{ "cells": [ { "cell_type": "markdown", "id": "6a2cdf6c", "metadata": {}, "source": [ "# 3D optical Luneburg lens" ] }, { "cell_type": "markdown", "id": "549ddc87", "metadata": {}, "source": [ "Luneburg lens is a prototypical gradient index (GRIN) optical component. A classical Luneburg lens is a spherical lens with a spatially varying refractive index profile following $n(r)=n_0\\sqrt{2-(r/R)^2}$, where $r$ is the radial distance, $R$ is the radius of the lens, and $n_0$ is the refractive index of the ambient environment. Plane wave incident on a Luneburg lens will be focused to a point on the surface of the lens. Compared to a usual refractive lens, Luneburg lens is aberration-free and coma-free, which enables a wide range of applications in modern optical systems.\n", "\n", "However, it is practically difficult to construct such a lens due to the required gradient index distribution. In the microwave regime, high-gain antennas based on a Luneburg lens design can be achieved by, for example, using concentric ceramics shells with different densities. In the optical frequencies, such an approach is generally not applicable. \n", "\n", "In this notebook, we demonstrate the numerical simulation of a practical 3D optical Luneburg lens. The structure consists of a large number of subwavelength unit cells. Using an effective medium approach, each unit cell can be approximated by a local effective index, which can be tuned by the filling fraction of the dielectric polymer in the unit cell. By varying the filling fraction of each unit cell such that the local effective index follows $n(r)=n_0\\sqrt{2-(r/R)^2}$, a Luneburg lens is constructed. This design is adapted from [Zhao, Y. Y. et al. Three-dimensional Luneburg lens at optical frequencies. Laser Photonics Rev. 10, 665–672 (2016)](https://onlinelibrary.wiley.com/doi/abs/10.1002/lpor.201600051). In the simulation, a linearly polarized plane wave is launched towards the Luneburg lens. Through the visualization of the field distribution, the focusing capability of the lens can be assessed. We also compare the practical Luneburg lens design with the idealized case, which is simulated using [CustomMedium](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.CustomMedium.html). The comparison result shows the practical Luneburg lens design is very optimal.\n", "\n", "\"Schematic\n", "\n", "For more lens examples such as the [metalens in the visible frequency range](https://www.flexcompute.com/tidy3d/examples/notebooks/Metalens/) and the [spherical Fresnel lens](https://www.flexcompute.com/tidy3d/examples/notebooks/FresnelLens/), please visit our [examples page](https://www.flexcompute.com/tidy3d/examples/)." ] }, { "cell_type": "code", "execution_count": 2, "id": "b0ac0cf7", "metadata": { "execution": { "iopub.execute_input": "2025-11-23T14:59:15.224337Z", "iopub.status.busy": "2025-11-23T14:59:15.223881Z", "iopub.status.idle": "2025-11-23T14:59:17.105216Z", "shell.execute_reply": "2025-11-23T14:59:17.104907Z" } }, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import tidy3d as td\n", "import tidy3d.web as web\n", "from scipy.optimize import fsolve\n", "from tidy3d import ScalarFieldDataArray" ] }, { "cell_type": "markdown", "id": "124e4696", "metadata": {}, "source": [ "## Simulation Setup " ] }, { "cell_type": "markdown", "id": "344948a3", "metadata": {}, "source": [ "The Luneburg lens is designed to work in the mid-IR frequencies around 6.25 $\\mu m$. Therefore, the spectrum of the source in the simulation is around this wavelength." ] }, { "cell_type": "code", "execution_count": 3, "id": "78bf4d34", "metadata": { "execution": { "iopub.execute_input": "2025-11-23T14:59:17.108064Z", "iopub.status.busy": "2025-11-23T14:59:17.107487Z", "iopub.status.idle": "2025-11-23T14:59:17.109975Z", "shell.execute_reply": "2025-11-23T14:59:17.109732Z" } }, "outputs": [], "source": [ "lda0 = 6.25 # central wavelength\n", "ldas = np.linspace(5.25, 7.25, 10) # simulation wavelength range\n", "freq0 = td.C_0 / lda0 # central frequency\n", "freqs = td.C_0 / ldas # simulation frequency range\n", "fwidth = 0.5 * (np.max(freqs) - np.min(freqs)) # width of the frequency gaussian distribution" ] }, { "cell_type": "markdown", "id": "770b04f3", "metadata": {}, "source": [ "The period of the unit cell is 2 $\\mu m$." ] }, { "cell_type": "code", "execution_count": 4, "id": "da38cc56", "metadata": { "execution": { "iopub.execute_input": "2025-11-23T14:59:17.111099Z", "iopub.status.busy": "2025-11-23T14:59:17.110999Z", "iopub.status.idle": "2025-11-23T14:59:17.112678Z", "shell.execute_reply": "2025-11-23T14:59:17.112365Z" } }, "outputs": [], "source": [ "a = 2 # period of the unit cell" ] }, { "cell_type": "markdown", "id": "5bd3027a", "metadata": {}, "source": [ "Only two materials are involved in this model -- the dielectric polymer and air. The polymer has a refractive index of 1.52 in mid-IR." ] }, { "cell_type": "code", "execution_count": 5, "id": "2660616c", "metadata": { "execution": { "iopub.execute_input": "2025-11-23T14:59:17.113902Z", "iopub.status.busy": "2025-11-23T14:59:17.113799Z", "iopub.status.idle": "2025-11-23T14:59:17.115716Z", "shell.execute_reply": "2025-11-23T14:59:17.115436Z" } }, "outputs": [], "source": [ "n_d = 1.52 # refractive index of the dielectric polymer\n", "n_0 = 1 # refractive index of air\n", "\n", "dielectric = td.Medium(permittivity=n_d**2)\n", "air = td.Medium(permittivity=n_0**2)" ] }, { "cell_type": "markdown", "id": "77ca0842", "metadata": {}, "source": [ "The unit cell is a simple cubic with voids. We define the width of the polymer frames to be $w$. By tuning $w$ from 0 to 0.5$a$, the filling fraction $f$ is changed from 0 to 1. Since the Luneburg lens structure consists of a large number of unit cells with varying geometries, it is convenient to define a function called `build_unit_cell` that takes in $w$ and the center coordinates and returns a unit cell structure. This function can then be called systematically later to construct the whole lens.\n", "\n", "Note that we define separately a list of structures with air medium, and a list of structures with dielectric medium. This is because, for performance reasons, a large humber of geometries of the same medium should be unified in a `GeometryGroup`." ] }, { "cell_type": "code", "execution_count": 14, "id": "8d6d6463", "metadata": { "execution": { "iopub.execute_input": "2025-11-23T14:59:17.116859Z", "iopub.status.busy": "2025-11-23T14:59:17.116763Z", "iopub.status.idle": "2025-11-23T14:59:17.119232Z", "shell.execute_reply": "2025-11-23T14:59:17.119000Z" } }, "outputs": [], "source": [ "def build_unit_cell(w, x, y, z):\n", " # Single structure defining the dielectric in the unit cell\n", " unit_cell_dielectric = [td.Box(center=(x, y, z), size=(a, a, a))]\n", "\n", " # Three structures defining the air regions in the unit cell\n", " unit_cell_air = []\n", " unit_cell_air.append(\n", " td.Box(center=(x, y, z), size=(a - 2 * w, a - 2 * w, a)),\n", " )\n", "\n", " unit_cell_air.append(td.Box(center=(x, y, z), size=(a - 2 * w, a, a - 2 * w)))\n", "\n", " unit_cell_air.append(td.Box(center=(x, y, z), size=(a, a - 2 * w, a - 2 * w)))\n", "\n", " return unit_cell_air, unit_cell_dielectric" ] }, { "cell_type": "markdown", "id": "435c9b60", "metadata": {}, "source": [ "In this particular design, the radius of the Luneburg lens is 20 $\\mu m$, i.e. 10 unit cells. The effective index at each site is the discretized version of $n(r)=n_0\\sqrt{2-(r/R)^2}$. For our unit cell, the effective index scales approximately linearly with the filling fraction. Therefore, it is easy to obtain the desirable filling fraction at each unit cell." ] }, { "cell_type": "code", "execution_count": 7, "id": "389dd49e", "metadata": { "execution": { "iopub.execute_input": "2025-11-23T14:59:17.120606Z", "iopub.status.busy": "2025-11-23T14:59:17.120515Z", "iopub.status.idle": "2025-11-23T14:59:17.122470Z", "shell.execute_reply": "2025-11-23T14:59:17.122206Z" } }, "outputs": [], "source": [ "N = 10 # number of unit cells from 0 to R\n", "R = N * a # radius of the Luneburg lens\n", "r = np.linspace(a / 2, R - a / 2, N) # distance of each unit cell to the origin\n", "n_r = np.sqrt(2 - (r / R) ** 2) # desired effective index at each unit cell\n", "f_r = (n_r - n_0) / (n_d - n_0) # corresponding filling fraction at each unit cell" ] }, { "cell_type": "markdown", "id": "3bee6c11", "metadata": {}, "source": [ "Since we wrote the `build_unit_cell` function with $w$ as the input argument, we need to know $w$ at each unit cell. This can be done through the relationship that $f=1-\\frac{(a-2w)^2(a+4w)}{a^3}$. Here we simply use the `fsolve` function from the `Scipy` library to solve for $w$ with the given $f$. " ] }, { "cell_type": "code", "execution_count": 8, "id": "593afb8a", "metadata": { "execution": { "iopub.execute_input": "2025-11-23T14:59:17.123574Z", "iopub.status.busy": "2025-11-23T14:59:17.123446Z", "iopub.status.idle": "2025-11-23T14:59:17.126009Z", "shell.execute_reply": "2025-11-23T14:59:17.125745Z" } }, "outputs": [], "source": [ "w_r = np.zeros(N) # width of the polymer frame at each unit cell\n", "\n", "# solve for w_r from f_r\n", "for i, f_val in enumerate(f_r):\n", "\n", " def func(w, f=f_val):\n", " return 1 - (a - 2 * w) ** 2 * (a + 4 * w) / a**3 - f\n", "\n", " solution = fsolve(func, 0.5)\n", " w_r[i] = solution.item()" ] }, { "cell_type": "markdown", "id": "4790a4d6", "metadata": {}, "source": [ "With the obtained $w$ as a function of radial distance, we are ready to construct the Luneburg lens structure. This can be done easily by calling the `build_unit_cell` function in a nested loop over the $x$, $y$, and $z$ coordinates of each unit cell.\n", "\n", "Thanks to the symmetries, we only need to build a quarter of the Luneburg lens structure. This drastically reduces the total number of Structures as well as the number of grid points of the model." ] }, { "cell_type": "code", "execution_count": 15, "id": "150000ce", "metadata": { "execution": { "iopub.execute_input": "2025-11-23T14:59:17.127027Z", "iopub.status.busy": "2025-11-23T14:59:17.126865Z", "iopub.status.idle": "2025-11-23T14:59:17.290404Z", "shell.execute_reply": "2025-11-23T14:59:17.290022Z" } }, "outputs": [], "source": [ "luneburg_lens_air = []\n", "luneburg_lens_dielectric = []\n", "\n", "for x in r:\n", " for y in r:\n", " for z in np.linspace(-R + a / 2, R - a / 2, 2 * N):\n", " r_local = np.sqrt(x**2 + y**2 + z**2) # radial distance of the unit cell\n", " # build an unit cell if the radial distance is smaller or equal to the lens radius\n", " if r_local <= R:\n", " air_cell, dielectric_cell = build_unit_cell(np.interp(r_local, r, w_r), x, y, z)\n", " luneburg_lens_air.extend(air_cell)\n", " luneburg_lens_dielectric.extend(dielectric_cell)" ] }, { "cell_type": "markdown", "id": "fe9542a9", "metadata": {}, "source": [ "Next, we define a PlaneWave source and two [FieldMonitors](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FieldMonitor.html?highlight=fieldmonitor), one in the $xz$ plane at $y=0$ and one in the $xy$ plane at $z=R$. The focus is supposed to be at $z=R$ so we can visualize the focal spot through the second FieldMonitor." ] }, { "cell_type": "code", "execution_count": 12, "id": "81d230f9", "metadata": { "execution": { "iopub.execute_input": "2025-11-23T14:59:17.291854Z", "iopub.status.busy": "2025-11-23T14:59:17.291726Z", "iopub.status.idle": "2025-11-23T14:59:17.295658Z", "shell.execute_reply": "2025-11-23T14:59:17.295364Z" } }, "outputs": [], "source": [ "# define a plane wave source\n", "plane_wave = td.PlaneWave(\n", " source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth),\n", " size=(td.inf, td.inf, 0),\n", " center=(0, 0, -11 * a),\n", " direction=\"+\",\n", " pol_angle=0,\n", ")\n", "\n", "# define a field monitor in the xz plane at y=0\n", "monitor_field_xz = td.FieldMonitor(\n", " center=[0, 0, 0], size=[td.inf, 0, td.inf], freqs=[freq0], name=\"field_xz\"\n", ")\n", "\n", "# define a field monitor in the xy plane at z=R\n", "monitor_field_xy = td.FieldMonitor(\n", " center=[0, 0, R], size=[td.inf, td.inf, 0], freqs=[freq0], name=\"field_xy\"\n", ")" ] }, { "cell_type": "markdown", "id": "59c240ad", "metadata": {}, "source": [ "Finally, we are ready to define the simulation with the above defined structures, source, and monitors." ] }, { "cell_type": "code", "execution_count": 18, "id": "6f5df7a0", "metadata": { "execution": { "iopub.execute_input": "2025-11-23T14:59:17.296955Z", "iopub.status.busy": "2025-11-23T14:59:17.296867Z", "iopub.status.idle": "2025-11-23T14:59:18.227046Z", "shell.execute_reply": "2025-11-23T14:59:18.226400Z" } }, "outputs": [], "source": [ "# simulation domain size\n", "Lx, Ly, Lz = 25 * a, 25 * a, 30 * a\n", "sim_size = (Lx, Ly, Lz)\n", "\n", "run_time = 3e-12 # simulation run time\n", "\n", "# define simulation\n", "sim = td.Simulation(\n", " center=(0, 0, 2 * a),\n", " size=sim_size,\n", " grid_spec=td.GridSpec.auto(min_steps_per_wvl=30, wavelength=lda0),\n", " structures=[\n", " td.Structure(\n", " geometry=td.GeometryGroup(geometries=luneburg_lens_dielectric), medium=dielectric\n", " ),\n", " td.Structure(geometry=td.GeometryGroup(geometries=luneburg_lens_air), medium=air),\n", " ],\n", " sources=[plane_wave],\n", " monitors=[monitor_field_xz, monitor_field_xy],\n", " run_time=run_time,\n", " boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()), # pml is applied in all boundaries\n", " symmetry=(\n", " -1,\n", " 1,\n", " 0,\n", " ), # symmetry is used such that only a quarter of the structure needs to be modeled.\n", ")" ] }, { "cell_type": "markdown", "id": "f2875009", "metadata": {}, "source": [ "To visualize the simulation, especially the structures, we use the `plot` function of [Simulation](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html?highlight=simulation). More specifically, we can look at the slice through the $xz$ plane at $y=0$. From the plot, we can see the unit cells with varying filling fraction as well as the source and monitors are set up correctly." ] }, { "cell_type": "code", "execution_count": 19, "id": "f9ba69b4", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sim.plot(y=0)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "abf14287", "metadata": {}, "source": [ "Submit the simulation job to the server. We name the simulation data `sim_data_practical` to distinguish the simulation data for the idealized Luneburg lens later on." ] }, { "cell_type": "code", "execution_count": 20, "id": "a8730500", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
13:48:42 CET Created task 'practical_luneburg_lens' with resource_id            \n",
       "             'fdve-055534a5-3c34-4be8-8158-dec0d9ad200b' and task_type 'FDTD'.  \n",
       "
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             View task using web UI at                                          \n",
       "             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-055534a5-3c3\n",
       "             4-4be8-8158-dec0d9ad200b'.                                         \n",
       "
\n" ], "text/plain": [ "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at \n", "\u001b[2;36m \u001b[0m\u001b]8;id=552228;https://tidy3d.simulation.cloud/workbench?taskId=fdve-055534a5-3c34-4be8-8158-dec0d9ad200b\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=639700;https://tidy3d.simulation.cloud/workbench?taskId=fdve-055534a5-3c34-4be8-8158-dec0d9ad200b\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=552228;https://tidy3d.simulation.cloud/workbench?taskId=fdve-055534a5-3c34-4be8-8158-dec0d9ad200b\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=415835;https://tidy3d.simulation.cloud/workbench?taskId=fdve-055534a5-3c34-4be8-8158-dec0d9ad200b\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=552228;https://tidy3d.simulation.cloud/workbench?taskId=fdve-055534a5-3c34-4be8-8158-dec0d9ad200b\u001b\\\u001b[32m-055534a5-3c3\u001b[0m\u001b]8;;\u001b\\\n", "\u001b[2;36m \u001b[0m\u001b]8;id=552228;https://tidy3d.simulation.cloud/workbench?taskId=fdve-055534a5-3c34-4be8-8158-dec0d9ad200b\u001b\\\u001b[32m4-4be8-8158-dec0d9ad200b'\u001b[0m\u001b]8;;\u001b\\. \n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
             Task folder: 'default'.                                            \n",
       "
\n" ], "text/plain": [ "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=428360;https://tidy3d.simulation.cloud/folders/514fae1d-02fa-4a01-866b-fa885e2a3625\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\. \n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "a8543126507a4b809e11d0481353a3df", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Output()" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
13:48:47 CET Estimated FlexCredit cost: 0.025. Minimum cost depends on task     \n",
       "             execution details. Use 'web.real_cost(task_id)' to get the billed  \n",
       "             FlexCredit cost after a simulation run.                            \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:48:47 CET\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m0.025\u001b[0m. Minimum cost depends on task     \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
13:48:50 CET status = queued                                                    \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:48:50 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
             To cancel the simulation, use 'web.abort(task_id)' or              \n",
       "             'web.delete(task_id)' or abort/delete the task in the web UI.      \n",
       "             Terminating the Python script will not stop the job running on the \n",
       "             cloud.                                                             \n",
       "
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      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use \u001b[32m'web.abort\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or              \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.delete\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or abort/delete the task in the web UI.      \n",
       "\u001b[2;36m             \u001b[0mTerminating the Python script will not stop the job running on the \n",
       "\u001b[2;36m             \u001b[0mcloud.                                                             \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "a299de4fd2364416892118655c55feff",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
13:49:57 CET status = preprocess                                                \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:49:57 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = preprocess                                                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
13:50:02 CET starting up solver                                                 \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:50:02 CET\u001b[0m\u001b[2;36m \u001b[0mstarting up solver                                                 \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
13:50:03 CET running solver                                                     \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:50:03 CET\u001b[0m\u001b[2;36m \u001b[0mrunning solver                                                     \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "714bb567cac6483e87ecbb607518efed",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
13:50:07 CET early shutoff detected at 48%, exiting.                            \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:50:07 CET\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m48\u001b[0m%, exiting.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
13:50:08 CET status = success                                                   \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:50:08 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
             View simulation result at                                          \n",
       "             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-055534a5-3c3\n",
       "             4-4be8-8158-dec0d9ad200b'.                                         \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=92979;https://tidy3d.simulation.cloud/workbench?taskId=fdve-055534a5-3c34-4be8-8158-dec0d9ad200b\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=526863;https://tidy3d.simulation.cloud/workbench?taskId=fdve-055534a5-3c34-4be8-8158-dec0d9ad200b\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=92979;https://tidy3d.simulation.cloud/workbench?taskId=fdve-055534a5-3c34-4be8-8158-dec0d9ad200b\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=446213;https://tidy3d.simulation.cloud/workbench?taskId=fdve-055534a5-3c34-4be8-8158-dec0d9ad200b\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=92979;https://tidy3d.simulation.cloud/workbench?taskId=fdve-055534a5-3c34-4be8-8158-dec0d9ad200b\u001b\\\u001b[4;34m-055534a5-3c3\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=92979;https://tidy3d.simulation.cloud/workbench?taskId=fdve-055534a5-3c34-4be8-8158-dec0d9ad200b\u001b\\\u001b[4;34m4-4be8-8158-dec0d9ad200b'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m                                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "94ba38e558ea4a158285c9da00f59e7a",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
13:50:17 CET Loading simulation from data/simulation_data.hdf5                  \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:50:17 CET\u001b[0m\u001b[2;36m \u001b[0mLoading simulation from data/simulation_data.hdf5                  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_practical = web.run(\n",
    "    sim,\n",
    "    task_name=\"practical_luneburg_lens\",\n",
    "    path=\"data/simulation_data.hdf5\",\n",
    "    verbose=True,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d3d0b001",
   "metadata": {},
   "source": [
    "## Result Visualization"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "50e3da0c",
   "metadata": {},
   "source": [
    "First, let's visualize the field intensity as well as $E_x$ in the $xz$ plane. A strong intensity spot is observed around $z=R$, indicating the good focus capability of the designed Luneburg lens. From the $E_x$ plot, we can see the wave front gradually converges due to the locally varying effective refractive index."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "2c576331",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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G8Ktf/QpXXHEFXvrSl2Lt2rX4j//4D5x55pk48sgj8axnPav/7Q9YtghjdRiryxDGaokwVgcsWYiAXRqnnHKKoJSK2267rbCOcy6EEOKyyy4TAMQLX/hCkSSJWb9lyxZRq9XEscceK9I0Ncu/8IUvCADi7//+74UQQtx5550CgLjqqqtK23HRRRcJAOKxxx7rqf1V9vvKV74iKKXiRz/6kbP80ksvFQDEzTffLIQQ4v777xeUUvGKV7zCOR4hsr4QQogDDzxQHHXUUYV6brjhBgFA3HDDDUIIIVqtlli/fr046KCDxMzMjNnu29/+tgAgPvShD5llb3jDGwQAcf755ztlHnzwweLQQw/t3AlCiJ07dxaW/dVf/ZUYHR0Vs7OzZtnxxx8v9t57767lCSHEtm3bRKPREO9973ud5e985zvF2NiYmJqaMsv23ntvAUllOn7OOeccs8/mzZsFY8xb97p168RJJ53UsX0HHnigOProowvL77nnHgFAXHrppUIIIa666ioBQNx0002FbV/96leLDRs2dKzn+9//vgAgvvWtbxXW5Y9JY++99xZveMMbzG99Dx133HHOtXTEEUcIQoh461vfapYlSSL22GMP7zX2k5/8RAAQV155Zcc2L2VcddVV4rmH7S+Sme/2/fOyPztCfP7zn6/clrLr+LLLLhNCCPHAAw+II488UqxZs0bU63Wx3377if/9v/+32L59+4B6J2C5IozVYawuQxirJcJYvfDYvn27ACDWHv8Rse6ET/Xts/b4jwgAy2YsDWbkuzA45/jmN7+JP//zPy/MJAIomOG85S1vAbN8Mr7//e+j1WrhjDPOALVy4r3lLW/BihUrjGnRypUrAQDf/e53S1Pi6Fnja665BrwHRavKfldddRUOOOAA7L///nj88cfNR/vS3HDDDQCk+RHnHB/60Iec4wGKfVEFP/vZz7Blyxa8/e1vd/zDjj/+eOy///5e06t8UI8XvehF+O///u+udY2MjJjvO3bswOOPP44XvehF2LlzJ37xi1/03HZAnreXv/zl+Kd/+idjCpWmKa688kqccMIJjh/g1772NVx33XVdP/bs78zMjKPG2Gg0GpiZmenYvpmZGdTrxUBauq/1/vp/2bbd6nniiScAoKNPWlWceuqpzrV0+OGHQwiBU0891SxjjOE5z3mO97zrNjz++OPzbktAdwghvB9tdrjnnnvixhtvxBNPPIHZ2Vncf//9+PjHP96zT3hAQCeEsTqM1Z0QxmqJMFYHLFUEM/JdGI899hgmJycrm7jk/RV1DsOnP/3pzvJarYY//MM/NOv32WcfnHXWWfj0pz+Nr33ta3jRi16El73sZXjd615nBve//Mu/xN/93d/hzW9+M/7P//k/OOaYY/DKV74Sr3rVqwqDqY0q+91///249957sW7dOm8ZW7ZsAQD86le/AqUUz3jGMyr1RzeU9Q8A7L///oUonI1Go9DG1atXY+vWrV3ruueee/CBD3wA119/PSYnJ511tq9drzjllFNw5ZVX4kc/+hGOPPJIfP/738ejjz6K17/+9c52L3jBC3oue2RkxPga5jE7O+u8lJTt7/Pjm52dNevt/2XbdqtHQ/TB92qvvfZyfuvrf8899yws95133YZ+5p8eWiwTX7eAgG4IY7VEGKvLEcbqDGGsXnhQykD76WcdfLYDliuqPuh8+NSnPoU3vvGNuOaaa/C9730P73znO3HhhRfipz/9KfbYYw+MjIzgpptuwg033IDvfOc7uPbaa3HllVfi6KOPxve+9z1nlj7fpm77cc7xzGc+E5/+9Ke9ZeQfnouFsmPshm3btuGoo47CihUrcP7552PfffdFo9HAHXfcgfe+9709qQ95HHfccdhtt93w1a9+FUceeSS++tWvYsOGDdi0aZOz3WOPPVbJD2x8fNz4nu2+++5I0xRbtmzB+vXrzTatVgtPPPEENm7c2LGs3XffvRC8BgB+//vfA4DZXweq0svz23arZ+3atQBQ6UVKo2ywLzvHvuW+MnQbnvKUp1RuS0BAwPJCGKsHizBWS4SxuryMMFYH9IJgRr4LY926dVixYgV+/vOfz2n/vffeGwBw3333OctbrRZ+/etfm/Uaz3zmM/GBD3wAN910E370ox/hoYcewqWXXmrWU0pxzDHH4NOf/jT+8z//Ex/5yEdw/fXXG9OxMnTbb99998WTTz6JY445Bps2bSp89Gz2vvvuC845/vM//7NjfVVnKsv6Ry/L989c8cMf/hBPPPEELr/8crzrXe/Cn/3Zn2HTpk1eU6peZ1kZY3jta1+Lq6++Glu3bsU3v/lNvOY1rykMOIcddhh23333rp9PfvKTZp9nP/vZAKQJn42f/exn4Jyb9WV49rOfjV/+8pcFdeDWW291yj/ooIMQRVGhnlarhbvuuqtrPfvvvz8A4Ne//rV3/Y4dOwrLtALTb+g2HHDAAQMpf3igAqT1+9NrhLSAgCFAGKvDWN0NYawOY/ViglDa52jky4t+Lq+jXWaglOKEE07At771rcLDDehuirNp0ybUajV87nOfc7b98pe/jO3bt+P4448HINM5JEni7PvMZz4TlFJjLvTkk08WytcPVp9JkUaV/f7iL/4CDz30EP72b/+2sO3MzIyJ1nrCCSeAUorzzz+/MMNsH9/Y2FghXYoPz3nOc7B+/XpceumlzjH867/+K+69917TP/OFHkztNrZaLVx88cWFbcfGxno2VXv961+PrVu34q/+6q8wNTXljTo6Fz+wo48+GmvWrMEll1zilHXJJZdgdHTU6Z/HH38cv/jFLxw/wle96lVI0xRf+tKXzLJms4nLLrsMhx9+uFFBVq5ciU2bNuGrX/2qM9h+5StfwdTUFF796ld3PP4/+IM/wJ577um9RwAU0sf867/+K2ZnZweS8uP222/HypUrceCBB/a97KGCzrPd70/g2gFLEGGsDmN1FYSxOozVAUsTwYx8F8dHP/pRfO9738NRRx1lUm38/ve/x1VXXYUf//jHTrqLPNatW4ezzz4b5513Hl7ykpfgZS97Ge677z5cfPHFOOyww8yD/vrrr8fpp5+OV7/61fijP/ojJEmCr3zlK2CM4cQTTwQAnH/++bjppptw/PHHY++998aWLVtw8cUXY4899sALX/jC0jZU2e/1r389/vmf/xlvfetbccMNN+AFL3gB0jTFL37xC/zzP/8zvvvd7+I5z3kO9ttvP7z//e/Hhz/8YbzoRS/CK1/5StTrddx2223YuHEjLrzwQgAypcMll1yCCy64APvttx/Wr19vArjYiOMYH/vYx/CmN70JRx11FF7zmteYdCJPfepTceaZZ871tDl4/vOfj9WrV+MNb3gD3vnOd4IQgq985SveAeTQQw/FlVdeibPOOguHHXYYxsfH8ed//ucdyz/44INx0EEHmeA1vrQac/UD+/CHP4zNmzfj1a9+NY477jj86Ec/wle/+lV85CMfwZo1a8y2X/jCF3DeeefhhhtuMLlSDz/8cLz61a/G2WefjS1btmC//fbDP/zDP+A3v/kNvvzlLzt1feQjH8Hzn/98c50/+OCD+NSnPoVjjz0WL3nJS7q29eUvfzm+8Y1vQAhRUBzuvfdevPSlL8XLXvYyPPzww/jsZz+LlStX4ic/+Qn+6Z/+Ca95zWt67psyXHfddfjzP//zZeMHFhAQIBHG6jBWh7E6jNXDin7nxl5uebZD6q9lgN/+9rfilFNOEevWrRP1el384R/+odi8ebNoNptCiCwVgi/liBAyfcj+++8v4jgWu+22m3jb294mtm7datb/93//t/if//N/in333Vc0Gg2xZs0a8Sd/8ifi+9//vtnmBz/4gXj5y18uNm7cKGq1mti4caN4zWteI375y192bHvV/VqtlvjYxz4mDjzwQFGv18Xq1avFoYceKs4777xCaoG///u/FwcffLDZ7qijjhLXXXedWf/II4+I448/XkxMTAgAJu1DPp2IxpVXXmnKW7NmjTj55JPFgw8+6Gzzhje8QYyNjRWO75xzzhFVbsObb75ZPO95zxMjIyNi48aN4j3veY/47ne/W2jP1NSUeO1rXytWrVolAFROLfLxj39cABAf/ehHK23fC770pS+Jpz/96aJWq4l9991XXHTRRU7KDSGyfsj37czMjHj3u98tNmzYIOr1ujjssMPEtdde663nRz/6kXj+858vGo2GWLdundi8ebOYnJys1MY77rhDACikpAEgzjrrLPHqV79ajIyMiN1331184QtfEJdeeqkYHR0Vb37zm4UQ5feQPq58Ohzf9XDvvfcKAM59syviqquuEs99zh+JZNv/6/vnZS89vKfUXwEBw4QwVoexuhvCWB3G6oWETv214cTPiI0n/U3fPhtO/MyySv1FhAghYQMCljs++9nP4swzz8RvfvObQpTO5YJjjjkGGzduxFe+8hWzjBCCc845B+eee+7A6z/jjDNw00034fbbb9+lZ8uvvvpqfOJj78dPvv/J7hv3iFe+9iP40//xOpx++ul9LzsgICBgsRHG6jBWLyQmJyexcuVKbDjxM6Dx3AMz5sHbM3jk/zsD27dvXxapNIPPdkDAMocQAl/+8pdx1FFHLdvBG5BmnFdeeaVJE7OQeOKJJ/B3f/d3uOCCC3b5wRvA4Hy2g9N2QEDALoowVkuEsXrh0d/gaP01SV8KCD7bAQHLFNPT0/h//+//4YYbbsDdd9+Na665ZrGbtKg4/PDDS3ONDhpr167F1NTUotS9OFDRyAdQbEBAQMCuhDBWuwhjdcBSQyDbAQHLFI899hhe+9rXYtWqVXjf+96Hl73sZYvdpICAgICAgAALYawOWGwQ0ucAaSQo2wEBAcsAT33qUweSEmNXQuifwYAAIGIAynaQtgMCAnYxhLG6O0L/BAwzAtkOCAgICAgICAgICAgIKIAwBsL6qGz3saylgEC2AwICAgIWFjpAWt/LDepGQEBAQEBAP0Eo7XOe7eUVnzuQ7T6Cc46HH34YExMTyypKYUBAwK4NIQR27NiBjRs3gvZlkBQAHwAxDlw7oALCWB0QELArov9j9XDir//6r3H22WfjXe96Fz7zmc8sdnO6IpDtPuLhhx/GnnvuudjNCAgICBgIfve732GPPfZY7GYEBMwLYawOCAjYldHvsbrf6brmU9Ztt92Gv/mbv8GznvWsvrVn0Ahku4+YmJhQ3yhkCKCAgICAXQECALeecf0obhAB0gICukNfx/91//3ONS3mqHKTAbovzLVN3TDINucxqGPoBQtxvHM5zmFtV7+xK1xvw3if59u0Y8cO7Pe0p/VvrB4yTE1N4eSTT8bf/u3f4oILLljs5lRGINt9RGaORhDIdkBAwK6GYHIbsCtAX8cTExNYsWKFWT6MZBsYDHlYSPKjsauTvmEk27t6n/uwFO+Xfj97+j1WD0rZnpycdJbX63XU6/XS/TZv3ozjjz8emzZtCmQ7ICAgICCgHCIESAsIqIClSByWI+Z6ngQh4Xz0GUSIvt834TwNBnl3nnPOOQfnnnuud9uvf/3ruOOOO3DbbbctQMv6i0C2AwICAgICAgLmgGFTSrshKNr9x3yPb5BEbhDEs1csBlFdaoR7GM5TJ1BKQGkf26fK+t3vfudYF5Wp2r/73e/wrne9C9dddx0ajUb/2rFACGQ7ICAgIGDhIQbhsx2Uh4CAgICAgH6CUALSR7Kty1qxYoVDtstw++23Y8uWLTjkkEPMsjRNcdNNN+ELX/gCms0m2BDn7g5kOyAgICBgYTGwPNv9LzJg14UgpKOapEWsToJTv9WuKu3phrIinHZ6JrvIHCbABPGkF7KW+Y6n7Dh4lwOkJQdW6XiXMex+KLu+Bn1OvPdJ7nrr9/XXSS2e671kl7dQ9z1Q/izK7zfM6vh8cMwxx+Duu+92lr3pTW/C/vvvj/e+971DTbSBQLYDAkD6EMxOLJO3/H70FbB8+isgIGB4IYT/pbtAMHI/bYJByPxewAsvy7ndu5EdH6h6TttFm3YJnpGaPLnpRIa8pIbIstS6PPHRx6aL1cdi18K7HJ4tpqVCOCNQnuiVTSZ4SVwZsfMdJ3LHlttmvibA3mumChHt4RiEIaDuNr52+85Tts79nVptp871Bms5MfdJ/lgL12KFvrCPjxDPOsHl8RJq6iu7FrsidxxuXcW+6+X+73Tvl7avU3vg775+gBDS16BrvZY1MTGBgw46yFk2NjaGtWvXFpYPIwLZ3gUxV0LUbwLUUzu63Xj9eoKU1uMfYCsXC99AWN7mYSGbHc+Rt6/m108SvFjvwM9v7/Us6v0wwHYMB0T3t+y5lhsQUBFtLtD2XIfC85ywXw7tezJPKmw6WFChfMTeqr+MhPrak2+XTXS4ELItItcGTbTzxEb97qgsagJjKqawK9DkRn6XdcvbPOstfUz6eHyPgLylKkd2fAQZcTPNEDLYojmuHOEuHFOnY8xPGvhIHaHuUyY/wdDDI8g7XNnnwm5rp3NV4ZgI3HOkG0AIhSBU/ZcNYur86XNXdi0WiDey85e/X4jI7g+9ikD2JfER7U7XpLWsOAnCs+O1jt8u3r4m7ePodp8VJhZEMe9QYQKo0zOg4iRUWbt814/veRaw+AhkeyAgPb9Yz+WFuueXd31nlt24Hcqr0r7eiRtQmbwVdu/V3Cg3E50v0BkweyWUHIAyYXEGAWGtz1U3LM/DDoS6vI/m0j8WhOel1alqfue2I6rUo+4P3/Xc7T6YE6Ge4325IM8MU1dAwK6HdiqQeF5O84vki7V+LnQmFQ5KTXNzm3nIZ35Xe52rIGrlLmsPJRnhLkWZwgh0VrQNESWSeCoCZwg25ASCJmlCiI7H5RSt9qHEnUSwSTYRAiRNsnYKIUk1T9Rvq+28g4rvOT6j/lJFSi3SnRFVnhFXs1+mmuYVSftXgZjBr/g6Ewd58q0/lhtO5WMkFKA5ckooQCOpAhsWTCFoBELVhA0yMshBnHOaP5+pXmBZIej7hRD1X21DCZEpoAQtTgSBeiwvitclyU8CFWaYXOQnEDodCzftRPF+gbUO2fWqCbm5RysMnp0mofITVTZo7kWSC/lMGwRInwOkiT6U9cMf/nD+DVkgBLI9EBD/C7T9ACjcuN1fqCu/KHdT9+ag/uXr1u3qhzI6t4mJ3hVWpx4PuSZmWa++H6nVNj0YqPl4kRFxa36/muRhoxeTm57LsmbvkQ22+fXz7R+hB0p79jk3mPbl3FZAsR57EC8nv7qeSte/s2OF7cq26YGE99wuu958Pc7zqnpxlSAQfLYDFh2p8CvbebjDuH4GqBduxx+2Wr2dXqbzKpbvLsn8NzNCaogBBDgswm2e6SRTEnXJTtst8kJzr4Y5gm22t0g258IQrTyBqSK26XdvTbT1b6ZJNk9BOAd4mhFQngA8yUi1va5gnlxiiqyJNNQYRwgg1DJNTGlkKaXu+GeO31Inqx4vFwJQiq9+3jr8KW/ybx+rreIXLBb8x0ryEwuEApRlJFydd0Ej2d+USdVb5USW1anrC+4kSrdjlgq2yE1UAYwUSbfsBw4IAiFodky2pUGeZJsVxUkg3XabaNvENk++zTGp/6m5t/JVEaSiOBkHVH8W6DZo5K8f007Pfj5enXZ7/wtYFASyPWiURu7orGaZzeaqXs8HhPS/XQD6QbTtfeaktvdAIu2BiahtheeR55tPkcvU4KAHD5AcyfMQvH6gclklan9Owc73D/EMcGX9I6zJhuJckzV4Wn0ky5nDue0B2bnQyCYAqu5ffeN5ntsK96PZdD7kf6EDq4Q82wGLjJTLTzeRhZPsaSmEACHEKLBA9oJdhXCYMru8UHe6lLkmpma/jJxykRFu1um4iP3MK6q7chtL6SwjL4pY+wi2b+LAHj1sUi3Va7lMEzDZMqVk8zRTr7lUtvVyQzb1elhku+w5Q7NjInniTaHItV/Vd0zmPSSuYLkAFJ7MwppUsCdFCLFMq633B9MEo2ynLhFXH5JTvfPH7ByLpWrL78pigEVyOZfrdT2CRmrSRiDNEW494eMjqxQZMSSEmPtA+rojU7wBUDWZQSiTar+ZSHBfIDoR7U7odq12ugdT6ztRBFsfm23hQol1vB1bY9VltU/W7fZjt6FN75cOYFgF5PH1NRr5LhrIrQz9cMAMCAgICAgICAgICAgICAiwEJTtxUYPqlUldPFXqYx+twtAcV57fiiqk72gvB0+Rdv3W6u4hNDMRBoM2fynUg4s9dZtc29qannb51eG37w+X4df1e7WP27f+Nowt2nYfkVFzzCw6eD5l9Hv+3AoZpSFNAntM8icnwcByxmOb2YOVW4Xo9R1WW/X5VMA87d6mZ921WFeqnayEKrc25ygVEbRLdnfUXwzc/GsbCDl/iBaPoWQkPK3AFvVZpSAcDmOSlPx1DUZV8q2rXYTtc4XZKsAQmU5NOd54vHfdn4TotRdagK3pTllv8wMWB5/1tHarFor3Fn8EgKqfaZ54pj363Z4g77Zqrbl6+2Ap5lJOVIlKSdG3RYiMnUJygEq67KXUxpJk2+eqduyH3JVWd9T+3oVwnGDkGbY0r+b0awfdEC1vHm53Rdl8MYRENXfFqvch6bcnJUJYJwIQYl7fVV5PpSh7JV8oeKhDSrP9nJBINsBAXOEMqLyrzMksxuh9JiUe9d3Qtk2cy2z6N+VR55kBwQEBCxldCLaedPn/PZVXxvnSrQ7YU7mmPmI2rl1GrY/sm0urtvnmE5bRWQER/63CYqxTFcm1Lr1eaJdINQ8cc3JAWM2TtLEEMwqgd709AM4B5jHVNzjwwzKHKKdWv1gTziU9QXgTgYKkZlUE2H5JEC4hNtqs/yeSPJJPITaItqV+kFFlCecQ7DIMkuPVDnMMYG3vzOLcEMdAyVZALX8sWvzZkoyOcIEXtN9wbOgak5ANUjz8oywu+5nBXQxJffuQgg6RSPXKLumbZN5n6tJx7qREW5tjm9iQyhTdQ4/4bbjNQwSlJDOARd7xK6aD7wMgWwPA4ZV3e5HO4CObREyEcScq5ifuu0pr8eHtCbcer/MRzn1bEw96rbGIMhr9zLLg8bZcFXtXol2Z3W7dyxIXvRh8f3dJVVtyDeLYenjgGULSnKkOXd7ULPc9ccEqhPsfH36RTr/Yp9/Dej0kk6I+3S3SasdYMxXhIl87XneF3IRe6KK276lmlhKQp4rSweMUqTDd0zEWkaVnzYRwqjZAPxEW/tsazU7779sGsHLxzVCJKG2/a+1ek3c5bB+a6Kdcotsd+iLUmWbSLKpiabeSRDIk6sId9YGYdogU3VlAcLMewtVEwhlj9a8/7daJojyGKc69kpGAG0iaC8DoSqVV9buMtJnTzI5/s16eb4vdD055d+JYk4AEFaa19pH5vT1pgO86ba5AQYztVqUXLdOmd5JuuKEXDfYmzpp/LRKrid3cmU68zQ91hmwcAhkO6AcS8CUvBPmS8oKJtL2jHAF8tiJZPY6SdDLsVQtt1OZvUw6uBMNdvnlyn+Vti1cfukBmJAPC6kdWogBBUjrf5EBuy6sINDeSMOAn1xXfaHVL/C2MphXomzbp05Drv1IsScBMuXPbXfW1mJjy1QlO9iXbn/ePNoOJGUTy7xanw8ol4ee6GCq4YzIEUOahQtHvc4T7WydRbS7pb8yx54p18bcWEdf1+q1ChCWX24TbW02Lcm2MH3Rs7JN9PKMZKood5JwqzY4RNf3XZmcEymtWkHIPCbnOZDcYoKkQLjtOgWhIDyRbbNvIDU544uSbV8fJj2W+s1BAAGrL4rKvybdsh1Z3u6qYy0lxEnLZu5vFeTNVuVNu3KkOw/fPZnVp7YpWd4N+r5iRF0TatKKwe1LEPcNZlCvHsGMfH4IZHtYUDE6eWVUUJUDbHROZ1XwVbaItE0qs+V5323A+G/nIm8DRYI8X7W/rFxv2Z4I7RJZn5Sp2o5/e1cFW5fnUf0DithVVe2AgCEBIwTMo1oDrlIMFElsfnsNl0gLZ7kmL/rF3mxnE1VPmb6JAF8Ub6e9cIl2p9s/79eaz0Gsl2lSifw2njKLcc6z34TIUUj/N+3T5NmKKl5YZkfb9j0j8xPFtmoNAJRJoq39lJWJOACXaLPYkG1BmSLYwpiMa2U7zZFsPWHhha14q6jeGemWK5k6oTwV4BQmojxjMXRqMpIrzlGhhbqy1IUkeJHwlSIzaQCI8gPnSdZsQgFiLbPSghF1HERNrlAhCiN9/joxv42pNDEHZU9C6Akqo0ajGMUdKFOZs0PThDuvHNuEW5NawLovSbHtgN+9BCgSbdd6xv+8Me2xSLaGsRLRv60yNAHXYGGcH0oEsr2rYxhMyru0oR+m5LqcQaBM5c0TbtkGXrpNttAN9iH3r3D83dRm74x1l3J9abzKjhe0+zYlKne/MF9rhUrXyDCYNw9DGwaNkPorYJFBiftS63sp7tVsXJen1ShAvRCTjLzm67KJt35x9inC+ckAeyKg+IJPYDXBC/t26ZSDOOVFE2mbZHs5L8nIiJ1XWbc1+6h2ajXbSmMFwCXeeV9kp0KfWbxlBs5YtixHtAXTCnbk+GcLRSS1kq3/a3No3UeZsq1UWasNZUHudI5tTbqdK4yLzLTcyunGqEWrrJRlglOQNDGKs1Tslak9pRCpyj/uC65WAhkYLScQ8ASCUnN+CE9Mv2uTcqH4snaYA2DSY2krDm+gLzlT4KjdFECqJiQYtUgwcrnkLfeHsutdW43kFe4ys3K9kyG/apHtHmGjbKKuVxcUX7o+Ye4Rtw2+sgYlGAdle34IUY4CAgICAgICAgICAgICAvqMoGwHdMYS99seNHzKdbk5teWd51G33ULm0D++fXqqo7NaXfZ7aSP4ay8KbFvVgIBFAqPE+Az7g3dVM8POwzbLBjK/Sw5iFG4No3rnC7HrVv/LlHe7aSZ4lN4uN377/LXzqrZRr9UyW9W2fbbtYy1puqvsWe3VJuRaUTS+2nlTcdPwckVb5H47DdG+2dr/2la0CTVm4wAcVZuDZKbiStG2VWwTIM30TTEFWr5/8kdgm0Knlq8yaKZ2CytwmgDACANlFIQkToA0QSiQJtIknqeulRlJTFowIaz+KYlS7h5ALsicMjGXyjc1/vOURipiNjGRyfWxp2p5pgoX+0ar0sb9QAijbnMC5aOtmiCK6rbsT/faLgRPU+sZcVOCMSLvC9sCxeyi25crwynW+p53O/HdnyXFlEI3h6ljte9hBveaYwNSjCkloH0sWywzZTuQ7WHDIMjtMJiSLwD6FVSrirl0p30z4zrpt+2aVucId2X0sm2FAbSk7Ox4XR/2uUYgn0+QtEKZ8zQhXxIYlBn00N3/IpiRByw6YkoQe1769O1iXtZFhwjPhZ2pCiKV+YNnrp/CCXYEFF/uvUV6TFY7mYuXRWjW67ql3dF72+S6CvIBo7TJOLMICIGa5CCKGKio4475uG0uXpgsoO6wxjlA1HhFqbOdid6tzMblNi7Jzvtsc0gzYzviuG1Kn/KiCX3R193fP05cK8tK3PY95gSZGTnNfOTzftyUxiZ4GjgDeARCEwieZKQbkP1LI4AnALXM83VsGfs5nO8/zwEY83Lz0cyZm3RgoHKiQl+3zPa1tvqul9ddoci36oqu8N0DJH8C4BJvE5wt5/6h6+9YX4m5uG/CjigXgm7B/Mx+gLl+bfNrm4Rr+J5n/YAdGL9f5S0nBLK9XLDYhHvAftt5DIaY5Z8O+aBoVv0dg4XZ8Wer1pWV64Nbl/MmMqd6yuoqLuulrt7Q74jkQ5/ua7HrDwhYZqAQThCzzDcY/lRS3WBbLFlvpzb51uTM59tdWmy+3ZZ6bQhEbvJKt79AmgjtSLh7NTjxFWMTbe2nDSiSaD4qmJZFqh1V2xfrRMEck+AyT3Y+RZfeRqfyolFGJDXBJtRRseWx+4Og5ZV92+/Yjt4+VwhY6iwIOJHKbsqJ4bKcS39mAakUMyt4miHeinSDccDORc65XCeE4/8OwSUB1781PP2ZNZYX1G1AXW8iSwcmrOsiVaO5DoJm0lhh7q+lNhHOw5kkc5Zn9wSxThrJEdk8+Zb7VGuoPQlWnLSDO5FkCq/4jDETedlzJX9+aB/fmQL6h0C2hxEDMd2eBwZmSg4sbXPyjDTb6rVP3dbbZKS4+nFXUdfz28yvHr+q7daxlM+bxjIxIR/GNgkEZTtg0UHSFkjaKq7wvKznX5C9yp9+gydEbm8RPyJgXpZ96lTHduZN3EVmGdLtxZ3Y5B+a3M//+Z0Fssq+59U9poi2IYVEq9pWmi+fsu2ByQXdLRCatibQBNsOhiYbaYKfCWUWromuTbJdQu0n2YU+UWp11UeuPxq1NiuHiVYumy2Jd550A5J4y76NQVgMwlNJrgFA1GRgM8Ez4g3I7xb5Lguc5r3OgeL54krJ1enAKHIzN9nkuZ7csNNY9d25ME9qy+7l/AQZiuQbqD60dFKv3RR1nkk+X/tgn4NUPUNStzJ7X9/zrA8ghHgzMsynvOWEQLaXExZb3e6Cfqjbg8vPXDYMlKvUbhowQJuUd4vU7SfXnVOTuUidMnqrj3Vog0bvfTFfLEgU8sVEIIkBAQsPnmZkD12Ia+4FvfDCrrYRhMqXbEIBoSdauXmpt4k34KrWQqm9xXZ6CJHzvcrzg5t2S2/gjJjaj0dK/HmS9Tqeexaz3Hog41qaaOvlNtEuRB3PE21SpPNFlZ6YbaVftsc3Wyvbal+dK5unmYJtR1jXvtn6t26B/K1alOtvu0fK1NZeoCNsC4EsFZzI0oSlkJMEuq5UaNcCAUYJKKFgrA5AKp1CxMonvmZ8rG3ybUzDkdXlBSHuZIdFaAUgTcoFB9WTHuYUqskMEDAIx2fbJt55dLKI9q0jRJNc2w3B746QHUNGXPMTU46K7J3k8dyvFsEubYNvgqPDs8epOy+s5NvFQ2rVYUQg2wELhwUi+3MlZnMP/OUq3La67ZJr14e7M3Lqcg9tc5/9VevL6vTl1M7KmFsfVZlk8O63UH7agewuPEKfBywySNo25ANAxxfe0uU5ZUwr2u7VrYi3rXhbZZgXetu0teOL+FyUdzVOecaDfDqkzBTW8rMlWSl5kNw6Y0IOKPInl9tE2wmI5jtGUzhFfhjIcmZnftk2uQZgCLYh16r4lPNC3nAfue70eMoH4vL1RRVUeQTa26RqgTY21LSKEBiTfWYRbwAO+dbEG4BDvh0fbMAQ8GoHod59ABMwTdAoI9wAQNW1zYUiqGrXHPHOw76ufOnt9PfS8yF49XtF129NkvkIuL1P6f1q1+dRsAsTS93uAe8klG5ibvIjbfvLmCcoRZ8DpPWtqCWBQLYDAgICAhYYmRlsf4sNBD4gICAgICBgeBDI9rBiUH7bQ2dK3ndPnb5hvmquH5kPd/l6XxtcpdkH4fEft03Yq9Y5P2Smf3NVsxcGQ9SuZROBPCBgyKBNaX0o8YkuKMYlj2XHZ7uwcWcfzawyv19nR9XbU3/WBh2iCpkpOQBhRXnWdlmAFS3bCmqlZcX8yJ1XHrV/tq085lVtR03t2s+eoF0eU3En2BnPlOx8sDPtlw2Um4fn4Yv8nu8DoFq0bC5PQCHKdaU2CXdE16q2bI80JTe/ufqtljPVd9RSuo2Vgb4XqBVxHOg8MVq4FnPqNiAVYghQpqKU682Vyi2EcK4reRwZbEuJ7HhJoZ8dE3KtapeZdDv7Weq1x+Ikr3Y7+5T2S4mi7mtHh34mhfZwJ2p8ZWuceYJQ4viw96O85YRAtpcjsogb1ffpZOvTa91dopIDC2g+3CO6ByLLSKZtSu5u25nclhHsrubg+VNjTplNujujqgl5eT8MHxYsCvlcyO1yVWJtR8mAgEUC4QlIqnxY7eduBzKbv8ud1Q5DyF7cDbmA9aXr89xDriuQ7AKMiTp3CLddv3SvJcpXOPPZ1gG/KJEbOfl8gYJZr51jWPpqS9JHlB+pTYIkwSshCjaZyEXGFiqKuF4maARBJImTablkGakopusC7Mji2cjgexQ5Oc3hEm1t1qy3y5s7l5VTzMGdpbMyr2U6GJvSW3S9ndqbqvOm25qKXJu4CqKmiDcAMCLUeaJgUV0F3dNB1TjA0+x8kZLrLjehQ3hizon+LvuAgqiAdIRm15cQiniTLO43yR1bfgLHXq7PC8nfYBbRLtzLne6bvM+25fKRRcCHs03HcnQZ+eX5dpQFO8yXpb+kcpmw26m3KZs8nCcI6TPZXmZiQCDbw4xhi0q+zFGWCquYdqtIuO39fcS0GsHu/HJWeHaZQSG3OP/ymPcB6hJ9vFo/BCwqltlAFhAwJ1gvvYU7ppv/ZBWybAVOs4OqiZyCZqPc97NHBStfR/45b8g31DiV9YATVRzCyQluwybX+dzfOlgVSS1SXVAec8dQFgjKJtlazQaynNhcfZQfNpAR7NRDrI1q7JmIpZBtN5MMpk9c32HmOXatuOb7Jw87HzcX7tyjbLNSfK28Jrqpzr5W+80EibJbMGRb+W9TLidANG/WqcOY8vPWubtlGQKE6AjmqTvZU3bt5gifTL2mxBOdJoxGIJSAWseij11PhpSNXPm+tWGn+iq3Eim3ougI+97N+UeXRmpHhwm7KnVXfPbMaxIuYEERyPZyxtCYlOcN0tD3vNuDRDeimZnquaS7bLteSK6N/LxMYbZXtaFTOd1M1eceRG5xUFS1h2ggWu4TaQPx2e5/kQHLBIN+SbVe1isFn8q/SOf36XT/UFpQHSEy83EZscrdJa9um2pASiNsu6pjLq8wz5mLA34zWt/khWUqbvJlq5zYWsUGYHJia5Kdcpts6zRekpTaj9u8MuwcLxFgcCcPGJUjozTDzpR7va9tLm8iYtvHVug4CkEIhCBmIsCYuYvMtDoVJGsslcetrQ3KjinVZ9gzUcAossBpQh4DoxnZZuoUMAIwFsvJEpJAWOnZSs2xc0Q8n/oORAXDo1FmQUdlxHWCLO97Xtl2us1jbUCyi9pqS25SJ99OoMv9U74qawDt7T7uJxaBUFNCOgYG7BVV85bvKghke7ljMQj30JD8QcFVtzXc/Nt+Yps32TaDUgWSm1fO5UDstsOuU+SI51wV9SWNxSC8y51kA0qWGcQLQ+jbgHkgR067beNExfaVUVZ2Gbqp2lXvGc6zNpUp8SJL4mX8twkxhFuDkVIjKZdcihSEW+0tIzzdTHltc3HAkGwTWZwLtFNNtl2SrYk3ACuHdlEFdo4BJPMTJloZhomkLvuAKCVYE9SMbDMq0z8RncPa5yecgyBUjrHKjFvQCFEkj9dMHnBJPPWrUqo0CU3KZbZlTdDLlW69LSGyXKYKlKnDRIF0y+MFYnXc1EqbRngiObU5kA7Xa94tQ51TYr3/EbWMEj35kE0GmCJ1Gbk+dK89z2ROodOLZtulsNfbE1d5axWg+31dZglgL6cU4DotYHGSzLtvp/UBQ4dAtocdC2FKPhTkd1jV7Wpkt2giXk64O+0PUNekPOdDXdYOR1l3ukyZs5PitlXa4l/uh3usyi9wETGUqvZCEO1Fv5cDApYQ5kCOvSTb3if/f4AgPnPWfLt6Kc8inGXrs7pFliZKE2yg3FQ8P2ng67+cX7agEQRlioRKQp1wi2yXKNs6tRegzbWzZ68v0Jn+TbRptcoJDkgiGtOMaEeUZH7oSSJNrbUPepqUmxCb8VxdQ0wRWRqBqOMlNAJjDAmRPtZUWFMiXEnUXCCFTXqt6oyJdrZQKJU+FVnebkqkuiggZHpsAZOOSVfJtak5zWK+EHVIpYTbnFtrnSKWJD+RQgRMDno1AWH7BXcaLuc1zCly65TXxSx8XvCVmyfu6l4wXdYLmbfLHBT6HCCtUhTBXQhDJ1ldcskleNaznoUVK1ZgxYoVOOKII/Cv//qvZv3s7Cw2b96MtWvXYnx8HCeeeCIeffTRjmUKIfChD30Iu+++O0ZGRrBp0ybcf//9zjZPPvkkTj75ZKxYsQKrVq3CqaeeiqmpqYEcY0BAQMCyBxf9/wRhe8EQxuqAgICAgIDuGDqyvccee+Cv//qvcfvtt+NnP/sZjj76aLz85S/HPffcAwA488wz8a1vfQtXXXUVbrzxRjz88MN45Stf2bHMj3/84/jc5z6HSy+9FLfeeivGxsZw3HHHYXZ21mxz8skn45577sF1112Hb3/727jppptw2mmnDfRYlySCagZAqrhlgcIyUGfbTh+5rWcdKCiRPk5U+Tr5PvY6SiIQ+Mv31lFoS9Z2/3HBs/0yR7gvApYZdoWxWvoA0+zDIvdTsg6Uyo/xJ47kR3+3FLwqH4M5PE+7qnGEOu3puKkOUkX8HwoBwlPrkyjz6dSou9ky9VFqL1JlZm0rih5zXq1qS0XbVrVhVG2pZANtLgofme4Lcjv1aafZ8pQX02lRkpmQU0vVjinUR6rZNUYRg4MmTdD2DGh7BqQ9A9LaKT/N6WxZewakNV38r77T9gxIczrbV+1D2zOgSRMxOGqMIlJ1x1S2R5q0k6y9KKbAytKeyY88/swqIFH95Ou/tupf03/aeoALCG3ST5n/WsqfW/3RQfLUNeFeJ/lrJ7u+qAr05vvY12sZhHXtd7u35qRqW/tUvtftZ4b3u/xUeQ4V1ql7ZhDQqb/6+VlOICKf5G8IsWbNGnziE5/Aq171Kqxbtw5XXHEFXvWqVwEAfvGLX+CAAw7ALbfcguc973mFfYUQ2LhxI/7X//pfePe73w0A2L59O3bbbTdcfvnlOOmkk3DvvffiGc94Bm677TY85znPAQBce+21eOlLX4oHH3wQGzdurNTOyclJrFy5EkBcGjVxXhj0qara5n62w6mzxKy5n6bkHjIpCSMrMdn2m293S33l/i4z7fGYiyuCbS8vLnPTeAnh5tAWkDkyje82uNOe7Hv3dtlty38vllc8biG48Q3P1qXFNvTR/Kk81Vfev2xQ13EJlrAJuRwm2ti+fTtWrFgxr7KuvvpqfPKcs3DLJW/tT+MsvOL9X8Wmv3w7Tj/99L6XHdAdS22sfuzXv8CKFRO9kdz8trkX7tLtOsHn49tLgLRu5uzqe/ayT5z1wrd9tzb6/LLtdZ3SGdl16rYrwmHInBVxvG0RRU2yAb8JuW1GnZYMK4xKU3LbF1svjyyiHSlCEDNJeGnaBtI2SNqSBBIASdtmcsH4bfNsTC7mSVagTJIqNVGjj1ewGGARBKsBLAZnMkJ4oiYNEi7QVsdqzOm52wfdjh3IfJ7z/uhyG2LM5iNKjO96TFXcep4znQcUke7xnOcngnLXZi/XpanXXIPWtWlv18f7yTmmOdzvTrt9bSpb1qHMyckdWLfP/n0Zq2V58ln5nA9eg6gxNu/yNJLZafzswy/vWzuHHUPts52mKa666ipMT0/jiCOOwO233452u41NmzaZbfbff3/stddepQP4r3/9azzyyCPOPitXrsThhx+OW265BSeddBJuueUWrFq1ygzeALBp0yZQSnHrrbfiFa94hbd9zWYTzWbT/J6cnOzHYS8e5pJ/u68o+m0PG0ojiesHr34hIXn/5c7l2UTfVowz4s8q1w2h6ieKZMvoNw7ktl1Uji4TDPby4U/7tcjtG/45zYCAOWPJjtVakQYqvywXFLDCb8/4aW/jfVaqZ7i9S7eG5JvrI/r5iQAP0e4IH5Ep88vOBaDqGKzKJl2FNhIIQk3+aUmgMzU75Rmhtom20EHCrNRfPviItiagWkGOqEu2IwKQpAmStoG0BZK05HdA/k4t8pm2ITRx46l/6pcyEEoBFqtrkEn/bQCE1yB4bPqUqj6MWQ2EEZPXO3GOT/tz207Z/n4wv6kAVeHIZPC17EWBqn4GlZHRqe5TAYAQmTebWAG99DmlyEir59ybQGn2q5Fa1smfu9CHna5dQlWZBNIWQy0u38PxmfaWX3Y/Oeu63Pe6HgDQgomOKaC3K+uzbrD9vwekbFNKQPuoRvezrKWAoSTbd999N4444gjMzs5ifHwc3/jGN/CMZzwDd911F2q1GlatWuVsv9tuu+GRRx7xlqWX77bbbqX7PPLII1i/fr2zPooirFmzprRcALjwwgtx3nnn9Xp4w4+hCJiWoddAaVrZXIzgak7k7w4k1Eey9W9bydYkm1YJkKbWcV2vTbJL3uK6ta/s90LAVqirnstyVXsREYh2ETrBbN/L7X+RAeVY6mO1YLFUEKugyss0Kpp1I/8SXZyY7UoSDKnw1Gerbg4J96iGeXRS3XyRn/WH+1REzw1Z9m5hq5yUgZtUWBmplimv3MBnhmR3uPk1wdbVU2REO6JwlFtpLi5JNxU6CFobJJkFSVpG2SZJSxbOU5C0BZG0IZIWRJpmhJOnWdoswARBk8o9BWEMiGogUQxwdR2mCRDVpDrO1Hd1sBGLQRkD8eTHIjnCbefZ7qR0c8ggbMIKeZEKAUIk0U5FFqSNqGjhhDJFnEV2fXlVWd85sa8THQzPPg61SrZebq+X5evKWxia9yk4hNusE9x/P9nldruf8vt4Jq9K7638e1Whz1ihHwVYT+8QQllC9BuEkL5a7A7E+neIMZRk++lPfzruuusubN++HVdffTXe8IY34MYbb1zsZhVw9tln46yzzjK/Jycnseeeew6uwoWITK6xUIS7UI9fDa5KuIeBbOUJd9k2gJ9k2yo2taKTZ/vkzMiROnUylWJMk26BFIJYptwepbvb8Sw2qpz/yubjwMLeRwuFpTZ4DSTP9uLf/8sJS36spsxEvQYqEGUbXqJd7R4kQrjEQSuEOtQzINUvYT3VbBWxYxs6KG5zNX3Nm4ybZTmi7ZjBV7gXrckAW9V2iB/P0ncJZSau5+l8BNvkAlbKrjaXNim9CAzRNqbSrEi2tck4AEO0M2VbmZIDEO2mJNltSbbBufyvYT3nhKWekqgmCXfUBuIYiFRdcT2b1Mib5ouGzH+tCJXJc06ARP1uc4AQgVQp3EqMNqS70E8WdH8SQ76FygWenQvK1DpL3ZZtoKaUjrDf+RT59RnaEbiEu/Ra9ajHgtjx9O32UEO6vZNe3SbPbMsQa3sfCa/yLBDqXa7ge96DpWDhmUCZf8OARcVQku1arYb99tsPAHDooYfitttuw2c/+1n85V/+JVqtFrZt2+bMmD/66KPYsGGDtyy9/NFHH8Xuu+/u7PPsZz/bbLNlyxZnvyRJ8OSTT5aWCwD1eh31en0uh7g0MIQKN1Cucs6XaMsUWd1NvqugTNV2/J9zRNom2rRAwos+5abdxgRREWrImXTboqwgkwi5vd2efHv7cbxlZc8FnQj3MEyyOAikL2AZYKmP1dzyie0F+dvbkJgK9z0lRD7J9KOMsIx8F0gAd0xOK08GdFLbqijvPh9yH3ol2vb7BM21x1K2uVKxATl0CUvVzgc308VSQcAtxVf7YVPV19pU3M6VbfslA9I3O7ZNxtsyMB/RanbaAhTRFi25TrTlMqNst9uOz7bz3Z7YabdB4jjz8U5Tsz2peczzVZo1xA1QwVFntUyth6SkqXplSzmQqq6WZvbEkO48qH0tWuCWuq1DOwkiiTeBADXnS7sfquuG0sxW3ZDqPJm0XBbzhLvTO5jqi4LFhrORq2Q795OuiGRqcaV7qsKElU2uhQAg/NdqGZzJD8Kqh1DKiS9zeZ5VQacun2t5ywlL4nA552g2mzj00EMRxzF+8IMfmHX33XcfHnjgARxxxBHefffZZx9s2LDB2WdychK33nqr2eeII47Atm3bcPvtt5ttrr/+enDOcfjhhw/oqAICAgKWKQQGk/orYFERxuqAgICAgAAXQ6dsn3322fgf/+N/YK+99sKOHTtwxRVX4Ic//CG++93vYuXKlTj11FNx1llnYc2aNVixYgXe8Y534IgjjnACruy///648MIL8YpXvAKEEJxxxhm44IIL8LSnPQ377LMPPvjBD2Ljxo044YQTAAAHHHAAXvKSl+Atb3kLLr30UrTbbZx++uk46aSTKkc33WWxEOq2t47yAF55hbNM1fQqoWams3uAsCogOVXZWVdmQp5TrfUyrWozlepLLmeO6g3AqN4aPKdoC2VGLkgKIjhSJNnGHj9u3fYqSnan4+0d5YFUejmnnVXtXNkLoTgHVTtgGWBXGKt1SiON/J1rP2lKnVR6uN0pUf6wVoGO0q1UbsBS5mCpcqYxnc3Jy6KiVzFttU1anQBYuh2dIidXAbEjT9sBsbLAaNJ8OfPZLquJQqrZekRnVifZJtaMZOmxpJ+29NnOgqHpwGBpZiKetEASGVSP2EHRkqZUsZtK2U6kvzaStvTXTlpZgDQgp2xbfUlV8DTOIVSqK6jfAECi1FgOyIpk3wvo8yAQKxWTRQxtFa2dECAlxEQqpwJgRAeas4yrretWB12jJZZjutVa5RaEgCMLlAZos/JM9TV+073Cvt7gXst5Fbrr9ey7n3zm42Vt7WIZouvXSjaQqdm6e6s+H1Ih3BRu1n6dnkP5HkgHNOkcAqTND0NHtrds2YJTTjkFv//977Fy5Uo861nPwne/+1386Z/+KQDgoosuAqUUJ554IprNJo477jhcfPHFThn33Xcftm/fbn6/5z3vwfT0NE477TRs27YNL3zhC3Httdei0WiYbb72ta/h9NNPxzHHHGPK/9znPrcwBz3sGELyMAxmw046LiewTUnQsQ4pvfJEm5LY7EMIM77beX9tQAX0RGrMyTm4+c3RBkNUSriF4D233f7dH9LdG4bh3BcwhPfIcEMEn+0ljl1hrNY5h+eDqrtLoi2/28GB5AQiAJERb7kNiibmGh2COJlybSKQVdYRhMj9zPO+H1kmcia4MiBWRrbzZuTahLysX2UfKSIOaT4OAhAiHLKo/ZQJsrzZgO2vLZeblF6AG/wszfyyfURb+2V7iXaZGbkFocoVqFn+ybmuQ5FMyZ1dE3Ptx02JJNZty2w+5SSL2I6sX02KNGT9ZgdV8/l0Q+2vA6VR5/yJ7DuVEccLftP9ej4T6r++PRD2NUEzH2mHuJcFRrPqAzqbiufJtZ1VueozQvi7vCfM93kWMBgsiTzbSwUDz7OtMYdT1mtE7wWHt7/6oTx7yjUP1XxgD5YjwNTZphChew7t8/loAzAkWxNtXTYjsSHZ1No+DyFSR+EWgiMVbRkoTbSznNuCIxUJhEhRnn+7Omyybef2lsjybMvlqbPtXJTt3rEIyvYcMed7dAHiKvQ9z/YHzsAtnzm1P42z8Irzr8Sm154e8mwHdIQeq3/94O8x0Yccr773W59wQzzr9LuCUWKdMlwSVAV2nunCupL22PURYqnbwk7vJeRvnph1pVHI87D9XDXR1rmlNWmiEQRlWe5snUNa2Om95Dr72OxjyvcdI7J/nVzaRPpmMyKjjROLVCNpgfDECYQGQB6zJtqWjzaALChau6Wij5eo2k5HK9JHqUwDFteMDzvR0cmjGCRW3wEgqss+imKA1WQkfZ3mKapBqGWcMKRC5uQu6z+gSBK79Z/su8zfXf/XirzMuS1MzvFCrvVerg21XKjc6/KidPNuC0KcVG8a3a5xfWxmfVXfaM995VOvbYsMX3vy22dtqtaObtgxOYl99ti973m2X/DR7/Q9z/bN7zs+5NkO2PUw1IS7R1PyysV2Cao2V/SLaDvLFNGmJDam4vo7IQwEMnCaLxo5JxREk21BwZVplybgHO1i25XCXSVVWekxKZP1fmK5Eu2AgICFRd6M3EanCfMqGkVqbWKXpRVus0SZj+qkRPZLdxZ4Te/rtqkboe5FdSeqPApixmKi8hR3jNhsie6+HnMURCpJdmZKTgxhFJSZKOTCisKu+1r3EYMoPTcU7uRFnhgCsEi2ItU8ydJ4pW1FtltAmmYTCzyR5Jqnxuw7q5RJUqki2xOeZiSbdnhPyEXCd4Kn8RSEM0neVRMIVUbyCbKJDprqHcxECGExKI3AIlmeJtqpiluWkW0iA8+VNU/1pX09ahPy7L/bbsITaUJOI3VRJKZ53mj6sK4P29pBHnBxO0thtol2Lybb2pXDtFnk13e+x3z3lw7gl98m355Oz400t2quz59BmZGH1F/zQyDbywQEJLzQLwJ8+arz/tl6uSbajESGUDMSg0H+JqCgXmU7BldKNQAIkhqzcQJ3Zr1gVp43KdeDWT/MBwN6wtBOhA0Kg7jGhnhCJWD4IFW/EnVLCGdKdT5XK7VNSr2kGorWZuvNvtbPtOT69r1f92K0KP1vc4QbFnm24pzoUp1Wllmdl0Qclyomc8iVJk95E3JipTzNCHeuGuNznL3EM2VGrk3FjQKbJtC5saEIt02qCU8yoq2WGxVbRQwnlDn9ICKoXNkpgFw0aFvp9pFvo3Izs43+LtI0+560QSIYk3OCVtbhQpquCxbLdrMamNqP0ghRxJBwgZRkfZsK1eem7z1Ny90Xum8dU3Jjgq4tFpCZkGvlnWh/c1p0H6LutVHIEa9UbRt5ou0z3S6DvN+LN7w+1rJ7TB+3245MxS4j4c7+XVvnFJ61rUIZwjqvAcOHQLYXGnbKg8WofpjVbS/6E8isE7ql/JoLfOX50nuZfNoW0WaIjc+23CoGJQxMDeJU5AKkEQ5GYqRKveYiU8u5aBfkBo42qKDetGC+/OD9Jt6DJ/JLa6Jg0SfBhizFX0DAQkETO9/Tn5DuL7adYN9S9igmVEol/UJOiUsYKPIv6J3vzcILfZ4Q+NqGrG5dhk24zb7Kf9vMyYqcWXR+nGOenuxAoASNjB8s58Ko2nlQ1WgOSaKd5cgUWG32DMAxcyaJUrEBSaBTRaq5S6oNETdm0O7xEqZINqVSedbL9Zcys/FO8OVF1iblLLdOTxgIDiEiEBVwTTDL3F8dH5iayKcRBIsRK9Jtm+cLNdkk85jbE0JWU0qabQKlqf0IJQCNZN9RaWHnBPjTH981IgsoXk9quTCTNPqCzf4V2t7BfNu2JjHHZ0h2d7W17F7rRrTzz5G5PD+67W9yzw/odSIESJsfAtkOCAgICFhglEgpAQEBAQEBAQG7EALZXkjY01HzUbgts6o5NWNAfszzxgAVNkfR7xZ50kFvynqZog2goGpTmpmLa39srWprFZup71RQtQ0r+IsLwcGRGj9vTjhSMKRa1RbITMyVzzelAHiSqdtypaNu59vfmyJdcdtcmQNTeYfUvHjexzvX+yXfHwutbttSXr/LDQjoEbbKrGEP0XN5fORvqW4jiVaP823pZhrbTcnOr9dKen6djL4hFWKtVmr/bWJsg4k5CsecPB8tXS+D62vrBLpSSqVWWjs9EoxabR2DrpsSW9kmxjKA8ARoW8p1mmTLLUWbpIk5wUbR9qjaxie75K2ZdDARLyBXtuglMwNPAWq1FVAXm1KzaSR9ubUJvFKbiQpIR1WbIhqBgyJVpvu2KXnVxzMXljLMhfSLV/7aUs0mqnk0WyYP2C3IvlbsZfoGsgKiyXqFo2r7/KV1+2z4xNT8PVAVnRR0Z7vc76rPkvx2Zc+hhZqzJoRI64U+lrecEMj2YmMBX3LzfttLx6R88Kbk80VpTm0rurmGncaLqpGb6cBoilwzZUbOEIMJZVqu/zxm5PoPQEayM+cu0NwjnwuAEA4qgNRaR0C9hFsfy/D7cg97+zLY9+KC3odDOvEQEDBMcDJWeUh4L/sDvY9gNpHxrbPRiWCU7WuTbpJb76vX5E7Wz1jCACuQWWk6Mk/qLx0MTZuO63rzxEm30+yeW0ZUdGyqSDbh7czU2iLZmmDbyzXJdkgr4H7P+1M70bBdYigIMebf+XzQPhjiybNI7866MmLK08JykrbUhEeOdAOGeAsageSWM8pAaQSu3Bq0v68QWcKssstJxxmwYxCkXMiI9pQB+dRfhGWm5WX9U3K95