH8XQin/V/BYLpMcrpOwMeOa0iOu3T03PiLVKGBO0+cVKf9saqnzdbDfrqNHHcoirmVm1X7QHzulPl0E5BUVJr0FlIK9ezrxgFQggWF+aqyWQaigEIwoDlpSaNeq2aRYRDoGi0QqSuvBvOVcq3YdCiu3KKZlwD9gtiSur1iAvyLHHUxFMgkAS6xm5dQQCBqlHaCUIIFtqH+PR4Fx1LMmMRwhMHbT6pPdY7GvEKo2wDjyWOJe6GDZbFKo4U7y1SapaOxIijQyY5uCmvSauY5PgI52OMncz6Ubsd0W4nVT+a9hcvFAsLjemzsrPnIpWl1a5XfcJfzkzxjwFK/L7XQojpfrm/4zGByv6CC8CKy6Dk0V6V/d+v/Hn1Mfc3Xe2xrsDfE8tgrTSc/nKvx+Np89fJ3v/+939Bn7vmmms4evToX9jm8wYj3W73qr+ttZw+fZr777//qlzmL8R2dnaw1j5mEZ8HHnjgMT/zuYr+XFkUaH/b52rzWPZTP/VT/NiP/djn3P/oDv5/7fFbEseU1lJekV0XxSHNKGH3USubTqeNlArH5ZVMEGjqczGjoIArjtFo1ii9oORyH9Va0ZlrYRlTuPFse60eEcQhV9QHRgjB3Fwb1JTgO7U4Dkl0jUJefW3tdhOpJMZfPkoUhiRzMV5nV11bs1WnRDO2e4/3Nv1f+0usel4dkAau6B9RFBGHEblLp16syjpzLcDiGM62hWHI/HxEEEjwlxcfrVbrs1zoWmvm5+empP3LS9paLfkssSgp5bTfpRTucnXuJIkI4iZj3+dKDmWzk2AeNaYEYUA7rJNrc1VfqjdjHI4rR2IpJWEckdmcJzhr9f/a47DKM/I4wjR/w8DIy1/+8s/7M0IIfuAHfuAv5ZN+3mDk93//9x9z+0/+5E/ylre8he/+7u/+fA/519Je85rXXOVxGQwGHDlyZPb3lM9dkUDZXwnIq/YL4dlPVgOmrPLLMdLKHS64/BimGfkzDkl1fPDT1YK+ws0prvhstbK8OiZblaeuPm8rz8r+amXGLRHTczi8V1QCRdW1OAeFdQi9Hw+utk/GOd4XNJrJLIxhLXR3e7Tbc0gZ4GQVz027mt54TLiSz8CbMRmXzkyoNxXN+XDGZRitFVxne3yscxYdXCYHnju1S6PRZGF1qvDrStJeyeGBYG/Bg2b6DErk6Q7n3VkWr8lnz2Iw7hOePU538QzteT3lGxi662OuKxXmcDq7j2WZ0zsvoNVlfrm6rsKMWOtv8LTRNZw72K3us6jc/rtnNHFdEx2owjTeO4b9lM6FJbLrKn0Spl6s8lTCJbFB6+gVpcGFYt+rtf/MHm3VfajCV5/Vxz6rvaxW/cjpdYrZ77M+NNvmZp+vfu4fa39VOv1bSKRUeFfdIzHN0hJCPqr42P7n5ayvVbH+aZ/1dnbcq1aus74nrtrvZ9df8QbYf1d8dX6PwNqSC6dTdG3IocMdoAp9dneH6J0W5mB3Rrbz3rJ+ZoxVfQ4dvcwT6/f2WF/LOHSkRbsVV9/Ce06fOYe1mptvOjL7ZpNJykMPn+XgwWWWl6b8Hjwb67v0e2NuuuXwbMWeFwPcmWvpz63TWvTT7+Lo7o5Z3jzE+GiPOE6qVbrNcBeHuEBhVqowiHOWze55jvVvon/YzIaIwowItzJCIF3end5bT5lLLl5YpzbvSBpudi96eznFxNFchv1xyHvB1maXWj2hovxU27PMUOQ5jWZt1l+q71KgVYBUYsa12e9f+3yrzzY1++3yfnn1s/8s78YVfeOKkHTVcj9M8xg8k2n7y0e9+nqqceoKITQcUjzR2TQ8ruXq37Ql7RPJGf2icUZe+tKX/pWFTxYXF1FKzYr27NuVRX4ebSsrK39h+/2fm5ubrK6uXtXmqU996ue8liiKHlMaVwhRZc9IiZ4OkjNS6pUTPqBQV8XEH+vFwV+dGn31vsuk1s/12auO/ShOiZQB3kez7JtiGLG3M6S1klKLmyAUzksuPJwS1QJWjiSzAWavu8PhjWsZH99AxsGMizLYLan5FWj2EEJWnBjrObj9FIbhOrqdIKhX5x/FHOo3ubRwHqWC6XUJjuZPY7f+AGGwH57w5DLjSXXBH5ohQdBAyxoeR03VaKk5pNiegbRcZByuh3yGEiVDEDHOlaxGNR7JLqcVQqVysCo79GWAFOEssyIXKccabT6JQ4oIBFgpWXSrdMVgNvg5X2LIOFwX3ONylI6n1+yYc8s0iBmwPv1uBodjKYw44wuU3G9rWVQ11r2aDd5ChAgBZWk4c2qTufkaS8tzs0e7vT0gH4asHFNolcz6wblH+oSJZfVQB9DV5Ls3YGd7wtFjS8TJ5T575tQWSdicPtdqezZxbK71WTrQpN6M2Z8QupuewWiP4ycvk8SL3LBz0dBaCGnONWb9P9urMdoraR1NCYIYIcDagrXTOc12jc7y5Ylo1LdMtgs6RwwqlKgpifLCmT3iqM3CSoCU0+eaCrbXU5ZWakS1y6C8ty7ojbc5eu38lHcV40XFCWmqRQqZT0GtAiqexpybY5v9ibDSXklEh6Gf+hOuqKoW6GmYR+xfdwXotKp9VlslEyrQd/k7KhkRKAeIaWabAgraNOhzeRGy39cXg4gtoaq+SxX+aASC8dTzplSIdxaEZDmRrIkApSL2ydA3dwTeej7qbdXWe1zheFLxND5TvJeaaLFP8i3HnqXedeQH7kfLqh/lRU5n90l07acJ4yrs6nEM+2PyfoM4sYRT0rRAceH0HsudwzRXJtPvD8O+ZWt9yMrhGrVG+Jggo7p1jw00Hr3tykWanIaU97fvc0TU/nT16Gyc6lPT//9iT4ObgpLSP7HZNCAel9fjbyBl5AmzLxoYuffee3na0572VzpGGIY8/elP584775yRYpxz3HnnnXzv937vY37mjjvu4M477+QHfuAHZtve9a53zYoCHT9+nJWVFe68884Z+BgMBnzkIx/5glOSqpclQMoQScXwdnicL2YksRnhSl9mfO/rJewTBK/0OABTHoqZZcVUbHE5WxleSUgVosrV339R94//6P1ShEgEFoOVJU/Tt3NB341WSbUGlZpnhE9nonJE2MP4nMIM8TgWwpCBLwllTKCqyaimJU8qb2Y3eADnLdaXxMzTVAGpiIh0ByVCjM+RPmQu0qzLgCpFOSDREYfCFqVepa4lhhLnihkLvkoBTtCyGgwXqNF2LWxQTNM5UzQBgfBoIkLdQMoQ5woaWpCIDlqCmGbTSJtQ14pIt4iDKi3R2BzlYwIBSoYEql4Ndt7QoEGuFwh1OSXsVUx9JUDLkFAHs2yhiAZ1IiZTsOCcIKBOqASBiNG6WZ3P5QRKEpbJdGJSVUq4DAgQXNs8jqvtoZWfPedm3KBRNlBil2AKgJwrWUjmCOoOKSYz4JtEmkPNE4TBGC2ZkRpbtRVawQGU7M76WS2MOZpch47HSD2ugDWOlfAQrVpGHEywUxKrDCVP0ifZCh4hDmL2s2mc1NysT7Kl70PLqedMNXl6eC39YIgKBrgp3ymXKcfVSQbyNFq66nuLgGPRtTRkgyw4Pc1eMYRhi0bYwYd7SF1xlKwv6egVfCKRogQZXF6R+5ImC/T1NlJUwMpjZ/dFyvDydqFQIpi+c1eu2kO0FJe9PQBeIESAFjFMNTKqtgolY6QMr2jrUbKq1KtkhPeKymtZvcNahCh5eTERyhpaCqKgRahrVCn9Fu+rWi6BqqNlhFeOJHBERlDzLQg64B0lKZJqEgtUjUAl1fhg6ixEAbHuEKi4AtLSUJPztGXCnoqr43qHU4qmrzPRbbS0M3AQa0VHHEWri2gVzBZDLX2QeY7i5OnZoiQJJYejY0TREKXyy162xwAXj077fXTK72ODjMuZM5VGyeV030cLqklEpXlzxbk+l/n/TWDEeTCPA2nYv4Fo5Hd/93d50YteNOVywcWLFzl48OBMX2gymfD617/+8+aPft5g5NFkUai8DG9961t54QtfeNX+n/u5n/t8D8+rXvUqXv7yl/OMZzyDZz3rWfz8z/884/F4ll3z7d/+7Rw6dIif+qmfAuD7v//7ed7znsfP/uzP8sIXvpDf/u3f5s///M/5lV/5FeByvOonfuInOHny5Cy19+DBg18gC1ihVIwWETU5R+hjNAEOz5guqajkoDUBSoQksoOeylFnDKaCaXk16YqQUNRRXuOFx/ic3FfCaRJBKOsoEaF9gBWVKFQuRzhfaSfEoome7t8/fiZGeCxKhGgRU6ONJqQQKaqzRa9zlg4HKlXF6TnS69dxGNryIMbnZDogWu6wt7RLUzTQUpPQRiBJjiyS+wmLwQn6bgOH4ag8wdbqLnFD0VIHiX2Nodhj3E6pmyVq4TweRyASYj3HynxCP1iiJWMKkVHIMV5Jui4gCdskep5YtlBorktiarWAU0FB6XMKOWTed7A+R/uAml4iFg0KOaYVCq4dXsMkXMNNg+xxucxiImnLVRpaI9Fkok/oG5QeQtUg0m20CHHA4VpMy9/MILhE6VMEkpAOYyPQMqEezBGIGqWfMBdGzCcxvaBTqe5KwyIHAQhFHR2EKEImbg/vPYf9IfbkNkIqAplUk5f2cGyPSLdnYNR5S3se3NyYQM2hpgRZ5wvmj42nA31j5rKO5qFoTwhVY+ZNcN6yesQAE7RsIWVYiaPJAn9NrxrmVXsGposDOzQAJaoJzuGRWpCdvMiSWCAQCVJU6dlicY/B4jnqYmEmeKVEyOjEJRTQUIt4PNbnBPMpxdwlGjRASPQ0nOWP9SjpEcu5CmR7i9MGd22lexGIDjBVVD2wxxIaOdW42AdWTlpafhGjFwj2tTVcSahCLBYlE5SKL+uM+IhauIAQl8GBViWRClGyQMpodgwlI0JVuwq8KCmJdJNAN2dtvfckqoVVxdRLN/UAuukELzsEKr/8rFimpgUNvUSsa5Vasi8JJESBINYdQlGFQJ1uMR955l0HpUxVN0dOyLIqBJwE80SigRSaUDYgVhxMboBgPLunBxpHmaiUmp5Hy8rTE8oceyTlaHKSLNyajWyHD9QZdbo064ewXM4UPHyDQYgtQtWZkdd1K8W3hkihkKLFZ6XkwlXgohqLrwYY+2JoyuvpyHpZU2RfCG1fqfXykae6IvuS8tPfpdivg/P4dEYykf6l7f6q9rc1tfelL30p6+vrM6mNm2++mU984hNce+21AAyHQ17zmtc88WDk4x//+GNuf+Yzn8nW1hZbW1Xnfuw44l9u//gf/2O2t7f5t//237KxscFTn/pU3vGOd8wIqOfPn58hMIAv+ZIv4U1vehM//MM/zL/+1/+akydP8pa3vOWqyoavfvWrGY/HfNd3fRe9Xo/nPve5vOMd7/iCNEaAalKVLZbtKnV5pRx8xK6svAWBSIhpseiulINvMBEjMjEgFHVCnzBnp3Lw7go5eJEihabp5khcTCw0uavk4Htyp5qIRUzHLpJwpRx8g67cxFIQiBqJb7LkOzM5+F2ZMGAT6w2hCFFoQhIiWdWpadrmVA4+Jmc0VVqt0/HLNJjKwcdDUvpYYUhkG0vBjryAWlS0meewPziVg29zcf4CZ/xFYtoAaCK0CHhg5Sxz4hCrLGDdVA5+ecxdXrIqbiT2dRq2jkTwwDX3IITgiL+pkoNXPYYLe9xl6kRKseyuncnB37t4HrdYXdf+YBfWEu47coHD8lpqLmZfOnt4vMunbJNOcIzENwl9iAlKHr7mAUIVMycOUcgMIzPCA3XudwUH9LW03WU5+EsnHmZTRiRqjkJUglf5/B4X2iVCClbcvhz8PLvHN3DeEMt5KpGwBoGo5OB1EFUDsajSlvfl4LVIiGWbeF8OnhQhFM6XSBFMP1N5zZSM0CJGPUoOHiGJZRPNVA5eTiqwKxShSNCikoNXUwVYJQKUmMrBU6CJqTFHy12Wg1cqIHeVWJ8SIVJUcvChSgh9jYatvGiFKBiIHTKqiSaSTcKpHHyoGzhvUPtS5FM5eK+q77H/nXNGFcD3JUJoIlEnEJWHqZQTBjee5mCwNIukGJ8j51J8+zydYAkpL8vBu2t3SXyVur4/Pi3MRzSaKaFuzLxpTpScOHnt1APqZmAkSSzX3RiiZOXZ2g+Htlc8rWVNpBvoaTgsUCnpjaeZC5ooWZ9NyH654MH5R1gIj1L3Uzl4mfPQkT5CCObFESJfPaukk/Iuu86SPMqyXZ3Jwd/VrgjT8/4ITTeVg4/HbBxboy5aSF+BjlLmjObXkEg64shlOXg1ZLywi6UgFm0002cQ5tR1DS0TEjE3k4NXgZ0tXGZy8FNtH4QkFMmUG/Q45OD39/yfloPXT3xtmr+tqb2PVlz9P6bA+p73vOeLcuK/yL73e7/3c4ZlHl0UCOAlL3kJL3nJSz7n8YQQvO51r/uiVCUUQhCJOk03x0qc0AokNQWFB0ZNUt+hkBl116ZNk0NJRKIFxoFOJUMb0peSmm3QFDHLyZWF8kIoqQrluYAl0aYRKprBfqG8CG89mcgIXciybtAIFA1dgaEwUxSuoBApiWvQ8g0O1mMaAaRG48cdBmKTQESzQnmJq9GTuySuxnWNGqnxhJmmLxM2/MMscpTDQZvFWFG4mEvjgIdY54A/XhXKE8PZKvigX+FpC+G0UF7MofF1fHhymkhV3azuWzRdDZ0d4DmHAsYimBbKi1BFyD0bfRbnlumEIQuxJlTwnOGT6PqAzSBhaAxdH9LIItqZ4dBqnUJp6gEYF3L78Ch3bRYUS479QnlxGXBL0WRxISYPo2mhvJj5osHGsGC7XWdO1YhUtdJ6Uvk0UAG7QjO0OX05IOhHrDhFfblJnCjqGm4SB0k3G1wqJBfbO2gZ4TDUh8vcriOWDtTZtBoJDMsE2a/xwf42wQEIRESLJRJboxQlO6K4XChPTAvluQECxbxfpe0vF8orxIQSTyLbRDQQSIwsGNkdmmLp6kJ5boQUijl/8OpCeW6HUCS0/QFiF2OxbMmsKpTnF4jcFYXyXI95v8BymMwK5ZW2IKVPXXRmhfKklwxUl5qrcTBsUBXKq+G8Zex3aahF5uwidRFSekdX9pnQo+UqcJaKlInYo/ApNdosuysK5THGUVbeSDFHw7cJp+cs9w4zji1+vpgVymuME+gp7MExkbrsOYy6h9gOTxPOicpTBJSZh36bcCEgmOluWNLdkMKlJPMZSlShOW8CBtsFjU4bghH7hfLMsMah8XW0D9UZyzEOQ+ZTxFaNqKFh/nKhPNeXPFMcx4Z1CMSsUF4yzFCBYlQLSHRVKM+kdZbKBqJdI5V6WiivRjFsUBhLZ75GPaoK5bV0zJ9fiqglIShRFcpzDudWsd5yuN5EUQnbp6bJfa5LIprUXZvIV4XySlFy0d/Hor+euruiUJ6vCuUdcMeuLpTHNrH431Eojyr0Oj3WfpE8Nf0n+EIK5f2Vp4K/0Dx/e0XPnij7onFG/u6YJKbFHA0O1yQLoaehLWMrSY2mO26Ri4gOTRaikGMNQV05cicwPkDmgtI0mJN15iLNsYYgVp7MCnqlIhsmCCsI0SzXAjohLESekRH0Ck06rBG4gEgELCea+QjmAof1VVx1OGyRipC6T5gLQ47V4UBsEHie3fa87ewN7OoCIQSxCDhUj7kjNDz95Dr3bYWcTSOkiGmOJMfGt9JYqLHYUJxoGFZrKUfiU5hU8Bvr85wbFXRdQC2L+NcrD9I4fJa1/DC1sGR7kjDfGzJZa3D6kCQQAQuywXKoeGZ5hnqZEC13WEsjtnLFg5s5z/KGT5WGpXaNa+qeUHrCnR6dKEbV6uzmAVkaU6QlR9yYsow52lIsRYaBkTQGe3x0HBEvtRFAKBWhtJxwXTKrWamFeOCilJxfy7hWpAzFPEuJpq6h5i3NXp8zeZuVZkKYS3JTkE4KllVB19S5tq1YiCz9UtEqhsQ6YeIWGcsxBTlhoQnzMRujmCMLilB6LqaScjND7EnClToxDRZ8m8U44mAC290aVmu2nCFzhlQ0UdkROj5gaT5Bq2pYLWzEgf7N7DpDmRhiH9FQIR0J/clBluZitgtHag3Gd7Bjw1ISEdQC1HTQu1E2OLe9RKcZkUlBJAWBktxsa8xrh0tiLowdE+MI6DCZLHP7ashESbSoNCOuL+Z5cKdFFlVZClpKOqHmgIs5Nu/ZEZJhCamBhWyBsBdxZKGJCASdUHKs5ukYy929eXpSkVlH7hJCt0AxKXnKwYTBVBU1sxFHJk/lvvEWjWZC4mKaKiIQgtxY5k3JmZGg1elUoVI5ZivtUusm6OWEpmoR+4gSQ7bXJavB/GITLSrtkiIf09juIJoT6rUmblqEsNfvcSS/nnLpPKFsooTGFJLOdoyJxzQabbyv6vaEg2UYlohDMOcqL+Cu66GGFiug3WnNJug0nxDZCWK+TrOmmBiYGMekP8HGAa12QjuUaAnDNGcpH1HKiPl6QGoEe7lgiTFOePpRi5UEatpjJyVf4fp8upinvlDHOE/pPG6jz0k5YbLQpjHlyk8KyT/oN3hrfxHm60RKEEhJI834jvBaPhV1mCDJjecgder9FgsNxZquQLuWcLs4zGZ3GVGP2C6rlbGgAhZKXg0u9sGCFFX1XbgaZOwzePYBxn413ss/fbUPEMLPAIgSvtrH1WBEPIoWeqWTfn8RP5JPsGfEw+Mpf/M3kTPyRNnjAiNf/dVfzY/+6I/y7Gc/+y9sNxwO+cVf/EUajQavfOUrvygX+NfRQh+SKE0r8MyFhmZgCY2ipiUBGucdidY0tGQusDQDy9hIalozKSUhAYmSNLRgLrTUlGdsJM5LYilJrSaUinoA7RAWQ4MWCuslkdIY44lEtUJvac9CZDBOsFcExFJjXEAoFYmStAPLUpQRKseSvMitJ/Z43alnYAJIlGYhgr/3C0fwi09n5f+5m57RREqxnZUsjCeMkpAjnYD5sKAV5exe0CRRSiuARCkmZUhdKnb7Mef9AkeP5DQaOVmpOWsksTIEhIReEytJXQtiZYmloRXnjIxmZOVswFBCkChoBZZYOWRgMMrQCGBiBaGQGClRvpJ2bgWWuTDHEREpR12LinQoIJSS2HlC6QiUoxVYPJAUejbQBUKSKGhoSPAkytIIPELD2EiCMqAQBiksgYCG9rQDi3GCXHpqyhMLTeGrjIJEVJHvSAqa2hFKT6IkVkAoFJqY0MckStOOBEuq5Du/5X5e/1vXMY7rSFt5dJpZwUvnz/NhfQNSV4NbJgVfHZ7jncMV1pOESCnaoSIYpfzEl/45v3zvHTS1Zj8xt5aO+brFLd6rT8B0cF8wGV/TOctdXMtFGRMrQTMUfNdTPkGxkfOO/nPpTavuKmP5gaOf4h27N9Nc0gQCAuk5atZ54eE1fqn3TFLnUVIwFwr+f1//IPnDhj+7+BSgusej3Yzvba/zB2VCLYrohLAUlzxz6V7+3mrML7z36exk1US1Ki1f1TnLRXGUS2GLwoIWgmdEW+RrAVmzUYFoKQmURHiIFEQowmmKfelDAh9UYQUfEvmQSCjwoKchBS3iWWhCi4hkyheKfFJ5V8SEQNRoyJC+CAhEhBIRyquqz3uPxuGFx2KIfFyRltHE0zpRiU1AjSmFIBR6OjELrJRIV113ovZrmEj2dYRDKYgUhBKMEgjhiYQnVB4QBEZgnAAPkayASEM5JsJjBSQaYgVm6pUoZTWB1zQ0dZVLYo2nnykUEGlJoiugqWxJNiqJYodWkhGCzHom3QmHA0US12kG1XUfLEe8+Emf5H+eu52JrrxMj/ZqyGnoRE69GmIfUDD1dOyDDy57OySgpEdTXXcVpqkAiMLPPiPwU+DikVSgBPbBCLPrebTtgxHvnvgwzd9mz8if/Mmf0G5XwHs/yeS+++4DoNfrfUHHfFxg5CUveQkvfvGLabfbfN3XfR3PeMYzOHjwIHEc0+12+cxnPsMHPvAB/uiP/ogXvvCF/MzP/MwXdDF/M0xS9zXmY83xesZqfUy9XjAcRayn8zRUiHaS+UizksCJ5ohmUjDKQnaLNoWVjE1IJ1KsJHCyOaYRFQyyiPU0YSPT5K4CKyux53BccLQ9ZC+NqU9itlKFBCIlORA7jtQKjnT6GKPIXYdLkwBZCBIt6USCI/WUw4t9rFFs7Kxyqn+Mw52I3cKRKMli6PF/dA92aGk3OiylCbFW1JKAuowJEk07cBxojpk/lhJ+w0H8jSe47oc22ckDchtxQ9tz61cOKQeO3HSorXgWyjFfenSHmwP4lfIkUgo6oeJwzfD0mzYY9eaIDwhKI5mYChDUlachA+YiOFxLSQLD0i3rEEWUWyvkTlPXATp2HPU5u4FnJck4ODckHljaB/a4dqdGL6pc2omWLAaWZzR22IxiWvUq46VX1mlqwYIy1JWiHcB86FhUBSePr9EYJHSTJpmT7OUBXpUshCWEgqXIsFqbEMuYxkKXkbScs3O4Aox3LNXgWjJ6seVgYgiko1/WSSLLai1k4oPKaxVp5kOoR/C2t53k5lXJeKwIjCCwktUDAXfmxzkQCRJd5QDsZoL3cg3hnKSBpBEoOpFgtaZ586eewY0LngfGAi0VgRR0Dje5s2gSR9AOqhh2Qch78+sIk4CakzQCWIo89z9yHWcHMUHD0wkrh7jS8Dt7T2G+qalrR015tPD0onnu6S1RCyXSUmWHKPiztx9jtV3Q0JbcVb4APx/zB71raLQCGlPwnFvJ+x95MgfXMxYjyK0itY52JPjA+DpCH9LQHqcF2xm8I11i5QhkccTYODqhQksohORIwzAoI0Id4LzHm4SOb5JEFunrNFRITSlSq/CJJreHqFGl5wNYH3KkkTB0beoupqDEqJKOq3G4EVDINg0WCV0FcubbI9Z9He89VlgCGbOa1AnIUVJTCxRaCHA12s2MNaVJlEYLQSAF7URzzFrSAFqBJ5iGKnQMJhTEWtDUkGhPLXbcwIidqIMOLUGpGGvBfOjQ3jKKYD6wNLShHhlWF/fI7BwygtRCagUnFwqee/QMHyxWaWuDReCN5Muech5xrslDgSTREEg4NOd4/h3bfPC+VXadIiwF1guOHVWoWDHSsBg5IulpRoqPXnoSh9owTsUMTARy6vXgsvdDCT/lglwGFpc9Gld7OsS0vcZXYETuA48q8LHvJZH7XpEpCFFy6p0Rl700+3alp2R/8o/0E1woj7+9hfLgs8XPHq0v9oVwRh8XGHnFK17By172Mt785jfzO7/zO/zKr/wK/X5/dtKbb76ZF7zgBXzsYx/jpptu+rwv4m+WCZo6ZCGCo50Bc0czVEeTbIxY6LWoBxJtNIsRHEoMR4710XOS1nbG0rDOsNT0tGQxhtWk5OixHrojaG1mBFuWh4YdxqWkpiWrccGxzpClGzNa6xnRZpNHRm2MU4RKsBLlHG4PmL+phLLg+L0hDw1bOK9ItKQdwEprROOoJ1s3PJgu85GRQ4gKiERKMLbwi2+/nuXI8xVHNpmPM2oqRkaaPwt2eJJoVV6KpGDjkQZ33TXPJ/a2eOp8QKIg0ZJLTvLyt13LAdnhtc/eQq3EBGs5r1+7ie00o5UotBTUNcxHjg+deirPuGmbcA7m+im9IkLWIk5bqEWaxdCw2ByjA0fRbVE7KJnrleyVlffp4Jxmd9RmLDQLtTGtI4bRA5ZP7B3jGUcKPioEEyOoaXhSo+C+zcPcuGRp1ido7bgwiTFhQE83CJSkFTjmQkNdWS4NDnF40WCcoxNWnijZiLhgBAciyUI0Yb6VkhvNA+YgK01HvZQUVlN6z9GO43R/jqVA0YnH1OOc85OEh6lzeNFzyQe0dMB8BA3tuJAFPJJLOl4RSkBLSud5JC+RQjDvBQcDgwf6heasgNzkrIZ1WmEVez9fhFwqJEfHmpoG6wRbmeWcqVaat0pYigwTo/jMWLJmIBw7VmvVKrdwgj/YnQdgPhW0A4g1XBw5dmzJjTZhWRgSacmc5M/HDc4VGfP4qr8LGJTwzrzJolHc2jZE0pFJwaVS8mDY5ZpimaWaJFKOi6lmo2jywbTOYlytdJ2Dewclmbes5oKnJJBoSy9XbKiCi97QTGEljmgG1aSXCckZ0eDQfMRYy8o17j3NWkJe5jSDkLquOFcm9/RDyS3tebadRU2DAyoIKRLB8XYTEygKFzLxExYanjCOqDHPvO8QCUWzAZSG+TCi9FXuyMTFXLcc8qk1R9M7mkFArCsisG1EOFt5O0Ml0FJwzZLmgfU6h6SgoR0KiUNQNGMGVlOfejsC4QlixSPpModigVZ26tLXPCiaCOG5VkArMNS1YRIGvMvewHXzgqHwU1I8vM/O886HnsnXX+uZiwqME5ylwT976CaO6A5H48r7qoTnEdvhf77zJp63FLMaV3WcTo0EbyubUMJzluBAVFJ4yUf7TTYzR8tJDtcgVq7yNEpHOAUQWvopz2MKRqZ/V4DDTQGIuxxikX7a1qNVBUZmXo8pCBFTT4kQHimrYwh5GYTAFbIw+9v2f16h+yHyJ1pn5PEJmv1NxCLOPTFSbY+bMxJFES972ct42cteBkC/3ydNUxYWFqbyyH93rK4Vy5Fj/nhGcNM8tBrI1g4LD5fUdIJCsBg5DtfGxE9uwVwDdanLwtmS3UKzoyQLoeNQbVLtX+pQP7/DgftGtHc7dAtJPYCV2oSFoxP0bUepn99hVQyZ22szNtVKdKmWMnc0Qz/1KJSWg5vrzO22yK0kUtAOHK3DBfqmZWqNHkcv5jwUJ0yMI9GCREMoPcsRnGhktI8V1PoFB3pN9nJFNKmTaMmBZELjiIPzGYeGJVv1ACU9c6FgYqqQzqJoc6IZ0DgB4pZraGzfD3cL9qI+S2qFZiBph3AuDblzb8zeI9fyott26ZByqBxhwwXurt/Dl0e3c01jQOdE5Ub9lx++id0HB7z6pGUusMRK80fpJYZii++o387SzRn6yYc4kF7kx+7rkGO5NnQsJZK6hk+MG7zVPMivt44xfzxFthTX9sf8QRxyt7jIVwTzLEUlS3FGZhSvG3iekh/kaw/llF6wE2sGUvL+4pO8PLyDQ0t96sc863vw63YT0Rd8eX2JdqRJjeMjk4ytcJMvzW/kBQc2CQ8IrhuN+LW4x9Bv8jR9G3OxZiV2LEcFgQwYJFMdEwGRB+skpQuoB5IDseVQPQUPI1OnowNGRtAKJUsxaOGZGIHxmmZQhZG8F/RKQew0jUBxKLEca6SMioDNLKZfBmghiBXUdDVZzMWCWEIn9LS1BTQ7WlK3IYmGTmhohiWZUXTCgEERUtPVPdaiWuG1QkUnhMY0U8EiiJWkmTdJQkUncCxH5VQnQ7GTVUmgoYJACgKp0F4xH0mW44KmLpmYGvO6RtekKCGoa8F85Iml56KVvKdxP8+Jb6elBaECh+Zce4+t5CG+JPoK5kLJfASRUnzi0CX+3A+4nmfR1CEKKJsxn6rdw0rwDFZqisIqSJfYWxlzSu5xlMMsxgGBEuxlhoc7Xeq+xcmoqlTaLxV/6h9k7uAqt8xFtEOP97Cdeu5qPsDt4bOYjysOSGHhvUPHxfYFboyezHKUMpCVJ/QPg3sJ4hrfHDyTprZkVrJBzJv9R3h5+Txua47Q0iPRfCj4FBbDQfscFpOMepzzwGCZd7tTmOwEBxNPJ7QUTtHzBTpQtIOSlYUBzko2spjlaep0J4JDcVWnJTUBq2GduvKsJhkNrdnMYubDsAqjJSXXdIZkpWY3b+O8pKZhJS5paIuWDi0doXSVx0M+fkABl/Ucq+1V+/221fYr2u0f4yqttcfmijyGjiSRtjyR5v6W1qZ5Iu0LJrC22+1ZzOjvkgkEzUCwHOUEN8zjbz6BbzaRoWYu3iFRCRLBUlRyYHGIf/LT8K02sn6OhfdtUU8jEi2ZD0uWF4b4pzwdv3IA2TpFLX2E9sOWUCpqChbnxoTXt3C3PRnZOk2teITOI5ZeUbmp51spwTUN3K23gDXUzmyz+IhlWCoCWfEuwmubuGc+FXGyR/z+R7gwzrihHVObTkTHajlvvxQSiJjbvv42gjMXecpmj5pq8/5xj+vbqxw91EM/73paN93Ic/Dc/jO/hyPg4585AETc3BAs2iF3fCe4r/kHlX7l6go/Ov8e3v2bNS7VqtXzdfWMp964wbe8+muoIsAB+iN3s6zX+NpLWzw3W0V3Uo6e7KO/7Gb8fIef/e4EUOT/7p24MwusJJoX22WeE+xx+GvPIp5/O+7QQcIbT/Cr/yLgk1/9Nh6eWyK30AkcR1WP7/79b0Y+cgFf7yDynOOTT/Ez9Q3u+WibiwkcboxZXBpRuynkd1/y95H3nyZ/+wXOnJqjVzTZG4z4j2GLoLlH66kh4tZruPm2MW+58SuR77yLt/1Px1YuMU7yvMTyFd+VgNuGlSMQRVyTP8z/OLbJ/3jLMXaXK9Lx0VrG0cU+i4OEd60lfMlySKI8mRPEStAvYTPLuLFdcOjoAGfAnBe8Y70SHjtcj7iuntEOC4ZlyEd2PLcvaGJlCUTIoJSsZxOcj7h1oc/yNROKvuSR0WHW3C4rYp75ULEYGmLl+NiO5FBd8yWLYxphQTxsslcE3Fte4LnxCQ41R9QbOdZI/my7xnox5jmtJjXlZ7H+BzZzJDFHD48ojSTOYi7GNT6Ynea2+Ckcq6ccmR/QGSScGrc5O874kqWYwlXv1aAUXGSLI/4gJxe6xEmJ3PK8a0PSVTssiiN0IlgKDZ2w5JrE8p0nSv7X3X2CTqfiAynB4XyBWnoz6ZxnvuGYCy2FFXyt0bzp0pNxKwl1XaWNyknGd8cxH5MFzXpE6QQNHdDYLDgcSu5phSzHECvPrXHJv0rW6CH5cLHIxECUB3zJeIUXPuPTfHL3mcjpMj9B8+2DhHW5zXqtkiXIraA5dPziP8zYPXMRGWm6w4RYxry+tsDCkuWTGBajglhZrhcj/tlLFskeeYDSNBgOYpyHrwnaRDonm++xemRAeFDzjV/V5xsuFKx95AKpblFYxXKk+AcH15l04cBTQ/SROjjPl62t0XpfHREGJHXJcnNMGBnuOGr4zF1tbv7SEW7smGxqEtXmnRs1MgtPv2aT2gmFSzPue2+LcyPDc5cV17aGhIFFSofWDqlc5eWYEkSkuuyheDSgAB4z7WXm5f8L5uq/rEDvY6bTTE3/b0jd+NuY2nv8+PEvKATzhNSm+btuQlThhsUkg5PH8VOJeX/NUZrJRRJVrRSX4ozaUfCHDwPgrruWZv08tX6TUEkWopzaYfCHKpEsd8P1yO0uDe0IVQVGaisWThwCpXA3nEQORnR0TqKrlXRtoURccwQfBkCAvH6FhXdn7ASVC7qhLRxbhiTBJwk3/vIS/wnD7g++mz/fXiFRjqfctMUzf/3vAxJHDIcOsnL/2///7L13nGVHfeb9rTrpxr63c/fk0WRloYTIIBEFIpiw2AYMuw4Y7LXxrjHOxmvjsF6cCA7Y2BjbmGxACAsBklBEWRppZjQ5dO7bN59U4f3j3E4TxIhFa/Nav/6cT3efqlOnTp06VU89v1B4DzT43PNq7D84TX57gNm1s9cCIe7/fDnyzsfYNLFAWzkUdchVP2NhYDmUOH1lxJZhLum7n0hciedYxooh7pCDmJnAjqzN2u2cDThTdRqhZU/N46I1Fu+cEmbHtqwcVUfufhR/rUt1MqbYLjCnBPsa/YxNRLi99rOVCvKf/pn5KEdeZjR3v68YDELE33wGe91LsUPjWMAZO8Adn1vLsbah6hiqlS65jQ5i/SDilttgoo2/rcLIXJt8o4i18PBChau2aMQ5o9m72rsP+6HP0Tjk0e+vQRmP1ELcFbS/cITg3DGc5z8LggBn91F2X1/lSEcy7mf2KWurTarP9Km8+gX8HyLEp/6Nx74xQCPxIAfveMM09k0vQe49CtM56MbsHKnz4b+4BvHJ69l9C6zpb9F/lQ/P2Mgl60eRdz1M7fMLOHNVdlQUP3fhEXjnG5G33AfBAL61vOnnN/LGyk74269y1y1rKPspWzfXeNbfvhwwkDiYv70BuduyNrD8zF9cQeePbscbKeL0S9x1Jd71e+cDimM/fRuHOn04ArZW67zmn54LOIjP30z4aJt8PeEaVeO//f6l7P/9KapVRf/5hoGXnceW4TIgOPozt/FwrUKfK/hvzzhI8OvXISbnEPcsYLqwY7rGhz74PNr/Yw93tNZjrGYoiOkLErqxw+57hyk6hrKve4O/w9FU0IgcNnmWsSBlIBdTiwIeqfWjrWUoJyg4mY1DGFqmOwXGhhWDBUtXObRUQC2VbAgyFcZ4TmVsT5wShx5HkjKjVUXsCaRw0G3Bw/eMkGx0WFfskPNTjCoxN5Vn3vPo69c4AlJH0PQM+76ao7pNUB5IMgYAuHOuH9MKOGeboewn5D1FFGoO/EPK0Lk+hQ0GiMh1Ctw7WcW1mkuHFf5aDzleRh+axRyapxBIin2SNHFIUxfd6LLuFR6sWQcbxkEb3NIxrtgwx/yXuwTjVXLj4PT7iLES5//kZcgDUzBbxz0yx7kLNS64bgS7Zj3ymxFsHIeRYa798RzXkgAB+s+/jOltuSQ9EG7PytTtgQq5RHmceWBdnJV7M/iqSdqs+L0yYaW2YFETYxdZlBX3EpyiDxHqqWUk7Km3PGO+HyT5+Mc//j1dt2nTpu+a52kw8j1I4EDeU9jqMjNkKxW8QPfCcUPOVTgVf7mzFQt4vsbtWYoHrkZWT1JvVcv4soFDpgaRJQdb7VtOH6iQcyeXKH0nL8gU2T3pr5J3juP24kV7QkOpuOIGFtDkCgk5x5KTBre4+KX2auo4yJKL50fEUyYzHMt7p3405SJBMIPvWPJoqJTh5L18Gi3SxMHLWwJpCTyF7POxKxg1G+SyvW9ETCAtnjSIkr/6fp6LLHr4XtZ+nuxZzfsnDSjK4EmLkgaMJJCGXC5BuBLTt9yOouBjbIKxPY+anEHmAyjmwbqQ9xGlAD8X4ku7NJZ6joZib7+SXsA82WtH3zEII/Bltj+ezDlQ6u3nksvesxSWQGb69SCvEKVy7zkNYrRM3lMkvcidIsgCatm+MiJOwXEQXptsBM6o8KCgEP39mL5Sdr7ah5+fzryVXIXcOojBgOdCtQxK9wZzg00UrrQEUuNWRa9cDVGKLLn4viKKXOzoMKpr8T2QgQOl3FIdPEfh9fT8UhoW93QRgYsTgOtaklRgtp6D5ASurxGBB0nayyvI+ymetGgLSVMQZDMOlHIIY7E2hkKe8kUOpTsNiZEEjibwFUmaeWFl3lkag8BTMmtnx1JwDHnXUPBSWqmPJy1FF3Iy8ziRgHF613sJJd9B4BE4AZ6EnKMIZKZ2KnsKa1LyQUq+obFO5uFWdCUlT0Pae7+eIpdPKfspylM9r64szRUW7Ri0ziwjpA9ekL0rT1i6dtHTxOI4BldqYpt51AhX4PgWR5iMUxQ9uwrfAc9FuAIRCPy8hsCAFRhjSFMH200QfUVssQhKIVwHygWCfBM3b5AlH1HyoZL1VzvQj0gUstwCYxEzs9g166Evjx2o9vp17x22WjgVFxGZbMseVyJc2du+Z/FDfQK3FlgGILqHLgyIJbcXm6lWrMXqzKNoCYSIFWWZxVMngZDT/Q1PyJp8P8RacVa79v6gGbA+//nPf8rKfhqMPEkRSAqOpa8aYav9q9KCsibXsybv6wsR60dXTap+xVBwNL7jUc5HyPHqanC/bpyiO48nwRcWZ6SIGV3eINBsWE/JO0quR3vKAQ/TYwYAzDmb6QsOUnQMqRHkXJ0NHovyya/zu58c5ZrR5WuSGnR+4WaGX5jDvPJFvYpYrF/gK0ev5NLxLnaVwVIAUQjN9pLl+9qhDvaeGeyPvX5Ve5gXvZDxMGbfpw2usPi+QmwawwbLG7ThZUYHI/mQC3YdY87fCX0Dy4W4LubcXcjJe/C8Nr40jASaiwamcAbGV93PvvBSNn7uTiZcTVNlgLC8JsW89XWAv5yxlKPoNthcjNCOwclbRCWPHRvBDm9CPn4YuhavXMtinQjY0dei3JfH9vfc2cZGcV77TMr7jtP35YSOdki0YDAXU3jdFlC55TGzWmDD2gU2L/QROJayqwgGTbZi/MT1/NYnx/j5S7toU0Ji6SqXr3xmnHv+Yi+//l/nYNd6cB2io4bfvOZRSt4WXrk2xslb7Hwb8a0H+M2P9PPrb56C3ri8v1Hmax/p58AfPMLv/tAk7osHYaHJ7vc+yl887nLxwDY25BUVPyGegb997WMM+PDG5x2DnMCYgN3tfn756q/zznXbubI9gVMxmOM17v9v9/GJg4JXrhvEFdnGfwcXqvzvax7lOSOSVzyriVWQppLHzCjvveYrvGvNZvqSOfRCQvyxe/jSo+t5rG547foS2kJbSf523zYeeeE9/PQWj0te1gZPUj8W8CsvvJth73wu7HdYm08pBim5fIrRljU7ZvGn8ji5PLFyaCmHvAOXDTSRuSKDeUW5L6Kd+uyo1nFDl45v8R2DBHKe5vwdMzTSgPyAR6Gdoz8KcDzFlvF5amxmtBjSV4yQOqTvOeNs+FKDTuCTGgdDjl1rZ0jrIVPSUCjGFMYsa6lT2FTnyM2j5KTOQJuwDBQ7rMk3iBhABgKvbCglMZePzrGnO4bE4kiN72vcYsKaK1tEcWblK3qg9+XPPYL0LM1ocw/5SuTGQfixl1D4+6+RzFp0apDSMPruczDPvARxdA6bzyPCEBKNnW5ResEo0eMpIudm7Ou5FyBv/DbmxVcjZmoQuBlwf3gO8+3rkZdtxBZ6AHtyjvt+5RDPuLaD9R2cvlwGQnwXXGcxPCqniDHLriamBzx7m7gIrcGCVSZLM4A2vaAdFuGYJWCCsVhJDxevpj6W2JEn0vE8xdvlWs4uhsgP2q69T6U8xfjw/58SSIvff2o3cksCV2bBunJ9GkYGV6U7fTJbiQrIlRQMrwYzttpP4GikyAxLGSivvoHnUQxSApmtsmQldwobUSrG5J2M0fAcgy0vMwJyXZWXjcfUlYsyoBAcP1FhstlH8nhrKZ9pafbXBrmjJfhOrR/bzgzc5MFDmA9/hTveuZvm9VNolbn+ffrwWn7lH7fw2Tc/uKouH37tI/zU/+6nFmcxIJSSTH5ynl99yWNEv/NVAESSYNsJd+p1/PCEw8G4AsEyY9R679do/uIN2GZm/W6soOEX+avZy0hnVg82N//iPPPljURmccdeSDo5vvr6hyFMlzMayyPuKDc6mQrNyQnwXUStzuEf/zY8NgmJwilmLoumUuQf4k10wiI2l22KJ/c+zud/Kearfz8MQMHJWLE5p8qXPjKImVm998UnJy7l8cIAjrCUPYU75IPvks4oXjSm2T81SKIdpLAoBLGWPH9EYSMFvgc5H6MEOyouFU9gLUgfTCMmfqzDa9dHzD3kksYOykimIpfEwGWDvW3jczlwHAKp2VHJ0VXQ0ZJES+Zni1xSTbiw0qY9ISG1GCNYSCVb5BrmEgejJFZbzEKCMnDBQEA9dYiNINGC+cRjV9Wl5BqSmsBo0Nqhnkq2spkToUuSuui2YWE+z9pcyq6KZDbyMVageyBqZ6mPUDuYdgLGopTDeeUynhTMxOCKbML3cobpTpk/3vdMSqNFPKkpeimesDRzBb4mzyGfExSLCfnhjH34l3gXC5VhSq5myE+pegqnmOOje67CK/kU1lqqw12KrkGPDPKP85dSdRWD/R1Koyl+xeEb/zjG3mg95XzMSKXNoB9zc2sHn2xflMX5GTLIIR+/Ap+443JqxX4Cx1DyUnxHUxgs8KGJy5mJquAJZAAIy9fMedwQV+hqB6yg0/VomgH+/I4rmZgfxcYGowQHWkV+6M4Cr7zZ45HpQUwnxc63efxfDD989be4+aZ1zB4popXDdKPE//hVl9962aPYe/cgVApxTOu2Jr/5j1v4q0+MEzd6/aMbU/vlb/AvH+sn+cMvQhhCpNh/g8MXrl/PV27fhJ1cAEciZmZofuheIuuw9+vZbsKivwCDZRiuwHAVBivQ37f66Ctm7EulCH357P9iPvNvz3vZd59zEYGD8N0sGIknewwLIMRqOxFDNuNbm4EYYzHKYjVYDUbZMx72KY42ZlnkD7/78bRk8qTByNve9jZuueWWp6IuPxgiJIFjccqnNp0oStxeoB63JLD9q8GGLLn4jsGV4BbMataiJ4Gre2oYC+XiqelBRms7AiieurdOUFAZWJEWT2pwnBWJHsoIctKQcyxBz+o9Ng5ihcbIWVugEqQYazL3vF7oRjs4gO5a2kpSWAelwYR+LyHvQEelhCfpYSMFsUjo8zR9bkqpmjC0uUufgPyubFK3lQpipI/zix0uTC7k4sF5zKaNS2WUf+1FlDYkIAWul60wO7EhSFKCi1a33yVjR9k769JMJb6EwFUE/ZrLBo5Bfrmt7LZNPLuyQKeVZKCu6sFAGTs4wIbz5qCag8EqznCe4VzEFj8iUIr+kQ70ZQDRXHg+5wZzjMo2nmOo+AkDfsK6oMU6WUdWVoDEjeNs8bqUjGYkSBksdZHrq9hN6/DG/CyIFVDwU4q+ouyqnppbIMfLmE0bsevX4VcMaW/0qgYx3ngOZ7wPd1BmAfFyKUEpJedkngKxBoPAGS9g167BrhvDcw2JzsbwQFoCR+O5GZOGgFxZ4wwEFAoJroDUZmpFv8/gDORwBgKkyDxDHDIW0JUZQ7ZYN79q8fsFhWJM3rEomwXbcl2NUxQEvsIAicmCqBUcQ9HN1G8AyopMdTBQolBIMEBqMkPZspeSH9AE6x3Ov2SOrW7M0VrW1pViyNpCyPMHOsg4oeTFFMdS/B0V1u1q89xyk26oGAxS1pY6rO9rcXH/POtERPVicC8aJ39RH+eOznN+rkZFx2weaFDc5eJv78MJDGPUefYzTzB0saGyXTNc7pJEijetOcHVr5zHP38AuXEIHQmcOOZVmw+zttJisNwhkJrbJkpsdWPOvWAGd00JWcoC9IXtlJcOaYaDGM/TGCOpdzwKKmbTjhqyz8EtWIaDlMvZyYvcC9k5uIDs8xF9ecbHmnhxwNZKnVI5ws8r8l7m1RRqgxgsYav92JFRciOGjspsbPLDGjHahxipUKgmtJXAX+Njx0dgMFMdKtvTtqwbAsfBDg0jRBb7puCmiMFipgbs78u+j3Jp+Xe5lKmKi/lMxZnLQeBniyjfBc/JmBRvkVFxlixThVyhkjFgdQYibGqxKaAtVllsYjGJxcRgkjMc0UnHUxwOnkWM9F2OHzijkadQnrSaptFocM0117Bx40be/va387a3vY21a9c+FXX7DyuusIj8qU0nAgdXgMYi8gJbKq1OL3i4MvOrdwKw+VPBhueapZDIFPOn3tvTme5ZsIpBWBQnb/FEb28Wubqnm2dexvbP/iultYaDewdwhWHzZS3O+bFnZ4PAorzgcnaO7OFNf9Dgkl0TiE3bM6uSSgXvf7ycF2OBy8l96Rusqzc59+IZ5LtexipVCPCeL50LpEz999vxfE1umw9veim/+LMdLCvqvmaUAXUvbwoiBsa8pQkfgJKHfPd1iIcO4O8+QNVTnOd32bFuD+Y5P7rqfuXfehFX/OjXaBS2kBpBtRThnVNk+OeeDWgWsbcdGaFqZrlKlhnK9SPHStiN67DVKvLnXoPBAwLk9BzVXJ25ruUNxTmC7f2rxo5tH7sSedcDhLc3adUC+oykUpgh9/YLMFuWN2o0mzbx/O3Xk965gZFCkb7BCHvOeZnx8o+s4YXJF5DPOIfo32ZIW5JhBy56ThVba2GufkVW54F+gleey3MfPkZ/KWZoc4I4bzvmvF1ILJdu/BbmJa9EfPHrDNU7PMdTOCqhUg2xr35tVsb4OBt+r48X/vR3WDfUZbpVZrDSZeAFBcaTBuzcgNn+XMTefZRm93BVvU63W+TlFx7B31GFDaPY8VEuuwb6/ud9BAWHuW4eIWDnQJtzu5qNPzEKwTY4MUcp1+Bl9hiTjTWcVw4p9ce42wYYfsk6nn9ikvqXJnByDkemqlR9l1c9Y5rHd/dx3nUKcelOrCOpPi/mOcfbTIU+o+WU4XIXb9RDru+HRoc3vHof7cccvDUDmbsnIBoJP7HhOJVzx3DPHYfNa3DzkzwreZj1txXoGx4gX00RLtDp8PpXdGDzVsy2nYjZWSrT9+PUjrF9U4rcuBF53mbs6BDB5nl2vS2PODQF1WFYaDCYTPBqc4zCBgXJOtiyHjMwSAHLj67dTXrckC94WAuer3lOY4F1a4/iDJwD4wM4OZeirvO6h/bStWUKuUFy+ZRCMaFoQ3aeN4k7sB45UsTqNiOFLq/Lz9HnR5QHqojhMRgfpvSqHH/3G9uRX74V03ExzZT1lSZ/8KGrAIWhNxb5Hs67r+MP3h0CHvI7YDetw1aq5J79DH4MDVycRfvoq7B2/QJvnDiCufxyzOJ0IQWl334lz+q0oFiGo8ez/iVFtvg5eXc6Y7PdnVE91YzM1C/iNPkySm1JVWOVzlQyymCTnupGWaztMSCKbOLvsSHZBJ+Va1fQDnZljBFh0clTb8BqnkhN1JOzyfOfRZ40M/KFL3yBEydO8M53vpNPfepTbNq0iZe//OV85jOfIU3T717AD7gsbv4kPOfUNN/NfOSzCD+n+I8Jz8HtqVCEI7LVwEni9Fa1UoA9jf+ZdJY3jOI0dZBuL7iQ4BQwAgnVP3wR/rPWUvJjikGKs30EZALES7lspQJjA1z1f8aRIoH+6ooyVO8Ahsr4eU3rIMg9j3IqzLfY3/04nqfxA40sn2TgupjL99BGcrhzKjhbEs9FeJkhYGoF87UiIopXZZEPPkyssjZxJTiuzt6DOjX0c6Obo5Y6uNJCMb9KnbUk+QBHZrEApsP8KTpw+cBD2KNzOHnwA4XvK9JQIo6c6A26y9Ka9GmlDoGjcfvAjowutRFvvwazZR3+uEcwaCicIzFXX4F9w/NY2aZm8ybO/fgVrH29h7fGx65btP1RmJdcDmjEukHy5ZTR8RbrX9Km9IGXrn6mYo6L/u4yBra3qOYjgoKC9aOY656D2Z4tKsymjcgBj+HKAv/ty+diOw0YG8CODmMHB7EDJbZ97CqGBprkXEXeUVQGuqz/i+dgLt2FOf9cGK4gB/PQbfGznxhifX4OvypgbAhzzmbMcy+i7w9eQmETlIKUspcgbMi5H78C+7oXYTZuwA4PQ7XEZX9/Ga966WOcM1in2Jdk6slSDptokv0dgkGDOyxxqxLXM3QSD2sFzkgexgYw4+NQLqDrCYGvyFdTvFEHb8RFFoH5dtbngwC7Zi2ykkNISGoC2edmtkSjY5kxca0GUYodGoDxEZzRPFZJosdjrALbV8nA9MgAthGRNsEpCdw+Sa6qKeQSagdz2G4K+QCqJZxqjkS5nOgUs3p7FjdncBxDa8pHzccgBTLn4jqG450i+2pVdCzBkZkKLoqR37kX244QvoPMO8iCRL3/E8jHHz+la8t770F8/HOQD7ADA5kqMOOgVvT/PHbtGszlF6w+3+tzFDOjDTPQj/XcZV/bJWCRHUJrhDYZAFEKUtX7nUKSeSkRJRAnEClsrLBRio0UNtLYUGFDnamqIoOO7DLDEYOOBCqS6ESiIknaO1QiSePsUCuONHJIoqfWQmHRZuS7HT9oBqxPpXxPb2R4eJj3vOc9PPjgg9x1111s3bqVt7zlLaxZs4af//mf5/HTdP7/P4mF0/eiXhxkY+nxcCdpBB0HuXLCPk0Zi2Dm5M2eljOsXnicInKlkfnJGV0efdPNxDcfJ0w8otTFHJojI8hWAB+todbkjp/cn83qtYXVFVi8w0IblQhKGzVm505OJ+KXfwxjBEZLbHj6/SBEkuJIw4UDCziFMzycNtg0U13kHc34uiZ2cLVNjt2+lVIuwRUr2t13TxtUIHAVI4HO8p7J5bD3fjxp2FBuI0qrwZS56krEM7Yjg96GYAKCisE855nL7ow96VuXMBykOI7tuT4upgui934WOTOPaShMBKqmkPc+gvmjz7PSDUAeOcKt193BPR+FdCKB1qKdj4P98L8CEuZaxF2XqYk+9n46x54f/taqesgDh/jatXczt7tAM8qRxhIOT6E+8Hnk7v1ZnukZzELKxPwAv3PVfShVgHYXEUbQbCG/fjsPvv4WWvU8kXIJtUtzIc/Dr78Z+YVvII8chTDGNmMOzq3hV19xjLYqoloW5urIg4eQn7mJI2+7kWTKkCrJQuyz97ExPveye5B790O7jWg0MIdm+fS193L9FzYx3yr2XNU8cF2E7xBcOoi/vYIzkEPkJIjMOLX/EhBjlUwVGgRQLuI9Yw0DW2LcSk8N1Bfgri9jX3JVBnwApEAMlyhshMIuH1kKsIXMg8quW5f187Uj2FIJWy4j+vIUL/DJbfEROafnZg9mfBz5vHPxBwTCzzxdnDxUhkMq41FvIxYJQYDoy7F+W51+P0b3VHbSh6CiGThX9TBC1qeDQHHJ+Czb+utoLSBKEWmC3bwec/mlkBpMM8GEGgy4v/4WzLZtp3btS58BL70C6i3EmfYSWRqfHOSDu09KlMj7H4VUIU9MINodRBQh4nj5CCNEFGX2J90utDvQDaETQjuEdrR02HaMbSeY3m/bSTFthe1oTNegOxbdITtCgeoKVChJwx7wiCVp7JAmmd1UGjsksZO5OCcOSe+IY5c4zvI8lbJko3sWx9OSyf8VPJycnOTGG2/kxhtvxHEcXvGKV/Dwww9z7rnn8sEPfvD7Vcf/cJLp+87ciyyZfhN9ZvOkLP3MUQAtAvHdeuoZij/TVfLeBznsjnHowCBd5dFJXeq7BZ/5L7s5/jPLdkDy4CHaX57gT7XLHXs2w3xjuZCO5as/+ijyrnsxtZA48pg/3MeRn7oduffQ6vvds5vZn/46rShHHLuYVox8fD8kglXgJ4pYsyXCq57KPmSWCRKSFJ1KlIEt401K14xxstiRUda9UCClRRmwRkIhYHET85Wy6Xkpu0ajjNZVGpJFJbJk6bNIUrQWBIFk6+WdZbfeFXUz55+f6a2NQCtBcMEA+Cu8hXoSvHwnF5+zsOhZu8ScyMf28IXDFzL5Z4eJ5yHtSLrTLt/8U8NX7j03Wz0uyr5j3GGGuKE5QDjvIlptiGPk7r1cf9sO+MT1mNk2UeTxUK2PT9fX8I1wHPnIo0tFHP3jI9ya9vF3h9axkPgksUv0aJN/fWgnd/1RiPzSN2B6DtW0PNLq41BOc8/k5mzSCEPkiRPc/A9F/i0aZ2+9n1A7hFpyeKGPG+M13PDZETg2CVGM6WgOqSrHSjH3N/uJ2w621ib+3EN8+fNrub65genJMrFxaCuXG+er3GdK3PX7C8gjxxCNJsnRhIdVjm/HRR5tlNCqF2FNG3Al5rWvgC1rEK6TLcytYGyoi/Pa52Tva4X60Vz3crx3vGBp73khJWLNAHbNuiVXbQD6ijhvfxny2qt6F678oiRm67bs/UkyO4cffgXiDS9CFLzlvPkC5tLLcIYLy16sBnJb8hSuWd9j7HrfvxTk33oZWzc3MVYsqRvcqoP7I89HeA420WAMrqcprXFwygWMltCNodnGjq+l/q4voeYtalZhuoZkzmA/dgPxb30ZMTm59ARivsbcz3+L6GMPYCfqiLka4sQEYrbBR177eAYGATE5ifnYl/jYD+3h937FQR44uFTGwnv/jQ+93+O+n7oPpuchjCCKM5YjTjOWI46zc1HcYz0SiBbTen/3GBBitcSEmMhgI5sxIXFmC2JTMKnAKIFOBDoVqDRb5Bgt0VpmBvVaoI3MDu2gtYNSbu+3k+XTWdpTKfZJHE9LJk8ajKRpymc/+1le+cpXsnHjRj796U/zcz/3c0xMTPB3f/d3fP3rX+df/uVfeP/73/9U1Pc/hCgrTr/KN3bJv9yGBtFtr07vMSXWgo5BROEpRSyyGcaSfeAn30L1EDX04jWcdH3aU9FaspXTyrSxUS4eqtFIPFrKpZO6zDRKXNjfZt2zVlh0HZ1kfq7IDm8Ns4mLmcziDcgjR7Gf+SZbyl2S24+TTKbMtwt88fAInzw6xFd+u7nqfv/4h5I/3LeGI+0i9TBHOqWZ+8v9/J8f2kfye1/OMnW6cGiCv354Jz8+Pc1d965ZNQG/95pH+K8vug119xHirkst8fiJ3YJrPjLJQz9+56r7/ejV3+S/fL7KzTMlIuMQRR57/kHxuqu/iDg+tZRP7n2ct31hiHc3jnCiW4BEIdpt5GN7+ckX3sNfvvYR5OHDUG8z3S1ytxrixbfUOPxPy+9T3nIHr7n6M7zxmq9w4vEySeJQ7+T5jb8Y5U1Xf43PvvmB5bwHDvLa98/xlsMptW4Ok9pl1VE75NkjC0SpS7flEYUuzVaOAT/hWWtnELX55Xe/ELKpBMM5Qbvjw3wDefgoTM3zvM2TpDMKNZvSjn1CLRkKBDtKCmbrWQFhSLGQsKXPoc+FlnJIEpekKbl0sMG2kQXUiTZ2Yp6w4RFpwYZcHwKLjVU2gbRDtlUbbC5Z5hKXppK0lUNDOWwrG3ZUWtDoZpNLkoX8XuNUaaaCsOtjFiLStmR7X5tz+xTt2EMZSWoFVR+29jn0BwlMzUOrQ9qRbCw5DOZcEiOwRmQAI1Xs/7LkFdd+hvv+EuJ9LRCCNJX81p71vPqnHiG5+WgG2ACOTvGjV3+L//r2CVTNIHwXawx7Pql5zdWfRf/pl5faufW5I/zKW2d55U/eR+f+NsIa0JpD77qZ//qiO/mVF9+PPHoseyfH67zp1TfzhnfsZv8N7tKeJ/pPv8h1V3+Gv/+37dgwY99UG/78+u28+E8mOHB3NevnYYw+Vue17z3Omx/L4qFoLaidKPCt+7fwkp+4jc/etQ3TijEtzQPHR/gvD8CPn1jg3hPD6NkO9tAUj/7Et3nfo+u47f4N1E4UiOclB48M8L8+s4EP3bMDbn8EwhAxP0/3Q7fxt4+v5Z8e2ES4L4bDk4hH9tP447vYXlKkX3sU+fh+xP4jTDxQYH1Bc/mAgj1HABCzswR5xRUDEX1+gjlRz/rYQhMWGlCrQ62RLWLm61Br9f5uYuda2Pk2Zq6DmeugayG6FqFrMbqWomsKVTekdUvagKQpSVuSuO0Qd1zirkscusSRmwHpyFtiO6LEJUlcosQjSjzi1CVKXWLl9H67hGl2ROopjmpxlqzID1oE1qdSnvQbGR8fxxjDm9/8Zu6++24uvvjiU/K88IUvpFqtfh+q9x9TYiMwbc0p2Do1KAuJFeg2ePXG6lgkqcGQgRXVleQWGtiRkVVFGCOX6btOl5NFK6eXLrIVx8npkSC1Em0F2q7GmmJ6lv31CiVXY2zmkVPyY+6dHaB0R8KaN/cyui6ChCNJnUtENdM/SIEZGsK2Fd+YLLP9WS3UnMKVhkuqId865rCr1Fp1v/9y7REuuiFABX14UuMUYOhl6/gfcRNz5bVZJmtASF5cnGKwtpPt/bOrlgu///XzAIm84U44FFL2NP/44gh/21rM65656n7/cNMLML/7Ce4/MIIygnw+YfxnNvO5cy7Fsqxisf0V/vLSCR66dzODhS7kS9iBAezwEH/xzfWAh9EOcvch+ryYZ9DmRzYPMHCds2zc/7yr+MJNF4GyJP/767TnffrLIb/1mwHmmS8BllfaZss5fO5td3P4i3m8fIT0xLLqKB/wyEIfFw0u4HlZQCzPNYTKYd/cAIPFZSNokfeYiSBUPQLJc7HVMqJW56HjI1y1Josz4sjMC6qrBUdDF2QP+DguSkkmOpaiJ/B6sV/yo4YTxwvMhzkuXj+LWKFimo1iAikR1SJ2oIowlkQvcLwrWF/MwLcQ2Y6+hzuStWGOzYMeaIOsdMk7hhnVZhtVXEcjSz5uMWI2ynEidNlUVsTKIScNxjrMRpZ26kHRh3yAVzbMx9BONRuKEtc3kPdhdJCt76ly/fB25K33g1sBbalubPJnV8zAyCB22/mYNT07mKufwz9c3YVOhPz2I1AtIoCdb034wlWvW/W+yu+4gN/5iRS85yKm2phekL7NH3o+HyME/J6RM8jtY3z6Tyw4BuY1ZnAoa+qffTX/+rMd5MN74Whmj+TT5d2vepyfHV4LOYsdGkDECc7GkM++ZgbTkczPNPHzBi8IudKZ52svKiIud2Cygj7RYNCPeZ1ez7nlDtvWzCE8ByEl286Z4ddixbp3biK9p0taF5SClFf0N7jo/AnEZc/NPiutCYYtTpLw5iuP41ZdbNRz3ZeW22YkL754JLNnSxSJdtjTcCh6cLXvQidT1x04McBjzRznVcCGTex8J+uUK4ecnlGETbNYITbRq71gdLa4silYIzBKYjQZ22FEtrAzvQBiJjuXhSdZ3E5v9eLNWtHz8hWrDUMXx0uWyeQofWrByKLX8XeTp3aHnB8sedJv5IMf/CBveMMbyK2kNU+SarXKoUOHzpj+gy6RkaR1cQoYsbFC2Wy3zKjpkptdgBVhcG2YonSAshB3XUpzC7BjdRlJmoGNxIpspXGSJImTgR3LUuyNVeldh1hLlIVUy0wV1HPvNc84n+f9ncJ85Kvsvm8YRxjGL4p41TuyCX+pnlvWs+HaPXz8Z4dp/fVeZHU4+4iLBeS7XsxPvcsCl+D8zZfIuYpthXku+5uXAKttKsSLL2bH0S9z8PgFWWTVQEKlhNm8mewzdMEPIOehEsU5oonv+SdpOAxicgob66WB6fa7xtl1z15Gtz6CufCipZzy01/mrm8MotY5eIt2I48dgnPGWIVwUsX9j4yyp2Z5HmTGe47DKvLUGKwyaDwaiWTvkX6uilczUfKB+2H3cYzKY8mq3f3XAxSqHmbnJavy1r7e5DsT63jW2l5T9zaXNOfv4uX/kAAO6k++QtoQlMcSRj/4wl4bLbepuHQbP+s8hDrURiVFqG7KDCtHh3n2VQq4HPH5r1PYr3j+ummGn61gsA/zzGdlBfgew3/0Yt73R3+Pjgs8fnicQjnFe+F2nvXurWRDaAD3PYifP8KLRqd5jtNg48sKcM5F2HXrsMCGPxvnPZ/+Vx69cYjJKE/gGM5fM8uzP/IcyBcxeMgjR3GimBddcpDyQpnxoZRif4LYugn/jRdxFQlXAeZjX2PqoRxjAp73oklkTmHe9FpMqhHdLrnLarx3/CDte9pE3gh+xYDvYYMAMXkc8c2HYXgIBosZw+W1OfalmNHxw3jvuXD1+7rh65h98/CMc7MYF1LC/Bxy317M9hV5hYSv3I7tRIhnX7aqDFSKmJvHjm3I/g881FfuhrSLe9GuZYMurZDX34A5ESK3bcqKzTl07ozQ89NUXpPPDEQdB1HK0/xOl2O1McZ2GmSQGaDbtqF5c4NC41G8C9YhSz5jlTbP6quTkwlCDCMCFyp5/PVt1r1uM+Zb+xBBEekZ+ooR5XAG/3XnZ8bwjovN5XEvGOE97zwP+cUZ9HwWNZVCQPmnt/Drvz2EoYiYnUMUAra+OuJnX7oj67SPHUaoFLNuHRf81Rou6IWDN3/1FdRMtEptvKiOtL0DDUZlahajM3BhewBD6wx4aJ0txLRxloDGSpChkacFFtkNs/P2NNZ2i+dX1q2rnlo1zSIz8l2zPc2MLMmTBiNvectbnop6/EBJpKFd9zkZjpmWRhmRpbcDKhO11enthEQXSAy0uwEDU43VBbTbJNrJ2BUtMTPtjB1ZtFVIUsLEIzWC1ArMQoScn19lyNnt+kS99Eg7iFpt2TgPDaTIHKRGooTEdA0OmpWTtWi0sLNNxFieVt2nlJyqkhLz8+iuIVYOcbdI/733wcAYZvP25TytFnpBE2kHKS26bXCPT8Hm4eU83TaEMZ3U40SYZ2ssEM3VxqliZg7TiokTj9gIUi0JEw/06nrZdkSkyxgjEE5G2Zv5TmYP4q+Y1JvNpZgYFpGpu8JwORaJUohWgm1GJCpYigOCOslIp9nGtBPSqEicuDgSAk8s2wIsShxn+morUMbBhBYZhpBfdN1OWQxzrVOB79mld5W5S/dcFfsq2Ne8CGe+jv3kvZlOHlj2gnAhNWjtkMtZ2DKCueACWOlGjUX+wutx73wI/+/SHvayZB5SPfDjOhglsNqw4Z+uRXzrLuyqbQU05g0vYfzebzIzmUMAuYqCvNsrw8O6LkI6qLmYqz5+BZO/8QjSJ/MgWfHM7toy7u4ET2rk5Vsw527KnsfzsK6H6MtjX/gKiq9uEPz1XVk8HG0Qqcra2djMBkSehcbZc4GeLdeiPZcUp3g+WUdC3sM2wszOYVGUAq0R3XD5a0lTrMqmuiU7MMfJ+txSf7FLLqmQYR0hRRbZuDdjOZ7FkE3KGBA+OIEFz2Ijm5UlBK6vaSc+M0mOc7o+1SjJNqsNHLj9YcKDEtmXBUiT0uJXU9h9ADGqe0azAoo55CO7adw4T7CuHxFEmdH8XA07PoQ8dBCaXWh0sKnu9S+B3Xc8a/fxUexwFdDIPXvoHIM06cUiWuFWu9hGWjs9sJGxtcaKJUNd01NrGytQZhlMrAylbllkPOhdc+qrXbrvYp6TbLbsSfmi/0c2I2eT72nJ5Olw8E9SrLV0FNQ7eYanp7ArwrWrliU2EBmohTnGjtdWsZZqwRBql0RDPQpYc2JuFbsiT0zSTV1Sk6mC1EyCf/To0iZ18sgR2rFHYgSJEaTzhtzxiaWJWx4+TDMKCLUkNYJIuYhjE0tgpPPrX+OPvrOGi6obkCKLFPvog0N8/urdvHRNwpWfeE42cd78OMceKvHf/ngfP7v1fF66f4LcwUOYczYDHvoP/hl3xzjzB/NMhQUC43DPb8xz2bsTWAQjSYq9Zy+PPLKG5qhPV7lUp0L8udWqHHHkOHqqTdGzXD46i+sNIo6dWAVGzEUXkH7932jHJdpKMuopNjw3zlxIV76bt/8QG7/4GfbZdRglaYc5qrNNHH91/BMm5rjyognGHvRRpgK1FnJ6ejnYmusijh0knlB0lIsUMVdcOw/eau8d87xnw/McwvfcSj3KZaHqd7iY889b/Yxz84z+5AZe8OGjzCfbiRck/vETmG1bkd95gP/9W4Zr17Yp+iVSI9FzknvfsJuFBH76g/1Zu6cp+tPf5pc+NYIUgp/c2cfm0ePITog5Ms8ffWKYdz/7OEnXYbLTx8MTgzz4MzGjhT388i90MM+5Arn/IN/8/SZ/f6TL2qDMc0c9Cn6C/MJ+/u5XYzYVFC95yTQamJ4r8/XJCt94wTf5ze0Vzv3xo9lEHEZ8/Ven+Mak4KrRNRibRQu+/7ExvvGyPTx3RPO83xiG2Rr66ALfOnIuf/GGu3n98HZeWZnA33cCfdNevnDLWqZiyRu2JNQ6eWaigK+8L+FQ4xGuXe9wzc/7UCwQf+sov/qLKdZaXjC+judvmcBrtrMYO76L/ck3Ib5xR+ad0U0wXcP4JSHyp34YMdnEGrvEVpirnw/PirE33JtNVa4D5Rxm50neJo6DfetrMluZL96JOH482xDTdcENMOecA80WIuzAXAvnfW8GaRA33gczM9jRMUSni3nty5E3342di0AbTD3F7zf4//Ol8OAxRK2eAZxmh+IHX89FX7ud47c6qEjiWoOTh+D/vAHzt7dgGyE2VniB4eIXzNPaa5hNB1CzHfz+CPuaFyP++VPMTZTwogKOk3kprb20wq0f9rj8JVPkwiR7Zq2Z+cRB7q5tZqsWrOk08Pua5IaL3PHq27jk8i5+v0PasDTnc/zznz3Mnrbi155pGTl+EGsP8PXb1/CFwxGXjJa4YnAQV2QBFFd9HyuYigyEgDZiKQbHEvsBy+oVu3qCXvIMXPy9IvFMTnCnYxtWwk2LoGueetfes2FGnvamWZanwcj3IKmBrsrCh68CI1GmHlEGQp19zCsVFzqCVAsUECqHtAXOisGSZpvEZGoaZUG1BH5thaqm3iI2LqqnplEdCfUVRrK1BpF2UCZTFcVGwkJv8m+3ERLWFyUNBb4UaGuZi312DrmMVTrIvY+D0dSPuuxpDzBeNRxPXMKaR+7IJNz2KHd8Y4hbZ8/nhw41iLXDfOKwv1XioW7EZR8d5GfHHsJcfCHy4Uf47U+cw251gtclLhVPU+/kCe5vcc/nd/PCX+nH9pVhpk46qznsjHN3e4S3tkP6J+ZhW2YvIx9+mNYXjpFSoqtc2kryeKfCLV++mPe++HHMRRm9LmoLHPmft/PNZBtu5DDgGzqJS3OySPqTX2PkL163/B6ON/jO4Z38W0vyysTBNNrI+QVknJB8/h7811yM3T9F1HBpKgdRKvKH11/MezeueBedLo/+xLcJAkHsFugolw5w9IF++n7mqwz84pXY9RmVLyamuenPchxsn8v5eUHY9SjXGoj5eeyhGc7vH6SeBL29TgSRcghc2JHXcOg4YnAA0WgSTlvGij6RttTjHHq2Ceks8dGUCwYs05NlXGFoK5euhoG8z5qiQB+p42yZhIk5pAxYG5TxHElHQZh4dBqKnRXFgJ/QPWjxioZ26tHVsNYZoZlaqLUQfQ2oNxnOpawpF2ikEDjZRmZN5bCl4jBW7MCJaejG6LqipSVjrCXUEMcuthUTz0vO6UvJhT61Tp6ucmkpB0cK1pYDKn4E8xFYQ9qSrC16dJSlrQRJ7EI3hVYXO9fkgf9yO5dcF2OtAleQNCTzk8Mc+pHdvOAdGuEH2HXrEDMzqE98g/kDeQbPBVdmLurCFjj+jpvY8BsXYTZuyt7X44fh2/Pc9ukSl1/ZJlg/j9AG60r057+Nu2Eg273WddFTLQ7/xC0M9dWpvHwtYn4hi63x4F4e+kTK+dd0sMrNHMIWYOLoGg6+a5IXXd3GHWiC0tj5Dvt++gGORyNsGDKU4oQ0ckCX+M5b93HxxhIDQQLa0qrn+MqRizncFlw6CmuaTZy5Ls7t9/Khz5zP9rJipJNQ8hPqcY5/+JchdttZNp+QjI82EI6g9pDkD07swhOCcmjJ1xVOU3Pkw5bPtKuo/f1cOD5HFHk8MNtPN5BUhcuJlkv+eIpSghjJpv4iGrIw+M6p4buWmJFFNUtP7QL0tkPssRk94uhkduNswoEJcXazuV3FtJBFHH5KZbVq6ExyNnn+s8jTYOTJijWEyjIb+dh9JxDlEnZ8HHnsGJ2mT6gzNc5c4rEwU2DN3n2YdeuQExN06j5t7RApWEhdajMF1j2yG7thLWJ6FntohpYaIO4xqvW5PMH+WeTOecTMLObgNM10kFBngKe+kCN/aB557iw4LubxSRaSQTo99rqtJPrIAs7ex2G2RquRwxPQUqAkKCnwpCTnGMLUxTxwAFLD4bkqE5FDzuTpKJirFyjvm6dzTOBgqXhwoF3CWpiNJc3EMCj6EIC69whuPoe66xixXkPOFpgIBZF2CWSBx5slvngiovP+Fte+7gjpiS5zx4rcW5Pclt7F8MRVrL3/GIXSg9CO+NUPBBi5gR87N6aRenQUdJXl0WaTT/0vnzf92iOYXTvQ/3wrv/lQiXV5GPIgcCQd5dLs5vjN7+T5qz/6HP7V28DzmH7I5R+OWibTKS6NNqOmErzCPLZ5gt/40iZecH+Dq7ZHTNUqTEYuJxpwW/sI1900zq7nTWLHx7Gf+Sa/tycgcF2u21LAEdkgd6jRz50nCvzUbx9k+0fXgxSo+47z8cM5IpFSrY5RbhYZOjyb7Z0zGVF0DJFxUKlEWwi1xJAxDupgHbfvILRDmgt5fKfXv2KXzqRDrpMSNj1y0jAf5nGEoZlmq9CcI3AFhMegdOA46midRI/hOgKLpasloXIppi5lV2GBRiNHECoaqZeFC3ccQmMxtQ6yrw7NkMCBQEJHAQhEj94rexpHGuxMCxspkrokMYKccLNVsZaYOOnlTcjFLq3UpatdOiqLwJN3wZcG240RvotKJDkHIiPo6ky92V8PEUpz4puC33484i/vgso5CTInqdfyfPpIhUdn2zzr8Sb+4GQWjvzWB/mFf1nH+UMebxqYpSi6WG05cj389gMlPvav9+O8MYdotpn7Up3r9wxzz2zK2FCFc9ZMIApzHP6a5S8f3MBVa1xeed1RRF+Ozn7DX+0bpBEW+PGmwyUvO44YadC6s8Wf7itzbbKGq3fN4uUM7brP/QtVPnl0gvUP9bNzfQZckqMRv/toCeV2eU9fH32RRzvyOVoP+ONjR/ml8gauaM5gYsG9MwP85cw9SAQb4ito1XOovQk33hBwW2uK8fwoZeWgbI6DnYADnRYjskotTCjvjzBacP/UEJ6A/pzLfGyxtoS2gkMdl4pvqMWCo3MVWsrlYMchVAZPSg53A5jpJzaSuTjbMTlUcCJ0CXre8/IkxYNBLGmploDI6dQsJ/2/OEWfKaaSFCus3L7LfL5Yp5VwqaueWmbE2FO1uqeTJ4j+8J9OngYj34N0lGE+cYn3tMkF+zO6dbLGQidPpKCbGhYSh8l2ifGHDyPrLZhpMN8u0kwdQmWZTxym2iXWPHwMudDK4i8cjGikklBn+uOpdpHS/oi+Bx7DzneI9sfUE4euyiy157oFKgcjyg/tBaC7N2E+cej03H9byiE6bikeOoFtxjw6P8BDCyk7Kh7KZB90n6e5Y0Iw2S6wvV1HzRlaysU1mmJXMtavibUDylJ5boVnljXbPrmPmhnl4XofkYbnDyaouSbnj8RI38nc+jzB+y7Yzd7dRW6x/XSVIDKSiwdneek/PBdx+AQ8WCepC7qpxy7avDroZ7fQdOo++ZkWeA7vv/VCiBX7f+5BujpbYT2/3OZXX7ifdq0JC+uRx45DxePjv9bktj9Z4HH/nGwjQCsZ6a/xt/e9AnnD7ZBqmKoRJR5XBzEXVdoccAw6BC/WyAs38Du3nYO88XZat0IjydqpGnX5wtVTdGw2WdlxcC7dzN9/qx9536Pc8NeWeuqQl4YXDR/mjZ99OfLgJEb27FEk/M2r9vPVG9fT1IJ66qOmavhDGftzwwnBD21IaGlvacUWKrhxXnJl12RxJOoRqZLsq4doYbnY5EgTh2JRU3RSvnw3vGOboqtcjBUUXZjtGr7TSXllIrDtGCJLSzk8Fk0wLoagHCClpdwXcfuhTAX15u3NJYPBkgt3to9ytVm3PCvkPY51XO6fD7lyOJ9tCiktY7mEr5zI01F9bMk3s9gRZMBiv93HM70LyOVSnIEcORPx2J4S99bgjRsVXe0ihSVSgn2tNuf1BYg+ATkfv6h4rB6TollXKKCMwHQyz6zxi7p89k9fhPzsjZgkh1lICYKUN40cYd3Hzofbutnmas02DJf447suRN77IN2vGlQ70wesWzPN3953HfLW+6DehGaHvnUJb+67n7f812uo/cnjmIUUCWx+XZ7f+fCFyHsfxTwmMPNdjJb83v/qQqfJ7E0BuqFw8x7FHQ5/9f7LSX/9X4jtMDoROI7lFZsf4w3v6CO8ZxZM5gHklAR//5sN1CPz7D+yA2sF5XzMuXqe638nR/LgYWShSJpatpS6fOFCCIY0j010MlbBCJ5ZnuAN7/TofOUxZjprmAtzuMBLPM3Ld9zLtNlJtxOQKonWlvOSFq86f5abprZTS1wM0KcinuV22TVoONLpYzbysmk8jBnIu8Ta40Too6xguqM51OqwrVpmPhYrgMFpkMEKNuRkIHIy2FgJMLLgj1mR4jR5FtMWyzgdJsmqs9p4dfH7eqrlaZuRJydPg5EnKZZsk6nZ2GH6eJlR2cCf66LmU2ajcdrKEGrDXCyZCH12PBKTm59A1Q2z4Tj1VNBVioXEZTLyaT2myc/NoFqC2kyReioJlUEZmIx8CrMVggfmSVuSufkyC6mgo0Aby3TkU5wt4z+QxaKYnKqwkAhaSRbFtZEK5mZLBIebOEM5rv7lHC/cuZl/fcNujmp/KbjSL/7buYCET80S7jckWpB2El7jTfNYey1hv4tqWWS9izg6w+DVBSZvcOhqQajh8YbkRzfuJZIjWFOGhTa6aTh8sMzBmks4nA1EzVRyvNFH5ac/hjNSxlk/TLfl0Up9JsKUmUYVLw+NTp7KiQbSEyQ/8zdE3SIL9lw6StLVcF8rwFw/zoZtecpTDSSQTibMfLHBd2pjUIKyl4Gxw8f72f7rfwNrhxGxRM+FNKJ+jocJSWuAUr8k6Tp4CwnOwUnEPffSekjQYC3N1CXU0E4F99w5zsbzffrrTcT0FPbABPXf+xaznSHqwUAGAB3Jgbl+hv7kk5i+YUS5mtng1AwP3jrCvTWfNcPQSB2iOYmfatx3vJDf/u8SPvIFbrlzO5GR5B3DW366hnnhM5H3e3B8HtNOKBUFf/a3I7T+6G7ubV1Imro4VYt38Rr+4H9sxX70Bu7/zlo0sLOc8I5r92Hf/kPwyZvBGERe8NpXHeN1O/o5/qFJ7okyNVJhE7z7/bsAjdxbpv53+wDYlgv5ia+9gPj9/4osbcxsJtaOcfUnRrialHt+7EFOxHk8adiyZp5f+qsXAS72RA1ueRDHM1woJvjSX1/Evv81TVBQiLFh5Gsv51U/3uFVCML3f525A2P0eYaff8UBxDuvBXLY41OIWp38zgIf/JWLkN/8Fgc+kyAF6LZFllJMW2Pf9zFsUMIZHkZHFq0dJlslqr/+b+TOHcfLNzOj2VaE/MTnmft6ihkexw8UWEGyEDD0J59EuVXcc13oxkRzkta+PAN/eAPz0QUEs038NMEebuEf+BTNPQHB2jJWQaNVpP6hGQLVIB7fSrmWIESb+JiCd3+MWmOU3JiLkBCGHsdPDDK4f5LS9iGCTopVBtWyHPxIm0k1Tv9GSaokUkIUBjz+x3OUN1Xp32IxvY0ob31kPZGyVLcGlIMUXyssgqN/dIzjzkb8/hyxkdkmmJHm4GNlOuvz9JsEiWXAS3nmxke58eHzaFRFZv8LeJ2YCyr7uXfmYhLHo6kyde/G9gI7Cobbw3VUvIypela+xXufs5vPf+cZPBj56BUoQ5zBmGNloMjFPBKWsILs/ZEBjOxvpwdEVoKWpS05VrIjPVmZb1XaScYn0VO8c8nZ2ow8DUaW5Wkw8iTFWEPXJNRij8OtEuqwYKAW0ukWmI5dukrT1Sn1RDIVSQ5PVhlqhoSJx1Ts0kygqxX12GHakRye7qfaiImVw2yUox5DR2kcKZiOXBxRIDikCVOX2TignmQxF4yll17EPZR16cPtIrVeTAZHCBqOw7F2EW+PxvcU/l2P8ck755nNF9HS4EvBgY7H6Gu/yq4fC6g/JDg2V2U+dUms4oFWkcGqoJ44zJwoMaTb5Ne7ICWTYY65CJqxJtUQjELxXJ/wkMJrNGnP+LhOh0YqaSeGxJXUYkFBeGwKfXwhkQbmW0UWEpeuSinbzPh3LszRdyzCdQ1m3qMelZjN+zRTQSe1pImllnoMpy7xgRCvPkdr2ieKPeYTyKUWRwjqqYPQBTbNWESqcNodogWHWuKTmmw0io2g0cgjZZeg1UF228zPjDFfLDGfunQVdHVmhtdNPOzxGkJp0iMdotClHudYAEINqQPzysvckOcSvINHIU7o1HxSYwiNpZXCQuIwM18meKRB4NzPwmcO0UgGmYoyOw1jJV/6oM+z/vGzVC6tolpZ8Kdj8wN86cdmqZa3YcoOU+0izv0tqof30PrgQ5S3FZmOPRYSwXzs89DHN/DqW77EwLk5pJ/QnXY5NlHi1g9pRobH6HqShThg/lGPoY99CblzFFqWuXr2TuZCyd4XPsiPvyGHnm4jE4WYqSO+fQ8Pf1pwPFhP1wgsDvsnBtn5K5/C/523IvYfIZlIaNUCYsflz99a43nbfKKOpnCshhzYB8Tw0AFmZio00iyK6+N3D8BNX2PnjxSh2gdKkx7vMvGWr3KkVsAZKVBwNP0LDjKXokNw85LGcQ+v5y7aiT0MMSqRNI77VLwWrrGY+S5OXlJr5lG5IvkecxM1JQOtlKgFOX8eEkuzUaAdBZSaHeZNQG6uQL6dIFJLJezQqFUJnABjJHNhHi/OUbVtWolPacYn11EszBYp1l26qU/UybymOqnHQmIZ9gxh6JOfTrEpdOse2oqsjykXN7EZU5QYikAn9sjVQKWSREtKniJSDo1UshAFCGHxRJdO7DEpfQpxVl5qBYOBYrJToBn5JDbbVdyxisJaw2N7JdK3BI7Ad2BMwNH5CgeLDniCRGe7QVgpuXW+QLOqCJWDL6GrcvzL328nNwxtP2P4bBY3emmslE+gPxG9H4lYAhfZNb00kaVJIVaBjsV8WTo91ZA4hZARS2zJCtCzOIYDsXqqYYDFngXUOJs8/1nkaTDypMXSFSH1xOdIxyfSJQajHKF2mI4EHZXSESFeLPGEz4FWgYU4IDaC6UiwkBg6NsFNHKRwOdjOU459UiNopA4LiaFtYqSRzEQuxjoISiRG0kgl9djQThUay0zkoKyLstkutxOhQz1WtLTKgqjHgsMdn46q0lUOuxujPOpPEyhDkTyBcOgoyR3pMGMfLvKMAUlXCw60LLMK9g4cYGvnEi72A2JTpT49wGPfVOzWBznXEyQmpaVjuibixTd6nHfzCD+61WUwFzMT5bhxtp+7zVHOUQmuFhjrk2iX+6d2ca1IMVGJ6dhjPnbQrsNNjZTnrhMcDgP0fD++NBQbdR7tDrAgJAsJtJQmVpbb5j22ITlytJ/CZMpsWOB4AzpaolKNxQEE7dTlWxObeebFEc1WH43YZyr2qOZg36zHuhSOtUs0Ex93StM9lOBWchxoB8xE0Eo1GsHdjT6ucwzd3RHe0S6tKZ/7p8c5bIvM9hmUsYSOZEA61B8SDLw8j7r3BCa2TNcHOJFIYiNopQZXSg61inT3upx4IMetM+dT9mS2KZ+xhMrycOpxe3guV8cwlouItMsjzRw3OzGiozlfCiw5jnUD6kdHeHghZVPNQwALsWU2imk6miPHz+GVGNaVOky2C3xjxufh3CSlhmRrMYfveDSnhti9d5S8AxsKhsCxTEeCvS3NXJBSvWMHL1o7S6kvotv2uP7IJh5oxAznBNUgA3QP1Qt8bfIZ7Pzhh3j22jrtqMx0J8+36jnuz02gF9ZwTeDgPVxn4htTPNwocaS9kTWFzPakkcAj9X5iXeXKf3F4+a7jeGXLvj0DfHIqR1OljE97XNzv0t8oYk1Irhhz/J4Ss3KIPGVcaWkkHltGZnhgz1qqskqkUwaaHVQsyJk6E92NhJ08eSdT1ueU5TvfGOWcXS7txwKUFsx0C4yXYm55fCPhGp/YSIK2oWC6HHxkjLF1kkO1CtYKpmMPOiXWE5HDcrzeh9s01EOX9pF1DA57tHsbQLaVpB5p/M4g1f48+qhGG4dW4jEXxYSuRyPx6PTcTtMYosYg6/rzhPPZZpJTkc89zQpHmooLhiUQ0FEuY57hb6Y30j8Y0Ndx8CTEBhbSKnd1Qp7TErRSD0dAV/n8zjfWoPwjbAq3UnQ8pBAcVDk+aubYEA4zGJUxWOq2w2xlltg0GTZbKEZFLJZ5Z5r22hlckSMn+04CIcs+guKk/bEWFTqyt+2CROJYp5cmkBm0QJjlv+USdFkEFssAZhmkLLIqp4KhTM2z0oDVEp9m88zvpxh7dkHPnvamWZanwciTFkMo29SNy4muR1e5zPsuiYHZyNASHSLRRViBiAVHuj7ziSQ1MNM1NNKEtmz34HmeIx2PvJsZ+HUU1JKEjuwgrGQu8oi1S2pcVC99IU3o2AgjDDORS6QdYp1FBl2ILXWVEIoIaSUmhRPdHPXeCn8uijHCEIoQay2RcQmMh0tmpPZYQ5Jaw2TUpSHrBKJEixYnOhnt20wsHaMpyD5m0g5KKLqyjXE0Q94ooU55oF5kKOdzoiN4zD2KHGwzI6bxyBHHZWZiwYnyMRpzO9iZeoQa6rFlv9eFbR0eiRvEzX5aqU9i4PowAnGMyzoDxNpQU13my9OYkuIvT2ziiqE8fa7lUEdwq9tCrBNUtMOAKZEaB20dPuNP8NjRKxnrhfU40LI8GMzhr82h25q841NyPRZSwefNYaoLVXYF0E4VdZUgiy4HygnxiQ08P4nIO5pb5op82f8OrvBZH2Wuob6QHLWWT4djbPibcX5ks8J3NPfUSlzv14jXdRiL88Q6R8nNPEhqiUAKTTPJYpNoINEa3fv7cMellRZJLUz3dg9IRUot0hQcB1dmhp2+lMyGBikEHaVJrMElswU43vWxVjAbu4Ta4FkPJRTNRLMQZ/3H7xngziUST0BbZSxgweaZi+FYo0w5zNFJPUIFvuMQa0uoeq6aEooehEZyZKFKqCWzkUcr1RRMgVBZFuKAUr3IQuwjAN+BhSTT33eUxVgInMxtfX62SL6VMB3mcGS2Qo6UoZ46THfyNGKfB/YX+HT7fl7bP85gy5JzDJORw1/PjxO6XZ7b6mOtMox1ikxGPtdPDCAR7Oo45J3Ma60W9/OwSHjmxChbihoDPNZwONDeSuwkbGhYFvIeroTjHZ/HbIh7zOE5fTnyLsxGcJ9JgQq7jpXYXBb40nKwLbgz6LKzvZXNwsWVGXt2lDyfFSkvmO3n/FShLSwkLp9yJjEm5OrOKBVPEiqYjUrcFjzKVQtXcGFv0trXEtxRPootKfrafQjhMRdLvtaq8sjAo2yzO+iGBk8KFmLFAecQYkhxvBsR6szFvR6neGXwKNCwTTrGxWLpOA0CkaMpayQ2waBoiwWUyZiPhp2kI3NYNJFuY2xKYlOUjVgZAnIVI9LbyXc1CAEhFsGIQAinx4ZkZTi4SyDGWZqi5NK1EoGwcgm8ZOX37mmXAdApaSsk0adGr/5+ytOuvU9engYjT1oMqY0IRUgr7UMIB0VmOd1VhkQkpCImxqdrPBqxl7naWuhqTdemKBkTSQfXODRSl7jne99NDZFNiUWIEJKOLiKFoJG6vRWzIbQJiYwxWMIeA+L0PuJ2qolETCQiXOHgGIdWmu39EWpD28YksotjXRIhMRgcK4lFgjIaPy2QWktHdohFiDaKRMR0taaTCiJtaNqQrqgTiIBIRCiR4Js8DT2LchTNtIorBY3UshDPoJXBL6VoFIEIGBIlgtlBklJKu5C5bHaUxjQExfYA0VhMO9UETtY1d8xspL/k0nUMoVYooTinu5a01iWpahaSbK+gVmpZMzWEtJZkxCOyCkcLNvqw9fAWxLqYlhuge+3UN9VPv4HOWEpTZS61Vhsunl3H0GCeBWPpakVHdBnt5FnfKpKsV8wlHkUnGyK3TJzDeNXjWN6QiBRswPmeR22mj8qYYCHxcIRLLYbRmTKJKtJZ08HXLu3UxZeCtoJWmuL23qG2BoUltYqWMkv5lIVQZ0DSoIiNJTJZfNZEQ1OllBwXVwi0sRgMqUjpqJ63ipZERhBrSyxCXHyUtaQ9N/JWmkX99ISAzF4ZA4QiIlQl2spFiixyZTPNVI2+XAx0lX0ZnTQbUMK8JFQZE6SNJZIRylSy2DhKEhtJI81sm8p+L84EFmUtxlhaqUOsHGTsEWpJRylSqzF4JAY62kEjqLqaFzQ3cH51lgmGaKnMXXkglGzGReUNbU8yl3jUEsnFScT6PsujKo/S2TMGScLFDZdCPmE+ySZrZWGklTLkWyZcQyuVuALGXE1xNiApFmgrSCy0leHStExtIcLbKKinkJMCF8OFc8Pk+mI6+QyMJBrWmYTc3DA60DTTLNxgR8NV9UHwPaICeCIDogWVcEVtK+PrUkLjY2y2yt+6sBEJlEddop5nnDCW3OwggyMCJSBShsgomskCaAeVN3R6kf7aNqad1ig5QxihiESCxZDYDqkN8W2BSLTRNiUxHbTNIj0ndNEosAZlumiTIoTEoHrgIhOxEoBYVgCSHlOBg7QChOzBiZWARaIRCDKAosRK1qT3t80MSZavXb637G1bvsSK2NMDkkQ8tWAEe3bRVZ+OwLosT4ORJynWWmLbxgrNVFqgpXLknQws1GybrqihTYoWMamMkJEkl7gYa1igTSjbRLaJIiaRMUTgiSz8cWoVdTlPSAOQSCkJdYFut5Ddl5SGrJGQLZGNMLR1nmY3ixzaFRENOY+2KQKRlZ9ATngoa+iGMbJbQAwYQreFI1wc4zBUd6hrQ2tQ0aZLU8zSaYUEk0PEazTzhTYiLhNIwYa64QI5yEMV6FIjMSH9nWHOa0jafSVariY1klaquKS1hSCMuTN/CEdksRZIBC9zDMfSlHpqaCWahgnpdkPOsy536ylKqoiOCjiAnyTYGOr5jPFpyhp0BzjPSTlm88yFmnYqaaeaHTnFrZMxjDXJ2SJK5Xm8Izk3l3C0nVL0fWJjWNBdVKTYVdLcaR3mIp+uK0FZtroR+1subeGwQJu2rJM0Na8vJ9yX9jEZuuQch7aC83IxCMFDso0RmtQWmO2UeUGpzuOiyHQcZC7YsWF7oLizrmhTR5CxXgiHPscwGCrISSZRpCg8XHa4PhMLMbpkqaeZ/l5pS3E2h/YESSXT3+cDwWYvRiUKr89jKrHEVjOeK1AOHZoqM2ZuKUliYF0AnRMVcqUAk7NEGoYCuDzXRmqNUy5xsOOijGVt4NNfy+E4CW3lsjhcbHNDikYT+9nWBhYYyxkuFdPk8w4NKrSVQ1fDkLSYepGBMUtqBRrJeSPz7Kx3OCT6OSAGONaxeEJwzZCmuRCzvhgjBLTTDByssZpBF0zZIdawkDrkTbZvyauGTnDr3AbMUAbYGomlTxou8ee4vlsmlT4t5dBJ4drqCf5tbg1zfQpBVu9uI+HtlRluaBeRvXO1WEE35fxSh93KR4XgCigaw1a67I4D2nHGZLVUSjlJGLQJ87EmVAJfCjqx5tKgw31dl24hs+FKjcVva15QbnBbWmEmEmgyZmiDDGlhOJYUl6KTdjqK5xab7E1KJEm2iu4qw8VBhFaWR5IcqXHwpMTThh/Np9xUCwkG8qRGExJzYWMHa0zMI4UuqrdLeEd32XF0PZ28z9yaSbRNMRjac4by9Fqi7XWE20SRYkzCiSN1+gtjeIMLOCJ7J3GoWFhoMDDYh3Azd+0VPjVLAASWVSc9K5DeuZ7yRcjV4KV3regBkiWW5TQMyzIAWm3GKleAHsTpmZH0KQYjWWC3s8v3tGTyNBh50qJRJkSLhHnp0BQ5XBMAhlC0iEw7WylYQSpilJPi2QArDCEttE1IbYgkJBYdUideoiKVjYlsC2WzD0WLhK4IaIsiBo2xisi2MFZj0SgR0RUeDZnrXR+R6A4Gi0Qsle9aDwTELSjPuxwp7KWQLyKFQyTa2JkhlC+IhmI6okmk2zTiedZ1R+jqFm0hwICjHSZmGwyIHPXqBLFpo03MUXkQ0xohdiP6iy6eknRswkyrjWqkpKMdjOMSIolFxM1T/aTliMFyQIeQUHYIRUxiHGLTpinrmJ6Tfr2eUFCCZKCNEgmhaZAIyUyUp5VPSVOBryQtGxFEMGUalGyEkimpjWlol6Qu6FRiyrGLtoa2bJJoQVdLurLNQpyjk7qkqWKmLpnwImQloitahKZBiGAmztMMUqZDF1cK5iKF381cYFv5WaSVpCLiRCdgn80x6UDZzfTGC2lCLhXMqRBh27Sly3xaBBHQtZYXeZN8fHaQ7miCIhvYu8cK/MhAi3uSAm0pSY2hpVLGwoSJ0CHuy1Q7UrjUm4p3rHmEP5+5hK4wdEWEjSxTR5u8a1eDu+12Gknm+aRizVVOiwdSl9iHduLQdCVvuGwPjd2aW9MraaU9li9K+ZHSMe5K19FRmV2TIyzluMUriif4u+hCcLJQ3guJ4FVvj2nfWGOiNkBDiV6MmogfqRzl23obofJoJR6l2GN0zTRjLxM88A8DdHrv+kTD8pZnPcT00fUsqEHaqYe28Pb1e/mnB8doeAV8R+Algq506KYWU+vnUAp+0SAQtFONjS2HkgITfkzsSIqpQ6gNB7oV9jYsrWIL33oYLK20y55GmWlX47op1kLNtjGh4kQ3oFaeR+kqAkEjEqiWx0SQ4uazSa4t2zgdD9mFWCVILXCFpJGGHGh7zKDwkwQpBMoaCDXH04BZUnAdNJZYGQgduq6kkUuIjIuxllo34QgBc65BulkbNRJFVwkSBQu2jUoL+MJBx4o75n2O55tUTQY6Qhky3UmY6jpE4w18UUAi6ZoOYTvH0dxuBnqqG4uhnrRY0CGlpEFO5DBWYaxmoTGPEJJ+pdAi65/1dou5uQ5uPqFUOinC8QpwsAxQFu03FsHIMkDhNOdWgpbs3DKgWC7jJBCzlGHl/Vdct0KVpEzCUymWs4shcjZ2Jf9Z5Gkw8iTFWkuqMzVK26bZh9OjEo1N0SbFWoMQEkVIIltLH4uxCmsNxuqllUEqO8tlYzAmGwAAtIiIhUQKd1W6xWKtQfXUOaJHdy6Wv2ihvVS+kGANesAwmZ8jcHPESi3VYXLoAKVgiLzxUKRYq8jn8hwYvp/NuXNp23lC0cjASwUeTB9hIFkexGIzx6StsNEvMS8XsmcVikD6HBdTFGyC1Tp7di1I4xxByUOJECVStI2xBDQTi7GKLgskMtNTzxtNQadIW8+e2cbEwmE+ytGxEaFsI3FJZEguLtISCwS9vUZS0SWVEhVW6FYz1ZMRhpgOijz1JEdEm3nhIY1DahVeaJj05ymiscaQ2hAlXObiIl2TMhVlxHDXpuRTSIQhMS2k8EhtzAw5ZuI8jUTR7kqU1bToUkwssYhwbUxi2izIGmGaMV7/Gu5leHArlhhtFdYqpge7/I52uDAZx2BJULRkg9sr91LODTMiN6BVhaZySbG85nCT8wspTdkkFh1mbZfGyDzvafRxpdIEUtJVmuNpiwPOI4zkt9JHFZMU6WqX624IKOp+dpYMibV0VErT6fDu9gleXt1GN8zcLZURHGv3cV/6KFvyDco6mwxbqeRVv5NwUe4CxiourcTSUYaFQPLO1iQv69+FjQQdnePRZo49D13Ggzc9zo4gITEag+WESfjHG/K8ZngDw3lIjKCWwN/MFWnkD7Ip8hlz+gAXCcSpQSYO05HGjyIcIUmtQqaGCeMyF9TQqkJeBWgMh7oek2GMkt1sgYChKUKOdKvU8wnGZIxjW9bRyudYFNAtNzCOxqBxbIGoDTWvjSezbzQhxImGIDIYOmihcKxDR7SYT/LUREwgUyQCJTSO8qhbSd2E2FgsMaI5JehiWaBNoAI0mnmatJRPM7WoXrC4ro2yTTANtGUDbTTCCjztkaTQLNZAhggExipyokwtDZGmQSw6SCQKTTdISUWLWC8DCT9nmcntpsgIcZrdT0qHyqBEeDWMzWdb7AL5gmBgVBMEFmNOZhlO2i18yajUyWw6RM9AidOBidWgZfX1Z2ZfTpf31LKX/1fqqfXtfZoZefIirH1aa3U20mw2qVQqXHLJleRzo2ANttfdFpsws/BesfsthpObd2Wek69fTD9ZzpR+urIh++BOV/bpxNpMY59d7yCFk9GkvXpK4WYgZ/FZrFnSFZ8ur9OzI1gER9qk2bW9661VhGFEKdeP4zpI6SKESz4doRHNUSwFJLR69YKF+QjHtZT6/CVa11VVFuoLbBzYTtudQKPwRYFmLUHblNKAu2R0J0yO2bk5RqprkblsAPJEQKExSjNukx81RDYLmS+tx9zsAk7OUCg5COEicRFhiaRt2Dp4DrPucSyWih3m0NwhtNsl37fcxip2cFsD7KhuYiqXUeA+edJ5yQKz2T4iWFw8HOGT2phEt5aebfG5LRZXBhSdYRzhZayYadBVNaRwybsD5GUFAG1TQtPAE0Hv/4x9s9bgO2WG2UTRFohFQk1M0TU1BA55WSGgmK2WqSNxyVHCtzkSkdClRmpjhtjAIH04QhJbzbSYom3nyck+irYP13oIBKEIyds8VVFEWUNiFfPOLKGpM8xGxpw+cq6klWgWTIeWrOORQyIwWFIy24QRM8pwLnuWuTjhmDhEYrvkZB9jei0V1yc1FgnsnTpBLu9jK0kPCLgMdYY40D5OfkiCk4GGPGXUtKTlN5DVLllYQYkfV2g02qzrW0c9fwJrDYEsI+YKNGyNwhBLbKeri8zP1xjr20Ccm8eiETiYdgFCj7HRAebtcQACyszN1unPD2JKzd735ZJvD9BuhwwNVQm9FsIKHFy8mRzataQDGaABEKFPt56wvjpKLT/XA0QucduQEFEo+yQ2BAzCuNTC4xSCPpDLCxJjkqU+tbjIsRi0iTFmcUNHu3Te2kXT6ZVjxGL/NktGDmfrkrpKRbJqbDs92Mhk9SZ2p6afBoSc5tzJOVaK0op7772JRqNBX1/fd7n2ycn73vc+vvxnN/G8/ld+17wzyQluFV9kamrq+1qHH0R5mhl5smItpsd+GJsAuvcBy2zyEh70NNLZx52sSs8m7mWmI0tfAWaEuyJdLU3gS0BDuCx+jIsDx/L1bs8yfRGMGKzNylgse/lDXglWeoOPBSNcBB5SZpOxNjHaJFi7SGs6GRNksztkenaJtSmamCjNnlcKD9fNL9XFGp2pl6wmCFwS24DUIPAyAOMZCuWAxLaI0ya6R6Pm+7KBKU4jhJA4jg8uVIY95s1ekqSNMRrHCfD6sqiTsdJoE2cTjujSNyiJ7Als0puA3BKmYvCES1s3iNL60kDtVzMwlWiBI3xcJ49bCCkUXA7ZB4iiGsZq6s5RgsEi4GCtwphsAnF8gx2c5lE7QRpmrFfg9pEf6KcARCrsqeMsjvB6bNeKVdpKytpAh1mEcDIDTx1iTIoRmlg30DZdmsiNTYh772iRXgdQJmTBmaAjixirMnunnpovNA2UyACAtglCuCgR44oAgyK1cY89mCMlxcUhETEh2b0j08QIlQFKshDzmoSUBAQokRLZbO+kpqwhtMBVLqHsEsuQhJCUaAXzl8WpWJANkqiIRtN0FohNO9unxka0RQdHSybkcWLTglFo2gRlMkZPCo+w2MAvQkc30GmCsjGezOMPZ26pse5m7CQC5UfkRnym7B6SpIXF4Mk8Tn+Ai0tbdUh0F6xByhaFAUmD/ZgkA9mODPCLCRRhQk1meYFQ1sgN5QntCZTKmAMpHFQxwim6TNs5VNpFChcpfAoj1ayf2w6pCZG4yMDBHctxzO4jVZ2sbiKPXyriA12zQKJbS88SBB6JaWLNIvsqkL2xZOk77n33S9/lSeAjGw/MEoA52SV2CZCsBAhnWvAIsRqy2NXRPhbLPuVycTIYWvzrzIDjTIHWThWnV+ZT69p7tszI09Hgl+VpMPIk5cCBg/h+M1OHrGQMyAYbIVY2qempTlYzJ1mexdVK9lEsAYYVhlnLq+TlLnty+qn3X8HMrEg/ueyVeVbeQwoXKf2M6ZBuD3QtT7bZcyzrbLPBdHklkwEOg5QujswoYGPSDJqZUwcAR3q4MsB1ujjCIzURqe4sqZwWVUnZ/ZzM6NbJL09+OkRbhSt9pAx6z6OXdMKSkyljievE5GSCRBLbDolu9d6nOYke9vCdAq7I4eCg0US9icyRCkd0sdagbbq0UpTCzYx1AdWjrz0pCYRFkWTMhqcZGS1ipeq1j16qm1h811aiRJy15SIYMXFv4jEoE2esFYsr3bTXP7J2WWSzMBCLNkjQVqFsvNTnAFLALgHqFG0zQ+Pl59IkdLOJTbiZXZIJMTbBonvOmVl/ttaghYcVFmEFSqRYo9A2IbEhoegghUsoWqQ2Qtske59Lq+2erYOwGJmB6cg2UTbO+oCNSEWMsGVGj1U5FnlEIiYRLikJac+eQdoIJVJi20HZCGViXJng0EWTkpoIa1PAwZM5pPBQNkbpDDxKGeAKHyEkqYnQOsw8z4S71D8W+3LWz9s4IvtWUhP1+rWPK3qG5j3VhhQegbA9pkujSHCwOEKSs1neRCQomyKFQeLh2BCLJem1jRQpns0ATyoiYhuje+VbdE/Np5fAaCaaVEe9RcVKRjcbw1aOUdniJvOYOVnsmabYk9HEEzAZpzMmPZ265UzA4+TxKxPnNOcW858BpDzF+gBrWRWV9kxijH2i6v+nkv8wYCRNU371V3+V66+/noMHD1KpVLjmmmv4vd/7PdasWfOE137oQx/iD//wD5mamuKiiy7iz/7sz7jiiiuW0qMo4hd+4Rf453/+Z+I45qUvfSkf/vCHGR0dfdL1bLYaSLmsIz3T5H62cjbXnwww/m9l9T2f6EOWKwDMMqOyckCDnoud9JfAyaK6IRv81Ko6ZzYubg/0uEAEtHq2MMurtjPVeWVZ2Yp8Oe/KSfbkdl1p2wMLy0+/YoLJJmC1NHmsvM4RLq6T7zFfoEyTVEe9gb83MQm3B6yyfK4IsGjaZo5UHyHt2SQU8gWGRiTWuKuZK1ywy8Z7FoNGLoG6pZWtXQYwxuolpm6JOaIHAK3NJmMdYv2MWdE2WfVsnmNIdAetkyX2zHr9AKQ6A1sJbVI3xBN5Yt1Yeg6JCy6Z6kC3MqZGuPhOGV8W0SYhNRmwTEwH6ygc4dFMJjFW9e6fJ+dU0FaR2hB64NeVBXyZp5VMLalUpHBoez5GGIptBzeG1GgiodDCEJMSkXmrpaa79F6y/thEmxjVY8xO/o7O9B2e7ttb/i6cHojLgLIQcqk/reqnwltlbCmEgysCHOGdxFCwxGwuvn/oxd3ofaeadMnA3a5gNBb77bJKJs3OmXQJ2C+WuRqEZOA9+2166ucVapnlh+d0cnLU1dPKaQHBd1Or9C59orJPC0zOtvyzZVK+N7E8NXvTfOADH+Bzn/sce/bsIZ/P86xnPYvf//3fZ8eOHUt5zma+O3r0KO985zv55je/SalU4m1vexsf+MAHcN1/P0jwHwaMdLtd7rvvPn7t136Niy66iIWFBf77f//vXHfdddxzzz1nvO5Tn/oU73nPe/joRz/KlVdeyR//8R/z0pe+lL179zIyMgLAz//8z/OVr3yFT3/601QqFd797nfzute9jttuu+17qKnB2mUwYlcYYi2mPxmx9rtfu5zn+0Pqrb7nmWVpIDj5oz8ZEAmJ7k1Q2aDrcPIAt7ocuSIfLNLEJ4OW7y4nAyl9xrQzlXcy8Dl5olo9iZyO9TK9+zorJil3lcuiMWpp8BdC4noaa8s06iEzMzXoKbyCwGX9hhEmT3RIE40rA4QQ9A8VkA5MTzbQPbbFcVy2bttEOJ+n2c523DU2oVhJKZZyTB5r9ibHgJz0WbvZwzTyNOstlI0wGPIlh+qwIToyREhzacLPrwvohB268wGu9XBwSfIwsFaijg0Rqg5KpLjWIxnp4jke3okNKBEDLr4skJwzyexEEycs45Cp69SAYrQ8DIcdLIpUKFxTJNlaozK7gaTZAw8Iin05WqOzNI7mSW0XQTbRu+sVBAvsjbt0WCARbWLTXrKDSHWINknv3SyD02WWcPF9fa9yevC+up/I04CZ1XE4VgP904Of0/2/yOCtOreK6VhMM2d85pO/y1PAxwrg8X0JaW5PB1jO7h2csWQhwH6v71HyVJtKnvXeNE+yGjfffDPvete7uPzyy1FK8cu//Mu85CUv4dFHH6VYzCL9frf5TmvNtddey9jYGLfffjuTk5O89a1vxfM8fvd3f/dJPun3T/5DG7B+5zvf4YorruDIkSNs2LDhtHmuvPJKLr/8cv78z/8cAGMM69ev52d+5mf4pV/6JRqNBsPDw/zjP/4jr3/96wHYs2cPu3bt4o477uCZz3zmWdVl0YAVnFMmsH8POasVyfdDnkgXu0p3fKY2OR2A+v6135Le+TTD1lm3z+KA/0Ss0ymTyurBfDVwW1ZjrZwcsAaEJJ8vsmvnVuZrDWam2ywCmyCQbN2ykf0HToApELglpPCoDAscKTh2dHoJ0Phunh07N1GfFqQdicAhsg2CSkyp7HLkYA3PCSi6IxRElZGtHmHNoTuviOhgSPHLhv5Rl4n9CWWGcAnQKIobI8IwQs0UcQjwrU9caDGyKcf8AQWJR0pIKhKKYwmOdDEnBuk3VQBqXo3KtpiZY11s18exLnlbJj8KXp/B7CtjMbRFh5asMbLVQc/1MbgwRN5x8KWkk7N0181y/LEGHepIJK7IMb65D+En7H7wIIlp99QP8ZIqcXnFny63+6KsWvVzUvrZ98nvx2p9GWQ8MUf/3ZnTk+0rVqabVX169bOfmfX4Qdwv5cmOhdkzqqfMgPULf3oTz+y79rvmnUtP8B33X79nA9bZ2VlGRka4+eabed7znndW891Xv/pVXvnKVzIxMbHElnz0ox/lve99L7Ozs/j+ya7a/2/kPwwzcjppNBoIIahWq6dNT5KEe++9l/e9731L56SUXHPNNdxxxx0A3HvvvaRpyjXXXLOUZ+fOnWzYsOEJwUgcx8TxMgPSbDaX/v6P8rH+v6iHOMMtlu69tOp5MquU/5uV6Un1WARDp8HUFp4YTC1lPIv6LOWRnAKwrF1RD82ygfFihpUDv8b2bDEGBkr09xeXkgSZYd2Wc1aoD4XOGBlr2La9f8V5h0Q1yA8o8gNZ+WUWYykkbN6S62WcBVGjneYxxRi3YCj1mBiBIE5d+tfHwBwADpKEHE4exPpJwKCQeDJHI/QQYyHWKjwMHhLp5DHWYtYfZ35JzebQigrkhw1GZzYUSgi6sggK9Mb2koohj6Sb5jHloxwvLb8HIV1kmMdf38Jj0QBcElJBKo9OOpepnRZVgZisXa2BRTusJ6FuOKs+KRaB7xPIGfuSZDU7cXYT6NK9eu75T5z3dDU7ta+e3XU/WPLkn+GpfWZjLfos1vmL7MnK+QUgCAKCIPiu1zcaDQAGBgaAs5vv7rjjDi644IJVapuXvvSlvPOd72T37t1ccskl3/W+T4X8+y/xzyBRFPHe976XN7/5zWdErnNzc2itT7H9GB0dXUKaU1NT+L5/CqBZmed08oEPfIBKpbJ0rF+//v/ugX5AxZ7h54nyPNF138+f7EbLcZdPm8d+b0c2qZ0uTZ+a95T76JOOk9JZUfaqdjz9EJlNtidPcpkn1smTTVabFXl7E6jR0Yr7yeW8RnHyMGBNzLL31CKwSnqquNVMglmVd0XtTHhK/AltQrQJe+9uha2PiVc/hxBYa9E99+xF4JSVEaFUSKJaKN1Fmwhj4149FFi1og3MKe3/PfezrBH+L46T+gQGiz77owdgn+ig50G3/Nyn63sr+8mp3/LT8v2Ts+0a7XZ71VxTqVT4wAc+8F3LN8bwcz/3czz72c/m/PPPB85uvpuamjrtnLmY9u8l/25g5JOf/CSlUmnpuPXWW5fS0jTljW98I9ZaPvKRj/y71O9973sfjUZj6Th27Ni/Sz1+EOX/1QD3RADpTHmezAT0RGWfKe8T1XX5n+9D+5yxjNOthM2K+q2YsJbqZU69fmVsiRXlnHLf04KqUye/peuX7rVSfXXmvCvbl56be+byvmjw3PP+WGV8eartw/KzPnl5UoDlrAs9y5nqe732uzzD0/LUyuJXdzZHqVRaNdc0Go1VbP+Z5F3vehePPPII//zP//zUP9D/A/l3U9Ncd911XHnllUv/r127FlgGIkeOHOEb3/jGE+rzhoaGcByH6enpVeenp6cZGxsDYGxsjCRJqNfrq9Diyjynk7OlyZ6W/xxytgP42QISCyilVqkCpZTk83m6YYgxy3EYglyAQBBF0XJhAoqFAlEUo/UyE+IHPq7r0u10WSmFYok0jUmTdIktcV2HIMjT6XRXTWD5QhGjDXHSY1OEwHFc8rk83bC7IlgW5II8QgjCaLkMISWFQpEoitBasei5EAQ5HCnpdtsrnkNQLJZIkoQ0XWZYPNcnCAI6neUIxWApFEo4Ts+zyKac1gPk38EG4vt5j1XqmycJXJ8GGv9B5Amw5KpsvTxP1m7l3e9+N1/+8pe55ZZbWLdu3dL5s5nvxsbGuPvuu1eVtziHPtGc+FTLvxsYKZfLlMvlVecWgcjjjz/ON7/5TQYHB5+wDN/3ufTSS7npppt4zWteA2TU1U033cS73/1uAC699FI8z+Omm27ih37ohwDYu3cvR48e5aqrrvr+P9jT8rR8F1mcMBYWFjh+7PjS//l8nl27dnHo4CHiRGWTkpBs2LAGz3XZf+DA0uglHYeLL76IExNztFptFj2YRkb6GRyssnfffoClMi684DxmZ5vMz7V6dTBUq0U2bszz+ONHezXLPIK2bVtPp9NhcqK+VOcgJ9i5cyuHD8+g0mUmZd36ARzH4dChSRa9NqQUXHjhLo4fn6TbMUveRcMjRarVMo/vP8aSbYeQXHTh+czOtmksxEsGm30Vxdq1Pvv2HQIMQgQIIdm+fSOFglwCIvb/Y+/N4+yoysT955xa7r70viTdnZA9QBIWCQEXFMawKIgMgoOAy4AywIi4IH7VuEfQGRlnRlB/Am644Cg6oDisIhBkCXtIgOxbd6f35a5VdX5/1L23+/aSdIfE7sB58rmf9D31VtV7bt1b5633vO97SjEa+5cJMh05VPXWDOHBBGNGJmlsKsWVV17J7373Ox588EFmz55dtn0i492KFSv4+te/Tnt7eynj9J577iEej7N48eJJ6XMgmTYBrPl8nn/8x39k7dq13HnnnbiuW5q/qqysLEX4nnzyyZx99tklY+Pqq6/m4osv5thjj+W4447jhhtuYHBwkA996EMAJBIJPvKRj3D11VdTWVlJPB7nyiuvZMWKFRPOpNFoDgaRSITGGUM1dIo5/rV1tXjDVtkKh0IYhkFjY0OpTQoJSlFVFStbqCwSiWAaJo2N/hywb4wIhBTE4yGGlxEIBv0FHhsaKodpJbEtEyIh6uqHPCCW5Rf1qq2JllZ/FQjCoSAIqK9PUDQIpPSDfKuqksRi+dKTfjQaxDSkf75hN2EhFfGYhWW6hZRNRSDoLxPf2Fhd8s6AxLKswlSEU+4NgdeFIaJ5naAmlto72WINl19+Obfddhu///3vicVipTEykUgQCoUmNN69853vZPHixVx44YVcf/31tLa28vnPf57LL798SmcDpo0xsnPnTv7whz8AsGzZsrJtDzzwACeddBIAGzdupKOjo7TtvPPOY8+ePXzxi1+ktbWVZcuWcffdd5cF6HznO99BSsk555xTVgRGo5lKwuEw4XB4VHt1dfWY8iODzhSQSIzt3h0pK1BEo2Gi0RHnU4ra2poRsmCaAUKhETcm5VJVlSwN88NzQepqq8qHf6WoSMbHlB15PoBoLEw0NqSbKJyvKFvaX/jBqQcjNkSjOVCoQjzIROQmQzGGsjgeFrnlllv44Ac/COx7vDMMgzvvvJPLLruMFStWEIlEuPjii/nKV74yKV0ONNO6zsh0YnidkYNdvU/z+qY4HTNdKX6793VjGPkr2Jv8cNn9veEMP8bap58pHEwbIpr9QQHuQasz8qvv3MOyyGn7lO12dvFS6C69UB7TyDOi0WgOXfZlAiheuwlfdoxxMkY0mumA4uDEjLye0caIRjNF9PX10dnZWXofCARobGxkx44d5PND6+PU1NRgGEbZ05OUkpaWFtra2kilhjJnkskk0WiUHTt2lJ2rubmZ3p5e+vr6SoN2NBqlpqaGLZu3lMk2NjaSzWbp7OwsyRZ127ljp69bISOnpqYGKaUfjV+o42EYBs3NzbS1tpFO+8sEIAQVFRVEwuGSbsVjt7S00NPdU1b4KRqNUlVdxZYt5brNaJxBIFBeIVIbIZrpxkSnafSqvUNoY0SjmSKy2Szd3d2l96FQiMbGRnp7e8llh9Jc4/E4lmWVyRaNkYH+gbJBPBAIEA6Hy2QBmpqaSKVSZe0CQU1NzVBbwcCora0lk8nQ3dNT8kCEwr5uPT095PJuKUsnkUhgGAbd3b0U02qlIWlubqavv4+BgcHSIm/BYJBgMOAfFyiWLm9ubmZwcLDU7qsiqKquGqVvXV0dNkPGiDZENNMRpSbm9dCekSF0zMgE0TEjmgPF8JiRkT8/Uag+OrLtYMiO1y6FQE3wGLJY4fUAy+6rf2vXrh0lr9FMnIMbM3Lbv/8fh4ffuU/ZXmc3GyN365gRtGdEo5lSioPrvtr+nrJqnPa/p+y+2jWa6Yzn1wnep9xEZN4oaGNEo9FoNJoDzIQmHfTERAltjGg0U4RSqqyUuxACwzBwXbfsRmYYfszFWLKe5+F5Q2FwUkqklDiOU3Yu0zQnLLu38w3XTSAwDL9iqvN30s009S1LM/3RAayTR/+yNZopoqOjo2wBxmIsyfr168vWrGlpacGyLF599dVSm5SSZcuWsWnTprIA1vr6eqqqqnjxxRfLzrVkyRJ2797Nnj17Sm0VFRXMnj2b5557DhhaE2XBggUMDA6wc8fOUoBoOBxm4cKFvPTSS/76NgBCMKulBcMw2Lhx45BuhmTp0qVs3LiR/v7+0nEbGhpIViR5ad1LZYGnS5cuZefOnXR0dCAQKBSVlZW0tLSUdCuycOHCMQvFaTTTieJCeftiIjJvFLQxotFMEcFgsKzaanHJg4qKijKPQDAYxDCMMtliLEUikSjtB345+JGy4Bsv0Wi0zONSHNRHypqWSSgUoqp6aG2o4jkqKytxHGdoEb9AACkl1dXVJQPDLwfv6za8vHQo7Je1H37cYl+i0WhZWyQSGVs37RnRHAL4dYLdfcp5E5B5o6B/2RrNFDHWYpHg1/kYi+bm5lFtNTWjS6uPJ1tRUUFFRcWEZG3bnpRuTc1No9qKi3BN5HyVlZVUVlZOSFajme7oaZrJo40RjUaj0WgOIL4xsm9TQ2lzpIQ2RjQajUajOcAoMQFjZAIybxS0MaLRTBGDg4P09vaW3luWRU1NDe3t7WUxI8lkEsMwykrHSympr6+nq6uLTCZTao/FYoRCIdrb28vOVV9fT39/P4ODg6W2UChERUUFu3btKpOtqakhl8uV6WbbNtXV1aN0q6ioQAhBV1fXKN06OzvLAnHH062hoYG+vr4y3cLhMMlkckzdLMsa+VFqNNMKPU0zebQxotFMEalUqqzyYigUoqamhj179pQN4oFAAMuyRq1NUzRGhmfTgG84jKzoWFtbS19f36hsmoqKilGyiUSCwcHBsvZwOFwyRnK5oVL1xeDa4bKGYZR06+/vL7ULIUb1A6Curo7e3l46O4aMrYrKChKJxCjZZDKpjRHNtEfh4eLsU04HsA6hjRGNZoqorKwsCxItZqHMnTu3LOvFsiyEECxevHjUMZqbm8vqc5imiWEYo2RN06S+vr4s4LVYT2SkrG3bBIPBsjLZRd3mzZs3Yd1aWlompJthGDQ0NJQFvBqGMeZxh2fnaDTTFSXA09M0k0IbIxrNFGEYRskgGM54A24wGBzVNjytd1+ylmWN6VUYS7ao33TVTaOZzkw0gHUiMm8UtDGi0Wg0Gs0BZOLGiC56VkQbIxqNRqPRHED8mJH8PuW8CcSVvFHQxohGM0V0dHSwY8eO0vtQKMSCBQt46aWXygJYm5ubsSyrrOS6YRgceeSRY5aDr6io4KWXXio71xFHHEFbW9uoANaWlhaeeeaZMtn58+czODjIzp07S23hcJj58+ezbt26sgDWlkI5+E2bNpXaTNPkiCOOKJWDH65bMplk/fr1Zec78sgj2b17Nx0dHaW2yspKmpqaePbZZ0fppsvBa6Y/akI1RHSdkSG0MaLRTBGmaZbKnsNQPEYoFCore14M/BwuWwwoDQQCZe2WZSGlLGsDP5PFtu0xzzdSVkqJZVljyobD4bLYDtM0R52vqFswGCwLYJ2MbsV4k5GyY8WxaDTTDYWaYACrnqYpItSE1jnW9PX1kUgkAAMK63JoNPtDcUE8zf6zdu3aqVZBc0ijAJfe3t6yrLEDwbXXXsuN37md2sjR+5TNOF3kQi+MSmF/I6I9IxqNRqPRHEAUHq6aQMyI0jEjRbQxotFoNBrNAURNOGZET0wU0caIRjNFZDKZshLopmmSSCTo6enBdYcqM0ajUaSUZYGqQggqKyvp7+8vCygNh8MEAgG6u7vLzlVZWUkqlSorHR8IBIhGo2Vl5sGvwOo4zoR0i8ViCCHKdJNSUlFRQV9fH/n80NNhOBzGtm16enpek27D42k0mumJQk2guupEZN4o6F+1RjNF9Pf3s3379tL7UChEIpFg586dZdk0LS0tWJbF1q1bS21SSiorK2lraxuVTVNVVVUmC/4g3tXVNSqbJhqNjpJdsGABg4ODZZk+4XCYRCLBjh07yoyfWbNmYRhG2TEMw6CiooK2traybJqGhgYqKipGnS+ZTNLZ2TkqmyYSiYySXbhwoTZGNNMeXWdk8uhftUYzRSQSibIqpcVMkZEl3kOhEFJK5syZU2oTwg+ibmhoKCvxXlzHZrhs8djV1dVlwXrFrJiRssFgEMuyyqqtFnUbWeI9HA4jhBhTt8bGxrJF9YrHHXk+KSU1NTWFAPEh3UYet9g/jWa6o5SHN4GYEaUcnQ5RQBsjGs0UYdv2mCXTh69XM5zhg3WRkamve5MNhUKEQqEJyRqGMW1102imO5MpB6+T1X20MaLRaDQazQFlojEjuuhZEW2MaDQajUZzQFEoNQFDYyIybxC0MaLRTBHd3d1lxY6CwSCzZ89m48aNZUGijY2NmKbJtm3bSm1SShYsWMD27dsZGBgotVdXV5NIJMpKx4NfRr2jo4Ourq5SWzweZ8aMGaNKx8+aNYt0Ok1bW1upLRQKMWvWrFG6zZgxAyllWSCuYRjMnz+fbdu2lWXk1NTUEI/HR+m2YMEC2tvbyzKAEokEDQ0No0rHz549W6/kq5n2eGpidUZcHD0IF9Cfg0YzRXieV5YmW/zbdd2yds/zUEqVtRULJ48lO/xYw+VHnm9vsiPPV/zbcZxRxxBCjDrGWP0bqx/7o5tGM/3Ra9NMFl0OfoLocvCaA4UuB//a0eXgNa+Ng1sO/jv/9iOiwZZ9yjruIMFYly4Hj/aMaDQajUZzgNEBrJNFTrUC4/Gxj30MIQQ33HDDPmX/+7//m1mzZhEMBlm+fDmPP/542fZMJsPll19OVVUV0WiUc845p2w+XKPRaDSaA4VSHp7nTOil8ZmWnpHf/e53PPbYYzQ2Nu5T9le/+hVXX301N910E8uXL+eGG25g5cqVbNiwgdraWgA+8YlPcNddd3H77beTSCS44ooreO9738sjjzxysLui0YxLPp8vq7RqGAahUIhUKlVWWCwYDCKEIJ1Ol9qEEEQiETKZTFlhMdu2sSyrLHAU/JofuVyurDx7sbDZ8ABY8AuZua57UHQzTZNUKlV2vmg0SjabnbBuUk7bZyiNBph4nRG9Ns0Q084Y2blzJ1deeSV//vOfOeOMM/Yp/+///u9ccsklfOhDHwLgpptu4q677uLmm2/ms5/9LL29vfzoRz/itttu4x3veAcAt9xyC4sWLeKxxx7j+OOPP6j90WjGo6enZ1Q5+EWLFrF58+Yxy8G/+uqrpTYpJcuWLWPHjh1jloN/+eWXy861ZMkS2tvbR5WDnz179ijZ8crBL1y4kE2bNo1ZDn54hoxhGCxdupTt27ePWQ5+5PmWLl1KW1vbqHLwLS0to2QXLlxIOBwe+VFqNNOOiaT2Tij99w3CtDJGPM/jwgsv5NOf/jSHH374PuVzuRxPPfUU1157balNSskpp5zCmjVrAHjqqafI5/OccsopJZmFCxfS3NzMmjVrxjVGstls2YAw/Iav0RwIotEoM2fOLL0vrrlSX19flkUSiUSQUpbJFkuujyzxHolEME2zTBb830UymSwrp178e6SsbdsIIcbUraGhoUy3oqdiLN1GlniPRCJYljWmbhUVFWUpu0WPy1i6aTTTHuWhlI4ZmQzTyhi57rrrME2Tf/3Xf52QfEdHB67rUldXV9ZeV1dXqk/Q2tqKbdskk8lRMnuLYF69ejVf/vKXJ9cBjWYSjFcCvaqqakz54rTjcEZ+r/cmG4vFxiznPpasZVljeiCmg24azXRHofDUvuNBvAkYLG8Upmzy9ec//znRaLT0+stf/sJ//Md/cOutt5aerKaSa6+9lt7e3tJruDtdo9FoNJrx8Gv1ePt86QqsQ0yZZ+TMM89k+fLlpfe333477e3tNDc3l9pc1+WTn/wkN9xwA1u2bBl1jOrqagzDGJUZ09bWRn19PeC7vHO5HD09PWVPasNlxiIQCOgVQjUajUazH+iiZ5NlyoyRkW7ZSy+9lHe/+91lMitXruTCCy8sBaeOxLZtjjnmGO677z7e8573AH7cyX333ccVV1wBwDHHHINlWdx3332cc845AGzYsIFt27axYsWKg9AzjWZi9PX1lQVtBgIBZsyYwfbt28syS2pqajBNk927d5fapJTMmjWL1tbWsuyUiooKotHoKE9eS0sLPT099Pb2ltqi0Si1tbVs2rSpTHbGjBlkMhk6Ozv3qVttbS1SyrIpT8MwaGlpYffu3WVZNuPpNmvWLLq6usrismKxGNXV1WzevHmUbvohQTPdURNcm8avOTr1MwHTgWkTM1JVVTVqPtqyLOrr61mwYEGp7eSTT+bss88uGRtXX301F198McceeyzHHXccN9xwA4ODgyUDJpFI8JGPfISrr76ayspK4vE4V155JStWrNCZNJopJZvN0tPTU3ofCoWYMWMGfX19ZcHTiUQCpVSZbDG9dWBgoGwQDwaDhMPhMlmA5uZmUqlUWXtxOnSkbF1d3SjdivEjvb29Zdk0yWQSwzDKZIvGyMDAQFk2TTFGZuT5lFKjdJNSUl1dPUp2b95MjWb6oFATiBnxg1ynzTA8pRxyn8LGjRvLnibPO+889uzZwxe/+EVaW1tZtmwZd999d1lQ63e+8x2klJxzzjlks1lWrlzJ9773valQX6MpUVNTQ01Nzaj28TLJjj766FFtc+fOnbBsU1MTTU1NE5KNRCJjBo8eccQREz7fvHnzJizb3NxcNkW7N1mNZtqjJugZ0dM0JfTaNBOkt7e3EHMi0W41zWshGAyVefs0k+fZZ5+ZahU0hzQK8Ojp6SlLPz8QXHvttVx33Q0YRnTfWqg81dVBvTYNh6BnZKoYcjdrS1bz2shkBnj22aemWg2N5g1Pf3//ATdGfCYTM6IBbYxMmMbGRrZv304sFjsgqcd9fX00NTWxffv2A75q5HTg9dy/13PfQPfvUOb13Dc4cP1TStHf3z+hJUf27/geSuUnIKfrjBTRxsgEGVll8kARj8dflzeNIq/n/r2e+wa6f4cyr+e+wYHp38HxiBTxp4H2jfa0F9ErTmk0Go1Gc0BRfkGzfb72b5pmXyvVH4poY0Sj0Wg0mgOMmuC/yVJcqX7VqlWsXbuWpUuXsnLlStrb2w9CL/5+aGNkiggEAqxatep1W8Dp9dy/13PfQPfvUOb13Dc4lPpXnKaZyGtyDF+pfvHixdx0002Ew2FuvvnmA6b9VKBTezUajUajOUBce+21fPOb1wHGBKQVdXXVvPzyy2Wt4y1HksvlCIfD/OY3vylVHQe4+OKL6enp4fe///1rU34K0Z4RjUaj0WgOEPPnz8f3jEzkOV/R1tZGIpEoe61evXpM6b2tVH+o1yrR2TQajUaj0RwgLrzwQj784Q/jGyN7KwPhT+U88MADoyoNT/9pqAOP9oxoNBqNRnOAME2T//3f/8WPB9mbd8QDBCeddFIpVbn4Gs8YmchK9Ycq2hjRaDQajeYAcsYZZ+B7RcYLUPWncV5+ecOkjjt8pfoixZXqD/VV6LUxcgARQoz5+ta3vjXuPl/60pdGyS9cuLBMJpPJcPnll1NVVUU0GuWcc84ZZRkfbD74wQ+O0vPUU0/d5377yoefDn3L5/Ncc801HHnkkUQiERobG7nooovYtWvXXvc7VK7dZGsS3H777SxcuJBgMMiRRx7JH//4x7LtSim++MUv0tDQQCgU4pRTTuGVV145mF0Yk9WrV/OmN72JWCxGbW0t73nPe9iwYe8391tvvXXUNQsGg2Uy06V/E/l+jeRQuXYAs2bNGvN+efnll48pfyhdOyEETzzxOOPHjvhekfEWk9wbV199NT/84Q/58Y9/zEsvvcRll11WtlL9IYvSHDB2795d9rr55puVEEJt3Lhx3H1WrVqlDj/88LL99uzZUybzsY99TDU1Nan77rtPPfnkk+r4449XJ5xwwsHuThkXX3yxOvXUU8v07Orq2us+v/zlL5Vt2+rmm29WL774orrkkktUMplUbW1tJZnp0Leenh51yimnqF/96ldq/fr1as2aNeq4445TxxxzzF73OxSu3USuwXAeeeQRZRiGuv7669W6devU5z//eWVZlnr++edLMt/85jdVIpFQd9xxh3r22WfVmWeeqWbPnq3S6fTfq1tKKaVWrlypbrnlFvXCCy+oZ555Rp1++umqublZDQwMjLvPLbfcouLxeNk1a21tLZOZLv2byPdrOIfStVNKqfb29rK+3XPPPQpQDzzwwJjyh9K1KwKi8DKHvQwFqPb29v0+7n/+53+q5uZmZdu2Ou6449Rjjz12ALWeGrQxchA566yz1Dve8Y69yqxatUotXbp03O09PT3Ksix1++23l9peeuklBag1a9YcKFX3ycUXX6zOOuusSe1z3HHHqcsvv7z03nVd1djYqFavXq2Umj59G4vHH39cAWrr1q3jyhwK125f12Ak73vf+9QZZ5xR1rZ8+XL10Y9+VCmllOd5qr6+Xn3rW98qbe/p6VGBQED94he/OAg9mDjt7e0KUH/5y1/GlbnllltUIpEYd/t06t++vl8jOZSvnVJKffzjH1dz5sxRnueNuf1QunZFNm/eXHCNGGWGCMgp0Wc6o6dpDhJtbW3cddddfOQjH9mn7CuvvEJjYyOHHXYYF1xwAdu2bStte+qpp8jn85xyyimltoULF9Lc3MyaNWsOiu7j8eCDD1JbW8uCBQu47LLL6OzsHFc2l8vx1FNPlektpeSUU04p6T2d+jaS3t5ehBAkk8m9yk3nazeRazCSNWvWlMkDrFy5siS/efNmWltby2QSiQTLly+fFtcMoLKycq9yAwMDtLS00NTUxFlnncWLL75Y2jbd+re379dIDuVrl8vl+NnPfsaHP/zhvS5EeihdO/CnospjR/wpm1RqYEr0mc5oY+Qg8eMf/5hYLMZ73/vevcotX76cW2+9lbvvvpsbb7yRzZs385a3vIX+/n4AWltbsW171KD4984rP/XUU/nJT37Cfffdx3XXXcdf/vIXTjvtNFx37FUnJ5IPP136NpJMJsM111zD+9///r0uxjXdr93+1CRobW3d5zUrtk30mH8PPM/jqquu4sQTT+SII44YV27BggXcfPPN/P73v+dnP/sZnudxwgknsGPHDmB69W9f36+RHKrXDuCOO+6gp6eHD37wg+PKHErXbjhdXZ0Mr8h66623EgqFpkyf6YquM7Kf/PznP+ejH/1o6f2f/vQn3vKWt5Te33zzzVxwwQWjAqxGctppp5X+XrJkCcuXL6elpYVf//rXE/KqHAzG6tv5559fen/kkUeyZMkS5syZw4MPPsjJJ588FWruN3u7dvl8nve9730opbjxxhv3epzpeO3eqFx++eW88MILPPzww3uVW7FiRVnWwQknnMCiRYv4/ve/z1e/+tWDreakeCN9v370ox9x2mmn0djYOK7MoXTthlNRUYH/3O97Rz7wgQ9MqT7TFW2M7Cdnnnkmy5cvL72fMWNG6e+//vWvbNiwgV/96leTPm4ymWT+/Pm8+uqrANTX15PL5ejp6Sl7wj6YeeV761uRww47jOrqal599dUxjZGJ5MNPRd9g/P4VDZGtW7dy//33T3qJ8ulw7YazPzUJ6uvr93nNim0NDQ1lMsuWLTuA2k+cK664gjvvvJOHHnqImTNnTmpfy7I46qijyq4ZTK/+FRn5/RrJoXjtALZu3cq9997Lb3/720ntdyhdu0wmRTAY4sEHH8AwJlIm/o2HnqbZT2KxGHPnzi29hrvdfvSjH3HMMcewdOnSSR93YGCAjRs3ln5MxxxzDJZlleWVb9iwgW3bth20vPK99a3Ijh076OzsLPvRD2ci+fBT0TcYu39FQ+SVV17h3nvvpaqqatLHnQ7Xbjj7U5NgxYoVZfIA99xzT0l+9uzZ1NfXl8n09fXxt7/97e9e50ApxRVXXMHvfvc77r//fmbPnj3pY7iuy/PPP1+6ZtOpfyMZ+f0ayaF07YZzyy23UFtbW6jNMXEOpWsXCARQyuNtb3vblOoxrZnqCNrXG729vSocDqsbb7xxzO3veMc71H/+53+W3n/yk59UDz74oNq8ebN65JFH1CmnnKKqq6vL0r4+9rGPqebmZnX//ferJ598Uq1YsUKtWLHioPelSH9/v/rUpz6l1qxZozZv3qzuvfdedfTRR6t58+apTCYzbt9++ctfqkAgoG699Va1bt06demll6pkMlmWjjfVfVNKqVwup84880w1c+ZM9cwzz5SlDmaz2XH7dyhcu31dgwsvvFB99rOfLck/8sgjyjRN9e1vf1u99NJLatWqVWOmhyaTSfX73/9ePffcc+qss86akvTJyy67TCUSCfXggw+WXbNUKlWSGdm/L3/5y+rPf/6z2rhxo3rqqafU+eefr4LBoHrxxRenXf/29f06lK9dEdd1VXNzs7rmmmtGbTuUr51m8mhj5ADz/e9/X4VCIdXT0zPm9paWFrVq1arS+/POO081NDQo27bVjBkz1HnnnadeffXVsn3S6bT6l3/5F1VRUaHC4bA6++yz1e7duw9mN8pIpVLqne98p6qpqVGWZamWlhZ1ySWXjMrxH9k3pfadDz/VfVNqePrd6NfwmgeH4rVTau/X4G1ve5u6+OKLy+R//etfq/nz5yvbttXhhx+u7rrrrrLtnuepL3zhC6qurk4FAgF18sknqw0bNvw9ulLGeNfslltuKcmM7N9VV11V+izq6urU6aefrtauXVt23OnSv319vw7la1fkz3/+swLG1OFQvnaaySOUUhNZWlCj0Wg0Go3moKBjRjQajUaj0Uwp2hjRaDQajUYzpWhjRKPRaDQazZSijRGNRqPRaDRTijZGNBqNRqPRTCnaGNFoNBqNRjOlaGNEo9FoNBrNlKKNEY1Go9FoNFOKNkY0mjcYP/rRj3jnO9950M9z9913s2zZMjzPO+jn0mg0hzbaGNFo3kBkMhm+8IUvsGrVqoN+rlNPPRXLsvj5z39+0M+l0WgObbQxotG8gfjNb35DPB7nxBNP/Luc74Mf/CDf/e53/y7n0mg0hy7aGNFoDkH27NlDfX093/jGN0ptjz76KLZtj1pGfji//OUvefe7313WdtJJJ3HVVVeVtb3nPe/hgx/8YOn9rFmz+NrXvsZFF11ENBqlpaWFP/zhD+zZs4ezzjqLaDTKkiVLePLJJ8uO8+53v5snn3ySjRs37n9nNRrN6x5tjGg0hyA1NTXcfPPNfOlLX+LJJ5+kv7+fCy+8kCuuuIKTTz553P0efvhhjj322P0653e+8x1OPPFEnn76ac444wwuvPBCLrroIj7wgQ+wdu1a5syZw0UXXcTwtTebm5upq6vjr3/9636dU6PRvDHQxohGc4hy+umnc8kll3DBBRfwsY99jEgkwurVq8eV7+npobe3l8bGxv0+30c/+lHmzZvHF7/4Rfr6+njTm97Eueeey/z587nmmmt46aWXaGtrK9uvsbGRrVu37tc5NRrNGwNtjGg0hzDf/va3cRyH22+/nZ///OcEAoFxZdPpNADBYHC/zrVkyZLS33V1dQAceeSRo9ra29vL9guFQqRSqf06p0ajeWOgjRGN5hBm48aN7Nq1C8/z2LJly15lq6qqEELQ3d29z+O6rjuqzbKs0t9CiHHbRqbydnV1UVNTs89zajSaNy7aGNFoDlFyuRwf+MAHOO+88/jqV7/KP//zP4/ySgzHtm0WL17MunXrRm0bObWyadOmA6JjJpNh48aNHHXUUQfkeBqN5vWJNkY0mkOU//f//h+9vb1897vf5ZprrmH+/Pl8+MMf3us+K1eu5OGHHx7V/vvf/57f/va3bNy4ka9//eusW7eOrVu3snPnztek42OPPUYgEGDFihWv6Tgajeb1jTZGNJpDkAcffJAbbriBn/70p8TjcaSU/PSnP+Wvf/0rN95447j7feQjH+GPf/wjvb29Ze1nnHEG119/PYsXL+ahhx7ie9/7Ho8//jg//elPX5Oev/jFL7jgggsIh8Ov6Tgajeb1jVDD8/A0Gs3rnnPPPZejjz6aa6+9FvDrjCxbtowbbrjhgJ6no6ODBQsW8OSTTzJ79uwDemyNRvP6QntGNJo3GN/61reIRqMH/Txbtmzhe9/7njZENBrNPtGeEY3mDc7B8oxoNBrNRNHGiEaj0Wg0milFT9NoNBqNRqOZUrQxotFoNBqNZkrRxohGo9FoNJopRRsjGo1Go9FophRtjGg0Go1Go5lStDGi0Wg0Go1mStHGiEaj0Wg0milFGyMajUaj0WimFG2MaDQajUajmVK0MaLRaDQajWZK0caIRqPRaDSaKUUbIxqNRqPRaKYUbYxoNBqNRqOZUrQxotFoNBqNZkrRxohGo9FoNJopRRsjGs3rDCHEhF4PPvggW7Zs2avMN7/5TQA8z+PWW2/lzDPPpKmpiUgkwhFHHMHXvvY1MpnMFPdYo9Ec6gillJpqJTQazYHjZz/7Wdn7n/zkJ9xzzz389Kc/LWv/h3/4B9LpNLNnz+b9738/p59++qhjHXXUURx++OEMDAwQi8U4/vjjede73kVtbS1r1qzhxz/+MW9961u5//77EUIc1H5pNJrXL+ZUK6DRaA4sH/jAB8reP/bYY9xzzz2j2gG2bNkCwNFHHz3m9iK2bfPII49wwgknlNouueQSZs2axapVq7jvvvs45ZRTDkwHNJrXGa7rcu3nLuSf3v8Zli1bNtXqTEv0NI1Go9kntm2XGSJFzj77bABeeumlv7dKGs0hw803f5Zvf+uXXHHlRejJiLHRxohGoyGVStHR0THq5TjOXvdrbW0FoLq6+u+hpkZzyDE4OMiqVbfwgx98ilde3sHvf//7qVZpWqKNEY1Gw6pVq6ipqRn1evLJJ/e63/XXX088Hue00077O2mq0RxafPvfrqSpuZYPfug0Vq36INdc86/k8/mpVmvaoWNGNBoNl156Keeee+6o9sWLF4+7zze+8Q3uvfdevve975FMJg+idhrNoUlbWxvf/tYv+d87v4kQgg9/5HS++93f8IMffIbLL//OVKs3rdDGiEajYd68eZMKQP3Vr37F5z//eT7ykY9w2WWXHUTNNJpDly996VLe8Y6jectblgBgWSarV1/Kxz7271x00VeIxWJTrOH0QU/TaDSaSXHPPfdw0UUXccYZZ3DTTTdNtToazbRk/fr13Hrr3az+5qVl7e8+80TmL2jim9ddPkWaTU+0MaLRaCbM3/72N84++2yOPfZYfv3rX2Oa2rmq0YzFNdf8Mx/84KksWNBc1i6E4PrrP8YN37mdnTt3TpF20w9tjGg0mgnx0ksvccYZZzBr1izuvPNOQqHQVKuk0UxL/vrXv/LAA0/zhS9ePOb2445bxBlnHM8Xv3jpmNvfiOjHGo1Gw9q1a0dVbgWYM2cOK1asoL+/n5UrV9Ld3c2nP/1p7rrrrjHlNJo3OkopPvXpj/KpT59PXV3luHJf/8YlLDnyQ3ziEy9wxBFH/B01nJ5oY0Sj0fCLX/yCX/ziF6PaL774YlasWEFnZyfbt28H4LOf/ey4chrNG53/+Z//Ycf2PXziE6Oz04Zz2GGNXPrRM/nMZ/6ZP/7xsb+TdtMXvTaNRqPRaDQHiGuvvZbu7nX89/c+sU/Zxx9/ibPf8+VS8cA3MtozotFoNBrNAUQKwPP2LXfwVTlk0MaIRqPRaDQHEqVgH0spAOC6B1+XQwRtjGg0Go1GcyBRyn9NRE4DaGNEo9FoNJoDi1ITmqZBTUDmDYI2RjQajUajOZAoJmaMeNozUkQbIxPE8zx27dpFLBZDCDHV6mg0Go1mP1FK0d/fT2NjI1IehDBS5emYkUmijZEJsmvXLpqamqZaDY1Go9EcILZv387MmTMP/IEnOk0zEZk3CNoYmSBDqytKQHtGNPtPMBhiwYIFU63GIc2zzz4z1SpoDmkU4B28VXOVQkwgHkSgjZEi2hiZIENTMwJtjGheC0IIDMOgs7OzbKGsUCjEvHnz2LBhA9lsttTe1NSEaZps3ry51GYYBocffjibN2+mv7+/1F5XV0cymWTDhg1l51y8eDHt7e10dHSU2pLJJM3NzTz33HNlsnPnziWVSrFr165SWzgcZu7cuaxfv55cLldqb25uRkrJli1bSm2mabJ48eIJ63b44YfT2tpKZ2dnqa2iooKZM2fy/PPPl8nOmzevsCaO/g1qXjsHb8p9op4RHTNSZFrXXPnmN7+JEIKrrrpqr3K33347CxcuJBgMcuSRR/LHP/6xbLtSii9+8Ys0NDQQCoU45ZRTeOWVVw6i5hrNvjEMg0AgUHpZlgWAbdtl7VJKpJRlbbZtA2BZVlm7YRgIIcraAoFAyQAa3lZccXcispPRrShrmuaEdRspuzfdNJppj6fAcff90jEjJaatZ+SJJ57g+9//PkuWLNmr3KOPPsr73/9+Vq9ezbve9S5uu+023vOe97B27drS4kPXX3893/3ud/nxj3/M7Nmz+cIXvsDKlStZt24dwWDw79EdjWYUyWSSZDI5qn327Nljyo81tTPefPdYsnV1ddTV1U1INhQKUVFRMar9sMMOm/D5xouxeq26aTTTngnHjGjPSJFp6RkZGBjgggsu4Ic//OGYN8Th/Md//Aennnoqn/70p1m0aBFf/epXOfroo/mv//ovwPeK3HDDDXz+85/nrLPOYsmSJfzkJz9h165d3HHHHX+H3mg0Go3mjYXyM2om8tIA09QYufzyyznjjDM45ZRT9im7Zs2aUXIrV65kzZo1AGzevJnW1tYymUQiwfLly0syY5HNZunr6yt7aTQajUazT4p1Rvb10hVYS0y7aZpf/vKXrF27lieeeGJC8q2traPcu3V1daVVEIv/701mLFavXs2Xv/zlyaiu0UyKbDZLKpUqvTdNk1gsRl9fH+6wueRIJIKUsiwYVAhBMplkYGCAfD5fag+FQti2TW9vb9m5kskkmUyGTCZTarNtm0gkQnd3d5lsPB7HcZwJ6yaEYGBgoNQmpSSRSExKt3Q6XRa0GwgECIfDY+pmGMbIj1KjmV54nh8Tsi/2I2Zk586dXHPNNfzpT38ilUoxd+5cbrnlFo499ljAnw1YtWoVP/zhD+np6eHEE0/kxhtvZN68eaVjdHV1ceWVV/K///u/SCk555xz+I//+A+i0eik9TlQTCtjZPv27Xz84x/nnnvumfJYjmuvvZarr7669L6vr0/XGdEcUPr6+ti+fXvpfSgUYtGiRWzfvr1sYG5pacGyrLJsGikly5Yto7W1tcxrV19fT1VVVZkswJIlS+jo6GDPnj2ltoqKCmbPnj1KdsGCBQwODrJjx45SWzgcZuHChWzbtq0sm2bWrFkYhjEq02fp0qXs3r27zIBqaGigoqJi1PmWLl1KR0dHWaZPZWUlLS0to2QXLlxIOBwe+VFqNNOLg1SBtbu7mxNPPJG3v/3t/OlPf6KmpoZXXnmlLJxhIjGSF1xwAbt37+aee+4hn8/zoQ99iEsvvZTbbrttUvocSKaVMfLUU0/R3t7O0UcfXWpzXZeHHnqI//qv/yKbzY56Kqqvr6etra2sra2tjfr6+tL2YltDQ0OZzLJly8bVpRi9r9EcLOLxeFmwavG7PXPmTLxhN7Ki92G4bDGrpGh8FAkGg1iWNSoI1jAMqqqqyp58ihk5I2WL2SzFrJjhujU1NU1Kt+rq6n3qJqWkurq6rOaDbdujjlvUTaOZ/ijEBIyRicgM57rrrqOpqYlbbrml1Db8NzIyRhLgJz/5CXV1ddxxxx2cf/75vPTSS9x999088cQTJW/Kf/7nf3L66afz7W9/m8bGxknpdKCYVsbIySefPKquwIc+9CEWLlzINddcM6Z7dsWKFdx3331l6b/33HMPK1asAPwLVV9fz3333VcyPvr6+vjb3/7GZZdddtD6otHsi/EM3kQiMab8WMHc47lVx5INh8NjehXGki2m2r4W3cYrKPVaddNopj0TXbUXX2ZkTOJ494Y//OEPrFy5knPPPZe//OUvzJgxg3/5l3/hkksuAfYdI3n++eezZs0akslkyRABOOWUU5BS8re//Y2zzz57Pzr82plWAayxWIwjjjii7BWJRKiqqiql6V500UVce+21pX0+/vGPc/fdd/Nv//ZvrF+/ni996Us8+eSTXHHFFQClOiVf+9rX+MMf/sDzzz/PRRddRGNjI+95z3umopsajUajeT3jKX9tmn29XJeBgQESiUTZa/Xq1WMedtOmTaX4jz//+c9cdtll/Ou//is//vGPgYnFSLa2tlJbW1u23TRNKisr9xpHebCZVp6RibBt27ayhY1OOOEEbrvtNj7/+c/zuc99jnnz5nHHHXeUjBeAz3zmMwwODnLppZfS09PDm9/8Zu6+++4pj0vRaDQazesRNbF4EE8RjUbLqh3D+NORnudx7LHH8o1vfAOAo446ihdeeIGbbrqJiy+++DVrPZVMe2PkwQcf3Ot7gHPPPZdzzz133GMIIfjKV77CV77ylQOsnUaz//T09JTFOwWDwVLQ5vAg0YaGBgzDKAsolVIyb948duzYweDgYKm9qqqKRCLBpk2bys41d+5cOjs7y7JT4vE4DQ0No8qzt7S0kE6naW9vH6Xbpk2byjJkxtLNMAzmzp07SrdiXMjIoNR58+axZ88eenp6ynSrr6/n5ZdfHqWbfojQTHsmWfQsHo9P6LANDQ0sXry4rG3RokX8z//8DzCxGMn6+vqy3zaA4zh0dXWV9p8Kpr0xotG8XnFdtyxrpujxy+VyZe2u6yKEGFM2n8+XtTuOg+d5ZW3gB7aNlC0aFSNlPc/bq27DDaViMOtw2WJs18h+OI6DUmpCujmF5dfHktVopj0TzaaZZNGzE088cdTDw8svv0xLSwswsRjJFStW0NPTw1NPPcUxxxwDwP3334/neSxfvnxS+hxIhNK/7gnR19dXCN4z0It0aV4LxRRezf6zdu3aqVZBc0ijAJfe3t4JeyUmyrXXXkvvxr/y39f84z5ln1y3jXd/+rYJx2o88cQTnHDCCXz5y1/mfe97H48//jiXXHIJP/jBD7jgggsAP+Pmm9/8Zllq73PPPVeW2nvaaafR1tbGTTfdVErtPfbYY3Vqr0aj0Wg0rxuKC+XtC3dynpE3velN/O53v+Paa6/lK1/5CrNnz+aGG24oGSIwsRjJn//851xxxRWcfPLJpaJn3/3udyely4FGGyMajUaj0RxIJhwzMvm1ad71rnfxrne9a9ztE4mRrKysnFIvyFhoY0SjmSIcxymLv5BSEgwGyWQyZYXFAoEAQoiyUu5CCEKhENlstqw8u2VZmKZJOp0uO1coFMJxnLLgU9M0sW27rOw7+MGqnueV6WYYBoFAYEzdoDy2Y7K6hcNhcrlcKU5kX7oNz6bTaKYlEzVGdJRECW2MaDRTRHd395jl4Ddt3FQ2uDe3NGNZFq+++mqprVgOfvv27WOWg1+/fn3ZuZYsWUJra+uY5eBHyu6tHPyrr746Zjn4jRs3ltqK5eC3bds2Zjn4kedbunQpra2tY5aDHymry8FrDgkUE07t1fhoY0SjmSIikUhZ6WXT9H+ONbU1ZR6FcDiMlLJMtlhyfWSJ92g0immao0o6FxevG17ivTiHPFK2WCZ+eHtxv7q6ujLdQqHQXnUbXoV1b7olk8nSeYvHFUKMkh2uv0YzbVFqYovg7cc0zesVbYxoNFPEeCXQa2pqxpQfqwbAeOXSx5KNx+NjZg6MJWtZFpFI5DXpVllZeVB002imPQcxZuT1ijZGNBqNRqM5kKiJV2DV+GhjRKPRaDSaA4oOYJ0s2hjRaKaI/v5+Ojs7S+8DgQANDQ3s3LmzLOuluroawzDKSsdLKWlubqa9vb0s4ySZTBKNRsuCTwGam5vp6ekpC3aNRCLU1NSwZcuWMtmGhgay2SxdXV371K2mpgYpZZluhmHQ1NREW1tbWeZMMpkkEomwc+fOUbp1d3eXBbtGo1GqqqrYunVrmWxjY2NZbIlGMy3xJhgzMhGZNwjaGNFopohMJlM24IdCIRoaGujp6SGXHcpYicViWJZFd1c3qrDkeNEY6evrKxkYAoFt24RCobLjAsycOZPBwcGydqUUNTU1o2RrampG6RYOh2loaKC7u5t8bsgYicfjGIZRJls0Rvr6+hjoHyi1BwIBgsHgqPM1NTWVdBPDqhtXVVWNkq2trdXGiObQYCJTMNozUkKXg58guhy85kBRTOFVSo1aa0VKWVbHA/zsFCHEqHYp5ahjHCzZ6aQb6HLwmtfKQS4H/9z/8d8fO3Wfsk++spt3X//HCZeDfz2jPSMazRRRHHBHMl5Rr7HaJ3OMgyU7FefTaKY1B2mhvNcz2hjRaDQajeZA4ilwJmBoTETmDYI2RjSaKUIpVTYNIYQoTYUMn7KQUiKEKCs2NhlZ8OM4xjvfZGTHOh+w3/0Y73x7k9Vopj26HPyk0caIRjNFdHR0jFkOfv1L68csB7/x1Y1lAazLli1j86bNZRkydfV1VFVVse7FdaU2hWLJkiXs3r17zHLwzz77bJleeysHv27dOj+AVQhQipZZLeOWg9+4caMfwFqYfmmorydZkWTdunVl51u6dCm7du6iY1hmUWVFBc0tzWW6CQQLFi7Q5eA1hwBqYoaGNkZKaGNEo5kigsEgVVVVpffFLJFEMlFaNE4gCAQCGIZBZdVQRdNifEUsHsO0hn7G4XB4lCz4xkskEinzPhQrrA7XAfyy9OPpVlFRgTtsafRAIICUsky26C2Jx+ME7ECpPRQKYRjGqPMJIYhEImVelL3pptFMe/TaNJNG/7I1mikiFouVrd1SZMaMGWPKt7S0jGqrra2dsGxlZeWYJdrHkg0EAmNmGUxGt7q6uonrVlU5yoAaT1ajmfZ4CpyJ1BnRMSNFtDGi0WgOKQS+x6g4ZaXRTD8mWA5eT9OU0MaIRqM5ZBBlf2uDRDNN0dM0k0YbIxrNFJFKpejt7S29tyyL6upq9uzZU4oZAb+MupSyrBqplJK6ujp6untIZ4ZKrsdiMUKhEO3t7QCliqZ1dXUMDA4yOOBXRFUoQqEQyWSS3bt3l8lWV1eTy+Xo6+srDfa2bVNVVcWePXv8mJFCzEoykSjpNjy4tq6uju6ubrK58kqywUCA9j3tpTaBoL6+jr7+AVKpTKk9HA6SiMfYNVK3mmosHTeime5M1BjRnpES+let0UwRg4ODJUMA/ADP6upq2tvby7JpbNvGsqwy2eKA39nZWZZNo5TCsixadw+r6CgENTU19Pb0sKejo3QDTFYkSSaTQ7JCAJJ4PO7r1tpakg2FQ1RVVdHe1k4unwf8INVAIIAhZUlWoTAMg/qCbgMDaRBDhctMwyjXDaitq6W3t5/Ozl6EkCjlUVERIx6LjupHIpnUxohm+qMUagLxIMrVxkgR/avWaKaIiooKotFo6X0xC2XOnDllmSW2bSOEYNGiRaOOMbNpZlmGjGmamKbJwkULy+QMQ1JfX091dfWwNr9mx8JFC8vWhAkEAgQCAWKxWJm3A2Du3LmjdANYtHDhqCmT5uZmXzcxTDfD8EvhD5M1pKShoZ6amqEAVsMwSn1WqJJ+gUCg5JUBPVWjmaYoHTMyWbQxotFMEUXDYSTBYHBM+VAoNKotEAiMITm2rGmZZWnA48kKQEoDwxxdYCwQDIySBQiGynVWgB2wR8mNJQtgmRLTDI6SHylbOk6hzonfpg0SzTRDx4xMGr3wg0bzBkAMe01mn9eyfX/k9qnjGOvX+PvqxSs104iiZ2Sfr8kd9ktf+lJpHafia+HCIS9oJpPh8ssvp6qqimg0yjnnnENbW1vZMbZt28YZZ5xBOBymtraWT3/602UxalOF9oxoNG8gJvQcVogdUWoCdRKEAXij3M1F00AVXmIvskUvhxpj/9HIof9F+bG0h0QzbVCgJrDuzETiSkZy+OGHc++995beD/eufuITn+Cuu+7i9ttvJ5FIcMUVV/De976XRx55BADXdTnjjDOor6/n0UcfZffu3Vx00UVYlsU3vvGNSetyINHGiEYzRXR2dpaVXA+FQsyfP5/160eUg29uxjRNNm3aVGozDIMjjjiCLZu3lAWw1tbVUlFRwfr1631vgTAQCBYfvoj29g46OrrxDQKPZEWcpqaZPPfscwhhIqQNGMyd20wqlaZ1dzeeclAqSyhkMW/uHNZveJlcDqQMIIVJ44xKDMNg69bdKJVHeTkM0+DwwxeyadNWUimFIf2pluqaMIl4mPUbXhlarVRIjjhiMe1tA/T1+pk3nnKIxS0aGyt57rnnAQ8hLEAyf/4cQsOnioZN12g004aDGDNimib19fWj2nt7e/nRj37Ebbfdxjve8Q4AbrnlFhYtWsRjjz3G8ccfz//93/+xbt067r33Xurq6li2bBlf/epXueaaa/jSl75UigGbCrQxotFMEYZhlMVrFOM/iiXWh8tJKctki9tt2y5rN00TKSXhUGH9FmEghB8MalkBwuEISjmgPCzLAiAUDiMwSsaIlBLDMAiHw3jKwfMkgYBR0C2EYYAhgwghMU2z0I8gSpkoZSEFgCQQCIECKe2SbkIahEIRigYRwl8Qz7ZtwmH/duR5Drbt+0aKfRPCAHxZhCh4QTSaacokY0aGP1DAUBD5WLzyyis0NjYSDAZZsWIFq1evprm5maeeeop8Ps8pp5xSkl24cCHNzc2sWbOG448/njVr1nDkkUeWVUdeuXIll112GS+++CJHHXXU5Pt6gNDGiEYzRSSTfmrtSGbPnj2m/Pz580e1zZjRCIyefpk3f17pb3+KRFBTk6CmurzEuwLmzZs7QtYgGIiRTIZHPbnNnt1cPjUi/FvInMOGlX4vxHXMmFFPaVJcqcI0Dcyb21SurIDKqiCVlcVpoWLGjGL+vMNKfRua6iki/ePrYFbNdGOinhEPBgYGSCQSZc2rVq3iS1/60ijx5cuXc+utt7JgwQJ2797Nl7/8Zd7ylrfwwgsv0Nraim3bo+4pdXV1tLb6KfKtra2jlmkovi/KTBXaGNFoDlHEGH/v8/ZXDAAtDd6MGOyHH7UQl1FEjViJdLhhMCoeZMRceGG6aK+GwjjBqcN1KwWqColQHkobJJppiFITqyGiPEU0GmXXrl1l7eN5RU477bTS30uWLGH58uW0tLTw61//eswMukMJnU2j0byOGD8bZcRPvTDdMZYBIIQc2zAYs80Y4a0Yfr6R5zTKjj1kBI2l8Rj7F3Twp53MsmJqGs20ojhNM5EX/grXw1/jGSMjSSaTzJ8/n1dffZX6+npyuRw9PT1lMm1tbaUYk/r6+lHZNcX3Y8Wh/D3RnhGNZhxGDpL7etoea1Dd2z65bI7BwcGSnGmaxONxent7cV23dLxoLIoQgv7+gaFzCUlFRYKBgUFyuVzh7IJQOErANstvSMKkoiJJOp0jk8n6BgEQDIYJhQy6u7vx4zFMhJAkEjFcxyOV6sdTLkp5mKZJLBait68PzxMY0kJKg3gsBkLQ19+L6+bxVA4pTRKJCAMDgzgOGDKAFBbhcATDVHT1tKOU48euIKmqqiWXcchm876BoTxs2yAYknR29qKUWzJAKipqCimNFkp5CIreEcqya4qfnfaQaKaEv1PRs4GBATZu3MiFF17IMcccg2VZ3HfffZxzzjkAbNiwgW3btrFixQoAVqxYwde//nXa29tLK37fc889xONxFi9e/Jp0ea1oY0RzyDJRd/xkjYTxalbs7Xx722es8wmgr7+fHdt3lbaHQgES8Tg7d+4im82XgjabmxuwLItt24aeaKSUVFRUsGfPIP19gwUDQ1JT61FVVcmuXSkEEiEkQjgkkwaD/ZK+bgOlPDw8orE0keYqWndlMI0QtmEjhUU8YpJJZcl11JJTabJuH67sJJGYTdcehaGiRGUNQaI4dj9SCtSemeRVPwPuHvJePxUVSTo7MgTdJmLUYBEgU72TcNxiYE+EvJcm5+YBl6pKEzcVxeqqQCDJiTTZWBfBkMuO7T0A2GYUUxrEIhAMWUhho4Tnpw0rp/AZDptWmqZGyf7WQ5ku+msmiBpKGNsrk8zs/dSnPsW73/1uWlpa2LVrF6tWrcIwDN7//veTSCT4yEc+wtVXX01lZSXxeJwrr7ySFStWcPzxxwPwzne+k8WLF3PhhRdy/fXX09rayuc//3kuv/zyCXtjDhbTyhhZvXo1v/3tb1m/fj2hUIgTTjiB6667jgULFux1v9tvv50vfOELbNmyhXnz5nHddddx+umnl7YrpVi1ahU//OEP6enp4cQTT+TGG29k3rx5ezmqZiqYiIEx/Ia+r8FmsoZFmfzwaYm9xCMMxTGMca4xnnyK8vF4jNmHtZTai+XZm5qaCiXefblwOIyUktmzhwI/hSgugFdDVVW8cCpFMBjAtkM0NVcX5CQCgZSCysoEofAg4KGUh2FKlFI0NVcBIKUFQmAHLSw7gGUN4CoHpQIIUYdSivrGJJ7yMEQfpswSDIURKJzGXiwvS0jZQBUgaWxowHXzCHaDtIgHwwjTpaJRgQqgVDFDBqJJSTq4G6VcLBQB20YIh5ZZNYCBLEzxBApVXaU08ZRvgCnksDv/6BiSUdd1kuyvwXsg0XEwhxgKcCZwvSa5Ns2OHTt4//vfT2dnJzU1Nbz5zW/mscceo6amBoDvfOc7SCk555xzyGazrFy5ku9973ul/Q3D4M477+Syyy5jxYoVRCIRLr74Yr7yla9MSo+DgVBq+iTpn3rqqZx//vm86U1vwnEcPve5z/HCCy+wbt06IpHImPs8+uijvPWtb2X16tW8613v4rbbbuO6665j7dq1HHHEEQBcd911rF69mh//+MfMnj2bL3zhCzz//POsW7du3NLbI+nr6ytEPBtMro7l64fhN9z9mbIYa7/9vomPYShMSHZf+5RkR8YjlD9xT2yfwn4j9gmFQixaPHqdmfGRowYjv4ZIeTCqv6EQvzG8YJkQCGEDbmFdGW/YJmNYcTM/dVaKEEJIPJUtTKeogvFjDDuGb7yY0k8hdrwMSuWGHdcsqFbc3yzVG3G9wWF6SKQMAB6ely99Zr5XyEB52VIfQGLIMIa0eO7Zl8m7KVwv49c3UR6ldGFGfs8mX1iqoPzk5PcSgPuaGEMPbZi8VhTg0tvbSzwe36f0ZLj22mvpvue3fPfU5fuUfWpXJ2f/8akpz2SZDkwrY2Qke/bsoba2lr/85S+89a1vHVPmvPPOY3BwkDvvvLPUdvzxx7Ns2TJuuukmlFI0NjbyyU9+kk996lOAXxymrq6OW2+9lfPPP3/M42az2bLCU319fTQ1NfF6M0bGm8I4IE96EzECRmZvlNjbADLOoD+O7PjTNCP38Y/rD/QjzlE2yHl7kR/RB+WNOlcoFGFxYdG78QcVb0j3wkBcMmwK74UQI4wL6Xs3YNTALoSJUqoQp0Eh7sJEYOKpPEo5hZgR4dcQQeJ6OTyVL8gbCCSKYqyHgSGDmIYvm3dTJeOleFyFVzJ0pLAwTT/aP+8MolSuZORI4RspxXMVzwcU5IZiRiwzhiFsXnxuM1mnD8fL4Hk5lPIK5/PwDSav1P/h129fHOxBfm+/q71/F4pCY8scLL0PxH3g72k4TVRfXyfn4Bkj//dbvrtyAsbI7k7O/pM2RmCaTdOMpLe3F4DKyspxZdasWcPVV19d1rZy5UruuOMOADZv3kxra2tZIZhEIsHy5ctZs2bNuMbI6tWr+fKXvzzmttfVOhhjZVOMm90wFmPd5IcN0iNQYrwpjuGDuYdv9FE+iIw54A/TY+SAU4ijEKX9/Cf7oeOONkZ8WaMwveHvN3yQK9+v0E9hlcmX+oqHUnl/n4IR4Bf5shCyMD/rZUs3az++w0B5zlBQJmBI3yvoeoNDXSt4Ghx3YGgKSQpMww92zea6yvpnyjB5d5CikQMgRYCQXcFgtr1gYLiAScCMo5SH46UKbQaWGcE2IqSynXgqjxD+gB+3/TonnalXh3lBJLYZw/HSvn4AWETMagxh0+m8UviAXBAmthkj5wwMXRtAYBOw4qRzHaAc30AWEDATBESEuJllQJjk3UEcL1uoFDtkkBQ9JapkRBb+V96w7wPDjBYAd9xfttqHMSPGyOwZuc9YMsNly8893AAZNhUpRmzzd550sPVI9npPey0enzF0O6hMVNe/h300kXNMW1fA359pa4x4nsdVV13FiSeeWJpuGYvxirgML/JSbBtPZiyuvfbaMiNnyDPCGKmM4w/Ik5MZT3YyhsC+9hliQjeJvRoAY+lQHKD9QX30OUeud1I+8Bdv2CMHkaH9hxsX5V4ITzljyBWDOMsHIP81TL4gK6WJLGSVDDdGPM8pDXjDjREhJFKYhf2sYedw/eqlysHzciXdpDCxzCimESI9oBjsiuDhYQgTy5bUzAjStcMjnmsgoHyDJdvQjjAUwZ31RISNJQyywsWZ24PckYBBRdiwiJkmxALkoh5NKRdTCHKuoiur6JqZhV6LJtegPgQhE/JWgDYrRFVfDwCDjsBVir5EhEw6zwmBDNUBh5wn+Vt/ELcqSrCnnxrLpdryqLAdXhBVKCE4LlKJ4wk2DgZ4sUfQ1yBxd7m8KSZYGM1SHczyWL6eQStAZKCJ3rxga79HxvOQzUFmuwZviXQTtRwcT/DQYDUbDUGmrZ8eJ0fUsAibBqIuRDqQodkLsceIkzK6yak0ChdXOQUvjzf0f8k4cUvXcrjRqIYbLAVjZvj3b9T3cQyjZPh3Swg5puxIQ2Ts447eb0xDWI2YLi29HXa+yQxyYw7gI/Td7+nUiRhG+zmNNsY9aeJ6KhT5fYvtL8qvIbJPMb1qb4lpa4xcfvnlvPDCCzz88MNTcv7xy/GKwhx3ORN5Cprok9L+yk1knyGMfcqVGwjlN9xyHco9BVKawzI5RhsBw49THPSFMDAKRkBRduRAIgpBjHLYsUWhH57KF4IthwYRQ/gGgm9cGMiCfq7KFwyFfOlJ2TcqLKSwsEUIUwQQGLjkUXg4KjP0BM7Q1INAYskwtggh8Y0RhYfCxVFZciqN46VwClMJprSJBuOYMoTAQeUVBgGkMMjLFFLaVOdqSeeyZFWOCEGUioBS1BCiJ5cjg4OQAlsEiXpBOvODpPI5HOkiQy6HWVX0p7txPIXjgSnBVCZNwRDp7jS7HbAkVFUqTClw8i49uaFYOlMI5kRNevsUXSkD14OEpRiUAkt59KQ88qbCdQQqqrBNQT7j8fJgkPaMIiYhpUxMFHsGXLy8SdyS2AmPNIodfS4ZF9y8Im4K0spgZsDl5W6rZNDNTDhs9mwG0nlMBHgejguV0sLGIhl32JOO0OvMJKNyFHwi5GWevMiRJ4eH6xuSwsMl76cpj2GM+Nvy/vetMMXjFb7Txe+aUh5uYRrJK011DftNFL7DEln43rpjyg3/XZW+KyOMp6HfijuGx8cpHdf3pgwZ92VxMxMyAsYYvEcY+sO9ivu+p4xmtMeniDtKbrKUezxHto0hT/m9yHEzkz7nhBnmDN0bE1mL8o3CtDRGrrjiCu68804eeughZs6cuVfZ8Yq4DC/yUmxraGgok1m2bNl+aCcIWFVjunrHehLa15PSyB/PcNmRT1zjyY3ScJxjD/VAlubkh8vIkU9Dwwb8cu+FUZL38IbiCgrHNUWgcBM3MDDLBunijb+4zRR+zIHEwFIBv02ZOMLBwyMn0rjkMbCQSpZkBZKACmIpCyU88uTJigwued9AIICpTAxMLGURwPIjMIQgj0tKpsmLHFLJgo4CQ5lYmISxCEsTSwryniKvPFLKISfyOMLDFQ4eCkMZ2JjERJCIaWIJ37OQ95T/Px4Z5dBnDJIyB/BwCakIMRElYA0QqnSoqMiWBgCTGKYM48zrJaT8eCUlAlSIGgxM+hf04qoUSjmYMkhA1dDb3I5SWXLKwRU2FaKRHi9Pa0s3Dlk/a0ZYJFQdmxM9ZBODuDhIBHFqaHDDbKpVZMQARuHzqlHQYdjsqFSk6EEIgzq3kajnsa1KkREZJCZBFaTFtkkLwW1WnJ7KDjzlECJB0gvjNgheMjpwcQipGHONMHnH45WZKRzlT0/ZhKj2Yjwk8vRWDOApBylMEl6AAAr38EEUirSwyCubKmFQY5mc1JRiWyrAnmyInBcqfB8h68GgA2lnyLjyAMdTZAsNhhCY0i8DkXMVKdfFVarw8iiaJRKBJSSGkHgoMji4uOSEM+q3YiIxMDCEn6GUFXnyMl/6npR+t4XUY0P5t15XODi4ZETK/20IDw/XN5jJ46gsLkVD28VVWfJuBlUwrIr3AN+gcQpTZcPjZ8andJ8Y9aAx3NgfesCQhenIoXMOPSSMvJcMZyw9hnuqRspM9CFr5D2puG2s+9hY5+8Z7Bj3PK+ZsULSxpPTANPMGFFKceWVV/K73/2OBx98cNw1OoazYsUK7rvvPq666qpS2z333FMq8jJ79mzq6+u57777SsZHX18ff/vb37jssssmrWMwEKYyVm4gjfWDGvlDH3lzGL59KFjP3avcvs45fJ/hP9KRLuriE9zIYxvDphmKyIIxIQsBjH6bUTIMFB6OyJeObakAFjam8r0jJgaW8g0BD0Ve5MkXDQZlYWNT8I1gCUlQmhjCl3U8RcrL4+D5WoihYFQpBEFpEDJ9nbKux4DjlIJvA9LAkgJD+K+wBab0e5BxFYP5OFnPwxQCW/rppVL4XoSoJUhYAlMo8p4g4yr6HH9A8xQ4HrjKH6wCJlTagoQNhoCcB1lXFAY2f2DszUXpy1fhKUXCskjGbHZIG0dlyas0Lg4CiS3CGMLCEkHyKgWASQCLoH8uIkhpopSLTZigCuKJOIbM4qostogQdEOYwiCmqsiLLI7MYyoLExOhwiD8m7WJRYVKEDAEFfkE/cJEoTAxMYV/O497MWxhY3omUcPGEoI4UQxlIJQgJoKYQiAFJEUE5SlyIkfQC2IKXybsxZBIooQJGAIpJclMFRmZJkeWgAphCkmEEMKtRgmF4RlEhA0ColSQJU1AhQh6ISIBg6qgYMWx7cxZH2JHTxxXCQyhMKQi50o6sza9eRNPUVi0z78uKVfgKQgaClP4xsigK+jL2TiqcG2Vb9AUDZmwAbakdC1zniLnDh0X/OOY0vc2BQyBqyDtKDLOkPFTzDTOK4VSCltKDAl5z/+e9zt5soXfqYfCwSEv8qTEYMlIccmTVyly3iCuypdNYbpeFsfL4XrZgjGiyjyRYw3IYtjvqfS+cO+Q0iq7RxQL1xmFLCl32GP/WPeSkYycbi3qVfQiDZcZzxgZzxMF/vTnkC5GmdxYf7tenp7BF8Y8z4FATbDOyH44hF63TCtj5PLLL+e2227j97//PbFYrBTTkUgkSnX3L7roImbMmMHq1asB+PjHP87b3vY2/u3f/o0zzjiDX/7ylzz55JP84Ac/APysgauuuoqvfe1rzJs3r5Ta29jYyHve855J67ho8WKS0Zm4Xh63kMoo8OMGDGmVBmg/xsDFwynJGMVAx4K3xH+aKXcdyxHxKHtLhS3ecErbCjeX0vGHbfenIfynB89zSsc1pO8aV6hSVkIxDmK4kQT4UxeFH72jMrheGiEkloxgCrvQ7mdgWEJiChuBIKv6UMrBAMIyTogqPDwy9OGRRWIQJI6JTUYMkPX6EcLEFiFqvEqkkvTLHtL0YmASIobEJE+OXnoBjyhV1HoVeCiyIktK9uMAMS+JpWwGRI60SJMTKYIqSoWXICYE/aToE30ARFScAGFSQDspHJEn5kWJGBZRKel38vSIHvJkCKkotgriAttEBkc4xL0YtXYI2xC4rqIzl6ZHduPhEcDGIUcXHfSKAPXuDDw8+uUAeTJYBIl4EcyCyzkjsjg4BFQAq+C5yeHgCAdbWYSljSklKTdEljxZkSXshagwg9hSEnIryHkOOc/DFhIpJI7yCHshLGEQMkxqgyYhE6L5EB0Zk6znYgpJzDSxDYEtQ3gqSMiURCzf6IjkDLqzBgioCJhUBXwvQ8S0iWQSpF0PyxTIQqZP2LMwpKA6aFIbhLwngCj9uRB9XoagsEhYFgEpcZSNUmBJQcj0vVJWtpJeN0NYWMRsi6aIJG4pvvXU8UgBoZAg7Sr68x59eX9KpyJqYwoYdDzynh/4WhkwqQr4hsbWQZeufAaFImYECBsGOc+jx8ni4hGVAcJSIoAuJ0OX7MDApFpVExIGtvLoU2lyMoulbCL496aMytMqOwFIelVUySA55dItesmSxhF5LBVAYjIg+sh5AxjCwhRB4l4ST7j0sYeU14PnZjCFJA54yi3daywZxpAVKBSOmybvDuJ5LoZMIqSB8txS1dzibx7A9XIo/Iq3UlgYho1SCs/LM5TaLco8H1IaGDJQmnJ1VQ7P8x8khAwjC8PHcENDlBkmYtRU7b4YaYjsK0ZnrPdFPUY3DrU5To6N7RNWa/+YiKGhjZES08oYufHGGwE46aSTytpvueUWPvjBDwKwbdu2suXVTzjhBG677TY+//nP87nPfY558+Zxxx13lAW9fuYzn2FwcJBLL72Unp4e3vzmN3P33XdPuMbIcIQQhIwqMMb2YJRiK4x9B7FNhJHTNUOxG17Z00XxCWF0cGe5Hh4ehmGWtvseCxe/hkPx5lJ8QnMxCQy5YYcZQoaqQhmFehPKIEcKIQzCVCCF/+ztkMMmQKWqL7ifPQxloDyFLSxyIlo6boUbpi+bZUa0igGVBwWGkMQzHkpKbKsGh0oMJPUyQEdPhsPqatieqUOhiJgWlpPHFjBohelzogigJWSzuyPNEdVxWp04Oc+Pk5gdcNjd75IIJch4MQCipkEok2F2hcHLuQpc5T/pNps5tnVnmVkRZttgNY5SVARMBnvSJMIGOcvPdgmZguPiKTZ1QkOlyeM9YeJOgLznoQbzVAQMsoEZ/qAekGRchZk16JWCKpWgOhjANgQK6MhYDLg54maAoPSnCbKuRb+bJW4GmBkxkQJ6sgZ9eYs9rkulGaQubBKU0JOX9GbBUoqqgIkUvoenP+8gEFQGTObGPKKmR3vWZCAnUQoipkFlUBKUviehP69oiQqqAy5Kwe6MQcaRZDyPqoCgKewRkB79jkHalRhSUGFLpATPg/68Iu16NIZgdiRH3hO4noXnQSpnUGnb1IQkYQMGHEHagbgF9UFFVgkChkV+wCVkmFQGDFrCDpUBh5qAScLMsalNUR1TbHOj5JVBQMJbK1t5eFuM/kiYPAITiFowW3VTG8/xqFlHyvGvWYudY1tXhkgswJZ0GA9IWIJqN03GhRnRKD3ZCIaAI+MOOzvyeIEAW7NRXBVFSKjFIyEcIhUx1nX7x6gMS1I9aWJhk635JC4JPE8RcyW9g1kiiWr6VQ5PKQwkkRRkURCFgIziGg4ia9M12EEsFiZv9gNgChsnC3kvTTAQx5QBEJKgjNGfbUdIgcfQtGnxnmAZ4dIDiBR+FV4hJZ50ywN38TAKDxHDDQkhTGxifkwNqjQdVIy1MgpDiRDmsHtR0VshCvqMvo/451Qj3k88kGK8Y4oRD3Ujt+dVloOJ8sCbQDe0Z2SIaWWMTKTkyYMPPjiq7dxzz+Xcc88ddx8hBF/5ylcOWJW5ajWjEGtQeOoo/EAdHJTwEIVtUsmhoEnh4ip3KI2zEP1gqqFL4BWC7YYHzwEIJRDF9L5CmPxYwWkeXmkO0sB3kw8/v6NcemijRs3AYsitmUpniJshsEXpqDKv6O9P01AZo0/5ha5cPAL9HmFD4MSCJT0qDIHZ1Q/xELsRmAVjcaGTYrbq4ZFwDVIIHKVIZx3eo7bwYKae3lgcUwg8oDqf5sKWddzYeQx10TB5T5FxFXP7WqmIS/4iqwmb/oBZ6WT5cOMrPOgtxooHEUBvTvGxhhf50dNNeHWVzAgFkEIQcPKsOvxpfrntKGbGItiG7263O3u5evEL/NfOt9JgGUgglXW56oxnueeBecyKVWNLRXcOzP40nzr5eW782wpaoiYCyCm4aulTKCvEb3YfS9xU5BRE8oN88KsBHv62Q3XQplaY9OfhZGsbL/bEyNbUETLAkor+vCRihXi8t4MV9QFsAwKGiykUrWmTv7ZlWFBl4nj+VEDahZ09XZxYFWJeLEteSTqyJoOOwR1tfZxWmyBkeIQNj5Qr2dAj2Z1yWFLhkXYlA46gLWWyrT/NP9QrjqjuxbYcugdCrN0TIiQkR1T401Mx0yVoKG7f5HD1sXvI5y2yWYvK3ig5J8DazhSHNQjmxAYJ23k8BWvbk8xNSGZGHbKewPEEQeHyP9synLw4QzSexXUk1cE4a9rCbMtkmRMLUxt0qQnkkXj8fqvNO+tz1EVT9GUC1AVCbO8TBE3BkqTD4soe4skMmUGT1p4I5/xHglevfQXCAWqDWaRQJOwO3v/9Fn57VT/xsEQK6MobnPDfc+n8xH3MCFVRYfsey3RPmo99epA/3ZjEjUbxFPTkIDHQzQc+nuZnv5zD7IiHpwQNYpAzzt/Cb39zGL2BOEEJGQ9ONbdQY7XxiHwT8xMGjoL2QY/PHP0kP3xyKRXxOGZhLAz1D/K+xE7+R82hIhQh6yoynse8/B7aCJDyAlSIBCjo6R9k7oDFdmFCMlmIoUqxrCdBOqdYP3MnYaMKU9kE+yMktlWxoeZFktWxkteCnVXE+0NkFneXjIK8myexrZ5MIk+2ck8p9ssdtBkYSFFbXYdj+hlKEpOBnjwNsgEVHxpd7XyQnc5Wqq06cka6YIz407JCFar+Fv4v3ruK90s5wjAYun9NLoBiyMgZXZF5pAz444AvAzkvPalzTRodMzJpppUxciiglKLeiBM0JUGjGK+gcL2hQDhDCoJSYhoCS/jz1C6KjOPhKvCUwpICUwgsQ2IISu15T+Eov8qELMzHG8VVTgsypdwVMfRj81CFRSD9b7c/ly+wpChl7lWlBrhwXhc3bJ6PsE0U/pz1GcZONmcTbA7X+nPpQKY3zccbt3FnfhExO+AH+3kKs6ubf6xr4y65kZAUegABAABJREFUmKBZmC/P5Tg21s5TagYqEsUs9Kci5TDD7qU+1ELAAFcJ2jGpJk3UUYRCJpbh/x6Tnke4IkfNoKQqosh5gv68IGE7VFiCGtskbvqyVTmPmqYBGtockgEPQ0CrIYlU56kNelgh3yVvCAjlXCJzBTP2OMiIS9j06MqaWAGH4AxJQxdU2R6GUPSbCmNOFTP+liYRyWIbitaMRSSXw2iIUB3wiIUEAekx6EpCcywIWMzrz5Gwc/TmbBJOFlVZR8Jqp8HwiBgeA45BS6Cb7qyNiDhETQdLevTkLGql4jOfMHnxezsQFRVE7DwVyUFi89NceOHpPP/htezOh3EVRAyPq/5wInLtCwz87x4yAyb96SCqt49/uv8knv/QUxAMUhtNUT0nxbuPiuKduIKezz7Its4EGcfg7JZtxL59OvKx5/BezYMhqMgOcP2Ny5FPPcmWW/N0pELUhNM0n5DixPefhNi1B57YiNuRJrQxx5L6Ni79ynvp+MwjxGsdzCqJeWQDXzl+IfSl6L/+cXbuSZD3JHXs5B/+ejryT38DL4pyXBJehsOXJPnInON5+bInMYVHY2Mf4Q8sZumseiCI+P2DVK7vpqZrkLf9+CTE1s24/7cRGZSIaJBgW5r8+hSE6qmt7idk9lHdNAguGEKhmpo5IrmGUFjiIQgPhFHRGHbEYY4coKbGr38yYORg9mHMirYRkgEcJQibJs1uGmbWMCuSoyk6SM6RBL0UYk49M0JZ+g0IG/73tDYyQNjOUpd1qCtORbkGMggxSyGCgmAhpiTouMSMHA3SIBYW9DuCgbzEFAoDSMgwSdvCEBAMuNQ6OTJWGJRBTnn0S4O4BWEBYVFB0q3CxsSTLpWxPDtkDREZQgoTV2VReZuZQYN2agioAApFt+riMBOeS3mEqhMEVRSJIN3r8Ca3hp1OACmTOMKfzk3sznPkDMkWFSUkTf8ekc2yIlvNy+E4aSNRKAUpMIREFu45Br4BIAHEUOxMKe5rxL21PCdv3xTva6X6x8X3Y9ZO8uWLx87kD74VoGNGJoc2RvaDxohJ0oKY6X+hB11B1hN0ZyWu8gfBmAVBA8KmwvX87X15Sb7wlBs0ISAhZIAp/MC5nCdIu/5ALvAD50wJVsFAcBXk3KGyVZYsGCSimBkAxd+YWQjGDBlDP9K6qOCOzUtZUCFJ43tBcp6gZyCODAWoD1F6gkuaHhu7KjmqLserXjGVWXDCrA5aDuumcReEDQ+lBLWhHG86a5D5L2znD62LSud77/mdiJm1vPoDj4Dh+3uCSOYcn+KoB9PsCCUISF/hRlKEj4rS0pWnMiTIKkl/3mBxVRehuGRzvomY6SEFHBbqJ/zmKubc28egIZBCYckgwfkhFj6bYmdEkbRcAlIRD6Qw3r6I+ev6cGOSkOkQM4PE872YC6tp2ZinOpDFlIqMDeroxcx57En63CCG4RLqixKhD3FEC7MeyhEJQthycJREvnMZSJv529oJBB36ekPEjX5UZSV1yU1k01ESdpasZ1B5UpzjHt5Jl4wSCuYwDEWkN4wMuTz1XY98IMZhsUGiFVnseomoTpK+5naqIjPIpywUUBNOk191O+meEMGZIWLRHHKPwgjneeK9jxCtDmObeWLJDNbhNdBQSW7VbzDMSiqCWQZzFnZCsufDfyA5z8SaFUPWRlF9GZzrf0vrOhNiNQQNh3Awi6ivQPzmHli2CKJBDE9hbs8w2BFnw7l/pa7Zxoy5GJVBCNrIBx6DmTMIJFzifVnSeZNgWNJ/xW9InDUbArY/cAxkUA+tY/B7z1IRrsGyXMyIgr4U8p5H8d7yZkQ8jFWfJZTPk/7sbwgvDWM210DIgkQUM9BB5UAPqrGR2OEGYXcQa27ct1YDETzgsCN6wLDJ94PZ5oFtE11iY/f3EZgbBikI1abw5s1j1pz1hDptMo5J0rI4rKID78iTmF/1JMmmLO4g4GZRS5azoPERBvoqCBa+/9UrBNJO0rK2Dykh65g4ThizxqIm4BAMQEh6REyPpJuiqamXw3Y7GAFFIGdiCagKFLLHbIuqoMASEApLjjQyyEglg5ZNyvHw8h7VgRTC8tju1VJhBfzfv+vwtpo02wZaMJUseDJdjqyxmC96eUDVETBMPKUw8xZHJnrJOkm6XYiIILYwqKvMMCPbi7KrcExBznVJBixCtZ30epKwYVIVMDEEhA2X1vYQMxMW3UhMITAEhYcsCsYHQ0YJYBTuV4Kh/0cy0rDYF0W5kgFTej9s6YRhRoss/J92Dq4VoJT/moicxkcbI5PGI25BVcAlYfkVG/sdg5Qj8ZQg5/kDeoWtCBuKqOn6GRmeH6WeK0TqR0w/qj9qehgockqQ9wQDjsQpGCMhQ2EJ36XvKt+zkDFEKUvAlsp/oioYI1lPkHF9I8OS/n4hqRBCkXUlzw5GaRUOh2MQN/2JnpQreMDzF0o7XEDM9MgrwYCM8IhhsJwgUdMPAjSBPdHDeHLHfJK2f3P1FFimwX0PLCIeVERNhSEUrhLseSxAejBP0PSIGP5n5dqQ7Q7jBsOEDD9mAaAlnkK8eRl1a1KEbMh5/gTT7PeaoEyi93okLBeFYO68HtSpb6P2uTV0DoaQKAYdE/HmIzn82bUMDjSTsBxs6VETzuCtOImKn91FzsoSDOZxPMFh71Kok1YQ/79dxAM5TMMjJAVq9mGEz9iDc98gZkCRzWVIRDN4K44n+aPHCQcVQTuPlB7ekrcBBpHk3ZhhcPI5IrNMqKikYm6eng054uEseUfivf8soketJ//j3QQiDkIqQimHF7qTPDgYZ3nIYGFgF1YM8OCBX1bwRFcNb63OEjRdPCXoTIf47dPLMCX8c+027ApBPm/wSvcMbhuAt0QCLAv2gYKOP/by4I4gmwaO5H2zujGli+PZ3P7cHF7udZnXb3BB9Q5krcDtyPDfjyymK+NxVFZwWDSN45hs+22GX2+ZxWXrXiZyXByAXMbgZ9vmsGUgy0WDHjVkwfXwXtjBzb9rIGplWDnbAuHnNT25p4X7WwWfvHcPVe80QEo6/5Lht6/Opy2t+MeWAeor+nEGBU98J826vhqW/3otR74rgzAlmQHBzS8eQfIVeO+83VS+pxYSMegZwIj6Q4s8rBY6XKiM+boctQAQmDOjqKwCmSfcnwMEfOw8rJvvQdQmADDI4yEILo4ReyqLnXUxhUdsZQNeKEK0IotZayMHHIQyUZXVVFw4m9j3HYKFuDAuPRcPh/jG+1FKYGUdEoM28qjZ1D2axykYIhHDZWbVIMEz55O8xcUzBRnXI+tJ5lenaJGKTreacOEBRQYEyxo6GUg1sMUTKCWxHZOqhEnMcNiQt4mYfpxO1lOkQklm22G6UXhK4eCi4javuAFChknINPxsMxXkFTtACElOOUQNE0tK4nUxXhgIEbEM8p7vqck4HjsrgvTLXhYYccIF7+QrKUFbRZbabJj6QpySUXhwMgtGhzHM8JACTKEK3tyip0KVGSRymNFAYftYDPecDBkaqrRtuGNkpHEjC8fMyAkUAXktKFDOvi0q5U7Q6noDoI2RyaIULWGHpsggFTF/3rFvMEhf1iaUDpD1BJZUNARzRK088VCWbN4knTdpTQfJeH7cQ9JyiJgOiWAOgSLrGKQdk968Tc4TmFKRsPLY0sM2XBxPknUN+h0TV/nz+kV3vyVdXCSDeYuUY+Aq3xAJSI+o7Qez9WRsXGwStkltwKU26Ld3ZE2aC3EQDUGHqkCO7pxNR86gKeLHhTSF/Ej+zakAT3VZDDiKowKK5ugAec/gme4Y67o9wpbk2EqHSjtPV87i+xubkQLOmjlIVcQvMNTWVsnVj85jQTzMiYkMlcEMedfg/u7D+NuVGd49M8ic6jZcx6CzL8ylP2nBEQ4fm5WjPpKmN2Pz9b/OZ89921jZMIdTFuzCDHv0vBzg8iuyRMxlnFgjObKmD9t22dheyZffvpZPLKynubqHQKNAbcjw/26bQ99PdvPxBTnqZg0gJOzeFOPTJ79IU7SCy0/ux2wMkchl2Lx7Ft95x9/4cHOUN83cjRGBdc9Wc+3bnyAhQ6w+E+yFFURlNz++dx7P/fp5ZkXncdHi3cRnOaR3Cf71Hc8QEAZff2ceu9lGWAbJXBqrJ8HcuEljKEN0lsKcEQdXsaiqG6jANjyCpgsKenMWc6IeM8M57FqJURsisDODJRULEyEMFLbhIqTCcQ3mR1PMCJqE7Dy27dKTCRIyFUdUGrSEsghLQDgAHixNOuxMm5jSwxAergcpx+JttRkMW4FhIGyFEHlqQ36qJ6T9UdOSqFSet9X2knZMXEdgmR6G45H3BEsqDVxXgGmAaWCYLkclM+wM2JjCw444SBNmRgdJ2DkakgPgmIiwiTSyLKtwqA7ksEMu1FTiNTUhB9PseDHNF9/xKN9cYlC/AtScFkRHJ7/+8CYea89y3ek5AgtiyOowdkc/nz75BWK2wapLg3hHLkJ4Dtkf7uYTb3+GLx1tUdmSwU3naH2lhm//f810/NcLrHo7yGWzkV19PHNrnl//5iUCRoBzmwepjg2SyVp84h1r8YDL5yeYt6Ifrz9Hb5vNP30Djo008CY7T8LKYZsed+2Zy12rX+UDNXUsjg1gCQ+wubbbQKk0p8ahMeQ/wOwIBbmkLcIJoSB1IQgbgqxn8XNnABxYZEmaIgJbwkbP4DfZHA1mjIQhMKUg43isd/sxMTk8FKIiAI4S7BaC7elBTAxqg0EStj8g7k579Dl5wqZBbUiSdiTtGQcbk3pVQ21I0hD0p6ZSjk0oV0PAkFQHIGqCIRW2UNhSIYWfPm0UHpaEUJj46de+oeIXQxOokoFAwVCRQhX+HubdGMPT4f891D40TaNKxwaGHd8/txAwmE/t9xAwIZRAqQkYGtozUkIbI/tBc3SAGU192DP9uhyRnX0keyxER5ycZxA0HBor+wnF81hVEncgTb5fYu1xSTv+R14TTREK5whWewgB+T5BdtAk1h/Ccf2beTKWxg67GEFFflCSzxj0DQRxisZKLI0Z8DCDHsqFdJ9F/6C/3ZIewUCeSDyHNBXV3TYDbdX05kxmx1I0Vvf6KY9dUV7qSxIyYFFlD4nKNIN9Ntt7Ejy+x2RFleLwmXvwXInZVkl3LkjnYJ4jKgaZsWgA5SiMlzzu3u6xMJFgaV0H4VieXNrEzSQJqjyL355CBE1UzmXlpu0kBqMcf+x2CIYwwwLPUcyVu1l6v8Wif7CRyTAq55Lo6OO/q3diVIVwnCRGQtKY7ecrZ4fwXtmOXHwYBKpBShbH2/m36jaCJ83A2ZjHqA5AIMCxkRzHbNyMOOk4GExAKEBV3W6+fuQWhMpBsh4am0FIWo7o4d/+YRfeylOQ22IQCBCr2cGSdD8/fGYL5vJFEJ4JkRBL3+rx//W3Q2UQIkfjJZPYM3fw4dOA5zfCwgXQGofGamK5PP91Xt6/C+ZmQywKuRyhwY0ktjv05U1mRAcx39SCmtEAuTzBx9aScgXzEimCgTyeEjAQ5pWBIAHDwVw2E6qSRNtfoLIvQ08uyKK4QzKZIlAnyGdzZHtj5JSkcnYGIQSV6Qz0RejPgwwrjIY4NNZhtPfRm/enGCtsh2QoQzSSw/EM1vdGOKpCQmM1ZDKEEn14ClIOxKwcRnUQUZvACKXoyQUwhCJalcPNCQzpER2M8OqAQSich8YasEyCyd3kdwnSnqS6YoBgswlSYre6dPZHqfMGEHVxMCShyl30bzKoCUCoReDNOQwA7/BFzPq4zY8feQyxfAmqsg5VU4OqqeF9v8zzPvKQVnhIxMAA0dpd/NvZGTAl3ryTwPanvuxPv4vvfWQ34rlNYCaxsnmOXppj2VsWIh96FHXkMXiFwotLTvRYuu1l1J+fI9cZwKySCNvlP85WUBGG+AwwDIzeft4R38KxD+1ic6+iJmERi2UJVrgsOL6dsx/sQdZux44J0v0W9akA30o7PNDZSFPUZW5sgEQkTYA+3t/dz30dGRIhk7wnqAxIGnZXsGNAsWiuZF4sQ9zKcursXr7/cBWxBBgBA0uCpyQ1A1FyOZcTazLY0iPnSSJmkBf7BpgXqmZWVJC0fA9PQEo25wZ5WyJIpe3QkzfIugbtbh8xwiyOOzSE0gzkLVozQXqUojIgmBl2CRkepvAfgGzpIqXClAoDD9PwvbOm8DAKfxsFT6k0fK+rEAqE/7eUys/CFUPGRilJsCBT1lak5AYpGCyCsoKyxfUmhRAE8gexFDyTqDOijZES03rV3ulEX18fiUSCZcvexENnnkZkWRjRUgOA2tqOuztF16s2jmMQDOaJz3MxqkOI6jj0DOJ2pBh81SOXMZGGIjYzj1FhI+v9tFKvvR+vO09qt8DzBHbII9BkIOM2IhzA60nh9eTJtIKbF5i2R2CGQEYtZDSAcjzcjhS53cofCAIeZhisphCiIgQBGzVnBuLlV6GmFvb0guNAxoFF9ah4EvHsRghYELKhKo43qwEIIB97Gvp9L5B37ByoSCBf2g6ykD4XNPBaan3ZR56GTA4yedSxc1B1lchXWlHhMMJ1YeM2cLuhMwczZ4JtQS4P7a2o4+YjtvWimpsQqRR09sCGdRCJQLgSquKQyaG2tyKWNYJr482eC4aBXL8B0l2oF7cjWmbB7EYI2NDejrd0DqK1G1XdCJEwctt21EOPIo6bB3Yl3qxZhYvcC3ED+coWvHl+arhob0ds2QjJAPR6eEccDqEQoqcblbTwZ8T9OhN4Cnn//VAVgB0DqOOWoerqC9+gFGLTJlTTArAsyOeR69bDYArvxU1wyfsoX8vHBVzk2nU4T21HZT1k1MA4vgVv4SKKzxGirRUMQf6mP2G/fSHuq50YC+vx3nQ0FF3ReZCPPonzwh5QeYy4h/rA2ZDOQSQMrovo2QP5PGJ7B5kHt2FWSoyzT/AX8quuAwxEby/isWdxXt2NszuNNacK46gWVGM9qrYWyAESufZFvBd34PW5mEdWwu52vPPOpjxKIAcDKeRLm8GQqLoa1Ix6wCn0TfqffXsHqrEKVVkB2GW/Sfn8iyAGULEKVMv88mOTA8KUyprv2QNGGrGjFW/JccNkHSCD2N0FdgQxmIKubkh34604FogMk/WAFNzyR0QsiagI+56lqiAqGYGcjZo507+2DzyC89jz7N5QS82SIGa1xGyIgjMIPV046SgyGSa/I0uqw6L7hTZeSdcx47AYs2d2YycVbtcAgbo0W55owAuFGcxZtGcDHNa/AdcR9NfNZm5DJ3bcw+3NInp28+DWJdgV0cIUieKw7EaaT8/T90oFdsTDyUr6Oiwa39HPrjtcdpotJO0sAdOlKrSd0PX/iPrRvfS8HGBPX4SMY9CYeZnai2aQejyNEfQHeGlnEU4K2VDDqw/4n5EQYBsutuUipYdpekipkIb/wCVNhTQVwmDEqzCfY/iuEWEJvw2gWMbBd5n45ykkDpRFpJZ9MQrX3CzKFfYVxSA76MvmSb77moO2au+e//kd3zpu36v2Pt3ZwT89rVftBe0Z2Q88QrMkYv4MvKaZ/gDkKUyzi3hvH54DVgzMubVQnURVVyDaOjCCPYQHurBTOYwAWHMTUJNA1dUgXA8ZbEWE+wk5AyDxB565NZCMQSSE3NON7OonqHrwsh4yLDFnJSEZhXgM4TiY0Q6E2YtKu4iggYwFELNrUbVVqMYZIPOohiQQRnR2QzqNcD28lipAwuI5IAUqGoeIDWQQnR2o2TMRAykYTCHXv4K34lhUMoGqqgbThFwa8PzCEk0NkM9D/4A/YNdVoiorUPE4yjCRqUHY1uVH8DbUoEJBRDoD/d2IHbshUuU/4ebzyEAAdm70XZmNVajqSkT/AGJPB/QPQKIW4r4xp+rrEJu7IGBCRQxVX4cKBpH5LKJjD0QS/sALeHW1yGQEevtR8+cMXdp4HNG1DYxh5buraxD9ndC+CypmQKH4norFIdcLdmhofykgaMOebghGUDXDFmd0HLBM3xABsCzUzEZUVSWccDjF1XGH7QDk8Y5eirG9A7IuYulsvAWNDA3YFIydPObn/xHueBgZsVAz6go37kKchBWGqgRG/QDq3f+AsgspmoXPA8NAVSUAF9E9iBkRyLBZMACGVu5V4TBiZg1y5XJs8sgHnoVQCBUuHIccYKJmNiC2tiNFHizwznsn/kUcbozkIWqj5sxC9PWiZhT75Rs0IFGxWMHISfvyI4wR0hnYsglx7NJ9e7ulRGzdDoHQmJtVTR0IE4RE9A/4+b2eN3qw6+5GWAYiEYJkBIJBGOjzo9GTfuwVlgWWRb7Dw7IczKTESAYhEYHOQZACoyaMiEUwunMYPS6pnE3SylMVyRCoBRE0UBlQjkdNXT+OAKM/RG/exlOCcDBLNDZIuBlkyCKbzmBWChrbM8iAVZrqCMkcxMKEZ4ERC2LnXCRpcF1yOYPqWIaqigHsqEegIYIaHEQEDOIzcpiWi5M3qJwLJEJIM419WBhRn8RbsQzIIp7bSNXanXiuQEgwLRcr6CGkQtr+JZdWweAwAEsiDOEbCkIgLFmKxBemX0wPyywYDdI3UArXj6IRImXhxZDrQ3lDfxsFN4gs/l/4m2F/p3P7+sa8JpQSeO6+84I8b/K1p16vaGNkPzBmxvFmzICoX7SL6krI5TGrB8DDzy5oqserri4NlkIpZGU/ZtDBiNnQUo+qLgy8rovM5RBKYfT5rmRZEYKmBrzKCghHEKaJsAyM3jQy6yCiNtRXoyqTqMpK/2lMSoxsHpV2EEETEmFUbRXEYsgtW+j+/jp+s6GeSy4bQB0xz9d9Ryv//dFW6sOKcz9joFpmIHp6wAmx5zP3UvPVt/r1z4WAbB4iMfjBHxBvOQoV8/tGMIi84w7UiuXQ1w/hEEiJt2Ae4EAuVxiMLbzZs2DhTPAMxK5OsG2U68KyRaj6SkRbv39jsSxUJIw65wzAQG7YAeEI5PKodxyHqoxQ8kiA/1nOWIFo2goZA2XbEAigaqtRiQDkhg2EgQDeu07xdRssvxmoyipUZf1QgxS+m35OE6K1b9iXwABjxOAIeMuO9CfQ+53ylADTRDU1l8mKnl6yP/orq/7YwOqPdsL7Tx86zvf+yA//1MQ/r9yJjBrgKdRDG/jBJ/tYUpHjhJ+e4Ku3ZQvemnX8y3/H+ZdFURYt7cTavhuxaTsv/STDX/fEuPSTeci75DanePgjz/O7LXne0hDkvCtyeCuORXR384NLttGRVvzT/AGqKgRWTw7ni3fytYfqWP3PHcg3Hw7ZPN4zW/jVl1L8dXear6zop/pUD5nNQj7PTV9yaIoqTjt9D96gizug6Hx8kK99+hn+85Ie5LtPRIWCyPsf448/DfNMt8E1/9SGsaAO2drB7l908otXKjl7dh+zL6nxDd22Ln74n0Fihsf5Vzh4bz+h/Nq8792I7a3gumVG5EhEbx/eUcsYN3HUNCDnIQYGIJ9HNTcOPZUPp6ICde5KxENPQ94F08E7eim+IRUtEw1d+Vas/33OP6VSvsewOoF35knIJ9ZDXwZccB2DBW/qwloRp/9vGWTEKIytAq78J6L3PkH68T7slIstXeaeK2HZkWTv3oVRHQYpsWpSyEsuYv4X/peulInj+Z9FzT/WQ9jEyDu+JyeVRRhZOu4cJBiNkxUKO+JhRgVi2TwyX7+LwMIahC2wQi5WyGXLw5U8c6fByjcVDIbeQTqu+j+ue7yCk1ssjpspCEYcpOVhBMEI+tGrwhYFI6NgFJiF/SX+/4bwDQ+zkPJnGoUoWMO/9kIMXVOzkJMjC/sIiTLGuZZG4XjSKBgkQ4aLKnhHvINtjDDBKRg9L1FCm2WTRQFViZKRAaAiYQgFkFELozKIqI6WGSIq5D9BibCFjFqIqnDJEAH8J9NoBMJBRMifdiERwaup9g0eKVDJJMSiiIiNCFmIaHDIOxEIQDSKiscgHkZEAxALQiyMiif8gTmVJlzjcMasLlR/FpHPIRwH1d7L25uzHFmbRbX1IAYGES+8Svamh3g6NYuB/3oc0d0DqTQDf9zBw9/J87N7FpK9awOyqxu5aycDX7iLm348mz98ohW1YSekM3gvbue7Z63ju2e+jHjyJeTuVkRbK7nv/JnL3/Ysd17wImJnG2SyiI4unv/cJs5a/ic6vvU0srUN0dON2LqD1W95ls8cvxb2dIHrwPZW7rt8E/+89HG2fuw+xI4d4LrIhx/ncyc8ze3/0kn2f19CDAwgentRf1jDBUc+Arfdg3zlVQDkiy/x6Hl/4/JlTyIfW1u6jvK+h/nksWt5/sKH/eMCcsMr8Kv7ef+RD+Pe8QSk0+ApxK//zEeXPcGX3/YMcssWwJ8K6P7iQ1y27Ak2fOJp5NZt/jE2beZzK57m12c8XTouAL39DHYGOK1F4LSWz2Eb1WFOn9VHqtXA7XVx+z3S2+GkGWmWze1EdPplx3llOwPrXN46I0JnLkC2U6K2d+G8sIeGukHOnNOFt60br2OAwQ6LlGdwXH2YupCLt7ULuWkL4un1nFiX5uhaQetgiJ6eMN3tYTburuKUJkn/egUbtsG2VrJbc8RsOKY+QsdABHd7L2pzK84zO3hrY4aWWJbURo9sOwx2WGztT3BKU5jelyRiw6vIF9aTerqf5kSOExs8MltdVFsPalsnhqV4Z1OGoO3hPb8dtX4Hqcc6WVaV54TGftytXaXPR7S1kvrTds4/8q8Mfm8t8sFHS9tyX7+D697yDPKZFxB79iB27sL96zo++aa1PHn+o77nrnjNH3mCK496Enn/Gv/7sW0Xff+zld99vIfVb30GsXNXSXbwC3/gqmOe4q4Lnie3rgs6+/HW7+T/vflpbnjbs8i/rPG/G7t30/mnXs48Zyv3PTqH7G6F253F29XLPTdIrjzqSTL3b0d1DuIMKHoHgpx9ZwOf+mol+ZwBQuB2OWxaX8vFSx5j5x0Z3JxESsWudIDTvufw7n/ezOZXKhABExEwePqJGXzoHU/xwNaF9GSC2IbLQNbiq/9ew3WrK3H3ZCEcQARt2tsSfL/9KP6nYy6OJxAWeDnFyzf2ctvLR7FxTQxcP9Pj8ZcbuHegmQ4zRHbQ9IOV+7L0ZiO8fXaASEBhmAoz4mFGwYhKRNRARk1ExEKGLf9+FTYRQQsRNBEhC8J+jR4CJgQLfwct37MYDPqvUOEVCUEwiIr4XjgVDvv3y2gEYjH/Ney9isVQ0bjvjY3FUYk4Kp70vZnxmH9PDYx+kDigKN87MpGXxkcbI/vDyC+yKLgcDYmwDbBN/8dUpJjbhi+DaaICI0rRF2VEISfONMEedh7LKrgfKWw3Ck8Vw5xbpunLmIUnCtP0dbXtwtOEHxyGECjTRJkmwjT8QDPhl4ce/nRpCjACXmF6wY91KU6/IkAZ/hO7kzewDAgaXqH//lSEWfCsKk/5T66Oh5ORmIYkYCr/xmNbYJo4WERCYTxl+J6RvAOpDC/k+9ktBv0DGSY4Dk9022wLbaEvH0I4vufF6xjkZTrY6dq4WfwnIuWR256nNbIZt8eDbM4fiHr6+UNrgB67vCS06suw3ejlib64HzsA0NNH6lWPzsgucntA5HKQTpPdlGF7eDub8yno8wtoib5+HtrRQGdggKd745AqHCPvsEul+UuXh+jq8Q0aANcrfE7KD3bzhh6TVH5YPcpCIJxSwzIDcoUnu5xTcgcLlH8TzHt4eYXnSoRQKFdB3sNxJI7n5xi4SuBlPMhkUKksnhoqjucqSd41yLoSF4HrSFQmh0rlcHOyVAfH8wQq5aEG8ngDHnlP4iiJkxd4jsB1BV6hxJXrCkhloG+QXMog5/rfM88RkPdQOdd3WStf1kt5eH1ZsgMWWU+iEH6abq5Q6ryjm007KslG0nT3xPFaB6CvH7FzF2vWNdHuCrx1OxC72xDdPagBF2UZ/K41ity0eeiip3J02mm6/68HuvsgncPJG/RJiw25NOLVrcO+IYI+w+PP7co3+jJ+TE4/Hk+mBxl4oAPR04PIZsnlTHKRftalAuQzhl8ASEpmxHJsDu5iy6ZKVPb/Z++94y276rr/91q7nnbP7ffOnTt9kpn0SUJIAkhNESPSVESUiCg+PBaaivyEB5Ri90EExIJiAUGUIr2EQAhJIL1NZpJMv3N7O3W3VX5/rHPvzCQBQsmjqN95zeues/baa++z91rf72d9q0J4EAeKqBRyl7ePbhJAIJFVSV+lYKW8xK1LIz1loabqaypBFS+2zqm5GkN/lVKgED4oXAK1MFCEnlkv4CcqEmplqMaEvjPThRLKocKrCGTJvStPQCksEFUPLzoxHyMJYUlBKXIDAoE0RMLg+Rrpg/QdsHEmmR6v8+S6v4f4ZslF1h/vtxBH4iSfj7XPPU2HFRIrffff89wx3zth2lnXlPy/FfzWiEf1/3/I0f+Yab4biqJTvxcZKN3z4FoDACcq4ApVOCZqehnPfO9UsALOFFJoJ6CkOLGITiZj6SUccd/XFtkaWevON5xYfEG4bmpIlu/nS8dH+OmNGjPm/BnE9hbXzXUZjS2nbYkxY2NI3yceqHDT5xTP+P92Y7ZvA6D0i308wSou+rvrCH72MuzoKFZr+t84xku//BXMM6/A5MaBnjDkly8PEKtLEJ6O6e+HOKbyvx/Pn72pCgSYng+ArVbZ884JPlD2EVMrbjcjJGzbxPtvOgvwsI0cW6/DmTt57WdHeC27IPcwhYUoRl5yJv/6gmHAQvtMbLUKxhL93OO45v8bQKx2sfTeyeQ4v/+VUUBh2ic936c/jn95buDurZk708jGMao/V+HzvzuJOL6CjWPwfaKXPZlP/5ZzYDUd9z7swADP/pdNPJsMKGFXnVnHbNvK+27a6PrM9y6YZRAFVAZybtobcpHllHfZuMfypZkBXrS1hVd3TLrsW27ZX2MujfmhPpcng9hHSMvtS4qzt+X4sUFUA2SquGtmmPnM5yefuorpukRrDSXYu6oQ+AgPUArhe9ywWEEDTxrO8ITB4rL/Xj8Hl2yy9NL7goDpRHKso3nSiMEqiy00VsG182U2li2nb13EFNIldvMVty/7PG277s1vS5oGfH2phLJw8Vm9Qo6hx3Szys3LJS4c8BmXCaZtyPOQmxZDljKfjX4H0W1jbRlWmmzfuMRH//IKxPs/g1FlvGNTUK3wlPdfyFPIkXcddOtyZRViwZ/ecB4gYf+xE0vq8ifygctT5I13QyMBbRm8sp8X//7ZvBiLXT2hzq+8+Vn87Zu7yP2HSf99Aas0crzOO64/H1DIm+/HqgKMZcPlHp9++3M5+tOfxg9L4AnkeJXd772YT5Jj/+rzEJaRsaJvMOXDnz4f+/dfIG0myOEB5M4qGx4P//5nP4R516dBxASdnCdUZrj8Vwbd2m9Y7Bk7sfV+zrzE43333Iq6Zj9aVZAB1GXO634aMAX2vCdi+geg2WJDcgdXLz3AxFM8rIjwdoxAHLL7ijqb/+Ym4t9+LvLBg8j90+w83uT6qRqVUFJ54gBs3YioLjHVKbh9SfJjkwmlEeNMMt4a33oEwW/siYKgFkCf5O+BAynWATZML2OYEOAbd9A3COPOscaCr8EGJ2pxreEYA1b666Zel5bdnGSu+X8j/K11gQjfjk7af/y3p/+JpnmUdCKa5kJu++CvY07buX5M7r8fphcx0w3kQAxj/Zhzz153VpRHjrqIggfnsdribR3EXHjOCZ8TeuaA6QX0kWXkgAuXNI/bsz6GWFpCHJ/B7juOzRRytIY99zTs8PCJ6xw8BA8cw6Y5ohq7iJgzzzgJGBU4B8ESpyrFOr3vJzv3uSgDiDkVs3ZxK/wRogyIYE3gFwUEGlCIpcyBA99HTE9DkCEaXcyuc9f7yhuuh8V5GN+M3X260+q0Woj774ahIeyW07D9A4iZGbj2JoRMoH8Ue9H52L4+5LEpSJbh6HHYvhuz63Q37t13g26BCWB8EjMwgFxYgDvuhHO3QjSM2byp954Ow8pxmFqBc8/D9PcjZ2ZhZQ67YQAx08HuPs05Od5/ELIFKNegfxyzYRyxvII4dABz/unI2+7H7tqFHR5BTk3B/FE4PA3nnOeeRRggmi3Mjm295x9yqoNmBhSI+TZ8+U6stcizNmPO3tx7Hw7MyqPHsDbDbhlHfOBLqEVLcM5Iz7eiCwhoa8RnbyDZl1I+L8Q860lQeMjP3gjjA9Bfw5w2CWjkp77B7DUFxgjGL0jgxU9HHjyOvXsKmxaYpRz/h0/DbN9E8UdfQIRuF+9vHcA8Yw8QYN77edJjrlBYdXsKL3km8sAMHJyFtIDBKuaJZ7t7+9BXnBP4xn7Mkx+Pc1aNER+9lmx/F6ME8esvd3MskciFRefTcdcB5q9TjD29S+fLq1AfofI4Z6ZE5pgnnI/44FegFGObKa39lr5fOQM+exNi507sObuxQiIf3I+5YDfyY9dhOgJbaHRDE8Sr2F/6ceThhfVoK3nbbdiJPtJ33oAJ+09Es509CkLBsoXJMVhukF97ENma4uDejUycGRCPWrwNJUiaiIpFz0lEvUxxLKOzGNDeP4P1YzY8qUp44bgT6jNzmOPTaN2HHKhh25rurMDMTBNWFeXnXYB50iUgBfLWW2D6CPpIBrV6771EMORhnnAhJ/uziOlpRHMac/0DyG2TsG3S+Z71V3r8oQLNNvLBg9DqYp5yDuAh5honRYcVvTlagn/+PKbbq04ucE6pQpyaEAROaEiEOOGM6gunkYWeCke6DV3Q8x852VnV83obvsC1rWmC4QSwEcJpR6Q40d/zT7C7nial2UkZnPyRxyyaZuZDH+dt5z3x2/a9c2WBl+y76buOpvn93/99Xve61/GKV7yCt7/97QCkacprXvMaPvjBD5JlGVdeeSXvfve7GRs74VB/9OhRXv7yl3PttddSrVa5+uqr+b3f+z18/z9OP/E/mpHvhlod54/gB4h2E6YXsQstzGqBCCSikiJWV7F9fc40MLuAnVtFLRXOuXu1i2g0sUHgtCztNiwsYxda6BUNIsOLE8TKCnZgwEUCzC/Awip6OcMqi4gSxGrD+ZtUqog0gfklzEIbm2uksgjfQ6wsYQeHegtSsJ6cec0MEQY9tWtvtRbFiYiPb0VaO1OBlM7eu0a980W3C3kLWw4Qyy1Ep4sNfESWYcYGEQsN97uFdM+wncBIPyy1ELPzEEfuHltdsAJRXXF9l1dRSxlemGA7DeTEDKQZrDbBptjDS4hwHjHQ7+5xqQHdJWziITKB7Hah0cY2EmcysRpRKbvd07EZ6C6j7l/G759GJomLjFltIGIBsx1EbRasxR5ZQKTzUGpDtUAWBXQSWGq657LaQczOu+dwaBqmj6KONvGr04ha2dnHV9vIqRloL2OueqabU6VyDzxKxMwCXL+fYiYDA7J9AD9UmNN3u8imxUU4NoPYOEj6mx9ADg2StSPEwSX8gbswe3ZBkiKvu43scMLqYpn8uibJhz7C8IUxigi/myPLK8jOKsUn76CVjjPf6geguq+NfOUHqFwyRj4FVkHa8qh+8namv3YbDI9SqSqCUBE3FwlXP0/n6x2WkgkApDTUQk3xOx8gfMLpqAea6K7Fq3Xwm4vMfKhBURtlaKRDSS0DAjE9h7j9IK3bUxqrFVLls/ktH0LGBuojiHoIkUdxtEuj08dYY5H54zV00sem+xp4fW2k14UnnE/nnhS/pig6kuML/dSPHUfNdhFiEc+730WS3XcETtuInm1TNCJUIlleqjJoZigDTM0hajXE/AL2gWlE2aASSZYFiJkCREY5OAq7JyDJYGYBO73K4pES/cbVPFK5RLUU1nRR0y1K54bYNMKKgmTFo9EusdIqs2Esd9qqJIdcoWfa6KkEMdaHzQ06sWjlUx41BJMlZz7NUre2jYUtEzB12GlHlTOPiiR9hLWrMLt3w5f3Y9s5Isucpu6kDYZoNsAa7M4tJ9pWW9i+ei+iTLg5urSMbhRY1dvTSoHN9alA5KH73ZNDcuVJXT3pMIUvEUHPwfXkMF2vZ57xewBlDbCcDHykdOahtaiZh0XU4Ir4dR/7QnmPdTr4m2++mb/8y7/k3HPPPaX9Va96FZ/61Kf48Ic/TL1e51d+5Vd43vOex9e+9jUAtNZcddVVjI+Pc8MNNzAzM8OLX/xigiDgbW9723d/Q98j/Q8Y+Y5JwkIDER5HGAOtLvrQEmrFULQlscjwZMvZqlcbkKTYI4uo+ZRkwUMIS7nSxZ+eQ6RpTwPQxhxZRs3ndBc9SlohZAs5PYtod5xQPTSDnu+QzgmsFpREhj+7jMhyROQcVM2hBfKpAqMEYZoglUZWZxCzC9jDcxz8vMetS3WuOnOKyoU18D3UVIN/+uwkoYSf+rFZ5HgNfWSF1f0+f3zbMK86b4nRZ1Yg8Em/Ps8td47w8WOS371yjtIeVwtEHW/yBx8Y5fLNiouenyMmB2G5TX7zFMmsonbRICJyuxhTKOZ/d5HRp8bI+QQqsRPiuWHuL2cYOL8fv3PY5U4xFnvFkxFLq4j9xxGLK7DSwnv+pYjmAuK+ecx9U8jBFZBgnnEhUoB9sI2470DPJCZhfAj9tWlYXUAONFz7i66CpTm4/hCi4xi2XW7D47fj5wJ11xxyaAUKgxz1sSNDcN8q9p4jkGuXQ+OMQbCS4t4VvOUOAOLJZ7mIix+6CK5xzrFqpkuwKcY/t0x2TwOv3ETEgnzWcO+BUb48P8mPf/Y6Nj0uQVZD9GrK168f5eblkCeP9DFcSpDCspzEfOnjmi2Ve/iRC4/h1SQrD/ocXDJ89Nj57BnyObuvTX8jY+aGDvc297Kaw2XjPr4cYKZb4s7VYY60czZdG3LZWIcN0y0aHcmHDkvaxXlsqfqMxs436MalrexdHedJcxFn1DpIAUtZxA13bmSmm3GJiNjazQg8S/OozzWfFWBhz5BkKNQILN/45BC3LU3yQw9atlddVtd7m2X2NwzzWZ0fGi2zOylRn8s4+Plbub/tU/WH2V4p6GrBXOrzzn27qQY+5w5ILh5Zpd7XJemWiQOFWUloZX0sdSqYBwV9pYzxZ9ewx6eYna1hl0K6KmAxCznz/vvxLz+L1Y8sE89MuzLvHUV5cRECyexUjXYe0MhDKngOjKx04Po7UItdhC3w8oLa1Wcy954mrSQmUx47wweRz7sMWV5EXXM3yRE43hyk5gm2PbnL9P195LmHWLTkC2UmXn0R4iO30z0GC8tVltKYENjwnDLpYZDHG5i2Rs1r4l11xPggyR0J3UbIzGqVxrHN7Di2xNjoCrJywEm0bs6tv7vIOU8QJB1BUFII0caPutib/o3wp34I21dDtNrYW/bzhy+u84zJTZy1e4WSOoaIZ1AHVvm1Dw3zx1cuUz6rjFpMOXRHg49P1VnNNW+44jjRExuQFVz/Psm1swGbq4KrtgbEVYX0XB4R5xfS818yJwncdWdNl+DsoSREz2QXrLuEOHAmcdoUh38gECc0MGtakzWNy1oeenDAZN0Xb4199z485tE0j8451X5LJ5pvTu12mxe96EX89V//NW95y1vW2xuNBu9973v5wAc+wNOf/nQA/u7v/o4zzjiDm266iUsuuYTPf/7z7N27ly9+8YuMjY2xZ88e3vzmN/Pa176WN73pTYQn+yr+P6T/ASPfBanDDbx2hlUa0yzoHBGkSUxRePSphDhLCLwZRORj2znJAynd1ZBGN3bpkKc6lKtzyKUGALaZkRwo6LZCmt2YfpVSznPi0iyiuozNNMXBNumyZGXV7V4GbIdKZRm53AFfYFs5yUHFylIZrKCapMSdjEjMY60lP5TRzofpCwzTM31svL2J9C3NxYgNscITsHIXVKaWWJwuM9WssaPP5+BSP9Wb5vDLMHWoTiICzh71OXBkkC3pKkXucePURmxZcmsrZvv1s/RvO8bKoYD3799NauBH0zaD5RTPM9y9MMznpoe56PMeP7L7ONGgIV8VfGLvJj4/V+HZto9LZhYJgpRWJ+Ytb78PD8nbLm5R3bDM8pESf/RHc8zbVS6ub+A5m5ao9TU4vlDnL956JzU/4pkTARdsn8UowTcOj/P3U6u8YGIXW8oJw9WE1STmfX97P8pafn5HmcnRFYwR3Dc9zN+/e4U+f4yf2lIwXu3QTMsc75b49PEml0+McfbgCoWO+PpCP5/9t2ViG/HCLYNsq7UojOSLH15hurvEUCx51qRPHCgOro7zj/9WYLG8eGvISJxSL6e005DFPGAwgn2rfdibBXGg6OZVVnKf/hBm0pC854jaLHz6QleDaN/+YSpBwfFumfnMZzAWtAo4nsSsFiGLme/qBkl4oFkh9AwruUeiLDXfR1k41CnRUT6LeYAnBYGUrBaOQQqgUUAtCJhLBT4VpLCsFpJEG0qex0IKkhApYDUXPV8TmE0FnV6m4ZaCWugxm0JharS15EjbkmhDJDymuyBFiUoS0SgkoXRFI490AxINc4kTWsbC0Y4gknX6W1VahcfhrmThwCADoUQ24HjShy/gwB9YCtthsjyyPl5HwZ0fOpNEWc6sTzAYKayF2Szg6K8ptle3O8deI+hquDl/HPI593PBQIUN5S5J0c99rQrH/13QKiyn1evUfY0Ulg99aQ/mmv1cOmKZLPfTygPubET81eoeJqerXDxsqPsKAVy/NM43XnAXzxvZxs5Kymrhs5j7/As+3nt8XrdthG3Lqyw1qtyzOsl7rr+VH+kb4YrxFsoI9rUqfCRrY6aH+I3P1tjTPozNLNffMMY/tfu54s5NbClnjFUSlpOYz8+WCCW8XNxN6bw+TDtj75cqdMOQrzVjBo4bJj3Hhx48NMzFE1UOHYftcoVuI+BAu0p/CCOxx+p0zPC+WdSSxtoNbKkKyr5luV2mpnI8T+N5JzlhmzWXDaeReKScGtY+3G/CWWeMS+t+Uv0aFydge074Fs8zCK/XT8Jadta17K0nZ2JdO3+N8vxU5/XvNzn3vW8fH7L2TJrN5intURQRPdQ38ST65V/+Za666iouu+yyU8DIrbfeSlEUXHbZZettu3fvZvPmzdx4441ccskl3HjjjZxzzjmnmG2uvPJKXv7yl3Pvvfdy/vnnP+rf+f2k/wEj3wWpFQM2wWQW1YZWq0ySB2grCboaIXJkOUVEAtPWdFdDWklMOw/xpKHS9okXc2zqvNpNS9FpRrSSiE4eEHRd5sJgMUV0CmxqSJY8Ou2IVh4ggbgbEi2leJnb1eu2od2IaaYxBnpplzP8ZafiT5s+zSJgNfdoFhEDjQDPtyRZSEd5SGFJUh+vYejmIYnxaBaQGknaCggLTa49ulq6duXTaUdkhU+mJc1CE3o+hfIpVnOyLKCdKVqZpqN8/DRCCosygtZqh6gekXR8QJElPueEiyQiZNTPeqDNkBQ+L4zajNcLsqyEt2BoJhFP6VMUq7Cl0mQ1i1ANSUf5/ESlyUicoKMhmislcuVRNik/ZmGjXaFV1KAN7SLgynKTftMi0WMsrVTRRtDIJM+wCUO1gkZRRXbKtJXPULHC86McKQZY7JZJlUcoLU9XUK8UrOYl5rtltIUnVRfBNElqwywmMV5qWcl9Lvc7NJVgtSgBMcYKUu2RaSf8VguPxSQmyjSZ8VgtJG0Ffb4k8TxXv8hIuhoSDYtZSKpdZeOuEmTKkvuCpBdZk2p3fqewVH1ByUpSDbmB1Bg8JehoyWrh01KSdq7JjHVF1zznvJprS6IMqfJoKYEUgraCrjLkWpNpn652wKWtoF1oPClIlVwXIN1e/1RL2lrSKqBTGDqqwGBJlKWRC5TvgFCuIfIcM+8U7tzMaoQWtJVgKZe9CtiC5cSws7tCR5WY9mJyLfEljJmU0aLFA2II63ko66q0XubNc0+3wlRYo6MDV2wyS3mSXmIuH2ZKuwq4Y7HlWQP72D8zwIPtcRclZOD82jKXsMBnV7cyn8ao0GMg1Pzm4+7lvdds5FhlAEFMYSRDgeZpJufmxQ6LtSraQp9veO7QcexcjU5NsxL4dHvv6wV6kPuSgGbh0+m4nel2b4Ufz3cwESR0VIC1MBwqnub1kStLf5SiGxqTQ1UWtFYThja4c1PlYxGkmaJRGHQhMaspplWQ6z46SjNoXfRT0XX3oI1kOXOKhiKVpFlAqgXtwlUg11pi2pqiLWkUHl3l2nMjSQsfT0mkPJEDfR2E9LQE+iSHzjVticVF8ZySb0OAhzmRJp61IJre5149GyndfwdQzNqpyB4gkr2K4CdrYdasOUn2zXPSfD/I2kcXKWON03LU6/VT2t/4xjfypje96RHP+eAHP8htt93GzTff/LBjs7OzhGFIf3//Ke1jY2Prfimzs7OnAJG142vH/qPof8DId0gCwcxUH/GcIu8Vt1tMIzLtyjp1lU+1W9Dfdar1blpirlumozwS7cLulJGoB7uEocIYSNIqM50yXe2TGeHGyENG8i6+7yIK5tpOMLaVh4cl1R5aS4JAobVHkgdMd8qsFh4SSJRPLY0YKTpIael0A8b9JrcsVjitYphvVgmkJvQNTx+9j6AkWElGWGmWybVkV2WW8VbGxKhkuT1AnCn64pRnXXgEEXvc+7VJFtslcuPxlLEjPO/Vg7CQcOQzIc2lGGUlr//tFoz3c+1bFIn2EAJioXj3taeTvvkzzHS20U4gKXzyTpOX/K9F/v3D2+kSOFu7FVw4ehfVnQF3HjmHuBuzlEWM+S0u+rGD3PaN0zjWqROnMR0l+dGfWuaufxRMxyVaeUBqPLIs57mX7+cjXz2Xoi+i7AXkRrBVzXP+z3b56MejnhZBMN2Fn714L/9+6zk0pE8l81EGxjqSy1/a4V//eRRb+GRasJzDz595L1qU+fuZC2mpGCngTNFkz+sGue0dmn1t52S6mMGPDx3mpqlxDnf6qfkeK7mPJyyDQcH8okbZgENEBMKF706KDklH4MURq7ljnCXfUE86rNqAhTBkufAojKBiCoJOQb0S0ygkuRH0h5pKmnBzyyePY9pKUBjYGhv2zWTUBiOauU9uPAoDSTuj5gmGaj7twjH1gQCWFzPKsWC1cJqWRFn8XFN0C8JayGovmVyqobvSZddwiZayJMox/kgp8mbOcF/MfOaxmlvaSrG62mEgjOn6mplEUvUlJWvoNFLO3yS4s1NiMdU0ihzdVmhhUP0eRzuGQAjahWI1z3jNmffyf244h+Mjy/TnA3hINuWaF+zez4f3nkk5jtAYGnKZ375wiru+eAZ7RZeBwO06Tcvw+69p8+d/OcyDOsUXHg80DH2zfVzxlxv47K+62kHGQFREPPk3NjL4+pwb2x6dyGc+9XiGyvipLfv4VHEJB9s+Gljpal65cy8ze89lMYPceHQDSdGK+cmxQ3zBnMtc5pMZB8DOY5nhapm2qjDfLWMRtDqW523Zy351Fqt5pVeZW/LSZ9+L8AUP3LGN7rwHVrC1b55/vv1y9r/wyzQZolMEVPyCN72rgjl9O8WfzKLmc1QXhsI2f/LaDDvV4YGbN5AmPr5vOfeyBc4TOdZWWbldkiqfs+otzi4W2Lwnod0apnBKFC4ZmUK1EoYfH3HXzWNkuleeoIcqnJmCdW2TBfRJpos1yGKsq0L+0CRha1YZODUARnCiNo0nLF7P0CHWiuBxAnCcUoTvIdTOH8GX5vtMj8pnBKhWq0xPT5/S/s20IseOHeMVr3gFX/jCF4gfGpH5A07fMRg5dOgQX/3qVzly5AjdbpeRkRHOP/98Lr300v9yD+eb0YONKoG0pEaSaUFLSVTPVNoqPGIvpJqUEMLSUZKV3DGdwjgXho6WNIqAUBhyK0m1YCn3yXuRv61AUi58VvMQD0tXeyzlHokW62N0tdMGBMKQGkmiJQuZR6eX+LOtJbU8oJ0H+NKgjGQ4m+EV11zCF19wFyKM8SWUPcWWFw2gbj7O4tIW2sqnoyTHWn388FUHuPmaLehSiXIvN4F3bcGG39rB4jVOEHa1ZKExxuPfcRv3tHYhBipUfUVH+eh3HmG4fC8z6ROR0u1+ktzwuFd/mJuP70KOVvCEJdUSm2akX5vnYGcng/hI4dTrQ6uDjBaKQzgg0So8KmmAaRQc65aY9zxKntMWqGMt7mtMsljyGAg9lAGVGJJDhgfbEuFBxZdoA1435sKjUxzpCCqBjzYw31Ukc5LDXY92YKj67r2m3QB9YIkjne2IQJAbWM4UneWI3Is51lZ0Y1f5uEyJPYemONrdwpRy73MpVcxnNQ60PVbKmoovaSmJL8AU8EtX3cl7PrKbtN7nggakYLBV8NIf3c9ffOki/MAx9sJ6vHTnrXxp324OZqMuz4QF0cz59affzt/e/Hi6fkhDCBYyj3i6w4smlvlIupu8x/09rXj1lrv51+VzaXs+TQWFtlxRbnBgEeYqEZk2+EKQW8trNu7jL6Z34Q9W0NaijSVfTXhmZYUvtyOCwIFMpS0/UV7ic3MDdIZKeIAUkrCV8asT+/nAyrkkvqSjNJnVlFcUp4+k3GCa9Kd1al7EuNW8ZGgvH5w5mxlZ0DYZy3KRJ1LjzpmclWpCXMT4eGTktEWbrOUznyqWzRSJbDkDU3sDDx4eZlo8QEVWMVhS0yCbFyxkMFebpq3cTjRLNWamyXxqmAuXAEkqmuxrDXMFsJRnZDokN4p+G/LkxhK5qdLQKSoJ0Vjuu3eYQbtE2xMsZIZcW+bTNo0lF53WLpxGsJkLphohJVllOYZQQKYh1ZbpJCYqezQKiRAhhREsdwzj3SrzcUDSY9UdDd29GV6kme6WEFgsgqSt6H/T37G3cS6hDImloa08gt++j+1P/wbLU1sIfEWhfOY6Jca/cB837t1NMOp4duhrvBsWqf7Rj7L02q/RyGo08xApLGfumCG8YDsrnyxRLTzCUBOHTarPiXngIyUWVIB6SAIvC+sgw1iB6bXptT7WAZK1iHF37OG89pEiccVJf9eO+yc1rlX7fWgwz8nUeWxdRtZ/97ft1+vzaCN6br31Vubn57ngggvW27TWXHfddbzzne/kc5/7HHmes7q6eop2ZG5ujvFxFwk1Pj7ON77xjVPGnZubWz/2H0WPGoy8//3v58/+7M+45ZZbGBsbY2JiglKpxPLyMgcOHCCOY170ohfx2te+li1btnz7AX+A6cG2EzyFyyVFpi3GOiGy4gkC6RH2isil2tmrVc8w6ktBq5AsZtJV69WQW6dOX0sm1QwEkfSIenlGEg2twgkNg1t47UiyUjh1eKohM7CSWQpt8KSgoyRlz2M5PHEfVm3m5ktuZ9dIBT8TBAKqgc/022tE/hk0wzKd3v36RZk3/OUOLtwa02yHlH1LICwlUyd72xGOml0kPbX/CB6LSR+1quGeTkjkBWgrOGekjVqVTPcc1w0u2KZIJc3CY6UT4PdAR5/yyFuS+cSQ9nK7GWvZngdEXZ8jRlDyPQoNk1ZilWW5EMzkhkg6gJDPaeYzj4WuoV1IjLVEBXQbAXNdA0FGuRe6Vi08sqMFs4kizCQGy2pa0FgpsZRZVtOUlgwwWGwqSA8WLKQGXSgKo2nbjGY7JgtiFkyTvFtGCkldeBR7F1nKtzOT5ihraNBmOQtpFTBfdCipkHbh4wmBBF7+/jM4fajEsXaG7THSmq3wG/9yDqODgm7XoK0l1YaX33QOO/qrNFoF2preXAt55Wf2cPaGgMVEkyhDx+Q0hOCa2SEGyikagy88mlby+kNnsXs0Yj5VdLVCWc3tmaIbdRjKfQIbEBES4/Pq4xvZUomYzzooobBYqrWYt+cpo6ZFnEV4SEqez9+mfbSqSy7vng2R+IxFg/za8TEGyglSud9XESFyQ41PcD8RPpnXoW37CBjkt6a2kpeXsLLAehZpPa4PuiQTCSUZ0LJLSOFjrMIawdxijZZJSdUK2nO73bmij1uW6rSCBzB+GyEkymQcOrKVRg5dvUQmWhgMufTo3pXSKQztcAUwJHqF6e4wPHiUjiiRmJSOaDKWTGBuP4LlLApRsEpBWzbY36yzJ26QY1nKcjo2ZVHOstQq4wnoFJquEihr0R1LWvZYzQ0STaoNhdEoI6hLw6EcEu2RG1hNIKxpGoVkuSeocwPCs3hlmJ0OSI0L2e1THUQomOp6hJGk7EsiCeePtRH1mAOrfb01JSi0RZZ8Ah+OJwHNwiOQlnPKZY7++DXM1ybp4ADRpnLGXft3MnVPFa9eoS/QRMKwuQx//af9xLXIJXt8BLm7phlZAyJrwGMNiMCJ1ElOM2LXgcmjoTUwIoQ4AVDE2pFHzui5dt0k//ZA4XshZ5b69j4jj6bPyfSMZzyDu++++5S2l7zkJezevZvXvva1bNq0iSAIuOaaa3j+858PwP79+zl69CiXXnopAJdeeilvfetbmZ+fZ3R0FIAvfOEL9PX1ceaZZ35H9/P9pEeVZ+T8888nDEOuvvpqnvWsZ7Fp06ZTjmdZxo033sgHP/hB/u3f/o13v/vd/MRP/MRjdtP/EbSWZ+T8PY/nGYM/B4A2FoNF9WpF+0LiC7nuzG2AwhiUdY59a7vFSEp8IXrH3fm50b0xBCXPxxfORm+sJTWGji56eyBBKCRlzyfqVaVMlSEzhq7JndDBo+ZFRFIQeRKNpVMYVnSXtmxSshUqlAh695JohUBQ9n0KY0mMorCKrkjop0b1IdfqaEXFc31zq1HW0JItQhMx5leJfImHYD5JUdZQ9kOU1ShrkQhanZSJSgUC9xykhJ2R5r65HFuJaOgCIQQ+gh0qQ/geh2W4/nwuqGgaKykrcYVDvUykZRmw02QsZ5aVckxb5wgE51VDjkx3KOKQxcihothGnCElXpZzbxCQiBSDIdABW1NoyoAj5UUkkrKpcrqIoZuzUIqZkysoCvrNAIMtTa3sc2ewjEYRUeIMBiinCaJe4ZZsia5oAXBOe5xWYZnub2FQ+IT41scITU6GxVCQroMRTwTEtkrZuCJ0WmgSkZDSxKAQeEjhE9kSEh/f+pRsTC4K2qJB2y5R2ASsIZAVQlEm7OWRscIiejuyjDa56ZCbDkJIPBFTknUCEWPQ5NY9M2sVGoWxGoPLKRHLGoEo4/X2NKl1Y60dFwg8fDQKX8R4IsTDRwofazWFTchtF2tdMivR2+evFT2T+AQiwhMB2hZoFMpmYA1ShEzY0xltSKbIme27h1y5UPGB/AxYDVgauhsp3bqKgj4e174A60nuKN9DoR1IqRabudiMQK3MDfoeNIpY1Ni0MsGzJhQf75SYkofR5OwsdrHTZJwx4fHPC4Zlb57cdhhb3sKPjRha/YN8cmmahAbaKHYsbWLPxoivp4acglxmZE3NZF6GgRKrsovG3d9EM+TsIck+SmjjZoHMNXGaUh+qMpW7eVEJJOUsdxuJ/phGb4e/ITbcNJUyXAvRQrrkowiW0wKBZXNfzyzV20DNdDOEEAxFAXGPYSkLhzsdhsOYii8xFnJj6SiNtpaxUkjsufyM86liRSX4eAwEEb4Qj5haxJ4U4mqs20xZa9cBhwMi1jl89vioS4/2kHEe8n3dhLP+/cSFxTdRiayJOoslVQl//bXHrmrv0X/6FP/njKd82753N+b4lSPXfU++Gk996lPZs2fPep6Rl7/85Xz605/mfe97H319ffzqr/4qADfc4EomaK3Zs2cPExMT/OEf/iGzs7P87M/+LL/wC7/wnz+09/d///e58sorv+nxKIp46lOfylOf+lTe+ta3crhXq+O/Kk2ZRYxTMroGIXH/BMJIrDAoNGDQqJ5Dlo9PgLAST3sYzCmCyHpOQATERDpCWIERBo0mEwnKc1zHtyE+IZGO8JQbJ5UpipxcdhHCw8OnY6r4xscvfJRQZCJDyRwjNCvMsSo8fBtQ0lVK1qlqV1WHVKQYoZBCEtiIFdFgyVjCLCSyIYHw8YA53aItGmipqJp+QhOhhOKQmcXPAze2iAmlxwxL5DKhsCkRFTZUR5m3CU29CoBE0shHGR4ocyBpsCRnAAhEzHBpE76UHM2nyOniExEnWxjuC7BWMKuPU9iUMnVG40ly3zKvV1gSvSyb7V1sG60ynSpWxByZbRPKEmPeGVRqIXPFIdp6EYsm8qtsrJ2FtJZVM41BUZb9VPQOxusVVvIW8+YQxuZobzMbBidRUtDI58hNi0BWaIhBVKVCIzXM2QdROiHwqtjaVvI8Z8kcwmLXBa1PjBQ+uWmTmgbWGqQMqcghClKWvbbTAmCxPcGV24TCdBDCp5B1YlEFSiyLRRJaZKaJNi5awFqDMhmF7KBkjVBWsVajKEhNg0J10LbAEwFSeFjRpYvGEyG+CLHWkNsuuWpjUFhr8WWELyNS0yKj3QNGbt5JBIVOKYzTUkjh4csIjbsfKUMCUSIQEYEoUdiMTDcxpnDrSDhNnsUg8bF+lZKoI4QPJkfpBG1zBJKVcI7R/h1UjI+UIdq4NaLKqwSlKlJbtC4QQiJFAH0lllWXXLdQJsMTAUPhECqscLToktPFEyGb7FbO3xJydw5H5L2kpkEkKpw+FFMVAZ9ZNMzKfVijqIghzp3s4zONhLnlB2jpGaQI2cG5TExEfLG7SMOf7c1zj7Pqu1nJM47JfWhyQlGiTD9bJgY5kFkeVDNoFB4h/aLOjqEqq0ZwzM4Bhmrax3n1PrSBW5c7pMI919mkxvhAiZVc0dEpCk2IT8nzCYTkcCsjsc5pWCIY8N2an02zdRDgCUkgPFpFwVJusFg8JFI4Te1C4rRxhTVkFOvgcalI1sGAQCA5FQysFTYwmPXPDnAYrLAnPq8dE+aUc74ZyZN0Hw+9JoCwcn283s1hetcqxGObZ2RNI/Ro+n2/6f/+3/+LlJLnP//5pyQ9WyPP8/jkJz/Jy1/+ci699FIqlQpXX301v/u7v/sY3M2jp0cFRr4VEHkoDQ0NMTQ09F3f0A8CLdtjGKvdAhASX4TQAyNGaKw1FDZbFx5rO0JfxDjHce12elahrWOgHj5COAHVEa6UtiZ3fYyrxyEReCJECB9P+FihHdyxOcZqLHp9nFx0EHhY0buWyfFlmZKt0TFL61qWRPaxwW4FYFEcR5kuBktJ9FMv+mkEDZbtMTwREMoym9MtjJd8DtipdaE3YsbZaAQzxudYcAeeF4M1XJReyPYw45/FXsAJxlyl/Hx8Ae9fDFkcfBAhJMYo4pUyv3Xmgzx/eRk/9DDW7cJrrRKbBiSfVHfhiQCDYnM2ymsvuZX/c8tFLHmu+N2yfpC31dq8/u46x7bcjBA+1iqsiXl1nPPS5QJdnVpvPzo/xqu2zPPRzj6k9LDWspwf4jl9IX98fJDW4HGEkHTsLN2GxwuGfT5THMIIl0+kyxJvrHbpyBqfSh5AioiEFaY6W/mV/lXe3RmgHThQlRSLnO9v5iNHBO2NM0jp48mIXPjEXh8lb9CZDLQb27eGkqyhREFTTbuYxJ62oM8bd5oM3cETIUpEhIxgULTtEqlaQdkMgSTwnCYkV02MddqKkuwnJ0OZLmmxitYONERRFWsN2hRoU+DJAC0jN9/wKLTTYFgMvoyQIiRTjRMpvoFaOE4s6iRqFWMK11/6CBzIKEyKZwqsp/A8nyG7kVS0sJh1IIEM8WTkwJQEpRM8b5TIBiQS0M2eOj9jvrOPl9gyf7FckIwuIoSHsQWz83PsXh7jyPgi5VIVIQRJvsRp6SL7FgrU5swBLwz3NW7jJ+Md3FIYdCVDSI/7uAW5dxevOfs4H2seJ/Qq5HSZX834mW03c8vhc+lU5wi8Kqt2mspKldH5nGOTXTLdIpAl9ptbeMsGn5ffsp3m2DSecKnLpxbG+Ym+Dm9s30u1UicTEW0xz1OLVe5OxrjG3k3glTBGsW+lxZ+ePcT/ufUiFqL7kSJgwRa85wk1KDQ//IUUSYhBEXX38NqJe/ile0bI+hfW5/mVZhcXV1d5c2cJhEFbRaoa/Hr1QmZNiU9mx7A9bddgupHtQZm2JzkuHSgq2RojRT+b6h53dBp0RItcdPFFxCa7kcEw4O78RHr9kwHCKTnaoQc4etoPYTE9/rgOQuyJ72u80zyCuD4ZeAhOjYo5WUNy8sf1a6AxWAoeWwdWZ3Z67PKMnExf/vKXT/kexzHvete7eNe73vVNz9myZQuf/vSnv+drfz/pu46mmZ+fZ35+HmNOxX8PzQb3X5GUSXr4+kTmUoFEc0KdrU2GtQYhJFaeipMNhsImWKswRq33kSdZzCwGbfOeClMhkBixVtdBoWAdgBhbnLgHAZ6FfL26mkFRoHVKe1XBYh/NDYuU4wpCSNp6Fo6N0BbQ3bQAQGESZleOckZa59DACnmphScDunoRjla4ZCLgM+EUUvgok7GkVrkwlexTAUW9i7EOAK02MoowJa00kdJNtVy1qaoOjVSRqzaiBwSU1vieIi1axH6p92y0y3EkLVqnWOnaDBa/T/QcKt3O0NiMUliQGyfYhHsbaBTVckZBhjU5UliMLSisIfQ1xuYuVXzv3dXjrGfj1mB7fUkJZBllMkRP7Q9QjTKkF/XUzk5Q5yg8YSh670UI9/vKnnEAEtMTphpjNe1ihdVjAQy18WsWIdxu08z6LK106G5aoBzVe+8lxd8/wXxfg9JQgeeF5LpFt5nTmO+QT64ggtSBMGtZmFIE0qc8miNlgDIZpu2xfMzAhgwd9LRyNqc5I1nqzDCxpdKr/2HI85yVYz61IQ9R1j1BYlhaaOC1Y6KJFkEQAxqlUrqHBhiv9mNG1PozWlpaprVi2LJlIyJQGCHIVMHckZSd1U0cHer0wIyg3W4xP9tly6atBL3KBIVJyQ776EzC6a7snjPbuPwSVU+vz30hWF9zngAhfKR04Bx6CTyFOKEF4oRA9Kwze0kExhpSbQl8pyGSIkDg/DiEsARSrNdEMTYns4Kqb5E9wehAXUZUEcQ90GOsxtoChWE4yiHTWKPRssBaQzks6Ms1Ol2bz5pctQlHXWXvQid4QjlANzIMuSbTC/giwlhNqgoq1RZzukukM3xZRpkuR1cynipX6KoFpAzBGrrpKucMPMhXj+8kqS8jhI+2BXPLy/x4vclfBRk66KBRJHaZ0kHD5tN8viDnkAhy00E1yzzdLLFYHyTzOic0I+IEOBAPEbSOl+meKY5HABxm/fmt8cmHkuzxWXctCevfHo3vhVkfe20T+FjRo/UZeaTcK/9d6TsGI7feeitXX301991337oNTgiBtY6Raq2/zQg/+FRop+KTwkMIiZbOOr4GDIxRaFs4VbP1nQOdcDZTcAxM9cAK9MLVrMII1herPUkjAuDJoAd4lHMAs24Huz6GkL0+HrqnTl8DO2vgQNo6g17EtO5ibIy1BYXq0skNs2GDrGjgezHGOE1KxQdpnfOftjmF6jAvluioDeSyQeDXwBq00MRSoHo73LWdbmEtuRFokwIRQgiMKSj7CotTqwvrYe0JdqRNijFuWlp0r6Kw+70YwbpiU4K2FmP0umAQwtmdrT3R5uEThA+fk9passLHMbNe/R/hU4pzAiERuHeLLTDCkGrfCbreG5PSw/cNodBIESKlhzY5Rii6yscKgxAeUgRYJJE0xL7Ak+G6JsFaRVq02W7P4ZhtE8gYKX2MURwW+7mkega3yLA3HwzWKga8GGu3kXtHkNInU20OFTdzhriUWblCYdu9OVagtGYn57Hq3+20KCZjXh+gbraxYpewaLezFD5lO4ARPlI21oVnVqSM6rOZy26nXnZC2VqDL0oMqjFadgpsCL25t0NsYp/YS8laN4+sJvIFfjBAUsxRCSrO/ONFnMfpVDyBNgWhV0EKn7i8iWoYoDiOlAGBdIhkT22AO9IVZwrzqr11FmE0BFg86xF4ZaT03ZoRFQIpiII6oVdCSvfucgMl4ZP6/evapoKMlvKo2BjlDbjJYSXKWrpJSMUfxhex22AoSNsBZV8QeXUkkhyNNtAXWMr0k3jLbn6phHDQ0hf6SBwP0KZAItgyuAotzwFxDMYU9NUTRlSKTWxv/RVok+FN1vClAycAWmeIgQooRaE6WK/nYwP4dejqFYQy4LtNheMDgiRfIfSr6+uiUsmYTxVptYkvIyyGEMlc5jNnbqPqDSCEjy8ihmKXCbfhHyXyHTDepDdyuJ1xW3gvopzgi9hpRSzr13gkeijQeLh3COu/55FIixObP6xZ18R8q8iZb3btx5LWHHa/Hf1PobwT9B2DkZ//+Z/n9NNP573vfS9jY2Pf1FnovzL5nnMGE8Jfd9JzzE1ghXXlEHr2Sil8J6x6Jh2swfSYN/QWlZD4BOvHFcW6ahucnd0X0SlCbG1XIXp29rU+a86Eue2ytluQwiPwK1SHaiRDKROcSWbaWKsJvBLpGV36LLRUHSEk5WCYDWOjHC2qjPsRU2IZY3IqpVH6N2zgq8anv7QDZRKE7zGqhrg9N4z2+SyHo2S6hRA+fbWI47lHGNR6O0wPQcSMrjMUx6x48fr8Kfs+R+cHicIlQj/GWoNBUfUsufHwZIznOUHeJyXJlMATYp3Bahuy0ikRSg/fKyF74K2eDbGymlMlJPPb65EY/WHAsU4FT1bwvbhn6S6RpCH1IKAUDjhzmwmIbJmZJCQO61gvwRMBvleim4Z0fdcXQJkM3wYs5VCyMaFfwxPuPRdWsLUqeDAcdnPAKqw1lGrD5PUmG8QGtM0cqPU0lTHLDF0G2UpmmlgsJTFIsSujzwYosQVtMwJZoToKyViDKjU6has55Icl+neGeKJLnc3kpoMnA7wghjNWqNoSmao7Xw8vJt4EAwyiqJDqBtrkxLV+gjM6TJiNGKvWfS+GylXkhhxhNmF65pUwrJHs6jBuBk/ZdfaPxaTDDYwdQwhJICvUxAhiu+AQGQNiK8YqtKewvsI7vYPWMb5XIhRlAlHi4GCbaEgRM76ufShsSkCJwBaEhBi/TihKGM8yaAYZjiVVf4RS4IpCWuuyDG+uhig55jSNUmNEFylgNCwjGEWhyWW355BpGWELWEhFSqo1i6sVnjiiONDdSEG6LngfN9jkgNxBJpxvjZILFA3YWZM8GAw6s67wEEB9NKFvbpLIdyYWpRO0kmwaahC1auvRP6GvsCsJ/ZEgNn0I4RF4JYq7FhDSEvl1fM/xhXG/zPH9g2yIJijCOTwREno1zt4QcV1ngsA/QuBX8AkYrezmE/P9DPT7lPxBADzhs3tkAzd2M4Yr29HC+bPs4HRKWyX3FgUVbxRjNYGIYFAwPSQpE5JbfRIoeCQzzQlaLyFjT/RZAwdrYxjxyBqRE2P3+FqP+zo++nDNzBqtmX+cidxpMR9FPrLvjeyjNNM8ij7/Xeg7rtpbq9W4/fbb2blz57fv/F+ITo6m2dh/ids5I9Yn/5pGQ/ciCdYWiuwBFovtOSLqnmpY9nxAop7TlxtH2QzFSVoT4ROKEr510SRGaDSK3LTXr+WLGJ+A0FXTwGLIaK/7kwgkoShTooZP4Biu6Dq/DJRzFMSiyfEIKVEjtDFlWyITOQ25RG4TfAICYgJicpFg0IS2zIDpJxSS1Crm5BSpbeGLmFGziZCAJbmAEs7hrW6GGJY1WjpjRh5F2RQhfHbY0xiOIg5kKzTkEgCBjTjX34gEbtGHyG0Hj5AzxWmMhjCXW/ZzGG0zYvo415/gaCdlJVoko43EZwfbGfUlU2nBgr9EShuLZbSYpErAweBQz2HQp0Sds71RFjPNtD9H0XMOrBfDlHXIcrhKWyzjE9Bnh9lEHSEEh1kiFV0Km1LTQ1RVhbbfpeUtrkfFTJpBOlqxFCyjREFhUzQ5IAlFidhWiU28zpAzkZGJhEJk6yAlEDGxLRPYEM966xE2mpyCFEWGtopARERU152mDZZUtMl7psE1EkISiDKRLfXmRYESBaltoky67g/lESKF7xxUrYfsCZCcLmrNMRXPRcxYfx0QGwxK5OieGXFtDN8G6xFA3tq8R5HItouWAQJivF4VY4nEsx4eHrF160XhfLaKXIMHxtf41icXOStmnq5qMhhuIKaMh0cucpK8i5GGDXIDgfCwwKppsqzn2eWfjhFOLLZJ6KguFVOhL4wpeT4GSJRCKEsc+LTsCa2lMNAnfUpxwGyarPs0nFcL6BrJrd0lClEgkWwWw+yswO3Ngpbo4OFRtjE/OiZRSP59LmVVLhFRok/3ccWIz1Qe8I3WIhbLEH1cMhJhgK8vpCyIVUIbsjXqZziWzHY0S0W2Ht02EdbwpeBI1iARvegXW2djOaaZa6ZVg1S4jUvd9OHj0RUpmcjwrEedGpHwMFiWbJOubCGsILYVPDw3X0T3xLP4NsLVijXH1BPayhOxNQ837azRGn8UVqxvymTPTL4WPHDiHk6AICtONo+fcIotVMJHr/+Dxyya5sA/fIbfOv3p37bv3uYsv378S/+hmU//s9B3rBl5xjOewZ133vnfDoycTKNmMx4nQhELFFbY9TA9D4/QBg6sIDAYNIZc5OsLL7ABHh6RWPNXcDAlFRlKuBSYvg3wjU9EgBQui2FhFAWKXPZheirqyET4ePg9/wSFJhN9aDRWmPVxwC3EfhFjzQAaQyZy2qKBFZYBM0ZsI2Lh4wlJ22YMySoVUyKzBUooCpGjKBjSI4TCJ5Ie9dhnMcuIhc8Gs5mMHM96VEWEAGK7AW0tEqj5AZE27KiVCNrbKKwGC9tiD69ImZR1qqaMts73foftsL2umFmaRPXaNpZgq20yXqvRbmxCWxe9tFMkjESC++wGVO85T8Qeo1mbuFRG5sMoO0RGwZj22BFmpGaLe5NCgLGcG7RYrZYQ6TjGuFTkg8aDLKcejbJi+vGQ1PyArSphrCJIk0G0HaCwhgnfgyyhiPuZ11UCIfGl5NJSwlRX8qAdduGVVq+He6Z0qZs+hsKIQLr8KEt5yCIZFdvnhLeVRIRk5IQEDIcxEkFHVemYnFl5jFBUqNg6VVMhFJLcGgoUJRGiTB8d0aUrW+S2gy9iBvUodVkikIKWKuiKFCzEokwmE5RwTqjDZoKqiPCEy8fSNhlKKAbsoIPWQqNQpHSo2D7qlNfXRsukdGWbYTuMbwUKS9empDJFIhkUVQIpKIxlyXh0RZs+009dljBYElOwKleIbUxdlumPXG6a3LgEbKrVYddoyBEbIhAU2rChW4UkQ0ZlPE9igNwYoqzCYNmnqJTWk2SVjM+B6Yi+QUEQRXhS4IuYSRWwfxXCUsRgJIg9uGLDAsliwh8dHKVajamHHtVA8DObDvDe20bphD6TpRIVXzAQWn5y51388Y27GPbrRFJS8j1+ccsUi4uCO80Qm+MBIimRAq687H5mvh7x1aVJRsQmF+IvNZdvvo8bp09nNhkAAbEnOd1bxhjLUt8QI/kYvhRc0F+w2FZUqz6ltES7CLHSJfnrDwVVf4CO6nf8Sbj8HONlD9mtk5k+pzGQkFnNpqBOYUzPBw4Ko6n6PhUxQKLq5FaTW4VEElImN7V1vnYymDgZZJz8/eSImjWe9M3oZIfYtbHlOmc9EbmzpmF9GJQ5KYfJydfOzDev+/L9IFeb5ttrPfT/aEbW6TsGI3/zN3/D1VdfzT333MPZZ59N8JBy8z/2Yz/2fbu5/6y0Ka6tMzNjIdMGZS3KWgIh8KSg5Ek8uZYq26C0JTUlbC85WsmTBFIQ9mL8c21djg8dYayLdCn5boyo10cbS6IDx4RtFV+AJwSBdyK3ibIWY0DZEtba9QJosSfYFGk6mUEFAR1Fb7dXZkCVMEhaUUDoCSIJkS64OGpy1BvmYBaTmxhtLBuSJmdWFV+xVaJe0cztQcYVF97Gvgd38Jn2GMqUyI3lIr3EDjnLv4iziHzHNhpJwWvOuJF/vvtcNtb6EbiEcKVum6vPv5033n4xG8pRL/W1Ybd5gM21hNH2HgJPkChDpFIuP+8ePrT38YxFrp5Iog1XbLidf7xjM/WxYcq+E+qiKPjxs+7kT267kIFaiUAIMh0RtZpcWDrOYf8Myr0cKu1UcdnOm/ngPecyVu1HClcbRS+1uTye5/N2CxvjsqvbYiw/NnAfOihzrzmLyBNk2uK1Ey7x5/k6m5goxUSeE7R7wqM0lkYYHRrFk87HShmo+pB2c4b6fMLQwxcQShiScOfCCC0vwABSCOqhYLsUFJ5H5rkMs10l6fMkd89tRUQ+fiAZjCTbqobNXpMH2mVmbUhXQTuPKMlBWp2cvnJAWPKoh1DyYJufcddqhcQPWUy1E95CEGvN9gGfpnUmBg1ERhJqzbIMSfSJDJrloo+xqseC8cG6vBWogD5R4txRw92tuJcAMMakOfVQkPgBnoBAwG7bjygqnDuiuacd0CygUwRsKUJ29WmIA9pK9N63YCUxPC5e5JblIfpGY2oBGOvR6CZspMVsUCYqeVgL7UIyrNs02iHjIyXKvfolC0sFF8oWizKmUhLriQjnZ1OeUOqyVKsyHLoid0eXKpwz+ADnzo6SVXz6AifYfdXihSOrfC26ACEFobAsJ5b4lU/irFuOcLQ8SOxB7EOnYTjnPeex6UWLDNc8jIWuBvmk05gwe5mY8+mPXP6NxlJG6U+ez4afvYEttREEsJrD+e84DRtF3PFz02zqtwgsQ7bDFb+h+fPXx9T7KwxFPrmFJ6ijPO4VIf/ynjEiaTFW0MotL/7fczzw3oxrxBa8nrwfy9tcddmDfPrGs1jWAYlyiR23ZS2eePo8Hzm+C2s9ChNQRTFsu1AqcVsjeoSYFyeQ12DGiYiZk4/ZUxKgPZKS/pHcANbhieAkMPJInPoh13I3ggFSHlvfRhey8P8mmua/Cn3HYOTGG2/ka1/7Gp/5zGceduy/iwNrPXQC2+CYRld5KOPASCQFgRSUfJcp1VpIpSTzwNcurXcgBdVAEEiIegEyiRbkWqwnQ/MElH3XJxBOCGgr8HvXsrhxPOEKi/U29uRarGc0FLiqraHnBM65cpazX9Lhn/9pK1EUoi2UPMHLzr2FpWN9fDQ5l7CX/VQnij2XHWP6K33UwxBl3D025wv6Sk0q0UbKPfNsgMGrwlISUA0ABJkWmC740lDzBaHvxi0KSTAoKHmWWuASwSkEldziVRxIq4WuXkVkPEq6QPqGWiCIPJdYLioswodQWiqee0a+8vAjQygtZV/SF7haGJ51zyb2BMaXxB4EWuB5rpZFLZBU1laBEkhv7dm7dN0SifYFUljKvqAcCJc3RgtMb+dT8gUV370P4wl8evMgEMQSUu1SZQugEgh86XZ52kIdxc8+8zY+dc1uTKVOKC0lz3B+bT9Pf5rhbz51Lh3jQr0HQvixl6+SX3ecGw6dR1t5hJ7Ea3R50yW38+d3XIIf+QxGMBoVnHf+Ac5/xvl8+C2WpVTgC48NNuFHtt7Gza2zmQ3q1HxL6Bme+JsR577jJj7efBLKemgj6ReG//W8e/jsJ7YS1gcdcLSCc4opznpuk7/9+NnEPUkWeZYXP+5WZu4e4Ev5GQ6IAOW8y0+9s8Ydv7vCUBhT8tzvPy09wllnL/NPD15MIKHPt1xUmWLy10bJP3GE+b27egkCBT+z7Q5sVnBr8Xg84TQJvpCkPhTGAYjQg4rv1kDqObfI2BOUvLVEXwJlwQpX3K3iOxHY7JVWKHuWsn8iS6g2zs+n5mvqgUIZgSokeVNS9S1hAFXfBTYXuUetr8PwSQKuKd1zGYoKWhGUPEsgIPYL7PAIw9EiQ6EhM04rZ4MAUY8YiGAoNCgLMnQPsR6nDCnb4zcCOzwMWPoCy0ikkFiqFDA6QjXoIH3HE3INZaHAL1EPNHVfoxGgJWwep5UcpxpA2XMicajo4A35hBiGQkPXEyRasDObov/CgNIsvagwONufZttrRrnzD5sciB6eymEt+yqsZV0V66DjZKfNh2ZffTS0lgL+ZKDySCJ9bTg3tlhvsxawj3GhPE4Ar2/Z738cWNfpOwYjv/qrv8rP/MzP8IY3vOFhlf/+u9COqqHkGbSFwkiayhUnU8apc2PPUvc1vnSLrVl4dPWJiqolD/oDQ+wZfGHR1tW3SY2k29v5hdJV+QykW/ypdtfoaoG2DoRUPEsgLb50GQxTLUmME+RSuJDYcu8aFoH0Sxz/jGJj1ZKh0AgKI8iyfvy+mM3C9RUCqoFCPm0P5963zH2JqzKrreC8nQts+rk6x96vcIF1gtPiJuK3ruYp7/kEjev6CaQl05JLhuYYOqPL5G2WUDqGV/cEwfkb2HZ7SqVkiDxLYQSDJiXYM8rmuwW1ku1pTAQbaw3C0ZCJpqXsWbpaMJAp/OGQkUhhPIili9opbbRM3KOolKAeGIwVSKHxRzxGIgMxlH13vaCkGelvMyEdgwUoC/BHPPoDQxC59tRIbGKYiNpsCKAUORDaVVCu5RjPZ1RBzXeCpcgME16LMWmwJXo1QiTVMGU0Lghid7+esCRGIo3g89edyXmbukwXZULP4AlLIx9h/iuGDSVoG3dNX1gO/p1i80V1xudSOkXAfBpQHpB8cd8ertyUsj8JqPuayDPM3TvIaHSQreVJSjJkOZcMepL7k11sG1aUdU7NV+RGknz0MLY+xJkkQAkQnFHNuOcrE1x6VoMDKxUAEi3ZvFWx/wtDxIFgNHBzNJKWqfs2YuOAIeFCsn1heeqT5znylmW0P8wGPye3rlhkPFLjKw+M43swGBpGwoLxCwzdDx5gdmmMeqBdbSdPcnB1G/evxsT9ksFQU/I0LeVjjKQvKKhqS8WHwVDjYYliy5hJmQoMpcC5egsh6AsNxkLN1wwFznemCDUyLihCQxxoCiMASSJhLE7xSxn9cUYnD2jmFi+w7KikNOIysWfJjKDUV1A5t8rZd62QaZ92FtDOY2ytxlkTC4Sqn8gzSGEZGnS5ZM4f6FIpQyMPWc197PgE4oyMXdWMsUpCoSVt7fxnxs7qsvu+DoWRDAThOh/aXeuycbCFEJZSuYU57QmcW7+epBoQSbcvP+OpBeZJT+CMD32dWjVDK8FIEGJOu5gzzriD5vFRhqOM0DPsfMoK5meex/m3Xsty2ke38BmIM7b9nzOhkzFxTcFonBH5iq1P9rG3HmXzRMyW4wOuii4nNBRrWhFrxXpkiT35O+677hXKO7mOy8mgxD7k7zcDLCc3n6gIvHaOWD9v7brxY5wOHsSjqk3zaPr8Z6PbbruND3/4w/zmb/4mAwMDvP71r+ctb3nL9zzudwxGlpaWeNWrXvXfFohYLKfVOpSDAoMgVT6raUhqJIURVH1NydcMxBme1CjjsZzEdLVHW7lS8HVfMxSnRL5GSrPeJ9Gusm8kLSVP0x9lhJ7GImhlAYn2aSv3ysqeoh4VRJ5j2oWSNPKItnJ1LEvS3Udf5CIblpKYezoDLGeDbKsqxuIciaVRhPzVgbORAi4aLOgLCtrKZ8VUePPrBOcOjLG14hIEHe3G/FtyBtN/onjGOGwopSgrOV4M8s/P3E893s2e/pz+MCfTPvcmO/Fu1+yqufO1FehYcPBjMWG9xNZSStkvSJRPX6w4/NGArTVNKXAhvbmRVB4/QH5MMVEqGAxzmnnAWVvnsYTEoWDMV1R9RVf76Dziwm0t9gnFYFhgrCCMMrKlkLEqqNAwECoKIzh79yJJo8qQrxgMlWNWJiCZjThrrMsh+ugPFV3tUR/OEKrEhsAQhQptoSU9cmoUxu06R6OCzEhGx9rUfcGl3gqHsmFCYfBFgPYr7BgrOBQqqr6h5GlW8oD7Wz63JxVWG3XO6OtS9gsy7fHllQmmE9hahf5eaHJbST6yuomRr8JFg236o5Rm4XMsr7Av06y0PbZWcqq+YjEL2Ztug2tgVy1lLM4RIuBwJ+JuFTHWgIuHWgzVOjQ6JT66dzeJhoHAMh67yJOjSYljaZkLF3O29DWRAhY7JT51eCeLGWwtG7ZWuvieZTUN+cTqFjxgZ1VR6xVW/MotW9jb9Dm9ptlZa5Nqj3saVb7aHmc1U+zuh2pPS/HvX93CXOq0TDuqOX2+oVV4fGhhAAlsSSWbyimDcUqYRiRFhC6VqVif2LP0+wpfWs7bscj8cUE7hjDQWAvK+FT7ApT1iaSlL3QOqKpiaXcjBiuGwrNkwplNhvt8gmpEOSioljOUERzqVqi0NvKEn1fc9skcXxgaRUir1Uf5+U9mw46DpN+Yp7MYMt2JkDfcxtBlfZibVwkjhdESbSLA4+zzlzDao7MQsNwsIxodzM7T2DV+A7UtCt22qJEU8Agu3MTWziIqlVSXq8jrboblJpNDHv3nCYTnQTCAfscnOOPsgHYLfN8gpcWkEc1f/wIT5/p49RCTKPRdin95wf2MRWcxWekyNtxC+rD44AAffM79XDHex8RIgzz1mVrt45/e7NFRZZ4x3mBioonKBNd/ZowDnQn6A8PWSkrZV0hh8b21XCG9arxW9ArlOU2icUwUbWUPjEiU6eXlQKwDlhOmG2fKWNNYOTAh1o99M8ADJzKQnAx21jR2j63HSO8+HpUJ5gcPjLzsZS/juc99Ls997nP5+Mc/zpe+9KXvy7jfMRh53vOex7XXXsuOHTu+Lzfwg0iT4w2CmnGLKhX0L8ekhU+uPKpRTqlUUB4qEAGYFKqLmQsDLQKksPRXEvqGM3ppFDAJlBdzkiwk640RxwWV4QIZgsmhthjQTQK6eYjA0l9NqA3nyBgwoLpQXSzTSN0y6y+llCsZpTGD1VCbSkn0EFL4jEQFG/ubeJ6l1CizpdqHB0xWO/TXEhZWKyhbYrQU0B8qJgebeL4mnx2ipWKwPkNhyqbRBqrwuG16mKhXmGtztc3IhjarC2W+Oj9MZuDHB1cZqLncLHfPDvOR6XEuHpE8fXya0oihaME1eyf51HTCcyZ9zhpcwpOGdhrxqg/uwBcer7tgiepQzuJMmbfduo0pvcKVw1WeOLhKtZRybKXOy7+2hTGvxmUbYNvIKloJ7p4f5m13beSlEzGTpS5DlZSlTsxv75+kIZv85raCTQMNtPZIdD+/tncHY16Nn96aMdbXYald5kAxzG/PH+cXx31OqzYpjMctSzV+4WhAiQqv2lKwqd6ilYR84PAot+crnC5HePH2lP4oQ7SqvOZoP771eeX2guFSQqWcU22WWSlqJNon9gwDcUqlnJNlPkPdEsp6DAWK0TjHE4aVPCLVATXf0BdlVGsphfbQtsRqxaceGCarHWrljLhRIZAxiZb0hxnVuKDSjcl1hboRjISKjaMNSpsgPtZiQ6dCo5D0B5rJSpfQ0ywkZWIvYKLSZXjSRUyYKah0SxBJtle7bN20gowsjdmYxXyYwgiGooJyz7TR6npsKFm2VrtMbm6QtT3mkphO7OMLn7pvGQxzAmloKI+R2KPua0bilNxIFjPfmdICwXBoGat2qQ8l+IuGO1Yr/Gl2mGfXn8RQD+Anyudt+zayn3v4xfJ2Br0cX1oWcp8/LR6g5o3xaq9EfylFackddpC/yK/jp9OrODfOkULQyD1utIp/WJ3hTf1jbJxs4AeaeLnOH87VEO8QvHI7bOhvMaJ8/vTurRTPPcQrz0rYclmFcKJgazPhjX8yymXjmkufOIc/XgEpmPuSxzuvuo9XPMGj/PQJokaH+mybd/9yA2jwy79Uxp69E39qFvH147ztR+7jV/as0n/5CCiN+Ooqf/xHkxj6eNXlRxHPfDIISf43X+ZdX9nN87esML61Rbgppjie8olrNyOAZz8zwe45A6/doX/xduRxp9XctL1BvLuGNZbshpwdVc3YQJvaeRF6JWP5NsVIpBiLYNOOBtEFI9jlDptX2yhbo+ortgw3iGuO38mTJIrVPTBR9P5qgTUCa8AYZ7I2WqJ7ZkytnX+PMQ7A2J52Qfe+K+OckY1xx7Rd6+ecRfVa/x7g0GvH7InKwWugxPsWuUy+H2St05R/O1L223b5T0dxHPPbv/3bXHHFFbz0pS99RF+f74a+49Det771rbz97W/nqquu4pxzznmYA+uv/dqvfV9u7D8brYX27tlzITf/2rPwRsrOU7uTUxxPUR2BygRR3eDVJN54GRFIbKJQx7sULci7ngMAYxZvsoIoh1AobDsnP5pStCWqEJSHNV5d4m2sQ+hjmwnqSJuiKcg6PtIzVCYM/taasxvkCttISB9M6TZCl5lyQ4E/HCK3D4OU2KllbvpkjesWIn7x7Bn6zxGIQKIXM97+mU30h/CSq6aQQyX0VJf2tOT1Nw7xh09foHROBdFXAqUhy7nugyWe/IIUyiGkBUQ+s/+2yPgzq1ApwXAdkgx0jj00A7U6wvewSmNWU7w4hTN3Ott1Xw2KAjtYxY70Iz7yVTACqw02UYifexrgIT/3DajG2MUmYqyC3TkOX96LaRpEycd0FfKnn4h88EHM3mVE7GO7BXqujf8T55D/7S3YuIY/KCGz+GdXsWduw/z7PYjIxxaa/FhO6WlV7IMrZHMx/rAz0dBexX/RRRT/ch/4PiaBpBEwcGkKlQrdGzPCMQGFRZYL5M4a5sEOxaJEBNCd9+i/1Hl6du6QBHWLV5MUC4a9D4zwdwcFz9/kccmZM/j9EpTlE9dPcvuy5SWnNRkZboOAbivg7/aNUQngZU89ij8aUhzPWTha4e17+/i5HRm7z1/BGymRPdjlc3dOcqQredmlRwnGPHRD87XbJvjagsc5/ZZnvzSByTE4MMXf/m0/hYFnblxm4qwOciAkfTDjr76+mZc/+SjREycgV+R3zPOPX93MSgavuPwowaWb3Rw8Osdf/k0/voTn7zqOlBZVeBxYGODT0xG//awp/AsmYLnF4c9Y/vXwAIup4oVbcyYHmwSh4toDE9y9Krhw0PDUM4+TtgL2zQ7y/iOWDXHEVRsTzjpvEW8opJjOWThcYjjYx/2Ht1Ia62N0qI3nW8JghXBHwMJNVQh8sixgplNhsn0vA1sNDbWF+kiKNdCdyRk4fZX7b96EV4l7O3XBJnEf1dOhUGNEO8ugDaIksOdupPsXt1HIQaqbNbIewAufBijkLQ9gN2+EPEcsLmP2bEfeei92bCN2bAyCAMh7/yus7YrF8gp2MMR5UMUncR0FpDizWc/HwViQWe/4yX0tkAEBYrWJjWJEnmPrVZz+4FQ+LT70CexzL3d9e5VbAVZ//d/p/2MXhCCPHkN/8Q7e9+lJjIVfePcG7JgrMT/1q9fwialBnjHWYtflGSL2nbOV5zkPU9O7V2ugMFjnVY9Ver1Ur9UWq4zzktVglMUqd8oagDFKYjVoLdDKwxh6oEWgtUBZiTaCwnhgIdcSg0BbeUKbYl2/k8FIK094zr+85jEL7b3vfZ/jlduv+LZ997dneOPc536gQnsvv/xyvvCFLwDw3ve+l5e//OXk+fee0fY7BiPbtm375oMJwcGDB7/nm3rXu97FH/3RHzE7O8t5553Hn//5n/P4xz/+m/b/8Ic/zBve8AYOHz7Maaedxh/8wR/wIz/yI+vHrbW88Y1v5K//+q9ZXV3liU98In/xF3/Baaed9qjvaR2MnHcht/3Ji2F8sOctl2KPLmLbOaZr8AZCRF8EG4bA96GbYqcWMc0c29EQCfyNNdg0BnEEaQbNNubAAqatQIM3WUYM1WByDOv7iOVV7P3T6KUM3TZ4scDf2Q+nbcKWYkQ3geUG+u4pinnjnDtPqyDGBzBnnO4EPuCYmwIi5NEprOdhx8fAc/kuIEKsrkAnwVYjqEdAyTGsvv6e51gXx/gqkGWI1RXE6ipm1yTy0DRm4zYI1xhfCijETAukQHQSmJ7DnLcFsdTEbt21/nzl3bfBygK0PCcgtYF2F44dgOFB2LoTOzaCmJlDf/kOpGmhbR/+WZugXoGFBnb2GGa+jXfW6bBlHNpd9O2HsLMzaK+fYOsgcnLACdWv78evaeSZZ8JgDZIUddcs+b6jdJJhBp/cjzdZh7TAHD2OmVuB0Y14G+vYdk57nyI/MIVfC6ieP4p/2gAUmuyWKVhZwtTGiM8eBCHID3Vp3z1HpxMy8fRBvLESYqTqwjY2DGLO3I7c+wDMNCAOYeMoZutGQCMPzcDew1hlEJODmAvPADzE8QVEtwthiNmyESiglSOn57DDg9ihIWBNaEXIAwexcYzdOI4ThgHrAg56bQaIkQcPYbZsxoVZZDgFqg9aIx88iNm1FacEP1kYrr1vD3nnPsw9U1hl8M4Yxjz+PJxiXIDWTmCRue//9EVMpvG3D2Gedsn6vcmb70LdNYVaMIS/9UzAIG+9D9op+B7m8BLTN3kcuKNJeSBiw7aY0a1dZCRo3NVBLTWIt40R9HkUqWRmsY/9d60SxD5PuMRS3WZAQvvuLkfuVoQTQ/QPexRKspzGzD64wtbKKqc9r4535gZoJXSvm8XMztAR4wydF+NvrvZq2HexZ23FDm2BatXN55tuhn4B2sOcdf5DnnMOlDk1KVi79z5KJ7U9AhiBU9fgOmkg6T3nk4FH2hunelKbBTq9ficbLB4OlBx1eGSglAMxYrmBaLVYq5904jKm5z2swGj3V2m3tnXvr9KQK9Aam7kSDhTGfbYWm2sHTAqDSZ22xRQCowW6EGglMVpQKB+tHSgpeoBEGdGL6pLr4EQbpy1p5Sk//MHfeMzAyN6/+xyveJRg5Hfmf7DAyNe//nUuvPBCfN+pwT72sY/xnOc853se9zs20xw6dOh7vui3og996EO8+tWv5j3veQ8XX3wxb3/727nyyivZv38/oych+DW64YYbeOELX8jv/d7v8aM/+qN84AMf4DnPeQ633XYbZ599NgB/+Id/yDve8Q7+/u//nm3btvGGN7yBK6+8kr179xLHD2Woj4JGB9xORwKdBFFoRCtBdDNEfwXqFez4CPgBot1B5AVeqYvtFG4HMTGM3Tjudi/tNiIMkI0OInTCQ4wPwNgQZtMmx7jDELHUxANElCPLgRNimyYhCLBJggwC5PQyft5BhAIx1o/dOHYSEAHHhBSi0cX2VbGlck8wnFBZ2v4BKJWdOz4pYE8CIg+hKMJWqpA5nxCzbRsP3YEB7llpDVEbgYFaDeud+tzNpknYPIZ8YBYG+t22KAqhUQbfxw70u3srFLI/hm6ClIEDEv11sAbRDJHVEAaq2MF+RBwhB2bQ8+BVpAOJgzXIFf5AgCj7MNw7P4mQtQWsAukbZCWAgRpkOTKpQreFGIgQA2WEFASlnEJYpA+y6kNfFbTGq0lQEtknEPUSSPCqCUKAJw2yz0f0xzBYh04CnS5i+ii2HCGinoesXHsnCoyBaoxQClbbrg0gDLCy4p7rWt9axQGRcrn3VBUgIC+wfTUXh92bAw9f+mvjgO3vP2leKNaFpudBFKy3i9kZ7PiGk8bo3Vu5hKgGiMJgHn8BDniE7l4870TfJMMqg4x9CE6+Xg/4xD6ylCNvvw06LWj67v2VY0S1ReD3sr96hjDQyJJAlDzCssI2DH6kkZEkwBD5mkC6iA3pGWTJhaAFJU3oawLP4PsWbXwETs0eSOPmUzmGrEDlAp1KSsM5crAGa9rCjnbahdJJAr8UQWMJu/P0h6+bHziynOoiutbmPDjs4AC23ufmqpQnAImzx4ByYEPkBajCfS6UW+N5DvlaWwHKARSR9wBMqrBKY7sFMtNYbSG1WG3QGZjMYJTAyyxaCTxle/lwBEpLrAXfWpQxaCvRwpl4QvlYp4QXj8pn5AcxtPfiiy8+5fv3A4jA91Ao76E0MzPDP/7jP/Kbv/mb39M4f/qnf8ov/uIv8pKXvASA97znPXzqU5/ib//2b/mt3/qth/X/sz/7M374h3+Y3/iN3wDgzW9+M1/4whd45zvfyXve8x6stbz97W/n9a9/Pc9+9rMB+Id/+AfGxsb42Mc+xk/91E99R/dnAUoxthSDlAiDYzxKI4x1O9tS7AR1ELlFFgeQh+54FLjzy1UnULR2GobAh6gnPColN36Pcdu4hAgdwxaB54BCpdxT+wIl119EngMioefuqXzSzqndxrz/Wt73+Ul+4WUt7Nk7nYE3ipD7p7BjI9j+EhiLWFhwAuUbt2Oe8gS3g18HNSe8+QGEKrCbtwBr2pWTSQKeY1C9HdG6oFwXmD3q73djVBpYKQCBCAPYvR1bqpzQtoQhYrjmANNMDp7ntEdRBDs3Irzj7rf7PnjS5d7YPYxeAuF7PXAHcqQCk3X3DD3JWnxoNOlhF1VP5Swh9KEaI8+ZhDR053sCGUFtk0LUAhc/3QtxlbUAOTaE6fgnAFwgqG5UBIu6l3HKc/0Lhbprjr94q8f/uuwowc66a19YRHzjPj710SF+9GdbjrkrjZ5r8/EX3s+VZ0xRec52qFZgZRVx+Dj/9I6Qn3lzBVspI4xBHDiE+sqD3HX7MBe8st+9vyTFfv4b3HFNnQveMOm0HwBFwT3/+1ZGqgkbnt+H3boRBgcAyf3/6zZOf8+TT7ynpRX0J+/ko9dv4id/sXMKGJn61a+z6TILAxXINCZReJ+6nn/6+35+5rd9zHnnuGd07320P/wgH9s7yfPO00QbwS61EB//Mp/7134ue/IMYrSMzRTZkuTv3xIxUfJ52u5pyk+MoOoAoe8bRstdkDWkcDHcQkJQMYSTBdq3J9KPC8tQlNF+SLpwL4bRoRZtb4A1diiwRJ5maKgNwQY3f43F8y3RqIa6QXi9GHgpYdsElEqnjEscYTdswQ4N8/+GvplQ663Bh/V9qGYM3O8XjzBW6RHaAqelqvbG8LyTgOYa9dqCAIzFBjkUBUJrrOoBbd9HBLnTkqRZD6AUbh2oXsmLQqyH0QhlMMYgNK6wqLEgLFK5KChtjMPcRuL1wKc27vZdHlm5Hm34WJKxPCqfkUeTGO0/E1133XXf1Xlbt25l8+bN37LPd1Wb5pHoyJEjfOMb3/iewEie59x666287nWvW2+TUnLZZZdx4403PuI5N954I69+9atPabvyyiv52Mc+BjhNzuzsLJdddtn68Xq9zsUXX8yNN974TcFIlmVkWbb+vdlsrn+2pXid+VghEeWSm/HGOEEY98CG72O1RsSxE+hSQBRgqycJ11IJkgTi0BW4kgLKJWz1JNVhpQylCBGnYAwiDrHlU5mfLZUQUYiIfETkuXuonBD4cnGRZM5y0WCXYv8KwYZlRJbB7fdw/wdzIv84W146jN0wCjffR+OWjM8+uJErvvxlBq/ejjVjcO0tzF4HdywM8MM/sQqXnouYnuXAX93JPx6ssa0m+bnXScwF5yGmpviHVy3QKODXfj2HiVHIMpKP7uc3vjjKK3Zl7PiDC9dBjvmbz/Luj03wv589jf+E0xyYWFxh/p+nsUIy9sqzsf0DiMUlkpsa3H7PIBfs6RBPdtzzP77I3n/O2TJpKds5xEA/JCl6Kefjn9jCMx83Q1TtIjcUsNKkdZfk6KfgrBctOg1MUaBmCz51ywXsGkzYtdLFyxUstzDzOV/4+ABPf+oSQSnGJor2fMin7n08QyW4ojaH3JxDO6VzKOAb+8a5YMcq/f0JohKgFgyf23c+dV/zpOVl5GBPg9DsMnVflYEQHrh7kF21Jp622E7OgS9HVH1N+6YW5TMcM0+OQl+g2Xd0hAv2HUfsGMXsm6V1n2ZDPEbnQ/uoXLUJ4hj1lQeZ3ldxRQn3TSF2T8Jqi/RgznApIfvX2wl+ZcyB0b37CH3DXLtM9fPz1J5fhmoFcc/9bBxtIG++HbPnbAdmDi1wx+2jDIUaM98+MQGLgqGRDnNfiRnetQjWolqWAzdJhiNN/uWjBJMTAOSfv58Dx4ep+obl+TKj1S56pcPB/QNE0nL/Lf3sPHMZDMwu1AFoKY/DxwY4o5kghvqwmWKpVeUj+RBPjRVxUlDPmqjUMLOwga9Pn87TdjYoaxc100hDviq3MBALzuqsUk7c2m6s9PPPCzt42qYML88otM9CFjFbHeXji2P89PFZgskM20yYXR7iluOTXLihw9bRLv6Awq50OfpBy8TuT+G96gUnnseBae76gOa8V69iLrjgpJUaIP7pM9ifefapDOe9n0OO1jDPOlm17yE/fj3m2Veut4hGg2t/eR/GwtPff/IOVfL6K/bxtj8tY84+c731qz93B6kWXP6PF53omhe876f3cl5/yvl/c+mJsVcbPPC6uzjtTbvWfUP40Gc5en2IxDL558840fejX+D4tYLhiQ7Ry56MHRzgW5IUEEVuk6a105YY4/xa8gCUQvhOI0bgg+85MNID7esiuzBIFFZbJD0zkARPOU2NJwVGSqQwWC3WKznT05ZI6wCqFI+95+ijucIPmv/q1Vdf/R2fI4Tgla985bf1J/2OwcjKysop37XWHDx4kPvuu493v/vd3+lwp9Di4iJa64eFDY+NjbFv375HPGd2dvYR+6/Z4Nb+fqs+j0S/93u/x+/8zu98x7/hB4oe6+3BNyGtH0FFagy60A/LAmSVOtVFH8BajNLr9XvWm7XumS1ObnzkcTHaOdOd0hdMobEPTWZgLeYRxtCFxj7UKmXMI/Y1Sq9XXv1vT49U1PW7rKSuCo3VD50Hj/wOdKEx/kPmvLGPOD+MMg+bSuvz4BGuh1Y8lKzSPLwCrQXz8L7onqbgofQIfY3Sj9zVPJI55b8fCWH/wwvQuVDjR2Gm+QHLM/JYuml8x2Dkox/96CO2v/Wtb+VjH/sYv/RLv/Q939R/Bnrd6153isal2WyyadMmAESSYpPEmWk6Xegm0E0hKSDKIEoR3TY2iBBpAmkKSe4iTJRGtDvYvHDakSSBLIM0x6Y5IBDdBNFuntBsdLrOvp4W2K5yzqDd5BS2I5IEshybOVusSFNEp4uNnIOaGR4mGoOv3x5z3q4B7NAgtlaDrVs5fWwvdmwMMzDkzDQXKepPifmpm27FPO2pGG2cY95zL2fsuQVXYrFr5powYPu7z+aNPU9+05tSdnKSn/3wCKAwVCAvEK0m8c/Xedf/V+OhznPyZT/CK16WI++rufsChBSMvSbElirYqtt52eEhSpf286Sna+xM5PwkogixcZizXr0Kh5qwfQxbLiGswRst8RNXT6GXQA4OuWc+3E9tzyxn/6gHfcNOM6I0/oaAZ196J+liBTkw6Uw0wzWk7fLMX2lBWoVyhCgU1dEuLzr/VkSthDe2yY3h+1R2zHL5OdOYToTodxVR/RHJVWffRbYokINb3bgAfWUmz5hl8WAfpz1pEW9sAOoVxLjPDjHH3g+XqV5SWzfTlDa3Wb0XLt0+i9h9GlQryN1Q35wx9aeCyk/uclq3KMJ/imXC7OfO20acVqSvBkFAvH2ZhftDNv/4Hsza3DhzN1l2I6OVFrUrRrFDA9j+AeyTLubY313L7ot6DphBgNg2wp5zD/Nv100iR6snvI2CgMWZmM1XCMTQMHa2iSgpTj9Dc9N7IXzKdsyQy9QZXnY62xf3c9feTQyOdvHqHnIgZteWjIMfjDj9ict4Y1XMUpfxkRZmpo9KoNi6aQXR56LDROQzVGvzk5UlKGrUSjEiknhlycT4HM/v34+uTuBVQnQqqMc5T/UWaRdlyhW77jNSH1rh5yYO05abiUIfchiJMkS6zAWbp/A3nua0kn0lxoeO87zKNNQH8AbHIPIRIzW2viLEnHOSKQtgxwTnvSPAjG58CGdR2BdfifO3OAmBvewqzMPMJhrz3Kf2+vZMtvU6T//gHh4OOjRv++IZmIdk0Pih953Hui/PGoUBP/evu3ko+7f9fez8i0tOrG2AF/wwm1/QMx+f3Pe5lzFxWRNq9UcHf4yF4oSZZk0zQl4gikcw0+TFevQehcYmBTZVoAwmNaAtJrOY3OE1XYheHheJ0gJj5HqyM2UlyjpnVtML/32sk42tedR828fymN7FDxZ933xGXvjCF37PWdiGh4fxPI+5ublT2ufm5hgfH3/Ec8bHx79l/7W/c3NzbNiw4ZQ+e/bs+ab3EkURUfTw1DgC+P/Z++84S47y3h9/V1Wnk8+ZvDOzeVe72lVYRbQgcr6AScYYjJBBBhtjX2Psn218uRhnG3zBgWDji0k2XzCYnEEEWUI5pw3avDs5nHw6VdXvjz4zsysJkLB1r+3Lo9dqZrrrdPfp7qr61PN8ns/DYj3jM0CWIbJQxzZDbDdFap0BDtfN3I69Hiy1+/tj8BQyv4zo80pEtweNJrbZwzRjsBY1u4QwJnNpOi5yaREaHWwrwrRTRKJRc4uIWi3jirTbiIVFTCNEtwzSsciFOiLw19ynxSLyF5/DL/xijCGPqDdWY7xm50ZWB0YpsLUB8CX2vz0BEgHe6SGhhKyr9QcsIZH33Y/ZtRFx7CR24+kZSv2VWrudTahaI2bmwYuhGZ6ZTXP4MMxPQ89BeEE2ELXbsO9eRLkM51+ALZURjSbm6CK0l7DBAKrTQ7gu1FvYg4ew9R6y0szCNJ0eZqFDenAOKgPITpw9ryQlOdxAnVpAPq6S3YcwxLQSekcMIR75MEX0IujF2Nkm6cEZ5JaNqEKAjVKStqT1QEBQVZTXJatAM52NMHOLiMFR/LGs4KHtGerHPHodl3wvI27S7YGjcJ6wif/+y1uR+3xYDiHnY8fHsBft4vkvS7AnlhCHT0EqUOdP8pLXbgfOxTQTRKcNpUnsYJkrnphgyCHmFrHlMnZ4GHnORi5AZM97bi4jpr5iCxe8ooc5PTPCdTn3Hy4BNIYiYnGxv8Ow84OXkPGBsudtR4dRv7aLn/m1JAOZp9n69z8ei4M4OgPLHaQUsH2EV312E4a1kKHZfTaFP9zAzyEQ/7yATQxitIq5bA/PeVEIXIS4835E+yS50YTXfe5swCCv0RmYjBNsrIljhxOtIoOBItUK0gQTG3pLDt2pHOWzJdIHkwriVDLdyyE8lVXY1hYhLUlLcGymRnHSITD9EvYIeloxNVul3Eky8rAx6FQQTjvQ9ahuSFBRmk2y+2cQ1Tx2/Vp4hFYHsbAE3eSM9/z/vP0g8mlWOfxM02T923vQ9ixL6iGZPiXV/4xCNBprXqAzCKxAEmWLnDhZAyFp2s+mSSFK+sCkn22TZr9bYyDS2MRgoxQbWqyxmKh/6Eig4yzFN4kVxkiSRJEYtapNYvp6H6mVq39bslM8lraig/Kj7D8jGPnnf/5nXvSiF+F52Xty8uRJxsfHkf0SCN1ul/e85z2PmrLx7wZG7rzzTi644IIf3fCHmOd5XHTRRVx99dWrDF1jDFdffTW/8iu/8rCf2bt3L1dffTVvetObVrd985vfZO/eLBa6efNmxsbGuPrqq1fBR7PZ5MYbb+QNb3jDo79IAXZqKRugALoh+kQD09boHjjdFNWOM/TvudAJ0VNNTCtFt0G4Ka5ZQBoLgZt1wGYPPdtDt7M8e6gj2xEi1RnpstlBz3XQy5qkJVC+RuQWkY6DyPnZ5FZvo+cjokWJUJA72UQlGum6GWDphdhKkfBdXyH3kvMg7sdoXQU2xK5bh2hF0Auh3oLhEvHHr8H5n69B7juArZSww8OrzowspbeRpQFPZiDPbtyEmJ3JMmyMhXIG2OTRY9mN60Ww2MDu2QIDLjRbGR+m14N6Ewaq2LtnEXI2UypqhzBUhvWTMLuATFOYWwQpkBtq6DmwM3VEu4et9xDrathOjG2HiKlZaIfodoq3o0p0BPRyjPKXIdJgQK4rYeebiF4McYppG/JbJekJjVlOEPk6tptgFkOczSV0O8VMtzAdTRoLapMhohSgGwY508gIuhbcUYckAT3bBiVJGlAei/GWU3TDgOoiE4NtxyAtp/5iP+seZ5G1MqLoIZbbiKUKyedvxtm2jrQegwFV6cJN9yE3DUO+lMXTowQxUqb70VvJP3UDuB5ipIo59xyQLvLLV8PEBDQ7CAvmcXuQX/oW5kX/DZJeRghuNRF33JllOgyNwnIbMVLD7N6J3H8Es2NX9rwbLdh3FK65FVtvIV72bKwfrPJ+xPFpUB7mxn3o2QgTg5q+D/Ppm3H+x89nx1hchul57IlTNG8IUQMlnMDgprMoeTv6xn3IVz4He3iGeCpm4USBUz99LRc9fhoxOZqRkgsuuh6ijc/6Upu2rRElDknDIsNs4q2M9Ehihe1I4tChlzpU3QTHt+jUwbT6CqyJZF2tTt0OEMUOiZFILBU3oVbqYppF5GITwoRgyFCowfwDkmRWI3KdLDvuorOx5TLy+HHMhg3Zqt5YzBMuQ956D3bTox9m/kNZasB5cDxSImYXsaPrkXfctRYeFXIt/LvCHk37oC1d8YiQpfnafigrykJtNjZZOm9iM+0RCya2WTpvDDqRWJ2BD2skOhWkWmGMINZqVW9kJaVXW7kqjJb2U3o1mcBaaB7j2jT2B0vXn26PtB7PfyR7xStewfT09Gp2665du7jjjjvYsmULAK1Wi7e85S2PPRh5MFkUMi/D5z//eZ73vOedsf9d73rXoz08b37zm7nyyiu5+OKLufTSS/nLv/xLOp3OanbNq1/9aiYmJvjTP/1TAH7t136NJz/5yfyv//W/eN7znscnPvEJbrnlFj7wgQ8Aa+SZP/qjP2L79u2rqb3j4+M/dkqSqYcoNys8Y3sJelmvip4JYcDEKL+7KnpmGukZomcqSBD51hmiZ7ptV0XPpK/BdFFBY1X0zDSzc8Q9BxkbnMUYWaqfIXqWNiGOHISwePUE4fSQswuIM0TPzuP1ZprKOQ8WPVt4kOjZIm+9/gLe8Y5vroqeif1HIEq59lN5Ln9JZ1X0TMwsMPf5OqPPzGVplyuiZybFHp/F5gpnip596ltw9pbMe7wierZxI3awgrhnDjvXOk307Blkomc3ZivihSbynPXYreuQ37sXs9hFdONM9Oy/XY6cPIS5dwHmGthuAkZin7kX8eFbSJsGnB5EFvcp27E7N2G+cBeim2ITje4KvKeeTfXQMtG0hYVeJnqWCHjWXsw/34tZTDA9sMYleMZGKOTpXtdDLoWQWNyJPHLbOsTBJsmCQbiGuKuoPm0DgbZ0brcgU9DdNdGzUzVeevOK6FkKJzt88QMBty+dy2tONBkeijPRs/2WD+3bRcGFX3zqcdRwX/TsRI+/vHc3P9+M2Hn+MqoZEn/tcF/0bIzX7z2CO+ag6ynX/cM9XDe/gXM/c/cPED2bz0TP5pqEnzvQFz370pro2b7lNdGz9Ps/QPQsRUrZFz0byUTP3vfFB4mebT5T9Kyd8p2vS+6u7+aiG4/x1HO69BouJ1pF/mnJ8q1vnXOG6JmuGxCw+bw2B47UiFOZ9a/YUpi0eFvXMX+9Ig0z0bPIKHZONKhuNDTiSdJmBkYsDqNPd2ncJIhShbYSKSznbV+kcJYkaVlUvQfa4O2sYs8/l9Lf3kbYKOAsx8iKhc1bAA0H92dk9TjuE9SzNFdx8uRpomdZ1sfpYQ+xuIgdzPGIyDTG9jlUD57FJJlHQyHqy6eJnpV46DAvEJ+6BvvCpyPqc6eJnnnUf+dbVP8s02j64aJn3+2Lnh37Tyl6lv4f4Gr8V03tfbA02b+XAuujBiO33377w26/5JJLmJubY25uDnj40s+PxF7+8pczPz/P2972NmZmZtizZw9f+9rXVgmox48fX3UHATz+8Y/n4x//OG9961v53d/9XbZv387nPve5VY0RgN/6rd+i0+nw+te/nnq9zuWXX87Xvva1H09jBEnviMFdaLIiB99YzBOlKpODb/Xl4FvtVTn49oJ3phx8t0e51T5DDr654K/JwXf6cvBLy6ty8J0Hy8FHPUqt5hly8I3T5ODjOCS/EJFbnsJqaJ70SK1ka8lyZL7K+jsaKKVZbJTZWLQo4Phtxb4cfIXpXo5zqy43PzDGOa1FlNPj4MwgB9tF5noQfM6wfd3iqhz8nfVJKh+GZ48vMbzuMPX5PJ88NERkNvAzm+pUiity8CN87ZTgccMJT9v6YDn4g7xocpALRhZR0tIO87z7o3f25eA7FAeXWZjO8977FCf1fp49tI4njKzIwQ/yN/90e18OfpCLJub7cvAb+bsvHuSq8e2sy4WrcvB/8yloyHv4nS0DTFSbaO2xb3GEj3y7zajamMnBz/Xl4NuT/O3Xv8/rxs7n3NqaHPynbrqfHA6/vnGYjUsrcvBlbo/3c5bctioHf7JV5K//13JfDr6wKge/2MxzuBOwuSioJ4a5k0UKS5kcvKcMm0qKBxpFmpG3Kgc/kc+K8s0+UKA4GzKzWONkN8emksORtqJ4f0LpWMR8o0bV0/jKcuJoheJMwnK3TD1WbCkJ8krT+t4yufXL9E7A5kKRRiI53CwR36UInJTZboUdZc3U0TLr7BQACyfzjPiGgiM5eO8Am5onVuXgJ3KG2AgOzw6sysHXY4ddVXjg7iqbmqeI2opDjVFqPoDD4Xa2QnVlVjhyZ0XhCMvxY1ViI5kJPSZyWbXjI+0co4fyVOo96gt5vj09xEcX9vPCyiRbWtnKvJc6/MOhYfZ/8x5eN7qN8SCTgz/YDvjduQ6luVHevL7KFt0k1ZJr5wZ4/21f5pVDF3CeiEmt4L6Gy/WNDczdf4i3bxrlfD1L3FV8+9A4n3n3CQQjvGlLgfVJgzR1eNcH7yIxmjft7rLxGYvYdsLBa/P84+H7eeY62PuE20+Tg4/5h33D/NrjT5B/2jg0OuiZNn/7+Yxb8sZfbGDP2YY4OUN84yne8fX1/MqeaarPrEGqaf1rnb+7fRID/Pozj+O8+nQ5+A0PkYP/ys2TmRz8VZkcvGh3iD59O5+/eT0DX7yLy8+dWpWDX/p+zA2nRnj8W75C9SKHdDni8G1lJnNZUcz4H29clYO3KHaVU1qJS/2WNkGp+wPl4NGZZMjDy8Grh5WD17YfMnuM5OA76Y/JmH6ElhFYH0G7RzmPv//97+f9738/R48eBWD37t287W1v47nPfS4AYRjyG7/xG3ziE58giiKe/exn8773ve+MBI7jx4/zhje8ge985zsUi0WuvPJK/vRP/3RVxOz/lj1qBdb/V21NDv4SPn7Jz/67FcpzlCHWj75QXk5qqkH8qArlHe74LEXiIYXyblx0H1ooL3a4fUlwXs2eUSjvUFsy1c0K5U30C+W1YoerTwoGC4oLBtPVQnmNtkGlKdVads3aClIDg+Esy7aMWwzWCuWly9hOlyPuBnKeWC2Ut/fS+4lPGm6Z2r1WKG/4GPmhOtffdjaRl1stlLd34g7mj+TY7+5YLZTnpj22lfdxzYnd6EJxrVCed5BePeW+YNdqobzpjsPTa7cw0xznqBpfLZRX7i5SiRfZH2wj8FVWKC9RPMG5nVTkud1sXyuUp5cYkidoe5MciYfwhWEhdrlQ3E+r63O0sOkhhfKOt1POH3DYVe6Qc1IirbhtubhWKM9dK5R3tC0YDrJCeb6Tcrxd5FTPYV9ds7N6ZqG8mTC77yuFCucil+MdRSuF0eDMQnk3LVZWC+WVXY0SUI8VJ3qCi2pnFsq7r1V42EJ5t9T9hxTKa2v1sIXyjrbpF8pz2JhPyUnNVOidUSjPWMGpnstdy1kV4I0lxSUDXQaCkHroc7LjU5o9xSFRIz9UYkMuAx4bnJPMnjCcKG3C8zPhq8XYoTQ3TZ2A0fUlxnPZPVlc1rRm25TGSqRBnsgIlmKFmVni3HKdwvpBaqUe9XbAjafynBMd47zXF7jty7XVQnlbOcLYXz0JefsRwpvn6Sx43HpykGe9eg67nDB/S261UJ6bLlP4ixej3/1VjHFWC+VtfesEtjpE4w+vXyuUV++S+6MXIq+9ne73skJ5i8tFNv80sNhg6WavXyhPZjpxx+aI6z7tTnm1UF5pY0jjfkN5d7BaKG/hLodvHR5gXcEwWQoZG2oinazcwCceGOVZY60zCuXd08jTSTmjUN6dJ0Y51HH/0xbK6yU9fvELv/aYKbDe9r+/xWs3PPdHtj3UmeKv6196xAqsX/ziF1FKsX37dqy1fOQjH+Gd73wnt99+O7t37+YNb3gDX/7yl/nwhz9MpVLhV37lV5BSct111wFZ9uuePXsYGxvjne98J9PT07z61a/mda97HX/yJ3/yiK5BSsnMzMxqmKZUKnHnnXeuhmlmZ2cZHx9HPyQd7Yfb/10o9J/QBIKDrQI5ZdAWEiNpppLYZKHVQGUVRCuhh5NFcmgmiq4W9PrPJqccFmKXQBkcYdFW0EoloZH0k2XwpEs59HClQQkItSQ2gq7OkL8SDoXQw5UWR1qszdr0jOiL+ji40pLv+TjCYhHs9hep+A0Om0nmQw+NIDGC12+8g16Y46bedtqpRAioJi3+5x97HH//MveHIxgrEMBL3HvY8OYKX//4OqZ7ARrBWcECb7v6cvjbL/KFa86ikSgiLbk8dy+DZ7f4l9seh9fXiGrF8KqfS7n+HyJOiSq+8kmMYKDd4QlXdPjOxxxKeYUgEw0679YW3pjHVM+lHjt0taB1cJSnjy4RpTBrHRqJIjYCldPcdqJKY51DJ80IayKE3Vs1c/sluJKecUmMYP7YCE8aPsRi7NDT2SqpkVhyk5r7rinSqTl0dPZMppZyPM6PmUGRsw4G6KbgBz1cJWi0FMYKIiM4US+xVylulDVs3iWQhnYqcbyQw4sVll2HTmpRwqFnJAOOZqPT4JxSyFQ6RGolSlieXD5JJFMOyknqcXZOR1heXDjCxssiHtg/QT0KCLVgUrSpyJiNRcWBXpmKIxn0E3Y7Rxm5KOW22zYxG3osxZKNbkhN1xkqO8xGZSKtiI3kxTvuJWkYHuhs475m5rLbWeiyNV5kw0DMoUa2cu9pyfM2HODUUZ9b4w0cJY8rDb60PD93COv53JeuYzlxcITlKRcdYdtNkkU5ynwvILaS9bmYc+wCJ2WeGaq0U0nO0/zU5UeJjzaYqa/jVDJAM81CJj87sMD9yznyQZFW4pIaSSt1qCeSWhrR0wapBfXUQWE5cnKE0e4cdQ9yUqGBjgbVM9StoWoEzTjjQCz2QEYpcz2HwM36g7Gw1DWknqaTuLhdQ5Q6bClEbB6c4fsf3Umj4BEoS2QE5cE24l++zvRd40S6RDty6aQCc/klLL3pGxxK1+ErgxSWswbmAMM9dwxRyEMj9qjHDlsqZeQDD7B/ZoDRVo9ES9pLOfZgSG45wdHjEyRGshB5bHzKbsBy8mu3Y+9oIYQml2/hv+3F3P+ya+kVa/jSIICLzj5G9S+fz8lfvZFSMUKnkkbL4RWfPZvodz/Fjad2E89KPGXYdt4JfuUvLmfhTd9haqFCN3GoBRGveqsDnZjv/m2e+ITCd1Iuf84sl7eb1PcVuHZ6PVLYLPjUd4j/MKCwkmmSgZE1oLFip/9uH/TzB3kbTt+8srw+/TMrn1s5b+/fXkrlh9oj9ow8yuO+4AUvOOPvP/7jP+b9738/N9xwA5OTk3zwgx/k4x//OE972tMA+NCHPsTZZ5/NDTfcwGWXXcY3vvEN7rvvPr71rW8xOjrKnj17+MM//EN++7d/m7e//e2rpNQfZV//+tepVCrAGq/znnvuAaBerz/Kb5XZIwIjz3nOc3j729/OZZdd9kPbtVot3ve+91EsFnnjG9/4Y13QfwY71Jb4MnMZaptNTKmxpNbiS4ErBTnHwRH0QQJEBnorBEcpKLoSV2aVbi3Q0xBr6KU2S+QTkHeyNq7IUL620Oufy5IdRwmBn2UpYmx2DN3v+AKBKxWegpyCSRkx+XLNv/6joKccdP/anjXZpr0kOd6Tq6BBNz0e/727uGt+N7OOQ2qya3zg1BjP+pt5DvoO+T4HTIRlNv7ZR7jm+p2c6ofQIg3O/Chnz2hOOgLPycDMcleT3D7Nkc45LDsSRUYdaXQCLr1jjuPtLQyIbICKDZxqVRiVMVNdga8EnRTCxCFdiJmPHGZEdh+6KfROCaZ6Ds1e5obVgIok6aJhPpKYEAIlCDU4PcV8vchUAAUnu+ZmT5POa+qJpBGBJyTtFHRXsj4uMh1Avq/mGGrotjys7zIXQseRhBpMJJnSJWZ9iREQyGx7Ow6YC12WQ3CkQJCBygqWlz39AF++eiem5uJJS04ZNpUWKV9m+N6X19Ppn7PmCba+ISC+ZpGZbkA7VbS1pN20/NS59/A3d1yGkxN0fYeioxm9oIF8ygUcvVawGAraKShr2Vs7xM2L5zDjepQcF08Zcj+9g/Svb+C+Zo6pHmhjaXV9ful5c3zti5toV/wMIFpB7ZDH7hc0+P7nLSdTCUg8aXniRTNM3zvAYjy5ugL9l6+O8bPvKVH/g2Wm4wJdLXAkBEsdnnLhCf7xgcexFEtS4zFzu2Lyv+9k8otHuO++YRZiSS+FLZPH2VRMuDW5lKVYIYWik0oWI8Ng4tK2Ap2CEyuMhcVQEHYDmmVJ6GTvUjOBOJZ0ZSagtmILscGGLsSSQpJ9vteXEpkNA2zPJzZZ8TxjEnQiONQJiJWi5Ngs86bpknynyT2sCX81Eolotbh3apijeZ+csrgCBsMCE8Dty3kGE0lkBK1UIGZm4f4j7G9vZyF2SS0s1x32ALP35tnXLmCAxUjw1P459rXytFIXiWUAhx0HD3JXo4jEw1fZWJD/jMuuzd/n/nqNSlujEcx1JGcdPMj99w9z0nVZijMJ/PmvDvGE0me5fWY7iXKzBVQjR/hb97DzlQ5T4U7qicpEhL/aZPNvbOH4dzsc6z405GHtgwCEXcscOX2SXhmrVhz0j2QCX+HHnk4FeDhSwCqQsXb1uLZ/bb3HuFxu9pUfOWfkdFFN+MHZnKeb1ppPfepTdDod9u7dy6233kqSJGcIfO7cuZMNGzZw/fXXc9lll3H99ddz7rnnnhG2efazn80b3vAG7r333kechPJg8bMHS3r8ODSNRwRGXvayl/HSl76USqXCC17wAi6++GLGx8cJgoDl5WXuu+8+rr32Wr7yla/wvOc9j3e+852P+kL+M9mJdoLq9whjLYnRaCC1GoXEEQJPOiiRdZKkXxshtCkWi0TihwpXKlwpkEBqLYmxhCYlRWdAQig8ofCkQAiBtZbQGFJrSGzWRgmJLxRSCJRYiY9aIqux1iKEwEHgSMkdepD6X/us9xUSje4f78X/OoQrHDb7ETmlCBxFQbn88kd3snM8x0JPE5uMVyJUwHtOjTMwppH0gVfg8Kef3MnkWI5TWpMYS2oNudhjrj7KdDXFlRIpIEk0c3cHBNIy3cmuQQMyFfSmBJ3UEHXSLMnQGHrSRYiImV6mwhgbS0UJdCfzRM3FWVZTZAxhO3udl6OURpzdr7KFNIRuaumG2TFCYxjSAiUNs7109RmEsUZH4EhY6BkMllAbRGigCMuxoW7T7D4IgVvW4GmWQkNdQqwtVZ0NfJGxLHVTPCXR1hLUYkquYX9Pn/G8eybhk58vssstMNaSeApA8YXjO9l35wE2OGH/+UpmpeTnfs/BF9vZVXFxBLRTSy/N8fc3BIw6TSrtItXQ5Vjb4//79C6WPr3IpmCA1FraOuUO0+KjjTwVp8lGVaDqKXyl+PKvdmmZHVTdEGMtPSIiEfG5j0v2eGWK9Qzwamv5XneY9v8uMZEzpFZn0hBW85mvDTDIKOtzGiUE2loaocM/XbWPy0s7SCyEWtNIEj6ZStT145xTMLh98PmF6RKzbzzIWc5ZDOcEiTW0E83L78oxYDaxtSipehJHZhNtK7KU3QSVWNp9WYrUQpoKBryUY5GlLfpgPzVs8jUlZViMoJNm/ISuFuwpdbk+HqAX9cXQBawLNOtyPW7pKbpa4gnLzqBJ5dIc85+QdDqWii/IKRi80HLgSyXu91V/IdJX/XQUB1oBp4whUJK8AxcWBfL6GznYLLJkswVLvLJqX+hytG2Z74PjqAfEMSeaZR7oZu9opC3y+pugXGAucmgkHlLAHt/FfuMWwvRsWmE2qUfaEsRV1v3vAxzvXoaxDtZCqi1fev001VrQB55Z+8Nxhe+/N8eGSYcTHUliMrXSf1jezMTHXFQBjiWCUFu+2R2m97qY8UqVyKYPSVE9Pfhv+7BgZZtZ/dtisT80vfV0mCNWqhz3JzqJWPXErO17+Ot48DX00uSHnPXfbo/UM2IstNvtVS/Div3e7/0eb3/72x/2M3fffTd79+4lDEOKxSKf/exnVzNaPM+jWq2e0f7BIqAPJwC6su+RmHk4xb1/B3tEYOSqq67iVa96FZ/61Kf45Cc/yQc+8AEajQaQvRi7du3i2c9+NjfffDNnn332Y3Kh/5GsYXooIxEILJaEFCssWmRxGIXC0y6i/5/BoDHEIl7tFJF1UVrhm8xdbK1FYwhFRCqyjuJYF8c4+MZFisy9mdiUhJRYRhgsyip84+OgcIRCW4PBEIkYLTRWmOw4OnvUrnRopsnq+SIRU8gFWGGpmw5h6hNoh6aQUHU4GRlCo4lsQipSkmJMWkzQscITDr5UPIDDQi3PfASxjYiIUSgOeDmkl0eb7BgSKLkuH+1dxGBJ0miEJH1V0qSQ5x+nLyXwFMs6Wf0eB4L1JI2Ejk5J+9vSXI7vHDkfJ3Bp91K0NaRovtvYiTskCBNN2r/PwzmXLxy7kGrFZzFMSa0lIqFcCLjJbqatY6QW/QHO8p1TezCFgFYnxVhDZDVD5YCvR+O4BclSGqGQlByXLy6cx3ABulqjU0tiDSXf47pwnEgqmkmCqyWOlNzcPYuZnKSTJllmo9XEJMQyIu8X6eiUeqxwpcRYSywsZa9GmzahdZFGEhoP33HxcKjHGRjspJqOicl7ZTqi3lcULeClkkRZAnwaaUJqDR3RJXQ6+MolFRHLuouJcrhSZLVelEObHomMieiRioScl2PR9Igiv1+AzJJKg6Mky2mIxqCFJiUl5+YQFlpJsto3OjKiIIuc6EU4CFIsXRuScwt41qMVa1wpSK3FSktRVWibCBVl5+qZhJJTxTUujThFkIGw2Fi0hS/FE5w15HIkNURakGiDdlyui4YAgYw1BoiN4Q45wEBOESaZhxEgH7h8qTVGIXBIY4uSAkeAHCjx5UYZ5VqMFQRKUB7WHL1+mEMp5BONEArjCpYOlPlSb4SmtVnZKC0Y8AXhu69j3t1OI04JpSTSCnci4O6/iujYPCrW+H2Qbq85wMzdNTqpJtICRwjygUfvf36VrtpKM9IgIFCS298PxnawtsJsz+JIwVKuyCe/ewGFQclSx9JONBY4nBvgk43LaKfQ6XsDlID7iusIDDQjTWQyUGCtIsp5tJqCxGQLAmshKTgsCAU9TS81xFYTK42Td6inCbE1q+OaOM0bsLLtwX+vgpHVv3/w5CZPgyMrx5ZWrI6t8kEA5Ud6SFbG34dTwf13NGt5ZDojVlAsFpmamjpj+w/ziuzYsYM77riDRqPBpz/9aa688kq+973v/Zuv+f+2PWLOiO/7vOpVr+JVr3oVAI1Gg16vx+DgIK774Bz0/9o2J48jUFl36BfeslZjsei+2qEUAoFCCmd1YDY2JYMAOhMLQ6CE3+9U2XFSG5ESrUqdC+ngigDX9tUypUaTEpv26rkcGeDg4pHPdFAwRLQxaFIbI5B4Mk+OEg4uXbrEsou2CRaNxMFay4JoooRHjhKeDciTY9G0achFYtvBwcclwCVgUc1j0Hg2Tyes4glJaFNm5UlC28IRASNmPR4ui3KeVGQTVCUZZEiWOFbvMS2PkxIihIPb2cag53FCN2jITHTLtT77umMcjDxOyWPEtoPC42h3Gz0VMNsxnJIn0DYioMz9nTGOd3o0i8tEtJE4eN3N9ITLVBqz6C4Rinb2nMJ1LMUuU/ljaFIUDjlZ5pbWEEtaM+PNk8isfkmnN0BOuzT0LB25hINLWQ9hkyIHYsmMWiIUXRJCFsMahTBPKJZpOQso4RLYIt9brNDRKY1Cg1QkJDZE94sLeuRoyCZRHKwOvpGIMBg6ookmQgiFKwICm8day0ys0ULTEz20zALgse3Qo0FD+vgUUcJZfd6hbBPbHrY/CGubMCM7LIo8vsnhSJeUhFQkhLZJakIQEkd4zMtTLAoHhYO0CiklBsOy6JKS3SOJwhEBHZqEdLN3FUMqY7RNOCFayP4xHOsicTAYlmwbNKSk9GSb1EYsyC4NAhQeSJA4JCJh2bbphVl/ybyHEKYJJxYjZACOdYhFzIKZoW3qjOj15EwehSIWMU3dxHYN69P1uEJhgSVdZ44ZzonPxupshd+mx/fDFgVdYMARNPqcnZvmKthQkw8c2jqm3QN68NZbhygiKEnByV4PicC2LJ32NgJfshAuk5gEGUv+8r5htuUsqTAcT5ZRKPI24KtfWoeWiuW0R10u4pOjmBT5+v4tnNIex9NFLJbBpMz9vRLGwgPNkHlRx7Meoa4yFEhmOprFJKIlW3jGx5ElQi04FjXoiR4OipqtMJEPmOlqptIGoegCkoop46A4kTSIRISyigolfKHoaM2ibdKVLQSCgAIKRUskhLK7OjaKHzEBW7ECQNbIjaeDFvGwcILV8VHYbLTMtsn+/+UqKMnarAEYK9aAjhFr4CeRvR96nf9WW+HF/ChbafNoSLSe57Ft2zYALrroIm6++Wb+6q/+ipe//OXEcUy9Xj/DO/JgEdCbbrrpjOOtiIb+IGHR023z5s0/VgjmMalNs2KVSuUhrqX/V6yjFwAQfaChcDKxH2tISbA2XQUTUjhI4WWd5UFtgKxjCYmDe8Z+rMH020jp4Qg/a2vB2jQDLaY/EQi12kb1H2lsu1ir0SabqBLVQ0iBS0CPBpFu9wGUocg4moSuXUQISSTbFPQwsqsweUPTzmBMjKdKOPUS1gjaAwukpocQinJyPrYZoXIu7dwckW5hrWVrZyMyCpkZvBclPKRQzCYHeIk4l08tBSwOHlp9sXv1CV44cpRfaj9ALgiw1mBIeUHPoVRy+Ep0N0p5CCS+2cgv7LiNt99/IUvOYYSQLNtj/F4l5O3780xtugMpXQSSXDTAGwan+eVFj6h8FCkcjE0Zr4/w7EqDP+ntw1EBAsl8mvLHtQnefWITCwMPYK0hMSGt5a38Qr7I+6NDWNVDCZeOWuStxTJdp8ibm0cASE1ErjnAc/wGX+wUWc4dRQkXi+U13k5uXfL5Vu7o6rO11qBUgJIOPdGiLRcQqD5gteQokdiQyDSxWBzhgxzKvBYyQduI2GaDqi+KgCRMlwmBnsqhhEcgSqQkxLqDtiFKBLjCJ7ERUdJACoVSAYGs4OCS2ohQN9AmRvXvS2gaGJsihEQKF18WkSi6po7pv1+eKuGIgK5dRts1dqAjA0K99nlXFiiJ4excIqUlljE2RZNiTUpkO2gd4qgcnsjjihwBRXr9SbDdn5QSG+LqHG/OJ7zjVEC4YQZP5jBYgsUBdkeD3OYcI8xl+h3Wprw4GeNg2+Pw6DwCiRGaZr3LLzmDXBelLBTapGhi0WV4rsxv7z7FH7QmaWgIRchoUuWXqkc45q3no92QhJAeDZ5lNvD44CSfTLYyLY9jSGlG87xzh+Lv7zqf+eAoxmhS00XOn8vbnrCPf7rX4vsehpRU9/h9v4RxcrxbzyOMJDURy0tN3vfCjbzjy3uYMvchhGLKJrzznBxCWv7+Gw0clY0Lw+1LebWzn1+ey6Fr8yjrgYAnJDtpt2K+HdyE52SLkciOs6dVYjZ0mS0cgT4hfjyusdTuMlc7iZExnsgxRIUgNSwlKXPBEYzWuMKnYMuEJqKjFklsb3XcEeL0wMrDpM/alWyb00BCf0peAeIP5ymRyNOOvQJGstE3G0dXPCTqIe4Ra88EPhZNRMRjbY9Fau/DnscYoijioosuwnVdrr76al760pcCsH//fo4fP74qArp3717++I//mLm5udVsmG9+85uUy2V27dr1A8+xYh/+8Id/rGvctGnTj2zzk2yaH8NSvQICsgEWCcJmk4i1Kcakfa+DQeLgKIMRDtL2b7c1aJOseT+ExMqUjN3RT1vDrBZWM7qX7Rdn7oesU2ubtbUyRYt+2Oe0aKyxmiSpEzZdNiyUeGDsXsqFQSyGJO0yfHQ7M16DeKKBowLCpM6J5f38rHk619llwqCOEIJuvEBjweHK4XV8uHcI1ylhjWbeLPJix+FLHYeOnENKB21iOr2EXU7M95MWSvoIIQjjFhPlNsupQesQIRTWGnpas2F0mXipjnKK/etOaGvBoDRoE/bvl6WpDblJi77PEqdthJAYG1Er9IiNT6p7yL4HoKEWqVW7tKea2LSFFC7GJtTjhPWFDrrTWR2s4iQkFwzTSBJ68TJCyOy8osW6nEcYNZA2IUEgdZt8NUCKrK2UCm1iYhEz6MX0opC4fz5rNa5jOdq29IoLqwAUa2h05ikeW8+p0SMUBlOkdDAmpTWvuLQ7xO3r7sb3MnDWMwsUD46yXOqhJ04gpUOUtmku9dg+/zjqW0+QqqySbi9ZYvao5Wx1Ka3Nh1DCIzURpmcoHhmiuXEJgkYGfpIFejNFWt1lqmd1sBistbQ6y/hHzmZh8H4GhnLZe2oNM4se1YWthFuP43tFEJIoaVF+YIxDlcOURmOkUBiraSx2iRYq5CYWKBVKaJWQyh6DB7eyueZzw8BRHOln19Yt0jnqw+QS+VKElhE9ltmxdD63zYbY3TOZFw+NsQlGQ8J6YlKitEEiO2iTEMkWlXAj7XQek+SQ0un3kzGOt2Naw7PZ/TeGjo0wtsxc3KVRyDSSUhOS2hLWCuY5hiMCNCkb1SBD1Q4fP+awnD+FRBLbzCtwy1KZ44OztE12DGNi3EqOB1qGnloC6I8J0FgIaIYHKaqVbIQE5RQ4tlghSg8jhUKbhDhtIWo56pElFE2kUCRpF/f8CyFNib5yHG3zYA1zSY/JcxrMHjlBITZ4TpHE9LivvpVXj8zyiW4XgSQVkuXwFC/aNsZ1d+yg5y/hSJ8Yw4GlGV4ceHyge5hivkYqIu4Xd3LeqUnOH/a5J5nDdypENkUsw/oW3DYYIQtxBlTJ3o810PBQULEy5q0AjtMZI3rl94cUF+yn6VpWpeYFsi9oL1fHUFba/AA7/dzahj+44b+D2R9+KWe0ezT2lre8hec+97ls2LCBVqvFxz/+cb773e+uZrdcddVVvPnNb2ZgYIByucyv/uqvsnfv3tXkk2c961ns2rWLK664gne84x3MzMzw1re+lTe+8Y0/kjAL8OQnP/lRXvEjt5+AkR/DXJUj49Fnk4oSXt916GJx0CpFmLWOKfruciWytCkjMi/ICnBZaSNxUH0wgYBUhP1YbrrqmlzxwijhoYReHZizj5zZBuGDyDwtUodoz9ALLIFXQgqFEC7SdaiVPByGmHIzApPF4CifTgxWWhzpo2TmWq/aQUqOxXMqSOGQ9t25oRE4SJT0+sDDwRWCQFmUDJB9NSQpXbpp36MkPYRUGdG2f2+ztm72nW0m7aytQAoXKRXG9Fc5BpQQSNnPjLDZKkMJ2Q+dZRwQTUoSr+TsrJkSAt9NWSlABpnHqRd6JNZgWavk6liXQKWnDbIWY1LSVBIrhbEx9Lk/0jrknS4ilFir++mNmshIwtSiTZx9F5G9OwWvxlK5gec7JKaNsAIlPLZ7uzkUtrAkCHIIoRDCISpAM38KV7dxKeCpPNvye2gVexiRhbysTZHCpVj0mVEH8dIOOOBInyF/O4uVFp7rk7AGoHW+QyTmMMbLQohCkfNKtKsLDBU3YJjrv2cG6UmiWhMpvdXJQZuEU8UFNvtnsyjuItVh9v1ljyQXMhKMYAnRNiZNIw4U9jHpXoySLrHukKRdusk0y0HMhLMeY3pZFSRruT/tUC7miGSJTjKPsRptIoyxJHIDWmgS3QWdXUdkMxJ1lDRwXI0w2bvnSejZlF5aRwrV53tZSo6mY7qEehlH+KQ2yjgbuZhOfQlX5REolISgmNBNLZFu4Mg81mqUhGYi6FIn0q3MgyUk8ZKgGacYUiROBtCwHFuqgtVYo5HSRUqXZiPHfBgghEDKbHxQ0kefbJEakI5CCRejfOxyB2KN6xRwhL+6aEkbkFc1PCfCkVktICEEQlhyXi17XtYALTodn5HAYUqVEcJB2wSNYdRPGXV3o2UnCwPbjPC7N9BU5AYkgth0OOVOcdngCOXiudwiDp3pmWBlCHtQcb2+V2KVTNoP1ZjVKflMgPKDPCSrx/9RXpgHmRAZIJGPoO2/1ax9hLVpHiUamZub49WvfjXT09NUKhXOO+88vv71r/PMZz4TgHe/+91IKXnpS196hujZiiml+NKXvsQb3vAG9u7dS6FQ4Morr+QP/uAPHt2FPAb2EzDyY1hRjWBYCbOs8UIkCtPvbLpPMAWDzHJsslBLP+aZyhhjU1KVDfB9RySOCHCsh0RmrnhSEhtmk7OQKDyUcHH6bliLISFcDf1kKxSFJwpZfF/IjKMgQ0RFIKohA2YSg1nlh4STDg6WIbGNiA4WzfBowJRxqYgSEZMo4ZJXJYJNeb6PYtw7lzaLaJtSUkWuiw2qYqkGm1e/hyy5HLUuo/ndxKZNYiNq7ma+Vh9ioGDRflYFWZNS9D2+e2ILY4UasWpgSLNwVBfqiaIQjGXcG6sppYqpOwsMB5IcQ31PU8zBpQE2lnwa/kgW5rGaQlzhrukiIyia7pprdjTvcqxZInCzyrqWrGT87QuDDPk+p5zCKrgbtMMc61iqwXq6TK96vO5ZHCT08jgql00qOIx7JaZ7MYOqwCmn1A/JaI52PYwwOH2w5UgfKT18r4C72SO0Pr0kAzRKunSHFikMu7h2K9qmWAwBNcSWJlWTJ0qTDDCoGrKaMFDJ0WOcrlki1T2M1QytyyZcbbNJy1VFUrdDaYshtj5hWibRHax1cQfajItqlu21EvZzfQqbMh5TGHurk161lscdijF2YPV+Bk4ZfxNEzKFSDyMSQFGr1hgezHRLrM0hhcJ1ilTXFzjOMq7JEdMBoFAoUSoqEAn04/6BU4bxJimqfx/smtdR+tzfylHE0hESrUMsKQqXZpIi+qBRCIuULkuJRAmJNhG6D7jKapzZyEXILGRpsASqxkWDggfmB9B2BmVdlFBsLApayz7d1PT7mcBTFYal4c6WJRntZqBDOuTFELOnUuZp4qnC6mJjMh9w05LGDQp4ThElfZTwmGqVONrzyAfDOCJThha5AY7fmKPgCUpqbHVRc8dnc3QTxZCfX+WqDZDjk3efw0U5n7rqEYsQV/jUBnJ8JdzIVncDLdlAkzJY3ML7FwapDDmsS88iETFGWPzhgC9oxWbHY5kWRmhcPNxtHt9XPht1kR4RsYxIywk3Gg/PJlQYXn0PpF3xXDyUyJrdXYsVZhWAZIDDnLbfYKU9g1OycoyH45PI0xYT8IM5K6tcFdEHQ+KxBSSPOJvmUR73gx/84A/dHwQB733ve3nve9/7A9ts3LiRr3zlK4/yzI+9/QSM/Bg2Ztb3Mf5aJ5KrEcy1LJuVTBsjTLbPKBQSVzj9lbwlJiUVKbrf+TzjEQgv62I2c0+GNiYSUeax6GfY5ISHIyS2n8abkNKVXQwG17oUTB5fZOnDqTH0bEJX9Ijo4YhBfJvDsQ6BzbIkAIo2T2QTEpFg+i7NoikzyBCekDhCYTyLtZZBM0ieIqlIQVlkNWO2T5jNuMLBsQJdtHSBIT1GIhJiGeNYh8WqTwGBb7evks9KQy43U2AyLdGWbYSVuLhMjxSZAzan55OKFAcHm/f4hL2QlqtZl+5AS01e5PmOU8ROJGy2F9JWTUCyyR/hekeyIYiZFw6x6BLYImKkxA1ujQ1RkbasY2xKzitxm1qHTiJqciMGS5lhxicGud91WB9WmZM+mpQyw9zgZIPwqHMOkWnhySLSdbndW48bxwyKrUSmiScLHJIDlIspg2L7KmFWCRfVD91ZYcHJhmMpMnK0ZwMCihiR8WdSkZFBXeEjnSpCONk5rcK1Pi4+nszRkw1C01rlLjmyhCNz+KKYcZhwUMJHOQ6RyvUncZuBXenhihyu8BGoPskWAreKsSnGaqRQICSeKGReQZERCcFgTRaicVVW0VeKPlgXKvMuiMxDqHCIyEjYSnhZ0UchTwtDZvfBEZnrWBP3PT79Y6g8g84WpgsjFNJlAlulo2eRwqc2WsUfg3I8knlMgJxbY3ZkkOGBiIatEusOUjgMVYaZDtaxsRezj4zIN2DXcbxaQ+eH2dQoMs9RFA4PRJJ/cS9lctyyHJ1FjwZKuFxPicGdFfJ6kAe8A2gbUxBl/i4ZZ9ek5RQ5DClGaE5Vusxbny3iMmLRRVkHnxyfl4OIIpyVXkhs0wzQVxR/G7tIDybT7WAhEA6fizMP6w6xNmXnC5JDxiUILMPGAypIKahLUK7DqBQM98nPqYU0B0sGhlVpNVXdSEtHpzhCMiarmVaIsOh+Cm7N9RiSPomxdNKEqC9BMECp75F8eAJq5t3NPCDW2n5Wy5q+iFkdLdd+/0EZNlbYMwDHw2XbrO1b+/v0DB6DIbL/sQisP7EfA4xceeWVXHXVVTzpSU96LK7nP4WVnf4AabLOk/YnbkdIHCFRK0UrybQyUpt1BSVAikwwzRGiv98ltYa4H35whCCnHBwhkEJgrCU0ip520TYDNZ6Q5JWD39cjCFNFZByUkWgMDoqS8vGlwFcSjcVNFFobEhGRswUK5HCFxFeSnk4RCPKOQ2KcTKXUpnRFj4IIKJ5xLkNHp5Qcl8A4xFaTWkNTtPCtz4AT4DsShWCm3SVKNZV8jtS6pCaHRLBcbzNZKiEDL/ueErY6CfdMR9QqOZQpZ/ooQjDebiE9h8QNVu/PubmE5fkGplCiaAtgIS9dhjttVGRxynkcnU3om3Jw+HgdtxAQ5AICG+BbjwkTI1stivkCyqgMxGkXb6lBzvUISmUkksAEDJoUs9ymXMrTY4CUhLIpEU03qRYdvFyAEg6+zTFkIFiqUxsssRgPoFTm7XCXOqjEkhuuYEhx8HCMgxGamAiPHEKK1VWk7HOM8iZzt2uh6dEjpJl5xkSA7J9T9rlGvvVxcECAFikJPQQGVxbwRB6PXAaC+wO6I2oo4RLTITad/mrf6RNHAwwabVMckZFsNRkYWfEKOjLAFflV8mJo2xmYkl6mxtknd2v6x+iDECkcrNWk/fCiI7OwxgqIx5p+tpmzGtq0K9ukt0oKL+gy4WydSKaYWozqhzdEo0J7yRCPJiiVrZyNTTCzLXJKIaseSmQ8h3anTbK8zFCtiLLZtTbFAkvTDpevS7jHFmnKIpqYOEowrSaPm3Q50isSqy6x7bA01+JFQ4bO8DAzi4P0RIOOrtOZKnDh+hydpLKaxt1ZShiMXKrDAzRUbnURks61OG9YccAroI2bvQVhil9vUhsto232/hdcSdDp4QCTwwUafa7wmG+47kiH0WoO4yikzPrKfCvCWMPWwXz/PkBiYKoTIaVg0HMJ1JpUer0TUXFdCo7sCw9aOmmmB1T0FIHK9H1Sa+mmCQ6KvJONV0I8vM7Hqr7ICgixa/kzmeiZ7afCroRpHqo9coaTQaxxVOXqptOyaX5AtseKsJrF4j5qtsajtNO+949q9xPL7FGDkUajwTOe8Qw2btzIa17zGq688komJiYei2v7D2ubi5liYdLv2FFf6EpJQaDAlVl8GjKlzk5fNRUy9c2CkymiCgGJzkSPOkmmmyDIioL5Evy+B7KnFa3EJdFZJ3UEVHxBMZt3CLUkMrAcuSTaoKSg4knyCsoegCDUEh3luOGkYfdEGdfJlF2LLgTNDoEraOd9Oho6qYOKEk6cinncNkFTOeQdiyssZ0dH8UTMv4pdmWqscRkm4sJwlm55hHuo4qtM4v7Xthwgrff4h+ZewM3AV2L4/V0H+Ne5HSxXBnFENggWmj3+x3n38GdHLmV9IYcgG7wu1CcZqlq+YraRc7L7pXTEVU+7l4/edgmRE+BLQWzgtefdxwe/t4VUlRgOChhr6cYJv7nzAH9yaDfVXIF8vxhUqdvglZfcwx/sfzzDMsBgqacxr91wH+8/uY1BM0ReuhhpIYx40yV384f7L2OdGCQxmjYRr588QeQWONiqUSGPFJIhJ+Wq59zLR2+9lGFqpKZCgzZPrzT47mxAxxTJCY+iclBCICxMzTXZMVJgSttVMFJIBO1OzPhokZ7JVqehLjI157K9VqbtSLQxuFLhpIaleo89Gwqciiy9tEjHDrNQbyCFYLhSRVuDIxSeFjTqXXaPl5hJoaszkb2Z7jydtM1obRTXuPh4BFZxdHmOLeVhmk6mM2OFJdf1ONg7wtDABAE+CklOOZyYX8TmfPyS7IcaHYbDKkfaM4xUBlFKYrEUhEfYiDkgDlColHFFQMGWWW9rHF5YQlcShKexwiKtIm4awrRLebBKaqPVjKhlM89vT8S85VCVtBLhu1l6ZL6X59kV+HttCLw8QkgS3ePVYzN86OQIEkHeGcRg6CVd3nzRvbzt7gsRBQcHSUvPUNZDPOfXQj7+F4KaHaUr2oz6il990QE+8Y3dpCKlbAZoS8VzBwVn+9N8tTfEsB2gY/MsMMPrx2f5TnuCWqGAEAGpLaJFl+cPzPNNWaLolgm1ITKai/1FBpHUc2VyKlMfrkcxrxg/xrWcDX4GRmIDb9xzN27Z8JkHHs/6fAZmymmHV7z0bt7zjT145QJ5B3wJ/33LfZQf73PtN7f3+5QgTgxP2nMTN965nanCKCVH40rLOf4R5k8a5msb6QiPxAjW52OYnedEWsatOJRdjS8MG3KLfPyuMvmqj3TVQ0AIrKmwrnhBVmXZ7ZlqrKersK7Ixj8SE2RqrEKsQZHTr+PhAjEr5+3Fjy0KsDwynZFH0ub/FXvUYORzn/sc8/PzfOxjH+MjH/kIv/d7v8cznvEMrrrqKl74whf+P6E5sq2Y4kpLaCSRzurKpH0gUXYsgTIUHYMQlk4qWY4dIiNITKbuWXUNNU/jCUNsJaEWLMYOcV8JseRa8spQcTUKS1crFmNFT68do+YaBjyNKwyhkfS0ZN5VdFKFFDDgW0qOYchLcKQhNZKhaJqrvvgsvvXyuxCeiyMhr1Ie94td0ptPcc+hXbTTfl0Xevzyrx7j5qs3MpaDfL/wWdm2Wfc7Ozn2roTECLpaEiSG4VKLe1rjbKplhdo6qcP8fJGhfIfxHEgJ2KwmhJfXlFxNtZCghCXUEtvVeCXDSE4ykMsGmdQKSnFCJZ+ykeyetBKF3zUIRzDgWlIlyWV6THijihFfI/OSmpfVtkl7kK8kjOYlIu9TcDLFyVqi8Te4jB13KLjZNs+6VGo9BucFfhBQdLLnOmRCgi0uw8ckwnWIjcNSpCgXQ2KlGO6UGQwygDpGhLtriMG7NetkHmMhCB2G3GUqbkDqFig4kqqfiWuZRPP7rz3I335mJxsqZSSgJAy06rziVft5/7cvoRZkxd4Sq/iDnffz7X07OVwcWR3YRbPDH77obv7h5ksZCrzVUEbQbnP5+BKfSceI+6PwgI752Z37+fTSeYwEeQwOiba8WPkcWvCZ9QaJtMERAt9afmPzLO+fqlIsFDK1XGOJe21+q1Dku7KE25+IUm35xXKXr7eG6RRyKDIvoJdE/O3mJT7emaTnuHRSTSuNMYtdXjy8ie8TU9UVSspnCM0bt5zkE41zmEbR1hFLcoGnUOLOBZ+05hDYIRwUETFt22Z0aJHSkTG6To2crCAQjLoFLh6c4hO9EXJuFi4KTYNNG5apzI2QV4MUTJbJEhlN/ryEwj5JkRogcZTPeB7YtoGC7VBUHrHJM54HecFGxDfIQqHCo2Ty7CjPEpgUTwkGfY+SdpGhYLB6EN2FgqsIVPa8bUEQSE3Vk3iBItKKUDs43Ww8GfCg5mkSI8jlINaKSmDw+okOnX71W92FMT9hIt/FIui1U2xsmcxrvLwhkAZPWeZni5QaLbZWm7hOSpI6nFjKYSJLaiQTuYThIMRzNHkZsvvzz2fxt6+jEZVoxh5SWHadc5RLnryFQ1+yFIMYz9O4us5v/nbIwc8UOJwOklqxWqAO1sBH9lOsApLVybcPSFYAyg+avOXDzNXitJ8r+53TNso+nPlhchid/wNg5JGEYH7iGFmzH4szMjw8zJvf/Gbe/OY3c9ttt/GhD32IK664gmKxyKte9Sp++Zd/me3bt/97X+t/GNtWaRO4KXGq6KUOC6FPpLMuMOAlFN2EaqGHFJZu6DHbzdNJFZ2+rPRwEDNa7OJ5KcZAL/SY7uTp6gy0VJ2UopcwXOziOIY4dpht52mnDu1UobAM+gljxQ6um6K1ohe7lDt56olCAkN+QslLGC53kNLS6bqEToX3Pvd+Hr8OCl4PJQyeY2h8uYWTKzOU71LRDp3YYaDcYv83B9ixuclyV+A7Gm1g9LIAe/cJhoJ1YCE2io2lOWo/dz5PnO9y7CsdAi+hF7tses0QjG1j3R+lqy5c6xny73oZl/3hV5nuZFLWvcQhCiKCJ4ywZcpQyKUoYUmtYFNuieI2l83HIgInZTHyCUyCrLisz/cIVFawrJNKnPUlzq40mSqOUHFSQqOISMltlmw7aUgKkFdZmfv1OkRtqLKxYMk7OqvwawW5UcOmk5pGQVJwMpf0qE1QWwfZeJPFupZIZyGtwkBEIBTrew4DXjYwbhI92LyODfmIbpq5xvOOw1DQZnOrSFBQlBwY8AxKWIoq5cPfOJ/KoGLIy+qXSGGp5H0+8q09TJbX4t05x/DZ45dS9x1GfFDSkhiB5/v85XWXsK7q4AM5ZSm7Br2xzCeWaozXMs9RYqDiuPz1zB4GSi5FBwIHEiO4ul2jVBMM5yTtJIu2FxT89fw5bB51SVTmtu+lls5AgW/FAZNFB9OfGkINn22Nsn3Cp2H72g8CAk/xd8vncMGYYjYW1GNFrBXdEZ9DbsBmWcX3JEVHkhOKj7XOZe+E5Y6Wy0JP4iSj7HNSqutzFBwfRwlcIWgnHn7s4pcOMxI4JHKSqqmhkKwvarZtWmD8vl3kjY/G0JBLBKMnGfZhVI9Tc/sigkGEXFdmJJA09VBfxXiQncVMS2jQ8xnJKYxx2JJvQ6WIJy0VlWPQd/CV4OzdC7QOJxS1RYos5TQnilQGezALRVdQdrNFxqCJmVAtBiwEflazKtaC8VxIT0qEa1gXxFgE1TBmJNdmOU3o+lll6aKR5Hf5CEcwfkeP4YE2WEHqxci3v4Zdr/guTT8r0llwErb+7tmYs7Yw8L+uRkhIuzFxDP6ztvPk3Q0O3hhQK3ZxHEvpgirii99laG8OdVsXmpl348Tx9ay/s0GtJAlKCSaVRI0SnS/HbN4b0ropYSUfTqxyM8SqZ0SbbKtmDbCseUbEaUX01sZYcXoo5jRQIbCrIEMJi+qfWQibeUlYAyECixQPP92348c+tfeRysH/xDIT1j6iyNbD2vT0NB/96Ef50Ic+xMmTJ3npS1/KqVOn+N73vsc73vEOfv3Xf/3f81r/r1qz2aRSqbBnzyV8/2XPxqmKbHXRhqW5PL3YRVtJrdAjX4jJTYDwBaataRzzaPUCmpGHkobRcpvapgRR7MezWynLR31aPZ9O7FINIkrFiNLGFJFT2NDQOSHotH2WegESGCx2qY6HqGI/tbJtqE8FLLbzGGAwH5IvRBQms27fPq64e2qYUz2X7aWQjbU6yrE02wG3LlSRwnLx8BLFQszccpFT3Ty3LztcWEs4b90CXqA5Pl3lYCvP8a5k72DIZKVFlDjculDlhgXNUOBwxbYFqsNdFmcKfPSBGp3E8FPrUypeghSWw60CXzoc8qxJj70bF8kVUqKew+ysyy0zAdtHFYP5GCUNvcRhYTpktBxTHfHI5SPmlkrsn/fQzS6TYy5BTlD0Eua7OcKlDsNBj7RcZTAfEqeK6YbH9EzMllFL1ylQchPaiUvYCKnSQg8MMRCEaCM41MjTnmszUFFQyFPzYtqpQzFu0muliFqZwMs4OlOhR3euSSUvMaUC47m4P1l0EJ023dwA1nVRwjLV80mW2jS1YGgkT9XVDPoRoVYc6wSc6EmGfNhaCPGlJjKK/a2AegLjgaXmZcXV26niaDcDCjtLKUUnZT7yWIwlx9uWgUAwkTPklGE5dpiLsvDfeF6QU5ZmIjjVzTgABUexvSyouZrFWLGvnsmCF11FxRNIAY3IUo9T1uVdRoJsUmgkcKydEmvNZMFnKMgmgOV4rWbTSOCQ6y9zOil0EsN4XlLxoJXAsZZmOYkxWMaDHCO5LHRZT7KaM77KQgztBOZCzVISkpMuFc9hQ0FSdLLvMtU1bIubtJTPKeFT7tetKaURo7rNAVXFSEVqs9o0z/QXuaeTJykWqPXBo59EjKfLzPoDnOjXeRkNLE+uHOTATI2D7jAb8ympgc35Bn53iW8sbaTjeqtejKdtPcCHvzuBM1RmQz4lMZIwhXSxyS1tjz0b8tQ8TdkxjMsFPr+/QHWkyPqioaslPSNRSw329VyeuMVlW6VJmDp0u4ZbjknGhn1Gy9lk3U4Vh+c1sYZnbgtZf1YTE8O99w/zrns7XLW9TMEzVPyETuLy5VMeSWr57cunyW9zMK2Eu24Z4p+OOKwvuDxnosXEcFba4/D0AFfP5nnOujYTww1azYBbFmocbUsCBT+1cYHhbV2iRcl3D4xzsisZ8C27Kh0KbooSBilPEzMzKyJmGQjR5jTPSX/WsYgM0J4+CwlQmP4CZoVDddrvfZAhZfYvy5YyKx9Fqn472T/oaYBkBag0o4iN7/ozGo3Go1I/fST2lre8he/93dW8ZOz5P7Ltid4pPtn7/COuC/Nf2R61ZyRJEr7whS/woQ99iG984xucd955vOlNb+KVr3zl6kP97Gc/y2tf+9r/UmDkdPO3BIixMiQatx0yfLBD3JTEkUNhKMYdlKhtQ+B7qG5E1Vkgv5CQX/YRwlIZj3F2DkC5CEqiWl0GxDz5hYRO06NQjgmGLM6OISjmQGtKhTmC2S7eTEYeLA7FeNsKiHIeXIXTiRgM6vhTCUZL8tUEZ1DibKll7UWd0eVeVnK+0qS6LUW44J7okFsu4wjL4GgXb1whDzWJ5yQ5VWTIjyhv18jAYbDVZTYM8KRkrNBhaFuISSwbujluxsETUBvt4u/IM6Q62AcGEFKwZbBOsRYjFJgjgtSXCFdR25qghgKCRsR0vcj3I7jQT9mwsY4qggnBplUW0yLbd8yjhnMUpusMHne4+vAII5UGIxMdnEHJRNTi9puH8POW8aE6ha3ZqDPebPKP355kuLaIn1umMBSje1n45tZjw1y2aR5vnQAD47NNvqtHGS5FjFUXKA7F6EjgBJqv3TLBUzfM4hUMaSSZXAr4Zq9G7METxhapDPWwNhsA77h/iD3nLIAVIGFiJuDaeICNfspZQ8vkCxFeXtOpe9Rjl4VYsjkfsnNiAbdgCJuKdjqKtg4DXsqQn1Vwc2KPfOQx4Bl2DdbJ5SMK8xWUyDHdUxQcGPZTSk5CVozPIacEG/IpnjS4wqUeC7SRlFzBeJAwlg8phz4zPY92aii5glqWNY4xgkhLBnxYn09xhGUhcmjGimYMVQ9GfY0jLHlH0YodNJYBH6putmJdTgTWSmqeZSKX0HUlkXGg69FLDUOBYEshpehoZiOXet8rU3UNRVeCUMTGo+gq1uUku0oRA0FEL3VQQ4brZ0qM52EQwaCXAbTJUoPbZ2o8LtAkth/GTCXzusZPbVykmRhyTla9KE0FB5drPHnjAvvnBunorDDeDfUtnLeuzqW7j6M70Ku7LDVy7Es38NLz5tk/O4gSGZ/rk3fv4MqnHyW/V9K8ps7icpE7Fis8oEr8xuMWme9agr737Y7lEbZOGJ628xTLywVmu3nmIpfv6wJP3WA4Z2SR4khMb8nF6DzdQonHbZpFG0k38phfLvPtaInA5PjpfIi3o4KNNJUjMVGphVBVKn7EYLGD3wtIjYfjSHKbJHLnGLIdMn6ghRQ1UguVICI3bkEIqssROZXHd1LyYxrH6zLYLDPvZl6xfD7GWV9ElkKGj8XMhBmPpezFlIoRQhqUsqtZs9ZkoMOsgJAflHZ72nYhLGIFZEgQ/Z+INY+IcPueExeE6hNWBRlJRGR9DgliJZNAiLVM3v5BbPgYp/baLPT7o+wnnpE1e9RgZN26dRhjeMUrXsFNN93Enj17HtLmqU996kMqB/5XMlHJwUAFjEEEXZzFHgiDaKc4BYEs+1AtQS6AXIgaaOGmIUGYZCi+LDMgMlABxwHPRVbreHFMGie4BYMsO1ArQrkEWiOXWjipIWinWA1OUWRApFYE34NcD7nUIWjFmNTglAWy7EK1CI6DakcoaVhOFMVKhDNZAkcR2Aaz9yg8Cf5GDzlWomCWWRc1Obzf5aWb2zibquA6VKbmUKdC9s1IXn1xB2dTGSzsCWb58v2D7B0x+GcXEZMDBMU2v5ncRziVUDpvBOEHoCRnbWjz9uYsI08rIDeNQyHAqfU4p7rE7y/PUNs+hDOZRxZ9rLHsfuMuxGIdsT+FYh634DLwks38THMe7o8xsY8cKICEi3/lAuRtt2MfMIjRMhiLIuE1j2uRXrcA+RKy5mcjwEsez1MXZ+HaJmIw4xWoapvnXlFE3D1PetwgB31IDHLE56d+rgzXzGOlixdrgqEer3lhpoeR3BuhhrOsD/Gks7l0YghRj+Dq2wAYyHV56ZNOgiOJ9oHKCUQgESKmuKRZjlxGCz3yWyWyGODUQ7wpw3IM51ZSyn6MFBZjBM3Yo+YKBia6qJJkNG7TSR3qkWVT0aHixlSDiMgoToUOnRSGgxBHWmIjcaRDK02p+h4DXsxgsYMjDJF2iVJDPpCUnAxI9LSglSaUXMmwH666y6Vw6WlN0XWouSmusjgSIpOtcMvumjfH4nC4aai4lpGgRzd1mY8d5nuCrkmoeC6DfkLFj2inilM9SdGBAU/T1YZYOxxtZZynmmdZV+xSKXfpdX2SGK56xv3c/e1RlsrjTOS7lHMRYy8MGNtW4dDvHce6Ht3UZSHyePrzD8DOzeQ/s0RQ0lgDptNh62+di/32Sca6XdqxSyP22Mld1N7/SuQXb8QxFmehS9kus/XSABhn8G+bKGmJUsXe3Q8g/38/A0cXyB+vI0SbybbHMyZvpXBWDX1gDM/VCGG5LJxh/C8uwXzmJNAlShXaCF4qjnDhixzCox7usELlEgL3FG98XIIYG6d3Rw/VsKyPe/ySitk6MsXg4yZhfAhhLdte3uB3/gzO23GQXreMm9MUazH/c+MUthuiLn8qtlxCtNqMPq5B5caQJ41oKkNd1HAeETiM95a47QbJq/c0cdblEW7I2HSX62eL1GNDbjBFjFZQ1TzJdyXTXYtbFOSDGDfQSGWRjl2Lr9g1QPIQIPIw4ZMzwEZfpFgoMmBxOuBw+5k7rszIaBLoVzZHClbTGaVEyP62B8V8ZO+xVbX4SWrvo7dHHab52Mc+xste9jKCIHisruk/pK2FaS7itr9/A3brJqzjItpNxH2HsfMt9HyEGvYRo2Xsrm3YchmiGHn/AezMMsnRDkKAs7EIF5+NHRoE34d2G3nHvdipOsmpEDXgoMZK2At2YmuZZ0MeeABmFkkPLmFTizMSIM7diB0cwBaKiLCHOHAYc2geE2lUNUAMFbE7N2MHBkE5IFMgAXLQ6efZey64WcE2yEGSgOuSKZaGQAA42QQuBdAlE0AJII6zwcB3+9v97PCui2g0IG5h8y5yqgW+j3UdRKeD2TCA3H8Es3lHlorZbiJuuQ1KCuoCtq7PAuqdLhzZD8UCbDoLOzSIODlF+u07UV4H61SRl+zADg4gZufBtrE3HUCctR177lmgNeKefdBdxPYUYnwMhmvQaGPvO4DYvQ5sCbt9cwYs9z8A3QXSe5ZwLt2ZtZ1fhvoCTFbhaAe2rwdrsftOIsI5yOWhOASbxrJ7euIk5knnIa+9FzZOZqDzyBRMHSM93sS5YAeU8hC4UG9nA2drAfOC5yEaXWwunz0TYsTUcbj2IMl0DAZkWeJcPonZsQs6GrmwACemYWKA3t98EzkyTNQJyG8C56KNmD3boRciv3MH0X1NFk/myTtNuifqDF9awMoczriPzHswWST5wm10k0mOzVYB2DQ8h2zMUHjCOuIpiU0hbCmKw3WmrtGwbpxCMcX1UoIBjTcR07mxx2I8mb2z0jBxSZtk/zTeE88mfaCF7lpUSeJMwtQnGqTVdQwOd8htVnDFcxCnDiFuP0rrpohGPUeYOmwYPYQMDAyMoSoe+IrkaIej95Y560knOfIlHz0wwvqtDVRZIlUXXvs8um/9Ok7JIelITsxW2fULlvTq/Yh146izRkAbzP3H4GefiP2nfyVp+KQ9ydJingFzkPx7r0Beew/27G2IuXnsXQ8gzh+j9ff7iOQg+UoCwpLfoWHXJJwKoZjDTtWZ/p6mavYzPT/J4NaAoJKiCpBOLZM7zyOd8yHn0T4qWG4UWN43w7rRmKG9VdwdAxCn6KOz6OOziNFRRKmAbhi6iy55cQx30kdecC5mzzmgHOSdd4Cfoq87Cn4R4UpEOUAUU8zTnwAUV8cyceI4dv0A/O3nEevGEGdNYAeq2NEBIAYKiJOnELPz2LFR7EQZUMj9JzEbJiGXWx0fxGIX/akbsP2KwNnkz5ns0QdPMSveC+gDjf7vSmYeDCfznGZaCH0RNUdmfwuZMfilBFdlbO/Tc4qlzLbJ/mdlf79cOxYImt0e1YuveszCNN95/9W8YPRHh2lOhaf4TPSTMA38GJ6RK6644rG4jv9cVipg+0UCbSGPqDcz0J4YRNGDYoCtVrNJ3fdhbBhhLU4rxmqLqOYxlXK2D6BYhOEBRKJR3QRZ9aGcy4BIPzvJjo0gtEYtdrBRiqjksNXKahtbyCNGm8hmDxHGiGIAlQK2Nrh6jLXlAVDIn/aF1gqb8YOyoVaWxcb0Vx+qPyjBGfh+5Xrzeaj4QIodcLDFzEPD1BRiaSkDG8VsgLSeiyjmYH4OxjZgx0aytr6HWMhDrYodrGX3vNtFDfoIaRDVCnZiHbZcRkQR9FLEpkGYHMGOjECSIAYrUJUI48LYBKZWQ3rzfe9WFfwh7OBgdne6HVg2OGcJ2DCOqVYz4SQnwdaqiNDFToxlAKoXQQTkS1Adw6wbQywtI7pN8DyoFrBjI9ih4UyyvmRx/CnYPJ7dC89FVFuYrZuBDBjaBxWetOPjiKcUcb97J9Za5O4NmB2bVp+fKWxACoG1Mf67fh7x8auRCwZnyzBmz3nZcXM5zJMuwet+n0q3R+HCEuXnPxcSgfza9TBWg2oJs3096oJzqHz5Rkau7mKMoLjTgVf/POLISby7TmDDBGcxxnnOJUy+aT3JX3wd4UpkUeJsGsI8/UJyP+Mw/sGvE54Ao8GmBucPfx4OncIRMzhhAgNFzBPOZex5Aj75XTAucqKaZVxMTGIntlJMvo27v4NJBc5bX5W9Yz0Q8wuQJLjmEJWjIVTyjEzUoRLgn12Gch5kjAEK5wSQC/CaIROmgV1/NmrsBGLrEHbXWVghkXmFKZVQY0VESeAmmrFaGzfIZTSGyVHs4CB2cBDZ62KrZZycQXoJ3jqBLHpw9giQQs6HdcMI32Po6GFkS2LmwfEMTkmg1uVwBlLIWUQgEGWXXC3C6B6q1CWOA6wGctkYoqIOwjTRGoQnUTmLcjS9aYnu9sifk2Ypvyur/2NTWZ6syiZsIUXmnX2wKQe5bx/Gkdl45ftrY9HKu1euIOYWEQ8cw06cm22rlk7r8/12g4PIiovp9hWpVzwWDyc6croHQ/WBgSMQKyDB7btDPGcNaKwACkk25giRgXUpszFi5TgrcRghsEqtjVFC9BdirLazQmI6/zlr0/xXtp8osD5as2Qv+embqmVEp4dY6vQ7gDxjUreVEqLdQRRcRGLAUazm6q20KRYQxTYy7yL8bCI+4xjFIqJYQOTcrKN5TjbpndGmgCj42SCU97NjOCtMwi7NP/k2X3lgglf+usZcdD6QeVz+99tChnzDi37Hx2zdglxchNl5/uytht/5qxJm6xYAxNIiYEg+8q+4P//UbMI3FqIQec33Mc9+BsRJll43NY0teIjmEjglrNuvY+J72JFB7NhpoCdNMZdcAHkHcWoZHAcrsiqd5mlPBBSisQaY7CtfgCWEWGViL8oBpTC7z4bdO6Hd7+LKwY4NY8fPQtS7gJsNzo6DeelzgRTapz/HCnbjEOxxoRlDsYgt5BDuEHbjJDjLmefCcWDrJuzAdkBBx2aDdC7EXH4ZEGGe+HhEvQlSYMbGYMMgXHwBYq6NLZUyF/L0LPGffYH3XLeBX33ycdzffOHqtTTe8i0+e3AdP7f3OE4tG0nT7z3AJ/4gYn0+4YnvPScDlAeP0vxOgz+6YYkrNtc4a+siTrOL+eAXufaaUeYih5/5uTpGG8KOy6c+Msx9f3Uv51Qdfu65HdR4DfYd5wO/1UIDTxxyqQYGi+DW7w3z+X+8j9+8eJbKJR7CUYTzgo/9RpcTnfv4+a0DbD67jlCC6I5F3v/X+5nIW553TlbeIE0Ud103xmf+v/t588XTVJ9YBCmY+Zc6n/2LfaQWXveECH9zDjvT5I5fuJGbl3JcVAvZc1mIykPjmM/7XnAf20uG5z19CvHSy7G5PHJ6nlJtGvOCZ5NvfhWTKtg4BsUCZuMYECN2rYfUIpZbFOJl7NgY/PxLEPtPrAI/c+EeIITRGrIRgbaojT7mqc8ELLa6BhCztl1yV1xI+IVDyKKHHKtgdu8CUuTNB7D5PMJYvJ1lzPNeg/vKvuy2EohygHnxk7HE8IFvZP0vgKCYUv2HZ2E/8k3CRgkvirPw6tYJeMlTEO/9CrajSbsW5UL5dWdnY0g9RSwuYCtVzEUXIgOBPXoQvZAiXdCLMW5tAPmvN2PP3YOt1qDZQtx/iFP/NMu6y330sTrKcRDzS4iRKt0P3Uzw2y9AHjmKfWCGU9cqPvan+8g7gl/79S4ijGFhke/8dcrNSw7PH2+zfXeM8PrhEW/FcyEQK16LVS9IH3ishFJWvBxOv9Ku6/Q9HlnoOnMj9+tMOSteEIl1nP7n3DUQ8iCwgRTZ2CjkmYBlNTXn4fkr/15meWS1aX6iM7JmPwEjP45FDyo/7fpZZ7EW4hSiOJuUvb6XwHERK2heWkg1hOHqfiDrXCurAdNnP2l9JvBZ6cQrMVGtTwuf0F8F9FcRKwn8SQyOgzx5kvyQ5mm9eewpgZjMpK85PM3lww5KGDjWQBYLcPAE4R3LXDI6Tvdf9pH/6ez43U/t4/ZDoxzpnMXL1PV4P3sJIopY+sD9fPaBdUz+4608+2dasHMD5paDvO+fx7AWfuU108hdG7H5PJ2/v5W3XDPE8yccnv2bAXZ8DDE7z21/WecvjjR49x7J6K/uANdDHDnBFa9ooFB85M/LsGMb4r5D/PlV01zTuoc/27mF8/7HJGZ0FHPDfbzi1SlPKI3xC3tPkfuly0FJoo/cyk99ZYEv//QQ7tPPwu7YDidn+B+vneFk1ORjvx9gnn55di++fQuvfFfCs4ZHee2fljA7zkKcmqX91ZP8zNU38elnVcj996dgHZfoA9fwsq92GbJjfOg9w5jzzkEsL/P5Nx7iEyfneOG6MV7x+3lstYY8cpTXvu4UeTze855yBkZ8H6KEzrLHZUNxnzG69iwr5wie1l4mXFbkpAYJ4YLk4oEWk+saiOZ6bCEPYYo1ggsGHZZiSxpKvHaCaRvOW7dAkij0UopQAq0lFceyu+owkcu4RzgONtU8fqjDVBjQSR1KNst8MhYuH+0TEFdW3xbGcwZfKVIjEY5AuArhaJ460sUCcVehlEVrQSd1uGBAZMUKXQWuIAi6PG6wRyt1SFoSH7CxZrzc5glSUw2iLCxVlHie5rKhmPXFDqRg85lXiVqZw6di3v7Eq3n3+VUm9qaY9ZOIVotrrriNL5+AP//FZeTu9TA6APuW+K2n3EPgSP7ovWsAQ37r+1zx+yF/c3lM9XnD0ItZ+nqdL73nfr4z1+RDfxRgn5yVX++87Uu8+dtVco7LHz9J4jsKM9Pg159yB/W0y3uf0aHw3zeDFEx/y/D6P/8iz6icxZXxDGiNmWmz//Xf53f2zfHnu0Y56wltTAjNpYDXvvAuWkLxd3ty5BY6mMN15u/z+OVbDvPa9Vt5yrYp4sjltqkh/v57U6Qi5o+2jrHLfQDhudzzoR5/cTDmxWPb2VHuMFTqsNTO8y9fLeArwa+95DrUhZug1WX6SyEfntnCyJcFz9+wwHA8D8ADd3a4YWEHz/jd77PuwphkJuWBxjqGCgpfQue6ZQqOg11qM5l3iU2BZuzSm5cEAwbpAcqA7o9Hp6/ZVoCI6r9Hbh9kuCoDH6sejz6IcJw174YUINWax8Nx+guQPvDgzPNkIEeteVUetHj8P2GPNLX3x89l/a9nPwEjP47VW2cChTSBVGPDFBtppCsRy4vY4dGsE8YJpCkkWRvRDpH1Osb3Vt2jIowhSrBxmsVRuyGi0cQOZJwR0elCL8QmGhtrRC9CtDsZF6O/yhPdHnQjCPsVarsuot3G+j4kKXFTMtMqMKrbiNOo3ie7OXxp2a46WWcu53AqdQ60HC6N+p091ajA0k0lx9o2Syl2HazrUD0H9t2SYq2TuVqNQY6UeOJQl8XQRawfwlbK2Hye4it28GfJneR258HbmvnyXZcLrzC87zMNqi/ZhC2VsmveNMHHPjGCuPk+KIxmbLjRAX7nXfA7d5VgexEzNAS5HOLy8/jkpqOwMAfFEYzrQRDgvelZfGP7NzDPfDLG8bOQ1jk7+OOrC4h//CxsvnjtuT7tEj4xfi/mgrMxXl8++5yzyT9uD1+a+CTy2Xsw/Xvt/eoz+eJTb8du3IAZywr+ma1b+Kl/2sCLPvcl7ONHMZWBbPu2LfzD3/UwZ+/E4K2dL5dlV53seVzqcKaggjEsdHMMDXWQXrbdCQzzYUCt2SO/QhAfKOIVmixGMB5kbWQ1QCWa9IRkvpVnpNADV5HLd3GlpZUKUgtqIMCODSPilGYaU08Ug15C3o9xXU0vdTjSCQiKKWJ0BAB/oI0lcxzl3BQ1EiAGi7hBh+4dCkdagqrue+hTfGmYiwRBLoXxYfB98qOLMAf1WOGWDKKSQ+SywoiLsU81iHAmixC4lJJlkilJK3KRBbUK4M1Z2zjniiYf/fwS+Ss3QXkAUy5hyyWe9LFRnkQKeFnaaJzg1Fu8Qx2CX3oZhrVFgHnG5Xxs9A7MuXuw84uI2Xlqjwt59UUnueKpl2CGxlfbFl+3h7+/8A7s4y+Ba1qIgQJCCv7qt5uY5z4Z8DP3vO8zeuG9vPNUjq2XHcSqHLLsIvIOm9fP8PmXDUDgQSsPc02sFbw8n+f5T3eIOiEkCrSlmGvxwXN6DLxe0fuqod1yEAJeVhhmIgjZtH4ZGkWgx8aRFm/qltg0cYpmp0AYuQgslw0mLEZ9ztdiE9oh2sBClDDoe3Qil1qjiwygmgs53CwQjTiYVhcdCXJK04hdOqkl7LgUmj0wEGnFia5DmhPEoYPTjZGpRVmL0H3iqbZ970YWmrGuBSMz/oew2aJJW5Ama6dNNouveE9W3B0aUBZhs+NZY8HRkMqHSr/LfqgnyRaBq96QlVDQCkB5jM3an+iMPFr7N+mM/L9kpxNYb33rS+HS3diJbKCS+w/C1DzJvfNYDaqiUHs2YIeHsAM15PQMzC2i75vGdA2yqFA7x2B4ADOacUHE0eOwUCc9XEcokJUAsXMycxMXC4iZWVioYw7PY0KDzDvIbSMwUMnapCliagZ7ZD4DPIGDKAWwaR12aAAb5KCQo9/bEUvLkESIZhuzfRMgkIePY0vFjHjru/TZqIjF5Qz4CIHZMAJYRCPKeCGuS8YZ6QEe4tQ8Ik2h28WcvQlIEfUEWyqDUoiZaWxJIm+7H7t5Wxbe6PUQU8cw5+9EnlzCbNoC2iDqy4j6qUx8QhUzAmurDUePYi7Yhmgl2A39EFKjgaWHvPYGWL8Ns30r+AFi5iR2vJaJVhRrq89T3nUzZuM4eAOnxcEt0EEst7G1sdW2YuY4tlZAzrQwGzed9la0yZZ/a3F0ee+d2KqPmG5hLr7ktLbd/s81ro6Ynck8QCeOYc7fw5mu40yzUu57AHvXUaw2yE1DmL0XspZWsGIWPvZ5sAprJeqyszA7tpON4gJijbz7HvQ9U6j1FdJ7pnDOHsXu2r76DoNB3nATtBKiO5dQJYl62RNAxxmoTlJEq4247wD0enSumSHYVkSdux47Otw/TnY+eeudmAMzmHaKc+4ozC5hXvicB/UojZibR0zNZaG7gSp2dJSVCtZEcUaCdlzsQKX/bM5c4cpbbgOnh60MYjfvPG1P3P+XX71PYnYG66UQ5CE3cFrb04jaRiEWFxBzC9Ccw+y9GCg86Jl0kV//Pjh5qJUg52PHythaGXRudYEi//V69PW30zmRJ79nEDUQIEYq0FqGTYNwsgvKId2/QPeUYPmueZy8S27jIJWzNMKV6NkG7u486cGIcDlPfSngZLPEWdxNYTgm8jdQ3OUgPIf0yBLuZjjxRZe4UMOYLONk6yXT2Ne8AD55bZahFqYkR9s4v/Eskj/8NLNzkwyNdnCrFvfZZ2G2b0J+/UbSI02iOfCqFudFuxH7jxHd2cbfUYKhEmbvxYhPfgHThsZBF6kMUlqcwKD8DIxIT2SPTIkMnKg+EHEEwlHZostRa1yRlZDNakhGZNtgjf8hzvSWPMRWgMdKOyGwK96S1cwaSbMXU9vy4seMwPrN932b5wz/aALrVHiKr6Sf+wmBlZ94Rn4sM80Y1WxiK1n6KJ0udCN0B0wKQmhUo4Nw3awztTvQCbE9i+4BRqPqbXAVwvcyL0W7h23H2J7JqqfLCFVvZdNTEkOzA60upqMxkQVSZLubEdUgI5bWO5hOgu1pRGqQQmQelUIOagNk4GJlkAaSNOOdEAESmwsyT0XaV54iQSzWs+IxaQqdLvLU4WyQ7nazTBJjIQ4hsFlGitZZ2yhG7t+P2bE1W/GYrNCZqDcQdx2EnkVMJFilMs/RUht5x12QG8zaJwkijODuA2Ad2LY9C49FUdZ23wGojKwRwNod5JH7sfNtxFCEiGOslNn3n+qBV8KuJBREERyfRUZd7Fl7sKeR8sTSIqLeXQMjxiI6HcSRg1A7rQaT1qBj8M4k9LHcRJyqgyicGUJLU8T0FHb9aZOm42IHatgBr/9sTvOakAAJZudZiP0nEBFZKjg9sm57OjExhSuegfzctdhUYgsr1xQCArw8+D6y6GEuvwj5tD2YlSypVYswl52DvP8k6uAysuxgB6pkICoB18OWiohaGXP5HnLPTJDfuRMK+awfwOq12fUTiOMLSG3BxpgXXs4qyFi1EDtSBsdHNBvY0THOAAa+n4Wzcrn+cQ1nAoPs2XDgOOLi2o8mAjou8ugh8HOYXQMP3Z/qNbIjZKFWY868ZIDlZex8CzGayzx1xiKOnIBmEaqTayTk1BCfTOi2XPIpaxzvOIHb9mGDIURp7fu0Qp9OXGTDmNv3jlqssZgH5giny6RCkhpFYiVL9Ty9tkJOBuTbITJnSbvAnbMsdrcjXTdTHhWwcE3McPWrpO0g807EmrQN3qe/yPR9eeygJI0EsmNxrr8Hxgcw8y1sbEljRXhKMfD1f4Xzt2E12FT3IXOKffnTUXcdgoOnSGOFkGCtBmsQ0mL7xbaka/vhZY11Tab/4fS9Ia6BtM8xcRSIpM8d6YOK09J0V7kfp5NaHxymgTUg0wclYtUzspZVI3rxQz/372iWrJ7UjzLzEwrrqv0EjDxqk/SOGgrVU8goe6HtiXn0dJfmvE+aKoJWQrmwgKp3EPUWLLXRSz26M4I4dJHKUpIN1GLv/9/eu8fZUVWJ/t+9q+q8uk+ffiXpvDoJCRCCkChIiMyoAxmDOgLKKMwPeSiDyoB3GLzzQeYq6L3joOJVLozKjJeHozgoXhUHGBzkLQYQEBQSQhLy7KTffc7p86zH3r8/6pzTffqRdGJid2B/P/SH1K5Vu/Y+VbVr1dprrY1M5wFQvcOoIY9in0QpQSSuiIo+ZFMGkYii0gVU2qPUIwg8iR1RINPIxjyyMY32FUF/AXevJnAFVjTAThRwdA9iKIvY3oVetgCx+XVoa4e+dKg0lHykKobe8xu2QtRBxCPQlkItnodum4V8+gUYDiM+1NuPBSpKRbbi/RmzUItmhw/8rr1QcqHkoU9eChBaYUrlUFHZOxAOCCUP9vaFvjSuB8Uy+oRFiJ0ZRF8folCAgTTkypB0YM8AouxByQ0tP8nGUJnKDlcsLhUfmLIPQ8OI7h5ENAJDGXTnUkT3EMQL0JBA9vSi03nEMfMQQ0MjL5BsFt3ahhgYrl1t0d8XtqMtDAmmGEaoiOEsunm08kD4ciy5YUjw7hyir6fykiWc5/b8kdBpz0Ps3oPYtAX16k74+Llj7jMbkMgXXsLvLaLLCrn+NSx81LHHjrSvpxssifed/yLyrmWozQNYXT3oefNBVpykPQ8GMgTdRfjOf2I1C/RfnQXF8PcgCML71PcgV8TPa+yojzWYBjx0a6i8ikIBdvehnniFoKeEvagZqyWJKBTCCCGi4b2xey8q56KyAdIXyHseQX34A2P6F4V8HrF1e/jF7OxBz59bqaOSTn54GLF1G3p+O7plAgUiHoMVR6GtqQ1jetFCxO6Jv0BFXw9EGkLl1fNC5++JzPktLWgvgEyx4ijuQ1siVJqGhyGVCo/3PJx2iTdg46cV2CXsalpaXxH0FZAeBHlN4NskIi5dRYeGfIym3iKR5gBVAJGU9PUkUfEEedehrERlmYkow8MNNOwsEWnyUK7AS2v2FGNEYtHQPxRNUzkCw0UK22NEGkr4ZUm2P07C8olEArqKMfxAEE0HtA11Eb8oiS4rsl0R+rINlHyL4Nf9zD7KRfngvl5AbC8gf7sDEZTQHW0MZhNUZlCIWAGRQoCUCtsOrSXSCrOpSlsjbRUmKrOCyv8JlRNBxZ8EhCNGEpbVpleoKfai5pAqxiuLo44Jp4NGjhuxjgBlb0r3zMFipmkOHDNNM0Wq0zRvXXUKPzr1L5m/MEtkQTj37HZ5FNMOu/qbcJVFzPKZ1zpMvMnDaZMEOYU3LOnpa6TohwPSrMYC8YRLrD18UL2soJy3GczGUUrg2IrmZJFIIvTV8PISr2SRzcXwlcCWmlSyiB1V2DGFDqCYdRjOh/sdqYhFPRqaXKStyQ9FeLGnne15mz+ZPcy89gxCQP9gI/fuaiZuwQc6+0m1FslnI+xKp7h7u81ZCzQrF/agAsnmnlaeHYyxJety1Yo884/LoX3N9o0pvvqq4OjGJj62vJtE0sMt2vxmeytx4XPaB4YRMRvtBrivl3j2uRSnvK0fIhHshED5GmmXee3xGMvPkshUAu0GBP0l1N4erNYYvpvESkl0WeEsTaC2diGXLwktO1Liv9KLv6uf2Lvm4W8uY7VHIWojGhz0tp2Id50cKjbxKLy+F50ZQuBDsh3mtYQD1WAGShnUe05H7tgb+vNs2w2lPP7vdmKffAwkKtNdSkFuAFrbIJEKw4B37QZHwCsb4ZijoTsN89pDZcsJwnOUgWQjuC7Bs1v57ROtPNEX4yOLB1jw8dnhC9n1yHzrBZ7a0cHK1jSxqIfSgsFcgucGk6xqyfGWv26Etmb8h19m9+8a+PfXm1nT7vO2zh4SCyC3U7C5u41CYPGOk/cC0LclwVM9baRdwYmpEqvP82D5YvSLm7n3h81kPMnSRpfFTVkaG1zSw3FeHEjxF+/ag/0ny6BUovTQTn78QiddBfjQwgzL1nqIjhQMF/jNPVEsoVmxrI/AFRSHHTb2tfFi2uGSE3eTvPA4cGxK97zEbzfMYUcxyplLu2haHn6t9jxn89pQihWzBph1dmvogPzrPTzw3EKOaizyltOGEJeMmL7llq3op59DvP0t6JZZYXQXEFpYfCgqQCByOcSuPWB7YDuoZStGOY8HiKEexO+2ghUJX1Kej3rnKuST69HHn4BesKAiqxG7NqN/8RJufwS7TYYht50JaElAclb4VZ4ZRr20neFf97ItvYD2OZJkskysJSAyOyD9RBrR1kakMfyNcoUofk8/j/V3MH9+gmXJHKmGIlExjM4O88ve40k1WngqXJRzoK9AVx7esqiBo5Mlmpwys1JZ/u8zs2hodJCOFbpuaRguBfie4t0LAyJS4SrJ1nyM+3v6WRprZUmjpNkJzTZ7ipL1mX7+YnYbrZGAtGexKQObS0MkSfChhTZz40VynsOv+mN0F3zmN9gcnQyIWwpbaKJSEZFBOGUjNRYK2wpTttuikqFVaCwrqKVur6V9r2RZlbWsq9RSwI9kUK1siwmMItVZzophhNEy1TIJQgiynkv7Z75y2KZpHvzmw/x5+/6nabrLXfxXYPKMgLGMHBQ7c43onYKWodBakM03kS1H2FOMUlYCRzq4yiKZcUn2u5Q9m6Jn012MUVLhCqzDrkND1ieVdhGEmRyLvk3Gi+BWlI10KUpEKiJWgK8k5cBi2LcJtMAW4X5HKhwZECApeDZ53ybQ4EhNtKBozIdfAOlShCEvXGF123CCvBcOxv1lm6gMNfmNg8205RMMuRH6XYtZccGOAti7ZwGwrRDFC6At6vDyUBP+KwJPWbw4lGRuRKE0vNTTTuuQx6Dr8EzaQooILY9q2hpKgMWzPQt5cLDEC88u47T2Eq2xEl5g8cJQkmf6S3zgv2xOXthD4FsMZJu48dUUvvD51OI4HQ1FMqUIP/6POH1ugnVzY6w9dg92QvHaa238y5Y2Gp5xOG2W5NS5/UQiZbb2JvjO64v4uxd66ZyfJjpPkN5k879/20nW9/jbY8t0LtuJkLD39SQ3b5jDwu+8xhVn7MSeFyf3uzI7upv531sW8/FXIrz9uN1YDbDhpXZu2QIpWeCGs7YSWd6C++oQ33+yk98NzmVxo8dFK7I0LR6kuEdw7a/aiQqLL71nL5HOCMKxKG5TZDybJge6cg10/GYH9p4BCDSlYoSEpektJEh4PmjIuA5JW1EObPwXd2PNHiC3XTBYjNEcEQy5Nul0AsvJUypGicoAXwkGt8WIRAIGi+HUTtIJFygL9maxmnoIuguknCZylRWmmytyJd9mftzFH1LYe/rB9SlmHKSAhA3DXoSgfzgMAMuUaY5A0bfJDUQIlCRXipDzJbNiUCw4JPf0gW1RSls4UhOXiv6hRiI7M0gbXD9KW7SMlKB7siChOGiRdAI0UNyhadz6OmrxIuSrr7H91r1c90orX35uDx1rdiFOPwnRP8DdXyzydG+Zr7yvJ/RxcCS5p4e5/sk5JCM+13/iMfQZpyKUT/k7T/CZB2Zx3dsKtC4aJCjChs2zeOSb2+gvtXP9nz1P/IM5GMzy4p0eP9oRJWot5cOdedr785TKDv/7uzEUiiuO2c3Ra4ZRwz6PPzuP27tsTm6YzdszHqmCS2RA8dT6JPent/DR3EJWNOfIlB26SxHuHOxHiy7OzC0HGvEySXYXOngwu5F3xKPMKYZ+6bsLAa8xAA1gZeK4KkZExti6o4mNspe5xTaiboAtBSVf0RMMY2sbpy9JSzSccd1b0CSI0VcqI4iRioRv7KGyIqkb2JSB1phN0YeM59Og41hCsCFrM+Q24ipBKQApBINlzW7LotG2sKQmIjQRGa4dY4vKYnYVpcImVFCEAEuESyzWLWYnqgaQyvTOqCkMMWY6o5atdVQm19Hr14hRx4zUX1lMT4RrNh1OphpNYywjIxhl5EARgh0Fm0LQSKoYRwDDvkXBlwy44eqotoC8HyNhRWkshMuBl5RkyJW4KnQgH7AtYlaEZCmKBFwt8JQg54fL1gsgbtk4IlQsAh3GpJeUqLkiRKSDXXnYlQ7TcZeC8BF0ZHhcvBRBCE05kOzKC7qLPrawKVVWGZRqZlwAAEwUSURBVC4Egp25yno3jk3Ol7g6jJHflS8xLx5jVzGCEBCXmrcmy+woOGgt2JlrRGk4Kl6k1fVJNUq6vAR5XxJowSeWbKc4DFtKCxn2nDCVAIqvr97IM68tZU+xiawX3oKnN23l//vcIp7/Wok9/SlcJRn2HP71gg0gbO59+DiKQbhG5//4k1eJXPEn5L78NP39s5BoioHFN2+xyd7yPM8WT2JnuomIVMx1Bvj2o+9m8G/uJ93fSiznkc7F+NL5r8FfnMpv/6Gbnu2N2JYCP+DGh1cgH32a7CMSO1sik4mzqGEbtz3yITZd+iw9u5PEIh7zmrP866N/CtiUvrQXNgyR63G4+PRNiL/5C4Jv3M+21zrwNpfwfMnNj6xEbtzI0L85KM9DSJf0YAOeFmzJ+rRFohy7XdBQzCLiko0DHfxm0Oad7QFSWCgtsCVszUl2FGIc16uIeAXKpSieEryaKTErFsUNLLQS2FbAa7kEr+cEcxsdPD+c/iv6gtcyAeVUlLd7Ooy+kvBS2mawpHhrqyDQEktCwva4b3eSFYsEBAHa9dEaeouwPVfmtHbCt5unELbk8d4UjQ4sbM9SKkgCJXGk5neDAX++qBLSrjSBb/HbdIyeoubYlMTN20QSAbtzDWzIRlitBK12CZ0L11l6ccimOWLT2ZaBvkGkJaE/zYLjh7nzljOQ9z+BGtSIrTsgUHzk9mP4SMJG/GgAlSkRpD3cksONDx8PSNTtv8T6/UYAYkfb3PLoiYgfPsrgCxHKZZumiMt/v7Qbdc46Sl/ag3pxGyrnc8LJLid+Zx3ymd/xzL/YeJkkAN945K2AT+7zj5LbLHDLEVLS5QfXBjx3Sxdd7lzKKkqDH/C+1Gtc+qkGnrqjQH8pykDZJu1J/slxKdsJ/suHPUULW4DMFfhOW4Yny0V2lOPkPU3G8zifBCnL5aFAsSsvsKTAK/t8SFu84PlkbFBa4xNwjI4jfJ/uok/Gs9Bo8m7AbN/Ctyz6y2VKvo0jJR1RQaEoEWh6ixo3UOHYhM+AyJAqzkPpcNzoKbr0MMhsv4WoFSXngSXDFZXt0alEGPEbtSvKQMXoEa5DM2porc2m1Ibaid/Uow0io1fore4bHWBTM5ZUZ30qdZa8SZI7Hir01MJ2zbzECEYZOWAku/OarGcRr3jOlwIoB5DzFb7SWEKQ8SQRKYhJGRqNVaiNe1qjNUSkwLEEcSsM11Oh/yfFIFQ8ABwpsATYlfwOvg4Vmer9awuBrDx5qrLPr6jathRYQhC1RO1BPC0xxNtWb+O2Z1Yx7IcWmnIAnz/xBXbvbOe/vKPIeZVHPV/k5gs28cOfHUuPFWajdAPo7R3mr07cwl39a2iww4Ep6gW8U25kfd9y9sbCAUlp6NkjWdK2k/XDi8laFgrozUN+h0tXWlNskWS8sI5SXwt//oNf82r2HbQrKAWSfCB58nuNtDTBXluS88O2PfHCfP7s5p+zcefxlGONCKHZU3R42/97lodfXsBAh01rxCIiNQNeM/Nuu4ctPQugKUkiH4aPdv84xZrMf7Gz8HYKgYWNJu/CokeeYPedw+Qa5uLIgO5CgoZsmVV3/5xtuaU0KYjJcPG1P/n+zyAaY+fu2TRFywwWYxT7S8zbsYOdv0/SFSTIuBEKgcWsa+9k6+9a8OZ10pDxsC1FuhRltl3ghu8v4rXPvEI2G0erMo3zPd512wm8y9bsvuJX7Cw0EWjBrGiZq36+HNE7iPu9nZT7QUrFcW07+cbtZ7H1r5/CVxF8T9B+ZiMfOuP48P78x1/Q1dWEFJqL/r8e1AffhejLwq/6oexhzY7z3+49HjHUz8A/vcSedBLLCph70WyufusxoI6HR59FZ0pEEz5XfaIbdeafkPncY+hAh9lh1xzLxz86D7DxvraT9HAcheDUeVs5/d/ORr6wEYbLoDRt57Rz6ZoVAPRe/TilkkNijs+aO97OGspABPH4swR7+4gm4Or/OB5QyEeLYQp910N1ZyjsFjQODVFavxdXzKZB9YDWyM3b0Ze8j/SzHlbcwnMj9KQbafZ93M/dTVEsJOmGZnF3V47Yn2Xoecynx2/FVZJB1yby/V10rtjMzl0tzC1m8co2lvJoefElXr1pkC7mE7cUvhYsu/r7ONE8OwfehhTgKsmOQpRVj73O1txbyDuSYiAZlhbZbBt8eyuvB3OIK4usJ8h68Nv+ZrqJMdTsI7GxBWSKcF//Ql5vhCDm4ypNjiJ7hjU7fZuuliHagiZsKQmKHl05jxfZQ+OscKXDAJ/SzgTH2gH9HYpYECHQinSQ5W2Dmud9CQsCin4jFpI9XS6n2CVeCpoREYmvAywkKwbyHNUe5QkvqI1Lq6KK41WBZ2Ur28t+OBYRKiSy8u+qEiKFqLh3iJoyEmoJI2PTROxjV7h/jNIhR/17IrnqEjVCQMkb4+91iFGE4/X+CIwyUsMoIwdBzgvwtSRWcaQqB5pAaQpBQKBDZSRQGtsaeTEHaEq+wq8oI44U2L6gaEksEd6USms8pfG1rjzMovKFET5NuiJTdcyXlQccQq9sVdkPI4qKI0XtYXwh43D8ziIDRQVO+C3hKc3LL7WwrdxILhVadRRhTrbX/x/0eJJiFLTWlAJNsSTp2pMiL8NATqXBdgW7iyl6keSssI5Aw+ZCI5FSiuGEwK0oS1lPMZROMFiWBF6Y80gDlmfjDUHWEziexFWCYQ8aPQfLFQwTDiQaiLg2bq8i7TkUpYUlwuP8rCbtWWS9qiInKLsWqifPgOsgPZuylmF+CzdcTj3jSWxhYwnNsKthMMtQPkHOihCxwvq8cgQ9XCLjCZRrEZWKfCBR3cMQ9RkoLcRXgowbIeY74PsUXIeMkvjKJudb5PfadBcSCDeCqySOVKRdh1zR5m2vvIJfDsi5EXROYPUEJO/+D/RH38tQMUrOt0IlVEdZToDYvRsvJynlbHLFGMMZj0a/TMEVICyKhSgNGwdxYr9CnbaGUs4m7zuUfIvMU8MkPxggtr4eRl5VcuMIAsTrW8mVorjKoliOoF/dBW9diujuRudKqKyHV7Io/rqb6JkBnisJCgqR9ZB9Q7B0DmSHKaUtip6NpyT5QUmCAHqGQEm0H0BaI15/DX3UMtLFGLZQNA2XiGzfhlo8B9DodB4/oynlI8QJEDu24W8ZQMYkotFDDbnkcxGSxSLlQcmwHSfSm4cALFHCAnqHGoiXJQpBxnVAKdysJC3jOD2h83WuP0qit5ehXJwh6eBrwZBnM1SM05nO0F+OEc8kcH1JTCla0lnS5ShZS+Dr8D7ND0VJRPJk3FAJ8JQg6wm0pykGgkIlN2FZClzPJqeiZKRAOeG+UhBaNcsISkqR90NrZ87TDHmSYU+B4+NqhSddCr4Mfc9FnryKEQlslFJ0FwXDiTQWcaSwCXSZki/o9SMUZIFAB2ihKYgcQ24DOVEkInwKUiIRFH2fHWWLfEMZqQW+8NFoXuxXBNEI5WTokGwL2JANcMsxtiUCijFFmMJMYAlZUz4sQv+MqvJhVcpFZcwa6/JRG9emOA6PWEVGxkMq56yTGyVfrbt0eP1XgSlaRg5/M44YjDJygAgh6A6ySF9iVbz+A8KH3MdHC4VQEktZSE8iK7d/IIJQrnL7iUAgkdjeyCVQKJRQqMpjWT1WIBCVtMG6YmbUE9zGqvY4g4WF0KLu/K8R8OCWVtpUDqfiSCuR/Gswm6QVwy+URlldJF/pP4rZSYt0oYTWmgBFPB7jrvRiynG/1o42y+KJ0lx0o0N3oYxd8WafJSLsDVrpKYbzxL7WFMs+/TRQ0JKhYvhFpQC3LCkMRegrKfLCwlOh8tPo2khP0hf45G1ZSXIr6dvVyF5lkwlCdSzjavL9Dr2lsN5yYCGFIOFb5Ldouoo2yraIWBZ5H5rKNqUuxd4i5PzwVyqUA4LXB+kqtNFvRYlIzZAraClHCPbm6S9L0loikLgails9tGOzORehyXZwtSCmoojBNBkvwl5XIoVk2IPFQy2hT1HeDqffpGbYE/SX4ftf0pwzawGRrCZqKex0kp5XbX5924u8vS2JH0aQUgwsbj99Pe9pb2dZwyw8Lekv2+SDZv5h3ZOcO3s+sUDTX45Q6G1l839Juouv8K45sykGkpwveLxvGXtO/z1/Md/m+DaHiOMzlGvkO3e9TEwmeEtL+LIZcm12/qKRn/zfV/ifp/XiuRblcoydmUZeTM/jxT9/hXMWzGZpKU+i20O9PMR3vrCJo5KS+fE5lAJJoKHbWsLP/uwlrlulaEwWCHzJ7oEmnrnL56mBp3l3ezOzYwGZ7VGsL3XzH7szfGBBkdkNmmyphb3FOPed8XuaIzZrZnWwojVNU3OJUt5hIJ+go1iktz9JV7yJbDmKFJq5kSxNu3bycrqJJlciBQx6FqfmhnHzNlt1I4Ol0C+mmC7SsW0323PN9NgOSkPahYZcnJW7+9ieX0rGC6fJ5gnNgq3b6SoeRbcFMSkoKeh1G5nl5Omx7do0a29JoUow7AkGS6H/BEC8aHG0E2GvDshoSTnQlJSiTQsCIKMK+OWwbelyCVmCvmgBRIASClcUyHopii4U9BCB5WPrCHHdSK6gKCb6cVQCWRna7USCnjwM01ezonrCY6dsItJgU1QDlBkOx47WGL8qlJjltOHJIpoAiY27SPMycXyRIa0BDfFEnHtjaZqlTVkUsCrRXzYWQkkE4dgzeuyqjpdyEpvHgYa5VusRo+oTY+oefa6qkiIA1z/8a9NMZUXeA1VGbrjhBn7yk5/w6quvEo/Hecc73sFXvvIVjh0VYVcqlfjMZz7D3XffTblcZt26dXzrW99izpw5NZmdO3dy+eWX8+ijj9LY2MjFF1/MDTfcgG1Pn0pgommmSDWa5m1vewcdTScBCq1Hbjcx2m0bqN6KE8tMHa3VmONG6q/WrVAjist+2qFQWMKu7ZcIFAEgKwMKaIKKbIBNFCEqoZajHmxL2zXFSGoLlwJCWDg6SqiC2fi4RIgSUdGaklUdkCLaoSzcWr1tNJLzXZqiUYb9sNwSklYlUELQj4dPaDaea8cYyrl0tsbYVfTQaBpsh1igiEhNVlhkfQ8BLEpE6Eu7dLZE2OtqXKWxhWBZTLM3F1C0bUoq/G2StkVD4LEoJdlUCB2Bo5ZgUcRj97CioSHKzryPrzUtEZtywaUpKinK8HeL24JTmovsSEvmNEmeGbQZ9gM8pZCuoiUiKVgWUkCDLSkFmv5ymYzM0qZTtEejRKzQYtVf8sgFLk12lJiUKDTlQDMclGmyoyxosJEC0mVN1gvoC4bpsJLMSdjEJKQ9yJR9PK1pi9pIISgFmmHPD3/vmM3yJkWjregt22wYCigGigbbojUmiUkoBDDsaZYmBe3RAK1hb8ni9WxASSmWJh0WJhRRqRj2LTZloRRoWiISGSbiZdjTFAPFimaLJQ1u6N+SddhTUPS5JWZHY8yKSxIW5Hwo+tDkQEdMU9aCPQXYkSsRt2xmx21OSPm0Rn2ynk3Kdtk+IGlvUGx3E3gaohLe1d7Lr7uayMgYLuEXV6MDy+ws7YkyT2VmUVnXjcUxj90ZRTzhsC0fKsYpRzBbupQDyNsR0uXQUnFCU0B3NsC3HLYXVS3BaIcNzTIg1hhlw1CAAlqjknLepTFusa0YfoYorUkJm+GiSywRIavKKDQWkibPooxmIJqlTJFA+Eg3StYdIhaL4Mow3NwWEQhsfF0C6ePrMghJTCbJe2Fa90B7ledqZEwQiNoHjBRWbVzRWqF0QNXeqlFYIhIqEZX1ocI6bCQ2uvJBpbVfq0MKpzZ2hHIjx1THmLA948eR8Jx6zHbAVJmszuqYVS87IuP5Ze5/8v8ctmia+255mHe27D+aptft4kkx9WiaM888k/PPP5+3v/3t+L7PP/zDP/Dyyy+zYcMGGhrCvDWXX345999/P3feeSepVIorr7wSKSVPPfUUAEEQsGrVKjo6OrjxxhvZu3cvF110EZdddhn/9E//dPAd/wMxysgUqYX2vnUNzY1LCJRHoKsvU4kUNpZ0EEg0CqV8lA5Q+DUZSzi1B1xrVTcQVAcOOeYhGvugjn6gwkGhXtmpDiJaq7r94aBhhYvPKb9WryUdpHDQaJRyRw0wdu2B1jocHGwRrQ0wvi4RqDJCSBzZEA6SgK9dlA5wRBRbxBAIyjqP1uHvEJVNxEmiUJTIogiQWMRowiZCSeQoq2GEsImIOE2qFYEgJzIUGcbCJk6ypuwUyACKRtpIqebwpS3KFCqDd1I1E9URysKlKIq4okBMN9KiUkghGKZAXmQBaNBNJEmggRwFfOGRVEkaLIeIlAz7HgMijUeJuG4kritf16KEL3yaVJLZkTgRS+AGml63SFoOoVDYRPBxKZHFElE6gvkoFMMyh0cJhxgNqgG7MriWRBkfn6iO4mAjEbj4+MInoh0SMoItJIXAo4xHWZRJ6DgtdoyIlBQDhatC035EhBYaXys8HeAIK3y5x2ziNgx7ofJTVgG2kCRtu9YHpTVxW9LghFOGWVczVA6vZUvUpi0aOizmPegvhQqNU/Eb0DpU/iwpaI/ZzI6Bp6CroBh2A7KqREw4pByHqJR1U5hxW+ApzUDZJxOUSAiHpOOwuNGiydFszoZm+bglKAaaYU+R8VwcIWmJRipO5ApPhVa51qhNWxTKCvbkAwa9EhpN0oqSsCxcpUj7ZQIUjTJKVIav0EG/xKDsx8KmXYcRUYFWZHURV5ZxdISGSgbesvZIywEAmlUbTTKGqwOGRIYyRXzhVZR1m7LI46oclnCwRYxG1YwSAVn6KKg0QVCqKQJKB7WxxpFxLBlFo/GDIl6QR6kgHHukhVZBOKbUnuOK9Va5aHygojxYEbTWKOXVnm8qY0f4zCuktLBkFEE4ZgXaRSkv3JZWzfqiR9kAqrLVsWq0QjMVRo9nE23D+I+6yeoXTFBekfV9lyd+ffdhU0Z+fsvD/Gnz+/cr2+d28ZT8Oa+99lpdeTQaJTpmJeUJj+/rY/bs2Tz++OO8853vJJPJMGvWLH7wgx/wl3/5lwC8+uqrHHfccaxfv55TTz2V//zP/+Qv/uIv2LNnT81acuutt3LNNdfQ19dHJHJ4/Wkmw0zTHCAvvfgi7WPuXb0PK0j1gdCTWFLCh3fkpb8vuf2dc/QxI19FVm2wqSo9QlihCbVWd3h+S4z3MLewkTihIkM4IEospJYIHDQKX2RqdTs6ikMUW2sEZWwsHN1QscBohoWHR29F1iFKAomgjIcjAmIySqOIodD4SrNXDeGjwlaIRhSCPD5SBMSkRbvdBkA5UOzx+9FoBIKotHGkwBMFlCjS4EBSCiQNlAJFxhukrBS2ECRkpBJuWMKVJRodwexIGD7tqSylQJPxQufgBg2eioTz8bjEbJgfFaQiYIksrspSDgSB1jRrcDyLtCvIeuXwy9hpoaUpwt6FPfi6jKeLBPgIJHmZwKoohp4O08fbIkqC5ooyUsYTZbQOiJAgoRopyByeKBPoMkXZQOC3ERMRMgzjiTK+9LC1Q1w3EBBQkoXQbqUcivkUKdthyHMZFnk0Glvb4DcQVZK0X6YkytieTbMbxxGC4cAnTxGhBX4phtZRpAjXOhnSOVzhEvNjJESMQCvyooAMJIV8Ai+I4mnN7lKOkgxf5iUdBy8ZRnbpElpoLG3RUFFuB0SGsixSJE7ejWPlG5kVl/z9qifp3Zhg11Do3GsJjSU1biDpH4qQ9uy6BLiugnwQ+m8tsDSLK07j+UCQdQWW1rTo0NG8rHIMV74BUja0yyiBhrw3RE5pykFYb/iqKJLTxUr0GiywQtmiP0yPn608V4IGEUHrSMWBXdEkG7BkQ+gjpjSD/jBlHQAxNHMI8PGER0HkCPBQwibAw9VZXJUj0F6dEhCoMr5yCVS58iGiah88o8eRycaJ2nalTEqnboywZDRUYiofI0Hl4yIcD8aPJWMZa+0YbakdPT6N3jdRe2v/HjWOAcjK2CVHjadVudHtrKL0YXYaOYCkZ7lcjlQ18WKF66+/ni984Qv7PT6TyQDQ2homBXz++efxPI+1a9fWZJYvX05nZ2dNGVm/fj0nnHBC3bTNunXruPzyy3nllVd461vfOoUOHnpmjDLieR6f+9zneOCBB3j99ddJpVKsXbuWL3/5y8ybN2+fx37zm9/kxhtvpLu7m5UrV3LLLbdwyimn1PZPZQ5tqijtkS5sqyub7OEB6r409rV/f3XtS27sl8lE8vWMl9nX18XoQWpEvl6BqtVcsf5Ywq4cY9X9BpoApfxanVI4I1YjJFbg1BSoAI9A+7XBqmZZqihDUjtYgYMmIMDH16Xa7yK1g6WcmjLleDGkDtvhiTK+LoUmbkYGMpsojogRKcSJ6hg2Fj4BgfApka+89L2wDygsHCzPIV5oIq4TWNqq1B++KFzh4ooiRZ3B0wW0VjhegsZCkg4/ghA2QVDGkhG0VgTSwxIOlohQCrKAwBY+EZlAIvFwcVWBQJfxRBEtFB4l3CBUXAIRYMsozWIWXTpDoENLVyBixGkgoePkRZZy5SvbxiFJiix5SuSxiVT8jhpIRSy6/TI5siCgw1oYJpjVLq5wsbEp6QDHEsQkdBV9iqIQTs2JCJ72sbFwKYdf8dpnoZyNF2jSYjBUXrUM/ayAmLToV3kCfBDQLOeRC1yyDCCFHVrSRJGUF6fgK/7558voKcFQOZy+0jr0OQg0lIIAV5XwCSN9VO0OURUr1cjLyhMeHh6+CPcGeARi5EVraRuJFe4RZTRq3DRIeA9ZFS+Jqh+ZV7tXJnpB132kEODqYu0FWX1Ba1RNuag+B0r7oZVDK0Z7JYRWVh8IRo0N+/NamMzCYDH2I0hUnuc/hPFj2+TKR3VMmdC6Ma699ePZVCwl+xqzDwUV15opyTU2NrJnz5668qlYRZRSXHXVVZx22mm85S1vAaC7u5tIJEJzdSHNCnPmzKlNBXV3d49791W3pzP52oxRRgqFAi+88AKf//znWblyJUNDQ/zt3/4tZ511Fs8999ykx/3whz/k6quv5tZbb2X16tXcdNNNrFu3jk2bNjG7kpHx7/7u77j//vu55557anNoH/rQh2pzaAeGxvczB9nLSag+PIf5ARl3PmB/vuvhg22N2Q7Zl+I0Yq4dXf9EVp/Kl4206xSpsV93owea0QpStR2j5UfLVeuVcsTqEw7cHkr5dW2pKke2jNSUqtEKVKB9lPbGncOW0cqXo133u4z+WlWVOXYpbEqiiRZ/MdmhMvSE6eItImSjO1hydAfZ12zm+4txKp/1u+buQTqaJV0LaLAbEAKGXEV+RYFZO9sQxSYStiBhww7HJtfq8sFCHEfGKASCrqLFq3PKiD7FukiMeTGLhB2wx4LXHME5+QIxK/QnKSnJb2M+vZkyf9+6h5bGAqWyw81bG2nsbOGtmRJvacjRHi/SEHH5SWEF0hL847wXUUqweU8bjw24bJ1lk9+R5+MdLivn99LYVuZ7m+I4sTh/4yqGXJvX8w5pV9A7z+d4r8znlmwj2qwIynD/a0meIM6CrS0EStMcFTTYgr0tZfyYZluvR5+fJyuzlEQeRVBTFAI8FOH/dUUBGas01+4FFV7f2rTpmHu07n4c8wVf2z/mazy8B4IJPxLC+qxxcqOtGKPv46rSUf88VL/qR7WjdqyeYF816de+gmVlXfRHbTr4AMaKydnHuPaHjnnjFI+