FE2GeCbRMq3OQ974qZXcl4FOtqBRq+Td77nUBjClx4C2R4GBJ/JDKWK/yAIt34E+sudry93MTgaM1HHs48KYkJio2IzEiMWdQCKbCNCJCKjftMcMeNCqNza8ngSQkGFTBVmlG2SPe45OAiy/NpOnm3lk9cPYt15/0GQ4pIyw8iUYZj6IuTZDhgSFANBlW/by1Dt9wXPyImzvEtZnciFb30nRVz7jBv1HBl5shUnOzq547udbSFJt6yw2DklpFQHuLJJU55o5/tDt5VRYpFul2Tb/tcd/bLzJNs3VjEr0JmlxoMxV62nUdEX3Y6w7QP3pFQz5DuR7x6CA2la9HtmtLTdBdINFNRuHf2dWMs16daRuHXAL2110Im82oH9tFUEBZETFVoYcI4hd2bz140dL8aygPCm+dKqfK5Nel0Z3Gu888QT0Dktl9Y0NGQfyDpMJH27TMz/dd8m3bptg1a4GSUmon8/IILPdsCiwH4wLCDxXjrq9vxR9Vg1afWZa3cyE/cts3Np20HR7IBoQBZ1XBNtbUYeowYmIkRgYCKCCrHm1KUyWSNVgysRFFS3yZiGq9lwAggrQrkOlgbACZgm4I9MXkbCy4h11bRgix4kbAGxKMcaSGhAQAGUZJGsgXJy3Etk7/y+vjqdbTqsy+9XVbGba3vLIAQcwq3hNNdW/3P5kO1ytJpdFtjKh7ypuLEuNkRa/Vd5smWBOVNxK7gYbOU4n8ZLt1vneAYygq1zg1OW5bhWpNXkDLfJtpWqitjnJJe/nPAEIjdJIHgKwqzJA4t8F9R4ngJIFcFVZes28BSgORNzIFO7o5oMtiY4qCbiyvIANEeoO5gxUwgTZExAgIgsjZaxDLCCpplzkefeJZMz/YQOUmgfQ9m9l1+e/82FewjC2sYX3JDO41lSuK9JUTIaFIelfSbbPJDtgEVHN3/ueTx5fCnAhpJwe9X+zkp0f6qtpmYLSxnuBdp83PbRBqB+K2UbMWLUAACxqIEJJsk2WEeyTdWMsS4b5oEvfbr1d4ZY7yHbQjrM7lfoh67bLIjp+dJQtX1Ee173XiermCE7dgdluWYCAhYQjGTRrfO5sB147rFu5NCHKsSaOOTUraRMxepExOcCW9HjQhjSpKOTm/aVjJWaYAsBwFIk8yS7zNc2308Fc/HUQ6iTVvYbQCGNVy5NlgPbTFwTbWYRakWmBYuBqKbWy7Fb0AgcROWzljmtM3WVOyOTGz2dgREGxghY1HB8zYVKRyaSlhtFnSoinlL3mKjsi+y40swEXvvTCwEw2zw9yszXo1r2G5IE68kDAoFUm4ojsz7IX25lpFuWJ8+dAMmIt+w8dIJwCLHrctBPVCXaQPH+7GRqzkixn/SzZC7Pj/xziAsZx0CIjPGzebxOBAwOgWwPM3yke5hfoBcMfTAp9/oNpUAhg2fv8AVEAyxfbWU+TklsVG/bfDxGDbHQZDtGjAgRKBiRIdDy5EwoypuqgYuBoS3UC4eyceJEDsJCcAjCQREXzMnz6cCMwt8XX21PSpS+kfCl46c9EOSfE0vlGTGQAGlL5NgDhgK2aWSZ2XIe9ot0N1Qh1J22zytjxixVm6rq5XCJODFk1zO556m7yvu5ntcTZZN7sG4/4SdHtql4tzvV9sumNtHO+1+nLUm+db7sLmm87GBkhFKYfN9ygSTVUSwJNpPjsCHZrAbBYiSgSNSBtNsCqeBIUqHytlvHKORkuDkmk5MaRqVnBIgYAVP9GlOGKIoQgYOwGpC2ZFmaeKctaSKeIJtYkIUDPM2OT/3Xx1iWLkyISL4mMO5cTwSQSrdFmrmybejk0pDq61IIYzHuI95yH1I6V2zKrfBIt9ttlpVYpOSvf9tnO7+s0/ZqpbcvGCm3Lunl+VGor6QM+57sp/pso99m5MtN2R7uqFMBAQEBAQEBAQEBAQEBAUsQQdleSMwnh8iAMZSm5B0xN3W77Di7mY93Wl/V9DxvQi7NyDOfbemrHSEWNcRC+2xHiAlDBAJGqEptUjQjT4XITNSgbJfUZcMJNwHXBOEQIoVQqcK0Kblsn2Vi1qEf5rKu0/q5+zAvLUV74L7a83lOLEaAxoEESOt/kQG7LmhVM3ILDHOISOwzR62wX94M1Va6bT9aZcDk1GUr3GXtKVPzin6p0pS80yPGDl5lK9plqZk6RYbOL9N+2o5aDXhV7YKJuVK1S9NrabNxQPpiswhgNYioDhEpZTtqGEW7lQoknKOlQne3uUBLmY8nXKCdCrRVXVzI5RpMx00jBDGliBlBRAkYBWpUK9sENbW8xuqIlLk6YTUgmQUSBpI0ZT+m+mTrPilakAmurhqVLkx3u75m8v/z6wiLwSztOM2dt07n0axTKre2Uki1ubos0ijdZcgHRrPdJuzvBL1d/xokt7zsWeArzadQC1lIYTkX81O0TZ1WeYCrog9KMA7K9vwQyPYyhCabPt9te/2io2uU9uFPCQbA5L/W0CbklMSgsFJ8ITZEO1a3Zp1EiBXJZoQgIqQwgAghkAiBVNlsMR0NVPvLgYMrv2yGRObkJhxUpwsTmSkaBXVSgQ0vKrRxiEyKy4j20NxrAQHLEBGVpEaj20u/BiNFAtAJ3crt5gHCLfNxs8zyo5Xb5OvsUF+hfbodvT+PbH/sbJnfZLxTpGg7Qrr209ZtJUQGQ8tyYGtCLYk0UcucQGhdiDahFGCxCXgGAEKbikd1aTYeyUnqlNXRSrn6SHKtyXYrFdjZTtFMOGYTjjYXaKcW2bYOVRMtSghiRhFTgkZEUY8oRmPZhhojqHGCGiVIuCTeAFCLGtLUXAVgI4QCRJqYk6SVkWO0C8ebJ9z6nBhSTSgETy1z+kR+F0T2u/b/VgRW+2U7kyjWOdU+2xqGEFukWy/X/aT7pRdoU3GHYFt1lu6X+52//v3p5vwF9uK9RSrOBvf8HLK2j5YZiV0qCGQ7YImjjHT1QsK7kfZsvVZnCdEZJkvya+f8tfU+OiK5UbZVPu1Y1FGziHZdRSmPCZUf9VJILR8nPYAJQRBBZD5kZgSMlO9clhZMgIOTFFy0TRu45WPuqPTmRckTfdxa5irWVYh6L2R+KRD/gJ6hXrwGU3BAQDU4Pts6mpeG/VzzWC6ZtFkdXoyzCNRdrktLmXMWq7JZTlXmQmSqtyKpxn+zQoTvYqozl2RUeV3PK9l54mWnZPKR7LJRt4wsEStyt0klZQh1kq3vFAgNrp+2oBEQxZZvtvTJRtwAj0eQqBY2E0myZxOOZiqJ9lRLktadbUmyNeFuc462Ub25SZ8FZP60WtWOaUa0G5Fs62hMMV6LUGMEdU5MLJZUcNRZDVEtAiVqisXyNSdpCyJRhJv6fdRlZPKsP4Wg8j+X5NoQcSq/C6LWW7FspDJdfo3o8+qea+IQYjtdmC6TwL2mfITTZ4nhs/bQ9fjQy7Vvoqnb5Ds/bpXcu2V1z/l5UfI8ypcZfLaHE4FsBxQwVCblc85BPv/I5QIcEJhXrm0g21+bkJsAaYgRCa1sR2CIUFNm47Hap0apHJgJUSqM54UMQMKzpCyECBAOgAMcDEJESJV5mczZHSNFDEIS2R5hta+CKXkVCIvgzw3z2HeIFG1gAczHlyRE+dtQQMACgaZtUB3t2YbvGVgyDgxqpJREJ6uboEi+OynecrvOdXTL9e0jPIVcxyiSaU20C8vzZSEbofPpmOw2EB012yjbmlCLLIUW94xdlEnl2853TZmJLg7GFMFWZDuuS5PxqI42KGYT2e5mwjGbCjQTqWLvaCXY2ZZ1TbUSNBXZnmmnmGmlaCVynYxOXiTbjBLUIoqRGsNIzDATM9Qj2cbxWoTZhGOiFiGNGVKhyyLggqIRUcTxiHyvSGadwyVAFqncWuYcuw3BAU4Awg35lieGA/pdQGRpyyghxgTcFJGbQLH/m2qFcIi1Hbnctmiw22pHwc9fh1wI/6SMFbCsV3NtW8EukGuBwrVF5vieNKfnRVld5t0yg/d5FrDoCGR7GcOXBmzXQ5F0m8kE/QBzXqJSK7hztTzbvYAQBgJmcmozRbYjESEWMRgYYlDU1MtBnVLUGEFMiUpTQwqDSCoARoQxH2I8M13nqUAKZnzAUyRIiYx8zkUbKZiJiG6bk/eKUn9swdEpErn/+lseavbQTGgFBCxXpG350emROoEswFhpveU7uZIFl+TbnjxWrkV6vNIk2Cjc3arK/a5quqq3s6ONA36zcbO8UsmuOa9uDSHIImsL97+soAMREdyNNg6Y/NkiiqVvNotd3+x4BE2eEWwAaCYCsynHdCvFVCvFjmaCqZYc13a2U0y3EkzNJphppdjZStFSZuQ26bZVwVpEUWMUozWGkRrDeCPCWE2+jrdTgXbKwIWKbK5UZSGk45cQBDyiqMcjueOVJuYgLSBBRsSIlacbQNmkUT7/tTD/WWZJQJkxJYcy3877cPvAIQm3iZKvl4uMcOvl3cy2fevsCSBvuq0cyq59k7/dlxPd+u1gISb3S59N6t3Kfn4NiGxHtL8m6l2yvu1yCGR7obFE0vPsGuq2je7+3b2Qab2tNiW3zctt6HRfep3+I2CginQDQAxtPs5QpwyxIts1Jn23YqVqRyQLsqKRciARBIkeS80RU5VGU5jBKEWMBAkomGoDzYi5epmjwu+3LQxBLjMh79xf1TBPoj1k99WSmMxajOBoebvTfpYbEFARxA621XXjDgE0qwTILJuQtPe1r19CAZGa+5MA2SSlVr0txVunjprLI7DqIyBfNkH5LWfn0/aVka+zq7+43rGM+FAKWBMABDDnTKj82QCy/Nkqb7aIGxBRQ24X1R2i3VTK9mzKsaOZYEczxVRLEu0dyox8alYS7R2ziVK2E0OyEy6Mum2b4UZK2Z5pRxhpMbQSjlZD7tNuROBCqOBq2diNeoTsHYYDNuG2jo+o4zUm4SktEka7T2zV32yTEexuF5QvzVzZORZK4a6Shz4rv2P1srV9uPZ9CrbjkpCvoOR+9t3n83k+dKrLW47HdaIfCGbk88Mym1sICAgICAiQuPDCC3HYYYdhYmIC69evxwknnID77rvP2WZ2dhabN2/G2rVrMT4+jhNPPBGPPvroIrU4ICAgICAgYCkhKNsBpRgqdXvRMf/I59pfmyozbiYiREKl/hIRIlDpr02JSQNSU2lA6lSa8XjNyAkQCYHEMsEDsuBpqWBoq5lRWU9kzNhTxCCQZkdk3nY9y8P8uwqWhKK92BhI6q/e+v3GG2/E5s2bcdhhhyFJErzvfe/Dsccei//8z//E2NgYAODMM8/Ed77zHVx11VVYuXIlTj/9dLzyla/EzTff3P/2BywsVLqojrBMub3LMXf/TWffvPqlTMehFGxH5dYm5tq8XAB5/81qgZj0xt3bKZQvq96VEtJTRPaq0NHIjWlvPuiZDa3OajNaQmCCmZrgYUr1ZDq9l/bXlubj2kcbAJpcRhdvKVV7VpmDT7dS7GxzR9WempXXzfadbUfV3tmDz3ZqKd9piaWP3oeSFKgB2kmMkMzouq7ab/oktZR8IqO0S3PwvGkCyfax1X+NvNm+oDIFHGRU8Som5L3CNhH3mnV3gH3FV77+LTXbe53lLCq893qX+7/n50PZ9lXKqWqp0yNon5XtdJkp24FsL3MsGb/tPpuSFycSysm0bV7uRCPPmZKXgViRPLXpNgFV6b60GblM8RVRghqlqOt0H4ygwaBMyYGYuoFBdCCaNidoG7ItB2EB6eeVCIFYEelERGgjAkMMgqYxaXfbWv6wNlHNrYd+2fcicmZsuQyy88aQmZCXIUxgARiSAGnXXnut8/vyyy/H+vXrcfvtt+PII4/E9u3b8eUvfxlXXHEFjj76aADAZZddhgMOOAA//elP8bznPW8xmh3QL9jBtkrBXVNbe995xvDoVp4hzmaJvZ4729gm5kBvLuZVTNzNGNeDya5OzeQuy75TZJPD+QBZVaHTYElfbNdc2rRf+WkDkKbjNDKpvQSroal2kSRbmpC3UoFZFQRtZzt10nvNtGQgNEBHKueYUYHSWuoDKBcu6zknFMFILdINJGCUoKn2mWmlYFTl4aYEO9up6R9G7Iwk9jsLkYTb+G1TgKt0XanqG0XCCv2jPlVMnfMgcKOCU+WfX/aq1ktqOUIsUlwxOJlzvVa8/r3+2B5z8dIJnz4ElK1UXtXJ6X63J6AvCGR7sWBPEQ8xloW6XfLSJAQHCDoSaW9xJb7fMgK5JLeRiKXCLOSAqFVtHRBNk+0GAxqMoEYF6lT6a/sCpMVEoKmWy5lhSbhlkBWKRA28bcHBBENEZFTyRJF/3T5fkLTq/tbWPuDl++3ig8GSmLzSWAx/7QEjSRJMTk46y+r1Our1eskeGbZv3w4AWLNmDQDg9ttvR7vdxqZNm8w2+++/P/baay/ccsstgWwvcRCeSN/Wbv7Y+RddTb77+SzLB2mzfhdJN+D479rFVJkEqNhuRylUbSKWQy4FUVGjoaOXyBaJfNTpYkvLWmgHRyuudIkhIZJwChqZqOQit33mm6wCjbHIBEbjUd0o2QCcHNptLok1AEOyZ1OZ2ssm1LYqXaZOl8HeT3/XZbc5x2xKEKl6YkoQU46YEZCUyskJR1omqEV1NYFBIdJW1mc8BVQfFcZlu4/0REqZ0m1qggmSlgeFJxq5/d2aVNH51PUyOxK4TbQL5LqKv/Rc7gEPua9EsgfxTuPLDV/Br7tyDIoewQgF8006zqO85YRAtgO6YmgId1nUjZ5QxRxcB5jIpcnI5dvOq9tyBQq5tTWozr2tlW0hU30BMp92jSplW5mNA5JoN5hAjUKZkgvTev0ywwEkxM6/rZRtIZAygjYnJrp5W1DURIS2iGQKMtUmACowmmpz3spQ8C6qdtkgUCVYx66jai8por2YGFiANIHvfe97OPPMM53F55xzDs4999yOu3LOccYZZ+AFL3gBDjroIADAI488glqthlWrVjnb7rbbbnjkkUf62fKAxUQXE/GC6me/CPfrBTRvTm7/VgTaUSWzBngKK5vo7PGeywVo04S7KjQJN7+t+n35jbUJuVyvNvQpemayQ1O7EmVWKb2CyYBochdpQs5ZbIh2RrY52lwg4TqntgpapgKVcYsU2ya10iycFdZ1MiNnlKAeUdQiVihL78utAGltLtBMOeKEgBKCNgeIJ9tKLaqD2kSZSlcJkiZyvC67BrQqbvdvHoKDUAYInd/ZmlCxzjUtWDO457oyNNGuGKzN3VdH6i6p1FdWman4QqnaHdTruZivBwwPAtleTAyJur1kTMkXAGWq9HzSfjnkGxSUMDARIwIDU4Re+2rXGUGNAjXF8xtMSHWbSsIdW2SbECHTgABok0zx1sp2KoBEAAkjSLhcGXMmlW2dZIwwx1fbR7SronP6rwBgiEzId0FFW+PYY4/F17/+dWdZFVV78+bN+PnPf44f//jHg2pawBJER/PaXoj2fAl6TrE2kwC+iYIORKJ3ZLq0HX2cgHrVbbmHcEmYmSe3iLdFsvXvjJT5n0/aZNz8ZhHAS0zHAYCpNF80ypRtGoEThrYi2Yki1wCQcCBJdfotV7HmXBi/Ve1vDQCjNUmWZ6g0/x7hAinv7rPNKM3ybVt5tmsRRS2S6yglxgxdl9VOBdpUKJNy3XfCIbIxjSXhBqQ5OY8k6RYcSK0c3Pl+09dlF9NynW+bkKI1A+BOsGT7uOca8KvaBUXbniCYyzVsLtjyCQQbVVX0rpjL/U49VjS6GbnJtoVGv6OR97OspYBAtgMqQZPxoSAL8/bfVjPhhWPyq96uT3Y2k5xXt4v7uMq43kZm0pbKtjaliShR/toEdWU6DkiyPcIEGlSgTgViKsByzkipIGhbqV/kP4JUyAEx4QRNK+UIE7JuSqTfuNM+J25I8cFu0n85D31bbSkbDMr8tYOqvWwxoNRfURRhxYoVPe12+umn49vf/jZuuukm7LHHHmb5hg0b0Gq1sG3bNkfdfvTRR7Fhw4Z+tTpgGJB/hudfzuerYPfRBFPDq7p3eCHv9WXdkHlD4DMaJe2nioQbKJqU+3J/dyJesq1lCmzueBl1n7wkI4xCmY8LGkEosp1ygSTlaHOZmqutPoDMa52qtFtO7mZKEDGKWMgxGbWMLNQiilbCMZpIZbuZcIdg+8i2/l6PMsJdy5HtBqOIKUWkcn3qfU1aMCFMgLI2d1+JhBCI1PXGorpMB8UZwFMQpfDDZ1Ju92GZCbnIbB07TbA4+8BdnvfTd4i2rS6XEO1ermNzf1TYp69kdq73u28/RcCzeAwlVjADRCDb88PyMpoPCAgICAhQEELg9NNPxze+8Q1cf/312GeffZz1hx56KOI4xg9+8AOz7L777sMDDzyAI444YqGbGxAQEBAQELDEEJTtgJ4wCP/tOZXZl+jkdnnlQdLsSOSZgq3UcUvdBoBuAdUoKKigiHSqL7VtrCKQR1RGHm9QOZvboFLVHmUcdSYQk0zZpkSAC6lgtykBS838MYSQ2T/alKBJhQm41uIUcUoRQbaBqr+u3WMFPPOp2vkZcu+Med+jdvaujA7KQiOo2j1CAGIAynavJW7evBlXXHEFrrnmGkxMTBg/7JUrV2JkZAQrV67EqaeeirPOOgtr1qzBihUr8I53vANHHHFECI62K8BS8Doq2YsRzCdf51yiRc81SGVOQTO+2krdBjIf7ry6DRQVz45Vlaichd1UWi/bbzx/fMJWZAlREcopOAjaaWaOnXCpCrfNd70O1jFkSl4siIwgHlEwAsSMIo2VL3VqKc05s/Fu6by0WsgIMabzMZO/Y62m6zaobfV2XAikXFuzCSR2vC4r2QMTQEwZKKMA5VlqKKUi+64RYVkH+N6zCEFHa4Yy+P30XVXbCUg2hyBpWWUdrpFeYLtq2PtWCUTYLzDXXaTgOeL8GEybgrI9PwSyvdhY5n7bus6+E+6yfJI9IUUxSJoNl3BnVbu/NfkmYOqjU38xRGq7mEgzcmlCLv20Afl9lHGMRhx1ylGj3GtG3uLUie4oQCUJFwItDrS0zzYhiAgFE1k7tLm7blsevQVEc1pWYRsP7HPXS3CTbsVa1/diBP0bChcMYHj8tQfx3OuxyEsuuQQA8OIXv9hZftlll+GNb3wjAOCiiy4CpRQnnngims0mjjvuOFx88cV9aGzAYkPQKMu/DPSF4PYVJfVXIQxzJtr5bZSvaCE4muBewg2gQMLKYL9vO0S7DFYebcAmhZq9ZX7GgjI56SykD7U2uU65QJvDIsfZo8iOZc6oJNmyndTkFU8FU0RXm8lrE/Ric8vykOd90u0MI5rkU0LACAoknFmnQLdXCIKUQyX8BLg1WyEgLXgkqWcgkRrveepGJ/e1tVOuaotwy3bLhZ3mUIt++h6i7SHVpRHBO6GEDHtdL/QuueUFc227DQv9bLBNxpnbHmHfEzTQumFEOCsBPWNQRGXOhLvqds7AYUUWz9Vr59LO2qbmbQvrXD/vboHUiPTWlgHKiIw+DkD5awN1KtN8NZgKvsIERiOOUZaiwVKZ+oO6A06bU8ScgqXZxICA9NducoK6Urd1PdpvOwIDLSHYxe7z+2jb6zr5eDvLOvlr589nnwjZoCaSgqK9tJHPAexDo9HAF7/4RXzxi19cgBYFLChoFqXaQZna3SPm6wM6n/q9AZWqqoNlCp6wxjvHSZgbwg3AId2M+OfAbMJllmkyZvnuOm0SOedk+zwRCkGIGTJSLn2IU6Vi2+q1IdpCEtYsRRmBIEDMAEoYYpr5ciMuJ8/54+gVVcvVCjijcnnWz1LdTnV4cApATbBzCHA1UcBpRngZYSCUFRVloDDZ4kCda6GIMrXeneZyvr3nGjDKu7dNvt++9noIdy/3lG/b+b759vWZ4ptQGBDZZlZcoH6Vt5wQyPYwYEjU7V0elUzPi0HS7PRempjmTcqzrGQ0M7nOVUVVJHKiApRFhCCm2oxcfupW9HEAaDBJtEejFA2WoMY4IuYqxknK0FJ5NzVSIVN+NRlBiwvEahdZD0WUEjCV/otaqb/yxw1kJFr+7ky0/QFXqigp4fpfEAzNAGfZOfa73ICAihAqeJZBQdmex/0ixLxfrOdedxZQqZB72EekKgaPco7HCpimA6mRHBGnFaiJw527BcPyTYJYJFsTbCAj2UIFEjORxYUywRaKz+UeGUyRSCkeZo2jsNNrZu3Wy20zeN+x2TBKuhAmC6Ktrttm4D7VXdebL1NA2ZNxASXKy+UUEEQeu1bRNfFmhKh0Xq65tG+iyI6Anz/Xvjb5UDjfZQHRrDoro4tlSv66mQv6ck/P47kicu9p+XtXBwIMGC4Esh0wJ8xX3S5TBAce9byj6bnP7KjclNyngFeB9JImYISagS9Wkchryke7wWTZmmiPRW3U4wQ1liKK3IdrkqSIUgbWtnzFNNnmBLOqbFmPHGwZoaCCVPLXLjvuzsiZkHfaZ8BEu9O1NohrOCAgYImAMpMSaj4KmA8dScJ8CES3MoRwSLR9HMREFveoxlXhiYRsE24AXiLmA9EMMV82iv3nI0qaZPMcsQYkWZUKtvxvFG8hDLnVBNZMVKv/UW6ygFG5KvOvzkirXCb/503hC6ptvt2KbOuJAVjfs/Zrc3BpKp6Zjhf7k0OACoIU9vgk04dxQsCoMAcpuFShuToWqkm3arddPMmdF++5ViWLKudcI0+0bVT0ye62vnAfV5lQ6/We61C/t5i+PluY264BkW3aZ59tGny2AwKqYZB+rwvjU6sfUCX+O57gaLaptKty633Uf3AI4RJOQqTJdiRUhm0VBAUAIgrUGVCnWs2W9YywFCNRgpE4QaPeRhxlZJtQAcEJkoQiSriTDTXhBG1OpRl5ylBXz9+IqkArhEifcaVu6/Zlx546AdG0ql0IhGan/aoSJM2gz8HSShDMx4cUWs4ZRLkBARUhWA2C1bLfuRfvbvOAHXlFXoFy1vXh+VcSAEoyHs/YZhHvQrM7taciMXCUbw8R61ZfZQVTKdkAjE+2NhfXxBWAUbM5snUACkTbPodapdbkUxPqyAQtU2nAKAFN23Jl2gZJEyBpgfBEptdygnx5LAlyackQ1TILiygGZ7EM3Kb8y+XxCCSpNBW3lXnAVb014bZGZhABgAIizS5LJmcGJPmlMmYP01cGIfLclZwTn8l5lpYqd6x55Mrs5bz3QsBLSbbl319oWkUCXwkdyXb5g6PKM0dYAlA+RZ79POsnQoC0+SGQ7WFBnq0FDA4edbsKuS8EQkP2QpGp3ECnjHraR1oq25kPTEyBiIgsr7YyFR+NEozFbYw2WqjXE8T1xLjkECIgBEGcAFEzArUCp6VcBk0b4RQzTCBSAUilsq1m50GMD3l3WNHIK/pmF7bxMaFwvS8chsaEXGEgZuQBAdWRCPkxsJ5Hla5OUe7DWebDSwgAMj/1yX7BFh4SYnnR2i3K9jHlVAv21NX8VinmNnHytcup01eGs6Gnnrxftodo2wqxTbRts2yjaKue0qdKK9SaWOuYKjFTBDtpgrSaIO1ZQJFtksyCJG2QtAXRbgJJC6KtiDhPIXg26a6VY1AGGsdAVAOJ63LSJ4pl+6IGKIvB4gZEVEe9VgegcoJToXKDE0f1TgVxiLcm3PK3VO5TLlSYeO2gLr8zSrJ1ql8YSGfC7Tuvnm3KyGulyOLq+nFyS1cgu04kdac8l2R3VbzRXaXv2paShwgvGfvm+8wBcs+zgKFBINsBAQEBAQEBAQEBAQEBBejguv1CGpTtgOUKrez2YiI7SB/rxUjPJJE3wcv8tjtFKje/reBoecWXCumxzQhVAdLk8liZkdeoQI1yjEZyNlybjzdG2qiNpIgaHDS2mscFeBugUQKigqpxIU3IW5xhZ8pQUzm8dT1SRZc+4zrvt41O5uDdVe18uq+FMRf3YZhMyIcm7dewYGBm5GFaP6A6ZJTq4vIqUeptEI8CVvacID1eoj6FXOQUWRDmV7tttdljXt7z3dJJWcwpj5UV7LKUUyWqu/Z1BrRJuKtqm5RccFXtvMm1HdhMW5gxIk3GY0UsamrcpO1ZkOYsSGtGKtmtGZD2jCxvegfS2WmI5izE7DRE0oZozqjKuFG3iR0fgFKQ+ghIFIM0xkDqDdDGmGzD2AREPAJRG4GIGiC1EblL1EAUN9BKBZgyL1cGa6CWOb00IRfZcSqTckfd1p1nqdtCCJOmjUAoy7cO56+QOSQtWE9VGvW6uTDkzNS7ooO5eJnqbSvYzmHlDrFT1Hgfyrb2DX29PnMA/3PH9zwLWHwEsh3QFyweMZ4jHFNyKwJ5VVMlO2CI7cstst95YqoJOQVBpMzI9UyhDo5WpwINytFgchgdidto1NuojyaIxgTYCEBiEwYV4ABtC5CIg6i3OJ5KP+5mwtCgEepUoKYOqUYJImVKHiFLHWK3Tx6G234hst/VAqTZnZXfvmSwXgIIvtoBAbsOUi7NcvVTcC53NwEKzzJK/C+9vpfj/H6FNnqek2YzYxFMCgSceAh1wbxcm7P38izudAxVxoayuuyx1x6freVCOqw6x8RVMDGO7L8uIk+0NfJE2/bNrimSHYGDKtJMWjtB2jMgzWmgOQ2+Yyv49A5Zz85JSbhndiKZnkUy20Qy25JtayUQ3HpXUNlHaC1C1KghatQRjTXARkZBxybkNqMrQMcmQCdWg9THIFJZloilT3g9HgFjubjfqQ58JkdpTbjtLteE20w6EDnxQ/R/ZEHf9J6CEHdyyEe07UmRwrmdw2S7k1JO9Ognbe1bErleLsuRa+En0lXuim5zxmUk2ku4K9SXK7zw7EoHMYmN4LM9XwSyPWxYBmnAelXOF4rE++rK/LQ7RyV3I5IXA4lpEFAQQUEIcQb5WBNtxtFgKUZiSbY10Y7HBdgEAR2lIDVr5lYIiBYHiW2ynSBJKEaSCI12igZjqFspxph6wSAgqi3lAeL08RSX+ZCWbreQJHVYr69FxZD5awsAIgRIC1hkpCoIlSbBvahLPuKs3x/zRDsjx6KwrdOekurLSHpWn3AIuCbftn840anIPP7VrurdI/J5jX0oqKBdVG+buHUMJiWf9kJFG7fPX5kK6SPaEbMmvRlBLJKMXAMg7Z2gszvAd2wDn9omyfaObQCA1vYdaE1Oo7VjJ9rTs0imZwzZTlup85wj6oSxGpNke2wE8VgDtYlR1FZIZbu2cgJiYhXE7E7Q8VWgE6vk8TRk8DUqOOJ4BGC513cP4fZB9wsjRPWbDI4m1O9ufZ5Fge3id50n32Vldrp+qo5bZZkEHFU7C6qXJ9f5yRsfenk2lJZRcfu5PIf0PoMi2wHzQyDbAX3DrkdcLMUbQNFEOoN5NqoYI5IHc3DPzK7Mt03AlEk3AMQkMyFvRCnqKqJZvZEgHuVg4wR0RQQyEoHUtCmaCnbSSkGjBBByn7jNUW8lqDcTNKIUtYSjpkzMYxNRVb6Q5U3I5VG7kwVa1ZbLyvugiMUzIR8EgqrdR9iJZAMCFglcfeY0wS1EIRRmKroTY3tbja6jpmqfrwxdn73OEAmRmaHb5Nsh3qYRJdHNe4Evb7dPBe1Qjz0hMBfY1fkeMT6irbOCaEVbE23ampL7NKfBtz+BdPsT4JNPoL11K5rbpLLd3DaF5rYdaE3uRHOyidZ0G8mMHIvTVoq0nR0nUwM+qzFEIxFqYzHqK+qorRhFfZVUtuvTM6ivmkHcmoVotwAVYI1Cv1NIRLUxnQw8G5lyhNvXH0a91pvOBXbKLt9q37XlS7taIUhZx2aUBNGT6yxyDVQi2D6SW3WY6rRZLwS+57svV8ag3rqCsj0/BLId0FcMgnAPjMQ7s7h5Ym1vlleufUhNkYRQK12WCwrmRCI35msUiInACJMm5I26jGZaG0kRTQB0goFO1EBGYqChnLYV2SazbYiImid6lCSoNVM0ZttoNBOMsBixUr0jS9nWEcl90cjz7a9KtCun+xqQ9cYgCHEg2QEBuyaEx8S4Kgjxv9hSn9k3IaUv3JRUN8jwlUHV3qkZzlzybRMMY3xsbM0z1VujQGAqkm9SIFfl+/lSR+n98nmcATpnUqjno530XkQWR0gWeVz7ZkcEIG0ZbZy0d4K0lF/2jm0O0Z55bCtmnpgEADS37sDME9NoTrYk2Z5qoz2tlW2OtmVGHlNNtinisRpq4zHqK1qor2gimZH7JLMt8LaaOHcOhoESZYlGGQiNEMXSn1sweX0JKiNdE2Gd/1x/zAtW3nAnvZmGNWHT0cd6rjntu0bNL/pe+wi2fR+51hCeMqu1rGMZvrqAcmI8n9ejXdwwdskikO2AgDyqpkPJ+W1LpCq0SPmLBlW+0ozAzKjHVKDOBGo0lWp0XRLbaEyAjlFJtCfqwEgNaKg8ivpNImYgEQVVT3nR4ohmOGo7VVk0RZ0pZZvqPNvCtKMcdqovPZmQ80PvNkj2I59swK6JECAtYJGh/X27wUdSyixufdO29kt2Xvnupf78psTa32yjg4ehmuItf7r+3m4l5Tl9swIkuaqiipcSbf3bJtyF5QKiC/M2x5DrF7MeGcmWY3AWII2kTZXKqwnSbkLMSPWaT20D37kDyeR2zD6xHc2tU5h9YjsAYObxnZjZOovZrbNoTjYxPZNgJpXH1eICLS7N/BkhqFE5jtZaBCMzCcamIyQziTQ3V7MlgnNQSkEoBWEUUSTHexLXQOIYhEYAq4GwyARcY6yOmEpTek4IQDNz4jKCXcVC25zvstzYJedPb1OFRJem6jLrOzfUF9CsVwXbId8l9cxluOpkDu67UzoNX1XrH5TBGCN9VraHzLVt0AhkOyAgICAgICAgICAgIKAA2mczchrMyAMC5odhNSUvTVNm+RIV65E6RbcI3HZKMJ36S/s5+9JlZSZs8ndMpL92jXHU4wS1ETkDzsYAOhFLVXtiBBipe5TtCIgYiJ7JbqVgM03UplLUpxLUGEeNclOPnqH0TSz62qyPzdcH5f1ipwsrRP/I1WmpPvM4x8GEfIkh+GwHDDm6vQ/ORZwRQpT6dZchf6vklW6S20ZGnXYVbns/IBdUzTTOn2osW10cN4gVMdq0RyucvjFDK+CdgqR5VM5uSikhymrA+LcT14Req9fajYpmfqhUyPGWpG2QpCXV7fYM0hkZII3PTEPMTCOZnkV7ehatHdNoTjYBALOTTcxuncXM1llMNRNMJRxTiaxXKttZG2pW9pHxSCAVAuNK0SY6zViNIWpMgzVqiKdnwUZUG2oNkMYoWK0BRDEIiwEm3wUojcAoBRMqtRknWYKVnK+yfX4J8b8H5Pvdiy7nr/Rc5VNxeYKYmd8CHe24q0QQr2oy7qtmPkPU3FJ5lavbdsa2gKWHQLaHEbtARPJhC5Zmk6b+ti0XdVsAhLDO0chBVZ5rgBFt3i0QE4E6TVGrJYgacn86xkDGa8BYHRhrAGMjQKOuClPXSRzJJ3GiXhiaCeh0gqghy6rT1Phsx1SAESEDwxBi2uND0Wfb8f7qtaP8deSGuGG6bnYZoj2M5loCg3nG7SKnLGDhUVVo6XQ7dXoq9kqwO8FOlwy4l33etNwhGLlna