ptfFweydMNelZtRkHM1V0xRVX8PLLL/OrX/3qgI+dicwYZSSVSvHQQw/Vlf3zP/8zp5xyCjt37qSzs3PC477+9a9z2WWX8bGPfQwI577uv/9+br/9dj772c+SyWS47bbb+MEPfsDpp58OwB133MFxxx3H008/zamnnjphveVymXK5XNvOZrO1f4+PZJnogZoscG0CGT3WYWus7GQP2L4e5H08lJXzhQPOvgeDMMjYr9U3/hke39ZwnQoJeiKT7ai+aqh+hemg4lszxpJUG9Cr4yly3BdRtR1qlOm4Ns+tKoqLqleiwr96ZYSK8lL1hRn99Rr6APljvkir53CRslizsITnCL9ilfZRyq21TQsbL7DR2icSsXFT2dAaIWyanBRK+3ipNINujIgOv46sqAap6Iv6FEQER1iUbI2nS/Q7LtKHomVTtm0a4zYl4fK6SGAjKKNJWxpfFChGLLbqODnixAFXRHCVYodMgoYCgkBopCUpScVvy/Now8dVkoamKGWl6bOivKIcWl1NCz7KkpSF4OXBJfha8HoQoU+GYaF2g8Nm0YzMJmgrlyDiEAjBFlpIC8EuFEVLo0TAIA6/61tKQ9ojUJJdKoYvFX7MIeO7lKVNQlooC0qixIBfYED2UWAIV4VWBYWqKYu1/9de4PVTlSO3YP2Lf+xUwbj7cT8+DFXFZazsZH4OY5WOsceNtC8YkanbP/qBnEABGc1kL2AxfhzQY8amqYwVkzFR5F89B6uQyHFjp5hqXYddGZnaQnlTd9Wt58orr+S+++7jiSeeYEFtuQLo6OjAdV3S6XSddaSnp4eOjo6azLPPPltXX09PT23fdDFjlJGJyGQyCCHGmZyquK7L888/z7XXXlsrk1Kydu1a1q9fD0xtDm0ibrjhBr74xS9O3LBxysNEHCqZA5E7sGM07OdriVF9PRCFqKKQTBDCN5FDbtiO0QrG+C8+xslM0I6xL4qKgjHa/Fz9Xcaauav1hkqLNU4ZGfdCGNUOUZs+Gu/Xo6uWlIoyooTE8xV+UMSKQqxtqPabCCHJly1I+mR4vfb7WKIRNORnvUZF00OICFYxht+Yg4bKC0PaOHYzAsEGezBspwUiauF4TXixPFu1C1oifIGlGojTQl70olQZYQuEsEnI2eiY4rduP7rsAxaRaBMRv4GCPUDgF8LQ9HKctsQyAH4yvAWli2itkQ1Rol4Kv6nIxiAHGZAiRiq2EEtEGAg2o4WLbvAR0iYWzGKjn+PnleUVAKSIE3WaKLb0o1UZhIWUDo3OAqI0sFN2kQt68YI8/ijLU72Vod7aUL3uk1v3Jn9m9mfWn2hqYCILy9Trn6LVIzx4fH1TmiQYOX78szrqtxBjk7EfAIf1pT/+ek1pTOMAf5+DYKoL5R3oz6O15tOf/jQ//elPeeyxx1iyZEnd/pNOOgnHcXj44Yc599xw8c1Nmzaxc+dO1qxZA8CaNWv40pe+RG9vb2324KGHHqKpqYkVK1YcWIMOITNWGSmVSlxzzTX81V/91aQmrP7+foIgmHD+69VXXwWmNoc2Eddeey1XX311bTubzbJw4ULg8N/If0wmyrhcdQKt50AUosoLf6JBYczTV5PRYXjxyHkmGPzHyYxmH/J6MqVoEqsOAj32xVH3QqhXRtD+KPl6aw2VqKbaMToIFRRVHlVfZZcePUWganUFKs9YBUxrv1JObfDVWuMHubr+VM/rq8K49ildplDuZySaIrRklf1saFnCrrXP8/P4fhGNT5ivIVTYsu6ekWkzbEIrmsL1hysKwIh1LO/31/WBynSF61dXSR41fUFAyRsCgoryJSpty+CLIll/D2U/i69KtSiw8Upj9XdkjDVhcg722Z5q6u+JFPT9n3s/Fo99Hjs1JjteIP5gheKPOV5Ovb2Hv02HIx38FVdcwQ9+8APuvfdekslk7R2WSqWIx+OkUikuvfRSrr76alpbW2lqauLTn/40a9asqX14v+c972HFihVceOGFfPWrX6W7u5vPfe5zXHHFFVPyVTlcTJsyctddd/HJT36ytv2f//mf/Omf/ikQOrN+5CMfQWvNt7/97Wlp31RDq450JhsoJiofG1a8LyYbFMZZRuo2D8CaNFrR2ecTHUxJKarVXf0KHLe/+lLT9fJUFKpJFSU1vi4djIsumJhKGigtK1kidK0NoqIy1rcpQFXfW6Osd+G5RqxCocUgnEoSYsRBOJy2EigVIIQmDAUNKvPrAbpSR7jto3QZpUIFIpwW8Ufqqf3kQcWJFIKg6vTsVupQaC3RomrF8GvtC9troVU1uV5Yj++X0DKg7GfxggKBKo1Yn0ZZxyadvjgQDvRNMaUv8kPTjj/WC/5I+/Caenv/CD4jUzjHgSZ6q74P3/3ud9eV33HHHVxyySUAfOMb30BKybnnnlsXsFHFsizuu+8+Lr/8ctasWUNDQwMXX3wx//N//s8DasuhZtqUkbPOOovVq1fXtufPnw+MKCI7duzgkUce2adjT3t7O5Zl1ea7qoydH9vfHJphahzIwDRV2YmnbQ5c0TmYL7sJFa5aUTCpwjOpQiUmss7oic+lNcVSiWx2uFbkOA6tLc0MDA7h+yN+OqlUE1JK0ukRvyUhBLNmtZHNlimXi5UqFQ0NCRoaUvT1DdXkBJK29mbckkUun6U6fRGJ2qRSTfT3hQ7ZUobTTW1tSQJfks3mUMpDaR/LguaWJJm0RxAESBnBEZJUKgJCk0uX8LRCKTfM69HWRC7r4fkKQZh3pCkZwXI0gwOlUX4cklmz4igvznBuOFQ6ECRiUaKJgJ6+IcCq5ciZ1d6IEgG+Ko1SRPxRFiiYWHE8eKZyLx8KC8KhaIdhZqD11NadOdBVe6fieBuLxfjmN7/JN7/5zUllFi1axAMPPHBgJz/MTJsykkwmSSaTdWVVRWTz5s08+uijtLW17bOOSCTCSSedxMMPP8w555wDhOFODz/8MFdeeSUwtTk0w8xhKgPu4VCKxsofiMJTO2aSU43PMBlu53J59nR116Zx4rEYrS3NdO/dS9l1w5BQIbFtC8dx6Oraw0j0kWTWrDb6+noYHs4hhIMUNrNmSxzHoXtvP1V/GSlsWtuaGRzqJzNUroVOJ1NRUinYu3cAx0rgWGGYc1PSI58vkOuP4GuF6+fBLtDckmTv3h4ckaLBbkGLRkpRD8uSFPsTlLWi4GXwdYHWtkZ6eruwgjk0WXOwdZw8/SSaHDL94Adl3CCcZmpvbyObLqKzs7C1Q5kC2cZ+2uNRuvcOobXCthLYVpympjKxmEMQTKSITKyE/DFe4ofiHPvLTGo4ctBMTXEwOUdHmDE+I57n8Zd/+Ze88MIL3HfffQRBUJsPa21trWWFO+OMM/jgBz9YUzauvvpqLr74Yk4++WROOeUUbrrpJvL5fC26ZipzaAbDWCb2mzm4eiYuh+ZUikQ8XpOTMlzBeMlRS1BK1c4fjUURQnDMMUeNqiGMbpg/v50gaKWS7xInEsOxJUuXjvKjEhZCBLS1J2hKOTVHSseJobXLUUtnhccLByEEdkSTtGJEY6VKNs8EUjaitc/CzhbAxpJ5pPCIxBMIoWlakCdQJZp1FCEaUMpj3vw2lAqQsh9LOESjcRA+cxZKtI6itR2eV/okmjVBMkyGZ6OwLAvwWLpsbmU6yUIIi0hUVqwnFf+QOosI06KIHCqOpLYa9sMUHVj/SMkcjghmjDLS1dXFz3/+cwBWrVpVt+/RRx+tzZFt3bqV/v4RR7jzzjuPvr4+rrvuOrq7u1m1ahUPPvhgnVPr/ubQDIaJOFirylSxHRvbGf8IxisKylgSiTHlWhMb59cU+nfEEyPloUoT4DjhVNAIHlpDPO5U5DShQaiAkBCJKkbm1hVau8RjVqXMBREQqDDnhR3xsVGgJQhdCV2uOtCWAJdAl0ErYjENWqIrq5aooIRlaSxr9NAsUQoScQeNE/ZBCLQuAhZhro3JLSLmxW6YTnSoLk9JzhBi1qaZItW1aSoLY093cwxHMPF4nOOOO+4Prmeiu3Cih7n6Iq8XHP3iHis3emG1fURyCKtmvanJVkKPxzOqzrGh8bUkYBP73OhRbQunrgQvvPDiPqdnzCBv2Deh0n641qa5+xsPsbLhzP3KDvl72BR/YFozn84UZoxlxGAwHBi1lzQHEBswbhpjTH1h/GmFCSKBxChfGh1AJevs+Nw71RDiUSHNE6ykOmnbxFj/ibBtWlSmz4wiYpjhzJAI4yMGo4wYDNPEwMBA3ZoU8XicZcuW8dprr9Vl/12wYAG2bbN9+/ZamWVZrFixgu3bdzA8PBKRM2v2LFpaWnhtU2UV0IqvxfLlR9PXN8TgYLrm9JlqTrJgwXxefvmVcA0hGQEsjjpqAYVCkb7e4UoG2SLxuMPSo5awadMWPE9jyThCSObNb8WyLHbs2FtzKLWk4LgVy9m+fRfFgkbK0N+rrT1OU1MDr722lVoYrpCsWLGc/r48w9lKYjjl09hk09GR4uWXN4TdEBYgWbZsCfF4rNJbo4gYZiZTnaYxPiMjGGXEYJgmpJR1Phyh0ybYto1Sqk5urKyUlagaS9b5nVTLq2UCAQKE0EipsaxKLg8tsKqydmW6RYQJy4QAKUGIAlJopNA1WcuiktOjWHEq1aB9pCxTtaRYtgUopFQIWQJKICRCxAGFbVctLqL6H5oivqoqVQpIAgrHrlpYNAgVJj/T9TlXDIaZRpiBdQrKiLl/axifkSlifEYMh4pD5TNyIBzIdI6o+I3o/Sx7EPpxhIrH2GFk7Pn2KVtTMPbf3uoicy+88FsmmkYylhHD1Di8PiN3ff2/WJF4z35lM/5etjU8aHxGMJYRg+FNRWiF2A+VjKtTk51YYZlIsZh0TSet6+X2yag070YRMcxQpj5NY+7ZKkYZMRjeBBzMkLe/Y0Y70B4quSqTyk8SrWMUEcNMY0qTDmZiooZRRgyGacJ1XQqFQm3bsiySySTDw8MEwYgVIZFIIKUklxtZBE8IQSqVIp/P43lerTwWixGJRMhmR1LHQ5hgrVQq1znGRiIR4ok46XS6LsFbMpnE932KxWLtJW/bNo2NjQxnh+v8WRoaGgDI5/MjmWiFoDmVIp8vhG2rKA+xWJSIE7ZttPLQnEpRKnuUy6W6tiXiMTLpTF0CumQyGfqkGKdVwwzGOLAeOEYZMRimiUwmw65du2rbVV+SnTt31ikNixYtwnEcXn/99VqZlJJVq1bRvbe7TvGY0zGHtrY2tr2+beREQnDiCSfQ399PX39/7UXe3NLMkiVLRmQrviLHHrOMfD7P7q6ummw8EWf58uXs3LkT1/Oohu4uXtyJJSWvb9tWcyy1LItVK1eyZ88ecrkiVDK+dnS009LcXNcPgJWrVtLX18/AQAYhJForWlqSLOqcXy8rBMuXLydhxWpFRhExzEQ0mmAKi2GqA1oN/Y2NUUYMhmmiqamJxYsX17ar0TQLFiyos4w0NDQgpayTFRVrw+w5s2lpbamVx+NxHMdh0eJFdeeSlqStrY1EQ6JWVl1iYaxsNBpFWpJFdmetzLbDoWL+gvl1lpHGhgaEECxaNCIrKisfz+mYQ+soq00inpi4bULQ1tpMQ8OIkhGLxkCIcbKRugyyBsPMJMyAY3xGDgSjjBgM00Q0GiU6Lp07lait8bS2to4rG7vY5L5k44k48bEp5SeRtWyLWCw2rnz0yteHsm2JhkSdorQv2SrGKmKYqZhpmgPHKCMGg8FgMBxCQmVk/6qGNupIDaOMGAyGIwqNsYoYZjYaTSD27w8SCKOMVDHKiMEwTaTTaXp7e2vbsViMzs5Otm/fjuu6QJhBdU7HHCzLoqurqyYrpWTZsmV0dXWRz+dr5e1t7SSbkmzbNsqBFVi6dCkDAwOk0+laWTKZZO7cubz22mt1sp2dnZRKpQnbtm3bNnzPr5V3zO1ASlnXNsuyWLp0Kbt376ZYKNbK29raaEw21qW1B1i2bBkD/fVta2pqYvac2WzevHlc2yaaPjIYZhLGMnLgGGXEYJgmquGzYymPCcH1fR8hBKViqWYRqKZ9d8supeJISKzruSil6so0Gq01nufVna/qrzK2DUqpcbJVh9lSqYTnerUF83zfx7KsOtmqI265XA7LK8d6nodSatz5tNa4rkuxNNLmqsJR1wZEnfOswTBz0VNSNIyFbwSTDn6KmHTwhkPFdKSDf6PxwgsvTHcTDEc0hzcd/P/9xs9ZmDhtv7IFv490Yr1JB4+xjBgMBoPBcEhRKHz8/cr5Js9IDbl/EYPBYDAYDFOnGty777+DCe594okn+MAHPsC8efMQQvCzn/2s/sxac9111zF37lzi8Thr164d53s1ODjIBRdcQFNTE83NzVx66aV1GZ6nA2MZMRimiSAIao6qEPqBRKNRyuVynW9EJBJBCFHnRyKEIBaL4bpuXYI0x3GwLIvSKP8LCKeGPM/D90e+1mzbxnGccT4c0Wi05jcyE9tW9ZcxGGYqoSoylQysB66M5PN5Vq5cycc//nE+9KEPjdv/1a9+lZtvvpnvfve7LFmyhM9//vOsW7eODRs21HyxLrjgAvbu3ctDDz2E53l87GMf4xOf+AQ/+MEPDrg9hwqjjBgM08Tg4OCE6eC3bNmCWx5RUjoXdeI4Dlu3bK1zYF21ahU7d+6sSwff0dFBW1sbGzdurDvXiSeeSHd3N319fbWylpYWlixZMk722GOPDdPB795dK0skEixfvpzNmzeHDqwVFi1ehGVZbN26tVZmWRYrV65kx44d5IZHvrY65nbQ0tIy7nwrV65k79699Pf319agaWltYdGiReNkly9fTiIxPjmawTCzmKoD64ErI+9973t573vfO3F9WnPTTTfxuc99jrPPPhuAf/u3f2POnDn87Gc/4/zzz2fjxo08+OCD/OY3v+Hkk08G4JZbbuF973sfX/va15g3b94Bt+lQYJQRg2GaaGhoYO7cubVtp5LqfPbs2XVWgupCeR1zO2pl1eiW1tbW2mJ1AI2Njdi2XVcvhMpLKpWqpXWHUPkBxslW08RP1rbR1o54PI6Usk62arloa2ujsbGxVp5MJvfZNmdUqvd4PI4QYpysY9LBG44ANBo1hRwiWoQfF2MXtpwsO/P+2LZtG93d3axdu7ZWlkqlWL16NevXr+f8889n/fr1NDc31xQRgLVr1yKl5JlnnuGDH/zgAZ/3UGCUEYNhmkgkEhN+5c+aNWtC+bEvZpg8XfpEsk1NTRNGDkwk6zhOnZJTZfbs2YelbalUasI0+BPJGgwznXCSxtuvXIBPLpcbd+9ff/31fOELXzjg81ajcubMmVNXPmfOnNq+7u7ucc+xbdu0trZOa1SPUUYMBoPBYDiEaDRK799nROuAxsZG9uzZU1d+MFaRIx2jjBgMBoPBcAjRB5j07FDlOunoCKdye3p66qyKPT09rFq1qiYzOrsyhIkVBwcHa8dPB0YZMRimieHhYQYHB2vbkUiEuXPnsmfPnrpIlvb2dqSUdQOIlJKFCxfS29tbF3GSSqVobGysS88OsHDhQtLpNMPDw7WyhoYG2tvb2bFjR51sR0cHruvWtS0ajdLR0UFXV1edP8uBtK25uZlEIjHuK3CitjU2NtLa2srOnTvrZOfOnVvzaTEYZi4aPYVomqnIHAhLliyho6ODhx9+uKZ8ZLNZnnnmGS6//HIA1qxZQzqd5vnnn+ekk04C4JFHHkEpxerVqw9pew4Eo4wYDNNEqVRiYGCgth2Px5k7dy7poXRdqGxjYyOO49TJVl/42Wy2zvnNcRzi8XidLMD8+fPJ5/N15Uop2tvbx8m2t7dTLBbryhOJBB0dHQwNDdWFIyeTSSzLqpO1LIuFCxeSyWTqFIxIJEI0Gh13vgULFpDL5erKtda0traOk501a5ZRRgwzntBnZP9Jz6YS/juWXC7Hli1batvbtm3jxRdfpLW1lc7OTq666ir+8R//kaOPProW2jtv3jzOOeccAI477jjOPPNMLrvsMm699VY8z+PKK6/k/PPPn7ZIGjDp4KeMSQdvOFRUQ3i11nU5O4QQSCnrolVgJDpl7LoslmWhlGL0IyylRAgxro6JZCc7n2VZM7ptYNLBG/5QDm86+Fu+/n1aEsv3K+v6WUTDjgNyHH3sscf4sz/7s3HlF198MXfeeSdaa66//nr+9V//lXQ6zZ/8yZ/wrW99i2OOOaYmOzg4yJVXXsl//Md/IKXk3HPP5eabb66LfvtjY5SRKWKUEcOhwqxN84djlBHDH8bhVUZu/vr3aE4cu19Z189iNewya9NgpmkMBoPBYDjETNVnxKxCXcUoIwbDNDJ2KkQIgdZ63PTGVGWr5WOnTaSUByQ709tmMMxkNIpAT8FnZAoybxaMMmIwTBN9fX0TpoPfsGFDnQProkWLcBynzmmtmg5+69atE6aDf+WVV+rOdeKJJ7J3794J08G/+OKLdbL7Sgf/yiuv1DmwLl68eNJ08Fu2bKlzYJ07dy4tLS1s2LCh7nwrV66kq6uL/v7+WllrayuLFi0a1zaTDt5wJBAq18YyciAYZcRgmCZisVhdltJqlEhzc3NdaG80GsWyrDrZajr4aor1KtX07GOznwohSCQSdeXVDKtjZW3b3mfbRof2RqNRhBB1slXrRTKZHJfifWw/qm1raGios4JUHekmapvBMPM5fGvTvFExT7bBME0kk0mSyeS48vnz508ov3jx4nFlY9M+70u2ra2Ntra2KclGo9EJHfsWLFgw5fNNlkDpD22bwTDT0Wi0noKiYeJHahhlxGAwGAyGQ4pC6f2vTWN8RkaYsd5gn/rUpxBCcNNNN+1X9pvf/CaLFy8mFouxevVqnn322br9pVKJK664oraK6LnnnktPT89harnBYDAY3syEPiNqSn+GkBlpGfnpT3/K008/PaVscD/84Q+5+uqrufXWW1m9ejU33XQT69atY9OmTbWVCf/u7/6O+++/n3vuuYdUKsWVV17Jhz70IZ566qnD3RWDYVIKhcK47KltbW309/fX+WWkUiksy6pLzy6lZPbs2QwNDY3L1hqPx+scVSFcbTefz5PP52tl8XicVCo1LsdBW1sbnudNqW3Nzc0IIRgaGppS22KxWJ2jKoRTTcPDwxQKhSm1bbQfisEwEwk9Rqa+No1hBiojXV1dfPrTn+YXv/gF73//+/cr//Wvf53LLruMj33sYwDceuut3H///dx+++189rOfJZPJcNttt/GDH/yA008/HYA77riD4447jqeffppTTz31sPbHYJiMfD5ft05LPB6nra2Nnp6eupe44zg4jlMnW33hDwwMjIumGSsLYYr3dDo9LpomlUqNk00mk+PalkgkaGtro7u7uy6aJhKJYFlWnaxlWcyePZv+/v5x0TS2bY8736xZs0in0+OiaZqamsbJNjU1GWXEcEQwFauHsYyMMKOUEaUUF154IX//93/P8ccfv19513V5/vnnufbaa2tlUkrWrl3L+vXrAXj++efxPI+1a9fWZJYvX05nZyfr16+fVBkpl8t1L4TRA77BcChoaWmpRbTASBTKUUcdVZdzIxKJIIRg+fLx6aUXLlxYlzLdcRxs2x4na1kWc+bMqXMSraZWHysbi8WIRqN1qaGrbVu6dGld26pLnY+uoxrp09nZOeW2dXR00N7eXiuzbXvCPsdisXG/gcEw09B6ij4jU1i/5s3CjFJGvvKVr2DbNv/tv/23Kcn39/cTBMG4iII5c+bw6quvAtDd3U0kEqG5uXmczL5S8N5www188YtfPLAOGAwHgG3bE4aqxuPxCeUnyq9RVQamIhuJRCZcZG4iWSnljG2bwTDzmVo0jVmNZYRpc2C96667aGxsrP09/vjj/J//83+48847a19W08m1115LJpOp/Y1OTmUwGAwGw2RM1YEVM01TY9osI2eddRarV6+ubd9zzz309vbS2dlZKwuCgM985jPcdNNNbN++fVwd7e3tWJY1LjKmp6enluOgo6MD13VJp9N11pHRMhMRjUYn/bIzGAwGg2FyTNKzA2XalJGxCZ8+8YlP8IEPfKBOZt26dVx44YU159SxRCIRTjrpJB5++GHOOeccIPQ7efjhh7nyyisBOOmkk3Ach4cffphzzz0XgE2bNrFz507WrFlzGHpmMEyNgYEBurq6atvxeJyjjz6aTZs21fkrLVy4ENu22bZtW63MsiyOP/54tm3bVuckOmfOHJqbm9m0aVPduVasWEFvb2+dk2hzczOdnZ387ne/q5NdtmwZhUJhnAPrsmXLePXVV+scWDs7O5FS1n0s2LbNihUrpty2448/nu7ubgYGBmplLS0tLFiwgN///vd1skcfffSkU0UGw0xBo1BqCmvTqIBwJXjDjPEZmSgDo+M4dHR0cOyxI0sxn3HGGXzwgx+sKRtXX301F198MSeffDKnnHIKN910E/l8vqbApFIpLr30Uq6++uqah/6nP/1p1qxZYyJpDNOKZVl11rdqlMhY3wkpJVLKOtmqQ6njOHXllmUhhBhn1RNCjDtf1SdkKrKj2zZ6GnVfbbNte8ptGyu7r7YZDEcGU7F6GJ+RKjNGGZkqW7durfu6O++88+jr6+O6666ju7ubVatW8eCDD9Y5tX7jG99ASsm5555LuVxm3bp1fOtb35qO5hsMNZqbm8c5VgMsWbJkQvnRSnmVydKzTyQ7Z86cCdPHTyQbj8dpaWkZV37UUUdN+XwLFy48LG0zGGY8eooOrGaapobQxp13SmQymcqLQwLm68xw8MRicfOS/QN56aUXp7sJhiMaDSjS6TSpVOqQ1nzttdfyla/chGU17ldWa4/29tg+IzvfLBxxlpHpYmTu22iyhj+MUinHSy89P93NMBje9AwPDx9yZSREoaeQZ0SbtWlqGGVkisybN49du3aRTCYPybx1Nptl4cKF7Nq1a8LVUY903sj9eyP3DUz/jmTeyH2DQ9c/rTXDw8NTWnLkYOs3eUYODKOMTBEp5aTz838ITU1Nb8hBo8obuX9v5L6B6d+RzBu5b3Bo+nd4LCJVwmmg/WMs7VVm7Kq9BoPBYDAcmegwodl+/w7OMrK/leqPRIwyYjAYDAbDIUWjCab0d6BUV6q//vrreeGFF1i5ciXr1q2jt7f3MPTjj4dRRqaJaDTK9ddf/4bN8vpG7t8buW9g+nck80buGxxh/dN6/38HkWdk9Er1K1as4NZbbyWRSHD77bcf+j78ETGhvQaDwWAwHCKuvfZavvzlrzC1zKoaCMhkMnWlky1H4rouiUSCH//4x7Ws4wAXX3wx6XSae++99w9q+3RiLCMGg8FgMBwiTj/9dEIlYyrf+aEDayqVqvu74YYbJpTe10r1R3quEhNNYzAYDAbDIeLP//zPCRNjKvZtHQkVlldffZW5c+fW7TkipqEOMUYZMRgMBoPhEPLSSy+ycuVKQoVjsrxUChAHlI15KivVH6mYaRqDwWAwGA4hJ554IiPWkYlQgGZwcGCS/RMzeqX6Wk2VleqP9FXojTJyCBFCTPh34403TnrMF77whXHyy5cvr5MplUpcccUVtLW10djYyLnnnjtOMz7cXHLJJePaeeaZZ+73uP3Fw8+EvnmexzXXXMMJJ5xAQ0MD8+bN46KLLmLPnj37PO5IuXYHmpPgnnvuYfny5cRiMU444QQeeOCBuv1aa6677jrmzp1LPB5n7dq1bN68+XB2YUJuuOEG3v72t5NMJpk9ezbnnHMOmzZt2ucxd95557hrFovF6mRmSv+mcn+N5Ui5dgCLFy+ecLy84oorJpQ/kq4dwK5dO5nYd6SaEE1OuBjl/rj66qv5zne+w3e/+102btzI5ZdfXrdS/RGLNhwy9u7dW/d3++23ayGE3rp166THXH/99fr444+vO66vr69O5lOf+pReuHChfvjhh/Vzzz2nTz31VP2Od7zjcHenjosvvlifeeaZde0cHBzc5zF33323jkQi+vbbb9evvPKKvuyyy3Rzc7Pu6empycyEvqXTab127Vr9wx/+UL/66qt6/fr1+pRTTtEnnXTSPo87Eq7dVK7BaJ566iltWZb+6le/qjds2KA/97nPacdx9O9///uazJe//GWdSqX0z372M/3SSy/ps846Sy9ZskQXi8U/Vre01lqvW7dO33HHHfrll1/WL774on7f+96nOzs7dS6Xm/SYO+64Qzc1NdVds+7u7jqZmdK/qdxfozmSrp3WWvf29tb17aGHHtKAfvTRRyeUP5KuXRUQFW3E0mBX/qQGdKlUOuh6b7nlFt3Z2akjkYg+5ZRT9NNPP30IWz09GGXkMHL22Wfr008/fZ8y119/vV65cuWk+9PptHYcR99zzz21so0bN2pAr1+//lA1db9cfPHF+uyzzz6gY0455RR9xRVX1LaDINDz5s3TN9xwg9Z65vRtIp599lkN6B07dkwqcyRcu/1dg7F85CMf0e9///vrylavXq0/+clPaq21Vkrpjo4OfeONN9b2p9NpHY1G9b//+78fhh5Mnd7eXg3oxx9/fFKZO+64Q6dSqUn3z6T+7e/+GsuRfO201vpv//Zv9dKlS7VSasL9R9K1q5LJZCrKiKwoIpYGZsTvPdMw0zSHiZ6eHu6//34uvfTS/cpu3ryZefPmcdRRR3HBBRewc+fO2r7nn38ez/NYu3ZtrWz58uV0dnayfv36w9L2yXjssceYPXs2xx57LJdffjkDA5PPd7quy/PPP1/Xbikla9eurbV7JvVtLJlMBiEEzc3N+5SbydduKtdgLOvXr6+TB1i3bl1Nftu2bXR3d9fJpFIpVq9ePSOuGUBra+s+5XK5HIsWLWLhwoWcffbZvPLKK7V9M61/+7q/xnIkXzvXdfn+97/Pxz/+8X0uRHokXTsI19D553/+Z6o+ItUpm/POO29a2jOTMcrIYeK73/0uyWSSD33oQ/uUW716NXfeeScPPvgg3/72t9m2bRt/+qd/yvDwMADd3d1EIpFxL8U/dlz5mWeeyb/927/x8MMP85WvfIXHH3+c9773vQTBxOmMpxIPP1P6NpZSqcQ111zDX/3VX+1zMa6Zfu0OJidBd3f3fq9ZtWyqdf4xUEpx1VVXcdppp/GWt7xlUrljjz2W22+/nXvvvZfvf//7KKV4xzvewe7du4GZ1b/93V9jOVKvHcDPfvYz0uk0l1xyyaQyR9K1G80nPvGJyr9CX5HHH3/8kKz8/kbDKCMHyV133UVjY2Pt78knn6zbf/vtt3PBBReMc7Aay3vf+14+/OEPc+KJJ7Ju3ToeeOAB0uk0P/rRjw5n8/fJRH07//zzOeusszjhhBM455xzuO+++/jNb37DY489Nm3tPFj2de08z+MjH/kIWmu+/e1v77OemXjt3qxcccUVvPzyy9x99937lFuzZg0XXXQRq1at4l3vehc/+clPmDVrFv/yL//yR2rp1Hkz3V+33XYb733ve5k3b96kMkfStRuN4zj85Cc/oRrK+853vnO6mzQjMXlGDpKzzjqL1atX17bnz59f+/eTTz7Jpk2b+OEPf3jA9TY3N3PMMcewZcsWADo6OnBdl3Q6XfeFfTjjyvfVtypHHXUU7e3tbNmyhTPOOGPc/qnEw09H32Dy/lUVkR07dvDII48c8BLlM+HajeZgchJ0dHTs95pVy0Ynaurp6WHVqlWHsPVT58orr+S+++7jiSeeYMGCBQd0rOM4vPWtb627ZjCz+ldl7P01liPx2gHs2LGDX/7yl5UX9tQ5kq5dmLpdsnXr9ET2HAkYy8hBkkwmWbZsWe0vHo/X9t12222cdNJJlaQ3B0Yul2Pr1q21h+mkk07CcZy6uPJNmzaxc+fOwxZXvq++Vdm9ezcDAwPjMgdWmUo8/HT0DSbuX1UR2bx5M7/85S9pa2s74HpnwrUbzcHkJFizZk2dPMBDDz1Uk1+yZAkdHR11MtlslmeeeeaPnudAa82VV17JT3/6Ux555BGWLFlywHUEQcDvf//72jWbSf0by9j7ayxH0rUbzR133MHs2bN5//vff0DHHUnXTgiB1gFHHXXUtLZjRjPdHrRvNDKZjE4kEvrb3/72hPtPP/10fcstt9S2P/OZz+jHHntMb9u2TT/11FN67dq1ur29Xff29tZkPvWpT+nOzk79yCOP6Oeee06vWbNGr1mz5rD3pcrw8LD+7//9v+v169frbdu26V/+8pf6bW97mz766KPrwtPG9u3uu+/W0WhU33nnnXrDhg36E5/4hG5ubq4Lx5vuvmmtteu6+qyzztILFizQL774Yl3oYLlcnrR/R8K12981uPDCC/VnP/vZmvxTTz2lbdvWX/va1/TGjRv19ddfP2F4aHNzs7733nv17373O3322WdPS/jk5ZdfrlOplH7sscfqrlmhUKjJjO3fF7/4Rf2LX/xCb926VT///PP6/PPP17FYTL/yyiszrn/7u7+O5GtXJQgC3dnZqa+55ppx+47ka2c4cIwycoj5l3/5Fx2Px3U6nZ5w/6JFi/T1119f2z7vvPP03LlzdSQS0fPnz9fnnXee3rJlS90xxWJR/83f/I1uaWnRiURCf/CDH9R79+49nN2oo1Ao6Pe85z161qxZ2nEcvWjRIn3ZZZeNi/Ef2zet9x8PP91901rrbdu2Vd3cx/2NznlwJF47rfd9Dd71rnfpiy++uE7+Rz/6kT7mmGN0JBLRxx9/vL7//vvr9iul9Oc//3k9Z84cHY1G9RlnnKE3bdr0x+hKHZNdszvuuKMmM7Z/V111Ve23mDNnjn7f+96nX3jhhbp6Z0r/9nd/HcnXrsovfvELDUzYhiP52hkOHKG1nsrSggaDwWAwGAyHBeMzYjAYDAaDYVoxyojBYDAYDIZpxSgjBoPBYDAYphWjjBgMBoPBYJhWjDJiMBgMBoNhWjHKiMFgMBgMhmnFKCMGg8FgMBimFaOMGAwGg8FgmFaMMmIwvMm47bbbeM973nPYz/Pggw+yatUqlFKH/VwGg+HIxigjBsObiFKpxOc//3muv/76w36uM888E8dxuOuuuw77uQwGw5GNUUYMhjcRP/7xj2lqauK00077o5zvkksu4eabb/6jnMtgMBy5GGXEYDgC6evro6Ojg3/6p3+qlf36178mEomMW0Z+NHfffTcf+MAH6sre/e53c9VVV9WVnXPOOVxyySW17cWLF/OP//iPXHTRRTQ2NrJo0SJ+/vOf09fXx9lnn01jYyMnnngizz33XF09H/jAB3juuefYunXrwXfWYDC84THKiMFwBDJr1ixuv/12vvCFL/Dcc88xPDzMhRdeyJVXXskZZ5wx6XG/+tWvOPnkkw/qnN/4xjc47bTT+O1vf8v73/9+LrzwQi666CI++tGP8sILL7B06VIuuugiRq+92dnZyZw5c3jyyScP6pwGg+HNgVFGDIYjlPe9731cdtllXHDBBXzqU5+ioaGBG264YVL5dDpNJpNh3rx5B32+T37ykxx99NFcd911ZLNZ3v72t/PhD3+YY445hmuuuYaNGzfS09NTd9y8efPYsWPHQZ3TYDC8OTDKiMFwBPO1r30N3/e55557uOuuu4hGo5PKFotFAGKx2EGd68QTT6z9e86cOQCccMIJ48p6e3vrjovH4xQKhYM6p8FgeHNglBGD4Qhm69at7NmzB6UU27dv36dsW1sbQgiGhob2W28QBOPKHMep/VsIMWnZ2FDewcFBZs2atd9zGgyGNy9GGTEYjlBc1+WjH/0o5513Hv/rf/0v/vqv/3qcVWI0kUiEFStWsGHDhnH7xk6tvP7664ekjaVSia1bt/LWt771kNRnMBjemBhlxGA4Qvkf/+N/kMlkuPnmm7nmmms45phj+PjHP77PY9atW8evfvWrceX33nsvP/nJT9i6dStf+tKX2LBhAzt27KCrq+sPauPTTz9NNBplzZo1f1A9BoPhjY1RRgyGI5DHHnuMm266ie9973s0NTUhpeR73/seTz75JN/+9rcnPe7SSy/lgQceIJPJ1JW///3v56tf/SorVqzgiSee4Fvf+hbPPvss3/ve9/6gdv77v/87F1xwAYlE4g+qx2AwvLERenQcnsFgeMPz4Q9/mLe97W1ce+21QJhnZNWqVdx0002H9Dz9/f0ce+yxPPfccyxZsuSQ1m0wGN5YGMuIwfAm48Ybb6SxsfGwn2f79u1861vfMoqIwWDYL8YyYjC8yTlclhGDwWCYKkYZMRgMBoPBMK2YaRqDwWAwGAzTilFGDAaDwWAwTCtGGTEYDAaDwTCtGGXEYDAYDAbDtGKUEYPBYDAYDNOKUUYMBoPBYDBMK0YZMRgMBoPBMK0YZcRgMBgMBsO08v8DuwHksZRKeyIAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 600x1000 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# plotting field data\n",
    "hbounds = (-W / 2 - Lb - La - Lin - 0.1, W / 2 + Lb + La + Lin)\n",
    "vbounds = (-W / 2 - Lb, W / 2 + Lb)\n",
    "\n",
    "fig, ax = plt.subplots(3, 1, figsize=(6, 10))\n",
    "for i, sim_data in enumerate(batch_results.values()):\n",
    "    sim_data.plot_field(\n",
    "        field_monitor_name=\"Field monitor (z=0)\", field_name=\"E\", val=\"abs^2\", ax=ax[i]\n",
    "    )\n",
    "    ax[i].set_xlim(*hbounds)\n",
    "    ax[i].set_ylim(*vbounds)\n",
    "    ax[i].set_title(\"TE\" + str(i))\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "867c46db-f867-4898-95af-0475f34e7973",
   "metadata": {},
   "source": [
    "We can quantify the performance of the crossing by looking at the transmitted mode amplitude (dB) data in the through and cross mode monitors."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "35d625b5-878a-457d-81a5-f34a8ded1e6a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:51:03.089359Z",
     "iopub.status.busy": "2025-05-15T10:51:03.089231Z",
     "iopub.status.idle": "2025-05-15T10:51:04.218297Z",
     "shell.execute_reply": "2025-05-15T10:51:04.218074Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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qKiqIjIx06djV1dVERERQVVWlFbdpaGhoaGhoaPggzsZrfpHx3bhxI5GRkY6gF2Du3LnodDo2bdqk6rGampqorq5uc9PQ0NDQ0NDQ0PB//CLwLSwsJD4+vs0yg8FAdHQ0hYWFqh7rkUceISIiwnHTmldoaGhoaGhoaJwc9Grge9dddyFJUpe3gwcP9uiY7r77bqqqqhy3nJycHj2+hoaGhoaGhoaGd+jVBhZ33HEHV111VZfr9O/fn8TERIqLi9sst1gslJeXk5iYqOqYTCYTJpNJ1X1qaGhoaGhoaGj0Pr0a+MbFxREXF9ftetOmTaOyspJt27YxYcIEANasWYPNZmPKlCneHqaGhoaGhoaGhsZJgF9ofIcNG8b8+fNZvnw5mzdvZv369dxyyy0sXbrU4eiQl5fH0KFD2bx5s2O7wsJCdu7cydGjRwHYs2cPO3fupLy8vFdeh4aGhoaGhoaGRu/hF4EvwDvvvMPQoUM588wzWbBgATNnzuSVV15xPG82mzl06BD19fWOZS+99BLjxo1j+fLlAMyaNYtx48axYsWKHh+/hoa/YrXJrN5fRHFNY28PRUNDQ0NDwyP8wse3NzlZfXwzSmp5YW0GV89IZ2RKRG8PR8NHsdpk7vxoF5/tyGPusAReu3Ji9xtpaGhoaGj0MCeVj6+GuuRVNnDFa5v4ZHsuz6892tvDOSloaLby+i/HyS6r735lP6F10AuwNasc7TpZQ0NDQ8Of0QLfU4zyumZ++/omCqrEtPW+fK1Bhxo8+OU+HvpqP7d9sKO3h6IKrYNevU5Cr5OorDeTV9nQ20PT0NDQ0NBwGy3wPYWoa7Jw9VtbyCipIyFcWLZll9dT1WDu5ZGpiyzLvPHLcTYcLe2R4607XML7W4Tf8/bsSnblVPbIcb2F1Sbzp1ZB73OXjWNoYhgAe/O0CyUNDQ0NDf9FC3xPEZotNm783zZ25VQSFRzAO9dNJSUyCID9J1nWd83BYv7+1X6ueXsLOeXelR7UNJq565PdAIQY9QC8vSHTq8f0JkrQ+2mroPecUUmMTBY68H35Vb08Qo2TgRW78pn56Bpu/2Anaw8VY7baentIGhoapwha4HuKcN/ne/n5SCnBRj1vXj2ZgfGhDE8W4u+TLZj5Ymc+AI1mGw+s2OdVXeo/vzlIflUjfaODee3KSQB8tbuAkpomrx3Tm3yyPbdd0AswMkV8VvbmnVyfFY2eR5Zlnlp9mNyKBj7dkcfVb25hyj9/4L7P97I1sxybTdORa2hoeA8t8D0FqG+28PH2XABeWDaesamRAIywB74nU8a3vtnCqv1FAEgS/HCwmO/tf6vNL0dKeW9zNgD/vmg00wbEMK5vJM1Wm2O5v6HINK6Zke4IegFG2J0/9p5EnxV3sdlkDhZW88GWbL7clc/evCrqmy29PSy/YV9+NcdK6jAZdPxmahoxIUbK65r5769ZXPTSRuY9+RP5mpZcQ0PDS/Rq5zaNnmFXThVWm0xyRCCzh8Q7lo9wTF+fPMHM6gPFNJit9I0OZuGYJJ5fm8EDK/Yxc2AsISb1Pu41jWb+Ypc4XDktjan9YwC4ano6O7J38r9fs7jx9AEYDf51bZlld6UYnBDWZvmwxHB0EpTUNFFc3Uh8eGBvDK9XsNpkdmRXsCWzgi2Z5WzNLKe6sX2gmxgeSP+4EEb3ieTmOQMICwzohdH6Pp/bXULmDkvgocUjuX/hcNZnlPHFzjy+21tIRkkdb/xynL+eN7yXR6qhoXEy4l9nZQ232JYlOtWNT4tqs1yZvj5aUkuj2drj4/IGK+wyh4Vjkvj9GYPoGx1MQVUjT60+rOpxHvn2IHmVDaRGB/Hn+UMdy88ZmURcmInimiZW7itU9Zg9QWZZHQD9YkPaLA8y6hkYHwqcXBdK3VFa28RFL23gopc28ujKg6w5WEx1o4Vgo57pA2KYmBZFdIgRgMLqRjZklPHSTxkseXGD1/Xl/ojVJvPlbvEdXTRWdN006HWcPjiOJy4Zy5OXjgWEBtiqSR40NDS8gJbxPQXYllUBwIQTAt/E8ECi7dOMhwprGGOXQPgrVfVmfjpcDMCiMSkEBuj5+/kjuOrNLbyxPpMLxvVx6Jo9YW9eFe9uElKGR5eMbpNJNhp0XDEljSdXH+at9cdZNCbZ4+P1FE0Wq2OKOS0mpN3zI5IjOFxUy968KuYMjW/3/MlGRkktV7+5hezyekKMemYOimVSejST+0UzPCkcg74lb1BZ38yx0jqOFtXy+KpDHC6q5fzn1/PybyYwKT26F1+Fb7HpeBlF1U2EBxqYPSSu3fOzh8QTGRxAcU0TGzPKmDkothdGqaGhcTKjZXxPcmw2me3ZlUD7wFeSJIfO92TI4q3cV4DZKjMkIYwhdvut2UPiOXdUElabzL2f71GlcObjbUIvfe7oJKYPaH9ivmxKKgF6ie3ZlezOrfT4eD1FTnkDNlm4U8SGGts9r3xW9p5kxZAdsfl4OUte3EB2eT19o4NZ8fuZvPybiVx3Wn9G94lsE/QCRAYbGd83iksmpfLFzTMZmRJOeV0zl7/6Kx9tzemlV+F7fLFDZHsXjErCZNC3e95o0LHAri1XGqdoaGhoqIkW+J7kHCutparBTFCAnmFJ7bOdJ5Ozw4pdbadQFe47bzihJgM7siv5aJtnQYjFauMr+1TtkvEpHa4THxbIeaPFGN7yI2uzLLvMIS0mBEmS2j2vtLY+2b18V+zK54rXNlFZb2ZsaiSf3jSdAXGhTm+fGBHIRzdMZ8GoRMxWmT99vJtHvjlwyk/dN1msfLO3AGj/HW3NBePE9+q7fYU0NJ8cEix3qG2ysDWznA1HS/nlSCnrDpfw46Fi1h4s5ocDRezKqaSuSSuq1NBwFU3qcJKjyBzGpEYQoG9/nXOyFLgV1zSyMaMMgIWj255UEyMCufXMgfzzm4O8vSGLSyf1dfs4GzLKKK1tJio4gNMGtZ+qVbhqejqf7cjjq10F3H3OMOLCTG4fs6fItBe2pccGd/i8cpGUV9lARV0zUSHts8L+zos/ZvDoyoMAzB+RyFNLxxIY0D4z2R1BRj3PXTaeJ+MO8+yao7y87hjVjRYeuXCU2kP2G348VEJNo4XE8ECm9IvpdL0JfaNIiQwir7KB1QeKWOhHciFPyKtsYGtmOduyKtiaWcHBwmqcuVbqExXEoPhQBieEMSghjLGpEQyMD+t+Qw2NUxQt8D3J6Uzfq6BMXx8srMZqk9Hr2mf6/IFvdhdgk2FsaiR9Y9oHbhdPSOU/3x1if0E1hwprHFIIV/l8p5h+PXd0UocXEgpjUiMZmxrJzpxKPt6Wy+9mD3DreD1J64xvR4QHBpAeE0xmWT378qtPOv3lhqOljqD3upn9uHvBMI++DzqdxB1nDWFAXCi3fbCTD7Zkc/2s/u0KB08VvrB/dxaOSeryfdXpJBaPS+b5tRl8sTPvpA58rTaZl37K4H+/ZjnayLcmKSKQsEADOklCkiR0EujsszEFVQ2U1jaTW9FAbkUDaw+VOLZbNCaZuxcMJSkiqMdei4aGv6AFvic5W7sJfPvFhBBs1FPfbOVYSS2DEvwzU+CQOXRykowKMTJ7SDyr9hfx2Y487jpnaIfrdUWj2cp3e4VTw+KxHcscWnPuqCR25lT6TdMHR8a3gwsHhREpEWSW1bM3v+qkC3xf/CkDgMsm91XVSmvxuBRW7MpnzcFiXll37JTM+tY0mll9QBSenu/Ed2fx2BSeX5vBj4dKKK9rdjhnnEwU1zRy2/s72WCfqdLrRM3FhLQoJqZFMyEtisSIrm0Dy+uaOVJUw+HiWo4U1XCosIbNmeWs2JXPqv1F3DxnANed1t+tWQsNz6hrsvDU6sMEBugZnxbF+L5RRARpFoe+gBb4nsSU1zVzrERk8caldhz46nQSw5LC2ZZVwb78ar8MfHPK69meXYlOgvNGJ3W63oXjUli1v4gvdubx57OHoHMxm7f6QBF1zVZSIoMY37fj97M1SmbveGmdS8fpLbrL+AKMTI7g690FfhPMO8v+/Gp+PlKKToKbvJCd/93sAaw5WMwn23L549xBp5QPMsB3+4pottgYEBfimGXqikEJYYxIDmdffjVf7yngN1PTemCUPcf6o6X84f2dlNY2EWzUc//C4Swck0yw0bVTcnSIkSn9Y5jSv0U6sjevigdW7GNrVgWPfX+YD7bmcO+C4Zw9IqFD7b6G+jRbbNz4v238fKTUsUySYHB8GBPSo5hov7jpaHZSw/toxW0nMTuyRbZ3QFxIl3rMEX5e4Kb4gk7tH9NlQDFnaDxhgQYKqhrZdLzc5eN8bq9IP39sslNBc7o98M0sq/Nq22Q1MFtt5FYIK7P0rgLflJPHBaQ1r/58DBBuA6nR6p+MJqVHMzEtimarjdfXH1d9/76OInM4f2yK08GXMqvyxUnk7mC1yTyx6jBXvL6J0tomhiSEseKWmVw6qa/LQW9njEyJ4KMbp/H00rEkhgeSU97Ajf/bxhWvbyK3QvOW9jY2m8ydH+3i5yOlBAXoWTw2mbSYYGQZDhXV8O6mbG7/cBez/rOWP7y/A4vV1ttDPuXQAt+TGEXfOzGtax9Rf7c0+2qXvVK8Gy1gYIDekRH+bEeuS8eorG92eAQvHtf9VC1A3+hgdBLUN1spqW1y6Xg9TV5FA1abTGCAjvguCvGUYsjjpXXUNJp7anheJa+ygS/tUpkbZnlPi63ovN/5NZuqhpPjvXOG4ppG1h8VmS9XfK0XjU1GkoRc62RoBlJU3ciy137lmR+OIMtw2eRUvrhlhqMxjJpIksT5Y1P44Y7TuWXOQIwGHeuPlnHd21tPmmZFvogsyzz09X5W7MrHoJN48YrxPLV0HD/9aQ6b7z2Tl66YwPLT+jGubyR6ncQXO/O586Ndp7zjS0+jBb4nMd0Vtim0dnbw9czkiVisNg4V1QBwegeG+CeiZJG+3VPo0gngmz2FmK0yQxPD2rXz7QyjQUdKlCguySz17RO30rEtPSaky2x2dIiRlEjxmvb76YXSibzxy3EsNplp/WMY1SfCa8eZMySeIQlh1DZZ+N+vWV47jq/xdavC03QXCvsSwgOZPkBM4SsZY3+lqsHMhS9s4Ndj5YQY9Ty9dCyPXDja69rbEJOBO88ewve3zSImxMjBwhr+890hrx7zVObFnzJ4c30mAI9dPIbZQ1oa/cSHBTJ/ZCL3njucz26awctXTMCgk/h8Zz73fqaOx7yGc2iB70mK2Wpjl715womtik9kUEIoBp1EVYOZPHvnLn+htLbZ4UYRH9a9bnJSejQpkUHUNFlYfaDI6eMobg7OZnsVFNlApo/rfJXxpTmhOWtpZOH/gW9Vg5n3N4sufNef3t+rx9LpJG6cLY7x5vrjp0zm7fOdLRIhV1EuVD/bked3F+WteeSbA+RVNjiaoThT4Kcm6bEh/Ofi0QC8/stx1h0u6WYLDVf5cGsO/14pLir+eu6wbs8Vc4cn8NTSsegkeH9LDg9+uc+vP+P+hBb4nqTsz6+m0WwjMjiA/t1kWUwGvaOozd/kDgVVIlBPCDM5ZT2lWCUBfO6kdjC/soHNdk2wq9ZKSuB7vMzHA1+Ho0P3GTmlkcW+k6DA7Z1NWdQ1WxmSEMbswd3PGHjKeaOTSYkMorS2mY+2uSa38UcyS+vYlSMKT8/tovC0M+aPTMRk0JFRUud3v00K64+W8v4W0Tjn8UvGuNQMRU3OGJrAb6eJIsE7PtpFmY/Lr/yJ1fuLuPvTPQDceLpw0nCG80Yn85+LxiBJ8PbGLP717UEt+O0BtMD3JEWROYzvG+VUIZZD5+tnwUyh3fuyO9uf1ihZpB8PlTj1469YpU3uF+2Y5ncWZWo3y8cDX2ccHRSUAjd/b13cZLE6piWXz+rfIxXvAXod188SJ8VX1mWc9IUtSqe2GQNjnZqROZGwwADmDksA/LOFcX2zhbs+3Q3Ab6elMSm963oLb3PPgmEMig+lpKaJv3yyRwuyVGBrZjk3v7sdq03mogl9+Mv8IS5tv2RCHx5eLCwOX153jKd/OOKNYfYavvgZ0wLfk5Rt2c7pexX8tcCtsFoEvq4YtQ9KCGNkSjgWm8zXewq6Xf8L+1StM969J9LP3gXtuI9rfLOc8PBVGGnXhB8trvXrlrJf7MinpKaJxPBAl4quPOWSianEhBjJKW9w6vPnzyi2d6d54PmsTBmv2JXvd0VAj39/mJzyBpIjAvnzfNe9w9UmMEDP00vHYdTrWH2giHc2Zff2kPyastomrn17K00WG2cOjedfF45y6wL68il9uc/uHf7U6iO8ZPcU90esNpnt2RU8tfowF7ywnr99sa+3h9QOLfA9SdnuZGGbgr+2LlYyvgku+qJeMK4P0H0W6ds9BRwoqCZAL7FgVKLL41MyqFk+bGlmsdrIsdscpTlRfBQfHkhcmAmbDAcK/evzomCzybxitzC7ekY6RkPP/RQGGfVcPSMdEC2SffVzoQYHC0Th6dDE7r17O+P0wXFEBgdQUtPEpmNlag3N62zPruANu3XdPy8cRajJN2zzhyeH82d7VvIfX+/naHFNL4/If/lkey5VDWaGJITx3OXjMXTRzbM7rp3Zjz+dLf4v//r2IP/dmKnSKL1PYVUjH27J4eZ3tjP+oVVc+MIGnlp9hB3Zlaw9VOxzv3Fa4HsSkl/ZQEFVI3qdxJg+kU5tMyxJaHwLqxupqGv24ujURWnzmeSC1AFE21SdBDuyKzlaXNvhOqW1Tdz7+V4Arp/Vn8hg17tHpUa1WJoV1/impq6gqhGzVcZo0JHk5AXESD+VxiisPVTM0eJaQk0GLpvSt8eP/5up6YQY9RwsrOGXo6Xdb+CHNDRbHdr2oUnuN8YxGnScOVTIHX464h9FWU0WK3/5eDeyDBeOT2lT3e8LXDOjH6cNiqXRbOPW93bSZPHfmZveQpZlPrBrt6+cnk6Q0XOHjpvnDOTWMwYCcP+Kfaw9WOzxPr2FLMt8uj2Xs59cx9RHfuDPn+zm6z0FVDWYCQ80sGBUIv+6cBQf3jDN5xqnaIHvSYjSpnhEcrjTX8awwACigkU7RV8N0DrCHY0vCGuZ0+3FTDe/s72dr6osy9z3+V7K65oZmhjGrWcOcmt8RoOOPlFCPuCrzg6KlVnf6GCnu9kpBW578/wz4/uxvbDsssmphAf2fBvRiOAAFtldDtYe9I9gzlUOF9UgyxATYiQutHNvaGdQpBK/HPGPi4Tn12ZwpLiW2FAj952rXvtrtdDpJB6/eAxRwQHsL6jm8e8P9/aQ/I7t2RVklNQRFKBn4RjXCzc744/zBnPJxD7YZPj9ezs46IOzapmldVzx+iZu/3AXh4pqkCRhV3jrmYP45HfT2X7fPF5YNoGlk/uS7GJdTE+gBb4nIVszhQOBM211WxNt7+5WVudHgW+1exlfgL+fP5L4MBOHimpYfoKx+5e7C/h2byEGncRjF4/BZHD/ar51BzdfJNMFfa+CIo3xxwI3WZYdnfvOHuG6fEUtZgwUwdyGDP8I5lxFOWEPTQrzOOMzfaDw892XX025j89IHSio5oW1RwF4cNHILrtm9ibx4YE8ukRYnL328zGtq5uLKNneBaOSCFPx4lmSJP6xeBTT+sdQ22Th2re2UuIjySiz1cYLPx7l7KfWsf5oGSaDjj+dPYTtf53H5zfP4PZ5g5mQFuWR5KMn8O3RabjFlkyR8Z3cz7UK4pgQkZXx9ROLgizLbmt8AVKjg3n7msmEmQxszizn9++J9pHFNY387QshcbjljIGO7Ka7KAGlrxa4ZZU67+igMDhBWDJllvqudrkzjhbXUl7XjMmgY7STUiBvMLW/COYOFtaclNZSBws91/cqxIcFMjRRyCXW+7A0xGqT+csnu7HYZM4anuBWXUBPctaIRKYPiMEmw4dbT357PbWobbLw1W5RmHrppFTV92806HjxivH0iw0hr7KB5f/X+x33dmRXsPDZX/j3ykM0WWzMGBjDd7fN4uY5A3324q4ztMD3JKO60ezItExMdy/j6y+Bb3ldM812Oyh3Al+AYUnhvHrlRIwGHav2F3HvZ3u559O9VNabGZEczs1zBno8zvQY37Y0c2R8Xeiqpbho1DVbqW60eGVc3kLJ9o7vG9WjRW0nEhtqcgRzvx4r77VxeIuWwjb39b2tUTLkvhz4frOngN25VYQFGnho8Uif0zZ2xNLJQuP+0dack95eTy2+2V1AfbOVfrEhTHLxPOsskcFG3rhqEhFBAezMqeTOj3b1SpKhtsnCAyv2ceGLGzhYWENUcACPXzyG/107xaVzhi+hBb4nGduzKpBlkWV01TczOtQudaj1j8BXkTnEhpo8CmCm9o/hGXsHnQ+25rD6QBEBeonHLxlDgApTNv3sPw7HfVzj64rUIciod2jClSYi/oLSjMTVGRFvMH2APZg7yeQOsiw7LsCHJXme8QWYadf5/nyk1GdnGRQXh2tm9HP7YrynOXtEAlHBARRUNfKT1tHNKT7YKmQOF0/s49WLm36xIbx0xQQC9BJf7S7gydU96/G7J7eKBU//zFsbMh2Fmj/cMZslE7z7ur2NFvieZGy1yxwmumGUHutnGd9CNx0dOmL+yCQeWjzS8fdtcwerMkULrZtY1PvcCdtqk8l2oWtba5Ssb0Flo+rj8hayLDsC3yk+EfgKucPGDP+x6XKG4pomKurN6CQYGK9Op7Ip/aIJ0EvkVTY4fKd9iZ05lezIriRAL7Fsas87hbiLyaBnyXhh7/je5pxeHo3vc7S4hm1ZFeh1EhfZ3zdvMm1ADA9fIBpcPPPDEac7jnqCLMv838ZMlry4gezyelIig/jftVN44pKxjplhf0YLfE8yNtsL29yZfvE3qUOBB/rejlg2JY2nl47ljnmDuWGWcy0nnaFPVBB6nUSD2UpRtW9pOQurG2m22gjQSy5fQCRHivXz/Sjjm1PeQGF1IwF6iXEuFn96g8n9o9FJYjYgv9J/3sfuOFAgsr39YkMIDPDc5gkg2GhwFOz6ogXcm/Zs78LRyW51qetNlk4WOtW1h4opqvafC9neQNFCzxkSR3wPZfUvmZjKjacPAODPH+92XLx7g+pGMze/u52/fbGPZquNs4Yn8M3vZzhmXE4GtMD3JKLJYmVXTiXgXsY32m455C+uDmpmfBXOH5vC788cpGpVaoBeR58okR31NWcHpbAtNSrY5dfsjxnfX4+LzOroPpGq+G56SnhgAKPsBXYnU9bXUdimksxBYeZA37Q1K6xq5Gt7sdPVM/r18mhcZ2B8GJPSo7DaZD7aqmV9O8NstfHpdhH4XjJR/aK2rvjz2UM4e0QCzVYbV7y2iXc3Zas+g7g3r4rznvmFb/YUMM5wjBVDVvFy5XIiHkuCZyfC+8vgh4dg94dQsAuafW/mxRl8o5WMhirszaumyWIjJsRIfzdE5zEh/qnxddXDtzdIjwkhq6yezNI6RzW/L6AUtqW5oO9VSPLDjK8v6XsVpg+IYVdOJRsyylgywftTpz3BQXvGd5hKhW0KMwfF8viqw2zIKMVqk9E76TvtFo3VUHoEyo9Bcy2YG8Bcb79vAJsZhpwDA87gf79mYbHJTEqPYlQfz1xgeoulk/qyJbOC97fkcNPsgU57ep9KrDlYTGltM7GhJuYM9aApic0KOZugphCaqsVnrakammrE4+ZaiEqDPpOhzyQIT0Knk3jy0rHc+t5OVh8o4p7P9rAtq4J/LB7p8UW8LMv8b+NxVnzzFVfwKwsDN5NECWS1WqnsiLgd/KrVQgliB8N5T0L6DI/G0JP4TeBbXl7O73//e7788kt0Oh1Llizh6aefJjS0Y/1YeXk5999/P99//z3Z2dnExcWxePFiHnroISIi/POHqTsU/96J6VFuCc/9TergaF7hB0Uk/WJD+OlwiaOTla+gOE24YmWmkOyHGV9fDXxf/DGDjRmiaMufi0YU1LQya82olAjCAg1UN1rYk1fF2NRIz3faUAHFB6HkIJQcEvelh6HaCS3l5lew9p/DlsxzgWSu8cNsr8K5o5N48Mt95FY08MvRUmbZG/z4LBlrxf8pOAZC4iAkFoJjxd9674Q2H9q9e5eMT3Gv8LkyB3b8T9yqXbCPC+8DqZMI7jOJV2ZP5NXU/jy66hifbM9lX34VL14xwVFE7RJWM9k7VnF43YecWfUTvzG0klAEBMOgs2D4+ZAyXlwAlhxu+X4UH4CGcig9BO9dBtd+B/HDXB9DL+A3ge+yZcsoKChg1apVmM1mrr76aq6//nrefffdDtfPz88nPz+fxx57jOHDh5OVlcWNN95Ifn4+H3/8cQ+PvmdQ/HsnuSFzgJaMb0V9Mzab7PNX/IqbgJpSB2+hZFR9rXubO44OCsr77i+uDgVVDWSX16OTYGJa7+t7FSamRWPU68ivaiSzrN69E5gn2KzQWAXB6lwMNFtsZJSINuCetCruCINex/QBMXy3r4j1R0tdD3wrc+DoanHyLj4g7muLOl8/NBFiBkJgBBiDISBIBAQBQVBfDjvfRX9sLe/JP/Jd8OnMS3nWo9fXmwQG6LlgXApvb8zi/S3Zvh34/vRvWPtw588Hx8CIC+D0uyBUnddRVN3I2kOihfDFrsgcrGY49C1sfxuO/gDY5QmBkZAwAkzhEBje9t4QKD6buVuheJ8Ikvflwr7P0AE3GAJZ2ncMHxWn8mPxIC59toK/XzyF+SOd8I1uqISjq6nc8QXGzB/oa6ujL4AEzfoQAoYvQBp+Pgw4U3zmFaLSYcAZbfdVWwIf/hayN8A7F8N1qyHMt72rwU8C3wMHDrBy5Uq2bNnCxIkTAXj22WdZsGABjz32GMnJye22GTlyJJ988onj7wEDBvDwww9zxRVXYLFYMBj84qU7jc0mszVLyfi6dwJTTKhtMlQ2mH2+etPddsW9QWtnB19CGU+aG8GW0ooyv6rRLzKVSrZ3RHKEqp2WPCXIqGdc30g2HS9nQ0Zpzwa+Nht8cAUcWQWXvQ+D5nq8y2OltZitMmEmAyleaFc6c2As3+0r4ucjJc75bNtskLEGtrwGR74DuQOv2ohUiBsCcUPFfewQiBsMQV1fIMkz/8hPL97KbPM6zrH9CM9PhKm/g9NuF8Gyn7F0cl/e3pjF9/uKKKlpIi7Ms1bTqiPLsOYh+Plx8Xf/OWBthrpSqC8VFyPIUF8m/t+7PxT/iym/gwDPzhMfb8vFJouLZqecSupKYeNzIrtb18omrt8sGH8lDD3PuTE11UD+DsjdIgLhnM1QX0pE0SauYxPXGcEi69j3YTqbfp7MxJFD0UuIz7lsE++ZLAtpTs4m5MwNSLKFSPvuS+VwDkXMJG36EvpMcHJMCqFxsPQdeH0elB2Fdy+Bq74BkzpOLt7CL6K/jRs3EhkZ6Qh6AebOnYtOp2PTpk1ccMEFTu2nqqqK8PDwLoPepqYmmppairuqq3uuT7bVJrPucAmbM8v5y/yhLm2bUVJLZb2ZwAAdI5Ldm14M0OsIt08jltc1+XTgW9Nopq5ZdLLxh8C3X0xL22JfyabLstwq4+t6sJUQHogkiQxfWZ3Qvfkym3xQ5qAwfUCsPfAtY9mUtJ478Mbn4NA34vEXN8NNGz3O/DoaV6jQqrgjZg4SGbztWZXUN1sINnbye15XBjv+C9vehIrMluV9p4up2/hhLYGuyb3M9MaKMK6quZHJAWfzbtpXGHI3wvqn4NiPcN0PXpty9xbDksIZkxrJrpxKPtme63AS8AlkGb7/q/jMApz1MEy/pe06NquQrhTuhtUPQsFOWP0AbHkD5t4PI5eAG59JWW4p+ruku05tTbXw6wuw/hloFt8FQhNg7DIYdwXEuPiemsJEsNxvljIYoT3P3gBZG5Gz1mOoymGMdAyKjkEXExgAEnDI1ocfbONpGnA2552zkBmJHlykBUfDso/htbmi4O3ja2Dpuz792ffdkbWisLCQ+Pi2QnKDwUB0dDSFhYVO7aO0tJSHHnqI66+/vsv1HnnkER588EG3x+oJpbVNXPd/W7HaZBaPTWGIC4UhisxhXGqUR00XYkJNVDdaKKttZqAH2n1vo2R7wwMNnZ/4fIg+UUEYdBKNZhtFNY0OR4TepLimiUazDb1OcrhOuILRoCM21ERJTRMFlY0+H/j6or5XYfrAGJ5cDb9mlPXchVHuNvjB/lsXGAG1hfD1HXDxmx7t9oC9cYXa+l6F9JhgUiKDyKtsYPPxcmYPOeGHSpbFVPjPj4PVnsQwRcC4ZTDxGogdpNpY3vglE4DBE07HcP7NcPg7+OwGEXBtfR2m3KDasXqKyyensiunkg+25HDDrP6+MZNjs8G3fxJZXIAFj8Hk5e3X0+mF1nfAGdBvNuz5EH74O1RlwyfXioD07H9C36kuHX7z8XIyy+oJMeo5d1RSxytZmoWc4ad/Q52QRJA0Bmb9CQbPB71Ks0ySJGYj4gbDhKuQAKpy2fnLNxzcshq9pQEZCZv9hv1eRuK4nMSP8gQmjh/PTbMHqtd5LbqfmDF6+zwxq/Ltn+Hcx926yOgJetXO7K677kKSpC5vBw8e9Pg41dXVnHvuuQwfPpwHHnigy3XvvvtuqqqqHLecnJ6zdkkID2TesAQA3tmU1c3abVEK2yZ5eFKP8ZMCtwKHlVnvB5DOYGhtaVbqG3IHpZNcn6ggty+WkiP8w9mhtLaJo8VCdzrZTSmQNxnTJ5KgAD1ldc0cLq7x/gEbq+Djq8FmgeGL4TefgaSHfZ/CHs9qIFpnfL2BJEkOW7MO2xev/Sf8+E8R9CaNhUXPwR0HYf4jqga9WWV1/HBQpNeumt5PnOSHzIcz/yZWWPOw0ED6GeeNTibEqOd4aZ1vtNK2WeHLW+1BrwQLn+k46D0RnQ7GLIVbtsIZfwVjKORtgzfOhv9eCFkbnB6C0qlt4ZhkQkwnJFpsNvGdeX4yfHOnCHqj+sFFb8DyH2HYQvWC3s6I6MPYc6/novveZ8adHzLw+reJXPoSzec8SfaMR9g26m+sTP8T1sk38vadl/Lvi8ao3244dRJc+CogiYu+Db6rd+/VVNkdd9zBVVdd1eU6/fv3JzExkeLi4jbLLRYL5eXlJCZ2LaSuqalh/vz5hIWF8dlnnxEQ0PUH0GQyYTL1XubqiqlprNxXyKfb8/jL/KHtv2SdsCXL/cYVrVHkDWU+Hvj6k5WZQnpsCJll9WSW1TFtQO9bmnni6KCQFBHErtwqCny8+YJyYTgkIcyhZfcljAYdk/pFs+5wCeuPlnktWwqIjOiXf4DKLIjsCwufhqBImHUn/PSoyPqmzYDwTjJb3XDI4ejgncAXYMagWD7YmsPPJ/r5/vRvWPdv8fjsR2DaTV4bw9sbspBlOH1wXFvN54SrROavYJeYZl/8vNfG4A1CTAYWjU3hvc3ZvLc5u3d/q6wW+OIm2P0BSDpY/BKMudS1fRiDRdZ13G/FBdH2/0LGD+LWdzrMukMUcnWSnWxotvLNHuHR3KaoraYI9n4CO9+Bor1iWUg8nP5noeE19PzvjEGvIzkyyFF/0eMMXwRnPwzf3QOr7oPIVFFk6GP0asY3Li6OoUOHdnkzGo1MmzaNyspKtm3b5th2zZo12Gw2pkyZ0un+q6urOeusszAajaxYsYLAQN8PkqYPiCE9JpjaJgsrduU7tU1hVSM55Q3oJDzuRhUT6h8ZX280r/A2io7WV5wdMh2til13dFBQvHyVDLyvomSufFHmoDDD0b7Yy80Ztv8f7PsMdAZY8oYIekEEB0ljoLESVvxeBMguUlHX7LgoHZzgvcBXafV8sLCGkhq7nOGXJ1sq/ec95NWgt6bRzIf2LODVM9LbPqnTi6l4gJ3/E8VIfsZl9k5uK/cWUtGb54KVd4mgV2cQGVRXg97WhCWIi7zfb4MJV4PeKHSy/1sCr86BA1+J7O0JbMksp9FsIykikPEJetj5HvzfYnhiKHx3twh6jWEw569w6w6Rje6FoNdnmHoTTLZLfD69AbJ/7d3xdIBfdG4bNmwY8+fPZ/ny5WzevJn169dzyy23sHTpUoejQ15eHkOHDmXzZvEjowS9dXV1vP7661RXV1NYWEhhYSFWq7U3X06X6HSSo7jlf79mOdWZZYs9mzU8OZxQJzPEneHI+Nb6dvc2tdsV9wRKtf5xHwl8lYsHT7IDipdvvo8Hvr6s71WYPkBM3286Vo7F2oHzgBoUH4Rv/yIen3GfmJ5U0AfABS+D3gRHV8G2t1zeveLfmxod5FXnjNhQE8PtXeE2ZJTCxudFdhXE65pxq9eODfDZjjxqmywMiAth1qAO7LJSJ8PYK8Tjb+4U0/V+xKiUCEYkh9NstfHFTif8jL1BTVHLZ/CiN9TLHEb3g4VPwR92iSDNECRcEz5YBk+OgFfmCCnEx9fAV7ej//EfLNd/xQum55AeGwyf3wjH1grHhD6TxUXObbvh9D/5vJtBjyBJQlY0ZIGQG334W5/r8OYXgS/AO++8w9ChQznzzDNZsGABM2fO5JVXXnE8bzabOXToEPX14g3evn07mzZtYs+ePQwcOJCkpCTHrSd1u+5w0YQ+GA069uVXs9PegrgrHI0r0jw/qUeHKG2LfT3j6z8evgqKl6+vWJopmbJ4DyyLHBlfH5Y6VDWYHQVXU3w48B2eHE54oIGaJgt7873gJmNuELpeS4Mo/pneQXAYPwzOvE88/u5eKD/u0iEOermwrTUzB4kLBduvr4ipVYDT/yIkG15ElmXe2yzOIcumpHVeiDj3AVFUV7DLrYuI3kSSJBaPTQFgzaFe0ilve1NYcKVOEU0U1CY8WQRof9wLp90h/HNr8iF/u5BB7P0Etr7OjPy3uDfgXcZVrxHfnZhBMOdekd29bpXI8KrkgX3SoNPDkteg/2xxMW10f1bRG/h+Obyd6OjoTptVAKSnp7fJjs6ePVv1PtY9RVSIkfNGJfHpjjz+92t2l/KFZouN1QeE/tndxhWt8ZfitsJqEbT5k8ZXyfj6iqWZEvh64tWpZIt9WeqwLascWRbvf7wPzxDodRJT+8fw/f4iNmS40ZyhO7a+AcX7hQ7xgpdF8U9HTL1JGO5nrYfPb4Krv3G6OlspbFO7VXFHzBwYS/n6N7mg8GX7gj/C7Lu9fty9edUcKKjGaNBx4fiUzlcMjYMz7hUV7j/8XRQRhvS+tt9ZTh8Sx8PfHGDTsTIazVYCAzxri+sSlmbxeQWY3LUTk8eExIqCxBm3CdlCQ6WQ+zRU0FBdxoe/7CGcOs6ePJrg8ZdA8jifdSvwKYwh8JvPffK98puM76nGsqlC7vDV7nwq6zsPQt/bnE1eZQNxYSbO8KR3uB1/aVvckvH1D1cHgJRIYWnWZLE5dJAek/2ryMyZXc+4FteIMcSHuR8MKlKHwupGrDbfvNDcpOh7fdDN4USmO3S+ZervXKlin34LhHbxW6HTw+IXRIey7A0uaVQdGd8k72d8J8VaeMDwNgAVY66HM+/vkZPs+1uyAZg/IpHI4G60nBOvhYSRIpBa83evj01NBsWHkhgeSJPF5vDA7jEOrBAd9UITYNiinjlmYDikTYehC2Ds5TDtZtYkLed+81W8GP0Xghf+S/g/+2Ag57P46HulBb4+yvi+kQxLCqfJYuPjbR339K5rsvDsmqMA/OHMQQQZPb8i9wdXh0azlYp6MwCJPpzBOxGDXkffaHvr4jIVdL7VBaJTzsbnRIciF2i22BzvoScZ37gwEwadhNUmtxQZ+RjKSXtKf98PfKfZdb5bMsvVv5DIsxcH95nU9Xog2pMqAcce5z5bVpvM4SJ7q+IeyPgGrf8XoVIjO239+Sj6+h45yTY0W1mxUxQdL+2ukQEIE/8F/xGPt70Nedu9ODp1kSSJWYPF53Hd4R6WO2yyZ/EnXtOrhWLr7YWmM+z2eRonB1rg66NIksQVU/sC8O6m7A5lG2+uP05pbRNpMcFc6syPsBMorg4Vdc0+KxUpsmdLgwL0hAf5jVoHaNH5euzlq1hSNVaJv3NdqxwvqxNBqkEnERnkfhGSXic5Cgx90cu30Wxlb554j9SQAnmbgfGhBAXoaTTb1C2CrMqDmgLh1Zs0xrltRl8s7vd9BlZzt6tnl9fTYLYSGKDzyCLPKYr2CXcK4B/mK1i5r7ibDdThmz0F1DRZ6BsdzNT+TsoW0qbD6EsBWRS6+ejvakecPljMDPRo4Ju/Q/ye6QKE+0IvovhEz9QC35MKLfD1Yc4fm0KIUc+x0jq+29e2D2FFXTMv/3QMgNvnDfaoW1trlIyvxSZT3WBRZZ9qU9DKyswnugq5gJLxzav0MPDd+Y7okKOQu63zdTug2K6Rjg01eaw1VgoMCyp7UOfbUAEZa+Hg18I8fvv/iSzRxudFO087GSW1WGwyEUEBbnWn62n0OsnR+GF/gYoFbkq2N3640N45Q7/ZEBIH9WXive6Gg/bxDk4IQ+9N/bosC3mPbKNx0EK2ykPZnl3pcCnxJh9ssbetndjHte/NvL8L94C8baKrm58wc2AsOgmOFNeS31MFrJvsResjFgsLsl4ip7yerLJ69DrJp91gNFxHC3x9mFCTwWGY/fv3tvOBXVsG8NJPGdQ0WRiWFM7C0cmqHdNk0BNmt0RTsoK+RqEfWpkpKMVVRdUevLdVubDSXsQzzd6rvuQgNDofKDkcHcI9b9aS5Chw8/KJsalGSDrevRT+Mwj+uxjev1y0Il3xe1FE9N098PwU+ObPUF/OEfvU++CEUL+5SBpm18ce8EbgmzLe+W30BhhxoXjshNzhQA80rgDgyCphJ6U3EnjO3xnfNxKA7/c7177eXTJKatmcWY5OgosmuDjDFpYIg88Sj/evUH9wXiIiOMBRZNkjWd+6UuGmAC1esL3EBrvMYWxqpFet+TR6Hi3w9XH+Mn8o545OwmyV+csne/jHV/vJq2zgrQ2ZAPz57CGquwNEh/q2zrfAD5tXKCjWYcXu6mFlGb64BZqqhVZz3t9F9y1kYcPjJCV2n+a4UM8DX0fbYm9lfI/9CB/8Bv4zED5dDodXCpuj6P7iPeg3CwbPFz6f/WaBbIXNL8Mz4wjd+RoGLAzyYjMFtVH8aferaWnm0PdOdG270ZeI+4NfQ3PX0gsl4+tVKzOrGb6/VzyecgNE9+eckaLD3Mq93g18P7Rne+cMiXfPTUbRTO//wq/kDrMGC5/idUd6IPDd9pbwfk0e5/pnVWV+OSoKTDV978mHfwkkT0GCjHqeu2wcg+JDeWr1EV775Tgfb8+lyWJjUnoUs4d0YJ7uIdEhRrLK6imr9c3At8gP2xUrKFnqYnddHba9KbJdhkBY/KKowE+ZCJXZkLtV+CY6gRpWZgoOqYM3Mr7b/w9W3ArYA4WYQTByCYy8EOKGdLzNsR9h5T1QvI+5WU/wnTGJo/oHgFHqj88LqJ7xtVmFbhIgZYJr26ZMgKh+UHEcDn7TovvtAKV5hSLV8Arb3oLSwxAcA6cJv96zRyQK263j5ZTXNTvkWmpittr4ZLsoMna7nmLw2aI5SHmGsJVLGKHiCL3HrMFxPLX6CD8fKcVitWFQSVbXDqullYXZDb3qCGCzyWyw63tn+EB7eQ110TK+foAkSdw2dzDPXz6ewAAdlfZq/D/PH+qV6Vtf9/It8MPmFQqOwNedjG9FJnz3V/H4zPshdpB4rGRG8pzX+bZYmakndVC9e9vWN4WEARlGL4UbfoZbtsCcuzsPekEE/zf+DOc9RQURDNAVMG/nLVCWoe74vMTQxDAkSXxGStXooFh6GJprISAE4oa6tq0kwSh7sNuF3KGuyUJ2udCtey3j21AJPz4iHs++29FquW9MMMOTwrHaZFbvL+p0c0/44UAxpbXNxIWZmOOubaQpTDQOAb+SO4zpE0lEUAA1jRZ25VZ670AHv4LqPAiOFRe2vcihohrK6poJCtB36aOv4Z9oga8fce7oJD68YRqj+0RwzYx+XqtSb/Hy1TS+aqMEmuV1zTRZXGxjuuYfYK6DvtNhyo0ty1PsgW/uVqenUNXM+Cpevqp2b9v8Knx1m3g89Sa44CVIGu18Fkinp2H0bzm96XE2Woejs5nhp3+rNz4vEmIykG53RVAl66tcECWPEzMErqLIHY7+IDSYHXCoSGR7E8JNXsm4AvDz46LQLnZIu2r/c0YmArByn3fkDkp9xUUT+nhWSDzcLnc44D+Br14nObrk/eTNLm6bXxX3E64Cg+e/S56guDlM6R+N0aCFSScb2n/UzxjdJ5IVt8zkbwuHe+0Yvt62uEXj6/tV+icSGRyA0X7idNn3tnCPuJ91R9uuW0mjhfVPXbGQPDiBqlIHe9viktommi02j/fHppeF7ROI4r2z/+nWtGdGSS3VcjDPGn4rFuz+AIoPej6+HmCYXS6gSuCbu1Xcu1LY1prYQZA0Vmin933W4SqH7TKHId7K9pYfh00vicdn/UMU3rVivj3w/eVIKTWN3VuvuUJ+ZQM/2Qu7LpnooW3kkHNAZxBSh9KjKoyuZzh9kJDU/XSk4wsfjyncC1m/CLu9idd45xgu8ItD5qDpe09GtMBXox2+LHUwW22Owix/1PhKkuRwUnBJ7iDLLUFtVL+2zwUEQeJI8Thvq1O7cxS3qRD4xoQYMRp0yHKL/tptNr4g3BlAtBA96x9ua/2OFItgzJIwFoaeB8gtU+U+jqoFbg5HBxf1va1xyB0+6vBpxXO4f6yX/Ht/+DtYm6H/HBg0r93TA+ND6R8XQrPVxpqD6nr6frwtF5sMU/pFO9qOu01QFPQ7XTw+8IXng+shlAK33bmVVHjjvLDZbmE2bCFEdNEGugdottjYbG96oxW2nZxoga9GO3y5bXFJTROyDAF6yRGg+xsOZwdXgsT6cjDbvX8j+rR/3iF36F7nK8uyw8fXk3bFCpIktSpw8yDwPfYjfGe3aTvtDpj7gEcFLkoXsUEJoTDnHkCC/Z9DwW73x9hDtBS41Xi2I3ODaPYAnlXJj1wCSJCzSWjNT0AJfD0ODDui/Jj4v4FwMengMyFJkkPu8J2KcgebTXZ49y6drE6TIIfcwY90vokRgQxJCEOW4eejKmd968tbOk9O6V0LM4CdOZXUN1uJCTH2SAdCjZ5HC3w12uGwM/NBVwclsIoPC1Tdxq2nSHDHy7cyS9yHJnasf1OCmtwt3e6qpslCk12SEKuCnRm0FBp6ZHK/8XlxP+43cMZ9Hld1H7HrTgcnhIkKeqVgZu0/PdpvTzA8WQS+R0tqaTS7qAVvTcEuIVEITYBwDzJp4UnCKg5Ew5AT8Grgu/F5kG0wcK6Q9XTC/BHC1mztwRIamj14z1qxPqOUvMoGwgINDts0jxl6Hkg60ciig4sIX+V0u4OQ6n6+ez8BSwMkjIK+09TdtxsoModpA2L89hyj0TVa4KvRjtiQlgIsX0OZSvdHRweFFi9fF7KjVSLrRGQnWac+k8R9wS6wdP1/U/S9YSYDQUY3ip06QClwc7ttcVkGHPkekGDmH1WxMmqT8QXhBCDp4PC3LbpXHyUxPJDI4ACsNpmjxbXu76i1zMHT97S13KFVEaXNJpNld3RQPfCtK4Ud/xOPZ/yhy1VHpoSTEhlEg9mqmufsqz8fB+CCcSkEBqjzXSEkFtJmiMcHvlRnnz3ArEEtga+q7eyP/iDuR17YqxZmChu0NsUnPVrgq9GOlgYWTer+wKmAkvH1R32vglvd2yqVwLdvx89H9xf6QWsTFO3tcleKzEENfa+CUuDmdttipaJ70DyIGeDxeBqareRUiGBssNK8InYQjLlMPF7zD4+P4U0kSVJH56uGvldh+CLhQ1tysKXQEnGx02yxYdTrSI5UueB086tgaRTFdemndbmqJEmOIrfvVGhmsTWznHWHSzDoJK6b2d/j/bVhmP/JHSamRxEYoKO4psnh2ewxlmbI/Fk8HnimOvv0gJpGMztyKgFN33syowW+Gu1QtLNmq0xNk6WXR9OWQj/28FVwy8tXKWyL6CTjK0ktwU03fr5qFrYpKA4bbjWxaKqFne+Ixyq1KT1aXIssC716GznH6X8WVfXH1kLmL6ocy1soOt/9njg7OBwdVAh8AyNEEwZo4+mryBz6xgSjV3NquLm+pehpxh+cygYqge+qA0UeO4w8ufowABdP7EPfmGCP9tWOYeeJ+9zNUJ2v7r69RGCAnmn9RTMH1eQOuZuFx3RwrJA69DKbj5djtcn0jQ4mNVrl/7mGz6AFvhrtCAzQE2yfAi/3MZ2vkiX1Rw9fBbeK26q6yfhCi9yhG52vmlZmCsmRHrQt3vWeaMEcM7DF4N9DDtv1vYPiQ9s+EZUO4+32Zmse9unWscM97eBWV9qiDU8ep86gHHKHj0WnLSDTHvgq3sOqsfMdaCiHyLSWDGk3jO8bRWyoiZpGCxuPlbl96F+PlbH+aBkBeomb5wx0ez+dEp4MqVPE4wNfqb9/L6G4O/ykVuCbsUbcD5jT1qKxl1ivtSk+Jej9T5pG11TlwbrHROVrD6I4O/ial29lg/DojAz2T0cHaF3c5kKQ2J3UAdo2sugCbwS+bmd8Zbklqzf5etVOfkfsuliHzKE1p90ppuyzN8Dxn1Q5njdonfF1S3KUt13cxw52dDnzmMFni3bBNQVwdDUAxxQrszgVA1+rBTY+Jx5Pu6Wdb29n6HUSZ41IAGClm3IHWZZ5YpXI9l46KZU+UV7K/CnBvB81s1AC362ZFdSpMRvoCHx7X+YALY0rNH3vyY0W+Po6ax+GNQ/BJ9f1aHbKV718q+rFeCKDAnp5JO6jZHwr6s3Od2/rTuoAkDKeZmBXXQ4/Hv2SesX+7ASUojpVM772wLei3uxaRf2xtaKlrjG0RX+rAoqjg6OwrTURKTDWfiwfzrYNjA8lQC9R02ghzx23jDwVZQ4KBlPL/2n724CXMr4HVgjHg6BoGLfMpU0VW7NV+wux2lz/zdyYUcbm4+UY9TrvZHsVhi0U91nrodaLHdFUpH9sCH2igmi22vjVg4w6AHVlkL9TPB4wx+OxeUpxTaOjA+G0ATG9PBoNb6IFvr7OcbvwP+MH2P5/PXZYX21bXGXP+EYEdxH4Wprgq9thxe+FP6SPaehc7t7WUAlNVfaN2wa+TdYmvjn2Df/a/C8uX3sLU9P7ckVyIr9ffw9zP5rLI5seIaMyo802yjHV8PBVCA8yOOQxLmV9N9mzvWOXQaB6Xb8OFytSh058OJUMk1JY44MYDToG2sfvVoGbmoVtrVGkIoe/g+oCMsvEBVZ6rEqZUVmGDc+Ix5OXg9G1gHpq/xjCAw2U1jaz+kCRi4duyfZePqWvd7tDRqXZO+LZ4KDvXoC1RpIkR9bXY53vsbWADPEjICzR88F5yMYMEciPSA73XtttDZ9AC3x9mcocqGrVgva7e1umvL2M19sW22xuBaQOqUNXGd+d78DW18WFwqfL4Ylh8Mw4WHGr0y19W1NcX0xFY4XL23VG6+5tTjk7KPre4Jg2QYBNtnHz6pv5y89/4Z0D77CndA9mCaKsVpL0wdSYa3j34Lss/mIxV6+8mm+Pf0u9ud4rUge3mliUH4fDK8XjyderNpb6Zgs55SL4HtxRxhcgfaa4Lzno09m2ltbFLlbRy7L3At+4IZA6FWQr1u3/JdtuZdY/tpP32lUyf4H8HWAIdOtzEaDXcdlkIQn66+d7XZq1+vlIKVuzKjAZdPxutufuIt0y3A/lDoNU0vlmrBX3A9XR9XvKL0c0mcOpghb4+jLZG8V90lhRCNFcI7KYPSB5iLFbmnmtuG3tP0RAqthYOYHNJlPdXcbXZoNfXxSPB5wpinoknej+tP1tWOt8y1pZlvno8EfM/2Q+l351KRabeg4XityhxBkvX+Vi5wSZwxdHv2BT4SaCDEEsG7aMf532L74ZcCU/ZeexUk7h5bkvc0bqGegkHVuLtvLndX/mtPdPoyDwWQIif0UyVKr2egCHlZXTTSy2vAbI4v8Uq96UsuJ7GxNiJKazBh3B0ZBgb/Psw1lfh6VZQZVrG5Yfg4YK0BtbXqeaTLgSANv2/2KzWQkK0JMQrtKF1Pqnxf3YZcLz1g3+OG8wg+JDKalp4q5PdjulkW6d7b1ialrPFNAOO1/cH18n/l9+wPSBMegkyCyrd8/FBcQ5LMPu36tSQaunbLBnfKdrge9Jjxb4+jJZ68V9v9Pg/BdEBuTYWtj2ltcP7VWNb01RS5euVX8TmT9nNmuyoEj2IjrL+B5dLTSjpnC45G24/kf4SybMe0g8343Vl0KjpZH7N9zP3zf+HbPNTEFdAXtLu/bHdQWXurd14OhQ1lDGY1sfA+DmsTdz1+S7OLf/uaT2OwMJ0OVtY3ryNJ4+42m+W/IdN465kT6hfWi2NWMLOkhg0ufc/POFXLjiQm7/8Xb+tflfvL7ndb7M+JIthVsw28wuvyaXMr7NdbDjv+LxlBtdPlZXtGtc0RlK1teHbc2Gu9u6WClsSxwNBi9M2w5fDKYIAqqzmaHbR1pMMJIazQeK9sPRVYAE0252ezeBAXqeWjqWAL3E9/uL+Ghrbrfb/HiohJ05lQQG6Ljx9B7I9oK44IsfDjZLSyMHHyc8MMDRWXDzcTeLrksOigJJQ6BPdGvLr2wgr7IBvU5iQlpUbw9Hw8toga8vk7VB3KfNED+QZ9wn/v7+r25N2buConEq9Ubgu/FZYUoPYK6HL291KotdVS+CsaAAPSZDJ12UlErw8b8Fk13fGRgBoy8Vj0sPC9/YLsirzeO33/6Wz45+hk7SkRySDMAveeoFSC1evs5kfO3/61aB7+NbH6e6uZohUUNYNqxV8U/CSHEyaawU3dCAxJBEbh57M99c+A2vn/kBTcXzsdanIyFxpOIIq7JW8c6Bd3hq+1Pc88s9XPPdNVz4xYWsy13n0mtyydlh94fQWCUabwyc69JxuqNNq+KuUBoi+HDgqzg7ZJfXU9PowsWIcoGntLJWG2MwjBbWZkv1a9VzdPjlSXE/fJHHjUxGJEdw+7whADz45T6yyzou9oS22d4rp6WrKgPqln6ni/vsX3vumB4yOV0Uf23JdDPwVdwc0mZAgBd11E6yNUtk24cnhRNqcs5BRMN/0QJfX6W2RARpSNB3qlg29XdCW9dcC9/e5dXDO6QOahe31ZXCltfF4/mPgiFITPM5UbhX5bAy6yTbW7hX2FNJephyQiOEsAQISwZkKNzd6TE2F2zm0q8u5UD5AaJMUbw09yVuHCMykuvz1nc7RmdRTqxOZXxPcHTYVLCJL499iYTE36b9DYOu1Q+1wQhJY8Tj/O1tdiNJEsFSCs1lswkt/wM/XvojT81+irsm38W1I69lYf+FTEmaQqQpkszqTG7+4WZuXH0jxyqPOfWaUhxSByeCeUXbO/63qvt3Ojx8uwt806YDEpQeErMQPkhUiNGRSXepW5Y3HB1OZLyQO5yl28KwcBUukAt2iXbIINpWq8D1s/ozOT2aumYrf/xwJxZr+6YWsizzwZYc9uRVEWzUc/0slbu0dYfy+65I2/yAyf1EVtTtjK/Dxsw3ZA5b7QG8lu09NdACX18l257tTRghWtEC6PQw/5/isZd1iUpxm+oa343Piyxv0lgRnJ5xr1j+/V+7LXarbBBj6VTm8OsL4n74oo79bpPHinvFQqcD7lt/H1VNVYyIGcEH533AtORpzEiZAcC+sn2UN6rjp+ySl28rqUOTtYmHfhWyjUuGXMLouNHt148dJO47kJC0tjKLDozmzLQzWTZsGbdNuI1/nvZPXjvrNb698FuuHnk1Bp2B9XnruXDFhfxr87+oae468HK0Le4u42uzQpb9JK9ku1TE4eF7YvOKEwmOhkS7/jXLd7O+LjeysDRDgf3izpuBb9JojgUMxihZmVW/2rN9yTJ8fx8gw8iLVGu4oddJPH7JGEJNBrZlVfDSTy0OJ7Is89PhEi58cQN3fSpaMF81Pb1zXbi3UKb6i/YJBxc/YFJ6NCBkRRWuzgqaGyHTnkTwkcB3S6bI+CqvS+PkRgt8fRWHzGF62+WxYuqOpmoxVewlYlo1sHDLPL8j6stbitlO/7NoQTr1JnFybqqGr+/oUvJQaZc6dBj41hS1ZIum3dLxDpLGivuCnR0+XdtcS36dCL5fnvcySaFJAMQHxzM4ajAyMhvz1cnKtBS3uZDxjUzl9T2vk1WdRWxQLH8Y/4eO149Mt2+X1e6pFiuzzk/uocZQbp9wO1+c/wVzUudgla28c+Ad/rLuL10O0yF16C7jW7xf2LMZQ4UGVUXqmizkVojAu9uML7TIHY77boGbo5GFs5ZmJQfB2iQkPtHezV5+JAtbuMF5n3pWdHt0tZit0RvhzL+pNDpBanQwDy4aAcBTq4+wO7eSX46UctFLG7nyjc3syBa63uWn9eMPcwepemynCEuw/5/kbrsu+goxoSYG2OUtLssdsjeCpQHCkiB+mBdG5xrVjWYOFYrv1sR0LeN7KqAFvr6KUth2YuBrCm3JAFd1X7DhLorGt8lio96VhgRdsekl4UyRMBKGLBDLdHpY9BzoAuDQN7Dv0043d3j4dhT4bnkNrM3C/aIzXWM3Gd/sGhFgRgdGE2GKaPOckvVVS+7gdMa3uQ7qRbXxcUnmtT2vAXDX5LsIM3YS2EWlifsOdOCuWJn1De/LM2c8w8tzX0Yv6fk572f2le3rdH2lbXFNk6VrPaqS7U2d4nRHLmdRHB1iQ43OeXH6Q4FbsosZ33J7VjN2sLi49BKNZiv/q5tAvWwiqPqY+1P1Vos924uYBVI+vypy4fgUFoxKxGKTufiljVzx+ia22W3LrpnRj3V/nsO95w7vvHbA2yhZXyXh4QdM7uemzre1zMGLn09n2ZFdiU2GvtHBPePkodHraIGvL9JQKfSqAH2nt38+oo+492LgG2zUYzKIj4cqzg6NVfDrS+LxrD+1/cFLGA6z7hSPv/kzNHZ8gu9U42tuEL69IDLInaFkfDspcFMC375h7WUSp6WIzOD6/PXY5PY6QVdRrJ+67d6mWJmZInh6/xuYbWZmpszkrLSzOt8m0h44VHSe8XWleGd6ynQW9BMXKq/veb3T9YKNBsdFSZfODp1d1KmAQ9/bWeOKE1F0vmVHoMa9FrfeRsn4Hiys6VCj2g5F4hLVz4ujshfcycGslOz/x21vu7ejne9AyQEIjITT7lBtfK2RJImHF48iPsxEk8WG0aDjqunp/PznOfxt4XBVm7m4hRL4+lOBm7s6Xx/V92rZ3lMHLfD1RXI2ATLEDBTTYCei+Ll60dlBkqQ2cgeP2fSKmN6OG9rSo741M2+HmEFQX2r3d21PpdKuOPiETN7uD0RWNLIvDD2v8zF0U+CWUy2CzL7h7QPfsXFjCTYEU95YzsHyg50fw0kiggIwGpzo3mbX99ZG9nG4LPxxwh+7to5SMmbVuWBtm3ktVgJfF3WM14y8BoDVWas5XtW5/Vy3lmay3LmMRwUc+t7urMwUgqIgcZR47KNZ37ToYIKNeposNjLL6to8V9ZQxtfHvubV3a/y4MYHuWHVDSzMfJ/JaX240pzBvtLOM/SectzeqnhjhP07t/9z1zWqTbWw1l63cPqfW2azvEBUiJF3rpvC3ecMZd2f5vDAohHE+0qGTwl887aJzpN+gJLx3ZtfTV2Tkx7nNYVQtBeQoH/vtymGloz1xDRN33uqoAW+vkh3GTEl8PVixhcgWi1nh6Za+NXu2zvrTx1X8RuM4jkQlmTNde1W6VDqYLO2eAJPubH7qfMu5A5Z1SJD2lHGN0AfwJSkKYA6cgdJkhw62y6dHewXN+vCIjDbzKSHpzMoshsdYkg86E2iFeoJnxGHxtfFE/7AqIHMTp2NjMybe9/sdL1EJfDtrIlFWQbUFYvxJY93aQzO4LSjQ2sctma+qfPV6SSGJorXs6+Vzndj/kbO/+J87vr5Lp7Z8QwfH/6YDfkbyLQ10KDTsb2phMu+vowHNz6oaudBBSXwbUoYL7xoLY3Cps4VNj4HtYUQlQ6TrlN9jCcyKCGMG04f4Pic+gwxAyAkTmiz83f09micIiUyiJTIIKw2me3ZTn6+jv0o7pPGQEiM18bmLGarjZ05lQBM0jK+pwxa4OuLKBmxjmQO0K3UIa82j7t/vtvjQixH22JPnR1yN4uuROF9YMQFna83cok4AdaXdTht2mFx2+4PhHQhMBLG/ab7sXRR4JZT03nGF2BmitCDquXnq+jJuuzeZg98V+tFRmVe2rzuGwXodC2uFicUuJXUut+u+LpRIjD58tiXFNZ1LAto8fLt5DUpF3V9JkKA+sHHkSIl4+tC4NvPvQI3WZbVK/zshmGtGlnIssxbe9/ixtU3UtVURXp4OosGLOLGMTfy9+l/5/VqmY/zCjgvYSoyMh8f/piFny/kw0MfYrWppNcHMu2Bb7+4UJhwlVi45qEWmVZ31BTB+mfE4zPvB0MPuyn4EpLkp7ZmIkvqtNxBadLhIzKHffnVNJptRAYHMCBOpZbbGj6P3wS+5eXlLFu2jPDwcCIjI7n22mupre26EcENN9zAgAEDCAoKIi4ujvPPP5+DBz2fpvYqzXUtV/ydZnw7D3yL6oq49rtr+erYVzy6+VGPhhLrhNRhZ/FOpr87vUvtp0NzmDhSFLN1ht4gJA8g2paa2wZP7TS+lqaWadLTbofA8M73rdBFxrcrjS/A9GTx/9hVsqtbay9ncCrjW5VDgyTxi1n0kT8z7Uzndh7Vsc63xE2pA8CYuDFMSpyExWbh7X0d6zlbpA6dZHyVk7oXZA61TRby7Jlmp6UOIKaZJZ0oCuvGUk/hQNkBpr83nfmfzOfRzY+yuWCzqi2tT0TJ+B4oKuUvP/+Fx7c9jk22sXjgYj5e9DEPz3yYm8fezAX9FjC5LJchzWYemfkwb81/i8FRg6lqquKhXx/isq8v41D5IVXGpGR8+8WGiMA3bYZwZ3nnYudmo378J5jrIGVi1xfEpwp+qfN1IfC12UTnUYCBTv6OeRmHvjctCp2u9wvtNHoGvwl8ly1bxr59+1i1ahVfffUV69at4/rrr+9ymwkTJvDmm29y4MABvvvuO2RZ5qyzzsJqVS/roTq5W0T7yvA+HXvRQstyxd/VTmlDKdd9fx15tXkAZFRlcKTiiNtDiXaibfGT256kxlzDf/f/t/NsUkWmuI9K7/6gYy4Tr722EHb+r81T7aQOW98Q70FYEkzu+rPgoJMCt3pzPaUNIrhMDU/tcNM+YX1ID0/HKlvZVLDJueN1gVPODpU5bAgKpEG2kBKawvDo4c7tPLK9s0Ntk8Xh0OFuZ6prR14LwCdHPqGysbLd891qfL1Y2KY4OsSFmdrrwLsiKLLFVi2zexmL1WblgY0PUGsW9nf/O/A/rv3+WmZ/OJt7f7mXdbnrVM8ED0oIQwooZ6flH3x7/FsMkoF7p9zL36f/HZO+1f+yIguQISAEQuKYkDCBD877gLsn301YQBgHyg/wm29/w485P3o8pjaBr8EES98RGv6afPjfRV3rfYv2tzStOesfPlHd3+u0DnxtnhfQ9gSK7+2OnMqui3RBaHvrSsRns8/kHhhd9zj0vZp/7ymFXwS+Bw4cYOXKlbz22mtMmTKFmTNn8uyzz/L++++Tn995hub6669n1qxZpKenM378eP7xj3+Qk5NDZmZmzw3eVVoX/nR2MlAyvjUFjuKlqqYqrl91PZnVmSSGJDIuXhjAr8xc6fZQoroJfLcUbmF7segOVtZY5njcDkfg60SVucEIM28Tj395qk1xliJ1iAwyQlMNrPuPeGL2Xc63veykwE2ROUSZogg3dp45VlPuoASfxV0Vt1VmszokGIAz+57ZvcxBwWFp1pLxVbK9IUY9IW625ZyePJ1h0cNosDTw7sF32z3fpdShMkcE4pLeKye+Iw5HBzemLB22Zt23af7g0AfsL9tPWEAYj572KIsHLibSFElVUxUrMlZw8w838/jWx1UNfht0RwlJfw5bQB5RpmheO/s1lg5d2v7zUGGfXYnu5/j9MOgMXD7scr684EumJk2lwdLArWtu5a29b7k9xromi+Nzmx5rb1ccFAXLPsYSlsS+qqP83/sLuW3NrSz6fBFfH/tarGNpErM5r58lNOhDz4O0aW6N4aQjcbQIChsrhRezHzAgLoSYECPNFht7crvxlVfcHPqdJn7nexlZltlqb1wxUevYdkrhF4Hvxo0biYyMZOLEFn/WuXPnotPp2LTJucxbXV0db775Jv369SM1teOMHkBTUxPV1dVtbj2KMxXvIfHC91a2QU0BNc013LDqBo5UHCE2KJbXz3qdS4dcCsB3md+5fXJTMqudebK+svsVAEfL3O8yv+t4R65kfAHGXQGhCSKbu/sDx+I2Gd+NzwstcMxAGHuFc/tV6EDuoBS2dZbtVXD4+eav9ziw6Tbja2nCXFvIT0EimJybNtf5nSuzAhXtA193s70givKuGSUcHt458A715vo2zyvd2wo7CnwVmUPSGOFHrTLH7BlIt7R6jgK3ri9oiuuLeWaH0KX+YfwfWNB/AQ/NeIi1l6zlzbPfdHzv3t7/Ng9ufFAVTe263HX86ZebkQz1WBv68MCEV5mQ0ElHNoeVWXq7p2KCYnhh7gtcMvgSZGQe3/Y4f9vwN8zWLjyXO0HJ9kaHGIkICqC6uZrX97zODVv+wYyEMJamJPEfXSU/5KzleNVx7v75bj5edz88PwVW/U34eSePg3P+7fKxT1r0hhYPcj/R+UqS5Mj6bupO7pCh6Ht9Q+aQWVZPWV0zRoOOUX0iut9A46TBLwLfwsJC4uPj2ywzGAxER0dTWNi19+YLL7xAaGgooaGhfPvtt6xatQqjsfOrzUceeYSIiAjHrasgWXUszS2de9JmdL6eTgcRKeJxVS7/+PUf7CvbR5QpitfOeo2+4X2ZnTobk95EVnWW2/ZbYYEioK1uaK9d3FWyi18LfsUgGbh78t0A/JD9Q/sTvSy7HvgGBMH034vHPz8OVguNZisNZrHvSKpgw7Pi+TP+6noThA4K3LrT9ypMTJiISW+isK6QY1XHXDvuCShevp3amVXl8mtQIDV6HXFBcYyJG+P8ziPbZ3xbtyv2hHl955EWnkZ1czUfH/64zXOK1KG2yUL1iRdMXpQ5ABwvaTX17ippis73GFTldbraf7b8hzpzHaNiR3HR4Iscyw06AxMTJ/LXqX/l79P/jk7S8cmRT7j7l7sx21wPLBW+Pf4tf1jzB5qsTYRZx1CfdQNlVV3Mbjgyvh13bAvQBfDXqX/lrsl3oZN0fH70c5avWu6y64Niq5YeG8SnRz5l4WcLeWr7U2zI30C9tZEwfRCn1TdyW3kFS4xJyMg8ePxT3rWUiIvaxS/CdWtafsc0BMp3w08CX2jR+XbZyMLc0KJdHuBbNmZj+kT0XuMSjV6hVwPfu+66C0mSurx5Woy2bNkyduzYwU8//cTgwYO55JJLaGzsXFN59913U1VV5bjl5OR0uq7q2Myiunn0UojtxrKqlaWZojf916x/MSByAAAhASHM6jMLcF/uEK5kfJvan7iVbO95A87jgoEXEGYMo7ShlB3FJ1jxNFSIghdwrSPThKshKFoEIhufo6ZKnJh1EoRtfhqaa0UAO3yxqy+rw4yvw9Ghm8A30BDIxASRlfFU7qCY5nea8W0lczij7xnoJBe+rspFRm2ROOnQul2xZ24Kep2eq0dcDcB7B99r81zrJhbtsr6O2YwuLuo8QAnG+sW5EfgGRohMNHSa9V2ft56VmSvRSTrum3of+k4KNS8YdAGPznoUg2Tg2+PfcvuPt9Nkdd0S8MNDH/KXdX/BIls4t/+5nBl9J8gBDq/iDilvJXXoBEmSWDZsGc+d8RwhASFsK9rGZV9fxveZ3zvdnCWztA5dYDZFIf/m/g33U95YTnp4OndNvouPFn7Ez5dv5IUZD3NtVQ33H9rElVXiN+CR2GjemncHjL28Y1vDUx2Hs4P/Fbhty6zAautkFix/p+isGZogZul8gK2avveUpVd/ee644w4OHDjQ5a1///4kJiZSXFzcZluLxUJ5eTmJiYldHiMiIoJBgwYxa9YsPv74Yw4ePMhnn33W6fomk4nw8PA2tx7DGALTboILX+6+2MMe+FaXHaWsUbS0PTEjeHb62YD7cofwTjK++8v2sy53HTpJx3WjriNAH8AZqcKe5vus79vuRMlAhSU5r8MFMRU+zd6FbfX9xD4/mE+M93Of6QMkpUvb3AfcK4rpoMAtu9qe8e3Eyqw1is7XUz/f7rq3WSqzWBvshswBhN5SaWls7/6mhtRBYX6/+egkHbm1uRTXt/1uKlnf/NZevrUl4v2GlpO7ithssmP6vb87GV/o0s+30dLIw5seBuDyoZczLGZYl7uanz6fp894GpPexI85P3LzDze3k4V0xWt7XuOhXx9CRmbpkKX8c+Y/GZIodIiKV3GHKN83J/T0p/U5jf+d8z9SQlPIq83jjp/uYPEXi1mRsaLLLHVJfQkr8p8gpN8LVMvHCQkI4c6Jd/Lpok9ZNmwZQ6OHiouC0ZfAWQ8j6QzcETeD6wddAsDjO5/j5V0vO/1enFKkTBQa+Kqclq6NPs6wpHBCTQZqmiydt9XOsUsSUyf7TCGjou/V/HtPPXo18I2Li2Po0KFd3oxGI9OmTaOyspJt27Y5tl2zZg02m40pU6Y4fTzFd7OpyT8643SJvcAts1K4NsQHxxMS0PaEP6vPLIIMQeTV5rG31ElvzVaEB4rM3YlT1q/ufhUQJ/e0cJHFPStdtNBdnbW6bdbIVZlDa6b9HqbdAlHpSLKVCbojXM0XInPQ73T3p8w6KHBzVuoAOBpZ7CrZ5ZGGs7vubduLtlGh1xMpBTiyzE4jSe0K3NQMfEMCQhyNNHaV7GrznBL4tsn4KlO38cMhWP0MS0F1I00WGwadREqkCxdYrVECXyUz3YrX9rxGTk0O8cHx3DLuFqd2N6vPLF6c+yLBhmA2FWxiyYolfHL4ky41taUNpfxr8794evvTACwftZx7ptyDTtI5vIkVr+J22Kwt37cuMr6tGRg1kA8XfsiNY24kzBjG8arj3PvLvSz8TPj+5lTnsDZ7LS/teonbf7yd8z47jzM/OpMCq8iKT4g+m68u+IorR1xJgD6g/QGm3wL3FiJd9i6/n34fvx8nJEzP7XyOZ7Y/02M+yH6DKbRl5sFPsr56ncSEtG7aFzsCX/Uvet2hrLbJURMwvq8W+J5q+MVc07Bhw5g/fz7Lly9n8+bNrF+/nltuuYWlS5eSnJwMQF5eHkOHDmXz5s0AHDt2jEceeYRt27aRnZ3Nhg0buPjiiwkKCmLBggW9+XLUwR74Hq8Rfpn9wtuf6IIMQczuMxtwT+4QFqgUt1kcJ6gjFUdYnb0agOtHt1iITUuaRlhAGCUNJW3lDl0U23RLQCCc/TD8YRc/n7uGP5mvZ61pjrD9WfAf1/fXmlZyhwZLgyNr6UzGt39Ef4INwdRb6smoynB7CN11b1tVKWQ+c0LTHQWELuEocMsE3G9X3BnKDMOu4raBb6Ld2SG/deDrxTbF0KLv7RsTjEHv5s+aEnCUH3PIQwCOVx3njb1vAHDX5LvaXWB2xaTESbx21mvEBMaQW5vLAxsf4NzPzuX9g+875A9mm5m12Wu5dc2tzP1oLu8ceAeAOyfeya3jb3U4NyjexHmVDR23iK3OFxeFOoOwBHSScGM4N4+9me+XfM9t428jOjCavNo8Hvr1IRZ8toBb197K8zufZ1XWKrKqs5CRoSmNuuM386cJ9xEbFNv1AVoFxNePvp47J94JwKt7XuWrY185Pc5TBoet2Umi85XlVoGv84kqb7I1S2R7ByeEumZ9qHFS4BeBL8A777zD0KFDOfPMM1mwYAEzZ87klVdecTxvNps5dOgQ9fViOjEwMJCff/6ZBQsWMHDgQC699FLCwsLYsGFDu0I5vyRSSB2ONwmZQ3pEeoertZY7OKvfUwgPEsGW1SY7/F9f3SOyvfPS5jn0xCBa+s7pKzKw32e2kju4YmXWBUW6BD6yzubNhHvgmpUQN8Sj/bUucFP0veHGcCJM3Vf36nV6RsWOAmBPyR6PhtFZ9zabbGNNcwkAc+NdzPYqRHaS8Q1XKfCNF4HizpKdbZYnOzK+raQO3i5sKxVZULdlDgCh8UIigtwiywCe2f4MZpuZmSkzmdvXRckJMCpuFN9c+A1/mvgnYoNiKagr4OFND7PgkwU8sOEB5n00j1vX3sranLVYZSujY0fz5OwnuXLElW32ExlsdGTrO9T5KjKHyL6uF3wCocZQrh11LSuXrOSuyXeRGJKIQWdgSNQQFvZfyJ0T7+TleS+zYuEqao79DltjKukxrr/fV464kuWjlgO0K47UoMXezQ8D383Hy9tn8cuPCQcevQmSRvfC6Nqj6XtPbdwz8+wFoqOjeffd9r6hCunp6W2+cMnJyXzzzTc9MbTewa7xPW6tA4z0i+g4sJzZZyYhASEU1Rexu2Q3Y+PHOn2IoAA9ep2E1SZT02hB0jWzKmsV0NK+tjVnpZ3FiowVrM5azV8m/0UUY3kidWhFZb3wEo4M6mA61R1aZXxzqp0rbGvNqLhRbCrcxO7S3SwZvMTtYXSW8d1dsptiyUqozcbU1NPd2/kJ3dsc7YpVyviOjRsLCM13s7UZo15kThJPbGLRWAWF9guEztpwe8jxUnHB65ajg4IkQdwwyN4AJYcgaQxWm5WNBSIAuWXsLc77KJ9AcEAwvx3xWy4deimfHvmU1/e8TlF9EZ8c+QSA6MBoFg1YxOKBi9tcUJ7I4IRQSmqaOFxUw9jUyLZPljuv7+2KIEMQy4Yt4/Khl2OTbe2K+HbmVAJCo+6uH/TSoUt5fe/rbC/eTk51Trc2gqcUihygeL8oDg7y/an40X0iMBp0lNU1c6y0rq2loJLtTR7nM22pt2j63lMav8n4apxAuLABytSLE3Fnga9Jb2JOqsjEuip3kCSppcCt0czWoq1YbKKD2LDo9sU905KnERoQSnFDcYvuU/GR9TDwrT6xa5untCpwy7Z3t3NG5qCgZHx3l+zuZs2u6czL94dMcYExq74BY1TH1lTd0qp7m9UmU1aruDqoc/JJDUslyhSF2WbmQPkBx/LkyBOaWORsBmRhsRWepMqxT0TJ+PaL9dAfWJlJKBav50jlEerMdYQEhDA0eqhn+0Z8Hy8behnfXvgtD0x7gEuHXMrTc55m9cWruWPiHV0GvQCD4hWdbwcFbt1YmbmKJEkdOlco77U72V6F+OB4piWJzOaKYyvc3s9JSWhci/NBzubeHYuTmAx6x4VYO52volXu6xsyh4ZmK/vyRbONiWlaxvdURAt8/RVjMObgGLIDRGDakcZXYX76fEBIEFwtxgpv1cRiY77IfE1LntZh5suoNzqC7O8zvxe+xNVCg+xxxtce+EYGqxT4tipwyy4Wwasrge/oODFll1GZQZ25zu1hxId33L1tXY7oaX9mg90CyB1aFbeV1TVhk4UdXIxKGV9Jkhw6353FOx3LHRnfygYxC6PIHLyU7YWWhgrpscGe7SjefkFn75yl6NXHxI3p1L7MHQL0ASwZvIS/Tv0rZ/Q9gwCdc5/rQXad7+GOCtycsDJTAyW73t8d27hWLBywEIAvM750WYZ10qPofDsotPRVpig63xMDXyV49xF9767cSsxWmYRwE32i3CyE1fBrtMDXj8mLTMYiSQTpAkgI6Tw4mp48nTCjKDzbU+qaJrV1EwtH4JvUeYtRxd3h+6zvsVVmie5yAcFCP+kBSrti1TK+AIkia5tdnQm4JnWIDYolOSQZGdktxwyFjrx8C+sKOVabg06WmWqMdd/vVClua6igrKwUgOgQE3qdenZCis63tbOD4upQ12ylpskCWXatopf0vc0WGzkVQk/c3+OMrz2ra8/47igSga8rEiFv0uLs0EXG10OpQ3c4LjI8yPiC8KYOCQghrzaPbUXbut/gVMJR4OYfzg5Axx3cGiqhxD4b5IU25e7QWt/rrnRJw7/RAl8/5nhIJADpAZFdNjcI0AcwNUnoxhS9orMolma5NQVkVGUgITnsvDpievJ0IXeoL+ZAjt0PNSrdY+/GKrWlDuDoGpVt90FODXNNZ6hkfV29mGiN4uVb3Erjq1xgjGxqJjzC+WC8HaYw0QQEqC0U7hNqWJm1prWzg6Kxb93EoqCiHorsFwYp41U9tkJORT1Wm0xQgN7xfrqNkvGtyARzAztKROA7Ln6cZ/tVicF2qUN+VWPbVuKyDOWZ4rGXM76Zjuy6Z4FvkCHIUXz7ZcaXHo/rpELxus7fDubOGy75EuPTotDrJPIqG8hTPLyVTqTR/YWEwwdw6HvTNH3vqYoW+PoxmSYxTZMudX+yn54ssm1KUOUsSsZ3b7nIyIyIGdGl84FRb3RoIbPK7Ff6HsocoLXUQUXrmbAkGiWJQquYulU8iZ1F0fme6GPrCkrGt7iVq8OGfDG9Ob2h0eHe4TZ2uUNTqcgGqh34jogZgV7SU9xQTGFdS/twJetbkX9EdNnTGyGmm26EbqIEYv1iQzzP4ITEOZwdCnI2UFhXiF7SMzrWN6rRI4IDHBrtNs4ODRXQJHSLanzfOkOWZcf77ZGDhp1FAxYBYoaowdLQzdqnENH9hcTJ2iyCXz8g1GRgZLJo+OSQO/iYf6/VJrPdbmWmOTqcumiBrx9z3C457GftXh83LVlMne0u2U1Ncxedn05AyfgeqdnWZj9dER8sZA3F9m5oapyIqxRXB7U0vgBhieTZe7SHBYQRaYp0aXNHxrdkj9tG/Cd2b2vtIjC9oaGlQM1d7NvLFeJ/oVZhm0JwQDBDokVBWEdyh+Y8ezY8bqhbFlvOoEy9u9Wq+EQUZwdgR/aPAAyJHkJwgIfaYRXpUO5Qfkzcu9oh0UVKa5upabIgSZAa7fl7Mi5+HCmhKdSZ6/gh+wcVRniSIEktWV8/0vkqtmabjotZtDYd23yAw0U11DRZCDHqGZoY1tvD0egltMDXjzlus1s4NXRfXJUSmkJ6eDpW2crmQucrhUUTCxs59SKocSbwVfTGRUorWxU0h16ROoQlkxUg9pcanupytnBo9FAMOgNljWXk1+W7NYQTu7cdLD9IVVMVoegY2dTsaFTiNvaMb4D9IkTtjC+0kju0Dnztzg6Gkv1igV1P7Q2UDkz9PNScOogXMxY7SkXRo6/IHBQ6LHBTycqsO5SLjJTIIAIDPC/200k6R9Z3xVHN3aENSpY0d2vvjsMFpvaPAWBjRhlYLZBr1277SGGbou8dnxblfqMbDb9H+8/7MUrzin41pU6trwStrsgdwoMM6EyFNMpVBBmCHN6tXZEQbA98myrFAg8zvjab7Ah8VfPxBQhLJMcgspCuFLYpBBoCGRIlsp3uNrI4sXubku2dbNURAGLq3RPsBW7B9XmAeh6+renI2SHJbtMWZu8+R8II1Y+roHRt88jDtzVKxrdeXMz4WuCrZHwPt874VvSMo8ORYnHMgfEeFhG2QnF3+LXgV4rqilTbr9/Tx964Jm+r0HD7AZP6RaOTILOsnpKMbWCuA1NES9FoL7PZru+doOl7T2ncDnzNZjM5OTkcOnSI8vJO+nNreI2KxgqqzHVIskzfqiJhHdYN7uh8wwID0IccBWBiwkQC9N0Hng6pg9WuW/Uw8K1psmCz/+6Hqxr4Jjns4FJDUtzahcPPt9R9P1/Fy7e4utGh753WYC92C45xe78ARKaLuyYRxMWr1LWtNYrjwcHygzRaxP9cyfjGNYjPjlcDXzWlDgBxQ6iVJI7YxGvxvcBXBJ1HOsr4ejnwPWrXFQ9SMfBNDUtlfPx4ZGSthXFrEkeDLgDqSqAyu7dH4xThgQGMShE1IHl7fhQLUye570yjIrIsi0w0LZlpjVMTlz6NNTU1vPjii5x++umEh4eTnp7OsGHDiIuLIy0tjeXLl7NlyxZvjVWjFcerxIkuyWojSLZBTfdT7ZMSJ2GQDGTXZDva9HZHeKABQ4ho8OCMzAFaMr7FegCpxVbLTZTmFYEBOlWmVx0ER5MdIIrl0ozdtyruCEXn60kjC0Xnm1NZ4fCNnV5dYR+jhz/QdqlDrKUQkB1BtpokhyQTGxSLRbawr2wfIDS+wTQSbykQKyWMVP24APXNFgrtVnBqFFsBED+M3YEmbBKkhCQ7LuR8hYF2Z4fC6kbHTEhPWZkpga+aGV9oKXJbkbHCbb38SUdAICTavzd5/id3kLN9y7/3aHEtpbVNmAw6xvWN7O3haPQiTge+TzzxBOnp6bz55pvMnTuXzz//nJ07d3L48GE2btzI/fffj8Vi4ayzzmL+/PkcOXLEm+M+5VEC336yvWCoKrfbbUICQhy+q85mfQONMvpgcayu/HtbowQKJXo9tvBk8QPuAYqHb2SQio4OAJJEjlEEnX0l9/atBL4Hyg5gtpq7WbtjFGeHPeU7RGe8kGRSm4R+m5BYt/bpwN7aOphGoqkhIUz9wLd1IwtF55sUEchgKRcdMnJoguevoxMy7c0UooID1HP8CIlje2gkAOO6aAzTW0QEBZBov4A5apce9HTGVwm+1eKs9LMw6U0cqzrmuHjSAFLscodc//E5njpABL5J1XbNv48Utm2wZ3snpUdjMqiYQNHwO5wOfLds2cK6devYvHkz9913H2effTajRo1i4MCBTJ48mWuuuYY333yTwsJCFi9ezM8//+zNcZ/yOALfAPsJqNK5DK4SvDob+BabDyDpLOhsEd22U1WIDYpFh4RFkiiP8tCOC6hsEDIOVQvbgGZrMwX2b0Cqm42j+ob1JcIUQbOtmUMVh9zah5KFzagRtkXTY0cjARgCRfMPTwgIxBaaCEAfqcQrUgfAof3eVawEvkEM1YnpWUvscK8cE1p3bFMp2wsgSewMEd+rcfpw9farIm0K3JrroNZuJefFjG9No9nRhlrtjG+YMYwz+p4BiKyvhp3WOl8/YVJ6NCm6chLlEmRJ1xK89zKKzGHaAE3mcKrjdOD73nvvMWJE9zo9k8nEjTfeyDXXXOPRwDS6JtPebaxfoH0a1omML7TofDcVbMJis3S7/rEaMfUuNQx22vXAoDMQq7d3JAv3fJrY4eigppUZkFubi02CYJuNmAbnLd5aI0lSi87XTblDYoS9iYVFFMhNDx8ongiO9bjxB0BTqHCGGGwqU1cq0gplJmFnyU5kWSbIqGdMgPhM1kQM9soxAY6XigykaoVtgNlmZrckPnPjmt3L4nubFkuzWtFsAyAwAoK9502aYS8ijA8zqX4RCnD+gPMB+Pb4t27Pnpx0KEFjwS7wk/ck1GRgcawopq0MGwImdS+S3MFmk9l4TAt8NQS9rzjXcAsl45seYfd5rXIu4zs8ZjjhxnBqzDVOtdrdVykyDc01A10aXzxCglEUHOnSdh3RInVQ92SbUy3eszSzBam2sJu1O0dpbuBuB7eEsEAkQyVNUgE6ScfkQJGhVSuIqQkUhXtDTBWq7K8jhscMx6AzUN5YTm6tCHhH6MX7Wxjk2mfHFY6p2ExB4XD5YRqwEWa1MaDcPZs6b+MocCuu6TErM8U3WO1sr8LUpKnEBcVR2VTJ+vz1XjmG3xEzQFzQWBpbOiD6AXPs8rh9et9wc9hfUE1Vg5lQk4HRKe7Vc2icPLgc+K5du5bHH3+c9evFD9PLL79M3759iYuLY/ny5TQ0aN13vE2ztdkRXPSzd0lzNuOr1+lb2hd3I3cobywno0pM3zdU98fsRKMMhXiLyCYXGz030/eKhy+QXSOm4lPNZqjxIPD1sMAtPjwQvb2AcGTsSMKb7b7MKuliy40ikO5vKFFlfx1h0psYHi0kDbtKdoEsM0DOAiDL4L2ArKVrm3rBmFJgOLapCV3pQdX2qyaKxvZwUU2PWZkdLVHf0aE1ep2eOalzANhSqBVJA2LGJ2WCeOxHfr5DzMK/e1VNmk8UK/56TNH3av69Gi4Gvq+++irz5s3jpZde4swzz+SRRx7hjjvu4Nxzz+WSSy7hww8/5MEHH/TWWDXs5NTkYJNthAaEEhsjfGSdzfhCi9xBsc7qDCUwtjYmIlvDqGnsXhqhkNAoio6KVPiRcXj4qix1yLY3dehrsUC1+5m9kbGi8jq7JpvKxkqXt0+MCHQ4Z0xKmAr19q5Hnjo62CnQCZeNFLwX+ELLBcDO4p1QnUeIrRazrOewJdFrx2zR+KrXWW17sdBaj2tsgoosaK5Xbd9qoWh8i6qbaCrJEAuj+3v1mEeLvOPo0BrFGk+5+NCgRe6Q5ycFbs31hFaIwHd1bT+yy3v/+6MUtk0f4J0iWw3/wqWo5Omnn+bJJ5/kyJEjfP755/ztb3/j+eef58UXX+T555/ntdde4+OPP/bWWDXsOArbIvohKVZhVblOm5wrtmR7Svd02r5YlmX+b///AaBrENrumkYnNWaWJuIbqgAolj3XpVXWe6e4La9W6ND6mC0eZXwjTBGkh6cD7vn5BgVIGEKF3+2gsAlQZ29IEqzOj3SOTeis46zebQ6g6Hx3l+yGIlGZnyEnk1vjZuVgN1TUNVNhl8Gkq9S1TZZlRyOOsZgAGUoPq7JvNQkPDHC0hW4ssnsle9vKrMQ7jg6tGZ8wHhAuKQ0WbfYQaFXg5ieBb/4OJJuFcl0MecQ6isp6C4vVxubjoteApu/VABcD32PHjrFokfBbnD9/PpIkMXlyi1XJlClTyMlxPvOo4R4OfW94OoTbGy+Y66HBOQ1ncmhyt+2L1+SsYX/ZfoIMQYQ0iunH6gYnM76V2STYpQ5FzVXObdMFLcVt6tqZVTSK9yvGavMo8IWWbKc7Ot+D5QeR9PXIVhMRugGqZ3yPmoVWOLKpAGzeCUKhxdnhcMVhGgp2AnBQTnU4AajN8TKR7U0MDyTEZFBln3m1eZQ0lGDQGRgZadcml/im3GGQvcBNV5kpFnhR6tBotjoyd97M+CbbfZMtssWpGoRTAkXqUHoYGip7dShOkbMJgNKoMYDkKCrrLfbkVVHbZCEiKIDhSb7p0qLRs7gU+DY2NhIU1KLZNJlMmEymNn9bLM5Ph2u4R+uMLwGBEKI4O7gud/j0yKftNFg22cZzO54D4IphVxBhigRcyPhWZJJgtQJQVO95ltFbxW0VTSLwjbJZoalK2EK5ieJju6lgk8vbKm2KLfUDKKu1QL29E2KIOoHv4foILLIOvWxusb3yAokhiUSaIrHKVrIKhVzggC2NgirvZO5Ub1VMyxT78OjhBMXZbdiKD6i2fzUZHB+KAQvB9tbK3sz4ZpTUIstCbhQbqrKfdiskSXJ0ytPkDnZCYlu6X+Zv79WhOIU98A1It1tnZpT1qs53g6NbWzQ6necuORr+j0uBryRJ1NTUUF1dTVVVFZIkUVtbS3V1teOm4X0cVmYR9hNdeLK4ry5weh9LBi8hQBfAutx1vH/o/TbPfZf5HUcrjxIWEMaVI64kLFAEnNUuBL7xFhH4FtcXOz2mzvBWcZuS8Y2S7BdvHmR9T+9zOhISO4p3UFDr/P8BYHXWagCstYMpqm6EekXqoJLGt9ZMgWzfV0WWKvvsjLRw4TKSWSE0ywflvhRUNXrlxJdZpnKrYloVtsWPhfhhYmGJe/7M3mZwQhjJUhl6rKA3QViS147VulWxs7aG7qIEvorWWgP/aWQhy47AN3nUbIwGHcU1TQ73ld5AKWzT9L0aCi4FvrIsM3jwYKKiooiOjqa2tpZx48YRFRVFVFQUQ4YM8dY4NezIstw24wstAVJDudP7GRw1mNsn3A7AY1se41C5OLlbbBZe2PkCAL8d8VsiTBGEB4ppZKelDhWZxNszvvWWemqba50eV0d4o7itydpEvcXe9UvJmNe4FrC2JiEkgQkJYkryu8zvnN7uUPkh9pXtQ4ceS81IiqqbWkkdPP+hlmWZ4uomcuQ4saCyZwLfrEYRvB+w9aW+2Uq1C4WRzqKcTPuppO+FlsB3fPx4iLM7ppT4ZsZ3UEIoaZJ9RiUqHXTeq1b3VqvijlAC313Fu7DarF4/nl/gL40syo4KyZ0hEFOfsYy3twbuLZ1vk8XKlkxN36vRFpeEcWvXrvXWODScpLShlFpzLTpJR2qYvSua4vda73zgC7Bs2DJ+LfiVn3J/4s6f7uSD8z5gVdYqMqsziTRFcsWwKwBcz/iWHydYlgnTmaixNVFUX0So0f0TpiJ1UDPjq2R7DZKB0LAkKMvwWOd7Tr9z2Fq0lW8zv+WqkVc5tc3nRz8HoH/IFHZYQymsbmxV3Ob5D3VNk4UGs5UcQzywv6XZgZdQivyyDAYIiqZZioMGCwVVDapn7NWWOlQ1VXG0UhSKjYkfA1Z7llpxdjCq5xyhBoMSwhyBrzkiDfVbSrTgrVbFHTE4ajDBhmBqzbUcrTzKkGgtodKS8d0qsqpezrq7Tfav4j55PBiMTO0fw6/Hytl4rIwrpqb1+HB2ZlfSaLYRG2r0mg2fhv/hUuB7+umne2scGk6SUyN0vEkhSRj1dq1dUJS4dyHjC0K68tCMh7hoxUVkVmfy8KaH2VYkptKuHnm1I1gND7JnfJ3N2lUKm7AEUxQ1DYUU1Rc53e74RJosVhrMIusTGaSetrCyqVLsMzASSW+fIvYg4wswN20u/9z0T/aX7SerOsuR/ewMs9XMV8e+AmBmwgJ2AKVVdaBYoqng41tc3QRAocFuKebtwDciHYCsAAMkDCapKpjKhmoKqhoZmqheYYksyw4rM7WkDgfKRWa3T2gfYoPs731wjMjAlx6C5HGqHEctQk0GhgeWgxVKjSl4T+gAR3ow42vQGRgdN5pfC35lR/EOLfAFSBwFugAhg6rMatH8+hp2mQOpouh9Wv8YnuIIm44Jna+3ZTIn0tKtLbbHj63huzg9N9Zax9vdTcN7lDQIL9aE4ISWhUHuZXwBogKjeOS0R5CQWJGxgrzaPGICY1g6ZKljnXB7xtfp4ra6YvsYxfS6JzpfReYgSRAWqE7lPojmHCBeP2H2oNDDjG90YDRTk0VzkG+Pf9vt+j/m/khlUyXxQfHM7CMKQRqr7dlepJYLGg8orhaOCtWBom2xo8uXl1CC/eMBAcjxIxyWWwWV6jo7FFU30WC2otdJpEapk4nNqhIykDYXaXG+rfMdZhKfl+NWz1uDd4bZanM0CumprNn4eGFrphW42QkIFMEv+HYjCyXj21f8Do7tG4nJoKO0ttkxa9CTKIVt0/prMgeNFpwOfCMjIx1a3u5uGt6jtEGc6BwZKWiROriY8VWYnDSZ60df7/h7+ejlBAe0BBMOqYMzGl9ZdmhU40NEDqqozn1nhyq7zCE8MEDVilyl0USUKaqlKMiDJhYK56SfA4jAt7uCrs+OfAbAooGLSI4QAYW5xt5kIigKdHqPx1NcIzK+jWH27HOFdwPfvmHCV7pGr6Mitr8j8C1U2dlByfamRgVhNKijbVWKRttk6uPtOl8fdXZIRXy39jSo0966I7LK6rDYZEKMesf/09tojSw6wNf9fOtKoUwUtZI6BQCTQc/EdBET9LStWUOzlR3ZQtI2XdP3arTC6RRaa31vZmYmd911F1dddRXTptktSzZu5O233+aRRx5Rf5QaDkrqRWAUZ8+mAh5lfBVuHHMj2dXZVDdXc9Hgi9o8p0gdnMr4NlaCTQTI8eEiCFIj46t21zbFyizSFNkS+HqY8QU4o+8ZGDcaOVZ1jMMVhzudpi2qK2J9vmj7vXjgYuKDhbNEuM3ue6ySo0ORPeNri0yHEqC2SNi2GdUrCGtNoN5EktVGgV5HVkiEI1DKV9nLt6Vjm3qvI6taZHzbBL6OAjcf9PKVZSKbhTxnU3kYN3jpMK0L23pqunh03Gj0kp6CugIK6wpJDPFe9z+/wddbFysyh7ihLckYRLZ1/dEyNmaU8dtp6T02nG1ZFZitMskRgaTF+JY+X6N3cTrwba3v/fvf/84TTzzBZZdd5li2aNEiRo0axSuvvMKVV16p7ig1HChSh7YZX0XjW+n2fg06A/8+/d8dPudScVud/areGEZCmLBZ8yTw9ZqHr2JlFtgq4+uhxhcgzBjGaX1O44fsH1iZubLTwPfLY19ik22Mjx/vCLSiggOIarR30lNB3wtCEgAQHhUHgRHQWCV0vgkjVNl/O2qLSW9uoiAoiEy9RFKE8P0uVD3wFcGYmh6+SsZXKdADWgJfX8z4NlRgsIgLgI3lwdQ3Wwg2qicHUjhib1U8oAeLg0ICQhgSPYT9ZfvZUbyDc/qd02PH9lmUAreCXWBpBoP3/JTdQpE52LO9Coqbwq/HyrDZ5B7z0t2QIWZHpw6I0fS9Gm1wa45w48aNTJw4sd3yiRMnsnlzx53ANNRBkTrEBXWQ8XVT6tAdip1ZjTPFbYoHbUiMQ4fsSROLSnvGN1zlwFcpbmun8VXBb3Z+v/lA53IHWZYdMocLBl3gWJ4QHkiMZNfIq5TxLa4RAWdcmKmlwYE3db5Fe0kzi89JZl1+q4yvd6QOagW+ZqvZ0cJaKdADWrx8K7M9anDiFexFpGVE0iAbOVDgnfoKpVXxoB5wdGiN1sjiBGIGQGAkWJugyAe72jn0vdPaLB7dJ5Jgo56KejOHimp6bDiKvlfz79U4EbcC39TUVF599dV2y1977TVSU1M9HpRG5ygZ3zaBr5t2Zs7iWsZXCXzjiA8WBTeeBL4tUgfvtCsWUgd74GtpEBlRD5mVMosgQxB5tXkdtjDeXryd7Jpsgg3BnJV2lmN5QnggUdhPDMHqaDYVV4eE8MCWlrbedHYo2ke6WfzPsqqzSIpsyfiq2cRCOYGq5TKQU5uDTbYRZAhq+90KibX7KcuiZawvYQ98K43i87sn1/PPbkcoGd+ecHRojRb4noAktcgdfE3na26AfPv/qW/bjG+AXsfEdPF71lN+vjWNZvbkie+D5t+rcSJuBb5PPvkkzz77LKNGjeK6667juuuuY/To0Tz77LM8+eSTao9RoxWl9oxqbOvmBkr1v6VB/ACpTESQGxnf4FhHxre8sRyz1UlHiBOoqm9uMwa1UDS+0YHREBAkMimgitwhOCCY2amzgY7dHZRs7/x+89sUESaEm4iWlMBXnSyFkvGNb53x9WaBW9E+R8Y3qzqLxHCR8a1vtjrfAKUb6pos5JSLz/mQBHWykJlVmYCQObSbFnXofH0z8DWHi2TD3nz1M75Wm0yGI+PbO4Hv4YrDHjfBOWnw1QK3/B1gM0NoQoetsxVXhZ4qcNuSWY7VJpMWE0yK/eJbQ0PBrcB3wYIFHDlyhEWLFlFeXk55eTkLFy7k8OHDLFiwQO0xatgxW82OgK1NVsoUDjp7YOiFrG+Lq4O5+6xdnd2VICSGSFMkRp3I1BY3uKfzVaQOanr4wgkZX2hp+6xC4AuwoJ/4HnyX+V2b7lN15jq+z/oegAsGXtBmm8TwwFaBr+dZClmWHRrfNhlfL0sdlIxvdnU2RoPQLgMUVKtzUXbYnu2NDTURE2pSZZ9KYVsbfa9CTH9x72VHDJexB76mmHQA9uapn/HNq2igyWLDaNCRGt2zBULxwfGkhKZgk23sLtndo8f2WVo3svAlWut7O9DTKlnXTcfKsNrUb19+IhuOKjIHLdur0R6302h9+vTh4YcfVnMsGt1Q1ii+zAadoSVgA/FDExQlgs6GcohIUfW4io+vTYa6Ziuhpi4+NnUt7XYlSSI+OJ7c2lyK64tJCXV9XN5ydWij8QUhdyjer4qzA8D05OmEGcMoaSjhH5v+gUEyUNVcRV5NHg2WBtLD0xkTN6bNNvHhgURjz9qpUNxWa+/aJvbdAxlfSzOUHCLJZiVAZ6DZ1kxBXQFJEUFU1JvJLW9QpYnFoUIR+A5NVE9z6nB0iOig6Ui0PfAty1DteKpQJZrZRKcMhF2iyUSj2UpggOc2eApHS8R73T82BH0PFSW1Zlz8OPJq89hevJ3pKdN7/Pg+hyJ1KDsiWgMHRVFvrqegroCCugLya/OxylbGxI1hSNQQ9CpYIjpFJ/pehZHJ4UQEBVDVYGbT8TKv625bN67Q0DgRpwPf7Oxs+vbt6/SO8/LySElRLwArLy/n97//PV9++SU6nY4lS5bw9NNPExra/fSbLMssWLCAlStX8tlnn7F48WLVxtWTKFZmsUEddKEJihaBrxcyvoEBOgw6CYtNpqbR3HXg6yhuEz84SuDrrpev4uqgZnGbLMttfXxBVWcHAKPeyNy+c/ns6Gd8fPjjds9fPPjidv/DBJUzvkq2N8xkENX+SrenymywWkCvsgNA2RGwmdGbwukblkZGVQZZ1VkMiA9lf0E1R0tqmUtC9/vpBkXfO0TFwPd4lbgY6LDbnhL4lh9T7XiqYM/4hicNICYEyuqaOVhYw9jUSNUO0Vv6XoVx8eP46thX7Cze2SvH9zlCYqiOTucpqYq9X19OgaXWcRHfbtWAEMbGj2ViwkQmJExgRMyIlm6famKztViZnaDvVTDodZwzMpH3t+SwYme+VwPfirpm9tsLPaf2956/tYb/4vSZb9KkSSxevJjrrruOSZMmdbhOVVUVH374IU8//TTXX389t956q2oDXbZsGQUFBaxatQqz2czVV1/N9ddfz7vvvtvttk899dRJYWfSYWGbgqOJRYXqx5UkifCgAMrrmqlusJAU0cXKdS0aX8BjZ4cWqYN6gW+NuQaLLPSmkYq2Vylwq1Yn8AW4aexNBOgC0Ek6IkwRhBvDiTBFEBccx5TE9icItaUODn1vuF0OEJ4MeiNYm6E6V/22p0X7xX38cNLCReCbWZ3JoHjRvlQJojxFyfiqGfgqGd9+4e31iUTbO7mV+1DGV5Ydga8U2ZeRKVX8dLiEPXlVqga+iodvTzs6KCg6392luzHbzATo1J358TcyqzL5faSRTDkM6nIdy8MCwkgKTSIpJAmLbGFX8S5qzbWsz1vP+jzhF27Sm5jVZxaLBy5mevJ0DDqVLnxLDwn/9oBgSBzd6WqLxibz/pYcvt1byIPnj8Bk8E42euOxMmRZaNLjw3qm4YqGf+H0J3///v08/PDDzJs3j8DAQCZMmEBycjKBgYFUVFSwf/9+9u3bx/jx4/n3v/+tqtb3wIEDrFy5ki1btjhs1J599lkWLFjAY489RnJycqfb7ty5k8cff5ytW7eSlOTNbvbep8OubQo9YGlWXtfcfROLEzK+CSEi8HXXy7faC64Oir432BCMSW8PClXO+AIkhiRy37T7nF4/IcxIhN3VwRoUjaenBcXRwfHjr9NDZJrIzFZkeiHwtVssJYwgPSIVckRAOS7+DACOFqtjZeQIfFUqbKtprnHIiPqGdzCrpWijGyrEjIpKjhse0VgJTXZZTEQqI1Nkfjpcwj6Vdb5Hins34zsgcgBhxjBqmms4XH6YEbFe8p/2Azbmb+SOn+6gRm4k0WLhT8Y00s59muTQZMKMbb8LVpuVI5VH2Fa0zXErbyxnVdYqVmWtIjYoloX9F3L+wPPbtuh2B0XmkDIB9J1fmEzpF0N8mInimibWHS5l3nDPZ386YsVO0YFzzlDvtfHW8G+cLm6LiYnhiSeeoKCggOeee45BgwZRWlrKkSOiReGyZcvYtm0bGzduVL3AbePGjURGRrbxDp47dy46nY5NmzZ1ul19fT2XX345zz//PImJznX+aWpqorq6us3NV+g642ufsu9tSzOHxldkLD21NKt0uDqol+lp07xCQcXube4SYzRjksT7Wyp7HtQpGd+E8FYFYN4scCvaJ+4TRjiKxLKqsxxB09HiWo8tzUprmyira0aSYLBKgW92tcicxgTGtAsgANHlLtT+++ErBW72bC8hcWAMZmSymIbZo2LgK8syGUrGN6F3Al+dpHNkfbcXb++VMfgC7x98n9+t/h01zTWMDh/Ae/mFnJV/iCFRgzv8zOp1eoZGD2XZsGU8MfsJfrzkRz4870OuGHYFUaYoShtKeXPfmyz+YjGXf305nx751G3nne70vS1jkjhvtEhSrdjleXv4jiiva+aHg+Jcc+F4dWtdNE4eXJ7rCAoK4qKLLuKiiy7qfmWVKCwsJD6+7dWbwWAgOjqawsLOA5U//vGPTJ8+nfPPP9/pYz3yyCM8+OCDbo/Vmzg0vh1ZXSmWZl6QOkDrtsVdWFLJcocaX3Av42uzyV4pbnMUtpl8K/DVN4qLlkY5gKJ6HQkeqh0UjW98eKvpPm8WuDkC35GkmcT/K7Mqk7SYEAw6ibpmKwVVjSR7YC+kZHvTooMJMqozVXq8ugt9r0LMAKgthLJjLQVGvUmlKGwjUmSoR6aIwPdwUQ1NFqsq08hF1U3UNFnQ6yTSY7zT4toZxsWPY13uOnYU7+A3w3/Ta+PoDcw2M49ufpQPDn0AwML+C7l/8t2Y9g0Ss3slB1uarHSBJEkMixnGsJhh3D7hdtblreOLo1/wc+7P7Cndw57SPbyy+xVuGH0D5w04zzVJSY4S+Has723N+WOTeWP9cVbvL6KuyUJIV/UibrBiZx5mq8yolAhVCmk1Tk7csjNTi7vuugtJkrq8HTx40K19r1ixgjVr1vDUU0+5tN3dd99NVVWV45aTk+PW8b1Bh13bFIK83MTC1GJp1ilNNUI/Cu00vu4EvrXNFhTnG29kfB36XmjR+NYWimKN3sCeLS8jnKKaZo93V1yjSB16IONbXw419ixO/DBHEFlQV4CNZtLtHdaUqXN3OWgPfNXK9kIrfW9EB/peBcf75iMFbkrG1x749okKIiIoALNVVk1Lreh702KCMRp671TRupGFmk1QfJ2a5hp+t+p3fHDoAyQkbht/Gw/PfBiTKQxShW6erPUu7zdAH8CZfc/kmTOeYfXFq7ljwh3EBsWSV5vH3zb8jUWfLeKLo19gsTnhu11TKGRTkg76TO529dF9IkiLCabBbGX1AfcbG3XGx9uF7vmiCX1U37fGyUOvBr533HEHBw4c6PLWv39/EhMTKS5uGzhZLBbKy8s7lTCsWbOGjIwMIiMjMRgMGAziynLJkiXMnj270zGZTCbCw8Pb3HwF54rbvKTxtWd8q7vK+CrZ3oAQMArPz9bFbTbZtYCyyu7oYDLoVLVoatO8QiE0HpDAZml5HT1NvQh8K+QwCqsbPd5dUbVS3NY645su7tXO+CrZ3sg0CAwnOjCaMGMYMjI5NTmO5gdHPGxZetgbVmZVdiuzrjK+vlbgpgS+EaJ5hSRJjEpRV+5wxK7JHhjXOzIHhRExIzDoDJQ2lJJbk9v9BicJj219jE2Fmwg2BPP0nKe5dtS1LUXaaTPEfabrgW9rYoJiuGrkVXxz4TfcOfFOogOjya3N5a/r/8riLxbzZcaXXf9uKzKH+BEQ2P25UpIkFo2xyx12qit3OFBQzd68agL0LcfQ0OiIXg184+LiGDp0aJc3o9HItGnTqKysZNu2/2fvvOObqtc//jkZzWjTvUtLgQIte4hYQLbMiziuiKDIVO8PrqKoF8dFcKHXgYrrOnCCcBUnKsree8oqFFoopaV7piPj/P44OacJTdOMc5KWPO/XK6+kyck53zQdnzzn83yehmk1mzdvhtlsRv/+9k+vLFy4EMePH8fRo0eFC8BNnfvss8+88fJEx+7UNh6pK77OeHyFccUN5+gjtZFgwMBoNgqVVmeRLMPXEmVmk4UsV1rEL0RtcHMJy/tbwupQIILwLbRUfGOsK7681aEkm7OmiEWBJdEhhms+YhjGrs+XnwLmLmeEKDPxPpBmV2QDaE74trBIs2sqvgDQNYH7nog1yCLTx/5eHrVCjS4RXQAARwuP+nQt3uJc6Tn8mPkjAOC9Ee9hWNIw2w2SLcL34m5Rfo81Cg3u73o/fr/jdzzW9zGEqcJwseIint75NP5v4/81/bdb8Pfe5PSxJvbiROm2s4Uorfb8zBbP2kPch6KRaTEIC5Qgto24bvCp8HWWtLQ0jBkzBnPmzMH+/fuxa9cuzJs3D5MnTxYSHXJzc5Gamor9+/cDAGJjY9GtWzebCwAkJSWhXTsHpzRbKCazSeg893acGdAwxMKhx/eaKDMAUMqUiNBwQthVuwOf4SumzQHgRigD1zS3AQ12B1/5fC0V3xLohGqtJ9iv+FrEXX2luB+SrBIdeHghmV2RLQhfT07Dm82sUDHuHCuOGGNZVhC+ySHJTW/YYoVvg1jnK75iCV9fJzpY0zWC+7k6U+Ke9a218eahN2Fmzbil7S24IfaGxhsk9OWiCavyRf2Z1Cq1mNFtBtbfuR6P9HkEarkau67swt3r7sZfhX81fkKO68I3JVqHtLhgGM0sfj8hzt9ag8mMH4/mAiCbA9E8rUL4AsDKlSuRmpqKESNGYNy4cRg0aBA++ugj4XGDwYCMjAzo9XofrlI6SutKYWJNYMDYnqLnkTjOTKe2WB0ceXyvaWzjcTfZga/4ii187Ta3AZJEmrlENV/xDUa+pTHNXarqjNDXW6a2WVd8lRpAZzkNKKbdwSrRgUcQvuXZQg7sOQ+SHS6X1kBfb0KAQiZas1VhTSFqjDWQMTIkBiU2vSEvfPXFQE2ZKMf2iPLGFV8+2eF0fiUMJs986jaJDj7K8LUmLZxr4DpdctrHK5GevXl7sTN3JxSMAo/0ecT+RkpNQ5OlGz7f5tAqtZjdfTa+Hvc1knRJyKvOw7T107D6zOqG39+6KiDPMkraBeELoMHucCxXlPVuyyhEUVU9IoNUGNzJTmGIIKxwW/h+9dVXGDhwIOLj43HxIueRe+utt/DTTz+JtjhrwsPDsWrVKlRWVqK8vBwrVqywmdqWnJwMlmUd+ndZlm21U9v4xrZwdbj94HHrVAcJmrP4yWmuVnwB95MdeFuF2MKX9/jaNLcBkgyxcAm+4iuC1YGv9gapFI07p8VucDObgAKLIInpJtzNV1AvVlxE+6hAyBjuw0xhlXui/kw+Fy2YEhUEhVycz+zZ5dkAgISgBCgdZJBCFQQEWXJHfV31rSkDai1V3dAGsd42QgudWoF6o1mwKbhLdrEexdX1CJDLWkTFl7c6nC4+7XKvQGvCzJrx5sE3AQCTOk9ybL9pa2V3kIjO4Z2x+m+rMTJpJIxmI17a9xKe2vkU9AY9kHsIYE1AcBsgxLUq64SeXJFhX1YJ8ss9P7u11tLUdluveChF+ttAXL+49RPywQcf4LHHHsO4ceNQVlYGk4mrLIWGhrqcokA4Bx9lFqVt4tMsb3VgzUCduCH2gFXF15HH1yLcrD2+gPvT2/jqMm+zEAver9aocu7riq9gdQj22OogDK+wzvDlETvSrDQbMOgBhbqhMgrYeHzVSjmSwrmGR3dFWYYEjW2CzcGyVocIDW4+Fr7llqQZbSSXMWyBYRh0jed8vp42uO3K5D7E9k4KFbWx1F3ah7ZHgCwAVYYq5FaKUyVsifyW9RtOl5xGkDIID/Z80PHGbQdw1x42uDWHLkCHN4e+icdveBxyRo5fL/yKqb9NRdb5P7gNXKz2AkCbMC1uaBsGlgXWHfesya20ul5IiLiTbA6EE7glfJcvX46PP/4YzzzzDOTyhj+KN9xwA/76y44PiPAYh1PbAECh4tIUAEka3Hjx6dDq0ETFVxC+1S4KX4vIDhbb6mCvuQ3wfZavVcW3VG9ArcHk9q6EccU6e8I3mbsWq+LL+3uj07jpcBaSdNxp+NK6UpTXldsMsnCHDIu/t5MEo4odVtZ4WorPV/D3NrZm8HYHTye47T7P/S4PTGni742XUcqU6BTWCQBwquSUj1cjDXWmOrxz+B0AwKzus+xb2qxJ7A8wcs72wv9MSATDMLi/6/34dPSniNJEIbMsE/dd+RUXlAq3hC/AjTAGPB9m8fOxKzCYWHRLCEZaXMtJYSJaLm4J36ysLPTu3bvR/SqVCtXV1R4vimiMwygzHgkb3JwaYNGEx9fdscUVNdyxgtXihZwbzAZUGjgB1eI8vhbhWynjxAufyuAOfMU3xrqxjSdc5Iov7++Nth0nq1VqBZsL1+Bm8fm62eAmjCqWQPg6V/FtIVm+dhIdeLq38TzSzGxmsfs897PYUoQvAKRFWHy+xdenz3fV6VXIq85DtDYaU9OmNv8EVRAQ34u7LaHdwZq+MX3xvwn/Q9eILiiHGf8XE42imFS39jWuexzkMgbHL5cjq8h93fCdJc3h732o2ks4h1vCt127dkI8mDXr169HWlrzU2QI1xGmtjVV8QUafL5SVnydiTNrwuPrstVBgoovX+2VMTIEq66pDvg61cHy/ZMFcd8/T7J8hUQHuxVfkT2+dhrbeNoFc8e6WHGxIcu3wPUs3zqjCRcs/xylsDq0DXGi4hthsToU+zjL95qpbdZ0tVR8T+VVwGR2r4nwVF4FyvQGBKkU6GkR0i0BQfhehw1uZbVl+Pj4xwCAf/b+JzQKJ6cbCj5fae0O1kRqIvF+938i0WBArlKBucff5Ty/ru4nSCV8sHI30/dMfgX+yi3nsnt70YhiwjncEr6PPfYY5s6dizVr1oBlWezfvx8vvfQSnnrqKTz55JNir5GAVcW3KY8vIG3F1yJ8aw1m1BubaC4RPL62wpevrPJpCs4ihcdXaGxThULGXPPjz1d8qwsBd+fWu4vJCFhEeUAw9/3zxOfLT21zWPGtygfqRUhBcSB8bZIdYnirg+vVnQuF1TCZWejUCsTae01uYDAbhIEIzlV8W4rVgatSW0eZ8bSPDERggBy1BjMuuJmZvNPi7+3fLly0JkIx6BLe0OB2vU1w++ivj1BpqESnsE6Y0H6C808UaZCFq4Tnn8IH+YUIgxynSk7h8W2POzfp7Rr4dIefjuW69Z7y2b0jUmMQTtm9hJO49Vdt9uzZePXVV/Hss89Cr9djypQp+OCDD/D2229j8uTJYq+RgJNWBwkjzYKs7AaV9qq+LMsJRqCR8OW9tBV1FS79ceOnxOlEtDo06e8FAG0EIFMCYIEq8cdpOkR4zxhoQ7j3+KoHkWa8aI6yV/HVhAEqSyWPF1HuUlfVYJlwJHwrstHBMgGsqKrO5eB668Y2YXqVh+RW5sLEmqBRaISzEg4RIs2KGlIVfIEDq4NMxqCLhw1ufGNbS7I5AEBKWAoUjAKldaXIr/bRWRkJuFx5Gd+c+QYA8FjfxyCXudBMmHQTAIabKOjNM1U5e9HWaMTy2FFQyVXYkbsDL+17yWXxOrprDAIUMlworMbJKxUuPddgMuOHI1ylmLJ7CVdw++P81KlTce7cOVRVVSE/Px+XL1/GrFmzxFwbYYUwtc1HVge5jEGQyoHPt74aMFoqlNdYHUIsIsvIGlFlcL4KJVR8RbQ6lNQ1MbwCAGSyhult3ha+fLVcE4boEK5JUbKKL8MA4cncbU/tDnyMWVBsow88gG2kWaBKgYRQ7hRupovVyDMS+Ht5m0OSLqlx9d8eKh0QaPn58GXV95pxxdfSTRhk4ZqQADhLyYFs7nekpQlflVyFDqGc3eR6anB7/+j7MJqNSI9Lx8CEga49WRMKxFoiBL1od+AntvXs9De8evOrYMDgu7Pf4ZO/PnFpNzq1EiNSud+pr/e69iF8+9lCFFXVITIoAEM6U3Yv4TxuN7edO3cOAKDVahEdzf3gnjt3DtnZ2aItjuBgWdZFq4PEQyzsVXz5xjaF2iZiCeBGjqrlnAArdyFqjRfYYlod+Ipvo8Y2Hq0liq26WLRjOoXgj45AjCWCzCPh68jjCzQkO3ja4GZnYps1vIXgUsUlmFmz2xPczvIT22IkaGxzNLHtWnxtd6gtFywx9lIdgIZkB3cmuB2+WIZagxmRQSp08vGoYntcbw1ulfWV+CObiwWb13ueeztpO4i79lKDG0ouABW5gEwBJPTFiLYjsPDGhQCAd468g1/O/+LS7qb0585crD6Qgy/3ZDv9PL6p7bZeCaJk99aZ6oT0JOL6xq2flunTp2P37sa/ZPv27cP06dM9XRNxDRX1FTCYObHpuOJrEb4SVHyBZsYW80JRG8lVFK+Br/q6InwbmtvEszrwGb6NhlfwBFo+WPC2DW9h5Y/mq7TuCt+qOiOq+altTflhxWpwc+DvBYD4oHgoGAVqTbUo0BcIDW6uRpo1JDqIF1ckNLY5E2XGIzS4+Uj48o1tmnCuAm2HXkmhAICjOWUo17vmVW+IMYsQzVIiJtfbBLdNlzah3lyPdiHt0D2yu3s74fN8vSV8M9Y3HNdS5JiSNgXTu04HACzavQgH8w86vbubO0ZhwS1cVN3in09iw6nmz7ZtPnNV1OzeC2UXcPtPt2PY/4Zh+vrp+DHzR7ca9ojWgVvC98iRIxg4sPEpmZtuuslu2gPhGXyiQ3BAMFTyJip4gPcqvvayfIUos4jGj8F14WswmYWRu1I0tzVZ8eVP1+u9/Mlfb13x5YWvex7fAqupbUHXTm3jESvSrMByyrkJ4auQKdBGx/1j4iLNXE92qKg1ILesBoC4FV9+aptTjW08vo40K2860YGnQ1QQUmN1qDeZse4v17rlBX9vh5Zlc+CxnuB2PfDrhV8BAOPbjXf/gwYvfAtOeedM1dnfuetOY23ufrTvoxidPBpGsxH/2vEv4eyaM8wbnoLJ/RJhZoF/fnMYR3Oafu4Xu7Mx+4uDMJhYjOoS43F2787cnZj621TkVHK/W4euHsK/d/0bQ/83FM/ufBYH8w9ed82U/o5bwpdhGFRWNv7HVV5eLkxxI8TDqcY2QPqKr6OxxU1EmfHwzWTOJjtYH0OK5ja7Hl+gYf3V3ha+lvfMRvjWuvUHlxfMTdocAKvpbdku71+AZZu1OgAQhO/lystWyQ7OV3zPWqq9scFqhGjF+xDkUoYvj2B18FGkmYPGNmvutGSafn/Y+SlnlbUGHLvMfTAdkGL/A6yv6RTWCTJGhsKaQqEg0Fop1Bdif/5+AMC49uPc31FgJBBlydK9tEeElTmgpqyhstx5jM1DMkaG5wc8j+TgZBToC/Dc7uec/vvFMAxevK0bhnSKQq3BjFmfH8DFYtv0F5OZxZJfTuK5n0/CzAJ335CI96b2cfulsCyLladXYu6muagyVKFPdB98N+E7PNz7YSTpklBjrMFP53/CjD9mYNz34/D9ue/dPhbRsnBL+A4ePBhLly61EbkmkwlLly7FoEGDRFscwSFMbWtCVAoIFd8ySdbhlMfXToMT0FDxdVb48lXlwAC5qJFKfHOb3VQHoGH93ha+djy++noTqupcjwgSprbZG1fMI1R8LwJmNz+sVuRynlOZAojs1ORmbYI4EZZblYuUKK5im1deaz8dxA78xDYxG9uqDdXCB8qkYMci0gZfjy12UvhO7BUPGQMculjaSEA0xb4LJTCZWSRHaNEmTOvpSiVBq9QK2dCt3e7we9bvMLNm9IzqiUSdfb+20wh2B4kb3DI3AmYjJ7StxpPzaJVa/Gfwf6CQKbA5ZzO+Pfut07tWyGV4b2ofdI0PRnF1PaZ/dgAllvSX6jojHvzqID7blQ0A+NeYVLxyZ3e3vb0GswHP730er+x/BWbWjNtSbsMnoz5B5/DOmNNjDtbdvg5fjPkCd3S8A1qFFperLuO53c/hr0KaTHs94NZPzauvvorNmzejc+fOmDFjBmbMmIHOnTtj+/bteO2118Reo9/jfMXXUsWUyOrgcGxxMxVfwepQ75zVQepxxU2OA/WZ1YH3SEdAG6AQPmS44/MtECq+DvJugxO46DazgROw7sD7eyM7cSOzm4Cv+OZW5iJEqxQq0ecLnRNk1lFmYsFXe8PV4cLPplPw/+yrC4Fa11MTPEbI8HUsfKOD1UIqg7NV310Wf++AFpbmcC3XS4Pbb1m/AQDGtfOg2svjrUEWGRabQ+exTW6SFpGG+X3mAwBeO/Aazpc5f3YkSKXAZ9P7ISFUg6yiasz+gqv83v3RHmw8XYAAhQzvTemDfwzt4LY1pKy2DA9teAjfnf0ODBg8fsPjeH7A81DKG/7XMAyDPjF9sGTAEmyZtAWj2o4CALx95G23jkm0LNwSvl26dMHx48cxadIkFBQUoLKyEtOmTcOZM2fQrVs3sdfo9/Cn9JwWvvVVgNG1nFRn4JvMKuxZHYTmLPunSPkKq7Me34ZxxeIKX2GARVPNbT6zOthWzD3x+fIV3xhHFV+ZHAizNHW52+DmhM0BABKCuIlKuVWcAGtIdnDO5ytJlJnF3+tSYxsAqIMbGiB9UfV1suILNNgdfjzq3HCAlu7v5bkeGtyyy7Nxsvgk5Iwco5NHe75DXvjm/yVdxrTJAJzbwN3u1LTwBYD7utyHgfEDUWuqxZPbn0Sdyfm/Y9HBanwxsx+C1QocvlSG4W9sw4ncCoQHBuCbOTdhfI84t1/CxYqLmPrbVOzP3w+tQovlw5fj/q73OxTRWqUWj93wGBQyBfbl7cPevL1uH59oGbh9Djk+Ph4vv/wyfv31V3z33XdYtGgRwsObqKIRHiFYHRwlOgCAOhTg80glqPrqHI0t5lMQmqr4BrjW3CZFogPLskKqQ9PNbXyqg+8qvgAQF8IJX76pyxWuOlPxBTyPNGsm0YGHF76Xq7j4IVeSHViWFaLMOkkRZeaKv5fHl5FmDsYVX8uorjHQBshxsViPw5ccT3MsqKzF2atVYBggvUPL9PfyXA8V31+zuKa29Ph0RGhE+H4Hx3E/l6wZuLTP8/3Z49IeoK6c+xvf5gaHm8oYGV4c9CLC1eE4W3oWbx16y6VDpUTr8PG0GxAgl8FkZtEhKhA//t9A9G3bxN9tJ6iqr8LcTXNxqfISEoIS8NW4rzAkcYhTz00ISsBdne4CALxz+B1qdmvluC18y8rK8Oeff+Lrr7/Gl19+aXMhxMWpDF+AG8DAVzIlaHBzHGfGVyztr9Fdj6+YFV+9US/EwjXZ3MZXrL1tdai2Fb7tIrmYoPMuxn4BQE4pF8MTF9qM8OX9qgVnXD4GgAbhG92M8NVxwrektgR6gx4pFgF7zonXdvxyOcr0BqiVMqFSLAbC8ApX/L08vmpwq6ts+EDbxPAKa7QBCozpFgsAWNuM3WHPee7nr0tccIsf/ZoazjVyXam+4lJyQEuBZdmGNIf248XbseDz3SnePq3hbQ6dxnBnjJohUhOJFwa+AAD4+vTX2H55u0uH698+Ap/P7Ie5wzrg+38MRFKE+75zlmXx3O7ncLHiImIDY/H1uK/RKazpvgR7PNDjAWgUGvxV9Be25Gxxey2E73FL+P7yyy9ISkrCmDFjMG/ePDzyyCPCZf78+SIvkXC64gtIGmnmXJyZY49vRZ1zvkgpPL58tVctV0Oj0NjfiK9YG/TcNDpvwLKNKr4dLeLwrJN2gIZdsci0DIdotkKaeCN37U4nuLEOKOKG2DRX8Q0OCIYugFvLlaorLlV8+ZD60V1joVa6MMq1Gfjqc5LOHeHLN7h5GAXnKkKGbxhnuXAC3u6w7tgV1BmbbmLcea5ljim2hy5AJ7xvrdHu8FfRX8ipzIFGocHwxOHi7VjKQRYsC2RwnuRr0xwcMbjNYNybdi8A4N+7/u3ygIgBHSLxxOhUj9NcVp1ZhT8v/gmFTIHXh7zu3P/Sa4jURAqvZfmR5TC52xRM+By3hO+CBQswc+ZMVFVVoaysDKWlpcKlpESaxip/xmmPLyBppJnjODNb4XYtrsaZNXh8vTi8AuCGAvBZyd6yO9RXAbwHzvLBoZOQd+taxTevvBaVdUYoZAySIwIdb5yUzl3nH3e9UevqCYA1cWcYguOb3ZxPdrhcdVkQvjmletTUN/3Po85ows/HuBxaXsCJRW4lVwHlq9Eu4ass32ZGFdvjpvYRiA1Wo6LWiM2nC+xuw7IsdlsqvgNauM2BR7A7tELhyze1DUscBq1SxPQMvuJ75Yj4H9oLM7joQ7kKaD/Mpac+2vdRdA7rjJLaEjyz8xmYWbO4a2uG44XH8frB1wEAC/ouQM+onm7v6/6u90MXoENmWabwPhKtD7eEb25uLh5++GFotS0z8uZ6Qm/QQ2/kTl03a3UArCq+jj197tBknJmhBjBY/tA2UfF1WfhajqHz5vAKgJs65+1kB77aq1ADln+EfMX3cmkNql2INOOjv9pFBiJA0cyvd0gC5xVlzcDl/a6t+cJW7rrtALuT+q7FusEtIkiFMK0SLAucL2xa2G8+XYDyGgNirRIKxEBv0KO4lvue84LcJXirQ7GXrQ4uNLbxyGUMJvbmPph8f8S+3eFisR65ZTVQyhnc2K519GkIDW6tzOdrNBvxexZnGRDV5gBwzaohiVzcGP/7KRZ8tbfdYEDlmuUoQB6A/wz+D9RyNXZf2Y0Pj30o7tocUFZbhse3PQ6j2Yhb2t6CqWlTPdpfiCoEM7vNBAC8d/Q9GEyuTUYkWgZuCd/Ro0fj4EHnRxIS7sP7ezUKDQKVzVTwgIaKrwRWhyY9vnxlVKYEVPZPwQZb7q+sr3TqFBF/DDGb23jR3aS/l4evWntjCpL1cazGPYcHBiAyiPNaOhKH13LO1UYwIQbJRbvDeYvHrYNzp2qFBrdKvsGNW58ju8Paw9y2t/dJgFwm3vjcK1VcFVmn1LkWZcYjRJoVcL5bb1HOC1/Xkiju6M2J+y1nCoRcVGt2WtIceieFQRsg3u+blLTWiu++vH0oqS1BmCoM6fHp4h+gy0Tu+ugqcfd71jKm2EGMmSPah7bHovRFAIAPjn3gst/XHcysGU/vfBp51XlI0iVhyYAloozhnpI6BZGaSORW5WLtubUirJTwNm4J3/Hjx+OJJ57A4sWLsXbtWvz88882F0I8XLI5AA2RZpI0t3H/FCtrDbZdrdb+3ib+sPACgwWLyvrmxYIUzW2C1aGp4RU8fIOetyu+WttqG9/MdfaqC1POLNvyE9Kahbc7uOLzra8GLlkifZwVvjrbSLNOsdz6/jiZb3f7wso6bMngfvbFtjnw/l4+X9hlNKENH468aXdwo+ILcDFwXeODYTSzWHe8YYQxy7LYklGAT3dyXuWWHmNmTZdwbnTxxYqLqKp3vQHUV/BNbaOSR0EpEzeqEQDQm/Og4ux6oMq+tcVlqgqBHMsZoU7O+3uvZUKHCZjceTIAYOGOhcipyBFjdU2y4sQK7MjdAZVchTeHvin0GXiKVqnFAz0eAAD89/h/oTfoRdkv4T3cEr5z5sxBTk4Onn/+edx111247bbbhMvtt98u9hr9Gpca2wBAK90QC97ja2aBamtvpnXFsgmUMqVQsXZmiIWUzW1NDq/gEaa3eWkkahONgXzV1tm8W+ttna/4WnyBlw9yDWvOkL2LG3wRmmR3epM9rs3yndq/LWQM8PuJfCE/1pqfjubCZGbRKzFU1DQHoKHq7LbwBXwzwc1N4QsAd1iNMGZZFrsyi3DnB7sx47MDyCqqRrBagdt7u+F39hGh6lDEB3IWjtZS9a0x1mDTpU0AgL+1/5s0B4lOAxJu4OwOx9eIs89zfwBggbienD3KA57s9yR6RvVEZX0l5m+djxqj63GNznAg/wCWH1kOAHi6/9PoHN5Z1P3/vePfkRCUgKKaInxz5htR901Ij1vC12w2N3mxHmNMeI7TUWY8QnOb+B5flUIGpZyr6NokOwjCzXFjjCs+XykGWAjDK5qr+Hp7iIXefmNgRxdivwDAbGaFbTs5W/GNSOEq3KY6IPewc885v5m77jDcKX8vYDW9rYoTXmlxwbj3Ju6U/ZJfTsJgsm144eO37uwrbrWXXwPQIMbdwhdZvh4I31t7xkMuY3A0pwx3frAbUz/Zh8OXyqBSyPDA4PbY8vhQj+KifEFry/PdlrMNeqMeCUEJHjVYNQtf9T3yNZfG4ClCjJl7NgdrlHIl3hjyhpDv+/ye50XPxC3QF+DJ7U/CzJpxa4dbcXuK+MU4pVyJub3mAuAqyxX1PpjiSLiN2zm+hHdwelwxj4RxZgzD2Pf5NjO8gic4gPP5OjPEQooBFsLwiuY8vkJzm7c8vvbHPXcUrA7OVXxzy2qgrzdBKWfQtrlEBx6GsbI7OBmDZC18nYQXmdWGauH9f+yWTgjTKnH2ahW+2nNR2PbklXKczqtAgFyGCR5MaWoKoeLrTmMbj9Dg5iXhW1/d8PMY6nyqA0+UToWbO3I/X4cvlSFALsP0AcnY8eQwPD0uDRFBDqb8tVBa2wQ33uYwrt04UbymTdLtDkChAQrPOP9htikMtQ2/7276e68lJjAGrw95HXJGjnUX1olaMS3UF2LWH7NQVFOElNAUPHvTs5J9r8e1G4eU0BRU1Ffg8xOfS3IMQhrcFr7V1dX47bff8OGHH+Kdd96xuRDiUaR30eogNLeJX/EFGqwHNskO1fZP1V+LK2OLpfD4Ot3c5nWrg/2KbycXkx3OFXACuX1kEJRyF361heB7J4Rv+WWgKIObENhusNOHUMlVwoc3vuIaqg3AE6O5YQTLNp5FURVntVh7iHt8ZJdohGrFH6bgsccXACJ4q4OXkh34DF91CHdxg38O74h2kYG458YkbH1iKBbf2hXRwc0MOWnBtKaKb2V9JXZe4QZLiJ7mcC3qEKDLrdztI195tq+s7VymuS6eszqIRL/Yfni076MAgNcOvIYjBUc83mehvhAz/5iJ7IpsxAXGYfnw5U3ntYuAXCbHvN7zAACrz6ymhIdWhFvltCNHjmDcuHHQ6/Worq5GeHg4ioqKoNVqER0djYcffljsdfotLlsd+IqvBM1tQEODm12rQzMVX2etDkaTWfAQS+HxbXlWB8t7dU1zW3hgACICA1BcXY/zhVXo0SbU4W74xrZOsS42cfDCN2c/YDY5nsrEpzkk9G1opHSShKAEFNYU4nLVZXSN5IZe3N0vEav2X8SJ3Ar8Z/0ZvHR7d/x0lBO+f5fA5sCyrDhWB1748kM8pMYDmwNP37Zh2PL4UHHW0wLoEsE1uGVVZEFv0IubiSsye/P2wmg2Ijk4GR1CO0h/wN73ch7fE2uB0S8DAW5+b85abA6dxzhta3KWaV2m4UTRCazPXo8FWxdgzd/WOP9/7hquFb0rRq/w7IOtkwxLHIZITSSKaoqwP38/BiYMlPyYhOe4VfF99NFHMWHCBJSWlkKj0WDv3r24ePEi+vbti9dff13sNfo1Lje3WceZSTBP3H7F11KxbKbiy0eaNVfxtbZR6MQcYFHnbHObt1Mdmq6Y8+kMziQ78JaITq42g8V042Lo6iq4wRSOcMPmwHNtsgPA5cwuubUbAOB/By/jnU3nUFxdj8ggFQZ3dO+foCOKa4tRY6wBAwbxQc0P3miSiI7ctb5Isg+ZNpRZrCAuRpldz0RqIhGliYKZNeNs6VlfL8chfHzX4DbOnyXxiLaDuJ+Vugrg9C/u7YNlgQw+xmyceGuzwDAMlgxYgpTQFBTWFGLKb1NwIP+Ay/spqinCrD9nIbsiG7GBsfh09KdeEb0AIGNkwvS9jZc2euWYhOe4JXyPHj2KBQsWQCaTQS6Xo66uDomJifjPf/6Dp59+Wuw1+jUFei6SJloT7dwT+Cqc2ShJxihvPeCbzwA0O66Yx9mKLy+qtQFy107ZO8BoNgrjkpuPM+NzfH3b3AZYJTsUNP9enhOizFys+MrkDeOLHdkdzCbggmv5vdYIyQ6VtoMU+rYNwx19uMeWb84EANzWKx4Kkd57a3jRHRMYgwC5BzYKVRAQbKkYF2eKsLJmKM3mrj2o+F6P8FXfk8UnfbySpjGzZuzM5WwON7e52TsHlcmAXpZhDUe/dm8feceAyiuAMhBIlmbdWqUWbw17C4m6RORX52PWH7Pw5sE3UW9qnDdtj6KaIsz8YyayyrMQGxiLFaNXIFHnugfeE0YkjQAAbLm0hcYYtxLc+s+iVCohk3FPjY6OxqVL3Gm4kJAQ5ORIm83nT9SZ6oRuUadPAQVouQlggESRZnasDk00Z10Ln+XLC9CmkCLRobyuHCxYm3U0Cf86DHqg3gsZjfqm4+D4BrdzzVR8uUQHPsrMjfgvZ3y+ecc477gqmLM6uIj12OJrWTg2FUGqhuq+FGkOQENjm0c2B55IS9W3yAvVRn5KXIQXTpO3InjLzImiZs5U+JDTJadRVFMErUKLvtGu/964Ta97ADCcT5f/4OQKJ77jrjsMA5TSecHbBrfFdxO+w50d7wQLFp+d/AxTfp2Cc6WObURFNUWY9ccsZJVnIUYbgxWjvC96Ac6vrAvQobi2GMcKj3n9+ITruCV8e/fujQMHuFMSQ4YMwaJFi7By5UrMnz8f3bp1E3WB/gxvcwiQBQiJCE6hkc7ny48QtrE66J2zOrha8ZVialuIKgQKWTP7Vem4mfSA9HYHkxGo4dZmr+LLV2+bS3bIKdWj1mBGgELmfKKDNUkW4XtpT9MWGd7m0G4wIHf9Q8m1Wb7WROvUeGQEJyS7J4QgLc6Fn3cXECXRgSeyE3ftFeFrEQERKdIfqxXRPbI7gJYtfHdc3gEASI9Ph9KN3xu3CU0C2g/lbrs6ya3gNLDXMlq45z2iLsseWqUWiwcsxtvD3kaYKgwZpRmYvG4yvjr1FcysGSzLIr86H1tztuK/x/6Lx7Y+hr///HdcKL+AGG0MPhv9GRKDvS96AS7abGiboQDI7tBacEtZvPzyy6is5P4Rv/TSS5g2bRr+8Y9/oGPHjvj0009FXaA/I0xt00a5FsmiDedOUUkytpiv+FqsDsY6zkcG2BVu1vCV1uaEb2Wt+IkOQpSZyomGLIbhRHxFLpfsIOXp5ZpSwFKJttcsxld8L5fWQF9vbHKkLO8B7hAV5N5434Q+nNivLuRO3fPVTGuEMcXDXN8/Gjy+V6quwMyaIWNsP3fPGtQO0cEq9ElyrWnOFXjRLYoHUBC+Eje4mQwNFbsIO++LH9M1gqv4Zldko7K+UrTpXGLCC9+bE7xkc7Cm972cPenoKmDIQs4C0RxmE/DTPG5ITaexQKrEKRRWDE8ajh5RPbBo1yLsyN2B/xz4D/6X8T+U1pXa7Q2JC4zDJ6M+8Zno5RmRNAK/XPgFmy9txhM3PCFtXB3hMW4J3xtuuEG4HR0djfXr14u2IKIBPtHB6cY2Hl5A8ZVEEeGb2yrrLBVfvtrLyAF1qMPnClaHZsK+eVEtRWNbs/5eHm2ERfhKnOXLf//UoYC88euNCFIJyQ6ZBU0nOwiNbe7YHABAoQLa3ABc3MXZHa4VvnWVQM4+7rYb/l4AiNHGQM7IYTAbUKAvQGxgrM3jMhmDib2knR7G2yxaldWh7BLn2VdqAZ34ucatmTB1GBKCEpBblYuTxSdxU9xNvl6SDSW1Jfir6C8AXvT3WpP6Ny7erDwHyNrm3IfW/R8BuQeBAB0w/g3R0xyaI1ITifdGvIdvz36L1w68huyKbACAnJGjfWh7pIalonN4Z6SGp6JHVA9JI8ucZUDCAKjlauRW5eJMyRkhao9ombhldRg+fDjKysoa3V9RUYHhw937p0g0Rqj4Oju8gkfCSLNGzW2Cvzei2WqC61YHCSq+zWX48ngr2cEJmwif7ODI5+vyqGJ7CIMs9jR+jB9THJbs9Jjia1HIFIgL5ISbPbuDN+CtDqJ4AfmKb0kWYHSuGcct+IpyRAfnKnZ+RrdIzl7XEu0Ou3J3gQWL1PBURGudbFAWE6Ua6H4Xd/uIE01upReBTc9zt29Z4vGIYndhGAaTOk/Cj7f9iP8M/g/W/G0N9k3dh+9v/R4v3/wy7u96P/rH9W8RohcANAoNBiUMAkB2h9aAW39Ft27divr6xn/oa2trsWPHDo8XZY+SkhJMnToVwcHBCA0NxaxZs1BV5bjhZ+jQoWAYxuby0EMPSbI+KXA5yozHOtJMZITmNt7jyw95aMbfCwAhAVzFt9pQDYO56bBvKYdXOF3x9dYQC73VB4cm6Bht8fk6SHbgrQ4dXY0ys6atRfhe3NX4MQ9izKyxF2nmLQwmA67qr3LrEKPiq4sDAoIA1gSUZnm+v6bgUyPI32sX3ud7sqjlJTv41ObAw48wPv2L48FGLAusm8819bYdCPSd4ZXlOSIhKAFj241Fl4guUMlb9nTB4Unc38bNlzb7eCVEc7h0Lvn48ePC7VOnTiE/P1/42mQyYf369UhIkOYT4tSpU5GXl4cNGzbAYDBgxowZeOCBB7BqlWPT/pw5c/D8888LX2u1LTfk/FqEKDNXKwW81UHSiu81Vodm/L0AoAvQgQEDFizK68qbFPQVlhxfMZvbeH9Ys4kOPN4aYuHE969TMxVfk5nF+ULusc6uDq+wps2N3ES2sktAea5ttUck4dsmqA32YV+jSDNvkFedBzNrhkqucv3DpD0YhhOjeUe5qmxUZ8/3aQ+hsY38vfbgfb68paClYDQbsesK9yHSa/m99ojrxWV1Xz0BbH8dGLnYfnPqsdXc77lcBUx4h84uuMiQxCFQMApklmUiqzwL7ULa+XpJRBO4pCx69eolVE7tWRo0Gg2WL18u2uJ4Tp8+jfXr1+PAgQOCv3j58uUYN24cXn/9dcTHNx1Er9VqERsb2+TjLRm3K75aKSu+fKqDxerggvCVy+TQBehQUV/hWPhKUPHlfcVOC18+y1fvJY+vg+9fSrTjLN9LJXrUGc1QK2VIDPPgg506GIjtwQm53e9wos6g57zixec4H7eHeZ58pdVepJnUCKOKg9qI13wS2ckifCX0+QpRZlTxtUeXiC6QMTJc1V9FUU2ROB9qROB44XFU1FcgRBUiVKV9AsMA/WYB6x4F9rwLZG7kprmljGjYpqoAWL+Quz10IRBJP2uuEhwQjP5x/bHryi5surQJs7vP9vWSiCZw6SNdVlYWzp8/D5ZlsX//fmRlZQmX3NxcVFRUYObMmaIvcs+ePQgNDbVpqhs5ciRkMhn27dvn8LkrV65EZGQkunXrhqeeegp6veNc1rq6OlRUVNhcfIXL44p5JIwzs674sixrNW63eeELNFgNHE1vk8Ljyx/P6Vg43uMrudWh+e8fX/HNKeGSHa6Fb2xLiQ6CzJ1EB2v4PN99HwK/PQ5sWATsfJO7L/FGQBPq0e4dRZpJjZDhqxPxrJQ3kh0Ejy+JEXtolVq0D+F85y3J57sjl7M5DIwfCLmjMeDeoO8M4G/LuP8NhWeAr+8AVk1u+FD1+5NAbRkQ2x0Y8E+fLrU1w9sdNl3c5OOVEI5wqeLbti03LnPLli3o1asXFArbp5tMJmzfvh2DB4t7Wic/Px/R0ban+xUKBcLDw23sFtcyZcoUtG3bFvHx8Th+/Dj+9a9/ISMjA99//32Tz1m6dCmWLFki2to9ga/4utzcxlsdasvEXRAakhaMZhY1BhO0fFWZrzI3Q6gqFJcqLzlscJNigAVf8eXHJjeLt6wO1c17fJtLdhAa26JFiHK68QGuWcts4FIEAgK5a5UO6DXF49370uNrXfEVDamTHeoqgSrL3zgaXtEk3SK7IbMsEyeKTmBo4lBfLwdAw5hin6Q5XAvDADfMBLreDmz7D5fccPZ3rvqbOh449SN3RufWd93K6CY4hicNx4t7X8SJ4hPIr85vlFxDtAzcMlEOHz4ceXl5jcRoWVkZhg0bBpPJubF9CxcuxKuvvupwm9OnT7uzRADAAw88INzu3r074uLiMGLECJw/fx4dOtj/J/LUU0/hscceE76uqKhAYqL3MwINJgNKajlR6XrFl48zc9DI4CbaADnkMgYmM4uKGiO0fMXSTgatPXjh6VzFV3yPr/MVX4vw9VaqQzMV85ToIBRnleDc1cbC96y7o4rtEd4OmLLa8/00AV/xvVp9FQaTwauB/ryvWJQMXx7rii/Lih/9xFfkAqM8rrZfz3SL6IYfM39sMRXf/Op8nC09CwYMBsYP9PVyGtCEAWOWchXgP57ihO+pH7nHBswD4nv5cnWtnkhNJHpH98bhgsPYdGkTpqZN9fWSCDu4pSxYlrXrkSsuLkZgoPNToxYsWIDp06c73KZ9+/aIjY1FQUGBzf1GoxElJSUu+Xf79+8PAMjMzGxS+KpUKqhUvu8eLa7lBJGCUTifRMAjofBlGAbBagVK9QZU1hoQy1d8Nc5XfIFmhG+L8Ph6ubmtmVSMTjE67MsqsZvs4HGGrxeJUEdAo9CgxliDK9VX0Da4rdeOLWqGL094e64hsK6c80nqYsTbN2CV6ECNbY4QIs2KTzT5/8mb8DaHHlE9nI9Q9CZRnYB71wJn/wQ2P8+NIR/6lK9XdV0wImkECd8WjkvC94477gDAiZ/p06fbCESTyYTjx49jwIABTu8vKioKUVHNVzPT09NRVlaGQ4cOoW9fbtb55s2bYTabBTHrDEePHgUAxMW1/BB4PsM3QhPRaMJVs/CVodpywGwWvTs3WKNEqd7AVWb1rlkdeOFZXu+o4sunOognfCvrOXHodMWXtzoY9EC9HgiQKA3ESY80n+WbeU2yg9FkxoXCagAeZvh6CYZhEB8Yj/Pl55Fbmetd4cuPKxaz4qtUc5P9SrM5u4NkwpdsDo7oFNYJSpkS5XXluFx1WZycZg9oETFmztBpFHchRGNE2xF47eBrOHT1EEprS1vmBx8/xyVFFBISgpCQELAsC51OJ3wdEhKC2NhYPPDAA/j6aydCsl0kLS0NY8aMwZw5c7B//37s2rUL8+bNw+TJk4VEh9zcXKSmpmL//v0AgPPnz+OFF17AoUOHkJ2djZ9//hnTpk3D4MGD0aNHD9HXKDYFNW5GmQENE9RYc8M4YRGxGWLBV5WdrPg2N7bYZGZRVcd7fMWxOtSb6lFjrLE5frOodIA8gLstpd1ByPF1/P1rKss3u1iPepMZGqUcCaEtI8y9OXifrzeTHSrqK4Sqv6geX6DB7lAsQYMb39hmb4Q0IaCUK5EangrA9w1u9aZ67M3bC8DHMWaET0gISkBaeBrMrBlbc7b6ejmEHVxSFp999hkAIDk5GY8//rhLtgZPWblyJebNm4cRI0ZAJpPhzjvvxDvvvCM8bjAYkJGRIaQ2BAQEYOPGjXjrrbdQXV2NxMRE3HnnnXj22We9tmZPKNK7GWUGcFUopdYSRVUqujfQZogFL3ydrfhahlg0ZXWoqm1ILdCJZHXgBQ8DBkFKJ+0ADMP5KityObtDaJIoa7GhXs+9R0CzFd9rkx20Adx7cM7K5uBxooOX8EWyA+/vDVeHQ6sUuXof2Qk496c0yQ40vMJpukZ0xV9Ff+FE0QmMbTfWZ+s4ePUgaow1iNJECWKc8C9GJI3A6ZLT2HhpI27veLuvl0Ncg1slteeee07sdTRLeHi4w2EVycnJXLyWhcTERGzbts0bS5MEIcrM1UQHHk1Yg/CFuEHafMW3qloP1Fc1HM8JmvP48o1tGqUcAQpxLBpCY5sq2DXbiDaiQfhKAe+Plik5j50DIoJUCA8MQEl1Pd7edA7dE0IQH6rB4UvcBw9RGtu8BF9x9arwtRxL9GovIF2yA8uS8HWBbpHdgAzfV3x5m8OghEE+9xoTvmFE0gi8e/Rd7LmyB9WGagQqvVckJJrHaeHbp08fbNq0CWFhYejdu7fDX+jDhw+Lsjh/RogyczXRgUcTxok2CSPN6istgpCRNdgrmoEXvk1ZHcotjW06kWwOgFWUmbP+Xh6pkx2sEx2c+AfZNT4YO84V4b/bLjR6rDU0tvEIkWZenN4mSYYvj5DsILLwrbrKfbBkZEAYTYFqDr7B7XTJaRjNRihk4v0NcQW+sY1sDv5Lh9AOSA5ORnZFNnZc3oEx7cb4ekmEFU7/ZZg4caLQzHbbbbdJtR7CAj+u2O2KLy9EJUh24Cu+xqrihmM52UAnNLc1U/GVYngFb7NwGmGIhUTC14kMX2temNgN/zuYg9yyGuSW1uBKWQ3yK2qhlMswpJMbXnAf4YuKryQZvjy88C3LEbcRkq/2hrYFFAHi7PM6Jjk4GYHKQFQbqnGh/AI6hXXy+houVlzExYqLUDAK3BR3k9ePT7QMGIbBiKQR+PTEp9h4aSMJ3xaG08LX2t7gC6uDv+F5xTeUu5ZC+FpEKetiogPghPCtEbexDXBjeAWPMMRCoultLn7/kiMD8eQYW8+gwWSGycxCrfTxZCgX4D2+pXWl0Bv04ntu7SAIXzETHXi0EdwZlppSoOQ8N/1KDKixzSXkMjm6RHTBgfwDOFl00ifCd1sOZ6/rG9MXQQGt5ywMIT7Dk4bj0xOfYnfubp+egSAa47GJsqqqqsWM+L2e4D2+bs+dlzDLVxClLmb4Ag3Ct9ZUi1pjbaPHW1bF11KJ5S0JYuNkhq8jlHJZqxK9ABAUECT8HHgr2YG3VYia4cvDMNLYHcjf6zLdIix5vj7y+fLT2oYkDvHJ8YmWQ9eIrghRhaDSUIm/iv7y9XIIK9wSvllZWRg/fjwCAwMREhKCsLAwhIWFITQ0FGFhlFnnKUazEcU1nChyK84MsBK+ZeIsygpelMprXUt0AIAgZRDkDCfU7FV9pRxe4XLFV2qrg5NT265HhGQHL/h8zay5oblNioov0DBgoihTvH2S8HWZrpFdAcAnQqOyvhKHrh4CAAxpQ8LX35HL5ILdZVfuLh+vhrDGrdr7vffeC5ZlsWLFCsTExFDnqsiU1JaABQsZI0OYys0PEoLVoUysZQnwolRZb9m3CxVfhmEQogpBSW0JyurKEBNoG/jfMLzCh+OKeSS3Orjm8b2eSAhKwKniU16p+BboC2AwG6BgFIjRijxggkeKZAcSvi7TPZKzmZwrPYc6Ux1Ucu9N4dyVuwtG1oh2Ie2QFCxB/CHR6hgYPxB/ZP+B3Vd2Y17veb5eDmHBLXVx7NgxHDp0CJ07dxZ7PQQabA4R6gjIZW6expbS6mCp+Kp44etCxReAIHz5Sqw1LWJcMY83Ux38DL7ymlOZI/mx+ESH2MBY6Xx2YlsdTAZuGhxAwtcF4gLjEK4OR0ltCTJKMtAjynvDirZd5vy9VO0leNLj0wFw1puy2jKEOpl+REiLW1aHfv36ISdH+n9Y/go/rtjtxjZAUuHLR41pjOW2x3ISR5FmUnp83Y4zq5bK4+vcuOLrkbY6blTxpYpLkh9LcpsDYDW9LZMbE+4ppRcBs5EbRBMc7/n+/ASGYdA1wvt2B6PZKMSYkfAleGIDY5ESmgIWrDDNj/A9bpU/PvnkEzz00EPIzc1Ft27doFTaipTWMBK4JePx8AqgQYxKkOPLi1KtqYL76ORqxdfB9LaGVIcW4PHlrQ6GanFjqnhcjDO7nuBPBV+suCj5sSRNdOAJa8sNIjHoufzs0ETP9ifYHDo4lfFMNNAtsht25O7AyaKTXjvm8cLjKK8rR3BAMHpF9/LacYmWz4D4Acgsy8SuK7so1qyF4JbwLSwsxPnz5zFjxgzhPoZhwLIsGIaByWQSbYH+iEfjinkkzfHlfmxCwI3LdcXjCzRYDuxVfCuFiq+IcWZ1bg6wUOkAeQBgqufsDgEi+/b82OrQNpir+F6pvgKDyQClXLwPOtciDK+QItGBR64EwtsDRRmc3cFj4WuJMougKDNX4QdZnCj2XrLD1stbAXDT2ii2irBmYPxAfHnqS+zO3S1oJMK3uGV1mDlzJnr37o09e/bgwoULyMrKsrkmPEOo+LZQq0NggAIyBgiDZVyxGx5foImKb610FV+XPb4MI12yA8uKEmfWWonSREGj0MDMmiVvcPOK1QGwanA75/m+qLHNbXjhm12ejcr6Sq8ck8/vHZo41CvHI1oPfWL6QCVXoaCmAJllIqa+EG7jlvC9ePEiXn31VfTv3x/Jyclo27atzYXwDMHjK4bVwVgLGGpEWFUDMhkDnVqJUMYifF2s+PIeX4dxZiJ5fFmWdd/jCzRUY8UWvrXlAGs5M+Li9+96gGEYoeortc+Xr/gmBnlYhW0OwecrgvDlY9FoeIXLhKvDER8YDxasV/J8cypycKH8AuSMHAMTBkp+PKJ1oVaocUPsDQCA3Vd2+3g1BOCm8B0+fDiOHTsm9loIC6J4fFU6wJKXK02kmRyhHlZ8HTa3iTS5TW/Uw2QRmC5XfAHpkh34am9AEKBUi7vvVkKSTnqfb42xRvh9ktTqAIgbaWbt8SVcpm9MXwDAnit7JD8Wn+bQJ6aPex+uieuegfHcByLK820ZuKUuJkyYgEcffRR//fUXunfv3qi57dZbbxVlcf6KKFYHhuGqvvoizu4QHCfS6jjiVPVQ1Fi61930+F5b8TWbWVTVcVYHnUhWB/4YSpkSarkbAlMqq4Pg7/W/ai+PUPGtlK7iy4vqEFWI9FFCQqSZhxXfukqgKp+7TVYHt7i5zc345cIv2JG7A4/d8Jikx6IYM6I5eOF76Ooh1BhroFFofLwi/8Yt4fvQQw8BAJ5//vlGj1Fzm2eYzCZhaptHFV+AG2LBC1+RiQvg7BNGuQYKFyuWTVkdKuuMYFnutk6kiq+1v9etpgKphlgIwtf//L083kh2yC7PBgAkBydLdgwBXqRW5gG1FYDazeofX+0NjAbUbpylIDAgfgBkjAyZZZm4UnUF8UHSRMJV1Vfh4NWDAMjfSzRNu5B2iA2MRX51Pg5dPYRBCYN8vSS/xi2rg9lsbvJCotczSutKYWJNYMAgQuNht7+EDW4xCj0AoE7p+j9moeJbbyt8eX+vSiGDWunm4I5r8MjfCwCBlvdAL3KWrx8nOvB4w+ObVZEFgPvHIzmaUCDIMhnOk6pv8Xnumqq9bhOiCkGvqF4AgB2Xd0h2nF1XdsFoNiI5OFn4eSaIa2EYhuwOLQi3hK89ysrKxNqVX1NUw51SD1OHeR6LI2GWb7SiGgCgV7gufK0HWLB8iRfSDK9wO9GBRyqrgx9n+PLwHt+86jzUmeokOYZXK74AEN2Fu8495P4+eNEcScLXE25uczMACIMlpGD75e0AyOZANM+A+AEAqMGtJeCW8H311VexZs0a4eu77roL4eHhSEhIoKY3DxEl0YFHwopvhIwTvtUy1yupfPXVaDZCb9QL9zcMr2gBGb48klsd/Ff4hqvDEaQMAgsWORXSTILMKucqvskhyZLsvxHJlq7+izvd3wdFmYnCzQmc8N2Xt0+SD1Yms0moJg9JJOFLOKZ/XH/IGBkulF9AfnW+r5fj17glfD/88EMkJnLRQBs2bMDGjRuxfv16jB07Fk888YSoC/Q3RGls45FwiEUYw+VjVjA6l5+rUWgQIAsAYOvzlWRcscVO4X7FV6pUB8u44kD/Fb4MwzT4fCvF9/myLCv4h71idQCAthbvXvYuwOpshkvQ8ApR6BTWCdHaaNSaanEw/6Do+/+r6C+U1pVCF6CjaW1Es4SoQtA9sjsAsjv4GreEb35+viB8161bh0mTJmHUqFF48sknceDAAVEX6G+0lopviCXKrNwN4cswjI3dgUfI8BVzeIWnFV9e+EqW6uC/whcA2uqk8/kW6AugN+ohZ+TSZ/jyJPQBFBrug1JhhuvPZ1ny+IoEwzBC1Ze3JIjJ1pytALhpbUqZdJMHiesHwed7hYSvL3FL+IaFhSEnhzs1uX79eowcORIAV2Gh5jbP4Cu+Ho0r5pFQ+OpYTlCWmIPcen6wihOi1hXfSn5qmwQVX/54LsN7fA16oK5KpFWhoYLs58JXymQHvrGtja6NpCORbVCogMR+3O1sN7ylFblAfRWXwR2WLOrS/BHe57v98nabfgIxoBgzwlUGJHA+3715e2E0G328Gv/FLeF7xx13YMqUKbjllltQXFyMsWPHAgCOHDmClBSqUngCX/GN1kZ7vjNB+JZ5vq9rCDRxwrfIHOjW8+1Fmok9vAIQoeKr0gFKy2usuirSqkAVXwtSZvnyjW3tgr1kc+BJ5sQWLrpR1bnAiSnE9QQUAeKtyU9Jj0uHQqbA5arLon64ulx5GZllmZAzcoqmIpymW0Q3BAcEo7K+0itTBQn7uCV8ly1bhnnz5qFLly7YsGEDgoK4ql9eXh7+7//+T9QF+ht8qoM4VodQ7lqCiq/GwAnWAqPWrefbm94mNLe1JI8vAOgsEVWSCF//zfEFpK34ZldkA/BiYxtPW0uDW/ZO132+mRu46463iLsmP0Wr1OKGGG5crJh2hz8v/gkA6BXdy7O/LYRfIZfJcVPcTQAo3cGXuCV8lUolHn/8cbz99tvo3bu3cP+jjz6K2bNni7Y4f0SwOoghiCS0Oqgswjff4J7wtevxrW2BHl+gIZu1UqROXJMBqLVUuv294mvx+BboC1BjrBF130Kig7eizHgS+gIKNZcE4kqer8kInN/C3U4ZKc3a/BDe5ytWrJnJbML/Mv4HALi1A00pJVxjYAL5fH2N2+eUz507hy1btqCgoABms9nmsUWLFnm8MH+EZdmGVAdRm9vKPN/XNSjrOTF9pc690Yu855bP2QWsmts0IlodPM3xBRqEr1gVXz7RAUxDVd5PCVWHIkQVgvK6clyquITO4Z1F27dgdfBWogOPUg206cd5fLN3AFGdnHte7iEuc1sdyolnQhRubnMzXjv4Gg5ePQi9QQ+t0r0P6zy7ruxCblUuggOCMbbdWJFWSfgLfJ7viaITKK8rpzMGPsAthfHxxx/jH//4ByIjIxEbG2szCpZhGBK+bmJiTXh+wPMorCkUV/jWlQNmEyATZxoaAMgtQzEKTIGoM5qgUri2b8ce3xZW8dXFcteiCV/e5hAu6nvSWmmra4vjdcdxqVI84VtjrEFedR4AH1gdACB5ECd6L+4C+s1y7jmZG7nrDsPp50JEkoOTkahLRE5lDvbm7cXwpOEe7e+bM98AAG5LuQ0ahXsf/An/JTYwFh1COuB8+XnszduL0cmjfb0kv8Mtq8OLL76Il156Cfn5+Th69CiOHDkiXA4fPiz2Gv0GhUyBCR0mYGa3meJ0ofM5vkDDqXUxMNaBMXADLErZICGNwRVCAixji62Fr8XjqxOpuc1kNqHSwOUNi1LxrRRb+Pq3zYFHCp/vpYpLYMEiOCAYYaow0fbrNO74fHnhSzYHUREz1uxSxSUhg/Xuznd7vDbCP+HTHcjn6xvcEr6lpaW46667xF4LITZyBRBgydkV0+drOVVvAoNKaAWLgivwQlTKARaV9ZXCbV2A63nDAoLVQSSPL0WZ2cALXzGzfPkos3Yh7WzOSHmNNv0AuYo7S8Dn8jqiugi4coS7nTJC2rX5Idbjiz2JNVuTsQYsWAxMGCj83BKEq/BJINsvb4eZNTezNSE2bgnfu+66C3/++afYayGkQIoGtxpO+FYiCCxkqHCn4ssL33rriq+4Vgd+31qF1rOAeSHVoUCEVYEqvtfAN7iJWfHl/b1eb2zj4X2+gHPji89vBsACsd0brDWEaPSL7Qe1XI0CfQHOlp51ax81xhr8kPkDAOCezveIuTzCz+gX0w9ByiAU1RTheOFxXy/H73DrnHJKSgr+/e9/Y+/evejevTuUSltR8fDDD4uyOEIENKFA+SVxG9wsFd8qmaVBTYSKr8nMorKOjzMTx+rA+3s9bh4IsggRsVId+OY2Er4AGrJ8xRS+QqKDL/y9PMkDOdGbvRPoO93xtmRzkBSVXIX+cf2x7fI27Mjd4ZaX/Pes31FZX4mEoATK7iU8QilX4uY2N+P3rN+xOWczjbz2Mm4pjI8++ghBQUHYtm0btm3bZvMYwzAkfFsSElZ8q+UW4VvrhvC18viyLIuKGoNghQzTihPcL0xt86SxDWiwOuiLuCgyT/3XVPG1gT9lXFxbjKr6KgQFuDcN0Bo+w9frwyusSR4EbHsVyN7F+XybslyYzUDmJu52CuX3SsXNCTdzwvfyDszu7lrsJsuyWH1mNQDO2yun5kPCQ0YkjeCE76XNeLTPo76xZPkpbgnfrKwssddBSIUUQywsFctaBSde+aY0V+CrsCbWhGpDNUr03P06tQJKuVsOnEaIVvHVRgAyBWA2cnaHkATP9ldNHl9rdAE6hKvDUVJbgkuVl9AlootH+2NZ1ndRZta06QfIA4DKK0DJBSCig/3t8o5yH6oCdEDijV5doj9xc5ubgX3A0cKjLsdIHSs8htMlp6GSq3B7yu0SrpLwFwYlDEKALAAXKy7iQvkFdAht4u8DITriKAwvUFJSgqlTpyI4OBihoaGYNWsWqqqqmn3enj17MHz4cAQGBiI4OBiDBw9GTY24QfktGgkrvnUBoQDcq/iqFWqo5WoA3BCL0up6AEB4oHhjWkWr+MpkQKBlhLQYkWZU8W1Ekk68BrfCmkLojXrIGTkSdYke789tlBoggZsa5nB8MV/tbT/E87MJRJPEB8UjJTQFZtaMb89+69JzV2dw1d4xyWMQap2WQxBuEqgMxE3x3BS3zZc2+3g1/oXbwvfy5ct4//33sXDhQjz22GM2FymYOnUqTp48iQ0bNmDdunXYvn07HnjgAYfP2bNnD8aMGYNRo0Zh//79OHDgAObNmweZrNXofc/hha8ld1cULBVfoyWLt9IN4Qs0DLEory9HiUX4imVzAESs+ALiji3mhW+gf48rtkbMSDPe35sQlCBOLKAnJFvFmjUFjSn2Gvd3vR8A8N7R95BRkuHUc4privFnNtfMfU8qNbUR4jE8kcuU3nRpk49X4l+4ZXXYtGkTbr31VrRv3x5nzpxBt27dkJ2dDZZl0adPH7HXiNOnT2P9+vU4cOAAbriBq6AsX74c48aNw+uvv474+Hi7z3v00Ufx8MMPY+HChcJ9nTuLNxmqVSBJxZfbl1kdDsA9qwPACdICfQHK68pRqufixlpkxRcQd2yx0NwW7vm+rhP4BrdLlZ5XfFuEzYEneRCw/bWmfb41pcDlA9ztDhRjJjUTO0zE5kubsSVnC57a+RS+Gf8NVHKVw+d8f+57GMwG9Ijsga6RXb20UsIfGJI4BMweBieLTyK/Oh+xgZTo4g3cKn0+9dRTePzxx/HXX39BrVZj7dq1yMnJwZAhQyTJ992zZw9CQ0MF0QsAI0eOhEwmw759++w+p6CgAPv27UN0dDQGDBiAmJgYDBkyBDt3Oo4WqqurQ0VFhc2lVcOflpPA48uLanesDkDD9LaKugqU6rl9hGolmNqmElH4ehppxrKU42sHMSu+fGObz6LMrGlzIyBTAhWXgdLsxo9f2AqwZiAqFQj1oS3DT2AYBs+lP4dwdTjOlZ7Du0fedbi90WzE/87+DwAwOXWyN5ZI+BGRmkj0ju4NgOwO3sQt4Xv69GlMmzYNAKBQKFBTU4OgoCA8//zzePXVV0VdIADk5+cjOjra5j6FQoHw8HDk59uvwF24cAEAsHjxYsyZMwfr169Hnz59MGLECJw7d67JYy1duhQhISHCJTGxlf8zktDjKwvkhJs7cWZAQ7KDjcdXRKuDqBVfYWyxhxVfgx4w1nK3SfgK8Fm+Ynh8W0SUGU+AFkjoy9225/M9RzFm3iZCE4ElA5YAAL44+QUO5B9octu1Z9civzofYaowjEoe5a0lEn4EP0J7cw4JX2/hlvANDAxEfT0nVOLi4nD+fMNkoqKiIqf3s3DhQjAM4/By5swZd5YIs5mbhvLggw9ixowZ6N27N5YtW4bOnTtjxYoVTT7vqaeeQnl5uXDJyclx6/gtBkH4lom3T4uIVgRZrA5uDLAAbLN8BY+viFYHUT2+QZYPXp6OLeb9vXIVIEJs1/UCX/EtrStFRb1nZ1mEKLOWYHUAGny+f31na5VhWcrv9RFDE4fizo53ggWLZ3Y+YzPlEeD+Ji3csRAv7nsRADCp86RmLREE4Q68z/dg/kGbSaaEdLjl8b3pppuwc+dOpKWlYdy4cViwYAH++usvfP/997jpppuc3s+CBQswffp0h9u0b98esbGxKCiwPcVsNBpRUlKC2Fj7npi4uDgAQJcuttFIaWlpuHSp6aqSSqWCSnUd/YGTouJrsToE6KIAlLtd8bVubivVi5/qwAsocTy+IlV8rRMdKLdRIFAZiChNFAprCnGp4hK6RXZzaz+1xlpcqboCoIVYHQCg/TBgxxvAhS3Am12ATqOB3vcBwfHcz5NSC7Qd4OtV+h1P9nsS+/L24XLVZSzdtxQv3/wyAG6M7OLdi1FYUwgZI8PMbjPxYM8Hfbxa4nolMTgRHcM64lzpOWy/vB0TOkzw9ZKue9wSvm+++aYQJbZkyRJUVVVhzZo16NixI958802n9xMVFYWoqKhmt0tPT0dZWRkOHTqEvn2504abN2+G2WxG//797T4nOTkZ8fHxyMiw7dw9e/Ysxo4d6/QaWz3WwtdRiL6zsKwgotUhFuHrocfXpuLbYlMdeOHroce3mqLMmiIpOAmFNYW4WHHRbeF7seIiWLBCNnCLIHkQcMfHwIFPgJx9QMZv3EVu+VlvNxhQXEcftlsJWqUWS29eivvX349fLvyCfrH9cKzwGNaeWwuA++D00qCX0COqh49XSlzvDE8cjnOl57D50mYSvl7AZauDyWTC5cuXkZTEnZoMDAzEhx9+iOPHj2Pt2rVo27at6ItMS0vDmDFjMGfOHOzfvx+7du3CvHnzMHnyZCHRITc3F6mpqdi/fz8AronhiSeewDvvvIPvvvsOmZmZ+Pe//40zZ85g1qxZoq+xxcIPsDAbgPpqz/dXWw6wJgCANoT70OJ2qoPV9LYyS3NbmJjNbaJWfK1yfPkRc+4gRJmR8L0WMUYXW9scWswkJIYBekwCZv0JzN0PDPgnoI0ETNyHPYox8x29onthVjfu/8Gi3Yuw9txaMGBwX5f78O2Eb0n0El5hRBKX6LLryi7U8j0ghGS4XPGVy+UYNWoUTp8+jdDQUAmWZJ+VK1di3rx5GDFiBGQyGe6880688847wuMGgwEZGRnQ6/XCffPnz0dtbS0effRRlJSUoGfPntiwYQM6dPCjCSlKLVdZMtVzWb4qD32llsY2KLUI1nH7qjGYYDCZXZ64ZuPxFdnqUGeqQ62p1uY4HsGnOpjquYq3u1FkNLyiSfghFh4JX0uUWYuxOVxLVGdg1IvA8EXA2fVA2UWgz/2+XpVf84+e/8DO3J04XXIaCUEJeGHgC+gX28/XyyL8iNTwVMQFxiGvOg97ruzBsKRhvl7SdY1bVodu3brhwoULaNfOe80j4eHhWLVqVZOPJycng7VTiVu4cKFNjq/fwTCc3aHqKifYQtp4tj+9xSusCUeQquHHp7LW6LJo5QVpWV0Zyi0+YbGa23ibg4yRIVAZ6PkOFSru+1hTyn0vSfiKDp/CkFmW6fY+siq4RIcW09jWFIoAoMutvl4FAUApV+KjWz7Czis7MSxxmDh/LwjCBRiGwfCk4Vh5eiU252y+LoRvaW0pVmesRrvgdhjTboyvl2ODW6kOL774Ih5//HGsW7cOeXl511fu7fWImA1ufMVXGwaFXCaIX3ca3BqEb7ngHgjViGN14LtjgwOCIWNEmtTHN7h5MsSiupC7JuHbiJ5RPQEA50rPuZ3s0OIrvkSLJFQdir+1/xuJXsJn8HaHrTlbYTS7Zx9sCeRU5uClvS9h1Hej8P7R9/H+sfdhZs2+XpYNLlV8n3/+eSxYsADjxo0DANx66602PjqWZcEwDEwmk7irJDxDzCEWwvAKruKpUytQVWd0q8GN9/hyIodFiCYAChftEk0hqr+XJygaKDzt2djiCi5xALo4cdZ0HRGpiUSSLgmXKi/haMFRDG4z2KXnsyzb8qLMCIIgnKB3dG+EqEJQVleGIwVHWp3d5mTxSXx+4nP8efFPQeimhadhZreZ3Nn4FtJyAbgofJcsWYKHHnoIW7ZskWo9hBRIUvHlhG+wWom88lq3Gtz4iq+ZNQGyOoRpxau28BVfUfy9PDoRKr4Vudy1p5aT65Te0b1xqfISjhQccVn4FtYUotpQDRkjQ6KulQ+eIQjCr1DIFBjSZgh+Pv8zNl/a3CqEL8uy2HVlFz4/8Tn25TdM0R0YPxAzus3AjbE3tpwmYytcEr68h3bIkCGSLIaQCDGHWFxT8Q3WWKwOblR81Qo11HI1ak21YOR6hIk4p1yaiq8IY4vLL3PXISTM7NE3pi9+Ov8TDl897PJzeZtDQlACAuTixeIRBEF4gxFJIwTh+2S/J1ukaOTRG/R4Zucz2HiJG8KjYBQY024Mpnedjs7hnX28Ose43NzWkt8IogkkrvgC7o8tDlYFo1bPCV9RxxVbeXxFQxC+blZ8a8sBS9MdQhLEWdN1Rp+YPgCAv4r+Qp2pzqVpWRmlXGY32RwIgmiNpMenQy1X40r1FWSUZiA1PNXXS7LLlaoreHjzw8gozYBSpsTk1Mm4L+0+xAW1Dgufy8K3U6dOzYrfkpIStxdESACf5SuBxzfY0ozm7hCLEFUICvQFYOQ14o4r5iu+KhGFr2B1cNPjy1d7NeFAADXR2CNJl4RwdThKaktwsuikIISdYfeV3QCAfjEt/xQhQRDEtWgUGgxMGIhNlzZh06VNLVL4Hik4gvlb5qOktgTh6nC8Pext9Iru5etluYTLwnfJkiUICRHRN0lIj6QVX+5HqLLWvS5UfnobI9eLOq5Y2oqvh8KXqr1NwjAM+sb0xYaLG3C44LDTwrfOVIeD+QcBAAMSaPwvQRCtkxFJI7Dp0ib8lPkTHujxAJQy8YY6ecoP537A83ufh9FsROewzlg+fHmrqfJa47LwnTx5MqKjo6VYCyEVvPCtLfN8X01VfN20OvDJDoxcj1AJprZJ0tzmsfAlf68j+kT34YTv1cNAd+eec+jqIdSaahGtiUbH0I7SLpAgCEIibml7C944+AbyqvPw24XfMDFloq+XBJPZhDcPvYkvT30JgFvjiwNfhFap9fHK3MOl7Cjy97ZSxLQ68Pu41uPrZsWXF6aMTGSPb70UFV/LB766CqBe73hbu4vihS8lOjiid0xvAMDRgqMwmZ2LRtydy9kcBiQMoL9TBEG0WtQKNe7rch8A4NMTn/o8A7eyvhLzNs8TRO9DPR/C60Neb7WiF3BR+NqbjEa0AkRNdSi22Sef6lBmGTnsKoLwFdnjW1lXabN/UVAFAwoNd9udBjcSvk7ROawztAotKg2VTk9x23VlFwAuRocgCKI1c3fnu6FT6pBVnoXNlzb7bB2V9ZWY9ccs7MzdCbVcjdeHvI65veaKNxTKR7i0erPZTDaH1ohYAyzqKgGDpdJp8btGBHJd90VVngpfkT2+UlR8GQbQeRBpRsLXKRQyhdAscbig+Viz/Op8ZJZlQsbIcFPcTRKvjiAIQlqCAoIwOXUyAOCTvz7xSdGxxliDeZvm4XTJaYSrw/HF2C8wOnm019chBa1bthPOwVd866sAk3teXAANYk8ZCKiCAACROl741rm1S2uPb5iIVoeKOgk8vkBDg5s7Qyx44RtMwrc5ekdzdgdn8nz3XNkDAOgW0Q2h/Ic8giCIVsy9Xe6FWq7GyeKT2JO3x6vHNpgMeGzrYzhccBg6pQ4f3fIRukR08eoapISErz+gDoEwL9ATuwPf1BXUUPWPDOLEanFVvVufSnVKriLLyGsQJlJzG8uy0gywANxPdjCbgErLuGKq+DZL35i+ADjh29zP1c7cnQCAgQlkcyAI4vogXB2Ov3f6OwCu6ustTGYTntn5jGBveG/key1+IIWrkPD1B2Ryi/hFg0fXHXixp2uYsBYZxFV8601mt8YWy8Dl2TJyPUI04gjfakM1TCzXFCV6xdfdZIeqq4DZCDBym+8fYZ/ukd2hkClQUFOA3KrcJrczmo3Ym7cXADAgnmLMCIK4fri/6/1QyBQ4kH8ARwuOSn48lmWxdP9S/J79OxQyBZYNWyacfbueIOHrL/CVymoPxu3yVgeriq9aKYdOxTW4FbpjdzBxnaEyRQ0UcnF+HHl/b4AsAGqFWpR9CvCv3dUhFoLNIYH7IEI4RK1Qo2tEVwCOfb4nik6gor4CugAdukV289byCIIgJCc2MBYT2k8AAHz616eSH2/5keVYk7EGDBgsHbQUgxIGSX5MX0DC11/gBZs7TVk8gtUhxuZuT3y+JqMlJUGmF83AL5m/FwCC+Iqvix7f8hzummwOTtMnmhte4cjny09rS49Lh0Lmciw5QRBEi2ZGtxlgwGDr5a04W3pWsuN8cfILfPzXxwCAZ296FmPajZHsWL6GhK+/4OnUMevnBtkme0QFuS986+stFVnGjCpDlftrs6K0jkuvkET4uju2mKa2uQw/tc1RxVeIMSN/L0EQ1yHtQtrhlra3AJCu6vvDuR/w+sHXAQCP9HkEkzpPkuQ4LQUSvv6CKMKXtzpcW/HlGtyKKl0XvlW1DFgz5+3lxwx7SmktJ3zD1eGi7M8Gd7+P5RafKlV8nYb3lmWVZ6GktqTR4+V15ThRdAIA+XsJgrh+md19NgBgffZ65FTkiLrv7899j+d2PwcAmN51OmZ1myXq/lsiJHz9BSmtDkHuZ/mWVNeDNXF2B96b6ym88A1Th4myPxsEr3QhYHKhmY8yfF0mRBWClNAUAMCRgiONHt+Ttwdm1oyU0BTEBlLDIEEQ1ydpEWkYmDAQZtaMz05+Jtp+V51ehed2PwcWLO7ufDce6/uYX0y+JOHrL3iSP8tjp7kNsBa+rld8S6vrwVoa3MSq+PLVwTCVBMI3MBJgZABYTvw6i+DxTRR/Tdcxjny+wphiqvYSBHGdM6f7HADAj5k/okDvQQHLwmcnPsPS/UsBANO6TMMz/Z/xC9ELkPD1Hzyt+JrNTVsdLMK30A2rQ6neILrw5T2+klgdZHIgkP9euvAhgiq+bsH7fA9ePWjT/MiyLHblkr+XIAj/oG9MX/SO7g2D2YC3D78Nk9nk1n5YlsUHRz/Am4feBAA80OMBPH7D434jegESvv6Du/mzPDUlgCUbF4FRNg/xQyzcqvjqrawOInt8JbE6AK5/iKjXc98/gIszI5yGr/ieKj6F8T+MxwdHP0BOZQ4yyzJRUFMAtVwtDLsgCIK4nnmo50MAgJ/P/4x/bPwHymrLXHo+y7JYdngZ3j/2PgDg4d4P45+9/+lXohcg4es/8FVafbF7Y4t5wayNAOS2gyYa4szc9fhyQyxajfAVkh2crPhWWBrbAnQNg0QIp4gLisPMbjOhUWiQU5mD94+9j3Hfj8M/Nv4DANA3ti9UcpWPV0kQBCE9A+IH4LXBr0Gj0GBP3h7cve5unC4+7dRzzawZS/cvxWcnOI/wk/2exJwec6RcbouFhK+/oAnnpoaBBaqLXH8+L/KusTkADXFmhVV1LmfxWld8y+rKXF+XHXiPryRWB8D1ZAfrDF8/+2QtBo/2fRRbJ23Fy4NexoD4AZAxMlzVc9/7QfHXZ8A6QRCEPca0G4OV41YiUZeIK9VXcN/v9+GX8780uT3LssgoycDTO5/GN2e+AQMGi9IX4b4u93lx1S0LSnz3F2Qy7hR9ZR4n2ILjXHt+E/5ewGpssdGMyjojgtXOjx4ura4HtJzHt6K+wrU1NbVPi8dXkuY2wHXbCPl7PUar1GJChwmY0GECrlZfxW9Zv+Gq/iru6HiHr5dGEAThVTqGdcTqv63Gwu0LsSN3B57e+TROFJ3A4/0eh1KmBMuyOFF0AhsubcCmi5twqfISAEDGyPDCwBdwa4dbffwKfAsJX39CEL5uNLg1EWUGAJoAOQID5KiuN6Goss5p4WswmVFRa4RSLZ7H12g2CvuRzuPrYkIGCV9RiQmMwYxuM3y9DIIgCJ8RHBCMd0e8iw+OfYAPj32IVWdW4UzJGXSJ6IJNlzYhrzpP2FYlV2FA/ABMSZuCm+Ju8uGqWwYkfP0J4RS9G5FmTUSZ8UTqVKgu1qOoqh7to+xu0ogyPec1FjPVgbdLMGAQqgr1eH92cdnqwA+voMY2giAIQhxkjAxze81Fl/AueHrn0zhccFiYdKlRaDC4zWCMbDsSgxMGQ6vU+ni1LQcSvv6EkEbgRrKDg4ovwNkdLhbrXUp2KNVzzXBBimCYII7Hl/f3hqhCIJfJPd6fXcLactdF5wCWbd63Sxm+BEEQhEQMSxqGVeNX4T8H/oMwVRhGth2JAfEDoFaofb20FgkJX38iiPemimt1ABoa3FwRviXVnPANVoWgFOJ4fCVPdACAqFRApgRqy4CySw1CuCnI6kAQBEFISLuQdvhg5Ae+XkargFId/AlXT9Fb06zVwZLl68IQizJLxTdcHQqAszq4mgpxLYLwlaqxDQAUKiA6lbudf9zxtixLwpcgCIIgWggkfP0JT6a3OWF1AIBCF7J8S6o5j2+EJhQAYGJNqDJUub42631KHWXGE9eTu8475ni76iLAVAeAAXTx0q6JIAiCIAiHkPD1J9yt+BrruNP6QNMVXzfGFvMe34jAQKjlnBfJ0wY3SccVWxPLC99mKr4VlmpvUAygCJB2TQRBEARBOKTVCN+SkhJMnToVwcHBCA0NxaxZs1BV1XR1MDs7GwzD2L18++23Xlx5C8Ldii+/vUwJaOxbCCI98PiGBQYgRMVNNCuv91D4esPjCzhf8SWbA0EQBEG0GFqN8J06dSpOnjyJDRs2YN26ddi+fTseeOCBJrdPTExEXl6ezWXJkiUICgrC2LFjvbjyFgRf8a2vAupcsBRYD69oIsEgivf4upLqYBG+4Vor4VvrmfDlrQ6SC9+YrgAYLhqu0kEFnYQvQRAEQbQYWkWqw+nTp7F+/XocOHAAN9xwAwBg+fLlGDduHF5//XXExzf2TsrlcsTGxtrc98MPP2DSpEkICgryyrpbHKogQBkIGKo5u4PKye+D4O+1b3MAbCu+LMuCcWI0L291CAsMQEituBVfya0OqiAgsiNQdJZrcNPdYn87Er4EQRAE0WJoFRXfPXv2IDQ0VBC9ADBy5EjIZDLs27fPqX0cOnQIR48exaxZsxxuV1dXh4qKCpvLdYWO9/m6YHfgha8utslNeOFbazCjut7k1G5LLAMswrUBCAmwCF9PPb7esjoAQGwP7tqR3UHI8CXhSxAEQRC+plUI3/z8fERH21YbFQoFwsPDkZ/v3BSyTz/9FGlpaRgwYIDD7ZYuXYqQkBDhkph4nQ0dcKfBrZkoMwAIVCmgUXIDI5yNNCsVPL7KBquDSM1tksaZ8Tjj8xWmtpHwJQiCIAhf41Phu3DhwiYb0PjLmTNnPD5OTU0NVq1a1Wy1FwCeeuoplJeXC5ecnByPj9+icKfBjR9x3ESUGU+kiz5fQfhaeXw9md5mZs3C8yW3OgBAnKXi6yjLl6wOBEEQBNFi8KnHd8GCBZg+fbrDbdq3b4/Y2FgUFNgKNaPRiJKSkkY+Xnt899130Ov1mDZtWrPbqlQqqFSqZrdrtUhU8QU4u0NOSY1TwtdgMqOyzggACLdKdfBkelt5XTnMrBkAEGoZiiEpvNWhNBuoKQM01xzTWNfwoYHGFRMEQRCEz/Gp8I2KikJUVFSz26Wnp6OsrAyHDh1C3759AQCbN2+G2WxG//79m33+p59+iltvvdWpY133CBVfV4Sv4+EVPK4MseAb22QMEKxWIlQVCsAzqwPv79UF6KCUKd3ej9Now4GQJKD8EpD/F9DuZtvHK65w1wo1oI2Qfj0EQRAEQTikVXh809LSMGbMGMyZMwf79+/Hrl27MG/ePEyePFlIdMjNzUVqair2799v89zMzExs374ds2fP9sXSWx5uVXydE75ROkuygxMe31LL1LYwbQBkMkZobvPE6uC1qW3WxDlocONtDsEJTcbAEQRBEAThPVqF8AWAlStXIjU1FSNGjMC4ceMwaNAgfPTRR8LjBoMBGRkZ0Ov1Ns9bsWIF2rRpg1GjRnl7yS2TIIs1xFnhy7IuWR0AoNAJqwM/vCJUy1Vmg1XBADys+HqzsY0nrhd3bc/nW0GNbQRBEATRkmgVOb4AEB4ejlWrVjX5eHJyMliWbXT/yy+/jJdfflnKpbUuXG1uq6sAjLXc7UDHwjcqyNLc5kzF12J1CA/knsNbHTzx+JbUeGl4hTWOKr6FGdw1CV+CIAiiGUwmEwwGg6+X0WJRKpWQy+Ue76fVCF9CJIKscnzNZkDWTNGfF8iqYCBA63BTV8YWC8MrtJzwtY4zc3YAxrWU1PnC6mCJNCs6C9TrG75HteXAwRXc7fZDvbcegiAIolXBsizy8/NRVlbm66W0eEJDQxEbG+uWRuAh4etvBEYCYADWBNSUWL52gBNT23gieY+vM81t1bYV3+AAzupgYk2oMlRBF6Brdh+N9unN4RU8uliuEl5dAFw9CST24+7f/S5QWwZEpQLd7vTeegiCIIhWBS96o6OjodVqPRJ11yssy0Kv1wsJX3FxcW7vi4SvvyFXcgkD+iJO1DotfB03tgGuVXxL+OY2i/BVK9TQKrTQG/UoqS3xTPh60+MLcFXfzA1A/jFO+FYVAnve4x4b/iwg8/zUDEEQBHH9YTKZBNEbEUHpP47QaDQAgIKCAkRHR7tte2g1zW2EiLiS7CA0tjkjfDkRq683QV9vdLhtXnmN5TkNmcnRWq6qXKB3YbiGFT6p+AKNfb47lwGGaiC+N5D6N++uhSAIgmg18J5erdaxlZDg4L9PnnihSfj6I7xtodIZ4et8xTdIpYBKwf1IFVU6tjucvVoJAEiJDhLui9JyOcuF+sLm12UHn3h8AavRxce5CLMDn3Bfj1hEMWYEQRBEs5C9wTnE+D6R8PVHdC5EmjkZZQZwP5DORJrVGU3ILuZi5zrFNAhfsSq+Xhe+/AS3glPA5pcAUx2QfDPQfph310EQBEEQhENI+PojrkSauVDxBawb3JoWvllF1TCZWejUCsQGq4X7ozUW4VvjuvBlWRZltWUAfGB1CEsGVCGAqR44ZoncG/5vqvYSBEEQRAuDhK8/4pLH1zXhK2T5OhC+GfmczaFTjM7mtIUnFd+K+goYWc5X7PWKL8M0+HwBoNMYIKn5UdoEQRAE0dpgGMbhZfHixcjOzm7y8b179wr72rp1K/r06QOVSoWUlBR8/vnnkq+fUh38EVeEb6XzcWaA1fQ2B0Mszl2tAmBrcwA88/jyNodAZV6mPS0AAN1+SURBVCAC5AEuP99j4noC2Tu428Of9f7xCYIgCMIL5OXlCbfXrFmDRYsWISMjQ7gvKCgIRUVFAICNGzeia9euNs/n0yuysrIwfvx4PPTQQ1i5ciU2bdqE2bNnIy4uDqNHj5Zs/SR8/RFnrQ5mExd7Bjhf8XXC6sA3tnWKsY0s4yu+V/VOjlO2wifjiq1JGQnseRfofS8Q2903ayAIgiBaNSzLosZg8smxNUq5U81jsbGxwu2QkBAwDGNzHwBB+EZERDR6jOfDDz9Eu3bt8MYbbwAA0tLSsHPnTixbtoyELyEyzlZ8q4sA1gwwsubzfi0IWb4OUh3OFfAVX/vCt1Bf6PL0tpJaHyU68HQYBsz/CwhO8M3xCYIgiFZPjcGELov+8MmxTz0/GtoA78nCPXv2YOTIkTb3jR49GvPnz5f0uCR8/RG+4ltbBhhqAaXa/na8MNZGOj2EobkhFrUGE7KLqwEAHa+1Omg4q0O9uR7ldeUIVYc6dUzAhxm+1oQm+e7YBEEQBNHCGDBgAGQy23ayqiqu+JWfn4+YGNuzyTExMaioqEBNTY0wsEJsSPj6I+pQQK7iYreqC5oWbC4Mr+CJbKa5LbOgCiwLhGqViLIaXgEAAfIAhKnCUFpXioKagtYnfAmCIAjCAzRKOU49L91p/uaOLTZr1qxBWlqa6Pv1BBK+/gjDcGK2/BInbpsUvq41tgHWcWb2rQ7nCuwnOvBEaaM44asvQKewTk4fl7c6kPAlCIIgWisMw3jVbiA1iYmJSElJsftYbGwsrl61tVxevXoVwcHBklV7AYoz81+EBjcHPt/yHO5aZ9+Ybg/e6lBVZ0StHYN+Rr79RAcea5+vKwgeX5WPPL4EQRAEQThNeno6Nm3aZHPfhg0bkJ6eLulxSfj6K840uF0+wF3H9XJ6t8FqBQLk3I+VvUizc00kOvC4m+xAVgeCIAiCaFkUFxcjPz/f5lJbWwsAeOihh3DhwgU8+eSTOHPmDN5//33873//w6OPPirpmkj4+ivNRZqZTUDOfu520k1O75YbW8z5fO2NLT5b4JzwdbXiK8SZkfAlCIIgiBbByJEjERcXZ3P58ccfAQDt2rXDr7/+ig0bNqBnz55444038Mknn0gaZQaQx9d/4Su+Fbn2Hy84DdRVAAE6IKar/W2aoH1UEK6U12J/Vgn6JDUIUX29ETklNQCaFr58soOr09t8HmdGEARBEH7G9OnTMX369Eb3Jycng2XZZp8/dOhQHDlyRIKVNQ1VfP2V2G7c9cXd9h+/tIe7TuzndJQZz9junCf4l2NXbO7nJ7ZFBgUgPND+dLUYLSfIC2qcF74sy5LVgSAIgiCIZiHh66+0GwwwcqA4EyjNbvz4Jcss7UTnbQ48Y7vFQS5jcPJKBbKKqoX7m5rYZg0/ttiVim+1oRoGswGADye3EQRBEATR4iHh66+oQ4DE/tztzE2NH8/Zx1274O/lCQ8MwIAO3CzudVZV36YmtlnDe3yLa4phNBudOh5f7VXL1dAqtS6vlyAIgiAI/4CErz+TMpy7Pr/Z9v7yy1yUGSMH2tzg1q4n9IwHAKw7nifcl5HPVXyvndhmTbg6HApGARYsimuKnTpWSR35ewmCIAiCaB4Svv5MhxHc9YVtgMnQcD9vc4jrAQQEurXr0V1ioZQzyLhaKVgc+Cizzg4qvjJGhkhtJADn7Q7k7yUIgiAIwhlI+Pozcb0AbQRQX9kQXQY0CN8k90OkQ7RKDO7I+XXXHbuCyloDrpRz2X0dHQhfAIjWcHYHZxvcSPgSBEEQBOEMJHz9GZkM6MDbHax8vkJjW3+Pdv+3nnEAOLvDWUuiQ0ywCiEapcPnudrgRlFmBEEQBEE4Awlff4e3O/ANbrXlQMFJ7rYbjW3WjEyLgUohw4Wiavx0lMsLdtTYxuPqEAuh4kuJDgRBEARBOICEr7/DV3zzjgJVhdyYYtYMhLUDdLEe7VqnVmJYZ07Ert6fA8A14evs2GKa2kYQBEEQhDOQ8PV3dDFAbHfu9oUtwCX3Y8zswdsd6k1mAEAnB4kOPK5WfMnqQBAEQRCEM5DwJazsDhsbJraJJHyHp0ZDG9Aw+a25xjbA9bHF1NxGEARBEN6BYRiHl8WLFyM7O7vJx/fu5fqI8vLyMGXKFHTq1AkymQzz58/3yvoVXjkK0bJJGQHseovz+Rr03H1uTGyzhzZAgRFpMcL44o7RzVd8XR1bTMKXIAiCILxDXl5DPv+aNWuwaNEiZGRkCPcFBQWhqKgIALBx40Z07drV5vkREdyAq7q6OkRFReHZZ5/FsmXLvLByDhK+BCdylYGAnvtBhSYMiOwk2u4n9IjDL8euIClcC53acaID0JDqUFlfiRpjDTQKTZPbGs1GFNZwlohITaQ4CyYIgiAIX8CyDQUob6PUAgzT7GaxsQ39PyEhIWAYxuY+AILwjYiIaPQYT3JyMt5++20AwIoVK9xdtcuQ8CUARQDQbjBw9nfu68SbuKgzkbilSwyW3NoVXeKDndo+SBkEjUKDGmMNCvWFSApOanLbnMocGMwGaBQaxAXGibVkgiAIgvA+Bj3wcrxvjv30FbeHVrUmyONLcKSMaLid5Fl+77UwDIP7BySjX7JzzWcMwzid7JBZlgkAaB/SHjKGfpwJgiAIoqUwYMAABAUF2Vx8Taup+JaUlOCf//wnfvnlF8hkMtx55514++23HX4T8/Pz8cQTT2DDhg2orKxE586d8cwzz+DOO+/04spbCTbC1/2JbWIRrY3GxYqLzSY7ZJZywjclNMUbyyIIgiAI6VBqucqrr44tMmvWrEFaWpro+/WEViN8p06diry8PGzYsAEGgwEzZszAAw88gFWrVjX5nGnTpqGsrAw///wzIiMjsWrVKkyaNAkHDx5E7969vbj6VkB4e6DH3UBVAZDQ19ercTrZ4VzZOQBAx7COkq+JIAiCICSFYa4ru0FiYiJSUlpWYapVnBs+ffo01q9fj08++QT9+/fHoEGDsHz5cqxevRpXrjT9yWj37t345z//iRtvvBHt27fHs88+i9DQUBw6dKjJ59TV1aGiosLm4jfc8REw7UdA3nwDmtQ4m+xwvuw8AKr4EgRBEATRPK1C+O7ZswehoaG44YYbhPtGjhwJmUyGffv2Nfm8AQMGYM2aNSgpKYHZbMbq1atRW1uLoUOHNvmcpUuXIiQkRLgkJiaK+VIIJ+GTHRxVfOtN9bhYcREACV+CIAiCaGkUFxcjPz/f5lJbWys8fvToURw9ehRVVVUoLCzE0aNHcerUKUnX1CqsDvn5+YiOjra5T6FQIDw8HPn5+U0+73//+x/uvvtuREREQKFQQKvV4ocffnBYdn/qqafw2GOPCV9XVFSQ+PUBzkxvyyrPgok1QRegE7YnCIIgCKJlMHLkyEb3ffPNN5g8eTIA2NhODx06hFWrVqFt27bIzs6WbE0+rfguXLiw2QkgZ86ccXv///73v1FWVoaNGzfi4MGDeOyxxzBp0iT89ddfTT5HpVIhODjY5kJ4H17IOqr48okOHUM7gnEie5AgCIIgCPGYPn06ysrKGt2fnJwMlmXtXnjRC8Du41KKXsDHFd8FCxZg+vTpDrdp3749YmNjUVBgK4CMRiNKSkqaDEY+f/483n33XZw4cUKYGtKzZ0/s2LED7733Hj788ENRXgMhDdbNbSzL2hW2vPDtENrBq2sjCIIgCKJ14lPhGxUVhaioqGa3S09PR1lZGQ4dOoS+fbnEgc2bN8NsNqN/f/uZs3o9N/lEds0gBrlcDrPZ7OHKCanhK7715npU1FcgRBXSaBuKMiMIgiAIwhVaRXNbWloaxowZgzlz5mD//v3YtWsX5s2bh8mTJyM+nptwkpubi9TUVOzfvx8AkJqaipSUFDz44IPYv38/zp8/jzfeeAMbNmzAbbfd5sNXQzhDgDwAoapQAE0PsaAoM4IgCIIgXKFVCF8AWLlyJVJTUzFixAiMGzcOgwYNwkcffSQ8bjAYkJGRIVR6lUolfvvtN0RFRWHChAno0aMHvvzyS3zxxRcYN26cr14G4QKOGtz0Bj1yq3IBkNWBIAiCIAjnaBWpDgAQHh7ucFgFb6S2pmPHjli7dq3USyMkIkobhbOlZ+02uF0ovwAAiFBHIFzt3ChkgiAIgiD8m1ZT8SX8D2GIhR3he66UszmkhJG/lyAIgiAI5yDhS7RYHI0tto4yIwiCIAiCcAYSvkSLxVGWL0WZEQRBEAThKiR8iRZLu5B2AICDVw+i2lBt8xhFmREEQRAE4SokfIkWS9+YvkgOTkaVoQo/Zv4o3F9eV46CGq4KTMKXIAiCIAhnIeFLtFhkjAz3dbkPAPD1qa9hMpsAAOfLzgMA4gLjEBQQ5LP1EQRBEIS/wTCMw8vixYuRnZ3d5ON79+4FAHz//fe45ZZbEBUVheDgYKSnp+OPP/6QfP0kfIkWzd/a/w3BAcG4XHUZWy9vBdDg76VqL0EQBEF4l7y8POHy1ltvITg42Oa+xx9/XNh248aNNo/l5eUJE3i3b9+OW265Bb/99hsOHTqEYcOGYcKECThy5Iik6281Ob6Ef6JVanFXp7vw6YlP8dWprzAiaQRFmREEQRDXJSzLosZY45NjaxQaMAzT7HaxsbHC7ZCQEDAMY3MfABQVFQEAIiIiGj3G89Zbb9l8/fLLL+Onn37CL7/8gt69e7u4euch4Uu0eO5JvQdfnPwCh64ewqniUxRlRhAEQVyX1Bhr0H9Vf58ce9+UfdAqtT45NgCYzWZUVlYiPFzaoVRkdSBaPDGBMRiVPAoA8NWpr8jqQBAEQRCtgAEDBiAoKMjm0hSvv/46qqqqMGnSJEnXRBVfolUwrcs0/Jb1G37L+g1m1gwZIxPizgiCIAjiekCj0GDflH0+O7bYrFmzBmlpac1ut2rVKixZsgQ//fQToqOjRV+HNSR8iVZB18iu6BPdB4cLDgMAEnWJUCvUPl4VQRAEQYgHwzA+tRuITWJiIlJSHJ+dXb16NWbPno1vv/0WI0eOlHxNZHUgWg33drlXuE02B4IgCIJo3XzzzTeYMWMGvvnmG4wfP94rx6SKL9FqGJ44HAlBCcityqVRxQRBEATRwikuLkZ+fr7NfaGhoVCr1Vi1ahXuv/9+vP322+jfv7+wnUajQUhIiGRrooov0WqQy+R49qZn0TemL25Pud3XyyEIgiAIwgEjR45EXFyczeXHH38EAHz00UcwGo2YO3euzeOPPPKIpGtiWJZlJT1CK6eiogIhISEoLy9HcHCwr5dDEARBEMR1Qm1tLbKystCuXTuo1dS30hyOvl/O6jWq+BIEQRAEQRB+AQlfgiAIgiAIwi8g4UsQBEEQBEH4BSR8CYIgCIIgCL+AhC9BEARBEIQPoZwB5xDj+0TClyAIgiAIwgcolUoAgF6v9/FKWgf894n/vrkDDbAgCIIgCILwAXK5HKGhoSgoKAAAaLVaMAzj41W1PFiWhV6vR0FBAUJDQyGXy93eFwlfgiAIgiAIHxEbGwsAgvglmiY0NFT4frkLCV+CIAiCIAgfwTAM4uLiEB0dDYPB4OvltFiUSqVHlV4eEr4EQRAEQRA+Ri6XiyLsCMdQcxtBEARBEAThF5DwJQiCIAiCIPwCEr4EQRAEQRCEX0Ae32bgw5IrKip8vBKCIAiCIAjCHrxOa27IBQnfZqisrAQAJCYm+nglBEEQBEEQhCMqKysREhLS5OMMS3PyHGI2m3HlyhXodDqvhEpXVFQgMTEROTk5CA4Olvx4hPjQe9j6ofewdUPvX+uH3sPWj7ffQ5ZlUVlZifj4eMhkTTt5qeLbDDKZDG3atPH6cYODg+mXvZVD72Hrh97D1g29f60feg9bP958Dx1VenmouY0gCIIgCILwC0j4EgRBEARBEH4BCd8WhkqlwnPPPQeVSuXrpRBuQu9h64few9YNvX+tH3oPWz8t9T2k5jaCIAiCIAjCL6CKL0EQBEEQBOEXkPAlCIIgCIIg/AISvgRBEARBEIRfQMKXIAiCIAiC8AtI+HqZ7du3Y8KECYiPjwfDMPjxxx8dbj99+nQwDNPo0rVrV+8smLDB1fcPAFauXImePXtCq9UiLi4OM2fORHFxsfSLJeziznv43nvvIS0tDRqNBp07d8aXX34p/UIJuyxduhT9+vWDTqdDdHQ0brvtNmRkZDT7vG+//RapqalQq9Xo3r07fvvtNy+slrCHO+/hyZMnceeddyI5ORkMw+Ctt97yzmIJu7jzHn788ce4+eabERYWhrCwMIwcORL79+/30oobIOHrZaqrq9GzZ0+89957Tm3/9ttvIy8vT7jk5OQgPDwcd911l8QrJezh6vu3a9cuTJs2DbNmzcLJkyfx7bffYv/+/ZgzZ47EKyWawtX38IMPPsBTTz2FxYsX4+TJk1iyZAnmzp2LX375ReKVEvbYtm0b5s6di71792LDhg0wGAwYNWoUqqurm3zO7t27cc8992DWrFk4cuQIbrvtNtx22204ceKEF1dO8LjzHur1erRv3x6vvPIKYmNjvbhawh7uvIdbt27FPffcgy1btmDPnj1ITEzEqFGjkJub68WVA2AJnwGA/eGHH1x6zg8//MAyDMNmZ2dLsyjCaZx5/1577TW2ffv2Nve98847bEJCgoQrI5zFmfcwPT2dffzxx23ue+yxx9iBAwdKuDLCWQoKClgA7LZt25rcZtKkSez48eNt7uvfvz/74IMPSr08wgmceQ+tadu2Lbts2TJpF0W4hKvvIcuyrNFoZHU6HfvFF19IuLLGUMW3lfHpp59i5MiRaNu2ra+XQjhBeno6cnJy8Ntvv4FlWVy9ehXfffcdxo0b5+ulEU5SV1cHtVptc59Go8H+/fthMBh8tCqCp7y8HAAQHh7e5DZ79uzByJEjbe4bPXo09uzZI+naCOdw5j0kWjbuvId6vR4Gg8Hr7zsJ31bElStX8Pvvv2P27Nm+XgrhJAMHDsTKlStx9913IyAgALGxsQgJCXH6NDvhe0aPHo1PPvkEhw4dAsuyOHjwID755BMYDAYUFRX5enl+jdlsxvz58zFw4EB069atye3y8/MRExNjc19MTAzy8/OlXiLRDM6+h0TLxd338F//+hfi4+MbfSiVGhK+rYgvvvgCoaGhuO2223y9FMJJTp06hUceeQSLFi3CoUOHsH79emRnZ+Ohhx7y9dIIJ/n3v/+NsWPH4qabboJSqcTEiRNx//33AwBkMvoT6kvmzp2LEydOYPXq1b5eCuEm9B62ftx5D1955RWsXr0aP/zwQ6MzalJDf7VbCSzLYsWKFbjvvvsQEBDg6+UQTrJ06VIMHDgQTzzxBHr06IHRo0fj/fffx4oVK5CXl+fr5RFOoNFosGLFCuj1emRnZ+PSpUtITk6GTqdDVFSUr5fnt8ybNw/r1q3Dli1b0KZNG4fbxsbG4urVqzb3Xb16lZqkfIwr7yHRMnHnPXz99dfxyiuv4M8//0SPHj0kXmFjSPi2ErZt24bMzEzMmjXL10shXECv1zeqCsrlcgDchxmi9aBUKtGmTRvI5XKsXr0af/vb36ji6wNYlsW8efPwww8/YPPmzWjXrl2zz0lPT8emTZts7tuwYQPS09OlWibhAHfeQ6Jl4e57+J///AcvvPAC1q9fjxtuuEHiVdpH4ZOj+jFVVVXIzMwUvs7KysLRo0cRHh6OpKQkPPXUU8jNzW2UE/rpp5+if//+5IHyMa6+fxMmTMCcOXPwwQcfYPTo0cjLy8P8+fNx4403Ij4+3lcvw69x9T08e/Ys9u/fj/79+6O0tBRvvvkmTpw4gS+++MJXL8GvmTt3LlatWoWffvoJOp1O8OmGhIRAo9EAAKZNm4aEhAQsXboUAPDII49gyJAheOONNzB+/HisXr0aBw8exEcffeSz1+HPuPMe1tfX49SpU8Lt3NxcHD16FEFBQUhJSfHNC/Fj3HkPX331VSxatAirVq1CcnKy8JygoCAEBQV5b/FezZAg2C1btrAAGl3uv/9+lmVZ9v7772eHDBli85yysjJWo9GwH330kfcXTNjgzvv3zjvvsF26dGE1Gg0bFxfHTp06lb18+bL3F0+wLOv6e3jq1Cm2V69erEajYYODg9mJEyeyZ86c8c3iCbvvHQD2s88+E7YZMmSI8H7y/O9//2M7derEBgQEsF27dmV//fVX7y6cEHDnPczKyrL7nGv/3hLewZ33sG3btnaf89xzz3l17YzlBRAEQRAEQRDEdQ0Z1AiCIAiCIAi/gIQvQRAEQRAE4ReQ8CUIgiAIgiD8AhK+BEEQBEEQhF9AwpcgCIIgCILwC0j4EgRBEARBEH4BCV+CIAiCIAjCLyDhSxAEQRAEQfgFJHwJgiD8BIZh8OOPP/p6GQCAxYsXo1evXr5eBkEQfgYJX4IgCEJSWpLgJgjCvyHhSxAEQRAEQfgFJHwJgiAkYN26dQgNDYXJZAIAHD16FAzDYOHChcI2s2fPxr333ovi4mLcc889SEhIgFarRffu3fHNN98I23300UeIj4+H2Wy2OcbEiRMxc+ZM4euffvoJffr0gVqtRvv27bFkyRIYjcYm15iTk4NJkyYhNDQU4eHhmDhxIrKzs4XHp0+fjttuuw2vv/464uLiEBERgblz58JgMAjb5OXlYfz48dBoNGjXrh1WrVqF5ORkvPXWWwCA5ORkAMDtt98OhmGEr3m++uorJCcnIyQkBJMnT0ZlZaVT31+CIAh3IOFLEAQhATfffDMqKytx5MgRAMC2bdsQGRmJrVu3Ctts27YNQ4cORW1tLfr27Ytff/0VJ06cwAMPPID77rsP+/fvBwDcddddKC4uxpYtW4TnlpSUYP369Zg6dSoAYMeOHZg2bRoeeeQRnDp1Cv/973/x+eef46WXXrK7PoPBgNGjR0On02HHjh3YtWsXgoKCMGbMGNTX1wvbbdmyBefPn8eWLVvwxRdf4PPPP8fnn38uPD5t2jRcuXIFW7duxdq1a/HRRx+hoKBAePzAgQMAgM8++wx5eXnC1wBw/vx5/Pjjj1i3bh3WrVuHbdu24ZVXXnHzO04QBOEELEEQBCEJffr0YV977TWWZVn2tttuY1966SU2ICCAraysZC9fvswCYM+ePWv3uePHj2cXLFggfD1x4kR25syZwtf//e9/2fj4eNZkMrEsy7IjRoxgX375ZZt9fPXVV2xcXJzwNQD2hx9+EB7r3Lkzazabhcfr6upYjUbD/vHHHyzLsuz999/Ptm3bljUajcI2d911F3v33XezLMuyp0+fZgGwBw4cEB4/d+4cC4BdtmyZ3ePyPPfcc6xWq2UrKiqE+5544gm2f//+dr8fBEEQYkAVX4IgCIkYMmQItm7dCpZlsWPHDtxxxx1IS0vDzp07sW3bNsTHx6Njx44wmUx44YUX0L17d4SHhyMoKAh//PEHLl26JOxr6tSpWLt2Lerq6gAAK1euxOTJkyGTcX/Gjx07hueffx5BQUHCZc6cOcjLy4Ner2+0tmPHjiEzMxM6nU7YPjw8HLW1tTh//rywXdeuXSGXy4Wv4+LihIpuRkYGFAoF+vTpIzyekpKCsLAwp74/ycnJ0Ol0dvdNEAQhBQpfL4AgCOJ6ZejQoVixYgWOHTsGpVKJ1NRUDB06FFu3bkVpaSmGDBkCAHjttdfw9ttv46233kL37t0RGBiI+fPn21gOJkyYAJZl8euvv6Jfv37YsWMHli1bJjxeVVWFJUuW4I477mi0DrVa3ei+qqoq9O3bFytXrmz0WFRUlHBbqVTaPMYwTCOvsbtIuW+CIAh7kPAlCIKQCN7nu2zZMkHkDh06FK+88gpKS0uxYMECAMCuXbswceJE3HvvvQAAs9mMs2fPokuXLsK+1Go17rjjDqxcuRKZmZno3LmzTaW1T58+yMjIQEpKilNr69OnD9asWYPo6GgEBwe79fo6d+4Mo9GII0eOoG/fvgCAzMxMlJaW2mynVCqFJj+CIAhfQlYHgiAIiQgLC0OPHj2wcuVKDB06FAAwePBgHD58GGfPnhXEcMeOHbFhwwbs3r0bp0+fxoMPPoirV6822t/UqVPx66+/YsWKFUJTG8+iRYvw5ZdfYsmSJTh58iROnz6N1atX49lnn7W7tqlTpyIyMhITJ07Ejh07kJWVha1bt+Lhhx/G5cuXnXp9qampGDlyJB544AHs378fR44cwQMPPACNRgOGYYTtkpOTsWnTJuTn5zcSxQRBEN6EhC9BEISEDBkyBCaTSRC+4eHh6NKlC2JjY9G5c2cAwLPPPos+ffpg9OjRGDp0KGJjY3Hbbbc12tfw4cMRHh6OjIwMTJkyxeax0aNHY926dfjzzz/Rr18/3HTTTVi2bBnatm1rd11arRbbt29HUlKS4D2eNWsWamtrXaoAf/nll4iJicHgwYNx++23Y86cOdDpdDb2ijfeeAMbNmxAYmIievfu7fS+CYIgxIZhWZb19SIIgiCI64PLly8jMTERGzduxIgRI3y9HIIgCBtI+BIEQRBus3nzZlRVVaF79+7Iy8vDk08+idzcXJw9e7ZR8xpBEISvoeY2giAIwm0MBgOefvppXLhwATqdDgMGDMDKlStJ9BIE0SKhii9BEARBEAThF1BzG0EQBEEQBOEXkPAlCIIgCIIg/AISvgRBEARBEIRfQMKXIAjiGhiGweLFi329DElITk7G9OnTfb0MAMD//d//4ZZbbvH1Mjxm4cKF6N+/v6+XQRCEE5DwJQiiRfL555+DYRgwDIOdO3c2epxlWSQmJoJhGPztb3/zwQqdJzk5GQzDYOTIkXYf//jjj4XXevDgQa+u7dSpU1i8eDGys7O9etysrCx88sknePrppxs9VlFRgSVLlqBnz54ICgqCRqNBt27d8K9//QtXrlzx6jqdYf78+Th27Bh+/vlnXy+FIIhmIOFLEESLRq1WY9WqVY3u37ZtGy5fvgyVSuWDVbmOWq3Gli1bkJ+f3+ixlStX2kw6k5KMjAx8/PHHwtenTp3CkiVLvC583377bbRr1w7Dhg2zuf/ChQvo1asXXnjhBXTp0gWvvvoq3nnnHQwbNgyffvqpMAGvJREbG4uJEyfi9ddf9/VSCIJoBhK+BEG0aMaNG4dvv/0WRqPR5v5Vq1ahb9++iI2N9dHKXGPgwIEICgrCmjVrbO6/fPkyduzYgfHjx3tlHSqVyisZu3q9vsnHDAYDVq5ciUmTJtncbzQacccdd+Dq1avYunUrvvnmG8ydOxdz5szB8uXLceHCBdx1111uH1dKJk2ahJ07d+LChQs+OT5BEM5BwpcgiBbNPffcg+LiYmzYsEG4r76+Ht999x2mTJli9znV1dVYsGABEhMToVKp0LlzZ7z++uu4Nra8rq4Ojz76KKKioqDT6XDrrbfi8uXLdveZm5uLmTNnIiYmBiqVCl27dsWKFSucfh1qtRp33HFHo+r1N998g7CwMIwePdru8zZv3oybb74ZgYGBCA0NxcSJE3H69GmbbRYvXgyGYZCZmYnp06cjNDQUISEhmDFjRiMhaO3x/fzzzwUhOWzYMMFusXXrVmH7999/H127doVKpUJ8fDzmzp2LsrIym30OHToU3bp1w6FDhzB48GBotVq7FgaenTt3oqioqJH1Y+3atTh27BieeeYZDBo0qNHzgoOD8dJLLzl13IKCAsyaNQsxMTFQq9Xo2bMnvvjii0b7XL16Nfr27QudTofg4GB0794db7/9tvC4wWDAkiVL0LFjR6jVakRERGDQoEE2P48AhNfy008/Nfm6CYLwPSR8CYJo0SQnJyM9PR3ffPONcN/vv/+O8vJyTJ48udH2LMvi1ltvxbJlyzBmzBi8+eab6Ny5M5544gk89thjNtvOnj0bb731FkaNGoVXXnkFSqXSbuX16tWruOmmm7Bx40bMmzcPb7/9NlJSUjBr1iy89dZbTr+WKVOmYP/+/Th//rxw36pVq/D3v//dbhV248aNGD16NAoKCrB48WI89thj2L17NwYOHGjXmjBp0iRUVlZi6dKlmDRpEj7//HMsWbKkyfUMHjwYDz/8MADg6aefxldffYWvvvoKaWlpADhBPXfuXMTHx+ONN97AnXfeif/+978YNWoUDAaDzb6Ki4sxduxY9OrVC2+99VYjC4M1u3fvBsMw6N27t839vEf2vvvua/K512LvuDU1NRg6dCi++uorTJ06Fa+99hpCQkIwffp0G1G7YcMG3HPPPQgLC8Orr76KV155BUOHDsWuXbuEbRYvXowlS5Zg2LBhePfdd/HMM88gKSkJhw8ftllHSEgIOnToYPNcgiBaICxBEEQL5LPPPmMBsAcOHGDfffddVqfTsXq9nmVZlr3rrrvYYcOGsSzLsm3btmXHjx8vPO/HH39kAbAvvviizf7+/ve/swzDsJmZmSzLsuzRo0dZAOz//d//2Ww3ZcoUFgD73HPPCffNmjWLjYuLY4uKimy2nTx5MhsSEiKsqyn4NRqNRjY2NpZ94YUXWJZl2VOnTrEA2G3bttm8Xp5evXqx0dHRbHFxsXDfsWPHWJlMxk6bNk2477nnnmMBsDNnzrQ57u23385GREQ0Wsv9998vfP3tt9+yANgtW7bYbFdQUMAGBASwo0aNYk0mk3D/u+++ywJgV6xYIdw3ZMgQFgD74YcfOvw+8Nx7772N1sWyLNu7d282JCTEqX04Ou5bb73FAmC//vpr4b76+no2PT2dDQoKYisqKliWZdlHHnmEDQ4OZo1GY5PH6Nmzp83PlyNGjRrFpqWlOb1+giC8D1V8CYJo8UyaNAk1NTVYt24dKisrsW7duiZtDr/99hvkcrlQyeRZsGABWJbF77//LmwHoNF28+fPt/maZVmsXbsWEyZMAMuyKCoqEi6jR49GeXl5o+pfU8jlckyaNEmoXq9cuRKJiYm4+eabG22bl5eHo0ePYvr06QgPDxfu79GjB2655RZh/dY89NBDNl/ffPPNKC4uRkVFhVPrs2bjxo2or6/H/PnzIZM1/KuYM2cOgoOD8euvv9psr1KpMGPGDKf2XVxcjLCwsEb3V1RUQKfTubROe8f97bffEBsbi3vuuUe4T6lU4uGHH0ZVVRW2bdsGAAgNDUV1dXUj24I1oaGhOHnyJM6dO9fsWsLCwlBUVOTS+gmC8C4kfAmCaPFERUVh5MiRWLVqFb7//nuYTCb8/e9/t7vtxYsXER8f30hA8afvL168KFzLZDJ06NDBZrvOnTvbfF1YWIiysjJ89NFHiIqKsrnwgqugoMDp1zJlyhScOnUKx44dw6pVqzB58mQwDGP3ddhbD/9aioqKUF1dbXN/UlKSzde8uCwtLXV6fc0dPyAgAO3btxce50lISEBAQIDT+2ev8VsDnIe3srLSpXXaO+7FixfRsWNHG8EONP4Z+L//+z906tQJY8eORZs2bTBz5kysX7/e5jnPP/88ysrK0KlTJ3Tv3h1PPPEEjh8/3uRrsvdeEgTRclD4egEEQRDOMGXKFMyZMwf5+fkYO3YsQkNDvXJcs9kMALj33ntx//33292mR48eTu+vf//+6NChA+bPn4+srKwmK9fuIJfL7d5vT2SKjUajcXrbiIgIu2I8NTUVR44cQU5ODhITE0U/7rVER0fj6NGj+OOPP/D777/j999/x2effYZp06YJjXCDBw/G+fPn8dNPP+HPP//EJ598gmXLluHDDz/E7NmzbfZXWlqKyMhIt9dDEIT0UMWXIIhWwe233w6ZTIa9e/c6FItt27bFlStXGlUOz5w5IzzOX5vNZptGM4DLubWGT3wwmUwYOXKk3Ut0dLRLr+Wee+7B1q1bkZaWhl69ejX5Ouyth38tkZGRCAwMdOm49miqQtnU8evr65GVlSU87g6pqakoLS1FeXm5zf0TJkwAAHz99ddu7xvg1n7u3DnhQwvPtT8DAFfBnjBhAt5//32cP38eDz74IL788ktkZmYK24SHh2PGjBn45ptvkJOTgx49etid7JeVlSVUlQmCaJmQ8CUIolUQFBSEDz74AIsXLxYEkj3GjRsHk8mEd9991+b+ZcuWgWEYjB07FgCE63feecdmu2tTGuRyOe68806sXbsWJ06caHS8wsJCl1/L7Nmz8dxzz+GNN95ocpu4uDj06tULX3zxhU182IkTJ/Dnn39i3LhxLh/XHrx4vjaibOTIkQgICMA777xjUzH+9NNPUV5e7lHucHp6OliWxaFDh2zu//vf/47u3bvjpZdewp49exo9r7KyEs8880yz+x83bhzy8/NtMpONRiOWL1+OoKAgDBkyBADnNbZGJpMJ1fu6ujq72wQFBSElJUV4nKe8vBznz5/HgAEDml0fQRC+g6wOBEG0GpqyGlgzYcIEDBs2DM888wyys7PRs2dP/Pnnn/jpp58wf/58wdPbq1cv3HPPPXj//fdRXl6OAQMGYNOmTTaVPp5XXnkFW7ZsQf/+/TFnzhx06dIFJSUlOHz4MDZu3IiSkhKXXkfbtm3tVgyv5bXXXsPYsWORnp6OWbNmoaamBsuXL0dISIhTz3eGXr16QS6X49VXX0V5eTlUKhWGDx+O6OhoPPXUU1iyZAnGjBmDW2+9FRkZGXj//ffRr18/3HvvvW4fc9CgQYiIiMDGjRsxfPhw4X6lUonvv/8eI0eOxODBgzFp0iQMHDgQSqUSJ0+exKpVqxAWFmaT5WuPBx54AP/9738xffp0HDp0CMnJyfjuu++wa9cuvPXWW4L/e/bs2SgpKcHw4cPRpk0bXLx4EcuXL0evXr2Eym2XLl0wdOhQ9O3bF+Hh4Th48CC+++47zJs3z+aYGzduBMuymDhxotvfF4IgvIDP8iQIgiAcYC/eyx7XxpmxLMtWVlayjz76KBsfH88qlUq2Y8eO7GuvvcaazWab7WpqatiHH36YjYiIYAMDA9kJEyawOTk5jeLMWJZlr169ys6dO5dNTExklUolGxsby44YMYL96KOPmn0t9tbo7OvduHEjO3DgQFaj0bDBwcHshAkT2FOnTtlsw8eZFRYW2t1nVlaWzVqs48xYlmU//vhjtn379qxcLm8Ubfbuu++yqamprFKpZGNiYth//OMfbGlpqc3zhwwZwnbt2tXxN+EaHn74YTYlJcXuY6WlpeyiRYvY7t27s1qtllWr1Wy3bt3Yp556is3Ly3PquFevXmVnzJjBRkZGsgEBAWz37t3Zzz77zGab7777jh01ahQbHR3NBgQEsElJSeyDDz5oc4wXX3yRvfHGG9nQ0FBWo9Gwqamp7EsvvcTW19fb7Ovuu+9mBw0a5NL3gCAI78OwrBe6HgiCIAjCigsXLiA1NRW///47RowY4evleER+fj7atWuH1atXU8WXIFo4JHwJgiAIn/CPf/wDmZmZDnN0WwMLFy7E5s2bsX//fl8vhSCIZiDhSxAEQRAEQfgFlOpAEARBEARB+AUkfAmCIAiCIAi/gIQvQRAEQRAE4ReQ8CUIgiAIgiD8glY9wOLWW2/F0aNHUVBQgLCwMIwcORKvvvoq4uPjhW2OHz+OuXPn4sCBA4iKisI///lPPPnkk04fw2w248qVK9DpdE2O9iQIgiAIgiB8B8uyqKysRHx8PGQyB3VdH2YIe8ybb77J7tmzh83OzmZ37drFpqens+np6cLj5eXlbExMDDt16lT2xIkT7DfffMNqNBr2v//9r9PH4MPs6UIXutCFLnShC13o0rIvOTk5DnXddRVn9vPPP+O2225DXV0dlEolPvjgAzzzzDPIz89HQEAAAC5v8ccff8SZM2fs7qOurs5mBnt5eTmSkpKQk5OD4OBgr7wOgiAIgiAIwnkqKiqQmJiIsrIyhISENLldq7Y6WFNSUoKVK1diwIABUCqVAIA9e/Zg8ODBgugFgNGjR+PVV19FaWkpwsLCGu1n6dKlWLJkSaP7g4ODSfgSBEEQBEG0YJqzpbb65rZ//etfCAwMREREBC5duoSffvpJeCw/Px8xMTE22/Nf5+fn293fU089hfLycuGSk5Mj3eIJgiAIgiAIr9HihO/ChQvBMIzDi7VN4YknnsCRI0fw559/Qi6XY9q0afDEvaFSqYTqLlV5CYIgCIIgrh9anNVhwYIFmD59usNt2rdvL9yOjIxEZGQkOnXqhLS0NCQmJmLv3r1IT09HbGwsrl69avNc/uvY2FjR104QBEEQBEG0XFqc8I2KikJUVJRbzzWbzQAgNKelp6fjmWeegcFgEHy/GzZsQOfOne36e92FZVkYjUaYTCbR9nm9IZfLoVAoKBKOIAiCIAif0WpTHfbt24cDBw5g0KBBCAsLw/nz5/Hvf/8bV69excmTJ6FSqVBeXo7OnTtj1KhR+Ne//oUTJ05g5syZWLZsGR544AGnjlNRUYGQkBCUl5fbtT3U19cjLy8Per1e7Jd43aHVahEXF2fTbEgQBEEQBOEpzek1nhZX8XUWrVaL77//Hs899xyqq6sRFxeHMWPG4Nlnn4VKpQIAhISE4M8//8TcuXPRt29fREZGYtGiRU6L3uYwm83IysqCXC5HfHw8AgICqKJpB5ZlUV9fj8LCQmRlZaFjx46Ow6UJgiAIgiAkoNVWfL2Fo08QtbW1yMrKQtu2baHVan20wtaDXq/HxYsX0a5dO6jVal8vhyAIgiCI6wRnK75UdhMBql46B32fCIIgCILwJaRECIIgCIIgCL+AhC9BEARBEAThF5DwJQiCIAiCIPwCEr5+RnNT8RYvXozs7OwmH9+7d6+wr61bt6JPnz5QqVRISUnB559/7rsXRhAEQbQYWJZFVX0VLpRdwN68vfjl/C9Ye3Yt1metx/bL23H46mFklGQgpzIHZbVlHk1cJQhXaLVxZoR75OXlCbfXrFmDRYsWISMjQ7gvKCgIRUVFAICNGzeia9euNs+PiIgAAGRlZWH8+PF46KGHsHLlSmzatAmzZ89GXFwcRo8e7YVXQhAEQbQEDCYDjhYexZ4re3C88Djy9fko0Begxljj9D6CA4LRKayTzaVDaAdolZSYRIgLCV8RYVkWNQbfTG/TKOVOZQhbj2oOCQkBwzCNxjfzwjciIqLJ0c4ffvgh2rVrhzfeeAMAkJaWhp07d2LZsmUkfAmCIK5jWJZFVnkWdl/ZjT15e3Ag/0CTIlen1CFaG40obRRUchWqDdU2F71RjxpjDSrqK3Dw6kEcvHpQeC4DBskhybgx9kakx6fjxtgboQvQeetlEtcpJHxFpMZgQpdFf/jk2KeeHw1tgPfezj179mDkyJE2940ePRrz58/32hoIgiAI71FVX4UfMn/AN2e+QU5ljs1j4epw3BR3E/rH9UeSLgnR2mhEaiKdqtjWmeqQVZ6Fs6VncbbkLHddehbFtcXIKs9CVnkW1mSsgZyRo3tkd6THpyM9Ph3dI7tDISMZQ7gG/cQQTTJgwIBG2btVVVUAgPz8fMTExNg8FhMTg4qKCtTU1ECj0XhtnQRBEIR05FTmYNXpVfgh8wdUG6oBAAGyAPSJ6YMB8QOQHp+OTmGdIGPcaxtSyVVIDU9Fangq0KHh/qKaIhwrPIY9V/Zgb95eXKy4iKOFR3G08Cg+OPYBggOCMTRxKEYmjcSAhAFQyVVivFziOoeEr4holHKcet43p/k1Srno+1yzZg3S0tJE3y9B/D979x1WZfkGcPx7DnsvQUCRIU5cuHDvvXfm1lxpWWqalQ0tM/s1tCxNTTP3zL3NmThRcC+mykb2POe8vz9exciFcuAc4Plc17mEM973BhXu87z3c9+CIOg3SZK4EH2BVddWcSTiCBLy5jNPG0+GVBtCN69uhV5/W8asDG0rtKVthbYAPEh9gP8Df/wj5UQ4KSuJHXd3sOPuDswMzWhRvgXtKrSjefnmWBhZFGpsQvElEl8tUigURVpuUNjc3Nzw9vZ+5mPOzs5ER0fnuS86Ohpra2ux2isIglCMBScGM/fsXE5HPuni09S1KUOqD6GJa5PXXtktKFdLV/pW7kvfyn1Ra9QExARwOPwwh8IOEZ0ezf7Q/ewP3Y+x0pgm5ZrQyaMTrdxaiSRYyKPkZGlCkWrcuDF79uzJc9/Bgwdp3LixjiISBEEQCiItJ43FgYtZfW01KkmFkdKInt49GVJtCBVtK778AEXIQGlAA+cGNHBuwIcNPuRq/FUOhR3iUPghwpLDOBpxlKMRRzExMKF5ueZ09OhIi/ItRJcIQSS+wvPFx8cTFRWV5z5bW1tMTU0ZP348CxcuZPr06YwaNYq///6bjRs3snv3bh1FKwiCILwOSZLYHbKbH87/QGxGLACtyrdieoPpuFm76Ti6l1MoFNQoU4MaZWrwXt33uPXwFgfCDrA/dD9hyWEcCpcTYlMDU1qUb0EHjw40L9dcJMGllEh8hef6b9cGgHXr1jFw4EA8PT3ZvXs3kydPZsGCBZQvX55ly5aJVmaCIAjFyM2Em3x95msCYgIAcLNyY0bDGbQo30LHkb0ehUJBFfsqVLGvwjt13uHmw5vsC9nH/tD93Eu9x4GwAxwIO4CZoRnNyjWjg0cHWpQTK8GliUIS41JeKDk5GRsbG5KSkrC2ts7zWGZmJiEhIXh6emJqaqqjCIsP8f0SBEHQDxpJw6prq5gfMB+VRoWZoRljao5hmM+wEtkdQZIkriVcY3/Ifg6EHeB+6v3cx0wNTGlWrhnt3dvTvHxz0Su4mHpRvvZvYsVXEARBEEqR+Ix4PvnnE/65/w8Ard1a87HfxzhbPHtgUUmgUCjwcfDBx8GHyfUmcz3hOgdC5dXfiJSI3HIIQ6Uhfi5+tK3QltZurSljVkbXoQtaJlZ8X0Ks+GqP+H4JgiDolv8Dfz4++TFxGXGYGJgwvcF0+lfun6/JnyWRJEncfHiTA6EHOBR+iJCkkNzHFCio7VibthXa0qZCGypYV9BhpMLL5HfFVyS+LyESX+0R3y9BEATdyNHksPDiQlZcWYGEhLetN9+2+JZKdpV0HZpeCU4K5u/wvzkcdpgr8VfyPFbRpiKt3FrRyq0VNcvUxECp/f75wusTia+WiMRXe8T3SxAEoehFpUUx9ehUguKCAOhfuT/TGkzDzFD0XH+RqLQo/g7/m7/D/+Z89HnUkjr3MXtTe1qWb0krt1Y0dm0svpd6QCS+WiISX+0R3y9BEISidTn2Mu/+/S7xmfFYGVsxq8ks2ru313VYxU5SVhL/3P+HoxFHOXH/BKk5qbmPmRiY0NilMa0rtKZl+ZY4mDnoLtBSTGxuEwRBEIRSbF/oPmaenEmWOovKdpX5qc1PlLMsp+uwiiUbExu6eHWhi1cXctQ5XIi5wNGIoxwJP8KDtAccvXeUo/eO5tYFt67QmlZurfCy8dJ16MJ/iBXflxArvtojvl+CIAiFT5IklgQtYeGlhQC0LN+SeS3midG9hUCSJG49vMWRiCMciTjCtfhreR73svGivXt7Onh0oJJtpVK7ibAoiFIHLRGJr/aI75cgCELhylZn8/mpz9kVvAuAodWHMrXeVLERq4hEpUVxLOIYRyKOcCbqDCqNKvcxD2uP3CS4il0VkQRrmUh8tUQkvtojvl+CIAiFJyEzgfePvM/FmIsYKAz42O9jBlQZoOuwSq2U7BSORhzlYNhB/rn/D9ma7NzHKlhVoLNnZ3pU7CHapGmJSHy1RCS+2iO+X4IgCIXjQeoDxhwYQ3hKOFZGVnzf6nsauzbWdVjCI6nZqRy7d4yDYQc5ef8kWeqs3Md8nXzpUbEHHT06iqlxBZDfxFdZhDEJekChULzw9sUXXxAaGvrcx0+fPg1AZGQkgwYNonLlyiiVSt5//33dfmGCIAilVEhSCMP2DiM8JZxyluVY3WW1SHr1jKWxJV29ujK/9XyOvXGMb5p/Q1PXpigVSi7GXGSW/yxab2zN9GPTOXn/JGqN+uUHFV6L6OpQykRGRuZ+vGHDBj777DNu3ryZe5+lpSVxcXEAHDp0CB8fnzyvd3CQ27RkZWXh6OjIzJkz+fHHH4sgckEQBOG/biTcYNzBcSRkJuBl48WS9ksoa1FW12EJL2BhZEFXr6509epKdFo0u0N2s/3OdoKTgtkbupe9oXtxtXBlYNWB9KnUBxsTG12HXKKIxFebJAly0nVzbiNzyEehvLPzk1nsNjY2KBSKPPcBuYmvg4PDU4895uHhwYIFCwBYvnz560YtCIIgvKZLMZeYcGgCKTkpVLOvxuL2i7E3tdd1WMIrKGtRllE1RjHSZyRX46+y/c529oTs4UHaA3648AO/XvqVrl5debPqm1Sxr6LrcEsEkfhqU046fO2qm3N//ACMRasaQRCE0sD/gT/vHXmPDFUGdZ3qsrDtQlEfWowpFApqlKlBjTI1mFp/KntD9rLm+hpuPrzJlttb2HJ7C/XL1mdQtUG0dmuNoVKkb69LfOeE52rSpAlKZd4y8NTU1Oc8WxAEQSgKh8MPM+3YNHI0OTR1bcqPrX8UI3NLEFNDU3pX6k0v714ExASw9vpaDocf5nz0ec5Hn6e8ZXlG1RxFz4o9MTYw1nW4xU6xTnx79OjBpUuXiImJwc7Ojnbt2jFv3jxcXeVV19DQUDw9PZ96nb+/P40aNdJ+QEbm8sqrLhiZa/2QGzZsoFq1alo/riAIgvB6DoYdZNqxaaglNe3d2/NN829E8lNCKRQK6pWtR72y9YhKi2LjzY1svrWZe6n3mO0/m8WXFjPcZzj9KvfDvBBygJKqWCe+rVu35uOPP8bFxYX79+/zwQcf0K9fP06dOpXnef/dpPV4g5bWKRQlqtzAzc0Nb29vXYchCIIgAEfCjzD92HTUkpruXt2Z3XS2uORdSjhbODOp7iTG1BrDlltbWHF1BTHpMfzv/P9YdnkZQ6oPYWDVgVgbP7+NlyAr1v9jJk+enPuxu7s7M2bMoFevXuTk5GBkZJT72Is2aQmCIAiCvjt+7zhTjk1BJano4tmFL5t+KaaxlUJmhmYMqT6EAVUGsOPuDn6//Dv3Uu/x88WfWXFlBW9WfZPhPsNFJ4gXKDF9fBMSElizZg1NmjTJk/SCXBLh5OREs2bN2LFjxwuPk5WVRXJycp5baRUfH09UVFSeW2ZmZu7jly5d4tKlS6SmphIbG8ulS5e4du3aC44oCIIgvKpTD04x+chkVBoVHdw7MKfZHJH0lnLGBsb0q9yPnb138k3zb/C29SY1J5Wll5fSaUsnFl5cSFJWkq7D1EvFPvH98MMPsbCwwMHBgfDwcLZv3577mKWlJd9//z2bNm1i9+7dNGvWjF69er0w+Z07dy42Nja5Nzc3t6L4MvRSu3btcHFxyXPbtm1b7uO+vr74+vpy4cIF1q5di6+vL126dNFdwIIgCCXM2cizTPp7EtmabNq4teGbFt+I8gYhl6HSkK5eXdnSYws/tvqRynaVSc1J5beg3+i8pTOLLi0iJTtF12HqFb0bWTxjxgzmzZv3wudcv36dqlWrAnLP2YSEBMLCwpg1axY2Njbs2rULxXN62g4bNoyQkBBOnDjxzMezsrLIynoySjA5ORk3NzcxslgLxPdLEAQh/y5EX+DtQ2+TocqgRfkWzG81HyMDo5e/UCi1NJKGw+GH+fXSr9xJvAOAlbEVw6oPY0i1IVgaW+o4wsKT35HFepf4xsbGEh8f/8LneHl5YWz89C7We/fu4ebmxqlTp2jc+NnjGn/55Re++uqrPBPMXuRF30iRyL0a8f0SBEHIn8uxlxl9YDTpqnSauDbhpzY/YWJgouuwhGJCI2k4GHaQxYGLnyTARlYMrDqQwdUG42BWSJv8dSi/ia/eXS9xdHTE0dHxtV6r0WgA8qzY/telS5dwcXF5reMLgiAIQmELTgpmwuEJpKvS8XP2Y0HrBSLpFV6JUqGko0dH2ru350DoARYHLuZu0l2WXl7Kn9f+pJd3L0b4jKC8VXldh1rk9C7xza8zZ85w7tw5mjVrhp2dHXfv3uXTTz+lYsWKuau9K1euxNjYGF9fXwC2bt3K8uXLWbZsmS5DFwRBEIRnikqLYtzBcSRmJVKzTE1+avMTpobiCpnwepQKJZ08O9HBowNHI47y++XfCYoLYsPNDWy+tZmOHh0ZVWNUqRqHXGwTX3Nzc7Zu3crnn39OWloaLi4udOrUiZkzZ2Ji8uSd8ZdffklYWBiGhoZUrVqVDRs20K9fPx1GLgiCIAhPS8pKYvzB8USlReFh7cEvbX8RgwkErVAqlLSp0IbWbq05H32e3y//zj8P/mFPyB72hOyhsUtjulfsTtsKbUv8vzm9q/HVN6LGV3vE90sQBOHZMlQZjDkwhsDYQJzMnVjVeRWulq66Dksowa7HX2f5leUcCDuARpJLRc0MzWjl1oqunl1pUq4JRsris5my2G5u0zci8dUe8f0SBEF4Wo4mh/f+fo8T909gbWzNyk4r8bYTUzOFohGREsGuu7vYHbKbsOSw3PttTWzp6NGRDu4dqGJfRe+HYojEV0tE4qs94vslCIKQl0bS8Ok/n7Lj7g5MDUxZ2mEpdZzq6DosoRSSJImr8VfZHbybvSF7ic/M22GrjFkZKtpWpKJNRSraVsTb1hs3Kzey1FmkZKeQmpNKcnay/HF2KinZKTiaO9KvctGUlxbbrg6CIAiCUFrMD5jPjrs7MFAY8H2r70XSK+iMQqGgRpka1ChTg6n1p3I26iy7g3dzLuockWmRxGXEEZcRx5nIM/k+Zl2nukWW+OaXSHwFQRAEQQc23drEiisrAJjVZBYtyrfQcUSCIDNUGtLEtQlNXJsAkJaTRnBiMHcS73A38S53k+5yN/EukWmRmBmaYWlkiZWxFVbGVlgaW2JtZI2VsRWeNp46/kqeJhJfQRAEQShip+6fYs7pOQBMqDOBnt49dRyRIDyfhZEFNR1rUtOxZp77NZIGpUKpo6heT/GKVigwhULxwtsXX3xBaGjocx8/ffo0IPdEbt++PY6OjlhbW9O4cWP279+v469OEARB/91+eJspx6agltR09+rO+FrjdR2SILyW4pb0gljxLXX+Pap5w4YNfPbZZ9y8eTP3PktLS+Li4gA4dOgQPj4+eV7v4CCPOTx+/Djt27fn66+/xtbWlhUrVtC9e3fOnDmTOzBEEARByCsuI46JhyeSlpNGvbL1+KLJFygUCl2HJQilhkh8tUiSJDJUGTo5t5mhWb5+eDo7O+d+bGNjg0KhyHMfkJv4Ojg4PPXYY/Pnz8/z+ddff8327dvZuXOnSHwFQRCeIUOVwbuH3yUyLRJ3a3fmt5qPsYGxrsMShFJFJL5alKHKwG+tn07OfWbQGZ1OW9FoNKSkpGBvb6+zGARBEPSVRtLw8YmPuRJ/BRsTG35p+wu2pra6DksQSh2R+ArP1aRJE5TKvPU7qampz3zud999R2pqKgMGDCiK0ARBEIqV+Rfmcyj8EEZKIxa0XoC7tbuuQxKEUkkkvlpkZmjGmUH572+n7XNr24YNG6hWrdpLn7d27VpmzZrF9u3bcXJy0nocgiAIxdnOuztZcVVuWza76Wzqla2n44gEofQSia8WKRQKnZYbaJubmxve3i8em7l+/XpGjx7Npk2baNeuXRFFJgiCUDxcjbvKF6e+AGBMzTF08+qm24AEoZQrfn0oBL2xbt06Ro4cybp16+jatauuwxEEQdArcRlxvHfkPbI12bQs35J3fN/RdUiCUOqJFV/hueLj44mKispzn62tLaampqxdu5bhw4ezYMEC/Pz8cp9nZmaGjY2NLsIVBEHQGznqHKYcnUJ0ejQe1h7MbT63WPY8FYSSRvwvFJ6rXbt2uLi45Llt27YNgCVLlqBSqZg4cWKex9977z3dBi0IgqAHvjn7DRdjLmJpZMlPbX7CythK1yEJgoBY8S3VRowYwYgRI56638PDA0mSXvjao0ePFk5QgiAIxdymW5vYeGsjChTMazEPTxtPXYckCMIjYsVXEARBELTkYsxFvj7zNQDv+r5Li/ItdByRIAj/JhJfQRAEQdCCmPQYJh+ZjEqjooN7B0bXHK3rkARB+A+R+AqCIAhCAak0KqYdm0Z8ZjyV7CrxZdMv8zVGXhCEoiUSX0EQBEEooJ8v/kxATAAWRhb82OrHEtXTXRBKEpH4asHLNoIJMvF9EgShJDoWcYzlV5YDMLvJbDGOWBD0mEh8C8DIyAiA9PR0HUdSPDz+Pj3+vgmCIBR391Pv8/HJjwEYXG0wHTw66DgiQRBeRLQzKwADAwNsbW2JiYkBwNzcXNR0PYMkSaSnpxMTE4OtrS0GBga6DkkQBKHAstXZfHD0A5Kzk6lZpiZT603VdUiCILyESHwLyNnZGSA3+RWez9bWNvf7JQiCUNx9f/57rsRfwdrYmu9afoeRgbiaJQj6TiS+BaRQKHBxccHJyYmcnBxdh6O3jIyMxEqvIAglxv7Q/ay9sRaAuc3n4mrpquOIBEHID5H4aomBgYFI7ARBEEqB8ORwPj/1OQBv1XhLDKkQhGJEbG4TBEEQhHzK0eTw4fEPSctJo17Zerzj+46uQxIE4RWIxFcQBEEQ8mnRpUW5db3fNP8GQ6W4cCoIxYn4HysI+kitAnU2GIsm+MWVRtLwMPMhsRmxxGXE4WLhgpeNl+j8UoxdiL7A71d+B+Czxp/hbCE26wpCcSMSX0HQJUmC2wfhxk5IjoTUKEiJhvQ4+TE3P6jaBap0hTLeuo5WeIGHmQ9Ze2Mtp+6fIiYjhrj0OFSSKs9z7E3taeDcgIbODanvXB9Pa0+RCBcTKdkpfHziYzSShp4Ve9LRo6OuQxIE4TUopBIwTisrKws/Pz8CAwO5ePEiderUyX0sKCiIiRMncu7cORwdHXn33XeZPn16vo+dnJyMjY0NSUlJWFtbF0L0Qqmk0cjJ7vHvICoof68pUxmqdYem74GpTeHGJ+RbdFo0K6+tZPOtzWSoMvI8pkCBvak9dqZ2RKREkKXOyvN4WfOyjK01lj6V+ohL5npuxokZ7A7eTXnL8mzusRkLIwtdhyQIwr/kN18rET9pp0+fjqurK4GBgXnuT05OpkOHDrRr147Fixdz+fJlRo0aha2tLWPHjtVRtEKpplHD5c1w4nuIuynfZ2QBvkOgrA9YuYBVWbB0BnUW3NoPN3ZD6EmIuyW/Lmgj9FoEns11+7WUcuHJ4Sy/spztd7ej0sgru9XsqzGk+hA8rT1xNHfEwcwBI6Xc2zVbnU1QbBDnos9xLuocgTGBRKdH8+XpL1l3Yx3TGkyjiWsTXX5JwnPsDt7N7uDdGCgMmNt8rkh6BaEYK/Yrvnv37mXKlCls2bIFHx+fPCu+ixYt4pNPPiEqKgpjY2MAZsyYwbZt27hx40a+ji9WfAWtSU9A2jSc+PCTxBsYEG9qzcNKbXlYoQFZSgMq21WmRpka2JnaPf3azCS5JOLvr+BhCKCAxhOhzadgZFrkX0ppt+nWJr4+/XVuKUO9svUYU3MMTVyb5Lt0IVOVyZbbW/j10q8kZycD0LJ8S6bWn4qnjWehxS68mvup9+m3ox+pOalMqD2Bt+u8reuQBEF4hvzma8U68Y2OjqZevXps27aNMmXK4OnpmSfxHTZsGMnJyWzbti33NUeOHKFNmzYkJCRgZ/d0gpGVlUVW1pPLkcnJybi5uYnEV3htOZocAm5u5+iJ2RxTZhNh9OLpTm5WbtQoUwNfJ196VuyJudG/NrhlpcKBT+DCH/LnTtWh92/gUqvwvgAhl1qj5ocLP/DntT8BaOzSmPG1x1O3bN3XPmZSVhKLAhex4cYGVJIKQ4Uhw32G847vO6L8QcfUGjWj9o8iICaA2o61+aPTH+LvRBD0VIkvdZAkiREjRjB+/Hjq169PaGjoU8+JiorC0zPvyknZsmVzH3tW4jt37lxmzZpVKDELpYdG0nD6wWn+uvMXJyOOkqrOBBMAI5QosHtU9+lg6oCdqR0KhYLr8dcJTQ4lIiWCiJQI9obsZUnQEibWmUgv717yL1wTS+i+ACp3hh3vQMw1WNoG+v0O1Xvq+Ksu2dJz0vnwxIccjTgKwMQ6ExlXa1yBN6fZmNgwo+EMBlQZwPfnv+f4veP8fuV3bj68ybctvsXK2KrgwQuv5Y+rfxAQE4CFkQVzm88VSa8glAB6t+I7Y8YM5s2b98LnXL9+nQMHDrBx40aOHTuGgYEBoaGhT634dujQAU9PT3777bfc1167dg0fHx+uXbtGtWrVnjq2WPEVCiI1O5Xtd7ez/sZ6QpNDc++3V6tprrSiVZMPaezZ8bk1gklZSVyNv8rl2Mtsu7ONe6n3APC29WZyvck0L9f8SaKVFgfb34Fbe0FpCP3/kDe/CVoXlRbFu3+/y42EGxgrjfmq2Vd09uxcKOfaH7qfmSdnkqnOpKJNRX5u+zNuVm6Fci7h+UKSQui3ox/ZmmxmN5lN70q9dR2SIAgvUGxLHWJjY4mPj3/hc7y8vBgwYAA7d+7Ms9qiVqsxMDBg8ODBrFy58rVKHf5L1PgK+RGREsGqa6vYfmc76ap0ACwUhvRMfEiXtDRq+LyJQZfvwNA438fMVmez4eYGFgcuzq0BbeTSiDnN5uBk7iQ/SaOGv8bB5U1y8jvgT6jaVetfX2l2Pf467xx+h5iMGOxN7fmpzU/UdqxdqOe8Gn+VSYcnEZMRg52JHT+2/pF6ZesV6jmFJzSShhH7RnAx5iJNyzVlUdtFou2cIOi5Ypv45ld4eDjJycm5nz948ICOHTuyefNm/Pz8KF++fO7mtujoaIwe1VV+/PHHbN26VWxuE7Ti9sPb/H7ld/aF7EMtqQHwsvHiTZNydD+7FgtJgk7fgN94eM1fnElZSSy7vIw119eQo8nB1cKVRe0X4WXjJT9BrZKT3yubQWkEb6yCKoWzGlna3Eu5x+A9g0nITMDb1puFbRdSzrJckZw7Oi2aSUcmcS3+GoZKQz5v/Dm9vHsVyblLu7XX1zL37FzMDc3Z1nMbLpYuug5JEISXKPGJ7389q9QhKSmJKlWq0KFDBz788EOuXLnCqFGj+PHHH/PdzkwkvsKzBMYGsuzystx6T4Cmrk0Z7jOcRnH3UGwdLd/Z9nNoPkUr5wxLDmPi4YmEJYdhY2LDwjYLqeNUR35QrYKtY+DqVjn5HbgGKosG+wWRmp3K0L1DuZN4h2r21fi94+9FXm+bocrgk5OfcDDsIACTfCcxptaYIo2htLmfep/e23vL33u/TxhYdaCuQxIEIR/ym68pizCmImdjY8OBAwcICQmhXr16TJ06lc8++0z08BVeiyRJnIk8w+j9oxmyZwhHI46iQEEH9w5s6LaBxe0X0zgzG8W2R+2OGo6DZpO1dn53a3dWdV5FrTK1SMpKYvSB0RwJPyI/aGAIfZZC9V6gyYENQyDkhNbOXdqoNCqmHZ/GncQ7OJk58XObn3WyyczM0IzvWn7HmJpysvvTxZ9Yc31NkcdRWkiSxKxTs8hQZVDXqS4DqgzQdUiCIGhZiVnxLSxixVeQJIkT90/wW9BvBMXKU9YMFYZ0q9iNUTVGPem5GhkEK7pAdoqcgPZbDkoDrceTnpPOtOPTOH7vOEqFkpmNZtK/cn/5QXUObB4J13eCmR2MOQL2oifsq/rm7Desub4GUwNT/uj8Bz4OProOiV8v/cqiwEUAfNX0K3p6iy4e2rbtzjY+/edTTAxM2Nx9Mx42HroOSRCEfBIrvoJQQGqNmv2h+xmwawATD08kKDYIY6UxA6sMZHef3XzZ9MsnSW9iBKzpJye97s3k3rqFkPQCmBuZs6D1Anp790YjaZjtP5stt7bIDxoYySu/rnUh4yGsGwiZyS8+oJDHhhsbcldV5zafqxdJL8Dbtd9mSLUhAHx26rPc8gdBO2LTY/n23LcATKgzQSS9glBCiRXflxArvqVPjiaHvSF7WXZ5GSFJIYB8yfmNKm8wrPowHM0d875AnQMrOsO9c+DkAyP3gJltoccpSRI/BvzIiisrMFQYsqTDEho4N5AfTI6Epa0hJRIqd4KBawstES9JTj04xYRDE1BLar2sp5UkiS/8v2Dr7a0YKg1Z2GYhTcs11XVYxZ4kSUw+OpnD4Yep7lCdNV3WiJ69glDMiBVfQXhF2epsNt3aRPe/uvPJyU8ISQrBytiKcbXGcaDvAabWn/p00gtweLac9JrYwJtriyTpBVAoFEyuO5nOHp1RSSomH51MRHKE/KC1i7zBzdAUbu2Dw2Ioy8vcT73PB0c/QC2p6e7VndE1R+s6pKcoFAo+a/QZHT06otKoeP/I+wREB+g6rGLvYNhBDocfxlBhyOwms0XSKwglmFjxfQmx4lvyZagy2Hp7K8uvLCcmPQYAe1N7hlYfysAqA7E0tnz+i2/th7WPNsC8sVonAyQyVZmM3DeSK/FX8LTxZE2XNU82Yl3eDFvekj/utRjqvFnk8RUHGknDW/vf4nz0eWo51mJFxxUYG+S/53JRy1HnMOnIJE7eP4mlkSWru6ymom1FXYdVLKXnpNN9W3di0mMYV2sc7/i+o+uQBEF4DWLFVxBeIi0njRVXVtBpSye+OfsNMekxOJk78WGDD9nXdx+ja45+cdKbdB/+Gi9/3HCczqammRqasqDNApzMnQhJCmHasWmoNCr5wZr9oPkH8sc7J8G98zqJUd+tvraa89HnMTM045vm3+h10gtgZGDEj61+pK5TXVJzUnn/yPukZKfoOqwiodZIpGTmEJOcSUhcGmHxaajUmtc+3rLLy4hJj6GcZTm9K20RBEH7xIrvS4gV35InMTORNTfWsPb62tyJaOUsyzGqxih6effKX9KjVsHKbhDuDy514K0DYGhSuIG/xLX4awzfO5xMdSaDqw1mRsMZ8gMaDWwcCjd2gXU5GHccLMroNFZ9EpwYTP+d/cnWZPNpo0+LVQurhMwE3tj1BlFpUbQq34oFbRagVJSM9QxJkgiJS+PIzViO3ozh2oNk0rJVZOY8neQaGyjxcrTA28kSbydLKjlZUc3FCs8yFi+cuBaRHEHP7T3J0eQwv/V82lZoW5hfkiAIhajUDbAoLCLxLTmi06JZeW0lm29tJkOVAYCHtQeja46mi1cXjJRG+T/Y4dlw4nswsYZxx8Deq5CifjUHww4y5ag8MOPrZl/TveKjVejMZFjaBuJvg1crGLJVbHZD3sg4dM9QrsZfLbajaa/GXWXY3mFka7KZUGcCb9d+W9chvbZslYZ/7sZx9EYMR2/FEhaf/tznKhVgbmxIjlpDlurZK74VHS3oXMOFzjWdqe5i/dTf7aS/J3Ek4giNXRrzW/vfit3fvSAIT4jEV0tE4lu8SZJEYGwg626s40DYgdwSgGr21RhdczRtK7TF4FUTwJATsLI7IEH/P8Cnt9bjLojH/V4tjSzZ0mMLrpau8gMx1+XkNycdmk+Ftp/pNlA9sChwEb9e+hUrYyv+6vEXZS3K6jqk1/K4/yzAwjYLaenWUscRvRpJktgVFMm3+28QkZCRe7+RgQI/TwdaVXGkkZcDNmZGWJgYYm5sgImhEoVCgUYjcT8xgzsxqdyOSeF2dCq3Y1K59iCZ7H+VQLg7mNO5hgtda7pQo5w1/g/8GXdoHAYKA7b02CJqpAWhmBOJr5aIxLd4Ss9JZ3fIbjbc2MDNhzdz769ftj6ja46miWuT11vdyUqFRY0hMRzqjYDuC7QXtJaoNCpG7BtBYGwg9cvWZ1mHZU+S+39vdhu4Dqp20V2gOnY1/ipDdg9BJan4pvk3dPXqquuQCmTO6Tmsv7keSyNL1nVdV2z60J4OjmfunusE3ksCoIylMR18nGlV2ZGm3mWwMHm9DgspmTn8fSOGPZcjOXozNs+qcK3ylqSW+ZbYrHCGVBvChw0/1MrXIgiC7ojEV0tE4vv6JEniduJtjkUc4+T9kyRmJSIhIUkSEhJKhRI3Kzc8rT3xtJFvXjZe2Jravtb5otOiOXH/BMfvHed05OnccgYTAxO6eHbhjapvFHwYwe6pcG4Z2FSACafApOjH2OZHRHIEfXf2JUOVwZR6UxhZY+STB/dMh7O/ye3Xxh3VmzKNopSlzuKNnW9wN+ku7d3b833L74v9Ze4cdQ6jD4wmICYALxsv1nZdi4WRha7Deq7b0SnM23eDQ9flTioWxgaMa1mR0c09MTfWbjuxtCwVR2/GsudyJAevRyNZHcfUeReoLRnpvpiRjaphZ6HfGxoFQXgxkfhqiUh8X92th7fYcmsLx+4d437q/Vd+vYOpA9623lS0rUhF24o4mjliaWyJpZF8M1QaEp0eTWRaJJFpkTxIfUBgbCA3Em7kOY6blRtvVHmDXt69sDGxKfgXFnwM/uwhfzxsu1wrq8e23NrCF/5fYKg0ZH3X9VSxryI/oMqGP7rCvbNQtqa8Mc/YXLfBFrEfL/zI8ivLsTe156+ef2Fvaq/rkLQiLiOON3a+QUxGjN4m9GqNxI8Hb/Hr0TtoJDBQKhjUsAKT2lbC0arwN4jejovkjT29yJHSyYzsQ05iQ0yNlPSpW55xLbxwd9DfNwuCIDyfSHy1RCS++ZejzmHJ5SUsC1qGSpJraU0MTGjk0oiWbi3xsPZAgQKFQoFSoSRLnUV4cjghSSGEJIUQnBRMZFrka59fgYKaZWrSvHxzWpRvQVX7qtrb4f7vEof6o6Dbj9o5biGSJIlJRyZxNOIo3rberO+2HhODR4lF8gNY3BzS46DWQOi9GPQsQSosdx7eof/O/qgkVYncyR8YG8iIfSNQaVTMaTaHHhV76DqkXEnpOUxaf5Fjt2IB6OhTlumdqlLR8QVtA7Xs81Ofs/X2VqrZV2eA67es+Cecqw/k7i4GSgW9fcvxTmtvPMqIBFgQihOR+GqJSHzz53r8dWb+M5NbD28B0Kp8K/pU6kMj10aYGZrl+zhpOWkEJwZzJ/EOdxPvEpwUTGJWIqk5qaRlp5GSk0K2OhsncydcLFxwsXTB1cIVTxtPmrg2wcHMoXC+wF1T4Pzvel/i8F/xGfH02dGHhMwEhlUfxrQG0548GHIc/uwFkho6/w/8xuoszqIiSRIj94/kQvQFWrm14uc2P+s6pEKxNGgpP138CUsjS7b22IqLpYuuQ+JmVApjV50nLD4dUyMl8/rWomedckUaw9W4q7y5+00kJFZ1XkUdpzpIksSZkAQWH7vL0ZtyQm6gVNCzjivvtqmEp0iABaFYEImvlojE98VUGhWLAxez7PIy1JIaOxM7Pm70MR3dO+rdJdbXlqfEYQd4Fa8d88cijvHO3/I0quUdl9PAucGTB08thAOfgNIQhu8C98Y6irJo7Ly7k49PfoypgSnbem2jnGXRJl5FRaVRMXzfcIJig/Bz9mNJhyU67e+7OyiSaZsDSc9WU87WjCXD6uHjqoXyo1fw7zc93by6Mbf53KeeczH8IT8dvs2RRwmwUgE965Tj3TbeeBXhqrQgCK9OTG4TCl2OJocPj3/Ib0G/oZbUdHDvwF89/6KTR6eSk/RmpcKORyNM648qdkkvQEu3lvSt1BeAWf6zyFJnPXmw8USo0Rc0Ktg0HJJfv9RE3yVnJ/Pd+e8AGFd7XIlNegEMlYZ83exrzAzNOBN1hrXX1+okDrVGYt6+G0xcG0B6tpqm3g7sfLdZkSe9AP6R/lyIvoCx0pj36r73zOf4VrBjxciGbJ/YlLZVndBI8NfF+7T74RgfbAok/AV9hQVBKB5E4iu8lhxNDjOOz+BA2AGMlEbMaz6P71t9X3ilBrpydK5c12tTAdrP1nU0r21q/ak4mjkSlhzGkqAlTx5QKKDHz+BUHVKjYeMwefNbCfRzwM8kZCbgaePJ8OrDdR1OoXO3dmdqvakAzA+YT3BicJGeX62RmLLxEouO3gVgbAsvVo5siL0OuidIksQvF38BYECVAThbOL/w+bXdbPl9RAN2vPMkAd584R5tvj/KjC1B3HsoEmBBKK5E4iu8sscrvY+T3h9b/UgXrxLYD/bBJTj9q/xx1++LTV3vs1gZW/Gx38cALL+8nNsPbz950NgC3lgNpjZyp4d9M3QUZeG5Gn+VDTc3APCJ3ycYGbzClL5ibECVATR1bUqWOouPT35MjianSM6r1kh8sCmQ7ZceYKhUsGBgHT7uUg1DA938yjlx/wRBcUGYGpjyVs238v26WuXlBHjbxKa0rOyISiOx/lwErb87yid/XeZBYsbLDyIIgl4Ria/wSh4nvQfDDmKkNGJ+6/nFbkpUvmjUsPM9kDTyZLbKHXQdUYG1rdCW1m6tUUkqZvnPQiP9a8yrQ0XoswxQyJv4Av7UWZzaptao+cr/KyQkunh2wc/FT9chFRmFQsGsJrOwMrbiavxVlgYtLfRzajQS0zcH8dfF+xgoFSwc5Fvkm9j+TZIkFl5cCMCbVd+kjFmZVz5GHTdbVo5qyJa3G9PMuww5aok1Z8Jp+b8jzNgSRFh8mrbDFgShkIjEV8g3jaThoxMf5Ul6W5RvoeuwCsfZJRB5SR7y0GmerqPRCoVCwcd+H2NuaE5gbCAbb27M+4TKHaDVR/LHuybLXR9KgC23t3Al/gqWRpZ5u1qUEmUtyjLTbyYAS4KWcCXuSqGdS6ORmLE1iC0B9zBQKvhpoC+daui2o8Th8MNcT7iOuaF53kEur6Geuz2rR/uxfmwjGnnZk6N+sgI8ecMl7sSkaClqQRAKi9YS35ycHCIiIrh58yYJCQnaOqygR3659Av7Q/djqDQs2Ulv0j34+yv54/ZfgFVZnYajTc4Wzrkbe+YHzCc6LTrvE1pOf7LZbcMQiL2lgyi1JyEzgfkB8wF41/fd11rtKwm6eHWhk0cn1JKaWf6zUGvUWj+HRiPxybbLbDx/D6UC5r9Rh661dJv0aiQNv1ySa3uHVB+CnamdVo7byMuB9WMbs3l8Y1pVcczdBNf+x+NMWHOBK/eTtHIeQRC0r0DtzFJSUli9ejXr16/n7NmzZGdnI0kSCoWC8uXL06FDB8aOHUuDBg1efjA9JdqZyfaF7GPacXm17KumX9HTu6eOIyokkgTrB8HNPeDWCEbuBWXJujCi1qgZtncYQXFBtK3Qlvmt5+d9Qk4mrOwu1/vaecDov8GieG5a/OLUF2y5vYWq9lVZ33U9BkoDXYekM/EZ8XTf1p2U7BRm+s3kjapvaO3YkiTx6fYrrD4djlIBP75RR6flDY/tDdnL9OPTsTKyYm/fvdqZ4PgMl+8lsfDIbfZfffJGsqGnPW8186RdtbIYKEtIlxtdUmVBSqQ8fOfxTZUpb9BVKB/dDOQ/lQZg7gBWLmDtKv9ZyqZTlkaF3sf3hx9+YM6cOVSsWJHu3bvTsGFDXF1dMTMzIyEhgStXrnDixAm2bduGn58fP//8M5UqVXrtL0hXROIL1+KvMXzvcDLVmQyvPpwPGnyg65AKz7UdsHEoKI1g/AlwqqbriArFrYe3eGPnG8+fXpYWB0vbQGKY/AZg2HYwMtVNsK/p38MKVnZaSd2ydXUdks6tvb6WuWfnYm1sza7eu7S2AvrDgZv89PcdFAr4vn9t+tQtr5XjFoRKo6L39t6EJocysc5ExtceX+jnvBmVwqKjd9gVFIlKI/9qdXcwZ0QTD/rXd8PSxLDQYyj2JAnibkG4P4SfgegrcpKbHlew45ragJUr2JQDx6pQ1kfuZuNYBYzyP2RJ0F+Fnvi++eabzJw5Ex8fnxc+LysrixUrVmBsbMyoUaNe51Q6VdoT37iMOAbuGkh0ejTNyjVjYZuFJXfVLCsFFjaElAfQ/ANo+6muIypUCwIWsOzyMsqal2VHrx2YG/1nRST2JixrD1lJULM/9FlabMYaayQNQ/cOJSg2iK5eXfmm+Te6DkkvqDQqBu4ayM2HN+lbqS9fNPmiwMfccuEeUzcFAvBNn5oMbFihwMfUhu13tjPzn5nYmNiwr88+LI2LbgBFVFImK/1DWXsmnKQMuZOGlYkh/eu7McjPDW+n4tshRus0Grh/HsJOQfhpiDgDGc8plzQwkVdwH6/imljKG5AljZwwP/5YnQNpsXLCnBIJOS9oP6dQgn1FKFsdytaE8vWhXF05URaKFTG5TUtKc+Kbrc5m1P5RBMYG4mHtwdqua7EyLsE/sPd9DKd/ATtPmOBf4lcBMlQZ9N7em/up9xnhM4Kp9ac+/aTgo7D6Uc1v86nQ9rMij/N1PE56zAzN2NV7F07mTroOSW8ERAcwfN9wFChY23UtNcrUeO1jnQmOZ8jvZ8hRS0xoVZHpnapqMdLXl6PJocdfPbiXeo/3677/Si3MtCk9W8XWgPss/yeE4NgnnR/qu9sxsGEFutZ0wcy4hC4kvIgkQVQQXN4El7fIiw3/ZmgG5epBhUbyn7Zu8mqtuf2rv/mWJMhKlofzpDyQ+7LHXIfoq/LtmUm2Ql4VLl8f3BpC+QZQpkqJK3sraUTiqyWlNfGVJIkv/L9g6+2tWBlbsa7rOtyt3XUdVuGJugy/tQRJDYO3QKV2uo6oSBy/d5yJhydioDBgQ7cNVLGv8vSTAv6EHe/KH7f7AppNLtIYX1Vqdird/upGfGa8TpMeffbxiY/ZGbyTGg41WNN1zWuNMw6JS6P3r/+QmJ5Dl5rOLHyzLko9qWXdfGszs/xnYW9qz94+e5++mlHENBqJY7djWXsmnL9vxKB+VAZhZWJIT19X3qhfgRrlrEvOxMvnSQiGy5vlhDfuXxtnTWzAszlUaCwnu861wLAIBp1Ikjy4J/oqxFyDyECIOCuXeP2XqY0cn3sTcG8KLrWhlPQDLy6KLPE9cuQIAQEBNGrUiKZNm/Lbb78xZ84cMjIy6NWrFz/99BNmZsV35ay0Jr4bb27ky9NfolQoWdR2EU3KNdF1SIVHo4HlHeXNXNV7woCS08M2P6YcncLBsIPUcazDys4rn50EnfwRDn0hf9z5W/AbV6Qxvorvzn3Hymsrcbd2Z2uPrRgbFP2kMH0Xmx5L923dSctJY1aTWfSp1OeVXp+Ynk3vX08REpdGbTdbNoxthKmRfqxcqjVquv3VjXup95hWfxrDfIbpOqQ8opMz2XzhHhvORRCe8OQSvLeTJT1ru9KzTjkqOJSgjVgaNdzcC/4L5brdxwxMoEonuYyqUgcwNNFdjP+VGgP3zsO9c/LtfgDk/KdXs5G5vBrs3lS+la+vX19DKVQkie/SpUt5++238fT0JCIigs8//5w5c+YwdOhQlEolq1ev5u233+abb4pvfV1pTHwvxVxi5P6RqDSq0rFidmEl7JwExpbwzjm5fqwUiUqLoue2nqSr0vmi8Rf0rdz32U/8ew4c/1b+uMdCqDu06ILMp+DEYPru6ItKUvFr219pXr65rkPSW39e/ZP/nf8fdiZ27Oy9M98dD7JVGob+foYzIQmUszXjr4lNcLLSn42Ph8MO8/7R97ExseFgv4OYGernwotGI3E6OJ515yLYfzWKbNWTgTK+FWzpVaccXWu5UMaymCZT2ekQuA78f4EEeWw1CiV4tpST3Wrdik8drVoF0Zch9J9HtcinIONh3ucYmsqJsEcL8Ggml2gUxaq1kKtIEt8aNWowbtw43n33Xfbt20f37t1ZtmwZw4cPB2DTpk189NFH3Llz53VPoXOlLfGNy4jjjZ1vEJMRQ3v39nzf8vuSffktLR4W1pN/iHWYA03e0XVEOvE4CbIxsWFHrx3Ym9o//SRJggMz5ZUbFNB3GdTsV+SxPo8kSYw7OA7/SH9alW/Fz21/1nVIei1Hk8OAnQO4k3iHgVUG8kmjT176GkmSmLY5iM0X7mFpYsiWt5tQxVm/6v6H7x1OQEwAo2uOzu1Zre+SM3PYfyWKHYEP+OdOHI8qITBQKmjkZU+Xmi508nHGoTgkwWlxcHYpnFsK6fHyfaY2UP8taDimZCwsaDQQewPC/pFvoSflzXT/ZmgGFfzAo7mc7Lv6goHo6lGYiiTxNTc35/r167i7y7WfxsbGBAYGUq2a3AIqPDycSpUqkZWV9bqn0LnSlPjmqHMYfWA0ATEBVLSpyJqua7AwstB1WIVr+0S4uBrK1oCxx0rtD6Z/7/bvWbEnXzX76tlPlCTYPQXOL5d7Zg5YCdW6F22wz3Eo7BCTj07GSGnEtp7bqGCtH90F9NnZyLO8deAtlAolG7ttfHaN978sPxnC7F3XMFAqWD6iAS0rOxZRpPlzNf4qA3cNxFBhyL6++yhrUfyGz8SkZLIrMJLtgQ8IjEjMvV+pkAdndKnpQqcazvq3EpwWByd+kEeeqzLl+2wrQKOJ4DtE7sBQUj1uwRZyXE6CQ08+3X7N2FKuD/ZsId/K1hSb5bSsSBJfpVJJVFQUTk7yjmkrKysCAwPx8vICIDo6GldXV9Rq7U8JKiqlJfGVJIk5Z+aw4eYGLI0sWdd1HR42HroOq3CFn5ZrewFG7Zc3VZRigbGBDN0zFAmJFR1XUN+5/rOfqNHA9gnyZUyFAfT8Beq8WbTB/kdaTho9t/UkOj2aMTXHMKnuJJ3GU5xMPTqVA2EHaO3Wmp/a/PTc550OjmfwsjOoNRKfdavOqGaeRRhl/nx04iN2Be+ii2cX5rUo/qPGw+LT2HM5ij2XI7n8r2lwj5PgbrVc6VTDGXsLHV5Sz0yWrwL5/wLZqfJ9rnWhybtQrUfpXEyQJHlFOOQEhD5Khv9bGmFqK2/o82oNXq3A3qvYtIvUV0WS+BoYGHDr1i0cHR2RJAk3NzdOnjyJh4cHICe+VatWLfTENysrCz8/PwIDA7l48SJ16tQBIDQ0FE/Pp384+/v706hR/pKcok58T0eepqx5WTxtivaXyoorK/jhwg8ALGyzkJZuLYv0/EVOrYLfWkDMVfAdCj0X6joivTDLfxabb23G08aTTd03YWLwnFUltUpeLQ9aL3+u4zKR/537H39e+5PyluX5q+dfmBrqT82pvgtOCqb39t5oJA3ru67Hp8zTvdmjkjLp9vMJ4lKz6VXHlR/fqKN3JVAx6TF03NwRlaR67tdRnIXHp7P7cuRTSbCBUkEz7zJ0q+VCBx9nbMyKqNNATgacWyav8j5uCeZSR+5/XrGtSOL+TaORB3GEHJdvYacgOyXvc2wryAmwV2u5NKKYTsvUpSJb8f33D7/H44r/+3lhJ77vvfcet2/fZu/evc9MfA8dOpRn0IaDgwNGRvn74VCUiW+mKpOuW7sSnxlPL+9ejK89HmcL50I9J8COuzv45KRc3/dB/Q8Y7jO80M+pc/6/wP6PwcwO3rkgfsg8kpSVRK/tvYjLiGNsrbG86/vu85+s0cg1v6d/kT9v+r7c7qyIf+HdSLjBwF0DUUtqFrVbRLNyzYr0/CXB4/Zmzco1Y1G7RXkey1KpGbjkNBfDE6nqbMVfE5rqZe/ZnwJ+YunlpdR1qsvKzit1HU6hCo9PZ9flB+wKjORaZHLu/cYGSlpUdqR//fK0qeqEkUEhXErXqOXysKPfPOm/61AJ2syUu+KIhPfl1Cp4cFHukx58VB7aocn51xMU4FpH7nZRqYNcH1xSB0dpUZEkvseOHcvX81q2LLzVw7179zJlyhS2bNmCj4/PMxPff9/3qooy8Y1Nj2W2/2yO3jsKgLHSmEHVBvFWjbewNbUtlHOeuHeCd/9+F7WkLvnjiB9LfgALG8iX5br/BPVKQaL/Cg6GHWTK0SkYKgxZ3239i+s+JQn+mf+k1ZnvEOi2oMgub2okDUP3DCUoLogO7h34vtX3RXLekiY8OZwe23qgltSs6ryKOk51ch+bue0yq0+HY21qyM53m+HuoH91/xmqDNpvbk9SVhI/tPqB9u7tdR1SkQmOTWVXUCS7gh5wKzo1934HC2N6+5ZjQAM3KpfV0gbEkOOw7yN59RLAujy0mgG13yydJQ3akp0mrwI/ToQff38fM3cA73bg3R6828qDPISnlIoBFtHR0dSrV49t27ZRpkyZp5Lcx4mvm5sbmZmZVK5cmenTp9OjR4/nHjMrKyvPZrzk5GTc3NyKtMb3YsxF5l+YT0BMAACWRpaMrz2eQdUGYaTU3mWsoNggRh8YTYYqg25e3ZjTbM5rNbIvdjaNgKt/ydN4Rh0QGwye4f0j73M4/DA1HGqwusvql4+pDvgTdr4njwut0kUeb1wEm1ke95u2MLJge8/txXIzk774/NTnbL29lUYujVjaYSkAm85HMG1zEAoFLB/egNZVnzEBT6OBpAh5xHXyPUiJejIqNiVK7omqUQHSo7Gykvyx0kCexmXrBjZuT/6095Q3/rxCIvX430E5y3Ls7r275I5Vf4mbUSlsvXiPLRfuE5f65PdYbTdbBtQvT8865bA0eY0ENf4uHPwMbuySPze1gRbTocFoMBJlRVqXEg13DsHtA3D3iDw2/jGFEtwaQfUe8sZim/K6i1PPFHrim5yc/PInPVIYCaMkSXTp0oWmTZsyc+bMZ67uxsXF8eeff9K0aVOUSiVbtmzh22+/Zdu2bc9Nfr/44gtmzZr11P1FvblNkiRO3j/JgoAF3Hx4EwBvW29mNppJvbL1Cnz86/HXGXtwLIlZiTR1bcrPbX/WalKtt+4chtV95B8eY4+BSy1dR6SXYtJj6LWtFyk5Kfkvf7m+CzaPAnUWOFaDgWvAoWKhxRiXEUePbT1IyU5hRsMZDK42uNDOVRrcT71Pt7+6odKoWNFxBabqSvRZdIpslYb321Xi/XaVISMRIi89mnR1Xb7F3niyqUlbTKzloQCeLcCrJThVf+4ldI2kodf2XoQkhejlwApdyFFrOHYzlk0XIjh8PQbVo/5o1qaGDG7kzsgmHjhZ5yNhzUyC4/+D04vlS/EKA2jwFrT6SKw6FhV1jjxN7s5BuH3w6dXgcvUfJcE95DeNpVihJ77/re99kVep8Z0xYwbz5r14N+7169c5cOAAGzdu5NixYxgYGOS7rGHYsGGEhIRw4sSJZz6uDyu+/6aRNPx1+y/mB8wnMSsRgB4VezC53mTKmJV55eNJksSmW5uYd3Ye2ZpsajjU4PeOv+t8pGeRyMmERY3lsZl+46Fz8d/1XZgej301NTBla8+tuFm5vfxFEedgwxBIjZLHkPZdBpU7FEp8j3fwV7OvxtquazFUikutBfWl/5dsvLWR2mXqci/oDeyTb9LfJYaB5eJQPAiA+Of0ZFcaQZlKYOsOVs5yr1YrF/lm6QQGxnLiqlACCvljdTYk3YekcEiMkFeNEyPkRDozMe/xLRzlTT913gTPVnmu0py8f5K3D72NhZEFh/odwtK4BLfNeg1xqVlsu3iftWfCCY6Tp48ZGyjp5evK2BZeeDs9owxCo4aLq+Dwl0/aclVsCx2/BqeqRRi98JTECLi+E67vkDsT8a8Uzrkm1OgHtd4AaxedhagrhZ74/ru+NzQ0lBkzZjBixAgaN24MyJ0TVq5cydy5c3MHWuRHbGws8fHxL3yOl5cXAwYMYOfOnXmSb7VajYGBAYMHD2blymdvbvjll1/46quviIyMzFc8+tLOLDEzkQUXF7Dl1hYkJMwMzRhcbTAjfEbke+JSek46s/xnsSdkDwCtyrfiq2Zf5fv1xd6xb+HIHLAsK09oKy5Tg3REkiTeOvAW56LO0cilEUvaL8nfm92UKNg4TN6wgQLafALNP9DqppczkWcYfWA0ChSs7bqWGmVqaO3YpZIkQUIwUcGH6XJtITlILHoQR7Os9Kefa+suXylxqg5O1eQ/7b3AQEtXjDRqiAqS60mDj8ljbnP+FYetuzw1sM4QsHZh3MFxnHpwiiHVhvBhww+1E0MJpNFIHLoezZLjwZwPe9Jaq21VJ95uVZH6Ho9WcMNPw55p8t8BQJnKcsJbqfTUTRcbKVFPkuDQk3KpGchvMCu2hTqD5NKzUlKOUqQ1vm3btmX06NG8+WbeXp5r165lyZIlHD16tKCneEp4eHiecosHDx7QsWNHNm/ejJ+fH+XLP7vuZcyYMVy4cIGAgIB8nUdfEt/HLsdeZu7ZuVyOuwzI9b/Dqg9jSPUhWBk/ewODRtIQGBvIZ/98RmhyKAYKA96v+z7DfYbrXUuiQpMQAr82khur9/1dryaO6bPw5HD67OhDljqL2U1m07tS7/y9UJUN+z6UB10AVO0m9/s1sy1wTCnZKfTf2Z/7qffzPXFM+I+UaHgQAPcDnvz5qCXVXHs71tpYUTszi+WJGozd6kO5unJvVlffou+AosqCe+fluvygjU/qHRUG3PFuSW/VHRQo2N1nd/6uSghcCEvgt2PBHLwezeMM4I0qSj412Yjlra3yHSY20PojuY5XW29qhMKTFi8nwIHrIeL0k/tNbeXfd3UGyf+HS/Dv/CJNfM3NzQkMDKRSpUp57r916xZ16tQhPf0ZqwZa9qxSh5UrV2JsbIyvry8AW7du5dNPP2XZsmWMHDkyX8fVt8QX5JW4oxFHWXhpIbce3gLAzNCMavbVqO5QneoO1aloW5FbD29x6v4p/CP9c8sknMyd+K7ld/g6+eruCyhqkgSr+8Ldw3LN4LAdJfo/v7Ytv7KcHy/8iLmhORu7b8Td2j3/L76wEvZ8IF/Wti4PvRfJfwcFMOPEDHYH76acZTk2dd/03Dd8AvK//cRwuS4w6oq8ivfgIiTff/q5BiYk29fgjxg7fve4g0apYVHbX2lWvnnRx/082elwbTsErIRwf75wsGeLtSVt1YbMb/wlVO0q/m+/guDYVJYfvY5t4BLeNtiOhSILCQXZtYZg0vELsHj1cjpBD8TdkQcMBa7L+3+9bA25zK9m/xK5ClykiW+VKlXo2bMn3377bZ77p0+fzvbt27l582ZBT/FSz0t8582bR1hYGIaGhlStWpVp06bRr1/+V/v0MfF9TCNpOBB2gF8v/UpIUsgLn2thZEFrt9ZMazANe9NStinhyhZ505WBMbx9Sq5FFPJNpVEx+sBoLkRfoJp9NVZ3WY2xwStMirp3AbaOlmurUcgTndrMBMNXH7m6K3gXH534CKVCyR+d/ihdb+Be5HFnhfjb8i+9+NsQfU3ehPbvHeG5FOBY9dFKri+Uq0uMeSW6/HKWuNQsatQ8RphqLz4OPqzruk4vrwylPbhI60MjyZDULI+MpkFmllzj2HKGSIDzQ5LkLg0HZsLDUADOayrzec5w7plW5r22lRjSyB1jQ9H1ptjSqOWSoUtr5dXgx6OkzR2g3kh5Nb8E1QIXaeK7Z88e+vbti7e3N35+fgCcPXuW27dvs2XLFrp06VLQU+iMPie+j2kkDcGJwVxLuMa1ePl2J/EOHtYeNHZtTBPXJtRyrFU6ujb8V0ai3LM3LUbeidxqhq4jKpai06Lpt7MfiVmJDK42mBkNX/H7mJUqDwwJeFR7X7Ym9FkCZavn+xD3Uu7Rb2c/0nLSeLv220yoM+HVYijuVFny6u3DMHgYAolhcsKSECK3m1JlPPt1SiM5yXWuIa/4uPqCS+087eZUag2Dl53hTEgCVZ2t+H1UNXrv7EqGKoNlHZbh5+JXNF/jK/jr9l98duoz3C3Ls9OmEYqzS550lxAJ8ItFXZb78YY+2uRt5QLtv+SYSUu+3nODm9HyVDEPB3O+7l2TJt5i5bfYy3gIAavg7BL5TTKA0hB8eoPf21C+4N2idK3I+/jeu3ePRYsWcf36dQCqVavG+PHjcXMr3jVXRZ74nloo/wNt/YnoL6sNuybLdaYO3vJq72usMgqy4/eOM/HwRADmt55P2wptX/0gN3bDjnchPR4MTOQ3Ik3efWkNoUqjYsS+EQTGBlLHsQ4rOq0omV0cstPlrgYJwXJC+zBUTnIfhsq9cXnBj2ulkbzJrEwl+eZYVU50y1QGwxev0M/bd4NFR+9iaWLIjnea4uVoyZzTc1h/cz0ty7dkYVv9G+k9bO8wLsZc5L267zG65mhITwD/hXDmtycJsFsj6DgHytfXbbD6IjUW/v5S7ruNBIam0GQSNH0v942QSq1h04V7fH/gJnGp2QCMaOLBh52q6uXEPuEVqVVwc7fcoi781JP73fzkTciV2hfbN4ulYoBFUSjSxDfuNvzSUN6ZWbUb9P6tSIYAlFgRZ+H3DoAEw3eBpx7VKhZT3537jpXXVmJtbM3m7ptxsXyNy2Qp0bDjHbk5O8jJWfcFL0xOFl1axK+Bv2JpZMmm7psob1UCmranxsK9s3I5QvQV+c+E4Cc7s5/FyALsPMDO/dGfj24O3nK3g9eYnnX4ejRvrTwPwC+D6tK1lvx3GpoUSvdt3QHY1XvXq9V2F7KQpBB6bOuBUqHkYL+DOJn/a7BGegKc+hlOL3qyCu7TRx6nbac/X0ORUmXBmcVw7H+QLa/m4tMH2s8C2wrPfElqloq5e66z5kw4AJ5lLPiuf23qudsVVdRCYXtwSf53cXnzk5HJzrWgxTQ5Bylmi2+FnviGh4dTocKz/8M8y/379ylXrtzrnEqninzF99I62DlJ3gxUtia8uU6eaCS8GnUO/NYSYq5CncHQ61ddR1Qi5KhzGL5vOJfjLlPHsQ7LOy1/vRIaSZJ3H+//+FE3AQU0HAttPwWTvJvVLsVcYvi+4WgkDXObz6WbVzftfDFFLTsNwvwh+Ijcpiv68rOfZ+4AZarIzejtPPMmuBZltLoaE5GQTtefTpCcqWJEEw++6OGT5/F3Dr/DsXvH9K57xo8XfmT5leW0KN+CX9r+8uwnJT+Av+fApTWAJNf4+42H5lO10l2kWNCo4fIm+fuQJCewuNSBTt+Ae+N8HeLYrVg+3BxEVHImSgWMa1mR99tVwsRQrP6WGClR8tWSc8shR+71jGNVeQXYp3exGUdd6Ilv2bJl6dWrF6NHj6ZBgwbPfE5SUhIbN25kwYIFjB07lkmTJr3OqXRKJzW+4Wdgw2BIi5Ubtw9cC24Ni+bcJcXJ+XDoczCzh3fOF30LphIsIiWCATsHkJqTygifEUytP/X1D5YWDwc+kXcfgzzCtvM38hQihYLotGiG7h1KZFokXb268k3zb7TzRRSVrFS5C0HQejnpfbyq8piTj9wTt6yPfHPykQc+FMGlxswcNf0Wn+LK/WR8K9iyYWzjpzYynY48zZgDYzAzNONgv4N60fNbpVHRfnN74jLimN9qPm3dX1JyExkkb+AKedR73sxervevP7LktumSJHnk7aEvnkz6snKBNp9C7TdfeSUvKSOHWTuusvWi3CGgSlkrfnijNj6uuv/3IGhRWjycWSSXC2U9ahdr7wXNpkDtgXr//6XQE9/4+HjmzJnD8uXLMTU1pV69eri6umJqasrDhw+5du0aV69epW7dunz66afFdoObzja3JYbDukHyqpCBsXwpuM6gojt/cZYQDL82kS9z9lokvm+F4EDoAaYekxPeSb6TGFNrTMEOePeIXI/98FF3Eo/mxLWewciAeYQmh1LBqgLru60vHq3LJEke3nFxtdx79t/jfG3cwKsVVGwNni112i7qo62XWXc2HHsLY3a92wxXW7OnniNJEn139uX2w9tMqTeFkTXy1wayMB2NOMq7f7+Lvak9h/odwig/v4wlSS6tOfApxD3qMmRfEdrPLnkb4O5dkN/0P964ZmIDzSdDw3FgXLAJnfuuRPHJX5eJT8vG2FDJ171r0q9eCSg7EvLKTIKzS8H/l9z+3thUkP8d1Rmst3tliqzGNyMjg927d3Py5EnCwsLIyMigTJky+Pr60rFjR2rUKN4TlXTa1SErFf4aJ7ecAWg0Uf5BXUwuO+iERgMru0HYP+DRHIbvLFm/1PTIssvLWBCwAID3677PWzXfKtgBczLgxA9w6icSNdmMdCnLHWMjnM2cWNllFa6WrlqIuhBlp8ubhs4tzTva195L/mXh01v+WA/+PW65cI+pmwJRKGDlyIa0qOz43Oc+7p7gbOHM3j57db6p8L2/3+PviL8ZVn0Y0xpMe7UXq1VyZ5EjXz8ZxeveFDp8CeWK+a72Bxfh+HdPfl8YmIDfWHm1zlx7LSzjU7OYvjmIwzdiABjV1JOPu1TF0KB41YMK+ZCVChdWyDXzqdHyfdbloOn7UHeY3vUCFpvbtETn7cw0Gjj2DRybJ3/u1Rr6rwAzscHgmU4vlieGGVnAhFNyXaRQaJYELeHniz8DMLXeVEbUGFHgYybHXGX0vpFclzJwVKn4IyGDCs2mQ4O39HOlITNZTnb9f32STBlZyImu72Co0Fgvkt3HbkQl0+uXf8jM0fB+u0q8367yC5+fpc6iw+YOJGQm8L+W/6OTR6ciivRpcRlxtN/UHpWkYmuPrVSye82e3JnJ8M98eUXrcW/Tmv3lEgiHilqLt0iE+cOJ7+TSBgAU8lWuVh8V2v4QjUZi/uHb/HT4NgBNKjrwy6C62Fm8Qn9vofjIyZDf1J+cDykP5Pssy8rdQOqNLPCVBG0Ria+W6DzxfezqNtj2tjyz3t4LBq4Dp6q6i0cfxd+FRU3lEoeu38vNuYVCtyhwEb9ekjcPTqs/jWE+w177WGk5aYw9OJag2CDsjSxZkQxeUdfkB23c5F/mtQeCUg821qQnyJ0Dzvz2ZEiErbv8y6DWgKc26emD5Mwcei78h5C4NFpUduSPEQ1QKl+elP9y6RcWBy6mtmNtVndZXQSRPtvKqyv57vx31CxTk7Vd1xb8gEn34O+vntSYK5RQcwC0+EC/B91IEgQflVd4w07K9ykM5OS9+RRwrFIkYey7EsmUjYGkZ6spb2fG0mH1qeain/3uBS1QZcklXCd/fNIL2LyMXC9fd7jON+KLxFdL9CbxBbnp+LpB8u5cYyvo85tcnybIK+N/dIFwf3kk7tDtxa4VS3H2ODECmFJvCsN9hqNUvNr3Py4jjmnHpnE++jzWxtYs77icKrbecHEVHP0GUiLlJ5apIk9+q9ZdNyup6Qlw6ic4s+TJDugyleVuATX66W0pkiRJvL06gH1Xo3C1MWXXpObY53OFLi4jjg6bO5CjyWFNlzXUcqxVyNE+TZIkem/vzd2ku3za6FMGVBmgvYM/uCSXP9ze/+gOBdToK7d10qcFhux0uLoVzv0ODwLk+5RG8pWFpu/LnUCK2M2oFMb8eZ7whHTMjAz4rn/t3JZ4QgmlypbfLJ74Xh6kA/KbxkodoP4o8G6nk8UJkfhqiV4lvgBpcbBpxJONC60+ghbTRZLn/yvs/wiMLeVBFaW1X6eOSJLEzxd/ZunlpQBUs6/G5HqTaez68pZJGaoM/rz6J8uvLCddlY6FkQXLOiyjRpl/7Q/IyZAnDp38UR7wAuBaV17dqtKlaH7IpifIl8bPLM47Iaz5B3IXCj3/P7j0eDBz9lzHyEDBpvFNqONm+0qv/+TkJ+y4u4POHp35tuW3L3+BlgXFBjF4z2BMDUz5e8DfhbPR8cFFOPYt3Nzz6A4F+PSSW+3psmQl+iqcXwFBG59cXTA0g3oj5AEwNrptFZqYns276y5y4rZc6jOtYxUmtKqol6OuBS1S58g15edXPOmaAvLVuXrDwXcYWJUtsnBE4qslepf4gvyP7cBM+RcwPBp2sVgvL60Wibg7sLipXKvX7Uf5HadQ5CRJYs31Nfxy6RdSc+TEsIlrEybXm0xV+6dXzdQaNTuDd/LzxZ+JSZc3ytRwqMHMxjPxcfB56vmAvNv41M/yG53Hq632XtB4ItQeVDi1ZukJcjnD6V+ftPhxrim/6azSRa/qd5/n1J04hvx+Bo0Es3v6MKyxxysf40bCDfrv7I+BwoB9fffhbOGs/UBfYJb/LDbf2kx3r+583fzrwj1ZZCAc/x9c3/nkPjtPuXa29sDnDn3QqvQEuLlX3lx079y/4vCQLyv7DgXL529KLGoqtYZ5+26w9ITcmWVMc08+7lJNJL+lRdxtuPCHXAqRmSjfpzSUFwX6LiuSxQmR+GqJXia+j11cI7eAUmfJzabfWK3fdWmFQZ0DK7rIE7C8WsHQbcUiESnJHmY+ZEnQEtbfXI9Ko0KBgublm2NtbI2ExOMfObcTb3P7obw5xtXClffrvU9Hj475K5FIjZX7TZ77/ckPWXMHaDAGfIcUvNbscUuyC3/ILckeb4By8oHWH0GVrnq/wvvY/cQMuv98koS0bPrULcf3/Wu/djIyav8ozkWdY1SNUUyuN1nLkT5fhiqD1htbk5aTxvKOy2ng/Oze8VoXfVV+w3N1W962dJ4t5E4d3u2015JOo4HIS/ImtdsH4f75J1P8lIZyWVu9EeDZSq//7f1+MoQvd8l1+QPql+fr3jVFx4fSJCdD7l1+frn8M7RyJxi0oUhOXeSJ76pVq1i8eDEhISH4+/vj7u7O/Pnz8fT0pGfPnto4hU7odeILcs/GDUPknZbGVvLKb7ViOtnqdRyYKa8AmljLJQ5iyp3eiEiJ4OeAn9kbuve5z7EysmJsrbG8We1NTAxeo2NDVqq8wnD6F7n39WMudeT/B1W7yxt98pvoZTyEwA1ywht7/cn9ZWvKG56KQUnDv2XmqOm/2J/L95OoUc6azeObYGr0+isvf4f/zXtH3sPGxIbD/Q+/3t/Za9h5dycfn/yY8pbl2d1n9yvXjxdYdhpc3wWXVkPI8byP2XlA+QZQrr48dtu55su7j6iy4GGY3Lc6IUQusbh7WB5a9G+O1aBWf6gzpEgvGRfUpvMRfLglCI0EHX3KsmCgb4H+3QnFVNSj4SnORdPWtkgT30WLFvHZZ5/x/vvvM2fOHK5cuYKXlxd//PEHK1eu5MiRIwU9hc7ofeILkBINm0fKvWtB7tvYZqZ+7HwvTDd2w/pHwykGrILqPXQbj/BM1+Ovcy7qHBISCuQEVKFQYGJgQgf3Dtia2hb8JGoVXN8B55ZB2CngXz/WHLzlXq1WLvJUNMuyYOUMRmYQexNirkH0NXm89cOwJ681NJM3ONUfKfd4LWZXEiRJYtrmIDZfuIeduRE7321GebuClYKoNWo6b+1MZFokXzf7mu4Vu2sp2hd7vNL8Tp13GFd7XJGc87kSw+Vx21e2QOyNpx83MJb/jRmayv/GjMzlfqdG5pCVIie6yffJ82/0MWNL+cqVdzv5VozfyO+/GsW7ay+SrdbQpKIDS4bVx9JEPzd+CiVDkSa+1atX5+uvv6ZXr15YWVkRGBiIl5cXV65coVWrVsTFxRX0FDpTLBJfkC/5H/xMviwH8g/PvstL7qjeh6HwWwu55rPRBOg0V9cRCfoiNVbenHRjl9zySZ39aq938pGT3VoDwLT4jmRd5R/Kp9uvolTAn6P8aFZJO5fkFwcu5pdLv+Dr5Mufnf/UyjFf5H7qfTpt6YQCBfv77sfFUo86BmQ8hPsBcP8C3Dsv1+I+nnT1MkYWchcGOw+5K4hXK3kDnWHJ6YV76k4cY/48T1q2mtrlbfhjZEPR61coNEWa+JqZmXHjxg3c3d3zJL63b9+mVq1aZGRkFPQUOlNsEt/HLm+GHe/K/X6tXKHvUvBopuuotEuVBcs7ypcHyzeAEXtK1C8LQYsyk+Waydib8uSh1Jgnf2Yly8MKnKpDWR/5T6fqerVh6HWdD01g4JLTqDQSH3WuyriW2hvKEJMeQ4fNHVBLav7q8Rfedt5aO/azPE60/Vz8WNZhWaGeq8AkSW7vlB4POZlyvWNOulwjnp0mr/rae8ob5SzKFLurCK8jMCKRESvO8jA9h0pOlqwb24gylno4iEYo9vKbr2nluoOnpyeXLl3C3T1vC6l9+/ZRrVo1bZxCyK+a/eRf3huHQfxtWNldbnfWcnrJKX3Y/4mc9JrZQb8VIukVns/UGmr00XUURSoqKZO31wSg0kh0reXC2BZeWj2+k7kTrdxacTj8MJtubeIjv4+0evx/kySJnXflzgo9KhaDUiaFQl7BFRMjc9V2s2XT+MYMWXaW2zGpDFl2hnVjGomVX0FntLJDYMqUKUycOJENGzYgSRJnz55lzpw5fPTRR0yfPl0bpxBeRdnqMPaovOtYejTyeGV3SLqv68gKLmijPB4WoM/SYl0DJwjalpGtZsyf54lNyaJKWSu+7VurUNpJ9a/cH5A3nWWoCu+KXmBsIOEp4ZgZmtGuQrtCO49QuLydrFg3thGOVibciEph6PIzJGXk6DosoZTSSuI7evRo5s2bx8yZM0lPT2fQoEEsWrSIBQsWMHDgQG2cQnhVJpbQ61c5OTS2lDe+LWoCl9bJl+OKozuHYNsE+ePmU6FSe93GIwh6RJIkPtgcyOX7SdiZG7F0WH0sCmkzUWPXxpSzLEdKTgr7QvYVyjkAtt/dDkB79/aYGxVCj2ahyHiWsWDtaD8cLIy5cj+Z4cvPkpIpkl+h6GmtJ8zgwYO5ffs2qampREVFce/ePd566y1tHV54XbUGwLjj4Oor9zvdNh7W9IPECF1H9moizsKGoaDJkXfat56p64gEQa8sOHyb3UGRGBkoWDykHhUcCi9RVCqU9KvcD4DNtzYXyjkyVZnsD5FHCPesWHxbYgpPVCprxerRftiaG3EpIpFRf5wjPVul67CEUkYriW9ISAi3b8uN6M3NzXFycgLg9u3bhIaGauMUQkE4VIS3DkLbz8HARF45/bURnF0qN03Xd9HXYE1/eZOIdzvotbhY9VIVhMK2OyiS+Yfkn8Ff9aqBn1fhd3Pp5d0LQ4UhQXFB3Eh4RluvAjp67ygpOSm4WLhQ37m+1o8v6EY1F2tWjfLDytSQc6EPGb3yPJk5al2HJZQiWskeRowYwalTp566/8yZM4wYMUIbpxAKysAImk+B8SfBrZE8hWjPB7C0NYSc0HV0z/cwFFb1ller3fxgwJ9iM5sg/Mvle0lM3XQJgLeaefJGgyIYpwuUMStDmwptANh0c5PWj7/jzg4Aunl1K/qBFUKhqlnehpWjGmJhbMCpu/GMW3WBLJVIfoWioZWfJhcvXqRp06ZP3d+oUSMuXbqkjVMI2uJYGUbuhc7/kye9RV6Cld1g3ZsQe0vX0eX1MAz+7AWpUXKnikEbwNhC11EJgt6ISc5kzJ/nyczR0LKyIx91rlqk5x9QZQAAu0N2k56TrrXjxmXEceqBvJhSLLo5CK+sbgU7VoxsiJmRAcduxTJp3UXUmmK6/0QoVrSS+CoUClJSUp66PykpCbVavIvTO0ol+I2FSRehwWhQGMgN/39tBDvfkycL6VrICXk1+mEI2LrD0L/k9mWCIACQnq1izJ/niUrOxNvJkp8H+WJoULQrow2dG+Ju7U5aThp7QvZo7bi7g3ejltTUcqyFh42H1o4r6JeGnvb8Prw+xgZK9l+N5tPtV9DCaAFBeCGt/JRs0aIFc+fOzZPkqtVq5s6dS7NmJWx4Qkli6Qhdv4cJp6FKF5DUcOEP+LkubBoJkYFFH5MkwZkl8GdPuQm8S20YuUceMSsIAgBqjcSkdRcJvCd3cFg2rD7WpkZFHodCoaBfJXmT28abG7V23B135TIHsamt5GviXYYFA+ugUMDaM+EsOHxb1yEJJZxWJrddu3aNFi1aYGtrS/PmzQE4ceIEycnJ/P3339SoUaPAgepKsZvcVhCh/8CJ7+Hu4Sf3ebUGv3Hg3R4MCnnOuioLdk+Fi6vkz2sOgB4/yfPuBUEA5LZln22/yqrTYRgbKlk3xo967vY6i+dh5kPabmpLjiaH9V3X41PGp0DHu5Fwg/47+2OsNObvAX9jY1J8x0YL+bfqdBifbrsCyBs0hzRyf8krBCGv/OZrWlnxrV69OkFBQQwYMICYmBhSUlIYNmwYN27cKNZJb6nj0RSGboVxJ6Bmf7kEIvgIrBsIP/rAoS8g/q72zytJcOcwLGsrJ70KJbT/EvosEUmvIPzHkuPBrDodhkIBC96oo9OkF8DO1I727nJP7fU31xf4eNvvyL17W7m1EklvKTK0kTuT2lYC4LPtV9h3JVLHEQkllVZWfEuyUrXi+18PQ+WWZ4HrIT3uyf0VGkPVblC1qzx3viDC/OHvL+UBGwCmNtBvudy2TBCEPHYGPuDddRcBmNm1GqOba3cc8eu6FHOJoXuHYqg0ZE/vPbhYurzWcXI0ObTb1I6EzAQWtllIS7eWWo5U0GeSJPHxX1dYdzYcY0Mlf45qSKMiaM0nlAz5zde0lvgmJiZy9uxZYmJi0PynN+ywYcO0cQqdKNWJ72OqbLi1DwL+lMsgpH/9/TpVlxNg9ybgUgfM87H6lHRPTniDNsCdg/J9BibyRrtmk+XaY0EQ8jgbksCQZWfIVmsY2dSDz7sXrKRA20btH8W5qHMMrDKQTxp98lrHOBZxjHf+fgd7U3sO9T+EkbLo65YF3VKpNby9JoCD16KxMjVk0/jGVHUupb97hVdSpInvzp07GTx4MKmpqVhbW+eZDa9QKEhISCjoKXRGJL7/kXQfbuySb6H/yBvi/s2mArjUgjKVwdBELpdQGoBCIQ+iCPeHpH9NjVMYQN2h0GI62JQr2q9FEIqJOzEp9F3kT1JGDh19yvLr4HoYKBUvf2EROhN5htEHRmOsNGZf3304mr/6G9h3Dr/DsXvHGFp9KNMbTC+EKIXiIDNHzdDfz3Au9CFOViZsndCE8nZiZLXwYkWa+FauXJkuXbrw9ddfY25esv5xisT3BdIT4PYB+XY/QG49lh8KAzk5dm8K9UfJk+UEQXim+4kZ9Ft0isikTHwr2LJ2dCPMjA10HdZTJEli2N5hXIq9xLDqw5jWYNorvf5izEWG7R2GUqHkr55/4WWjH2Ucgm4kpecw4Dd/bkanUMnJks1vN8HGTFwBEJ6vSBNfCwsLLl++jJdX0f6g8vDwICwsLM99c+fOZcaMGbmfBwUFMXHiRM6dO4ejoyPvvvsu06fnfyVBJL6vICMRoi7LQzESw0GjBo3qyZ92HuDeGMrVBxNLHQcrCPovPjWL/r/5ExybRkVHCzaNb4K9hf5OLjx5/yRvH3obM0Mz9vXdh71p/jbeSZLE0L1DCYwNpG+lvnzR5IvCDVQoFh4kZtD713+ITs6isZcDK0c1xNhQTPETni2/+ZpW+lN17NiR8+fPF3niCzB79mzGjBmT+7mVlVXux8nJyXTo0IF27dqxePFiLl++zKhRo7C1tWXs2LFFHmuJZ2YLns3lmyAIBZKSmcOIFecIjk3D1caUVW/56XXSC9DUtSk+Dj5cjb/KqmureK/ue/l63d8RfxMYG4ipgSkT6kwo5CiF4sLV1ozlIxowYLE//sHxzNgSxPcDaucppxSEV6WVxLdr165MmzaNa9euUbNmTYyM8l6O6NGj8EZOWllZ4ez87OEGa9asITs7m+XLl2NsbIyPjw+XLl3ihx9+EImvIAh6KzNHzdg/L3D5fhL2FsasGu2Hq63+t/ZTKBSMrTWW9468x7ob6xjhM+KlLclUGhULAhYAMLT6UJzMnYoiVKGY8HG14dch9Rj1xzm2XrxPeXtzprSvrOuwhGJMK6UOSuXzLz0oFIpCG1vs4eFBZmYmOTk5VKhQgUGDBjF58mQMDeV8ftiwYSQnJ7Nt27bc1xw5coQ2bdqQkJCAnd3TI3CzsrLIysrK/Tw5ORk3NzdR6iAIQpFQqTVMWBPAgWvRWJoYsm5MI2qWLz79bCVJot/Oftx6eIu3a7/90hXcTbc2Mdt/NrYmtuzpswcrY6sXPl8ondafDWfG1ssAfNuvFgPqu+k4IkHfFOkAC41G89xbYSW9AJMmTWL9+vUcOXKEcePG8fXXX+ep342KiqJs2bJ5XvP486ioqGcec+7cudjY2OTe3NzEfy5BEIqGRiPx0dbLHLgWjbGhkqXD6herpBeerPoCrL6+mtTs1Oc+Nz0nnV8v/QrAuFrjRNIrPNfAhhWY2FreCP3x1sucvB33klcIwrPpXZX4jBkzUCgUL7zduHEDgClTptCqVStq1arF+PHj+f777/n555/zrNi+qo8++oikpKTcW0RExMtfJAiCUECSJPHFzqtsunAPA6WChW/60rhi8Wze365COzxtPEnJTnnhNLdV11YRlxFHOctyDKgyoAgjFIqjDzpUoWcdV1QaibdXX+BGVLKuQxKKIa3U+AKkpaVx7NgxwsPDyc7OzvPYpEmT8n2cqVOnMmLEiBc+53mb6Pz8/FCpVISGhlKlShWcnZ2Jjo7O85zHnz+vLtjExAQTE5N8xysIglBQkiQxZ/d1/vSXRxH/r18tOvg8+2dUcWCgNGBMzTF8fPJj/rz6J4OqDsLcKG+ry4TMBFZcXQHAJN9JGBvo98Y9QfcUCgXf9qtFVFImZ0ISGLniHNsmNqWstamuQxOKEa0kvhcvXqRLly6kp6eTlpaGvb09cXFxmJub4+Tk9EqJr6OjI46Orze569KlSyiVSpyc5M0RjRs35pNPPiEnJyd3w93BgwepUqXKM+t7BUEQipokSfxv/02WnZT7YM/tXZM+dcvrOKqC6+zZmUWBi4hIieDN3W/SpkIbWpZvSc0yNTFQGvBb4G+k5aRR3aE6nTw76TpcoZgwMTRgydD69Fn0D3dj0xj1xzk2jmuMhYnW1vGEEk4rpQ6TJ0+me/fuPHz4EDMzM06fPk1YWBj16tXju+++08YpnuLv78/8+fMJDAwkODiYNWvWMHnyZIYMGZKb1A4aNAhjY2Peeustrl69yoYNG1iwYAFTpkwplJgEQRBe1U+H7/Dr0bsAzO7pw8CGFXQckXYYKg2Z3mA6RkojgpOCWXZ5GUP3DqX1xtbMODGDjbc2AjC53mSUCr2ruhP0mI25EStGNMTBwpirD5J5b/1F1JoC79MXSgmtdHWwtbXlzJkzVKlSBVtbW/z9/alWrRpnzpxh+PDhuTW52hQQEMCECRO4ceMGWVlZeHp6MnToUKZMmZKnVOHfAyzKlCnDu+++y4cffpjv84gBFoIgFJZFR+8yb5/883Fm12qMbl7yppUlZiZy8sFJjkcc5+T9k6TkpOQ+1tS1KYvbL9ZhdEJxFhD+kDeXnCZLpWFEEw++6OGj65AEHSrSARZGRka5Lc2cnJwIDw+nWrVq2NjYFNrmsLp163L69OmXPq9WrVqcOHGiUGIQBEF4Xb+fDMlNeqd1rFIik14AW1Nbunl1o5tXN3I0OVyKucSxiGOEJYcxvUH+p2gKwn/VrWDHj2/UYcKaAP44FYq7gzkjm3rqOixBz2kl8fX19eXcuXNUqlSJli1b8tlnnxEXF8eqVauoUaOGNk4hCIJQYiw9HsycPdcBmNTGm4mtvXUcUdEwUhrRwLkBDZwb6DoUoYToUtOFGZ2r8s3eG8zedY3ydua0r1725S8USi2tFFZ9/fXXuLi4ADBnzhzs7Ox4++23iY2N5bffftPGKQRBEEqE347dzZP0ThZTqAShQMa18OLNhm5IEkxad5HL95J0HZKgx7RS41uSiRpfQRC05dejd/h2300A3mtbSSS9gqAlOWoNo/44x4nbcThambBtYlPKFYMx34L2FOnktjZt2pCYmPjMINq0aaONUwiCIBRrC/++nZv0Tm5XWSS9gqBFRgZKfhlclyplrYhNyWLUinMkZ+boOixBD2kl8T169OhTQysAMjMzxcYyQRBKvZ8O3+a7A7cA+KBDZd5rV0nHEQlCyWNtasTykQ1wtDLhZnQKE9cEkKPW6DosQc8UaHNbUFBQ7sfXrl0jKioq93O1Ws2+ffsoV65cQU4hCIJQbEmSxPcHbrHwyB0ApneqwoRWpWMjmyDoQjlbM5YPb8CA3/w5cTuOmX9d4Zu+NVEoFLoOTdATBUp869Spg0KhQKFQPLOkwczMjJ9//rkgpxAEQSiWJEniy13XWf6PPJHt4y5VGduioo6jEoSSr2Z5G35+05exq86z4XwEFRzMS03nFOHlCpT4hoSEIEkSXl5enD17Ns+oYWNjY5ycnDAwMChwkIIgCMWJWiMxc9tl1p2V+5h/2dOHoY09dBuUIJQi7aqX5fPuPny+4yr/238TN3tzetR21XVYgh4oUOLr7u4OwJEjR6hTpw6GhnkPp1arOX78OC1atCjIaQRBEIoNlVrDB5sC2XbpAUoFfNO3FgPqu+k6LEEodYY38SA8IZ3fT4bwwcZAXGxMaeBhr+uwBB3TWleHhISEp+5PTEykdevW2jiFIAiC3stWaXhn7UW2XXqAoVLBgoG+IukVBB36uEs1OvqUJVutYcyf5wmJS9N1SIKOaSXxlSTpmYXj8fHxWFhYaOMUgiAIei0jW83YVefZdzUKYwMli4bUo7u4tCoIOmWgVDD/DV9ql7chMT2HESvOkpD2dBcqofQoUKlDnz59AFAoFIwYMQITE5Pcx9RqNUFBQTRp0qRgEQqCIOi5lMwc3lp5nrMhCZgaKVkytD4tKju+/IWCIBQ6M2MDlg1vQO9f/yEsPp0xf55nzWg/TI3EHqTSqEArvjY2NtjY2CBJElZWVrmf29jY4OzszNixY1m9erW2YhUEQdA7D9OyGbzsDGdDErAyMeTPUX4i6RUEPeNoZcIfIxtgbWrIhbCHTN0UiEYjBteWRgVa8V2xYgUAHh4efPDBB6KsQRCEUiU6OZMhy85wOyYVO3MjVr3lR41yNroOSxCEZ/B2smLx0HoMX36W3UGRVLA358NOVXUdllDEtFLj+/nnn4ukVxCEUiUiIZ3+i/25HZNKWWsTNo5rLJJeQdBzTSqW4Zs+tQBYdPQua8+E6zgioai99opv3bp1OXz4MHZ2dvj6+r5wKkpAQMDrnkYQBEHv3IlJZciyM0QlZ1LB3pw1o/1wszfXdViCIORD33rliXiYzvxDt/l0+xVcbU1pVcVJ12EJReS1E9+ePXvmbmbr1auXtuIRBEHQa9cjkxmy7AzxadlUcrJk9Wg/ylqb6josQRBewXttKxGekM7WgPu8s/YiG8c1prqrta7DEoqAQpIkUd39AsnJydjY2JCUlIS1tfhPIQilWdC9RIYtP0tieg7VXaxZPdoPewtjXYclCMJryFZpGL78LP7B8Thbm7JtYlOcbcSb2OIqv/maVmp8/y01NZXk5OQ8N0EQhOLuQlgCg5eeITE9hzputqwb00gkvYJQjBkbKlk8pB7eTpZEJWcy8o9zpGapdB2WUMi0kviGhITQtWtXLCwssLGxwc7ODjs7O2xtbbGzs9PGKQRBEHTm1N04hv5+lpQsFQ097Vk92g8bcyNdhyUIQgHZmBuxYkQDylgacz0ymUnrLqIWbc5KtAK1M3tsyJAhSJLE8uXLKVu27As3ugmCIBQnx27FMvbP82SpNDSvVIYlQ+tjZiwa3wtCSeFmb86y4Q144zd//r4Rw5zd1/mse3VdhyUUEq0kvoGBgVy4cIEqVapo43CCIAh64dTduNykt101JxYOqiumPQlCCVTHzZYfBtRh4toAlv8TgqejBUMbues6LKEQaKXUoUGDBkRERGjjUIIgCHrhQlgCo1c+TnrLsmhIPZH0CkIJ1rWWCx90qAzAFzuucuxWrI4jEgqDVlZ8ly1bxvjx47l//z41atTAyChv7VutWrW0cRpBEIQiceV+EiOWnyM9W03zSmVYOMgXIwOt7wUWBEHPTGztTXBcmtzmbE0AWyY0oXJZK12HJWiRVhLf2NhY7t69y8iRI3PvUygUSJKEQqFArVZr4zSCIAiF7mZUCkN/PyNvZPOwZ8nQ+mKlVxBKCYVCwdw+NbmXkMHZ0ARG/XGObRObUsbSRNehCVqilSWMUaNG4evri7+/P8HBwYSEhOT5UxAEoTgIiUtj8LIzPEzPoXZ5G34fITayCUJpY2JowOKh9XB3MOfewwzG/nmezByxgFdSaGWAhYWFBYGBgXh7e2sjJr0iBlgIQukQnZxJ71/+4UFSJlWdrVg/thG25qJPryCUVndjU+n9yz8kZ6roUduVBQPriK5VeqxIB1i0adOGwMBAbRxKEAShyGWp1IxffYEHSZl4lbFg1Vt+IukVhFKuoqMli4fUw1CpYEfgA347Lq5glwRaqfHt3r07kydP5vLly9SsWfOpzW09evTQxmkEQRC0TpIkPt12hYvhiVibGrJ8RAMcrUQ9nyAI0MS7DJ/38OHTbVeYt+8GVZ2taFXFSddhCQWglVIHpfL5C8fFfXObKHUQhJJt5alQPt9xFaUC/hjZkBaVHXUdkiAIekSSJD7aepn15yKwNjVkxzvN8ChjoeuwhP8o0lIHjUbz3FthJr0eHh4oFIo8t2+++Sb38dDQ0KceVygUnD59utBiEgSh+PC/G8/sXdcAmNG5qkh6BUF4ikKhYFZPH3wr2JKcqWLsqvOkZql0HZbwmgqtMWViYmJhHTqP2bNnExkZmXt79913n3rOoUOH8jynXr16RRKbIAj6697DdCauDUCtkehR25Uxzb10HZIgCHrKxNCAxUPq4WRlwq3oVD7YGIgWLpgLOqCVxHfevHls2LAh9/P+/ftjb29PuXLlCn3Tm5WVFc7Ozrk3C4unLz84ODjkec5/a5AFQShdMrLVjFt1gYS0bHxcrZnXt5bYrS0IwguVtTZl8dB6GBso2Xc1il+O3NF1SMJr0Eriu3jxYtzc3AA4ePAghw4dYt++fXTu3Jlp06Zp4xTP9c033+Dg4ICvry//+9//UKmevvzQo0cPnJycaNasGTt27Hjh8bKyskhOTs5zEwShZJm96ypXHyTjYGHMkmGiV68gCPlTt4Ids3v6APD9wVscvh6t44iEV6WVrg5RUVG5ie+uXbsYMGAAHTp0wMPDAz8/P22c4pkmTZpE3bp1sbe359SpU3z00UdERkbyww8/AGBpacn3339P06ZNUSqVbNmyhV69erFt27bndpqYO3cus2bNKrSY9YVaI3HtQTLhCencT0zn/sMM7idmIkkSbvbmuNmbU8HeHHcHc7wdLVEqxWqYUDKcuhvHurMRAPw8yJdytmY6jkgQhOJkYMMKXHmQxOrT4by//hLb3mlKRUdLXYcl5JNWujq4urqyefNmmjRpQpUqVfjqq6/o378/N2/epEGDBq+0ajpjxgzmzZv3wudcv36dqlWrPnX/8uXLGTduHKmpqZiYPLsd0bBhwwgJCeHEiRPPfDwrK4usrKzcz5OTk3FzcysRXR0kSeJiRCI7Ax+wOyiSmJSsl78IKG9nRp+65elbtxzuDmInq1B8Zeao6TT/OKHx6QxpVIGvetXUdUiCIBRD2SoNg5ed5lzoQ7ydLNnxTlPMjbWylii8pvx2ddDK31KfPn0YNGgQlSpVIj4+ns6dOwNw8eLFV57mNnXqVEaMGPHC53h5PXsTip+fHyqVitDQUKpUqfLc5xw8ePC5xzYxMXlu0lxcJWXk8Mc/oWw8H8H9xIzc+61MDKnsbEU5WzNcbc0oZ2eGAoh4mE5EQjrhCencjUnj3sMMfjp8m58O36aBhx1vNKhAb99yGIhVYKGYWXD4NqHx6ThbmzK909NvngVBEPLD2FDJr4Pr0e3nE9yJSeWz7Vf5rn9tXYcl5INWEt8ff/wRDw8PIiIi+Pbbb7G0lJf8IyMjmTBhwisdy9HREUfH12spdOnSJZRKJU5Oz28ufenSJVxcXF7r+MVNcmYOy0+G8PvJEFIy5dpnc2MDOlQvS7darjSvXAYTwxfXNmbmqNl/NYotAfc5eTuWc6EPORf6kGUngvmsW3WaeJcpii9FEArs6oMkljyavPRlrxpYm4pNroIgvD5HKxMWDPRl0NLTbL5wj8ZeDvStV17XYQkvoZVSB13w9/fnzJkztG7dGisrK/z9/Zk8eTKdO3dm5cqVAKxcuRJjY2N8fX0B2Lp1K59++inLli1j5MiR+TpPcRxgkZ6t4vcTISw9EUzyo4S3cllLJrb2pkN159feyBOdnMnmC/dYcjyYpIwcADpUL8snXauJEghBr6nUGnr/eorL95PoWtOFXwbX1XVIgiCUED8dvs0PB29hbmzAjnea4e0k6n11Ib/5mtYS39u3b3PkyBFiYmLQaDR5Hvvss8+0cYo8AgICmDBhAjdu3CArKwtPT0+GDh3KlClTcksVVq5cybx58wgLC8PQ0JCqVasybdo0+vXrl+/zFKfEV5Ikdl+OZM7u60QmZQJQycmS99pVoksNF61tUHuYls38Q7dYfSYctUbC2EDJxNbevNPGW5Q/CHpp6fFg5uy5jrWpIYemtsTJylTXIQmCUEKoNRJDfz/DqbvxVHW2YtvEppgaiU4xF8Ie4uNqXWTfiyJNfJcuXcrbb79NmTJlcHZ2ztMPU6FQEBAQUNBT6ExxSXxvRqXwxY6r+AfHA/KGtOmdqtK1pkuhJaO3o1P4cvd1jt+KBaCxlwPzB9ahrLVIKgT9ER6fTof5x8jM0TCvb03eaFBB1yEJglDCxCRn0uWnE8SlZjPIrwJf9y7dG2d3BT1g8oZLtKrixKLBdTE0KLR5abmKNPF1d3dnwoQJfPjhhwU9lN7R98Q3NUvFDwdusdI/FLVGwsRQyYRW3oxr6VUk77IkSeKvi/eZue0K6dlqHCyM+eGNOrQUo18FPSBJEsOWn+XE7TgaezmwdoyfGFQhCEKhOHE7lmHLzyJJ8PObvnSv7arrkHRi1ekwPtt+BUmCrrVc+HFAHYwN9Sfx1UokDx8+pH///to4lJBPkiSxOyiStt8fZfk/Iag1Ep18nDk0pSXvtatUZJcWFAoFfeqWZ+e7zajqbEV8WjbDl59l3r4bqDXFsnxcKEFO3Y3nxO04jA2VfN2npkh6BUEoNM0rOTKhVUUAPtp6mbD4NB1HVLQkSeKnw7f5dJuc9A72q8BPA32LJOl9FVqJpn///hw4cEAbhxLyISw+jeErzjFxbQDRyVm4O5izclRDFg+th5u9uU5iquhoybaJTRnSSL6MvOjoXSasuUBmjlon8QgCyO3LAAY1rIBnGbEBUxCEwjW5XWUaeNiRmqXinbUXyVKVjt+BGo3ErJ3X+OHgLQAmta3EV71q6OW+H620M/P29ubTTz/l9OnT1KxZEyOjvG2CJk2apI3TlHqpWSp+PXKHZSdDyFZpMDZQ8narirzdqqJeFNKbGhnwVa+aNPCwZ9qmIPZfjWbo72dYNqwBNuaidZRQtPzvxnM2JAFjAyXjW1bUdTiCIJQChgZKfnrTly4LTnD5fhLf7L3B5919dB1WocpRa/hgUyDbLz0A4PPu1RnZ1FPHUT2fVmp8PT2f/wUqFAqCg4MLegqd0YcaX7VGYvOFCP63/xZxqfK0tWbeZZjd0wcvPR2T6H83nrGrzpOSqaKSkyUrRzXEVYyGFYrQm0tO4x8cz9BG7nzZq4auwxEEoRQ5fD2at1aeB2D1W340q1Qye96nZ6uYsCaAozdjMVQq+H5AbXrWKaeTWIq8nVlJpcvEV6OROHwjhh8P3uJapDz22cPBnE+6VqddNSe9r1e8EZXM8OVniU7OwtnalJWjGlLF2UrXYQmlwNmQBAb85o+RgYKj01pTTrzpEgShiM3cdpnVp8NxsTFl3/stsDErWVc+k9JzGPnHWQLCEzE1UrJoSD1aV3n+ALHCVqSb2wTtSs9Wsco/lLY/HGPMn+e5FpmMlakhM7tW48DklrSvXlbvk16Aqs7WbJ3QFG8nS6KSM3lz6WluR6foOiyhFPjpUW1v//puIukVBEEnPu5SDQ8HcyKTMvl8+xVdh6NV6dkqhq+Qk15rU0PWjPbTadL7KrS24nvv3j127NhBeHg42dnZeR774YcftHEKnSjKFd+kjByWHL/LmjPhJKbLk9GsTQ15068C41pUxN7CuFDPX1gS07MZtvwsQfeScLIyYdP4xmLSm1BoLoQl0HeRP4ZKBUc+aKWzDZ+CIAgB4Q/pt+gUGgl+GVSXrrVcdB1SgWWrNIz+8zzHb8Via27E+rGNqOqs+3av+c3XtLK57fDhw/To0QMvLy9u3LhBjRo1CA0NRZIk6tYVo0HzS6GAlafCSM1SUcHenFFNPehf3w0LE638NemMrbkxK0c2ZOCS09yMTmHQ0jNsGt9Y1PwKhWLB4TsA9K1bXiS9giDoVN0Kdkxo5c3CI3f4ZNtlGnjY4VSMhzxpNBLTNgdy/FYsZkYGLB/RQC+S3lehlVKHjz76iA8++IDLly9jamrKli1biIiIoGXLlqK/7yuwNjXiw85VWTykLkc+aMWIpp7FPul9zM7CmFWjG+JZxoL7iRkMWXaG2JQsXYcllDAXwx9y/FYsBkoFE1t76zocQRAEJrWthI+rNYnpOUzfEkRx3VolSRKzd11j+6UHGCoVLBpSl7oV7HQd1ivTSuJ7/fp1hg0bBoChoSEZGRlYWloye/Zs5s2bp41TlBpDG7nTqUbhjRnWJScrU9aM9qOcrRnBcWkM/f0MienZL3+hIOTT49re3r7lqOAgVnsFQdA9Y0MlP74hTy87ejOWtWfDdR3Sa/n16F3+OBUKwHf9a9OqmNT0/pdWEl8LC4vcul4XFxfu3r2b+1hcXJw2TiGUEK62ZqwZ7YeTlQk3olIYv/oC2SqNrsMSSoDL95I4cjMWpQLeEau9giDokcplrZjesQoAX+26Tmhc8Zrqtu5sOP/bfxOAz7pVp5evblqWaYNWEt9GjRpx8uRJALp06cLUqVOZM2cOo0aNolGjRto4hVCCeJSxYNVbfliaGHI6OOHRTO/ieelH0B9rzoQB0L22Kx5iSpsgCHpmVFNPGnnZk5GjZuqmQNSa4vF7b9+VKD756zIAE1tXZFQz/R1OkR9aSXx/+OEH/Pz8AJg1axZt27Zlw4YNeHh48Pvvv2vjFEIJU8XZip/f9EWpgPXnIvj9ZIiuQxKKsfRsFTsD5alBgxpW0HE0giAIT1MqFXzXvzZWJoZcCHvI4mN3X/4iHfO/G8+k9RfRSDCwgRsfdKii65AKrMCJr1qt5t69e1SoIP+ysbCwYPHixQQFBbFlyxbc3d0LHKRQMrWu6sQnXasDMGfPdQ5di9ZxREJxtTsokrRsNR4O5jT0tNd1OIIgCM9U3s6cz3vII4znH7rF1QdJOo7o+YJjUxm36jzZKg0dqpflq141isUMgZcpcOJrYGBAhw4dePjwoTbiEUqZUU09eLNhBSQJ3lt/keuPJtQJwqvYdP4eIA+sKAk/mAVBKLn61i1Hh+plyVFLTN5wicwcta5DekpSRg6j/zxPcqYK3wq2/PSmL4YGJWPmmVa+iho1ahAcHKyNQwmljEKhYHZPH5pUdCAtW83oledJSBOdHoT8C45N5WxoAkqF3LtXEARBnykUCub2qUkZS2NuRafy/YGbug4pD5Vaw7vrLhIcm4aLjSm/Da2HqZGBrsPSGq0kvl999RUffPABu3btIjIykuTk5Dw3QXgRIwMliwbXy+3xO2ndxWJT9C/o3qYL8mpvy8qOONsU38bwgiCUHg6WJnzTpxYAy06GcDo4XscRPTF3743cARVLh9XHyapk/VwtUOI7e/Zs0tLS6NKlC4GBgfTo0YPy5ctjZ2eHnZ0dtra22NkVv+bGQtGzMTdi8ZB6mBkZcPJOHD8evKXrkIRiQKXWsOVR4vtGAzcdRyMIgpB/7aqXZWADNyQJpm4MJCUzR9chsfFfm82/H1CbGuVsdByR9imkAvSRMjAwIDIykuvXr7/weS1btnzdU+hcfmc/C9qx/dJ93lt/CYClw+rTvnpZ3QYk6LXD16N5a+V57C2MOf1RW4wNS0YNmiAIpUNqlorOC44TkZBBv3rl+a5/bZ3Fci40gUFLT5Ojlni/XSXeb1dZZ7G8jvzmawWah/s4Zy7Oia2gX3rWKcfF8ET+OBXKlI2X2PlOM9GTVXiujecjAHlSm0h6BUEobixNDPlhQB0G/ObP5gv3aF+9LB19nIs8jnsP0xm/6gI5aokuNZ2Z1KZSkcdQVAr8m0LsoBa07eMu1ajnbkdKporxqy+Qka1/O14F3YtNyeLw9RgABtQXZQ6CIBRPDTzsGdeiIgAfbb1MbEpWkZ4/LUvF6JXniU/LxsfVmu/610apLLm5XYET38qVK2Nvb//CmyC8CmNDJb8MqksZS2NuRKXw8V+XxWQ34SnbLt5HpZGo7WZLFWcrXYcjCILw2ia3r0RVZysS0rL5aGtQkf3OU2vklmo3olIoY2nC0mH1MTcuUDGA3ivwVzdr1ixsbEpe8bOgW842piwcVJfBy87w18X71C5vw4imxXtMoqA9kiTlljkMqC9amAmCULyZGBowf2Adevz8D4eux7DubASD/Ap3CqUkSXy6/QoHrkVjbKDkt6H1cLU1K9Rz6oMCJ74DBw7EyclJG7EIQh6NvBz4qHNVvtp9na92X6e6q42YyiUAcDEikdsxqZgaKele21XX4QiCIBRYVWdrpnaozNy9N/h8xxU8HMxp4l2m0M7346HbrD0TjkIB8wfWoZ576ejCVaBSB1HfKxS2t5p50r22KyqNxIQ1F4hKytR1SIIeeDyprUsNF6xNjXQcjSAIgnaMae5F11ou5Kglxq26wI2owpmFsMo/lJ8O3wZgds8adKnpUijn0UcFSnxF3aVQ2BQKBfP61qSqsxVxqdm8veYCWSqx2a00U2skDlyNAqCPmNQmCEIJolQq+L5/bRp62JOSpWLE8nNEJmVo9Ry7gh7w2Y6rALzfrhJDG7lr9fj6rkCJr0ajEWUOQqEzNzbkt6H1sDY15GJ4IrN2XtN1SIIOBYQ/JD4tG2tTQ/y8ROmLIAgli6mRAUuG1cPbyZKo5ExGrjhHspaGW5y8HcfkDZeQJBjayJ332pbctmXPIxpfCsWCu4MFC970RaGAtWfCWXkqVNchCTpy6Fo0AK2rOmFkIH6ECYJQ8tiaG/PHyAY4WplwIyqFt1dfIFulKdAxg+4lMm7VeXLUEl1ruvBFD59SWbIqfmsIxUbrKk580KEKAF/svMrOwAc6jkjQhYOPEl8x1U8QhJKsvJ05K0Y0wMLYgH/uxDNjy+u3OQuOTWXkinOkZatp6u3AD2/UxqAE9+p9kWKd+O7evRs/Pz/MzMyws7OjV69eeR4PDw+na9eumJub4+TkxLRp01CpVLoJVtCKCa0qMrSRO5IEUzZe4sTtWF2HJBShOzGpBMelYWSgoGVlR12HIwiCUKhqlLPh1yH1MFAq2HrxPt8fuPVKr5ckiT2XIxm87AzxadnULGfDb0PrY2JoUEgR679i26V4y5YtjBkzhq+//po2bdqgUqm4cuVK7uNqtZquXbvi7OzMqVOniIyMZNiwYRgZGfH111/rMHKhIBQKBV/08CEhPZvdQZGMW3WBdWMaUdvNVtehCUXg8WpvIy8HrEQ3B0EQSoGWlR2Z27sm07cEsfDIHdKz1Qxt7I5nGYsXvu50cDxz994gMCIRAK8yFqwY2QBLk2Kb+mmFQiqGrRlUKhUeHh7MmjWLt95665nP2bt3L926dePBgweULStfEl28eDEffvghsbGxGBsb5+tcycnJ2NjYkJSUhLW1tda+BqFgslRq3vrjPCfvxGFnbsSm8U3wdrLUdVhCIeu76BQXwh7yZU8fhjb20HU4giAIRebHg7dY8KgFGUB9dzv61StP11oueRYCbkQlM2/vDY7clK+ImhsbMKa5F2NaeJXopDe/+VqxLHUICAjg/v37KJVKfH19cXFxoXPnznlWfP39/alZs2Zu0gvQsWNHkpOTuXr16nOPnZWVRXJycp6boH9MDA1YPLQetcrb8DA9h6G/n+F6pPi7KsliU7IICH8IQDtR3ysIQinz/v/bu/e4qOr8f+CvM8AMgww3QW6OIGJ4yRuoiJpQuVLrmqQPLTUvhZpFu1p20W/mJdd0o7y0X+ubm5r6w6VcV93QUkoh8xIqoisqiIqAclFArgIzzPn9gczKAgrEzGFmXs/H4zwezZzPOec9fHJ4+fFzPmd0T/zfS0EIC3CDTABO3yjGon/+G0NW/YgFsWdxKDUPC789h2c3HMWRtNuwlgmYPswHCe+E4c3fPWbWobc1TDL4Xrt2DQCwfPlyLFmyBHFxcXB2dkZYWBiKiooAAHl5eQ1CLwD967y8vGbPvXr1ajg6Ouo3tVptoE9Bv5W9whpbZw1BD7dOyC2pwoTPj+P7f+dKXRYZyOHL+RBFoJ+3Izwdzf+xmkREDxIEAc887oGvXx6KE4ufxqJne8G/iz2qNDrsTbmFuTvOYHdyDkQRGNvPE/FvhWJlxOPoorKVuvQOpUMF30WLFkEQhIduly9fhk5Xt6TH+++/j4kTJyIoKAhbt26FIAjYtWvXb6ph8eLFKCkp0W/Z2dnt8dHIQDrbK7D7teEY6e+Ke5pavBaTjLXx6dDppJ3BI4oi7lbWIC2vDDfv3kOVhg/d+K3q5/eO7s3RXiKybO4OtpgX2gPxb47C3qgReGlYN3g62mKkvyv2Ro3AxmmBj5wDbKk61Lj3woULMWvWrIe28fPzQ25u3ahenz599O8rFAr4+fkhKysLAODh4YGkpKQGx+bn5+v3NUehUEChULSlfJJI/XqHHx24jC3HruOzn67gcm4p1r4w0Cj/tFNZo8Wv14rw6/UiZN6pQFZRJbKLK1FW1XAFEXuFNTrby+GussWox1zx+36e8HPjvOSWqKzR4uiVOwC4jBkRUT1BEDBQ7YSBaif8OULqakxDhwq+bm5ucHN79BJFQUFBUCgUSEtLw8iRIwEAGo0GmZmZ8PGpe/ReSEgIVq1ahYKCAv3T5eLj4+Hg4NAgMJN5sLaSYem4PujtqcL7ey7g0MV8/G5tIl5/0h+TB3dt16VbdDoR52+W4Gj6bfyScQfJWcXQ1DY9wuxsZ4OK6lrU1OpQXq1FebUWNworkZRZhE8OpaO3pwP+0N8TY/t5wpd/O2/WL1fuoFqrg7eTEr09VVKXQ0REJqpDBd+WcnBwwLx587Bs2TKo1Wr4+PggOjoaADBp0iQAwJgxY9CnTx9Mnz4dH3/8MfLy8rBkyRJERUVxRNeMTRqshn8Xe0TFJONWSRU+2HsBXxzJwOtP+mPSbwjApVUaHE2/g8OXC5CQVoDCipoG+72dlBjp74renip062wHtbMdujrbQSm3giiKKKvWorC8BoXl1bhSUI7vL+TheMYdXMotxaXcUkQfTMPzg7yx6NlecHfgfKz/9uBDKyzxSUNERNQ+THI5M6BuhHfx4sXYsWMH7t27h+DgYKxfvx59+/bVt7lx4wZee+01JCQkoFOnTpg5cybWrFkDa+uW530uZ2aaqjS1+OZUNj5PyEB+aTUAwMvRFmP6emBQt7p/FurmYtdkiNLpRNwoqsT5nLs4n1OCc9l3kZJ9F9oH5g2rFNYY4e+KkT1dMdLfFT6dmz7XwxRX1ODQxTzEnc/FLxl3IIp1y85EPemPyJHdYWtjuQuMP6hWJ2Loqh9RWFGDnbODMdzfVeqSiIiog2lpXjPZ4GssDL6mrUpTi9ikLHyecBUFZdUN9rl0kiPAXQURImq0OtTU6qDRisgtuYfSqsZP+PNz64Sne3XBk726YIivC2ys2u/e0PM5d7H8X6lIzroLAOjmYoclY3tjTN/m56NbilOZRZj0fyfgYGuNMx/8rl1/7kREZB4YfNsJg695qNLU4tDFfCTfKEZK9l1cvFWKmlpds+3l1jL09XJAf29H9O/qhMG+zvDpbNg5uKIoYm/KTaz5/rJ+lHpacDcsf66vRYe91Qcu4cufr2H8QC9seHGQ1OUQEVEH1NK8ZpJzfIlay9bGCs8N8MJzA7wA1D357eKtUmQWVsBaJoPcum5TWMngZCdHT3d7o4dNQRDw/KCuGNPHA389nIEvf76KmF+zkFFQji9eCoJLp5Y9bdDcPDi/l4iI6LfgiO8jcMSXpPLTpXzMj01BebUWXZ2V+NuMwejtaVn/D2YXVeKJj4/AWibg7NLfNXgsJxERUT2zfmQxkSV4urc79rw+HD6d7ZBTfA8TvziOg6nNP3XQHB2/Wrd27wC1E0MvERH9Zgy+RB1YT3cV9kWNwAj/zqisqcWrO87g29OW8zTBE1cLAQDDe3SWuBIiIjIHDL5EHZyTnRzbXh6Kl4Z1AwAs2n0e+8/nSlyV4YmiiOP3g28Igy8REbUDBl8iE2BtJcPK8Y9jylA1dCKw4JuzOJJWIHVZBnX1dgUKyqoht5YhsJuz1OUQEZEZYPAlMhGCIODPEf3w3AAvaGpFzNtxBievFUpdlsGcuP/Zgro582EeRETULhh8iUyIlUzAp5MHYHTvLqjW6jB722mcz7krdVkGceL+jW2c5kBERO2FwZfIxNhYyfC/UwMxvEdnlFdrMWNLEq7dLpe6rHal04m8sY2IiNodgy+RCbK1scLfZgzGQLUT7lZq8HpMMu7V1EpdVrtJyy9DcaUGdnIr9O/qJHU5RERkJhh8iUxUJ4U1Nk0Pgqu9ApfzyrDsXxekLqnd1K/mMNjXBXJrfk0REVH74G8UIhPWxcEWn00ZCJkAfHs6B7vMZI1fTnMgIiJDYPAlMnHDe7jizdGPAQA+2HcBl/NKJa7ot9HW6vDr/RUdQvwYfImIqP0w+BKZgagn/THqMTdUaXR4PSYZ5dVaqUtqs9RbpSir1kJla42+Xs0/b52IiKi1GHyJzIBMJmD9CwPh4WCLa7crsPif/4YoilKX1Sb16/cGd+8Mayt+RRERUfvhbxUiM+HSSY6N0wbBWibgu3O38M/km1KX1CZ8TDERERkKgy+RGQnyccGbv6ub7/vn/RdRVFEjcUWtU6PV4dT1IgC8sY2IiNofgy+RmZk7yg8B7ioUV2qw+sAlqctplfM5d3FPUwuXTnIEuKukLoeIiMwMgy+RmbGxkuGjCY8DAHadydGvkGAK6qc5DPNzgUwmSFwNERGZGwZfIjMU5OOCKUO7AQDe33sBNVqdxBW1zAn9/F5XiSshIiJzxOBLZKYWPdMLrvZyZBSUY9PPV6Uu55GqNLU4k1UMgOv3EhGRYTD4EpkpRzsbfPCHPgCAzw5nIPNOhcQVPVxyVjFqtDp0USnQw62T1OUQEZEZYvAlMmPPDfDCSH9X1Gh1+GDfhQ69tu+p63WjvcF+nSEInN9LRETtj8GXyIwJgoA/RzwOubUMR6/cwYF/50ldUrPqpzkM9nGWuBIiIjJXDL5EZs7XtRPmhfYAAHwanwZtbce70a1WJ+LsjbrgG8TgS0REBsLgS2QB5jzRHc52Nrh2uwJ7zna8J7pdKShDWbUWdnIr9PLg+r1ERGQYDL5EFkBla6Mf9d3w05UOt7zZ6cy60d5B3ZxgbcWvJSIiMgz+hiGyEDNCfOGmUiCn+B6+OZ0tdTkNnKmf5tCN0xyIiMhwGHyJLIRSboU/PuUPAPjfw1dQpamVuKL/0AdfXxeJKyEiInPG4EtkQV4Yooa3kxL5pdXYceKG1OUAAArKqpBVVAlBqJvqQEREZCgmHXz379+P4OBgKJVKODs7IyIiosF+QRAabbGxsdIUS9QBKKytMP/pngCALxKvorxaK3FFwJn783sD3FVwsLWRuBoiIjJnJht8d+/ejenTp+Pll1/GuXPncOzYMUydOrVRu61btyI3N1e//Xc4JrI0EwK90d21E4oqarD1l+tSl/OfaQ5cxoyIiAzMWuoC2kKr1WL+/PmIjo5GZGSk/v0+ffo0auvk5AQPDw9jlkfUoVlbybBgdE/Mj03BpqPXMCPEF4520o20nr4ffAf7MvgSEZFhmeSIb3JyMm7evAmZTIZBgwbB09MTzz77LC5cuNCobVRUFFxdXTF06FBs2bLlkY9sra6uRmlpaYONyNyM6++FXh4qlFVpsfmYdKO+VZpapN4qAQAEdeONbUREZFgmGXyvXbsGAFi+fDmWLFmCuLg4ODs7IywsDEVFRfp2H374Ib799lvEx8dj4sSJeP311/HXv/71oedevXo1HB0d9ZtarTboZyGSgkwm4I37KzzEnLwh2QoP53NKoKkV4aZSQO2ilKQGIiKyHB0q+C5atKjJG9Ie3C5fvgydrm7x/ffffx8TJ05EUFAQtm7dCkEQsGvXLv35PvjgA4wYMQKDBg3Ce++9h3fffRfR0dEPrWHx4sUoKSnRb9nZHWu9U6L28kxfD3g7KVFYUYN9KdI8ze30jbq/qA72cYYgCJLUQERElqNDzfFduHAhZs2a9dA2fn5+yM3NBdBwTq9CoYCfnx+ysrKaPTY4OBgrV65EdXU1FApFk20UCkWz+4jMibWVDLOG+2LVgUvY/Mt1TB6sNnr4TOaNbUREZEQdKvi6ubnBzc3tke2CgoKgUCiQlpaGkSNHAgA0Gg0yMzPh4+PT7HEpKSlwdnZmsCW674Whaqz/MR3p+eU4euUORj326D9/7UUURa7oQERERtWhgm9LOTg4YN68eVi2bBnUajV8fHz0UxgmTZoEAPjuu++Qn5+PYcOGwdbWFvHx8fjoo4/w9ttvS1k6UYfiYGuDSYPV+Pp4Jjb/ct2owffq7QoUV2qgsJahr5ej0a5LRESWyySDLwBER0fD2toa06dPx7179xAcHIzDhw/D2blu5MjGxgYbN27Em2++CVEU4e/vj7Vr12LOnDkSV07Usbw8whfbTmQiMf02MgrK4N9FZZTr1k9zGNDVCXLrDnW7ARERmSlBfNT6XhautLQUjo6OKCkpgYODg9TlEBnEqztO42BqPqYM7YbVE/oZ5Zrv/uMcvj2dg9fCeuC9Z3oZ5ZpERGSeWprXOMxCRIgc6QcA+GdyDooqaoxyTf2DKzi/l4iIjITBl4gwxNcZ/bwdUa3VYeevNwx+vaKKGly7XQEACOzG4EtERMbB4EtEEAQBkSO7AwC2n7iBGq3OoNern9/bw60TnDvJDXotIiKiegy+RAQA+H0/T7g7KFBQVo2487cMeq3/THPgY4qJiMh4GHyJCAAgt5ZhRogvAGDHScNOd0i6XggAGOzLaQ5ERGQ8DL5EpDd5sBrWMgFns+7icl6pQa5RWaPF+ZwSAMAwv84GuQYREVFTGHyJSM9NpcCYvu4AgNikbINc48yNYmh1IrydlFC72BnkGkRERE1h8CWiBl4c0g1A3dJmVZradj//yWt10xyC/Ti/l4iIjIvBl4gaGOnviq7OSpRWaXHg37ntfv5frxUBAIZ15zQHIiIyLgZfImpAJhPw4hA1AODvSVnteu57NbU4l3MXAOf3EhGR8TH4ElEjkwarYSUTcCqzGFfyy9rtvMlZxdDUivB0tIXaRdlu5yUiImoJBl8iasTdwRZP9eoCAIg91X43udXP7x3m1xmCILTbeYmIiFqCwZeImjR1aN1Nbrvb8Sa3+vm9wd15YxsRERkfgy8RNWnUY27wcrTF3UoNDqbm/ebzVWlqkZJ9FwDn9xIRkTQYfImoSVYyAZPb8Sa35Kxi1NTq4O6ggE9nrt9LRETGx+BLRM2aPFgNmQCcvFaEa7fLf9O5TtYvY8b5vUREJBEGXyJqlpeTEmEB7XOT26/1D67g+r1ERCQRBl8ieqgp929y23U6u803uVVpanH2/vxePrGNiIikwuBLRA/1VK8u8HZSorhSg7jzbXuSW0r2XdRodXBTKeDn2qmdKyQiImoZBl8ieigrmYCpwXWjvjtOZLbpHCf10xxcOL+XiIgkw+BLRI/04hA15FYynMspwbn7UxZa49cHbmwjIiKSCoMvET1SZ3sFxvb3BABsP3GjVcdWa2uRnFUMABjG+b1ERCQhBl8iapHpIT4AgO/O30JRRU2LjzuXXYJqrQ6u9nL0cLM3VHlERESPxOBLRC0ySO2Ex70dUKPV4dvTLV/a7OQDy5hxfi8REUmJwZeIWkQQBMwY5gsA+H8nb6BWJ7bouKNXbgPgNAciIpIegy8Rtdi4AV5wVNogp/geEtIKHtn+5LVCnMoshrVMwJO9uhihQiIiouYx+BJRiynlVpg8uCuAR9/kJooiPv7hMgDgxaFqdHW2M3h9RERED8PgS0St8tIwHwgCkJh+G5l3Kppt99OlAiRn3YWtjQx/eqqnESskIiJqGoMvEbWKT+dOCH3MDQCw42TTo746nYhPDqUBAGYN744uDrZGq4+IiKg5DL5E1Goz7i9ttu14Jg6l5jXa/935W7icVwaVrTVeC+1h7PKIiIiaZLLBNyEhAYIgNLmdOnVK3+78+fN44oknYGtrC7VajY8//ljCqonMw5MBXRAx0AtanYionck4fDlfv09Tq8Pa+HQAwLzQHnC0s5GqTCIiogZMNvgOHz4cubm5DbbZs2eje/fuGDx4MACgtLQUY8aMgY+PD86cOYPo6GgsX74cmzZtkrh6ItMmCAI+mTQAY/t7QlMrYt6OZCSm1y1b9s2pbNworISrvQIvj/CVtlAiIqIHWEtdQFvJ5XJ4eHjoX2s0Guzbtw9//OMf9Yvkx8TEoKamBlu2bIFcLkffvn2RkpKCtWvXYu7cuVKVTmQWrK1kWP/CQGhrdTiYmo+520/j82mB+OynKwCAPz7lDzu5yX7FEBGRGTLZEd//9q9//QuFhYV4+eWX9e+dOHECo0aNglwu178XHh6OtLQ0FBcXN3me6upqlJaWNtiIqGk2VjL8dUogRvfugmqtDpHbTqOgrBpdnZWYMrSb1OURERE1YDbBd/PmzQgPD0fXrl317+Xl5cHd3b1Bu/rXeXmNb8gBgNWrV8PR0VG/qdVqwxVNZAbk1jJsnBaoX+kBAN4c/Rjk1mbz9UJERGaiw/1mWrRoUbM3rdVvly9fbnBMTk4ODh48iMjIyN98/cWLF6OkpES/ZWdn/+ZzEpk7hbUVvpwehAmB3nh+kDciBnlLXRIREVEjHW4C3sKFCzFr1qyHtvHz82vweuvWrejcuTOee+65Bu97eHggPz+/wXv1rx+cH/wghUIBhULRyqqJyNbGCmsnD5S6DCIiomZ1uODr5uYGNze3Rze8TxRFbN26FTNmzICNTcNlk0JCQvD+++9Do9Ho98XHxyMgIADOzs7tWjcRERERdWwdbqpDax0+fBjXr1/H7NmzG+2bOnUq5HI5IiMjkZqaim+++QYbNmzAW2+9JUGlRERERCSlDjfi21qbN2/G8OHD0atXr0b7HB0dcejQIURFRSEoKAiurq5YunQplzIjIiIiskCCKIqi1EV0ZKWlpXB0dERJSQkcHBykLoeIiIiI/ktL85rJT3UgIiIiImoJBl8iIiIisggMvkRERERkERh8iYiIiMgiMPgSERERkUVg8CUiIiIii8DgS0REREQWgcGXiIiIiCwCgy8RERERWQSTf2SxodU/2K60tFTiSoiIiIioKfU57VEPJGbwfYSysjIAgFqtlrgSIiIiInqYsrIyODo6NrtfEB8VjS2cTqfDrVu3oFKpIAiCwa9XWloKtVqN7Ozshz5rmjou9qHpYx+aNvaf6WMfmj5j96EoiigrK4OXlxdksuZn8nLE9xFkMhm6du1q9Os6ODjwD7uJYx+aPvahaWP/mT72oekzZh8+bKS3Hm9uIyIiIiKLwOBLRERERBaBwbeDUSgUWLZsGRQKhdSlUBuxD00f+9C0sf9MH/vQ9HXUPuTNbURERERkETjiS0REREQWgcGXiIiIiCwCgy8RERERWQQGXyIiIiKyCAy+Rvbzzz9j3Lhx8PLygiAI2Lt370Pbz5o1C4IgNNr69u1rnIKpgdb2HwDExMRgwIABsLOzg6enJ1555RUUFhYavlhqUlv6cOPGjejduzeUSiUCAgKwfft2wxdKTVq9ejWGDBkClUqFLl26ICIiAmlpaY88bteuXejVqxdsbW3Rr18/HDhwwAjVUlPa0oepqamYOHEifH19IQgC1q9fb5xiqUlt6cO//e1veOKJJ+Ds7AxnZ2eMHj0aSUlJRqr4Pxh8jayiogIDBgzAxo0bW9R+w4YNyM3N1W/Z2dlwcXHBpEmTDFwpNaW1/Xfs2DHMmDEDkZGRSE1Nxa5du5CUlIQ5c+YYuFJqTmv78IsvvsDixYuxfPlypKamYsWKFYiKisJ3331n4EqpKYmJiYiKisLJkycRHx8PjUaDMWPGoKKiotljjh8/jilTpiAyMhJnz55FREQEIiIicOHCBSNWTvXa0oeVlZXw8/PDmjVr4OHhYcRqqSlt6cOEhARMmTIFR44cwYkTJ6BWqzFmzBjcvHnTiJUDEEkyAMQ9e/a06pg9e/aIgiCImZmZhimKWqwl/RcdHS36+fk1eO+zzz4Tvb29DVgZtVRL+jAkJER8++23G7z31ltviSNGjDBgZdRSBQUFIgAxMTGx2TaTJ08Wx44d2+C94OBg8dVXXzV0edQCLenDB/n4+Ijr1q0zbFHUKq3tQ1EURa1WK6pUKnHbtm0GrKwxjviamM2bN2P06NHw8fGRuhRqgZCQEGRnZ+PAgQMQRRH5+fn4xz/+gd///vdSl0YtVF1dDVtb2wbvKZVKJCUlQaPRSFQV1SspKQEAuLi4NNvmxIkTGD16dIP3wsPDceLECYPWRi3Tkj6kjq0tfVhZWQmNRmP0fmfwNSG3bt3C999/j9mzZ0tdCrXQiBEjEBMTgxdeeAFyuRweHh5wdHRs8T+zk/TCw8Px1Vdf4cyZMxBFEadPn8ZXX30FjUaDO3fuSF2eRdPpdFiwYAFGjBiBxx9/vNl2eXl5cHd3b/Ceu7s78vLyDF0iPUJL+5A6rrb24XvvvQcvL69Gfyk1NAZfE7Jt2zY4OTkhIiJC6lKohS5evIj58+dj6dKlOHPmDH744QdkZmZi3rx5UpdGLfTBBx/g2WefxbBhw2BjY4Px48dj5syZAACZjF+hUoqKisKFCxcQGxsrdSnURuxD09eWPlyzZg1iY2OxZ8+eRv+iZmj81jYRoihiy5YtmD59OuRyudTlUAutXr0aI0aMwDvvvIP+/fsjPDwcn3/+ObZs2YLc3Fypy6MWUCqV2LJlCyorK5GZmYmsrCz4+vpCpVLBzc1N6vIs1htvvIG4uDgcOXIEXbt2fWhbDw8P5OfnN3gvPz+fN0lJrDV9SB1TW/rwk08+wZo1a3Do0CH079/fwBU2xuBrIhITE5GRkYHIyEipS6FWqKysbDQqaGVlBaDuLzNkOmxsbNC1a1dYWVkhNjYWf/jDHzjiKwFRFPHGG29gz549OHz4MLp37/7IY0JCQvDTTz81eC8+Ph4hISGGKpMeoi19SB1LW/vw448/xsqVK/HDDz9g8ODBBq6yadaSXNWClZeXIyMjQ//6+vXrSElJgYuLC7p164bFixfj5s2bjdYJ3bx5M4KDgzkHSmKt7b9x48Zhzpw5+OKLLxAeHo7c3FwsWLAAQ4cOhZeXl1Qfw6K1tg/T09ORlJSE4OBgFBcXY+3atbhw4QK2bdsm1UewaFFRUdi5cyf27dsHlUqln6fr6OgIpVIJAJgxYwa8vb2xevVqAMD8+fMRGhqKTz/9FGPHjkVsbCxOnz6NTZs2SfY5LFlb+rCmpgYXL17U//fNmzeRkpICe3t7+Pv7S/NBLFhb+vAvf/kLli5dip07d8LX11d/jL29Pezt7Y1XvFHXkCDxyJEjIoBG28yZM0VRFMWZM2eKoaGhDY65e/euqFQqxU2bNhm/YGqgLf332WefiX369BGVSqXo6ekpTps2TczJyTF+8SSKYuv78OLFi+LAgQNFpVIpOjg4iOPHjxcvX74sTfHUZN8BELdu3apvExoaqu/Pet9++6342GOPiXK5XOzbt6+4f/9+4xZOem3pw+vXrzd5zH9/35JxtKUPfXx8mjxm2bJlRq1duP8BiIiIiIjMGieoEREREZFFYPAlIiIiIovA4EtEREREFoHBl4iIiIgsAoMvEREREVkEBl8iIiIisggMvkRERERkERh8iYiIiMgiMPgSEVkIQRCwd+9eqcsAACxfvhwDBw6UugwisjAMvkREZFAdKXATkWVj8CUiIiIii8DgS0RkAHFxcXByckJtbS0AICUlBYIgYNGiRfo2s2fPxksvvYTCwkJMmTIF3t7esLOzQ79+/fD3v/9d327Tpk3w8vKCTqdrcI3x48fjlVde0b/et28fAgMDYWtrCz8/P6xYsQJarbbZGrOzszF58mQ4OTnBxcUF48ePR2Zmpn7/rFmzEBERgU8++QSenp7o3LkzoqKioNFo9G1yc3MxduxYKJVKdO/eHTt37oSvry/Wr18PAPD19QUAPP/88xAEQf+63o4dO+Dr6wtHR0e8+OKLKCsra9HPl4ioLRh8iYgM4IknnkBZWRnOnj0LAEhMTISrqysSEhL0bRITExEWFoaqqioEBQVh//79uHDhAubOnYvp06cjKSkJADBp0iQUFhbiyJEj+mOLiorwww8/YNq0aQCAo0ePYsaMGZg/fz4uXryIL7/8El9//TVWrVrVZH0ajQbh4eFQqVQ4evQojh07Bnt7ezzzzDOoqanRtzty5AiuXr2KI0eOYNu2bfj666/x9ddf6/fPmDEDt27dQkJCAnbv3o1NmzahoKBAv//UqVMAgK1btyI3N1f/GgCuXr2KvXv3Ii4uDnFxcUhMTMSaNWva+BMnImoBkYiIDCIwMFCMjo4WRVEUIyIixFWrVolyuVwsKysTc3JyRABienp6k8eOHTtWXLhwof71+PHjxVdeeUX/+ssvvxS9vLzE2tpaURRF8emnnxY/+uijBufYsWOH6OnpqX8NQNyzZ49+X0BAgKjT6fT7q6urRaVSKR48eFAURVGcOXOm6OPjI2q1Wn2bSZMmiS+88IIoiqJ46dIlEYB46tQp/f4rV66IAMR169Y1ed16y5YtE+3s7MTS0lL9e++8844YHBzc5M+DiKg9cMSXiMhAQkNDkZCQAFEUcfToUUyYMAG9e/fGL7/8gsTERHh5eaFnz56ora3FypUr0a9fP7i4uMDe3h4HDx5EVlaW/lzTpk3D7t27UV1dDQCIiYnBiy++CJms7mv83Llz+PDDD2Fvb6/f5syZg9zcXFRWVjaq7dy5c8jIyIBKpdK3d3FxQVVVFa5evapv17dvX1hZWelfe3p66kd009LSYG1tjcDAQP1+f39/ODs7t+jn4+vrC5VK1eS5iYgMwVrqAoiIzFVYWBi2bNmCc+fOwcbGBr169UJYWBgSEhJQXFyM0NBQAEB0dDQ2bNiA9evXo1+/fujUqRMWLFjQYMrBuHHjIIoi9u/fjyFDhuDo0aNYt26dfn95eTlWrFiBCRMmNKrD1ta20Xvl5eUICgpCTExMo31ubm76/7axsWmwTxCERnON28qQ5yYiagqDLxGRgdTP8123bp0+5IaFhWHNmjUoLi7GwoULAQDHjh3D+PHj8dJLLwEAdDod0tPT0adPH/25bG1tMWHCBMTExCAjIwMBAQENRloDAwORlpYGf3//FtUWGBiIb775Bl26dIGDg0ObPl9AQAC0Wi3Onj2LoKAgAEBGRgaKi4sbtLOxsdHf5EdEJCVOdSAiMhBnZ2f0798fMTExCAsLAwCMGjUKycnJSE9P14fhnj17Ij4+HsePH8elS5fw6quvIj8/v9H5pk2bhv3792PLli36m9rqLV26FNu3b8eKFSuQmpqKS5cuITY2FkuWLGmytmnTpsHV1RXjx4/H0aNHcf36dSQkJOBPf/oTcnJyWvT5evXqhdGjR2Pu3LlISkrC2bNnMXfuXCiVSgiCoG/n6+uLn376CXl5eY1CMRGRMTH4EhEZUGhoKGpra/XB18XFBX369IGHhwcCAgIAAEuWLEFgYCDCw8MRFhYGDw8PRERENDrXU089BRcXF6SlpWHq1KkN9oWHhyMuLg6HDh3CkCFDMGzYMKxbtw4+Pj5N1mVnZ4eff/4Z3bp10889joyMRFVVVatGgLdv3w53d3eMGjUKzz//PObMmQOVStVgesWnn36K+Ph4qNVqDBo0qMXnJiJqb4IoiqLURRARkXnIycmBWq3Gjz/+iKefflrqcoiIGmDwJSKiNjt8+DDKy8vRr18/5Obm4t1338XNmzeRnp7e6OY1IiKp8eY2IiJqM41Gg//5n//BtWvXoFKpMHz4cMTExDD0ElGHxBFfIiIiIrIIvLmNiIiIiCwCgy8RERERWQQGXyIiIiKyCAy+RERERGQRGHyJiIiIyCIw+BIRERGRRWDwJSIiIiKLwOBLRERERBbh/wMITCgizEy7VwAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 800x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "avg_tr = np.zeros((2, 3))  # average transmission\n",
    "\n",
    "fig, ax = plt.subplots(2, 1, figsize=(8, 10))\n",
    "for i, sim_data in enumerate(batch_results.values()):\n",
    "    for j, mon in enumerate([\"Mode Monitor (Thru)\", \"Mode Monitor (Cross)\"]):\n",
    "        mode_data = sim_data[mon].amps.sel(\n",
    "            mode_index=i, direction=\"+\"\n",
    "        )  # access mode transmission data\n",
    "        mode_data = mode_data.assign_coords(\n",
    "            wavelength=td.C_0 / mode_data.f\n",
    "        )  # add coordinates for wavelength\n",
    "        avg_tr[j, i] = np.average(np.abs(mode_data) ** 2)  # calculate average transmittance\n",
    "        db_data = 20 * np.log10(np.abs(mode_data))  # convert to db scale\n",
    "\n",
    "        # plotting\n",
    "        db_data.plot(x=\"wavelength\", ax=ax[j], label=\"TE\" + str(i))\n",
    "        ax[j].set_title(mon)\n",
    "        ax[j].set_ylabel(\"Transmittance (dB)\")\n",
    "        ax[j].legend()\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "c00d7703-77f8-4755-92be-9ebb8cc8365a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-05-15T10:51:04.219476Z",
     "iopub.status.busy": "2025-05-15T10:51:04.219374Z",
     "iopub.status.idle": "2025-05-15T10:51:04.221413Z",
     "shell.execute_reply": "2025-05-15T10:51:04.221186Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Average transmittance (dB) for through mode, TE0: -0.269, TE1: -0.343, TE2: -0.436\n",
      "Average transmittance (dB) into cross mode, TE0: -48.640, TE1: -44.789, TE2: -37.736\n"
     ]
    }
   ],
   "source": [
    "avg_tr_db = 10 * np.log10(avg_tr)\n",
    "print(\n",
    "    f\"Average transmittance (dB) for through mode, TE0: {avg_tr_db[0, 0]:.3f}, TE1: {avg_tr_db[0, 1]:.3f}, TE2: {avg_tr_db[0, 2]:.3f}\"\n",
    ")\n",
    "print(\n",
    "    f\"Average transmittance (dB) into cross mode, TE0: {avg_tr_db[1, 0]:.3f}, TE1: {avg_tr_db[1, 1]:.3f}, TE2: {avg_tr_db[1, 2]:.3f}\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "79ba51bd-b97c-450e-a4d4-6c5831a919f3",
   "metadata": {},
   "source": [
    "We observe excellent through mode confinement and cross mode rejection across the entire operational bandwidth."
   ]
  }
 ],
 "metadata": {
  "applications": [
   "Passive photonic integrated circuit components"
  ],
  "description": "Subwavelength grating (SWG) structures make use of unit elements whose periodicity is much smaller than the optical wavelength to engineer a specific refractive index. In this instance, we demonstrate using Tidy3D FDTD to simulate a SWG-based design in order to create a multimode broadband waveguide crossing with minimal crosstalk.",
  "feature_image": "./img/swg_crossing_feature_image.png",
  "features": [
   "Mesh override",
   "Parameter sweep"
  ],
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "keywords": "Tidy3D, FDTD, waveguide, waveguide crossing, subwavelength grating, metagrating, silicon photonics",
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.3"
  },
  "title": "How to model subwavelength grading (SWG) based multimode broadband waveguide crossing junction in Tidy3D FDTD",
  "widgets": {
   "application/vnd.jupyter.widget-state+json": {
    "state": {
     "2a28f1fdd42d4a69b2eea060547d9c47": {
      "model_module": "@jupyter-widgets/output",
      "model_module_version": "1.0.0",
      "model_name": "OutputModel",
      "state": {
       "_dom_classes": [],
       "_model_module": "@jupyter-widgets/output",
       "_model_module_version": "1.0.0",
       "_model_name": "OutputModel",
       "_view_count": null,
       "_view_module": "@jupyter-widgets/output",
       "_view_module_version": "1.0.0",
       "_view_name": "OutputView",
       "layout": "IPY_MODEL_b200a119d496401cb3a35159350f57a5",
       "msg_id": "",
       "outputs": [
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