7dUY94Wm7Jd/+886TaEG9x/r1f06xaAa8pOYNJREUJA9OSFEIXUVk5qS/WVwg2QxggBSVXG6rQFkraBNJX5sluzcnnSAm/JtF7pbAvJbMsEQUtmErRnE7TaKWZSgalEGDPyWS4JdSpkrJS2ihCeCgKAghGBWjtFNJsgtspLZluqniZi1QaatCBasxCJbB9J2yYtGGExGKuDEQFOCAQRlfvB9COya1T7tBeep4J3dxUoJdnECl7mmo4Xgpmhc07rTo/5bpG9B02yNez73Ue83fw19n7udoW0dZ6bciEIeAiQNj8Esh2wZFCqTPcNOW+7rhFRfYOO9G8W0EHSikHFZOoRSXHtaOR1xlGLUtTqCdiI2nYsAhmrAROjwMQYMNIokm3GAJoFSCPNNuhYC2xEllWLUtQZN/XEVB4lIX6fbSHSnLqdeo7VCl5TBmdQHqzv9i5DjAMCAhYMlLgvr3Ml0tn+C/MCWfU9tUDKc77jc/VXl2UrBTkfdA1yUtkQbmddZ4JdCiFg0pNZxJsSQJBs7o6T7BxQvY9ukxU4jukPVS1VEb/BpeJOeALebsnfAETSljmzUw7OOUQqPwAguIBIJaHWExVlKdw09HpNxEUqTIowXbauh7cS0wZwDtFugfJEToDr4Gs8BWUCjEo1X3J5PQniHx+1qq1Jd/5eUAeX9f9cYEi1RTwtNTtPsst8rTUqRwbvIbe1D/1Wkbs9F3xBFbOdO789idw9vsw47JJBINsBA8PgyfHc0ZuC6gt5UxIgRJmR69RfgN/UmkJm7dBm5IwIRISjxlJENQ46ogbK0ThTtMdGIUYaQE1HI6dysGUMhFKjbGOmCTLaBB1pIaqpMgk39ciXDP/Lo6/N5rsn6mixb6q/SA0zQR7mtu0qCLHzAhYb0vTY/yysQpyH6cW2rCn5AGoaVcxcu0VRl+VnpFt3mVBWU0K3Kzd2OMp31QeBFSRNq+qpUrWJkERTzi7o4yMF03rAItla1eZtMylgzNs9bSIqzRZVgcuYSsHJYgZWozJHNyWoUWBEDeyMAy0uJ7kB14zc/rAaBYtVeTUGwiioilyu6y30ha0yCw7wBIzGSInVFwo+VwJ93TPqqtpyG1IaHK0jbOXak9ZLL89HDdfXkH2p9RLVuwrKyvMJ+BoLdn9b/eFrZz5fjHP8+j4sFtVXBGV7fghkO2DJYSCmxjm/bWCOkwTaX9vy285Dv5RQZGQ7pgIx5YjjFFGDg47LW5OM1QzZFmOjwMgIEOUevXENglKQRJnCzcyCjM2Ajs8iaiSI4xSx9tmmkmxLZRt+ZRt5wt3Bv65bd9jD2BJK9xUQELDrQ6dABPwv1r2OAHN9fxxWP8zO0ZTdfuNCuONJnnCrvfQ4YHy3fbm5S6D9to0Fu8jUbS7gkkziEg9N/bTJtBO3JD+hrNukCW8Ug8YRWKMGWosQNWqIRqQJdzQSIR6rgacCK3e0wAhHTe2uI5FrM3J9rUlCTjEeUdQnaojHaohGIlNepOphjRpoHJk26PYU+szEjJHHxdMsLgCD8PYDkBFtrWrrzbQJeU851/Mm4qYgFIh23lxcmO/Z8rkQ6rmiH2+T8+GO9nGzLuVItwp3Iy4yQr7conwvFfTH8bKPuPDCC3HYYYdhYmIC69evxwknnID77rvP2WZ2dhabN2/G2rVrMT4+jhNPPBGPPvpox3KFEPjQhz6E3XffHSMjI9i0aRPuv/9+Z5snn3wSJ598MlasWIFVq1bh1FNPxdTUVN+PcblhWMmQUH8uug0ulu+y8Slz/yR8ptcAVbcchQzQEhH5YUSAUYGIpWB1gIxEICORJNoTYxAT48DYGMTICERckx8Wyf8jI3LdxLjcbmIMGGuAjERgdcgyqSxfKuha2SamTdSr3KcwKb/yx+fM/lfpMxfDek0Aw922XQciy7vUz88Sj3WxlLArjNUR1ekQLdNi9YmUktPLR5rmdl7n+9jb2Sa9/fx0Q5XbK3+ehBDZrQdJnBxTYOWnKyyy5fXdBdQ6jyKah+DST1sp3Jo4a7Jo9zezP7qPLWJJrLzRThWEylRbkfrUGiC1BuKxEdQmRlGbGENj1aj8rG5gRH1G14xg9ViM3Rrys6HBsKER4Q9GImxoROo3w26NGKvHYoyuGTH7NvRnlSy/NjGKeGzE1E1qDdmWuOYPPqb7BUVTebsf7GvObGu+k0zVruKbnTtnji+2Ps8lijaQEe3s8S3MJ9umt+uyDIO4p+Zyf/u27+UZE1FSeFbF1nMsGhCrswMK9ufTW/1VxpthxtCR7RtvvBGbN2/GT3/6U1x33XVot9s49thjMT09bbY588wz8a1vfQtXXXUVbrzxRjz88MN45Stf2bHcj3/84/jc5z6HSy+9FLfeeivGxsZw3HHHYXZ21mxz8skn45577sF1112Hb3/727jppptw2mmnDexYAwICApYl7DesvpLtxT6w5YMwVgcEBAQsD/SXaPdukl5lvBlmDJ0Z+bXXXuv8vvzyy7F+/XrcfvvtOPLII7F9+3Z8+ctfxhVXXIGjjz4aAHDZZZfhgAMOwE9/+lM873nPK5QphMBnPvMZfOADH8DLX/5yAMA//uM/YrfddsM3v/lNnHTSSbj33ntx7bXX4rbbbsNznvMcAMDnP/95vPSlL8UnP/lJbNy4ccBHvmvDNv0mIAuuHs6/Tp/fdokKqkzIAb+/tg5MIv2k5DJGtBk5Bx2FjEAOyHRfE2PAxATExIQMhtaUKUdIuwURNYB6HaJWy0yhmk1gYhpkvAY6Oos45saMnBHh1O3zSyy0Ofe73Ix//k64C+3fb9cXFO2AgOrYFcbq/EvfXJ4+nVJl2SpvJfNQwGsiOlf02xTXl4JMpzKzg7Fpk3JCMv9tAJZJeTae2kXaZssF9VYIaON1vQ+hDBQyKBijRAYDE9oNzA+tSFI73LajyMoPiWKQWkMuHhkDTdqIOEcD0o9a+1ITRsFiitpYjNZ0G8lMgrQtLcLSVjFAKiD9slnMEI1EqI3FiMdiNFaPAQDqqybQWLsC9VUTiMbHQcdWmDZIdTu2rARyZuWQ1yOjMCeLC/+1R9X4r1V+aqcB49zyX3dPujH/t34b2AHR7PRflqqd99HW15RJVTfgYXg+QQzL+GEvJernhe+cdIrA7lZov7e42FV9obuNN8OOoSPbeWzfvh0AsGbNGgDA7bffjna7jU2bNplt9t9/f+y111645ZZbvAP4r3/9azzyyCPOPitXrsThhx+OW265BSeddBJuueUWrFq1ygzeALBp0yZQSnHrrbfiFa94xaAOMWAO6KfftinL8tvOVnaLSK5h55WWQV9koLTivhRZcJZYBS6jBKAQiGop2AQDmZCDvDYhFytXAnUVhVzN5JHHn4DYbTdgYkLWq/25mrMgE9MgEzvAJqYR1VLlOSfrkbm2qaqz2Ic6V7iwzORRJfq4jQJht0wL+0RqAzle2hhEgLRwRSweluJYHSmzzDKQSi+/5dvoovPms4USPEXoF2/fS3mVVnHRmVjkiTglvRMdTbBtwp2VlRFuA0Jdwm2lC0OXPNo+EDVma8JNrRlskiNxdl84vWKTQhYBaQREMSBGQEbU+Kw3jWKQesPxpWaNGqKxEaSzTSQzLaSzbUO2eSpAGQGhBIILcBWGnDIiA6s1YkQjNbBGHbWJUQBAfdU4GmtXgo6tAB2dABmRJJyOrgAZGYOIRyCiGIJGEEy2IR+QjFjHy4i/D/S1aRPtate7ZyJE9aOqxDEdd/YTfh/t+RBt3+3bNfp3xVfHTpvlJ9mqcHjSJXF4lXZ1e5Z0ep7NB8MWIC0/3gw7hppsc85xxhln4AUveAEOOuggAMAjjzyCWq2GVatWOdvutttueOSRR7zl6OW77bZb6T6PPPII1q9f76yPoghr1qwpLbfZbKKpVEYAmJycrH5wyxDDlEO5Cjq2t2NaKw6IBCmfQTvJ8lhTEqEWjWK7GMFoK8J4TDHZ1gNijDYfx+jjbYzPToIlVioSFmVEGwCZmZFf7vgFyItXQKxeLX/rbVgk90tS8FmOxx9fgf/aMQ4AeLIVYbJNMNkWmGyl2I4pTJNtAICZZCuaySTayRRSPgOIxHN81dOjLSUyvJTaGhAwbFiqYzXhKQjP1MeeAkL1gk4kkrhTnsKQJHfsKeNBZWoYI+Wv9XkirslOPwi3vcwETTMEWBQJt0HFQGkii60tIEk1IVQSWlGcpOg60UEoCFXhpWgEUAawmhPYjUYxSBxDNMZAJ1aDz0xjpPZ7AEA0UsfI2pVIZpvg7QTJTAu8rdJ1pVyS8ZGaIuI6LzYFjSNEI5K0R406aE2+jserVoGt3R10ZMyQewAgjTEIVoOI6wCryXZS9QpPWYEAO1xG93/u2B2SzbN+J05Mlg7oEgwt62PiEG1fILR+EG3fZEKhyR3L868tu4ScyQn9tULu+Pkg35T8ebefZ0sBed5Ur9dRt953ffCNN8OOoSbbmzdvxs9//nP8+Mc/XuymeHHhhRfivPPOW+xmLEloEjsfkrMo5N1Se711q5l2uZ6DiwRckVYBDp7Lu62DRFAi8FgzwtbZBvapTWURxynNIpAqEBUIaOevJzD6ggYExt021NcCEwmwrgYysxLNR1dBrJKz4+uIwEhCgRmgMZNgBZ/AeiJN1qf4GGbb25CkU+C8mYtGbqv+1Dl/d95xV0X1v3/oBzleShM/uxzyb1z9LDdgwbFUx2qStkHS9sDrJ8Tzku2Jwi1NdP3bFV+yq5FyHxnPzL11+7SJr3BIStVb1CbcTnmwCLdc4SHcphRX6fZBj0M6+rZeDICoWgjNzJV9yCKZCzjpswAIGgGRcuEiNCOzaQywGmhDkmXGU9AxaVHGVm9TObBT+T9pQbTlNSWSllSox1fhZ3fdDRHJsZtEMRBFAItBWARwCtKWddFpCkpmAarKoCrVJ1NKNokASiFYDMFUWymT7x2EAiDuBEOuHw4+5BDTD7IPUOiH0vzaXkWbOOvK8mjbirapZo5E275G8yq2rdgX9/NZ8hW3Kyj8HYi0l0CXkeoBBPAkcN8pB/U8o31Wtqkqa88993SWn3POOTj33HM77jvs440PQ0u2Tz/9dBP4ZI899jDLN2zYgFarhW3btjkz5o8++ig2bNjgLUsvf/TRR7H77rs7+zz72c8222zZssXZL0kSPPnkk6Xlnn322TjrrLPM78nJycKFsxQxSJ/qxVS3qx9Xmcl0puJ2m6EkICAkAiURGJWzdDU6jlGsxLgYxYoaw6oawbqafFCuqSXYkTCMRgnY2ob01QYAO6+2xg45YD/+yDj2evw3wN45MxoyBfDtQPIEWOtxNNgExiPZ3uT+B8FbEXZMMTw+neKhmRk8Qp8AADwpHsSO1u/xjIP2BCEJ7rj9DgCAQFpKtg855GDVJ2X9UW0mdzGJ76BV7UDqSzAIETGQ7QXHUh6rpbKdePcpvDDPY0KxYHZLKJCbeJVE1FNniX+sQ8pzJsRyW5eM59MtAUX1T2vGIrd+LvNihoDb9dkqt3FustttE76SSu2xyCbdOi2YmUBwCZ8Nm0wJ27KAQsZBoZFxBQMAkiaAvlaUNRcdkb7UbG1TLkvbEJwDPJUfAKLdlmbg9THEW1s45A/l/UHiWCnTDIRSgMXmHP7s3l+BRzUc+sxnyEkJW71mEUyEbxrhjn+/GwBwyCGHuJHAPcd9xx13yAjuute5lVvc6suu/S871/pejEQuctdcWXqvXlCmYheWm+3Lzbx7UaQL96SXXHsOqioxr4IenkVLTdn+3e9+hxUrVpjf3VTtsvFm2DF0ZFsIgXe84x34xje+gR/+8IfYZ599nPWHHnoo4jjGD37wA5x44okAgPvuuw8PPPAAjjjiCG+Z++yzDzZs2IAf/OAHZsCenJzErbfeire97W0AgCOOOALbtm3D7bffjkMPPRQAcP3114NzjsMPP9xbbhVzh4DOmC+x7xd5r1ZOB1LZYWASQqfPSpGijQQcbS6QCoEkt1vKCUTCQbQZebsNtHIzlcoUrZVG5ruDVlvul6QQCQcX7nElQub+bHOBBBwp2qZ9Iv8CmD/GUpO8ToRb7T5EvtqBAAcEzA+7xFjNE/mpdMC95xw2P+19cwQaUERFWOvNCvU8NmbYuXI8bRNmQtjdhiAjYPlYHXnyza31c1G7fUHTdD2Oyo2sLxzSK7g71hSUxnwjLOKY8wEvsxSwvzuTIZRDoJ6VB2RWXlZKLIek5gmrRWQ5iwAaga/eArHHM+RqYlms5UgyH98OAYJ0fB1MCi2rvXZbNRE3hNw+TN1HufY6k0uOml3hxHYi2aZ9xCHZNvI+2t1QxUycONsTa1v13/SDWpG79yor010IdU8Kd7d13dBp36rPsx6hU8f1szwAWLFihUO2y9BtvBl2DB3Z3rx5M6644gpcc801mJiYMD5YK1euxMjICFauXIlTTz0VZ511FtasWYMVK1bgHe94B4444ggn4Mr++++PCy+8EK94xStACMEZZ5yBCy64AE972tOwzz774IMf/CA2btyIE044AQBwwAEH4CUveQne8pa34NJLL0W73cbpp5+Ok046KUQiDwgICOgnBCAGEnY2SNsLhTBWBwQEBCwP6Bzs/SyvF3Qbb4YdQ0e2L7nkEgDAi1/8Ymf5ZZddhje+8Y0AgIsuugiUUpx44oloNps47rjjcPHFFzvb33fffSZaHQC85z3vwfT0NE477TRs27YNL3zhC3Httdei0WiYbb72ta/h9NNPxzHHHGPK/9znPjeYAw0YTsw1Irkxa5Mv+1IpV4uQzY5zyiHAlQ9TRg20ws1BgIQDLTU72WoD7ZacKTfRxltqn5r5LndWs53tltyvlQAJd1SKRGTustJdi4Mrf0LBuWmrPgbvMXZC1RnhgICAJY1dYqzmCZDOUQmiHcYE/Rz0jRue8SSvyJpNzTK9YbnqXVZWwfRcKci2mbHWlH3m5Z1U7iqw1W2i6qBa/bTSgjmHaRegVe5O44hjFmwFvCPFvjZbWubWjom9MrSWc4E6PZnyLVaNswPJpQXRXQAs+00IASPAFJvA1tpaZ1tf1OydpAFKgGkir3e79TJrCky6Lv2WwZGLJu5RXIlO4zUXM+MuZuMaZap2txAdna6psqBnPnNx1x8fnVXsOZqDV1fCy6wgKyjafB6q94CU7cVGlfFmmDF0ZLuKeUmj0cAXv/hFfPGLX6xcDiEE559/Ps4///zSfdasWYMrrriiemMD5oS8yfZC5t3ua10q36QoMaHO56vm4OBIoSltKoBU6EAy0uQu5QSizYFU7ZumQJJKs3BtBqmCr3BOzHd7OZJU7pdyiDYH59kAKECQCoJUyBbLtqSmfVnby/pI+Wv3MSDaQpp05+sKUcgXEcFne0ljVxirST4wVEUIQru/ENOiuXivyD8ZvT2eMxeXy9Ki6bkmSbpsaz9NvvOkGygn3kB1c+B8+30+3LIdbht120oJd9f+VWOzNYkuj9Ul2nbe53Yq1NgsTHUpz5bpMjTJbiYCHMKUk/KsvFQIjMYM9Yjg8ZkE/71NRsRnSiVkNIsIrvt+spWCEmBbMzXbyv8yXRIh2qQXSPUkgBX1XRNu18xdWJ85RhlXyzv5huf7ci4oC3gG+E3G3UkGlJt2dzOZn5fPdo8m5BXI9Fz9uweVUYHBn4ZwPuX1gl6fNcOGoSPbAcOBhSTA84Vu54L64ZaRzUJkWO4h3aIQhZMb8quUbZP6S4AkCUSSZGR7p1K2OTHf5QI5o0mSRBaYpErZzngNF67fFM+dYyFcdbvsuLouHxCWyjWpEXzDAwKGGN1SHJU858teaB3/1fwLta2E+3yvuwRHA4rk2xTnXeoJ8AlX+XZJbaZ454OqdQuo1g12/m1dr1G57TKs4GkFX26bcFchVID0ZTYHqfuDO4SbC2GIsxACCRdoKcLdVg1PuIxx0lImaDEjmFLWZ0/OJGinHM2Ug6vt2mqyPBXA6pEYTxmN8ZttM9j+yA4AkrTEjCKmBJQS1BlFrFKTPDnTxmgcYeuMfAeoRbJPYpUTPqYEjAjUGDGXmGy/MOfNSd2l+0sp2oWAgI4ybV2Ltr94hSBoui9lS1zkVe1OebCrBDzrpGBXCvjWS/CyfizvQq57Isjdth0Q2Q6YHwLZDlgU5AnyklW35wAK4h1shCDZe4Q1Oom8uWJTKtiJoOa7Uw5VLydcyLKELDsPYikZi4Wgai9jhO4PWE6wXYFslLkp+UzRfS/SysKqsHthiV2HIt6e7W2zbs1qfIo3kA9+VmxaHjbpzqvcdj0+83JDuIHiBEUJwXLSelm1SLbNIcAkVzNKNNDmQEsRbk22Z9scO9spdrZTpAJoRBTbZ+XY+/upJqZmE8y0Usy0UjQTjpYi262EY++1o9h7zSh+88Q07seTAIBaRFFjFPWIYqTGMFJjGG/I1/GdO9sYrwn8fqoJRoDRWGqAozFDI6ZIKEGNyXcIe5JAq/TEJtmqT4jgIMh+e+EJHKe/+9TsMnNxjV5CcpSp13JdpmCbbUqCv9nLOllB9Eysq6wvWzcfk/AhAlUTQ/0sbzkhkO2AocHQEm5Ckb2o5FO4wDIlB+RLDHWIHfG8SFHIASab6SeZnmyHKKdE5uOMrFt1tu3/rreJoqzgxJ1pFiCmXp9mY7c1y6WtzeRtE3K7P6zv+rArzK4uJtEOWGQIDCZAWiDwAfNBBfeYQhqvTujk1121zm4xQ3yKOIqEIkeT1f8cAVFqej6iua14+5RMwO93W3aL+0i3Vrpl64rm5YZwa7PwPHxWCjbB0osAQMhxjEjHZ8fCTCvbrVRgZ1uqwVOtFDuaCaZaKbgQGIkZtkxLk/D7H5nCVDPBtp0tSbZbKVKtbCccM0oB/83j05jeuQ0AwCIKxijqimivGq1hvC7H7/rOFrgAntjZAiUE4zVZlsxgwgz5ZkRYhFea5erjsfvCqNxlii/gv74IyYh2Sd5sp6uRtaUTfNeJzzxcN0EewxwU7Cq+1r79y9BtuzILlfwzwEO+Oz1TvOkAe2lXwFAgkO2AgICAgICAgICAgICAAgaV+mu5IJDtgKFCpqb2LlH1mnO7e11SsZYz/oA3l3RhVjGLXkrAwUWClEu/6nY6hVk6iUk6iW3tOkZmG6irWc+phCAiwJPNOnb8imDl6p2ytPVNkFYr89lutSDUbPseqyYhVm4E2nUgjgEuZ7wJWQFEM+Asxc50Fba3a5hOZD3JU/cEbwPjswJPaTYhSIQJyPbtTBiayUok6QwAjoMPeXZpn2Wqg/YI14FouNWn5TOuc1Ga52r1EFTtIUWYkA9YbFiqHdBFta6iUnerq5/blaEkErrJGe34gpf4ddvF6f31tp4o5oDfnNjk7e6icNvblvlyG3W7LBiV4I5qKC3OUOwHAELo4KZumKZUCPnhQDPhmGrJsXZHM8FkM8EOpVLvaCV4ZNssAOCR7TN4fLKJ2Z1tNGfaSNqpcwoeogQ7Wym2bJvB1G/+QzZXyG5kEUOtEaHWiLBqLAYA7LVmDADw5H/cCQAYU0r2WBxhtMYwXmNoRBT1iKARyWO76847ETEVeI0nAOcgOip7zn+bqOj75lrX3eO57rSqnffP9vlmz0fR9qnZwCKai/vQydWjl+16fI4IdA7GWOjWPgavtbHYqb+WOgLZDlhU9EqQBwFtUm7aoh/eJCPjhnD3GMhCoI0klcR5FhSEUJCIghIKzKxFKmTQs+0tivGYoMFq2PDwGhz48GMAgNq67cDqFSBjYxCcg/76N0gfk+U1RtrgW9tgv/kt+MaNIDunZb07poBtU0gfa+Hhx1fj0dkYT6g4ajMJMJVwbG228ATZjkk8hpl0KwCglUwh5bMQIvGb6TnHlq0/5OA/NoFrXEKcmfu5gXiq44477uxh6+oI/toBAQHC9kfNvwT346V1QC++ldAT6Vbbmed6ifk1XJ9ubV4O+Il3J9Kt/aTz8UtKfbm1HzexJr1No2iBkNnmzw7h1GbxkG5TjDCkJKtLt0aSbrm8mXLMJhwzrVRGJucC23ZKF65tO9uY3DqD2ek2WjNttJoJeCIH3NrICAghaDVTTG9vYmZKxVtpNkFYhLgWod1M0W6liFSo5x2zCeoxBaOS3ETquowZR4NT0y+u6TXAQOSxa6KtA6HZ7zOE4Pb/+LnqJ+nnDUIByiSp1qVSBhACQZjcRpNs+AOgAcAfP/uQ0nNaJaK4bpNTeJ5kl0UU77fJeFXMZQJtLm1g5abjeTLek5tLwIIhkO2AocRiBzHLoFVbD5z8pRV8lAkFAQMFBRMRYsIwpmamawyYSQUebxJsa9Yg9Dg53QLZOgkyMQbUYuD3W7DjF7JfJleOgvxmJyYO2Aqybi3ItCbb0xAzbYgUmGrF2NYmUFlEEFFghFHsIAxUMJl2xCgW7nHeecddHY8ZUEQbwB133KUmF3Iva1be8UMOOcTsV4VEH3LIwV236YbFnsgJ8KNqBpq5lBsQUBk0Aph6DfL6re66L65O8DCbeDukGyhEMbfJLDor3j7S3UnlFkIYouYGX8tSW2myrBqV+XLbJByWsg0oAupOMujflCEjtAJoUQJGBWIqCa9si/w/o5RuRglqauxOuUBrJsHsdAutmRm0p7cjac3Iattr0Birod1MkCYCrekpAEBrZjuiqAExMg7O6yA0y/YZK9LdTuSCMeXLTYkMUBURKtOAEYJIpwWjwKEH/zFI2gZJW5Jo8+y8CUJxx933qN8Ch/zxM7O+YBFAI3dygjLcfte/QxCCgw8+pHAe7YwmhBDcdecd3nPaU15soLtPdpfUb13fw4bhfu6H5Uq+DGIr54OhdZT0N/XXMouPFsh2gB/DQHTnQrhLlfK8yYrnrdxPzHJ5pZ2HHDUBxbzpsiAJNiXyNovYCGpsDKNYjRViHCtqEdbUZZ2JEJicFUg5wfZ2BDqmVPWpFsjj24FGDVizBuKhrbjzv3cHAEztvQq77xzFoffeA+y7Fnjgflnpg49BPDoFsrWFB38u8OT6vdFUYUun738EESF4bEeKh5s78Qh9ElvF7+S69uM44MA/ACGJNK8jxceDOV7zYmaPpllU3Hzu8VLS6zMl8pybuVyPw0C0h8FyY2gxCDPyxX9sBSwlUIto5DEML+ZApVmp+ebW1YSsUJ9NvAlxyZBunvntj2LOhXC21YSbEOLNnWvSYlrPTbmPUJk8aFYnUZPhul00Y6328RCeWWsRwiEQAUjkeEYIWCQtzCIBlVqLIGYyJRegl8niRmrMBDPTaM60wVMOwVMInqI9vR0AUBtdicZYjMZojJ0jEeLVewIAWolAtHId4rGViBujYPUIK/Zai8kH7sPK0RgrR2LsbKVYu88B2LiyAQBYO1rDU0ZrWNmIMBJR/Pd//jsizY0JAeGJPE5tRm4p24RwY7suCJHp1AR3rTmsVF+y76SizYXwkuwy+CZLbKLds5m4OgYHvZLsCqikCA/xM8H0wYDIdsD8EM5KgMFiEexOhGRgCrfO12nV46zrCk20GYDUG3E8n19bCI5UJGjRGcygiZ1pHVOJnh0HZhKZ2/OJVoSZB2Ub4m1NxNvbYNMtEADNe7fj19NPAQC0Zyi4qOGZ925Hfb/7Ie57SJb10DTaT3K0p6gsK8lSmEy3AUYFdqYpZtBEi8wgVYNyvr2+Y5JgVhd5/NjdQrKXHN+6AaATuV2Ma3xR8sAHBAR0hWARBIuLKxbrpdrrA2r5FZeQnE5PtapExFF+ve3p7N/tugpJP19CMsKtty1rqxDC9eG2tuQqiwYXAoTmrbHkRAHx5CWXO3PXlEaoNgtqfLqJykHNlGocUSCimU/0aMwwEzNDtEdjhnRUXjcjNQbGKETMwPkI0uYMaFST5dVHUKtHqNUjxDUGVh+RxxbVQKMaWG0EUSz3H6kxNGOK8UZk6h2pMTf1V0QRUYKIutlMpPl4CqQt6ZOtf1u9KRVR10dd96HQRDuXR1sT7TzJzp+nMu6dNxkvU7J7NRM35fdIsjsS6rJ13d5TFuVZoc6jY04ulwk2IGU7pP6aFwLZDhgKFbsTBkq4gR5sT8uIpWcAM8Uz6JcUTV5T0UaLNDGbpphJIrUMmE05UkGwrc2w9bFRAEBte4KRbS2MTO9AjT+IyQdqeLwpy6FtoMEoJh+o4Sn3PojWf0kTtZlHKWamG2i1ImxrUzRTjkQd40wqwDgwm6ZokSZS0bbaq2azwUBIWnpcvfVNCRaBaC82Aum2MCAz8oCAXiBYDYLV/OsqPqNI5fGjU0P8/tVZHXq9Zx9AkqiSdFg9pRVCTuXu1Macf7fTNLjm5bZZOUFnc3KNPKHThFtIZ2vTFmlCLqCD3Xl98IWl9BIqD4UoxZ20pC05ABbVUWMEbS5rFEIub3OOZhph9UiMesQwGlOk6vhXjcaojUSgEQWhBMAaCEV0ayMjqDUiTIzG2F5jqHFJtusTa1CbWIP6SIy4HiGKKVaNxkgbERoRw0jMQAjB6pHYqOgTdaYIN0GNUcQ0C1hF0gREE22eOmbyEBzCVjsJBajuA+p8dN9pP21NtH0kuxMo8RPtriS7i4Jto4xod1Woy9KcddlmTuX2iH48c8qeZwGLi0C2AwICAgICAgICAgICAgoI0cjnh0C2A4YCQ+Pb2vUBYM9esg6m1tpFiha2EUjBCUdbcMwqX+qUAy3OwUEwnUR4YlrOgNdmOUZnY6xoz2ICU9iydQ22KTG6lnA0Eoot0+NY8V9PYseD0qxtcrKBna0aWinFdELQsqKqziYCjAJtcHDCIZA6bZNB3AiE6H5s/j7xIGeyv1gYdguOZYfgsx2wyOAgjm8wd0xX534x9foiSWiJdZQOTFXmTw2P6t3R9Nvdppta19203K7D9ed2fLlzPtxmO08/+XqdC8jzQaWdmwmRRhnAlR+2Hms9qZWIk/6KK19tCiHU2ac6CBlFRCM0ItlarvaZQISUA+2UI2YUdUahhm6sm2hgfFUDSZujNdOWZuHRbgCAsZV1rByvYe14HdtGYyR16RsuxG5ojNZQH4lQG4kRxRTrJhrgozWMxgyjEUNEpbK9uiHH9Yl6hHok/cgbEQGjkGm+AOmvnbSAtJ0da7cUWNRSs5Uft1DXoRAy8rgQMO8OvnOTP3vFKORZtHFimfKXKtoVlWwni0DpDhXNwq3tqsRuKFOfe31ccK8lSu/PnPyzhg/De3RAAYFsBywJDDQ6+RzIoCbRxPMyQ9QgnqWkltswEoFCRiTn4Egdsi3QFCnAGZopsKOtfL4SjtmEIUkZCJnC4zMjmFZkm6YCswnw+MwINjwU4cmtMj/nZLOG2ZQhFRTNVEVLVTk3Z1MOJghSIcm2jo6u20eU+RixopSb43EOUh+bP8hNl87rbfuqxYZBZklhCOZfApY52jyLZ5FH2XPNRxDzSIWoHG1X+g/71xUiN1s+tw4Rz5Fwh4Dnn91CFIlIB5NcYpskw0NIzDp7efbK7zMp56p/8l1f6s9tmi6ML7GskRjibJuS2/D7A8uIzkSTNm1inlLEDKBRDAIuU3RC+0ZHqt3EycS0+6oG1q8dxUwrxcxsjNZsgvq0fLUeXVHH+hUNrBqJ8eRYDSmTk+iMUTTGaqg1Iow0IozUGHZf1UA6Ucd4zDBao2hwiqeM1rBqRJY1FlOMRBR1Jn3JI5ECKme2DIqWqkBw3Hs+iQ50lvPNdszIVUdrX+18Jq6y82JDm5AXfLRzpu3yf2eSnZ8k6Jlg90KsnXXufvajgHexpa8yrFU1x5d1e4L5Wu1Lc+vLnmfzBetzNPJ+lrUUEMh2wJKBJlPzJ93+QC9FEliynbWuqP7q5VCz5lk0ckpih6CnSNFSkVN38gRNkSAmFDEFphL9UsUwmzK0OUX6BMGTrdjMqAPS1/vJVowtT0xg26ycNZ9OIjS5jqIK7IRAW5HtHWkboyJCqhRtYkVUl+2LoP2vs2PT21gvXM4gyOGXKa19Ovbt/CXOQLQDAgJ6hc6ZnEfHEcaKrt1xs25xlUpIu03S9Yt0npBTQkxOZB8JL6TyAjoTcPt5XEJwSF6VzG9jpyQSAlJypk4KLq1y5xXuPMr4AoHk1Fnebhlhm9Ioy51dFtFal2H7Mms1XOXF1ssZTTESN8CobIhOtcUIKZCbDRMN/NFuE9jZSjHVTDA12zY5uFeNxth9ZQPjjQhbx+uojcsJ8W1jNawajTHekD7ZozWGDRMNzIzVMFqjGKvJd4Z1YzWMxSpYWkRQjyhqjIC2Z0HStpkkIGkWibwrQbUmJASNAMogaCStPKwUX0LI81B2Lsomk2yibftoO0TbE/ysU7CzUpLdiVwXFGnqXWcTa9Msa9IB7iIHZX3TTYCowoe7PYOAomUBAO/zrB8IZuTzQyDbAUODqqbk81e550Duci8ukmxycCQ5dVuSVC4SSbath3rKm2gTKk0GCZDSBNNc5uNMSYKGGMFq0sBMKnD/lCTOExHHKBPYkUR4dLaOx5oRxlXw3PEaw2gEiD/cE4/WdjcvXwknaKcEO1OKNbsB01MJWpCD/9pnj4EKhphQrATQFBHaYoVsQzqLNp9VxyfAVbJvSiKHXMvAMdxs5/RPZfTPhrjKNRNMyIcMgwqQFk5zQA/gAs7kpUY3NakMLlH2b2M28dRBSXE/u15dfp6E2y+uAsQQcDuQkk3Ai0dSYnruUbTLgqqppuTKyQi3Xm/MykWxv3zRyvW50P0ghDB9JJfJCOVSqc6CgTmm44XD1f2gtlcBzUh7Vo7xLALjCRoqJVhcixFRjogStFKOFhcYV4R494k6gBWYaiWYaaeYmk3QUjmyaxHFytEYjYhh5UgENi3TbI6nAvE0wUgSoTFLMRIz7GjJ1F6jcYSIynRjv733P1BXEmCdEVCRSJKdtmUEdVshFlwGSDPd34Gg5s3HCQHnWb8K4UYYt+8H+3p0g6BZVXQyGxfuw39eJLuKcl1iBl5GrPPXHy/pB9/6PKoOR934cS9WNgPi2gHzRCDbAUOFThGbqxImeztTjp0rtDL0C0L2sLbVASHakHFSLVVBmVwbMgqOJNUEVqb+EoxDsBSctDFLZQ5NhhigwPa0jgenKHQk8FaNoh0LNLls91RCshcNyBeUnSlBnGRtaHKC6YRgexvYsjPFVNpCizYBALNkJ1KSIBVNtMQMEj6DdqoIP28i5W1z3Acf/Ex1TNlLjkRqfZeD58GHPNvbdw6sAeOQQw4uXSf7TX+6n/NuUb4D0Q4ICPAhFaKgVJYit52PBthEuRs59ymDmnDm681IdrFsSdBzarvI1G+nGYqA503P816fVitVedVmxgo+3lrhturRhJtaqaXMMXU5FwLFKOUpCAQXYISBMgpCVCpLnmaR1WmUtY0nIPYx8iQ7fkVCCVcm2qlUvCNWw1hUR60eoZUSNFOBGSrLYKSO0ZhiZ5tjZzvFbMIzM3dCZI5uSrBjvIFkTC7X5ug1RtCIZIRxTd7rEUFDRRuPGaS5OACSWCSbp27fCo7b7/p3k8IMgPG/BmUAjWVKKEIhCMPt//5zGZGcMAgQpMo/OzMjz/r73++80/tORZS5OMtc8jNVu5vZuC6rlxlXR5kmxWUoEmyvObgo+kubt5nc5WeTXB+JLbta50qezf6dd7cLKiyq/DzrEUxdx/0sbzkhkO2AgIChxSGHHFJ527JHt2/oueOOO+bUnoA+IqT+CggICNglcOedd0iyrWwPAWGRbZH7ry0Luk2uyFH9kIOf3f8GBwQsIALZDhhKdDIpt5f3rFoqH69ioaR8nbccrtRtvYulbisfZ6GVcWWOzQUFF21w0UbCm2A0BtH7EaCJGUySCPU2w3hTKt4RoSCWaeFUQjCdyB/jqeylmRSoWbOEsynBVALsaAnsSNqYJjvRglS2UyTgIkEq2khFC1wk4NDtS010cqmc+PyqtapdkheztL869G2XMnzEOH9tHKyU8jvuuNMt2nN99ELgAwYDgcGYkYegawG9wFbzegXvMlTQrupVdeW7oJRZane+HMefGTCzjcbU3PzPzMzLTcyV2a9tnqv+d1UlOwROE5CRvwklVv9Lu/KUlwRPE1mubY1UaB91VY3y39bHIVBTpvYcQtjLpZ8zhABJk2yUsBRwpABJtG9zE4TuRC3+/9n793hLrrJMHH/eVXuf0xFIuEk64QcSGRgCdPqcEyRk5DsIRALMjAYyCIqCyACiAUN0EBTCxcwwHxgxHwSJeOEyHxgYHGUcwQATRBRjML3P6U4IICDCONKNgLl10n3OrvX+/li3d61aVbv27Zx9+tQTDr131apVq1bVXque9byXfej3lrG0tIQlb97NOK1P2NKMUltrCR2Ubdfdd997XxSArFDGAU0poKcIS9bse6kgLBVATw9BW5smyjhg1ewyP3Dq0pqVm3mWVeFzh4OMXzaKPlj1vXm5VLW1tvm001vI+Tk0p2oXIKydvxar2plAaIP1DV/P2srB6rW4c1tz98H6RtVs3CvXVVPxrA826v2vc2bibVTsRvPxKZXraeaxec2Bnc/2dOjIdoeFRI5ot91WS8CjH3eGSPr9STTThpciE5W8H0XuJhsQTetN49/sSbcW5Qr0aBlL9D0AgC0+gRO4E6UaQmmF02008n2FC8pigp0dHzK+fbchx6dtDtFXhO/p9XBaQbAcHCeGwN1D4PhQ4zbchbvUHRjySdc5+Nsj38RJvgN36VuxVd7pzcg3h3diZfURvg8U9bG+fpNtu/FBN/7aW2AeYk2YjhMoIrrxPTDXL03HB4PDcd/7A81xq4mZ+Si/7Lq9c41i36FDh12NpgBQEjmLR/lSm3tvrAsZGY7PkZhQUWQunbqmiv0qGd8k+Y4JeyDfFeIN+LlJ1kbu/zJmwBUfbhkgzR0vgqO51krCLdOCucBnbIm2XEwo2Thzpf0gzZ11ydAqRDkuij4UYEh2bymJjm7/HW7FFbpr0MNoHxEZs+vN4+D+aVhavif61p/7tH19bGnlfck1J+bH9t977yui+0/WxL8g0wU9lx6Nzblp8y6c/8h/YQKfAcbP3C2O9Po4dPMXo/tx/oFHAszgXh9QPe+7jqKPQzd/AUwFoBS06mFtbc0EB2QTUCs1zz+ysW6vGzjv4Kq/hoJIRBs3psAEo2pD+GmH9GOJkp1bKBDPTT71lu2gBn/sHMGehal4HSmvOz6HtmvKo0hyW1/szmd7MdGR7Q57kJDUpY+wLw8pdcvlGCUFQ0iXI4JNpHxAMaZhNFor1UO/OA2FWkaPltGjfdBWSd7kO6Ghscl3oqAetvR9AAAnSgVsApsauPcScPQujS/rfwQALPM+lLrE8okH4K6/PYZb7QL43UPgRMn4zskh1AHgbn0rtB3yFRQ0SvRoH3q0DK3CC8VQnxB9oKCogKKeDfjmfNGHYCiUrE1ZcspHPBlGqWIa83DHUc5PdXRR0y2mUBQ7dNitsKNmLeoCUXli7UKQyDqT35Ek3+Oo3rnAal7FrrsCF9E7Q7T9dTi/aVs+S7htGzQziAgKnPhm5/vD+aeaKciwdBkFnkSUcqncs20XiIwvs4pfhWnrJHDyOCgNMtY/LVznlonF0lPKvEjLFFqujI30DQD36gGkS2MSbf3JIf8ADDaOGLKqS6DcBG3eDdq6O2oCaw1avodtaLBS4KJn1HpS5pyFiaTKRc8o2kUPTAW0Vd6Hmn2AQGM1IM4hDNGIKLLScETbpAe1iicoT7TbBEJrUKkl0U6jiUeBzjIEuw25TvfnpqRJSTZwar3ZdKm/pkNHtjssJNpGJs/BLR60P16QxFHHSELZkPPRTV2yjIxazigx5BMorQn3SX2n37fZuxvHbVTR3ibhuCLsGyqcKAlHT57AP5Mh27fT6SgxxHc2743e3cCdW2bwP1FqDDXjeDnEPiqxqe+K2naCb0eBnjcZl+2L22iU7Lpc4ibHNkaa3ofFnKbXzPSYoEBMQ1D31iJShw4dZoFRsXvaWkC2H/HaISXdQBgnc2UqxMKWrCrE1uwZnmHZf4uQn9mfR6jc1vzcE+4cOKb87kzg0hzuFHIy52c/6wTC78zH3bzAgmQD1qTfRtB2gZfIKvjKmYYXxlqMSQUCDgRyCvg81aSH0CfvjmcPrUGnaZNNRA9BjqDroSHnNrq3jALOvX1gq4AXd98GlJso7vgWaHjC1+lIKfeXQSduNybfziz85HHou4+bsqJe1V9OGLFZMGBS4GLJmIz3lmxhm97Lmo1rq8A7VdvdtSj6uH1/csRaPjeOaJvPboHGdCix9pHdowBp9nvdgkw90VY2WrpbxGhWsHOLUG0jiI9DtNsid7V1BDwdU9Jm58ak7VSxacZm5G2yO5xK6Mh2BwB7Ud1uQAOJrhS1Crf/7nJSM5AOtUQhpzWzxhAnUdqUXKU18yYU2OS7cCfbyXhoallSBe4eFvhn3I4T+nYAwEl9OzQYt9OdKO8ucVdpVXJdQgO4k0+g4BLMJeS69ZBPgNH3EdPJv+wo5AyyiRSInQ+68SEf+ajkrAH2ODpVO8Eop9dJ0A1hHcaAIw8pRr0HTkqi5/WCWTH9Rg0xdz6pIxRvJfcTRaQ7VrlN6VrCnUajTvJug0kozoasFpa5uTaS8E9Pz+zJhjU7L8VGRxRBBFUshTmpVH6/JNz+X6fMCjNy1iV4uGVM2fvLllDaOXvrbug7brVdYf2kLeFUZ9wPvHwPQ9RP3gnauhvq+Hegb/tOtey97g114g5wb5+97iH47uPQJwzZpl7fEP2kP82/FJmNc2/JkG73XfW8f3apQ3750hPWav/KZ9z1v+lOQ7QLkUubnLwsVPpsvvO6HO3uWpI82WzfSVxk9ZwPdp2VxzQkuw3a/pbTdrQdO9pMj7m69liQ712Djmx3mAumSd01l/O3GBgJsSl0gNuWThRxyq9snWK7oh6U9e/W9r/SBU+zfllEGpq3cJKCj7UCoSgLbOoejtNtGJZGqR7ySTA07lZ34q4tjbttXSVKaDBO0kkww+f8dih5CKIC2uoHivq+fXIxIHctYXth/6Q6nguoBv+C1Qoi/ct2zxk7/czuKXD2vWsm9Xbo0BbOShWofwkehyAv4otuxcy8QfF2+2Ueb6l2B70ZYly31Eyai9chCcLGnM/BXUgqbIOmZasT1+HTrkllWzOgTAsLa1ZNwtw7vV3MOuyHIdmmgwz55uGmSb9VBiKu77gV5T9/y5h3u+BjlqgXwy0U9/les+/knabsd46i/OdvgXrWzFscp++6E+p7RHuGm4H0q8L0kSoEMQ3m6t5svL8PXCyB3XdVoISZy1wgNKlsj4Lso0JViba5pzbyOMsI5KMH+ArRrjEXT1XsSUzEJ8FMfs8txo9cO4vqpuoCglskG+90E6FL/TUdZm3l1KFDhw4dOnTo0KFDhw4dOux5dMr2okIofNt2SrtMNi81b6qUXduGtutPziRcRep1TuF22/rFaUFFhgKjRKltSi4egkihgAJR4RXkk3TSe7Bt8TJO0l2V+rdwArez9mp48HjTPnCb629mjVKfRFH0TLA0Mqbrrn3GD7t6b5yqbf6VPtt1Ac7SflhMU/LtMu3eERPyBfeJYp59+3gn+rnDrkVBJtsD0KxinUpPVZN5ORFVoqCXzEHhtuq2Pw7SjzsZ852Pbl0EavevHQdIHqMKq26bs8ihImfyLEHCV7dkgi7ZXofZ3lcFVE+YLEvTZ1161Ru9PmjoiuiQMmu4BegSbN229F13QN91h9nmWrxl1GjqhVRb+s7boI/fDn3HP0PfcSuo3w/doQrQ8mngE8ehi55Rup2PtvDVJlUAvX5oowsSpgrjo00K3FsGF0veWmGrNKbjLrUXg01ANK72XRwtvepmEanaLsgb4FVt2ZdZpL7ZMqWX8M32/UIEsFG0pzUXr21S+6JzQ5tgYQzUzukkrreY07yvMFvLnb2m9HZku8NcMCpA2UyIfZu8zY0Dj5wU6kzFZb2xabQrb3K1WlM4cmm+hr5eReFnVuqTJro3ADCwpe+25UsbybyPAj3cTcejUysUuIvugMYWetbOjKiAwhI0hjhr9XQonG5bFNp5ArdDUQ+azYsBQ+NR552DXnFa5bo0D7FZ3gXmLVNSD3Hw4CNA5PylfCgVMIbieG/UVd93EYTpYQ51edBTTLkYNYoAL+6CUIcOHWaBnjIpFeuwHUF82kQ1bsKkprLjmJebvNdsA5hZckzwZuWBcFvUXVMyhxJru2ALgEtL5m1V1k+3ABlTcG7uKxcvLPJLFxfpubXNcd3rLUORMmbhLr2WGgJ6CFY9qNPuAd60sVOUSZtFvSVDqk+egLb79N3HwVubxtRcx0FH9Ym7/PH6ztugN0/gxpu/CNwt5ndlTdrv8U+2aA/oL4P6Sxj87dcBZ7Je9EG9Hqi/BO5/G1g6Lfh9qwKHjtwCFD1o1UPJxmQcAIY6nsvc7CuDzDU95s5HG8gQbUeydeKnnRLuOvcCkTc7DYLm3MA1qqnJZm0u7jALMjnvMSP3G5BkvbfXWOwuQUe2O1SwKMHSHGF3bamQozYvKVninSeFDG7vW2zzTZesIzKdEkhmDW2J91Z5N3pKR4HSlMttSoX/fJLv9AS3R8vocR8lNDRpgM02ACjQCzm9qYz9smmIkrewyYbMu76zSTr8YoBJ52WOK23+7NRfmwVRD9/dS0Uou7Z6sLa30udpLcmjLU5W2VRbtnIOk5+bxPdFQBcYLY/OZ7vDTqPOD3E7frHB97n+bG1IRJEhyZPUldvvPLRdNHAZ+Vkq3XHgNHOE8+NuVLfTfQyAGEQhkjWrnj0Po4Sx+HOzbGEaFUXUdoGlyiCah532n8L6K/dUD71+Dyg3q20DQNbvGb2ToGEfOZBShgCfPBF8vB1O3g1WRqnnrU1g01qfiXKkrIqes4rr9YCefb/o9UG9Plj1wf1loFjyEce5WAKrHkoAZenyfdt7l1oCMLA+WDdqsd1nFk6CH60PiEbAkY2B99snMIhLq2JXA28MNg4DeogKpGJNhX/mBxuHTftdIDSrZAOGZAPwRLspH3YbjM4w0O5X34aQz3X8kBHZM7vn5QstrYBmVd9eQke2Fxk7YEo+S9SS5AnqmFV99TAvB1lFvuZlwZhVF6hLjyXLAUY5LrlAj5ZC1S4SuCPdKDHUJzEsbKRTVjAL+4XPyR21y7e+hLIEXaM058ImSt6MIpFLou+PtWRac9nipc0R7ppyQT4I1x/CmYyoe3Jwzec6rK2tNT5FaR2DwWD8Ru0kFnwiy7yndeiw7egpQq/h5ZSmnH+54XdYV7UktKl5aW1rEvPv+DxmR4g4HvbltsVtseVg5E9ZrGT26bVIFQCHedIp3ZUI5RVyncZFN9uMyunme0CRsim3GFCiHfY7NFeiNzOHaNsSJQzZJgL6DJSKsGTTc6mIFCpwaYOqFUs+LZhTmr1tmy5BTkZWyqu8AED9MNcDMCbgEAqwM1df3gdaPs0eY1Rt6i8BRc+fiVUBXdj82cWSDYRm6tOqh6FmDDUwZGMv3ir4mSPVCMHPTD8QCuXMyCk2F9fa3rdM/SMUbbYLNN78PSHZqbm4w/pg0IpgKwLOW1mNvsfXm/89TupCUpcKq9FSYI5jCoDG8WwaqBmn/pplXbsBHdnukMUs1e1Z5MxuVV+G6I2HQLjduUPd1ZcEs7u0uaZ940Q6MGOwFSJpDqG4V0m55VDy0AsCWzY3NimbRoyMslxiCM0uXdgmCvSgqWcijaL05xliC0N9Apq3oPXQE2p5TqdqB8Xaqdqu/4TPnL8WhnldceZizSb7MyPaDfc23TKtsj3L5a1O1e7QYXFBLp+x+z7jFSA/FjXE8qhsz7wsj0PM06KVNF8tRrhKHRz7hfq6hHm59Of2U6KCiTieqp0NObkBex9EZgxypL3oB4ItG6cI1GBmbsymXXFDwomM+t1X7ONHLBV9qL5ZkKbeEmhoFG/ul6ByE9BDUDkE9ZZBSyZFF3p9o1z3+safe7jpzbup1wd6S6CiAO27h49izv0lQ1p7PVDRAy2fBtp3D9Ony/sMmS56JuWVNxW35yl6Rt3uLcFp/FslY8uSbadYO2VYgbxyLeG+h5zZgQD1BNFWehgWEBzJzrrUpSdI/a8LT7TD70EQbfu2kLuFzt881/4U8tFIyXU2zV/l+PYEupY46/zzPYvxJW1GOrZQal3RYSHQke0OtZgV4W5DOMYhJTEJriHdlRQJlSFVfI4HQF9/EgAt9lNOj7EKNfWglCHU2r9gWGVbA6xMyq8e9VDQMjSCiTnDpP0irUC9YEauXXAyKGMaru8EYPy/NW2BuIeeTfdl2lmCeYghn/T1+nayQk8t29RfW0bN9u0rwUI9d8HciMjuA5Cq66Jvnem7aQMD0OYFKPsM1fjIp/fOmZsN1uNyosza2qo/w2AwaHyWGIy1tbV8nUm5UP9abbk6dCR7NOYTIK1Dh/agJI1TBa1TFjY7ShLK6hyUOcYowdW6c78UFmadeYISK9p+e662lgvULrCWq9fVZVywAlFRJEzLufSEoBXZ0MNocdul4mL7uXAKt20EwSwElMwohbxtBW9/fa4/Sg6pzQBGKcwHNGv0C4Xe0veA+LSwSFBuGbJdDkF6aJ6bofHZpqV7oHfaPaCP3wEebvq0X4Ah27S0D1QUUKd/B9iyZuSlTfVplWp12veA+0bZ9sHOVEy2WfWBogemAkyEkhnD0l0TY9MS7gqIUYA88UytGZQyfvGKgMLFZJOKttbGdBxAFACNOSwECKytHLTnFSnU3GdV4NDGYTjKuLJ2vlezXXu8zz0DRzbW/c9mZXUVErnfxE2H1yOCXVG2/fbq0VGK79zvgZEdD7LPdCXffIvf14RjDSXvZI3j2RQoVHg+ZlXfXkJHtjt0OAVw8+G/Cwo1Sgz5JO4ub8W5Bx5UKXt444tQ1EPJJzHUmz4i+qMPPLRSdn39JhPQTQ/BPLT+54bMr62tVMoPBtYHy+VfZW0J7sFM2XVkFW/m1n7aHTp06NChw27B2rn/whNy6vVBvSWoe9wLN37p6/nylrxysQQUfbDq4dB6fqH40Qer82ZBwC1HNirbnbl1oZw/rjEl31ivukx5Ah2RbQ2oHgaHb2q83g4dOnRke/Gxw37bs1C320Ymnylcv/nlyjbLaCZ4GETAM6NqF6goul717pugY/YYpXogKGgeRooyYFb7C7WMgnogFCioj6GNRj7UJ3w5Zo2eMj5k1CtQYgiChoLCyfJ2nNi6DQCwWVpT854yKrUn28aXvNQnMSxPVEypNG+hr06D5iEK6vmuMWm9wqqoMzNXVq3X2hRlKEumFUApWbbmc+6xJQXiIYJZfbXPK3B1zsGnh+zT1vRET/u877iqvUt8oTh1spxJpbOvssOpC2NGngnoNKm5Z4PCXTElz9hlUzqeJu5Lsg5/eKJ8O5/Ogih6dcgp3WkaMPc954rjVG0Wx9YGUCMK6rYCXKQy730lr0/C+QTLucJF67b1AkDPBRh1JtCaTWQ0FVosay7ZROU2beWoXwoyftsAoLUZ/TetYly4QKW9Hoql74Eqt8Be5bY+1npo/axPg2JtlHlrysv904yZudag0+8PlEOo+///QFt32wjnPTAp6KXTwPu+a46xarZTssvT7m2uQTOGmlEOGSeGpn1DdyFWrR9mo6/HiraPLK7c9RP6ygYLJELPBqMDaxt1vAxBz/z9cSfJPK/S5919VoX4HiLaS1VbKtr2kuwzVoV8hlL1OjIjj7Y7C7ykLtGHrZTrNqp1avk4ajyZ4XgzLzNy6WYwq/r2Ejqy3WHhMTHhbxgYqnVObtOS+kGbET4/eCpLVJmM+jzUxidMRy982vhvw0YIRwmXC3tL341haVOO6C0wawzVSR91HIAvX/IQzGXFXHeoN1Gok9bcXPso6FUYU3BGiFju8m1Phth0vPG+Tjio7zjR7dChw+6BHuajJ09qPt4QIKopUJgnJXI4JAWweHEWgapy9QRT7bCPUCXfUURxR7JBYObY9HoEpOmvgvGDdpGQNTNIZSKVqwzhjirV1WssdTBDZjaLI45sq57wcWcgMSN3kcqlD7Ppg8CRSgVvfq3s/lLb6/HE1Ci/S0WBpX4fqh9MzFmXoKXvAZY3rdl1Ge6tKkw0dQB6371AuoS+x31NGWtWzaSA3hL08jF7jDKm4iBsacYdJ80zUIp2nRxqFIp8EDR3L0qxTu1nW2IfV0YhECbnguCIdk8RiDkfcdyZvVcylWR+J9J03JmZJ6m93DPICIHcJMluixA1PRDplGBXzMMzpDq6rqxZ+ASEekRcglqM836VW9zLjWcddhwd2d4NmDrw15Sn3wZ1e2EgX45SEp0WJZWNQu4Dj9nALnX1OR9t832YDZij2SjWCsbXW+sthIjgIiAan/Sk2ZUXLRKfzDllyq/QPvJFmRkgnS9n/dgpUU7S4DSemI/wZ1wUbFd8grlil6ja4B0bzjp0CNBDTyQmrKC6SYnxri6QVDIuRtGpk2NriTgAl5s6Wwfr2AecFGD9vGWwMCD2v1bgSOFOf6ZN0czduQpr2cSwkcpd08wJ4m5pQVKINVibeSeKVG7n2L4n3aFxms2cppijYdER7UC+A2ktYUit83+W6q8iYFkrbGlt/Jut6l0UPVCxDLUcclDnoPedbs5xz+8Nl6oKvwCy5SKLa5u2jE0b7tzSvt3GLx04WTL64hrMdYigaEz+ySwokG8SM5TLL99ThB5ZX1/WNuq6VbbBQJ31RwYMqqjZgHmG3bXKB0pzlWQ3Lfakinbqh06oKthBuRbB96JGS6LN9ftyx2bKZLfVEeiaQGrtkTl+TmRbzTj1VxeNvEOHDNwQvQj5t8eDXe0fJwBbhRzmJk9jXh4ijwfICN/m3M7krecJKLM2pt/RwFhHzEuUiHNdu5phI4XLMmaXC+xWvW4TnXyrEhXdmMJLc++gaof2KDOJcQFjMs6IB/wkWMcIJTx3X3gKK4OdxI4T7V0Fmk+AtDnU2eHUBeWU1ClRW92Ew1r2iXbpsQAEW223LyHgPsCn5ahC8XYG6Nqq2oA1CXfm4dygQqNqhu4WXKV6qUBB4XSqtjCh92sBTaQHMMRE6eiazLlMpPJesQRVKB/8jKzcW9rrcdfKZGdRt+BgpQB3PSUzTpQaJ7Y0+oUjc+Sjl5fOLNuev1DkzaALRZGqTNYXmgGcKE25O4bGisAo7iVKzSAi3L1lCb8Ob1mbJeP4lltct6S8ZGzqeAGBKCbeRMJs3M5MlARBc2bjCmwjrZfm9yBNxt2/ufuRkCWT1itvRi4XFbR4i2SR6muURUWOaEuS7a+V8go2SX9zc/L4BGnZHCYl23OMTr4ddXaYHh3Z7jAWZpkSbFGRJYfWrDuvfAtzQK6qwYHMKkuy7X4O5Nnlv3ZqeWF9wI0ZeahPUR9Kmdydyr7AKPRs4LJwvpK3UFAPherb471kDYb25utEyru5ETmzPze5s104cD7XiM4RKds2JdjkJua7Gx3R7tBhFyJ9AR8Hdam7anysoxduparnpZbb3C75RZJvICHgQtGz9bGzynLKYEK6U5V7lH9l6utN4piSTTRsU6FRuY0fd4bE1Sl9dlGEdTIPu4VgFjFT7LxYupzclswWbqLTBKLY5NyZXzvl+MSWxl1bJfo6kG2n6hmT+8A1FUxkcNdPhmxbU20VzLXv2tIowbhjs0Spg++4O+4up2DDEkUyfuYn7PbSRlTfKhknh9q+J8C3DwjnKlTcBrKLBS53NmAUbRezgMoto4iyNnnERawgcqbkst+b7heRJ9rsIqlziADPCLddKttNSP3NHdGWSrbZEdrrf4c5gj2pCXjdvty2aQj2NO9Rc3oH6/JsT4eObHfocArg4Mojwhcya9mlPonN4Z2Vsqurj0ZP2eAupDxRHPLJStm1tYMgKirm8lEatKj8SmZr1RS9w96GER321mTboUOHDjcdXofWgVQ7sl1HPr5w0wYAqwqzyaW9r5df6Pn84XUAZi3HkW2lgCVVLT8YDKySbc3Enfl4hw4ZdKm/pkNHtncTdjgyuW/GhOr2tH7b2WPTnMwiGmrTuV0e6Gp9megtNUTRqNQ2cIggo5FajWBmrvUQQ5y0+wowl1Au8rmC94VWIhq6tr7cThUvqAdW+8whykRCVxSCkIS2lb6M5hLOg4uJQNQzEctt1PRwmSXsWjGIhBoeGagF1TvfKdaMXPZ/tqzG6tpK5Z4Ko7Lo2LXVlcbnP+dbOA4mtdZYKEV7j60Ud+hwSiEX36Ih4FpFnUurSz+4gGsUMjK4eUualdeZlFPN+OvmAiKKzIPjfN5mT+FMyllZc2UNbzXF2ir+1pUpmtuNIk/l0Cr4Qa1nt481oEqQ9X0mG5iMyfgnOxeTkoxftqnFmm6LSNgls/9+Yhj6uLC5rTeVqhCFrTIcUwgFsF+QV7qPD7W/pGFpzKmDz7wJUCahNTBk7SOjy7LaKunyjQYUSLbLnW3KAz1lfLcVuXwhMP1fDm208dL2YXADMP1rVOLBkc/HF+zUa1UAtr9dTIDBxmGfC9w9EGUSAV4GADffxTOWwD12qY+2U7W92bhorzcZj07aYCY+rpI9zv4OHdCR7Q4TYlIf7mlM0N2xtQSnhtQZqMy5q2bgpp4WAy/BpsnqGyLsI2w787xqG0xwsiEU9TwZ9ibmrJAGUHPnSUEUzMebEKnJIlKtm7BcmzVLf3Dp9xU8oaLrYAZ7kl7jzzVyUcj5ETbds/Z1uj3j5OdenSKX90KR7F2Kuawb7vxaZIdTAVMEdayk+EqRURnbV14d07P70EC+YUg3kfaRsk15Q5Yc4QZsoDOixqBovn5hWy3TggEQxJutiTlBqR58QC6YfiPVA2tXOl5wdddIybUaYqXMcYVwCyiMH3dqA18ysKVhJQNK0pkZX2hHmCUJB4z5ti44Ck1SamBLaxsN3Phtu1P2lfJ+33dvlRha4jy0ZFlrhrLle45Iits61IFkewUc1SjbnnRaEloI8q4I6CsyyiTg+9ur2bqMTcUB79uffRfyZuJm4cT5u4PImo2T7Vfpmx3fRvfsbKyvR9Hx5bwqI4sTAUcOr8d+26BgNi7fW6RCX0ewt4NAK5U1JY/T99Wcp+34s41EvzMjnw4d2e4wFWYROK2N4j02uZFOVZm66tJ+ZdvS4Ddn/JSBXCRxU5/284DWQ5BSYNIVs2zTZO2Ju8uZrVD64zkJPubUaf+Z431sg6eZDTXqPMLLidalLV8/gLP1za5FJnJ+/SLHCCuJMdhY26djFlysI9ozAAelacbVdujQHjKgk8BIwjwKbQj1tOdoIt5yv19odYu+7piiSkBc3BBL1FxQKx8AjeKgaC7id5ojuZJCzCumTgE387Mi5Qm/J9FFz8yFLko8Jdea+uCyBohBMOosFzrUB3jC7RaPh5p9bm2XSqv0cw0BGljuuUBr1ipNqN0Ozs/bqcwnhtr0lSbvS60LQNtxbrMMebCHlpxrZigmLBUquJDr/OPTU2a27xWmvLLbAHgl2wRAo8gsvaeCok16GAKglVsmcrqLni7fmYiS58ttDwHPHOl2we8k0XZKtvTNlpAk3J/C3jF/KgQfeP8d4QvZEzRFCJ+pgl2Hpt9e0zig9dTjTHYG3SXZX/YaOrK927AgpuQp5hY4bZzrTU2XM4TbD+gVk3IgMmnzB4TImpUJn+QpBOl1nxN1mqyyDY3INNwdx2yP5WDep6H8eK31EEN9MlKkyabnMhO0MD/XQ2ge2lRhiZkWK8CZibP2yjasaX3epMtde2n3Z1SHNDxqdN/ivo1WsHPPTo07QKtnYYxUeYPBYGSZtbW1UPUiEu09tkLcocOswC5i8naQ43nXV4caxZudubb5gpx5uVO6AUMMC8GiZeA0l6c7PQcQL4BpNudiw5w84TYHWeJNxsTcE5Ey5NWukidrIebUcREYi8lTM/RUD0VhU3VJoq3IBkWzRJxMuq/NEgAKbNmgaka55ihQmqLQDyUbAu8IdCgTN1d+l2nXnKm3+R4UREUsFjAIPVLoFYS+MqTbmYoXihLCLYOKUdU3G7BB0eTiungeo2jv6UUUVtm2qb38/kC0tY4JtljKiP4N2yki1b5fVCDZq2trcTqvjLn4YONwTMDHIdDbTVLHcVquFUuqARinXiisgbOcmGV9ewkd2e4wM8yccLf5NebK1Pr1xquzIwdim9YrkOLMKikBQN9vcv7WJqWXNc92+bABKBhlG1YNd2Rb2+jg3qfLX14BrTUUFIb6JIb6hDhmy5ahKGMXw0QRL/XJJLWYqb9QCqDCqAAieBljKMzDAWZrrm77wQRFKwBs1vSxCibqzADVmJhbDNYPh3505wRjbe1g3GAAg/WN+GBRb2o6PhisZ8uF+tcwCRaSaO9SMAA9jwBpXeqvDuNA9YBCvAZN+6K6QwR6omM58Ze2k0iUWsstCgvzcu83i5h0a1CFXDKqqqYiY8oNzeY03nw6Jtq53M5poE1DIsP1kB6CYbJ1uPzpRjFnX59RhHvgfmGVbfKKs0vtVRCjIEbPku0lm4vbpcsqmZOpZWj7wfhhL1vm/D39wpdYKgiI5hBt/asJSwXhe/rCpF9M6S4HeOGUbUXoK0K/oIhQOwVbkmvRcdY3exiUbK0BvRUUamjAvr+4KOKuMWsrYk5WPbsoQmDV83Mzg6DBOO/gKsoaRfvIRmwKvrq2GqK4I16MICIc2Rh4c3EF9oQySuMlTeDd51mZV0/6ex73uFbvoiOOdeRddbRuEdHdlQ67E6OIeI2i7Qg0omyPSTmSk96oQTOk63LfDWHNpcHSSPmaC1BWWrJtUMIr5ao0ZF31UepNDMu7xLE2ejgDG+u3oN+7h9luSfijDpwDzScQQqLYa+ICN61/EVoPjcm6fQk5uPIvY3WCzKQ8GHzeBFVjV/4k1lYPZHtjMDjsP/vr5yFW186LyoW+V5GZYLhPI9TpvbYs2qFDh5mDiz64WKovsBMmmS2IQnb0G5NgEIfAl+FzHJ8jUrq9yu1Mwsn7ZkvCBATSVDKQBtN0HtmuJu+zS2TSdnnCHebsSKmsMxvO7XOEO9lHVkVXRR9F0fdm36UyCn1BRgFfckHV2KQEI7u9TBb1iHpwS+RbJXuSLcm2/Pyo81ZNajF74nst9/DVz4e50/WhZuBRq2Zx2KURK8hEKO+roAY7kv2Ygwesefgwut7B4ZvMd0HA1w4+GjQ8Ae9KQQpc9E1ZaTZOyhM4dmbjtv+YyPtsuzcqmc4rF0g1ItSIiXaaOzvyy+YknZfwy5bbJ8ozXecGOOr3v4DjAxf9xv2Twrzlzu69a5Z17QZ0ZLtDhw4dOmw7FtAbpkOHDh06dOiQoDMjnw4d2d5t2IY3VKn4Tmo6Ozcf7rGRW3msWxm0fmHZ1cr8MbGqbcpJ0+zcsWzNz7UOZtvMW/680mTdKd+sNUq9aSOgu3qCmV2pN6F0TxwPAAxm9gq12cdgLr2qnVXfvc+5VTCgQV7pUA1qf2Li568HyN+H6jEGqmb79mKaZzg9bq4m6HX+7QsN6gKkddh5qMIHeIqwnYpVOgZTpj2pO0wmaGfl19RGIU+iNYezOPNyExfEq5uJD7c3Hxfq9ij4eSWJcs42UjkAFEXfm0F7d6vUTxeIzN3rro1LEX3bNMDaafeA3hKULqHsM9AjBS4K9BRjqWBvDu0CqTnz7pJjE2lFQEF9E1AOjL7tiGWrXDOAfb3QOfdaLrCvr6Csr/K+HmFZ+PA6P24N4J5LZntBsGbsprwzF/fXWmrQ1t3AcDOOyE0ElNblLH1/FKp25Tspo1pbxdvtZ5vyq9QmLk7pLB2c0Iy8op2DU++lqh2sI4KqTVzG1wQEazj5DLedAZLnpaJg537/befXuY8dYnzI/cZz41mHHUdHtjs0Yprc2HU5lFuTmIaI4lNj2pQLNWWZtSDLwbQcgA+K5sqBApmubaZ7YbB1puRY5sJO/bNr60RMtH36MSIbNMchnJtT8jtGELLaPpW+gfNAi7bJZ3FWhHgxFpk6dOgwClwsNZqRV4JDCVSIy8SNaCbF5GODJMdQEY1xaWvGIt8uEnkasRyAX/y0ATx9kCtFZooGm37SwZ8byBMu2QJKTMxlXm7WjMIuOpAqTHAv1gDbOcr7qfZCjuia6/KE1BJOlJuA6oFoy5L4MA9583Ii9EmBrT+/hopSWWnRdm3joCwpmzyT4c3Se0VolfPjBoB79lVE3nsFeWLuInC7rryXJduKzKIG6SF6lniSC25qr4O2ToCGJ63JuH0fKJZi/2055zpS7c3Ie2BVxMHPrG82YHy5mc3iQzAVj//VXF0qT2f5EPTcXFOhyJqSi0BpzCGtlwt4mywOebQxHY+CvjWQ6yjQ6whSPuI8k2KacafRLWYKuAWgWda3l7ADDgfN+MxnPoN/9+/+Hc4++2wQET7ykY9E+5kZV155Jc466yycdtppuOiii/DlL395ZL3veMc78JCHPAT79u3DBRdcgM997nPR/hMnTuDnf/7ncb/73Q/3vOc9cemll+LYsWOzvLTpsU12lzmS7P6btt6ZEJo5EXA73MOsHCargxX1wQVPMyu+7BRtE9IkaW7w65Zku6oqA0Bh63S+5RD1iroEQZZ5s2VZgKwvWXWlU54/1KdA2b4tkzaI9qUR4DPXY7xz5jiyTvk8zOq5rPuNbFtgtd1kl80AM838r1vn2D6cCnO1sdkJf0NG9Fdqrv1Ly8q/tN7GPyoMicn8ed9Y9+eVxR582iWXhsl/DgSKM8SqFkIxJktSZbRnsgHIPLFjk5Na2SjmIeVUUCpH9j+Hv1Kb1FhD279b9q/UbPsoBOaKFFh73WG/uE5mQ8Z1aUh2uQkqhyD3eXgSNNw0JHXrBGjzLtDJO0En7gDdfRvUCfPX27wT/eHdWNKbWOIh9mGIfYqxTzFO6yucvlTgjH0FzlgucO99Be61bP7u0Vf+77Qe+b972XJnLJvjTl8qsNwjLPcIS4qxhBJ9LtHXQ/SHd6M/vBu9zTuhTtwGuvs20OZx0NZdod1De13Dk/Ya3XUOzXVrbf6i7CHh2YqfHfL/OuKt7V8p7km4VyawnPTVboJbSCD7nKRE25Ns1kbRTqwaSCygjAyGlij3/jeRPj/J7yf6vYnfH6yqn/tzfdT2d980fowz7uTq7rB4WDhl+/jx4zh48CB+5md+Bs985jMr+9/85jfjbW97G9773vfinHPOwWtf+1pcfPHFuOWWW7Bv375snR/60IdwxRVX4JprrsEFF1yAq6++GhdffDG+9KUv4QEPeAAA4BWveAU++tGP4sMf/jDOOOMMXHbZZXjmM5+Jz372s3O93lbYgZfoOvV5lNI9c2Ix7rXLZdZspHK3cp8x8/UvIi6KuBvE6wfznOrLIsqrIbGF/6z1MCLczgRdqWXbjqopuzXSA6CgaDlsp54/z+rqQW8K59OGcQnyRNsGpSEAUFhZeZQ/T2R2jgJELr2Xq/s8ey55jXkVfXX10faTVMsZEHnAXd8bs8EmtYXjz21J9Qx/L46Gj3qu6xaitj2C+TytQTp0EDgV5mpH6HJoMoUdRSRdTua26g3VnEqJ8xABkYm5s0JKVGkTeSwo355w+yCU9qs8RkJus2XYHGDbKky43eKvVbldsDN3OQQ5B1QdhORlR2oxmYjg7rSFMh1Abo5zqb6ciseGTOauh6zK6/N2M5uyMNdF6fXKfhAkzQVv46IXl7P9UNSZtNt72Bdm0LccuiGcA8Y6oJAE0raTdImNG+xz7dJ0sa66ctljDq2vBxVbmpEXfWteHJ6fwU232GuT5LoPqL4g2grg8Dw7RVsGvtPiNClkK4mqs2FKsqN7WBcETfZRBjLlW2WxSTY0p3T7+50ITuJB1XXjRW2LYrRZkDDnbDf+pPnf68azadH5bE+HhSPbT3va0/C0pz0tu4+ZcfXVV+M1r3kNfvRHfxQA8L73vQ9nnnkmPvKRj+A5z3lO9ri3vvWteNGLXoQXvOAFAIBrrrkGH/3oR/H7v//7eNWrXoXbbrsNv/d7v4cPfOADeNKTngQAePe7341zzz0Xf/3Xf43HPe5xc7jSlthBtcoNjeMo2rM2yc2fZBxC4ch1CyMOa66X7fKMj5yBU7EL/73Op5nFJBnKuBeheFtEtu2Ep1QPzIEcE3ow6rWyE5mYMFibbVyYypM84Lk2ykWD6stkaa+xRC0y98Tn5M50apqyK6Daz2trq/X3PKm7vt7xhU+nVY/jTrHjKcJ2AeFmAHouPtvj1fmZz3wGb3nLW3Do0CF885vfxB/90R/hkksu8ft/+qd/Gu9973ujYy6++GJce+21s2jursapMFc7tci3u+2B7Oa5EcVaPI51xN2kyAotkoRciSjQpApQSqo9kZZjqZsDAsF0x5A7rnIBwtWnMobrcJxVCFN/bnf9jrxoBpQ0HY/WU8UMJFJrEZmUY1o53+gCqnDz6ND7r5MeBrNwwBA30oZ8kYLPpS4UXiqH+evW8TazRm1UTpKm14Dvn0C+5cK96OPN47EJMOfnRfg5U3vC7ctHjcq8Z8g6o4ji1mqPKIry7trqzcaVI5sFGCHF2d/cODDdwmYurD5V8Df78Pp65T3Qul8HE3l7yOH1dRi/bEmyOf43vb4cHEmWrgipJYe47hwJZ6JwSvtvungkUcdpR/mrj+LCrcYgOS4ku8o5ke0O02HhyHYTvva1r+Ho0aO46KKL/LYzzjgDF1xwAa6//vrsBL65uYlDhw7h1a9+td+mlMJFF12E66+/HgBw6NAhbG1tRfU+4hGPwIMf/GBcf/31tRP4yZMncfLkSf/99ttvn/oaO3TosH1oIubA+OS8Q3vwPPJsj4lR6iwAPPWpT8W73/1u/315eTlbrkNAN1d36NBhlhhsHB5Jtkcvf3WYFF3qr+mwq8j20aNHAQBnnnlmtP3MM8/0+1J8+9vfRlmW2WO++MUv+nqXlpZw73vfu3W9APCmN70Jb3jDG8a9jF2PNipfU5lJzNOrB9Sod1QnTcuAZfk2Ecir2wZSfc4N8to2QyFWuBvU3+iYcA6qnNNdjlChGdFcQi6AjFO1hR83QyrxBPiVZhVVYlTyNpQyXJdXq7NI+zistLezkKibTHMuAeNR4VzppEtry6+trWXL5epcH6yP1a4OO4cmddZheXkZ+/fv36YWnRrYLXO1M4kFRitSKZpMyWWe6eyx8kty3tyx6bmCcghj9STNzaXSLRVDZ16ORNlDMg6mhMYGH6teigK4NObdAKDDvObMyqGMIu/UNmXsyhvVPdcdbhYlGHWVYQKPaQoByJTqQ6meUbVVAbhAagBAQ39dLK6LMIz9l3V6vRz6LTExB235aM/kVWBrReDqUbHq7ftk6+7ELJpD/aS84hxtj0zj3b/O77jBgkmo68b3v2eVeRF9X/WMEmx9lp2abc7EJiAcu8jrHFog713d6UFR0wjGFYAIKBCkbbKBz4JfdqL8++O5+lzafjNNCqr1YONI0g+J2u0sNomwtrYmHoOqip1aXqRofI7rd40+doqxaG7C9ozNyPcY195dZHvR8OpXvxpXXHGF/3777bfjQQ960A62aPswjbm4PGYukZsd4R7TnLZK+BsIujevS8mzTLOlIyJuCLAsm0PzokDUhJzvVr7kiL1yMg+EOn7BqyHajZNCKDf2fU5N4eaAcWseCBJddz1ra2tTtGgPgUc8OlPUOxwOK8rl8vLyxIr0pz/9aTzgAQ/Afe5zHzzpSU/CVVddhfvd736zaG2HbULdXF0yV3weJRqHIXFcOgqnJHuUj7f07Y5ItjhXWsbV6czNQ1kR1ZkKZH27K8RFBfPyWpep5Jr00Pv0ghg+RRjgzcoLG/3FNZ7Z+PwWFGalHDmItrG1UNbsfbmdeXoIstU3vMpGJjedZIguawUqh2HEJgXQMO+vrkOAOOihCawmr1kVAJvAWW4fufIisrmPy+ICugGg4WYwX9cl/EK0N/FOFtpZm8WMpA1QhVlAkP77kVm0IZKeVFMPsFHG4SKNA2abM6lmEwbVp2XjEPCMESKPp+nOUnhL7aSMu0/KEu0oZVkSadyl7xrpEiSJduKPvba6kjUXdwsazMChwSG/CJQ+iynZjVPU5dGG5DaR6FG/uLZjUdN41mHnsKvItlMXjh07hrPOOstvP3bsGFZWVrLH3P/+90dRFJVopceOHfP17d+/H5ubm7j11lujFXNZJodpXuBao1apXTzsfMojN7DqmHAD0QjV5IseBe2KJr+Mui392dJ6nE9cNKFvAdQ3gVn8qc1+lwKM7Hm0b4Ly9bBP7yUCmnEJZoKyC91mq3lZ0roEe/IvV4l7UVC0kOJrGE0G7nP2RTH7TOZ8yOqj2Nfeh+ysIu7tCAxqlGUGV8hwXdlc+WnS4G0rFtxfe974xCc+gVe84hXRtte97nV4/etfP3ZdT33qU/HMZz4T55xzDr761a/iV37lV/C0pz0N119/PYqiy2dah90yV6dimkP64jxqSXOUR4QaMYc3RRDOKt2AJ+CSeLvy2krBWd9u88Vsi1RT5UfitDWRf3Iu/RLroLa66q3STYqgBFljBKU7ys1NZAk17GJcuGDXPwUYpadjRhktAZRkFocVKRSWZCpSgC4A3QPUMMzVbptMlennfO0Dwplrs4vMjoQ7VTsl6noIHm4ZYqwKUK/v+9H3XRT8qzT5v135oldvYSX9c30qLkecg6IbS8m94H+tCqDoG5LtotzDvCeUYLBmT679OWF/G5ZopySUrOO1QmJVgXA/lRKk25NsoWTbPllbOS+78MFOpWYNBuH81dXKfnntg/UNq9Arn6osJdgQKr39Wrm2JmI9rRrd9PYy6nB/7hELHvOiC13qr+mwq8j2Oeecg/379+O6667zE/btt9+OG264AS996UuzxywtLeH888/Hdddd5wPfaK1x3XXX4bLLLgMAnH/++ej3+7juuutw6aWXAgC+9KUv4Rvf+AYuvPDCuV/XbkLrHNkT1Ds5Gl6FiKIyPup4ZXAPJlqVFeYoYreBV/YTwk3Ut2Wr0bo9AYfyUcEdyWbesvviK2JLjAkmknmpT4QW22PMlyUUnpjbOlGCebPSDhCwsf5FwOba1nwSa2sHwZw3fx8MvmD7wOUlHWJ1bUVUF+7d+voRca3meldXz0M8zShb77q/F/KZWls7WJkxYlIcB1IZ5Xeda+esMa/fxakK85Iz+/vBAJ7ylKfggx/8YLR90kVR6Vt84MABnHfeeXjoQx+KT3/603jyk588TVNPaeyWubptuqJcGfmymL7gputduZdsOcvUvahTjcm1JOCSeJtzxZZjFcXbE8YwYjnjYR/B3G33JFrMcWnUbFGHbyqT/26snavm5bD7JMmhjLigYZyYiOySALO/RhdUTSGopy6ddV8VoJ7J0Q1dAI6AlZtAOTTb/EnKcL2sASWUV3dtWhvTa1V9bSY9BIaboS43Fyc5j32wtHITGNr5W+ugPFfqBc5/1ENt3xlrAe7tw41f+AriQGwmuNnawQPmPMqo2QBw6MgtnmR7SwQAQ2Y8+uCqjwLv+vHwxrqfz7S/eOC8lVWUzLavCYUCbt7YiFRsZ7W9urqGgoIpuTONH6yvBzUbQNZc3127/5CY67t+lAsMLpq6NRP3CwocRw+PyTXCtXPYL5H77U1LqkM9Dce3fJUYaRXSYWGwcGT7zjvvxFe+8hX//Wtf+xo2NjZw3/veFw9+8INx+eWX46qrrsLDHvYwn07k7LPPjiLIPvnJT8YznvEMP0FfccUVeP7zn4/HPOYxeOxjH4urr74ax48f9xFPzzjjDLzwhS/EFVdcgfve9744/fTT8bKXvQwXXnjhzkYiXxCkJGWWpGXiumrVO11bpnquUUOifB3SeTLlTcbkRFlmJw/bCA+jJG/5z3HL4hQnRAqaN8F80rcrHKPBRDg0+Lzdbs59cOVf1hJo5pCCTGzMtxmlPWdhDAaSxY3gUlA1TazzdU9RUbkr9zdjXj+BgjurJzf33M4oi/wegc2LPYd6e70eTj/99DnUDXz/938/7n//++MrX/nKnifb3VxdjzYeTNmIzpV64jHZKdg5c16nfJMg3llzc0u6ITJYxP7dlnQDYK5rGfJzXBS5PJOKy0bzdqSbwMJXGWDNKK3a7RcNbB+42cQRbnd9TiV3ZDs6HRlrsaK3HKJ6qwIoyljZdp9dejBnju7ItrJ+60Uf3FsSfWVJoB4Gs21dmlRbANDrR77crn/Of9QB8N13+GMGX/6/JqUY7CKII9LlFmjptNDlpMC9PlAshfMBQele+h77vef3c28JTMr6YIco70MNbJYcpVwrFFlrA5byQ/SsGgsC99mmZbOfjUE8oafIp/ICxHtMmpYMiPo5Qvp+EkWAp3ibi6gO+KjimuM3NnmdAGx+8GqZFG39p9sQ7FDnGIUXBITZvT+5+vYSFo5s33jjjXjiE5/ovzs/q+c///l4z3veg1e+8pU4fvw4XvziF+PWW2/F4x//eFx77bVR3s6vfvWr+Pa3v+2/P/vZz8Y//dM/4corr8TRo0exsrKCa6+9NgrE8hu/8RtQSuHSSy/FyZMncfHFF+O3fuu3tuGKW4DiSafD+IhoENcQZ18uIZN1k4FHEZVNVfAcnFk416gEIOcjPfTKOvMW4gBuQeE1xD28PLAzgcs8M+zWrFs+TlKlNteaz7Ft2lEl3CTM/tJ2pC9jHV2dEnvchHze+Id/+Ad85zvfiUyj9yr22lzdxuyx7c+vXVSOKnLku2LyTgkZRyCmjngzGAWEiTkB3r+bc0G5fAMaGicIqD2z2+7b61YhBOmWwdNMADRCGS3pUqXvXY2lzZOurCKexMPyZs2GwDt1fQlFj0AumBprY1YOAIXwvTaF7WXb78WSSf+lh9Gcxv1YoXWKNhdLXiXnou8bx8USaN89/Dm4t+QJuq+XjBqtBdk2ZfeB+8tw+b3NMWTIdv80a0Zd+H4dgiJTcVf/kE3f+QBhbgHDOdULBBNi8gp2QYRC9Lfpa0OySZeGYAsF23Zk9L028JmEP4G8sZJk2z41SgDAZlEp539dMZVHlWCPG5zMIf1NN11VOk6kp6w8792r/67HwpHtH/qhH2p82IkIb3zjG/HGN76xtszf//3fV7ZddtllfvU8h3379uEd73gH3vGOd4zV3g4dOnToMD7mYkY+5ktJkzp73/veF294wxtw6aWXYv/+/fjqV7+KV77ylfgX/+Jf4OKLL55xy3cfurm6Q4cOHfYGFFHknz+L+vYSFo5sd+jgMWlwuMiGr62GIIJtVFBv9kyU+wnVmZAbU2xnoBUrxqKMWOmN1G+/UXyPVm1rFOdKP9o6/VhXmD/KK+FpG4l6DRHlpfGZPL/KlKmDMFybxppjFwUX7LAzaFJn3/nOd+LIkSN473vfi1tvvRVnn302nvKUp+DXfu3XulzbpwjaBv2Zt2I9KSrBs9x2Ucabl5sDhIl21Z/bmZZ7c12pclesr6rKdVAsEYKMJemzjO8tGzNn1UPhI5UDUEZhVUSxebi9PsUczR7ansdHY2eg9P0Q9PX0/hXEKJRCQQpKEVTBtg32enVp2mrVZncdxjxbgXU/H80cALQG9431hvfZZm1Mv13Llk6zF2aV6d5SvN+ZkbMGLwkFnBTQWwIXy4hSjFkrhS3qGdP6Le3v++bQ9UbSdxrVaNyInx3jAU1QxF7FVjDm5gTT/MI9RWQsF4hLULmVfXaISxtmNFG8Heqyq9j+iIKiITYZl4HPUl9seY05TKpmN2GcsWBUgMVijFeZvRZ4bLegI9u7CQtOHmSQqInMgSde6RrHW2acYyTpzVxXNDE4s29dsx8IvtZaHOMmD1FMEPgK0aZe3HaXNgTA6uqB5Hyl9b3TSd8qrK09GrGfuW0fVYn82toKAGVf5ky+be8Lzuzvu4nevZK55rq+dqFv2mKC+yyve8zfzjxjFcwFu2yleD4+2+NhlDr78Y9/fBtb02G7QYJAjH/s9j+/Tc+qDzRWM05JP26z5BubZ0t/7mAanEYo1yHIF9BoAhxMtMUisItxQjbVmN0GwG4noDAkkGzjnA+3+wwYf1tzzSGiuavPpz7ShJDCMu43RUChGYUyqcSCX7uJZk5F3/z1lkPfJlHY5dzMpEzZ1PycVEyo7f5Dt3wlKsu95eDn7bbZHr/xC38X6rSRyE1dJl2X6wdmxg03DizxrPc/Dn7/jJsOr/ueYQZ6bp/2zba+2GQItrUwN+nWKKR2sxW4fOPGhFwstIh/R6YrlX3noq8Ls3Gzj3zwM99+cR3MXEm/VzUXr/pxZ5uzDb/z9C0o26YRzXBP47yaSzOue+dn/+1FR7Y77Aiy5HUWCwk1dVR9tCUJFIN/pPiGbXVEy+S6TreqpA7xMhGhqLjjhzJF9N1M7EWy3uLqJcjh2vvlcQGiEkCRUUAykU+JbEAc9xKQsw4osxOB759wIXaPztwTc461tfMr9dTB5M2sGZ6T+ttGJ1/cZatTH4zJlsja1NuhQ1sYv9MwrkyiCs3qpXHUs+ujdafHtQ3gJIqZJVquEHMZRM18pyhlmMy+4clyDinJ8kHCRBus3zNRIJ1K9UAqRDIHgEKolE7dlnm2Zc5uhlBrvcCd75+CzNpyoYJfu1Fs2folKyi1FPrLLkJQEpuErGqdjdUi5nzuhVgF1UV0QcqlWk3h4lykGcP7OfK/1lbx17qq6FbgF2XityLni+0+O1Wb7PebNtb94pTvDxgl29drle3B+rol20LBTtOTWQwO3xT1g7e3yEQY9+sogmTL6OLu37ZZBlLUEetR48LMx4AxWK27TvdGV8yJbSvM1nJnu62Adhod2d5tWHB126EpJ7Ec4ifOXVwX7jUbxRrI/7Rb/tyzqcJkU8JqbUgTVl93SqCrzc4RYXdMKBsmhqJh9dUo0fF+d05HynNkOD1/XdlKweb9DecISJX7GkzxO3BHrq6t1j59ae1tSfy2Y5cp2h06LAp6CuhP+NY3K8WraUyVhEGSSrk/NzbLIGm5oGpBBYz3pTm7TRBLR0JN/uKQI9m2x6VkqnN30mK7tq5TNjI3QZBLMsqoCZzWi/Ija7aqtraRul2ebmuW4EyJq/0n3zVCnwFAaYl6yYGglDbIGmAIuIzk7ki46UMVfUbRi/NNZx4N3YvTgMmbqRG30/JWAHFaKmbE5uCOfNrrZ6t2y65w5NhBiW8kthEFP1pFjkzbxQgSx9oFBx8ATRBqAhtLhsQSwO03QfjCgk1oSEKyAWEmbxYdbjx0KFKv5b8p1tfXfV9Fp5EBAeX2hgW39FaOJN4zGBfGMWtPYtn51HcdFgsd2e6w7UhzEk9MuOeFxBSsGYZYt4lAniLO311U9gHGjM83C2nZjBl4VIe2g3ZexR4H8eA/xrUu2MJQ2poFeur2FhgLYUbeYW+jUOR9hlNs19PJNWOxDAqdvnx7NUsQcKdSjyIDJqdyw4zLcc5uRUYtNgGShFm5gpGPrertSXdUlyXWLgWUi9bt1qO1SEHpTYUD6QYMGVek7Pmtcu0vkqHY+HencxqzIYwuBVSqgJYMaOuLLJVyANGs6+ByS/v435T2tyib6daTw/ge1s2MkiQ6tdpsrz+e2RB2zTVTrlOjRcukAmpIdXArUGQijTufbJJPmdaBZDuCDcCbjbvtcqHD+aADkFHUzXXESraP2O6INsI9TNXrOuSIdqVLCD5+gV84ScrI31L6fNX9zmYybox4P2u6srrxbFoQ0UxN6nfCDWcn0ZHt3YhtVrc5mkTm8wOZiHDXqdvZfc1qc7YduRXYqLDbn6u7Skhdk/K3TubDLgIJp5hwt4cWk3Oaa7tIJm7nb87ZdsfXNkbgMh+wZJxnNfEZb2k63gbz/sXsyLLCHpuwOnSYJXrK5ATeSaRDmVNjPdEG/O88ItnOHFhsA4Kq7f6NlOomn++oDaFxTC7/shmPyeV3lmnCHOmWgdXiq4q+EWvkDMAiM/XEl9uYmJtwXM7M3X12CrVsu3dVs/69EARWdoMh4kE+VkTYEsG23HkARsHkg7WlI34uWJ00zd4yDNC3sS64nayPIXzQ7RmlGp0q4hLBAs4S5kThlvmyjXIfvjs126Ty0nF+7JRg+wbkiXbUIO+vn6jYwjfb97Y1oXfm7lpXU3f5qqtnE/vivcEM3roSiH3BWiGvdFfJePXMOz0l7/R41iGPjmx36NBhz2IwWK/dZwK+rbUqmyvfoRnzSf3VvWh06NChw6mIldVV/zkl2xvrYX4+uLrqFzNyijQBOLLRPJ93iNE2c8M49e0W/Jf/8l/wsz/7s7j3ve89cR1jkW2tNf78z/8cf/EXf4Gvf/3ruOuuu/C93/u9WF1dxUUXXYQHPehBEzekw2JjR8y80+hhdfs9ksjXqeOS++jXqdN6R6vfFR+gSN12bXCF0yAoUqx1pt2ZKOaQETvT9pQ1n3M/5ZpgZjZoWrWMru0zv980ttYXqh7VviUQBoP1pC5tgqFlMBgcRnp/s37URIEYR6rAfMnwQrlCdNjT6ObqdiBdetWuNpXTjMA1VlIERBZU7iVU+iyHsolpLoLKK8mFsibF6QutNDWPI5HHqqHcpxk2SrlNy+XnT6tyS4U7NM4E22QbmdoF/9IN/ezmUhvJOgooqnpw0a5JBf9op2gzh2sI8xlBw0QuZ2H2XWpGKfq1MssJVbsUTSVC8BmPVGl3fmkBaK0TbEcqAEMRHrvkeNYrOP+640zD5XZl46/qyhwslHhxfwvre01EUCqehckq3j6tl1O6rek46aGJLs4l1lYOhsjy9l4NDt9Ufc8BsHbQZEbxz7xSgOrh0OGbEQVKI8La6qqPNO6ijAPA+mAQBYWTAeGA6vPKSKw7atwqnKptxHSq+Oa7MqFu8e4oVW5mRC3yQQEr3bGtY4u3QugwE9xxxx14zWtegyc84Qm48MILJ66nFdm+++678eu//ut45zvfie9+97tYWVnB2WefjdNOOw1f+cpX8JGPfAQvetGL8JSnPAVXXnklHve4x03coA4tseCB0sYlHpXyY9niJC8xDf1CsKZMuRzXlcIu/qL1M8uQ8/DqEZta+9RYUbtKe1mubAnmePJyn9n/NIXvGutQHkjOUWBj/UhoAQ+xuvoogMu4L9kYyq+vH0ZI4zXE2tpK1e/c9uP6+oZos7m2tbWD9rvzYGNLnjfEduPDterTgaX9XcD5+dWamvs3omA8N5bPuPidTP1MLhp22l5tCjCoU6HngG6uHg9UbpmcwNtxLrc4Wve7zQSNMsXFi7RgDoEsOp/psE8jJO3KkeiRS6PiGEdgHHmPSCWHiOWOdIf6MwGxlCDcSlWvmTVQDivkhHu2P+yxhT1OqR56BGgoaHbpngKpDgSMMBQXpSw5Lqxvcm5GGWr216oZ6DtJFHHgNQVCyYwtzZ4ULtlOU7aYJPcA8MjzVrFZsid9X7xpAwW7XmNfLwA86jyzoLylTfmlgvCFIxuV9hoCDjxyZcUQbNvWLxzZ8P7Z0pS8UMDK6ppN5RWel8FgAGIR/Mylb9ND0HAz3JNc4Fgi+HcCEWHd+2k7FwThl802GB5zHGVcpjVzaBth3BFq99lBmon7xQXXNwjEukqqXQOSKPQOtQtI2/OOTkJ4mdd4JtzpZ1bfomFzcxMf+9jH8P/+3/9DWZY4efIkPvrRj+KBD3wgXvSiF+EnfuIncM973hNFUeCss87C05/+dOzbt290xWhJth/+8IfjwgsvxO/8zu/gh3/4h9Hv9ytlvv71r+MDH/gAnvOc5+BXf/VX8aIXvWi8q+zQIYeRqvYIf2ZRTvpiN/oRZxSIuvI2MUZSuI4MWt82v4Idk3IfPMaEBLFbS7DPz72V+EhJ1XYoY5TCTO/mOkk0nU1kKhtB3fneOUW7RtmPfNeVaFtSLLukW39/TFvcy5lTS1SLhSRLuN3on5Z1LwmLOJp38JgkNcsoLO7y4/agm6vHg1G2RR7oSRSoVoE0xSnqylP89MqUWLlzkVUCC6EG+n0wCmwaZC1K/yUVu5rxlpktETLqX87X2M0xnnQDkdrNqhcID2uAbI5qR8CSPje5mpPF6tIGUnMLz8q8ujoVr7A+3T2lvOJfWrXTtVkSqVI7NdkEPXOXJPunzIwmIVp3dW5hNvVqcLSQ6Ii5XJp3SjizOX90DkEPVWZZRJLC0C6zgzSwpMhfF2B8eJ1yLcm2IsKygrlP5TAsSluyFlJ62ftRDqP7kn2MrZUfF71wf+12Vj3k/LI1yJNs+XxpHav9RuEO1htpnwje7Lf5vhHHuDWTAnHaPy+2G9YftteR6sjxPz9ujK1oz2D8mZey7aSnWda3aHje856HP/iDP8D+/fvR7/fR7/fx8Ic/HH/2Z3+GN77xjXjf+96HkydPoixLHDt2DAcOHMCNN97Yqu5WZPsTn/gEzj333MYy3/d934dXv/rV+KVf+iV84xvfaHXyDh2mQ1ui3R6xmhmU5vHPnyOuciW/RLqeHpFVESBNKs65QHJsw43UKdP5hQINb4buzLp4dJC36FpyiCK5m4lXxjJtjbaEu0OHDh7dXD0myk3zNwlo1PyQL599ARekMwQZc/uCdQ/J8VUsgkr1m4k8SYvyfhCBLJmZJBJwGpCNYYgJUyDdhQ98RVbVVpF5cwiolllI8NGsdaVPiS1Bd4uzMo83a0D1QLRliL1yqS2tabIyVjROpS4IKJWJGeGjrntTbZHzgwk9YcLdU0LlR2J0Ja0HWlpEpeUksZSkOKRysibfirxgrMIec3wBLPeUD/4FAP3CEEsQItNn0iVoeNKm8LLqNSlQebKyCELWhD8mmxQvaktyrQzZZkG2oQowFXH0fbvo4Eh2nDt8ckJWqLBAlAY48wsVbvHBr7QkzxYQrtcH0MssDKVlc9gO0u0w6XjWAZ/4xCfwp3/6p/jhH/7hyr73vOc90fevfvWrePjDH47vfve7uO997zuy7lZke9TkLdHv9/HQhz60dfkOHUhO0FOZ3aQOVplz5Mp6pH7SLQa8yvJuxnc7aUNdmrCojVG9Zb5MZVuyomlfriSilGvpxBG/mqEahVxMnCOR9kOOHFf7Ie6D9HkY7VNfC1uXq32vK6A7DsZ8zMj3+I3t5uoxwTpSscZDzXGqZoyS423OfNpup7Qca2uyK8qTU/jy6ndO9dbs0lxlVFmKq9eeSFL0HYjJkPvuSLefIqzSbWx1e2FRQA+9L7dvbq4fKg005uUpPAGkIZgUqOiZ87k+IWWugRSU3d7rqYqPtc+9rYManuZfV3BR2QHFHDWcYH2jC3dfxHFOURUHEAG9An67U2blsY4o9i1bdEp1X1Elungh3KD39SgyI+8Bxizc5QXz1mQMGp4IZvt28YbKYfUZySyAhIsR6jXMIgu7e+7MxT35Ng+aM5VnGHN/R7LT5yy1fqqLEu5iELjdzjw8kk5En7jFA9JlvHAD1CrWlXKZMq22S0w8izvuegAAtw9JREFU9jRgTv7heyH1133ucx+srKy0KvvQhz4U//Jf/kvcddddsyPbKU6cOIEjR47gW9/6FnTysPzIj/zIJFV26NBhSgQ/aoOs37gvu4K2iwpra6uQvljGbzt/jA9YJs38G9rRoUOH+aGbqzt0WDzcfHjdk32Fqim5hIua7SigMQuvJyrr6wOvZAPILM8HDDYOA7o06m7kLtahw97DV7/61bHK33LLLa3Ljk22r732Wjzvec/Dt7/97co+IkJZdi/Wex2RUg00qtXR2mO0otjkU+2OyRC+ynEhgFczUhXX1ddChW6735tWtylnT59GZY0+17eBpY1bFCU1d4xbmdYVJbwOsp5s33rzMtl/VXIfgqelqJrEZyOPA1mLiNqy7hCMEEGFEr7HxdK5wEQImP3KNs+hzt2Kbq4eDapE0R6h3rVAO2FJ5xXwlPA4tTE1u07VbgrmvG7MCtbnVlVWzrIqDvBlylDkt52aV/vmiG3erBwUcnpHymTGl5uCL7eLFRIuQVyjQmVMr5gxA5Yomr4gG8nc+3O7AGz+byv0BxEKZ+ZsTc2B4OddauPj3fN9FtpiAqpV/eRdH5jP9l6QsO0S1gM9iBzX9nOR2Dv74woSm0P0cBeV3J3PmYiTi8EiTJ/JxUfx8Vnsdl2KssFyjFT1ncNEHhfvFTLgGezYa/t2cOTmxpzZsu9MRhLbDDHbkjN9RxUq2e4CnnnrAMRKNoCsL7Z8DrMqtu2n7Ofcd4eWivVYPt0tx6Z5RT7fy6m/ZoGxyfbLXvYyPOtZz8KVV16JM888cx5t6tAGCxyJ3KMtyZ6k3jqiWdleZ9at6vfJSd+9HIwgxVG9rS+tqWzdy13OHHtE2Wxf1RxTS+CT8mIhJd83TQst7hrq2l3vDpDFhL8FwmhSLtGm7Lb+Knd5ELjdMITtZnRzdQs0mcem5XLIzAF1L7uVwGi5F3Kl2rVHnkeampsdsXl5Mp8RDPGWpFsZdlLxyy5aDb/sCXcp2Ln05XYDozlNASVJt7POtYHUGLDpplLzXmHmK323XT2WPAcfXPL3h0kFApn4FXtTcwBkt/V6ykczN/0Rk+7Ut9hFNE9dY+TwXMjOZNcb8MTazaOONIbAXnF9nkhK/2sX4MwR6yjon92e+h1Lki1ixJiLciej+Hm0JJsF2WYSCylKeZJtwrxy1G/ulKm5eEq0cyAAN4nc2LJ/3B9gFi8Ob6yLxSPbRxX/azYB3zjzrEmMWoxrQaxnQqrblp8T2d5reM973oOf/umfrmwfDod47Wtfize96U1j1Tc22T527BiuuOKKbvLeSezAW6obCBcmHdJMiMa8TKbqgnfFwWyMKXZzG6iO0Ef/5o5zL07NZUw73PPU3O7ZYgZ1Lhhb25HW7HLC3WF+6ObqxQJJQlyHLAFHTJpTOPXbffUHAdKFh0io5lYJlmp3XQRz37SGAU4S7qi88+X2bTDkW0OQbunPDac8D4Orko6JdW0fOCswQbCB0vZNaci3BCkgjZqtSk++lQzw5aOch0UKSbZz0cxT9HOhslEl1Z5QJ7JupFyn/tdceoWWLIGM+4fjf01rY6W7VsBQsQ+388VWPaNmW3WbVQFJshlcOa3085dNG0W0K7myc30FwAeBcwHdaq8d4Znx6nbz72vS+A7zzrG9ndhLbxovf/nL8dGPfhTvete7cJ/73AcA8KUvfQk/8RM/ge985zvzJ9v//t//e3z605/uAqt0qEUuYvbOYzSxBZK2jxokvclfu7pduYppeNMpGsvWn5dbElFOJ9+RyAQRyVccPo5FQxdrYpqEQI+jlg8G66MLnaLQcwiQtljLLzuLbq6eIcYxI5+132tqVp7bnwQcM2bkOm6PsC0ncim5lD/Gqd0yd4QjWSYyNPtc24AzpRZlLeF2cOXKhFk51bZQZrQvhCkykQJrS3jdNSlDhNiSHUOOyHeHP2OiTsrtTAokiJIj4lIRN105DORbLmA4M3UXbE3eE6Wie143NS7nzAQqZBoISmwZM3mnWrtrTE3CHfn215m6cDUooE6pRlhciBTsJOK4NxkX186k7CIEQ7v1gHxXxB6DSamcwi+Va9ltbkEiqPbm/7x5fHKdrv/YhoNdX1+PiXbdzbMnXzvwqJorqkfTeFCbmSBb0c6+G+01M/L19XX85E/+JA4cOIB3v/vd+Nu//Vu88pWvxCWXXILf+q3fGru+scn229/+djzrWc/CX/zFX+DAgQOVPJ4vf/nLx25Eh1MPMyHco3y+Z6bqxZNSnYqfnRQiwp22T5jvRedSmQBjdQNpWrbuOJUh2PV1ApJo16yC1/nG1xDp3P0W6//ZNkyMVj79I8qNOkXyfRQxXhUkuw2JHoeUd+gwLrq5ugWkqtmAsQh0XTTySdBGSUvmGXZENSWdtixbUiXLmGMQqd0AvIrropi71GG+ec4nt2Gczam9DECXbPyUtTNlL0CqMG1gEYTTm0HroHjrcG3MKuRKr7lPqQ+uNBtm1Qtm96yy97rq/x37NFdmvvS9hBSU3ko6oe69xl0bV4lg8t4QmYYzG0uG9N2i7v3EX4N9h6HCt5tVUVWw3TGW+bJbpPCqtVmMcRHdc5fX9LomSTaAfG7wJOqbU7FDf4S+Wls5r0pmxW/l0MYRAMD5Kwdjs/ts45QJJgfM9Pc9Dn9u/aY768W+PYqHPvSh+OxnP4vLL78cT33qU1EUBd773vfix3/8xyeqb2yy/d//+3/HJz7xCezbtw+f/vSno/DtRNRN4B0A5ImX2UGVUTgi5uOQ50pZO6mMGOVDiqvcSJeoxc4fLrNG60m5J9xyZ4OfD7m2uvNlytSVjeoVbaJU5a7ph0rZhnI58zK7cp0tnt7HOjLvtylxLzLnjdpMiFbnM8+RRIXs2rKOEMsnZ7C+UVvXakeI5wJjarjgS9u7HN1cPRqseuBioqQs83+pZe0VRv99VHlgpFksWYIp7bul/zchLC448i1Jd2l/twVCAEn3W/bm565e+2+ZjK8lmxRWzOzrCwHVCoCKOE2TtiRb9QyxVnaRgHsmJRiR8b+115C97siPOZ2fw3zo53OpHJfw6i8Xxre8cc4X5vp+k8x/zMm8W0m1Zd8tpEl4GpwsfRdwZDw3b1OwHqicxynUqggBz5yC7Qi4I+EuT7Yg2CyqYqtmDzPzaWHfDlg0jQAcWFkDEIKeubWewxvrURA5EHD+6qrvv9TPerC+Ia5Lx/dbbPddIq0ERsEtsGQCx02FujD0mTZxS4HCBQicNfZC6q8UH/3oR/HBD34QF154If72b/8Wv/d7v4cnPOEJOPvss8eua+y78qu/+qt4wxvegFe96lVQs1zB7dChw7ZhMNiwn8xLWZPKGsrCLzw0l1+PFinSlGRp2Zhsa6ytrtTXi/gFo1OHdy8WzOX+lEM3V3focGpg7eABP2AOjtzcWPb886ypsyWDh26qT0+0dvDR5oMyubEHN32+vuzqqlmcohCJ/dDgULbswZXqvFwQRQHOOnRYZLzkJS/Be9/7Xvyn//SfcMUVV+DYsWP4mZ/5GRw4cADvfOc78WM/9mNj1Tc22d7c3MSzn/3sbvLuMBkyb9gTqdoR2j+LY5m2V8y/W567Rgk36/8F5Cp6Uy5soKqay3pTE+6YFA/r02q5CKRwPlpWJUBZez3VVdy6/hAr6KTQJsd2Vt2uRV0Qt1EnMUp49u53rK/DKYhurm6BOjPytqrVNOrWKEUtVS+bzlVnXVUTWM2YaefKB59uf04RTI2tTyxgFO6CXJqsWJWMok0zV4ZYstbjZAqYcmTUrqEzEaeglivVh3Jm1aoI16RL6+etQOXQKPLueZcRzX2rE4XZRtTOzgG6jMpysQQU5jxRtzkrgHLLq6lcGJeNSGUsgxn5+QceCbLfWfVw6OYvhCalbdE6bovWeUVUKUDnnmWhWAMh2BkpcG/ZPAtFz5iLK+tqogpvKg4b9KxUfWhmE6VdRmX3KretP/nXn9e754kmk7m/bLfL9GeKEp9sa+FgKov91c1zLt+Hqib3oSHJb8X9Rtr8llu6nUw9LrQ9fhyf7ymx13y2P/vZz+KGG27AwYNGLNq/fz8+9rGP4R3veAd+5md+Zv5k+/nPfz4+9KEP4Vd+5VfGPbTDLsaOBTwbEbAiRoNJNNpfwyhf7SyiSb3ORD13TBrEBKgNfObLZ4hvbbCpjHm5qys7KOfMlzgfyCMDG4PU9+C4fV7b09ECgTuI8ubkzp5tm82UnIlch9FgzClA2hzq3K3o5urR4KJvSNQ4mNXLbIOZtzyX98FuqkcuyLYp7/4cUdRD/z3N3+2DqSU+3cqalquCUGqOzEIVAhmjZIw2wdYAUDxelmxIFbsy5Ei94ZYFCb9uV5/SgC4A3QNccDPfCJt4ypnXDw1ZZe6F4HEu/Vdm3qPUFFn1Yj9yV84uTFC5GRP5qM9t0C53TLkFGp4wX4qlaF8uZkrclhzBsqblVJiUZgiLAFBFcJVISWZ/H9i5FagC3HO/BYpyY2tmbGn26dBcoDznn5253CiYnmmifW6ibYZgMxv/fbNg48pR5JNNugyuAqnLBCkQl8bsPfN85xAtvWfM/iM4k/rERLs2lsMsCe+YgdHcQk+H6XDo0CEsLy9Xtv/8z/88LrroorHrG5tsl2WJN7/5zfj4xz+O8847rxJ05a1vfevYjegwJkb4q+4dtFlhDKE1YoyhVI88R149qIdTkuU9VPnPlUE7174mZSZ3vLaEeBKFuJ1anTtnFbltqsXznfi772XsAr+nDjuDbq5uARWrfhXM1S/bnjeZOyqKM+xLvfQ3HaVo1SlwdQGjZEC1lOw7P2lSMqB5pHZLfg4EH24FNiTa+XILApZGL3corRIe8iabutmurToVHbDku2fJd+qj64OGxdfsF0U9yVRxejF3eG0fJnV6p2UdAtolAdtI7nP73XeV7IsaG/qH0zk9WmBxZJsM2ZL7CqFYuwBntm7uGTLhzcNt3RrsLRKYzULI0JJtjbCWnQ9+ZzampNptS/OGK2vRoIjMmoEj1xGhzijb/oTSdzv1fc8Q7kyAu+xniD53PuypP3Ru/p35mJGMT6PeNZvGsylAqPTu1PUtIr71rW/hAQ94QJZoAybP9m233TZ2vWOT7ZtuugmrNkjBzTc3+450mCNONcI9MWloGHiSOkcr1A0BT2rK+IjkbepL6jbm05n66pAoFlFZIqxFZuOxyp8S+/PX1vxxoVx+QWJtbbWF2l/zEifOWaeaZ1H7fLs6JlkUWdThfULs8uupMervMCN0c/VocLHUWtnmKX9vFfPgqPK8spo0wI+JIZ2X9vNCRAwkyUhN0XOk2pVLyQkbOmwCqpXBvNzVVTExt7vsyF5acu1NjTNKpzdJtttLbbb5/QRAMzSRV7sD2WZL1ACinids5voMKXbqJ8PeZ9Wr9re9rii9GClwb5/vK05Mlf2hUklNXDbioGzh86Ejn/dqNhNZs+3MAjkzAIVDR26Bt+zy/UJCkXWfCxy65ct2m9nHql8xC3fHO9NwZkBro14DcdouE/TMEO2Snem46fdSzN+mZvtf8lNRCOQ7jS5eSJItTP+92u/Jd5lfUBHXSun7RI5oJ585CQpYPcb2rVKJOX5D3QnmOnak5xrXUmeX4R3veAfe8pa34OjRozh48CB+8zd/E4997GNnVv9ZZ52Fb37zm3jAAx4AADhw4AA+9rGP4UEPehAA4Dvf+Q4uvPBClOV4otPYZPvP/uzPxj2kQ4fRyJn9jhxg2hPt0RhF3qr764hxSqKz5exLT+2+7HlVvBwYXWNGwfbpTGrSsCV9FEy5Y/KdO7auLFAl59UyOipbhZtAY8I9TjA0X3ZGacA6zBicV0VmUG0Hi26uHg0touLrUePDDMcPlc5PIvp2OF9MetPFVrPdEdbYvcYRiAoyZDr6N/3s5ik9jM3LATgTc3NKFSvBRCZ6uUvtZZmWU8UdwU5ThjFX95UMT7Sl2m1OY3RqR+QKCiTdKOAKSpm+JWmCnJqDywUIpcFWyffm5tnFY3so7LQszcxbgH3kb0eUBXHO/QurrnryFwi6z3udOU6m6JLRZFgzPnfjIZ8HXd4KBodZ2o7VhwbrlftVSDMDexzBBEKT7wBEzvfeFHdPJ4GxMbgxqNeyIWnk8Lpn1H1PiHfWNFwQ7NBPqvI9qtofU0TKtiTQWZf/qEPnOzPJ8WReWT6UtT6YZX3j4kMf+hCuuOIKXHPNNbjgggtw9dVX4+KLL8aXvvQlT46nRfqM//3f/z22trYay7TBzGLEf/3rX8db3vIWvP3tb59VlR06dOgwdzSR+I68dTjV0M3VHTp02I3wua5zEfc6zBUiA9zM6hsXb33rW/GiF70IL3jBCwAA11xzDT760Y/i93//9/GqV71qdo0bgUnSlo1Ntp/4xCdmT/TNb34T3/zmN7sJfDshHaHmeZoxVsqmCqQ2i+to/SOo8yPOVFlRcVMT7qr5eX2e8SZ/7LR9o7a3UeP16D5JnqORKjjH/RCijM7amgDTj+5TPlPy7G2UdVd+7inJdvnLhQmyM/tr6BZHArq5ejS2hOlsHSZRMRzqXspK5mo0XkZlBHXqDzkVNBdBHIlJuI3Yzeysp3INaxh7tTCHTv3EM6q4UQWtym33K9ULpuUqVrQ1B1VQgyr9S0TWn1v0g/PvdvW4i4oClYV02EDw7Q6m5tZSixSUEqbLrGMFmxlQPRuxPVH+fRR0meeZfF+7fsoGziLxuk3m6iM1O1JaM0q13Wd85+1+6X9tTcRlYDPAdBlr9kHLUvNw7QolSCPKy2KE/LPtTMgJLthZfHmFjC4OGNNwn6BbV83AgbjvI7W4IQAaKQwO3xT6zB2S9huAweEjZp8vF19XULCNFYxOFPiss1uTx8icxhOHUePZouH222+Pvi8vL2f9pTc3N3Ho0CG8+tWv9tuUUrjoootw/fXXz72d02Jssr2yshJ9L8sSf/d3f4evfOUreM973jOjZnUYC6ea//ZcICa2Ctr5/7Ymk3UB0yrm4Tsd4CtpQ91zNILYTUay6659p/tkF2CXE+0O24Nurh6N0gZ9cpj5LOoXMDPntv/mIjb7MpaUU9KwRhLuyaMGqAgm5hlyUmlXxu84Ms+t8y33prjieq0/N4g8iWIikDAVJwgyoxmazOxQctXpSJIUt4SQI+rer9vW5bbJa418va2puTvGEfCKuXlqap4ucFgCXvsMFfnXbRncLFyIINXRNqoSayAyEZfE2p/DXULGPDxH/tyCRw7eqJ3MF+9pTnmC7Y5RdmkeLLKbaB1IdpMJfkq0XX/4EwWTcd9nVFTLVxYnwhXJvnTQtr1uc47Ipv3USLTrd7VD7l4l38s5kW1iHst3vE19ALwvtMPrXvc6vP71r6+U//a3v42yLHHmmWdG288880x88YtfnF27iHDHHXdg3759PjbBnXfe6RcF0sWBthibbP/Gb/xGdvvv/u7v4u1vfzue+9znTtSQDlNijoTb+eEsFGaa2ilaQ69VatNgXtP1yShSGbcpv72uTJv625ZpRq3aX9k/BxK9gAtMzn9vMFgfWXYi9fsUItrzCZB26vTPtOjm6tEoNWM4RyWoydzQkZJSnD77MptJSOvnKHZFRFAqKgz5TlVvJwdHgTPtIZUTJH7bdfvENpLRmjW80q3sn2kCRQqrJN5QloiDAUWetKSxlU2UbEm8wyURQk5vIjIRzG1E9HSGJArqt0tbHVyQg6+3L5+S8ERl9US7hjSGtFqyERmfa9e4TEAzWzio1t6/PaThcqRaIiXY7lhX3p8SYZ/ZFj8Zkmgrp2DbjQUFgu3Itee9zHApzLyS7futrCfaaZ9EUfiCJUBjP4rPkmC7/lxbW7PPZFWplkPDxvogS2S3U9lug3mR7Xnh//7f/4vTTz/df6+LAr5dYGY8/OEPj767QKPu+7aYkdfhyU9+Ml72spfNqroOk2DOhBsYTTBHlsu0MUvmJwpsJRTTrE9Pk7rtEMrIduWiZvv9TeZM0QFJAA+5rQl+BkyDgsg2leP12aSBw/yE1NAf4rvBmMQ/N6ECaG0N0BBoL/dyOVjfyPbB2tpqdJXrIwj06jxNx08hku0wlwBpu+s9Y0fQzdUBVv+dHzIPpBv9y8oUVf2Nm1zGRt2WeYvdsT5iNzgi3gyqqt5Zk3OnECuf3isbiCqbAiujctto0YZ0m/E6yqBhFXBlTaVLzZ70OOJdcqx+OzLtXx2I4rFDju9utdNCM2C5O7aS/nYB1woisKgwqLNiW6KCewVc9IWfW3LBuwATJTq5x7G5uZg7hSm4q9cp1vLa0m4owRGhDtdak6ar4Rn0azyEaOI09J980DMZj830HQVyrTPvY5GVQJlXrV2F/rN5LtdWzgvfJclWPTOPCzl9bXU17l9nnm+bsD4YAECUO9zsqyrVMqd4vh/zE89O2OnN7ZzS0mNW9QE4/fTTI7Jdh/vf//4oigLHjh2Lth87dgz79++fWbPmFVh0ZmT7U5/6FJ74xCfOqroOk2JOhHsmynYbwjARqUhX3uuuP0TXbk4DZieCaE29ZrXaGkelpnZ19Uf92FAuOsZN1klZRgl57dLUcFS9ZF9a4vpq2uzKRkS7btANfWb6uTk9wvpgIzrv2trBuIBYdg9qcZjA69ThirJs66klxDP43ch3kpniFCTaewWDwQAf/vCH8cpXvhL3uc998JrXvAZXXXXVjrapm6sDpMgmMc5CUEZ4boSuK89pIkhDqgtFIeWS2Ef2GAA2B7Ug3naXIz/mAKvUZszKSQ9tei+zLajhwUQ82gZEuaGJNbjombRa9juE77Kfw4RpOVQPvYQAaQ6k28V0KC2BdoSRmVHYS9K2Q4fMPvp5nepUSTHGhmhDxSSWiESEbk91Td0IJugOjoT7KkQk+ChKtAp57tOZX84dbOXm1MfaKa/5BW27cKSrUfXJXFSlP8ia95ds3mIUkfcgCPqvIdUM4KBV9wqnahPhyMbARxb3vtiscf7BAwmp1ji0ccQWk52tsHbeo0DlsOLnPrjp85FiTaT88+XdFuxnbwngU3NRyB0uFygssSbApy0r/fMWyskedPeAkVeNm+jnuK8U4y5A58aeU3XBeWlpCeeffz6uu+46XHLJJQAArTWuu+46XHbZZTM7zxOe8ISZ1SUxNtl+5jOfWdl27Ngx3HDDDXjiE58Y7f/DP/zD6VrXYTLsVh/u3CQ51nXUrJC2hSd2seHaaGKeK99EztPjm5CYkFfM58O2weBI1IYKcRUYDI6EiYxLS1rr27w+OOwnztW182rrZTAGg5D2g8FYW3Wr0VOQRnZ92saCgKv9dCr9Jk4BMGhOZuSLhRe/+MV4xjOegWc84xn4X//rf+FTn/rUtp27m6tHQ2dUwEnqGAX5Ulw3DBHlR+AouFjym5FKt1daFfnyRPHCcmR2rgp/DNuAYJVUYmIR2YubjuQoFRHuCJK0s/b5kSlRJCUxdYp3ociriABQiP4qtRnXg4oMsFWoXc5mZxJe18+SMBlySbEpP9j7jTsfXWXb0VOubAhw59tv6yYivxigxAq49PfVDBxYWTULB4pweD0sDnPS9pIZ562sotTG3/oLRzbMwoMrHBoOZsYjz1uJrvcLRzZsW5KOIOC889Yw1Kb/+orw+cOmrDQpd/25ZC8qmN47OcISaqFiU7kVK6HOXJyqz1UFKjwbwf9agVkHN4VM6i5DtEOAuKFbtBBVyxzhro+dsi3LSLjfHXP921rbV4tZW3Pl6puXFTmxrlptTFnfuLjiiivw/Oc/H495zGPw2Mc+FldffTWOHz/uo5MvMsYm22eccUZ2m7Rx79ChQ4cOHfY69u3bh1/91V/FU57yFLzwhS+cu7+eRDdXd+jQoUOHmWBOZuTj4NnPfjb+6Z/+CVdeeSWOHj2KlZUVXHvttZWgaZPihS98Ia6++mrc6173alX+537u5/DGN74R97///UeWHZtsv/vd7x73kA47AR9MYwfVvJaq3EQm6kRoG0U8hVeeZWQQ+W/2oFRRdmgRPKaxHROU9cFFOFumTX/yuLpidF01vtPObjFFncUCtTOjr8KtfOuxFevGa140FXnR2jNjzMVne/ZVToXTTjsNAPADP/ADeNrTnoaXvvSl23bubq5eHEh/6zqk01HYbpQ4DZMCS6LkYD6uKJR35wQzZIY9aWpeCOsSUoXZYk1/K0HVAGPxxRyp0pBCZZ2/tx6CSuvL7Y4teraeoHa6gGpuZncqJisXVI2hrLoa+9eGbYWypuH2GuUsFUy/k3lTmhmzjYYOo0Q7Fdw5Q8l7I9Vwp4SX1km8Z9tZiKjeWzrENCnBODk0rSvYqNd1bw4uYr5Txoea0VNxP6gGHyaSMjViE/HCKvuKjGrfkwG+hXKvQOiLdGmkh+bWudRdriPFPYe954BVMXVZfWWTkeyFou3/jRTsAnBm4j76vXBDIOXtvUtwxhVA9BeC6wAjfZ5iONvFbJyaHVK09zIuu+yymZqNS3zoQx/CL/zCL+C88+qtNx3uuOMOvOtd78KVV17Zqu5WZHvS6GsdFgCLQLp3CklwrdG+2vawCiXTrYlPsz8zYv/usaEMwfSVxdfn/JfDdY44j/Onsv/V94yuBD/LwgehC6b1bRdSQjlxjXv+me2w23HVVVdhOByi1+vhhS98Ie53v/vN9XzdXL29GNdfe1w4Lpn6GwOBt4R9ljgjEAhFNdHOLTvzzU/My9OgauZYM7Z7P2xpAuwZnDguSe/k6yAFLofx8fZY6bdLurTnIbio5o5ceRNga9JdSNNyd0lEkQm+I8yFuGnutyLJUCBeiOrUMEGyXH2yjqElyyaYXej0UjwfQ2H3zczYWF+Htm0n0ZY0EricyZ2JeUre3L0mouj6HFxQM1NvuKa+IvQVfFA4x3fjfNgM4hKFdqbhglSXw/DmIN9rymFwIXAQbgoRoQbMiZNtJrK49cUWgdBcGR/ZXrvFJY76yC2UpG8Rzgfb9WEu/Vn65iSjvk8yvI4zTiwsMa8LcDFNfQuGtbU1PP3pT8fa2hp6vR76/T7OPfdc/PIv/zJ+//d/H5/97Gdx4sQJaK1xyy23YP/+/a2Ds7Ui24961KNw5ZVX4pnPfCaWljLpCyy+/OUv461vfSu+7/u+D6961avaXV2H7cGk0acnOdXESvW4aCCTmfoqRLtGqZYKsflcFwU7vBjEdcvyo9T35v1+gvQ+0LK8qpST36vhdgLW1lYz96kuxViOyKtMOVf2/KRsppyLGNoUwTtRrSdKlZU551iHYBvU0r1Ijhg+ANKpjAsuuCD67gK7zAvdXD0eXAqjcbFdP9lgdFW14KmMvIk0biJ7I7/4UiO1y6jmAKAoRN72GrIt4P28gfoF5JyfpwvMpoeV4hEBl7mTZc5uQcpJFSiIoIVvbhToyga+Muqn2aE4EGzXBe5fqXCa65Z1haBa8fW4YGaS9Ll5W6qqLA/x6btcgLJ0uVsSvCOWmANBLc9FDlcEfP7wRnRreyrOgS0fh88fWbftDD7vgFkUIa0DwWKNwY1/A58P2y/UI/s+OTh8xC+WOBApc03p85hGFk8Cn8mc4trG09G2XSlpdih1Ndq/7FPZBm6wKghtjxcqwvYRB04A5+8/6Wv6vBcAT2W8//3vx7ve9S784z/+I7TWOHHiBH73d38X1157Lb74xS/ioosuwhlnnIGiKPBjP/ZjeN7znte67lZk+zd/8zfxy7/8y/i5n/s5/PAP/zAe85jH4Oyzz8a+ffvwz//8z7jlllvwl3/5l/j85z+Pyy67bFtN5TrMH+OQ5zja9pxoStMI13r0yxHoKjmtksua01YihI42cW/Vr8nqv5ncgiJtPuTroam6Pz1vXVvz15kn8qP7u1pRmz6qvoiura3mj808k2urK83Vj27BRGX3Mqy13ymNz3zmMxMd95CHPAQPfvCDJzq2m6vHQ0Hh5XYRoRFe9NPRsjZYE6qEs1KGyKcUgyjvhUcZ2ZxjxTuo4VQJpJYLehRFMrcg1kCpKxGoZaowFqqnDKzmiTfg05VJ1Ttct7kuF22a7MUWyKuZ5rodESazeFGjEo8iZ45Yy3Cokbl6Kws7cy/dJRXCcsGlInPVR0vwZK3VhILtSLYi0Sb3j1CvY1lfV8i13+4WAnJRzmve+3JlAeDQ4ZvtgcKGHQCUAlMR0qAx48bBodCMDMn2EeuRv78OaWT/FLk3E/dOM5nz4gSYcFya23i2AD7b88aDHvQg/Nqv/Vq07Rvf+AYe8pCH4E/+5E/w9Kc/feK6W5HtJz/5ybjxxhvxl3/5l/jQhz6E97///fj617+Ou+++G/e///2xurqK5z3veXjuc5+L+9znPhM3psMeRp19zsyiSI+KZD27IbTOXH0Scp19xUonpWw5IDI5b9GHU7W7FerUcIkZDMB1BH3K52gcZX1qFb7Drsfzn//8sY8hIlx++eV4+ctfPtE5u7l6PBBRViHcKaQmpAWE6hoRN661Q8KI7Qp5E3NA5O/2ZAo+orkn3UU/lHHKNZt52hNkt10PAQUwREowgbqc1NE+6w/Oha0jiWbOLqI5KW9ybtoeopszE0rpy47YHNt1A1lRWkaglsc4FIjJnKaYWKdIp6S0bOJWHZTUpB5HsKVZeHp8ql4TpWbhInq4UK7N+VyH6GAyDgSVunL/kHlncTuF5Z+7L0SA6kVRxsMFBBXbH2NJtiHPMcHOzealuLeHN9Zrn3+5GOHKNRFs58NeZN4tFm3M6NyIZosHP/jBuPjii7GysjJVPWMFSHv84x+Pxz/+8VOdsEOHqTGp40wjRpHxRUHejHx3YE4rmQvo+9NhNOZhRs4LZJr+ta99bcfO3c3V7dBTQH9BhlHNVVXKGSRX0zZRrOjV+OrnVFgXaE2DKsp2CoYhaEwu33cwM3dqd11gNWMtbnN3wwZIg6qkC8umAKqM6VrkYtZRMC1/1UL5BhwpD2bnyvv9WjLHwfy8anpOjRYCwojavI4Ikl6HOlKWBrjLqdVmsyB+yJNqgiXycrsl2BG5BvLKdbhYYa0QPkf3JeeqlzMRd1AFfDovH+gsNhM3lZh/ItcAHRPsum522kwaHM83IXcMTJb0dPFCoiDhF5+rdwennXTM6M1pPCPmGaf+2j3vbX/6p386dR1jRyPv0KFDhw7NGAzWR5bp1O8OHTp06NBh53BwdbXWB96hoHZz+imNPWBGPk90ZPtURbpqNIUS3CoSddvyTWbhc1GsJUap13FQs7ZpqdLrrTuuVT+6AcivCKdt1jWfazz6xlg9bNPucfqk0pZGzHngbeqHhmfSKUsOTRPu2tpqpfzYmOHvdtExjzu+aGvl/+N//A9ccsklPljZP/zDP+Dss8+GssrcXXfdhbe//e145StfuZPN3LMoVD56s8M8fn11z6jzJa5DEQXbEoGUAKPg2n1OfSudj2kmsJr3+ZXtyoyBJZs+0lbmlYSEYaRGo7JWo5gTKbAu/We3PWSbsL7Zbu7SOopJkjQO0pA+FEnKquDPXfHxTk2zpa+3V7urpuWA8/EOn+X+bBqypPkKQJFIkHLGbjIJj7Y762tfR9iQ9b12SH2wgWAmXkN6SCjg9VKy8JOPgtulZuJW0bYpvoKvPlXMxWWT3b8hgni+HRVVmgkHV1aq1gG2XQUBRzbW/WdOnw0L1/8myjt8yrVcmXy7Zo9Rc1zTeNZhPPzFX/wFfvu3fxtf/epX8Qd/8Ad44AMfiP/23/4bzjnnnLEtxzqyfaqhichux+kneN0dl8ybgyQxz/gCT0Va6iKJtzVMqjtGtSbmkbmObDrXXCMlbXM+d3X117ahbRT1tn0xAaWqMVUzRFcYRjLXqsMVUmzrXPVR1ZOyucBptqz352vb/nHR9NvMRE89FWB88E6ta8rhx3/8x/HNb34TD3jAAwAAj3zkI7GxsYHv//7vB2Bydb761a/uyPYOweQWHu85bGv+WBcQqlJOVCf5WEosZH2SmKckmYhETg34scPnGGauNYf155b1SWIvzrWlJRkxn300a0e8bXA0rgTYykQxJ1tOaxP4LJ0HanyDoxRTLIhc0QtEXx4rF7RJAaqoEnC3328HmFQUdTwl2wBV7oXkvP0a5TQX4Toi066Po7rZbivjE+kyJtTyOlJlUpexiXgSYC4+Plm8JwJbs/AcsV5bOejzYLvyg43DWZPx81ZWo4B17lIcGfZXzMCBlTDfR4sVRDi8vi7uo/XNrulzaYIf3wuqbLPV2edb1pH/BbWK6TqOCDLm3D/ueNa+IXtL2f6f//N/4qd+6qfw3Oc+F+vr6zh58iQA4LbbbsN//s//GR/72MfGqq8j2x0WBxMRimQCbhzEEoW4yfHHffRBw5pC0LQlmXHZpnpDy5Rf7Q/lU+VdA6ywPtiwjVZgLrG2drCmzcChweFIrTbEsl41d+TVlK2rV/uyst9qo32TxmBwONpUqTt7j9rEg03P1WBR0aHDnJC+fDf5dHbYfqhyC6rcmkvddbNZGoFbEj0JRfGLdmX9GIL4JPWVIK+EO/JSUKyCy3dyRj5VkkQaVC0KUsVsiIjjVpzx6QY80U7Jt287a4CG1lc8EHJWPeOn7fy9leir4RBwAbwUDMm2x/l/SYXvwmecih7A4TVYBlurBAOz5LJCxqP7FBTyFMuJsr12/pr/PBgM6sm0ZjOH2mscrG9U2uefAD3E2oFHRecZHLk5P/+RwtqBR4i+K3Do5i+KFohFCSasHTzPR39nUkDRw+DI58HySXfpuop+KGe3a5cjO1mwKDVHz557XksOvtKjIKOtuzqcwktJOSC27MiXi++VqdtYwYT7JBoWiSDiuBkQynHfiuc1nu01XHXVVbjmmmvwvOc9Dx/84Af99h/8wR/EVVddNXZ9HdnusNhoJMTzj2zjCW4LYl4pny4eMFsF2gYHSev1q72JYs2U1KvD8aJenx+cdVy3bIevO2lHrs3+eF21PqjtD1NXU47v2UCZc+VeIlwQmFNMDT7VsBfMyDssOHQZyEYO074sZ9RYgj1f3fgkjjEWscp/lvskGa8OxxxMYyUnYA6BnuSisvVZdYtBdXkjNEsyxPF5FcXnAld+kAUVIFUl3+4zI6jMgcjroEJXLLjsPpSGxPs5DXEgNhW+kyAjabdFCx96GNfRWzK5xWUZ9zGdhzKm1YpFXnFmqK0TYV+5FR8fLUCUoOFJYLhp279pAozlnk1dRtcX6qouHri2EetYhXbtpyKUYwKKHliJcqpnFkHEMV65LpbAFKK5l8w+Gry9fI+SDeH2lyDK1P36UlWbYO6dV6sR1Oicum3eHs0Xb40RWRAk94JNP1WIbG1++SZrtdmPKRGaxrNpsMeU7S996Uv41//6X1e2n3HGGbj11lvHrm9ssv2kJz0JT3jCE/C6170u2v7P//zPuPTSS/GpT31q7EZ0OEWRksc6s5v5GeguFkYtENT6DWfI5CTla6Hgyespjtonre5lqUOHXYpurh4NKrcMedmWk9WP/bHa7ci4i6qdGZcFAY/UWL87EB2pezORVZ3T8wfVO41yXmmrUyXZpLzy50xIU4lYaQSAktirioVQvs3xQuX2UcwFGbSfUxNp1tpHHI+jXwsl3JmmA0FdJwXSiYoOsbihhWLulOTeUqU/KmbaSWoyX0wSNdag4QlfPnoGU0W9HIK2Tpi2sAaVW94yQKrhTGRSdInrM9dRelf6tE3GX70XrluJxQq3H4Z4c7EUE3NnSi5TdQEAA1sMaM2Rabi/FckjpRNS7V9vMhFQvKd3Yu6tKDYNJzKKdeouoQSxdr8L5czuOaNEy0WPdGFuVBq7mnrmjcpiS4eJsH//fnzlK1/BQx7ykGj7X/7lX3o3sHEwtvz06U9/Gm9/+9txySWX4Pjx43775uYm/vzP/3zsBkyKd7zjHXjIQx6Cffv24YILLsDnPve5xvIf/vCH8YhHPAL79u3DgQMHKvb2zIwrr7wSZ511Fk477TRcdNFF+PKXvzzPS+jQoUOHPQlGUMlm+beI+PjHP44//uM/xh//8R9Da43rrrvOf//4xz8+t/MuylwNdPN1hw4dOuxq2HgKM/tbcGX7RS96EX7hF34BN9xwA4gI//iP/4j3v//9+MVf/EW89KUvHbu+iczI/8//+T94yUtegsc97nH43//7f1eY/7zxoQ99CFdccQWuueYaXHDBBbj66qtx8cUX40tf+pIPRCPxV3/1V/jxH/9xvOlNb8K//bf/Fh/4wAdwySWXYDAY4NGPfjQA4M1vfjPe9ra34b3vfS/OOeccvPa1r8XFF1+MW265Bfv27dvW65sK2+2bmpgdZ1XqVhEjJlUSR/xgK0HUao6Jzl+zBpVtY03k8lZl26rJ7QalJh/tatnzM1sTX2hxDZVAZLl22+fOlG3ob/F8mjYn/U0NZvutA7hlMOoZy+yvbMmZ+s8bp6TKTrGv34ywiHz7+c9/fvT9JS95SfQ9lx95VtjpuRpY8PlaD83fdqBB2aa6fdLvNUIp1O0SMoAYkwJxMDt36p8z6zV+sPEvhSj4okrVW+biBqq/r8jyWZiuS/9uGfzKqNrGv1s7NVLUp6gA9YpY5ZZm5iLaOWDV56IX2iXNnFNf8EgFdmU4KN6urFMvhYk7m84wCvMoM15Zv2sTAJRbUZvWDx0K56ytyLR7sL4BF5EdUEHRjlwBzPUMDt8c12HvbTUHNuHQTbcIa4JCPEPhswuDPjhys7g2F+RMQbvet9HEmYMftgziN9R5Y0dO3RHk5Yu+IWESLs3BzT6KAssBQN/5Yqfm4VbFdk+zCcaXvHPUmei7stnGLoayvW3j2SmOV73qVdBa48lPfjLuuusu/Ot//a+xvLyM//gf/yP+w3/4D2PXRzxmxBalFI4ePYozzjgDL3jBC/DJT34SH/7wh3Huuefi7LPPRlnOyV9A4IILLsAP/MAP4O1vfzsAQGuNBz3oQXjZy16GV73qVZXyz372s3H8+HH8yZ/8id/2uMc9DisrK7jmmmvAzDj77LPxi7/4i/ilX/olACbi3Jlnnon3vOc9eM5zntOqXbfffjvOOOMMAP25vkCNhVxU7ra3vE3ZJvJR1wfTlm1TvrJ/BNmuLTuq/PikrzmNVvtBebw8zTnfwaZ2jMI4fThFf7cx7R7nGZny2RsM1mt/F/J+DNY3mttmyzfVt0gk20wTW7jttttw+umnT1XXH/zBH+BXfvpy/JdzXzCbxgn8l6/8Dzzv116Gyy67bOZ17zYswlwNLOZ87ebqf/q7W3D6ve5VW26aAEd5kiygRuxPUljV+dz6c0lyVFfGbkt9vTWHIFXylbCSQQrBVDwNqEbULlSoixLtiLYMWgVAbBdEkoKZeRx9PLPNN1aQ9ciMvMV8J33J5ebUVH0UxDUMDt8kKmo553qCnUK1nx9ykcOBqjm5S83l2i19sIWJOGCisjhiLZvqguYxm/eK3L1PoUW9UVmyQfYyx8go+PK7jN5+/upqdcEF8NvcHL22crB6vzO/tcH6OtYOHqgvE11U87gxz3Hl9jvuwPd+/yNnMlcDYaz89ldvbhwrx673jjtw/4c+embtnBc2Nzfxla98BXfeeSce+chH4rd/+7fxlre8BUePHh2rnrGVbTcgLi8v4wMf+ACuuuoqPPWpT8Uv//Ivj1vVRNjc3MShQ4fw6le/2m9TSuGiiy7C9ddfnz3m+uuvxxVXXBFtu/jii/GRj3wEAPC1r30NR48exUUXXeT3n3HGGbjgggtw/fXXtybbC4lpXthbTUoz0pLGCWjVVK52nw0SAmD8aNZ15ccj2um0ESJ2T1rn5EHIoryULVKR1Z+7zXTaph6HdJJraRWxTc9q6wWOcc+1QMR6uzAXs+9FlLZ3CDs9VwOLP1/TqJfsKUA+eFcNSqua1paxbXHRtW0kaA9JJAQJZEnORcSySAG3f14ZVATFhnRLBZQSAl5yeK6KDJlKWm6PjX/rbP1l2dblSLsitpHUHXmSargj4PkAayyVSeHr7b+T11/zacdkY307VZ4UjfWMyPvF+c9jI/O8VFRruchCQbWW22vJNeAJNltiLfz0wwKNqye+JE+yk/uuKPbxj66Eqtvce0lKrOVno60Hgm0WZMzJ1w/9Tdxgf+E6WrwKynaDYu1iCJSjVeORRHrKMaZSf5rdYF4q+h4JkHby5Em8/vWvxyc/+UmvZF9yySV497vfjWc84xkoigKveMUrxq53bLKdCuGvec1rcO6551ZM5eaFb3/72yjLEmeeeWa0/cwzz8QXv/jF7DFHjx7NlncrE+7fpjI5nDx50udeA8wKUAeBEYHRWqEu2vTU5GRawj050ZXIrds25R1vkze7bV2zgeyXaYn2hMhZb8y6zjExntVBh1MR55xzzkQWTpdffjle/vKXT33+nZ6rgcWZr2vn6rYvkE3jQdM9rqtbBs4acX6W++XLvkqItzMrF8HF0vMbIs4m6JowUSc2hJ1UrHi7IFJsA6cVwvnDBVvLGUc2za6azf7S1u+uQhL5MiJpLCJLx6bndeTb95tUvt1iRNo3MhWY32feO4K5ud0+StVuW06+14waI2R0MxkBLCXU8rypgi2Va1GHU659HVK5tubdcrEkVbPNNmEJ4QqheTFV1XwmUEykya8DxO4GFYItFpX8fbf3PvfOxMGqZzA4lCfkvkLl79dYRHYSMjnJONMQ1K3D+Ljyyivx27/927jooovwV3/1V3jWs56FF7zgBfjrv/5r/Pqv/zqe9axnoSiK0RUlGJtsf+1rX8P3fu/3RtsuvfRSPOIRj8CNN944dgN2M970pjfhDW94w043Y/ExE3I8C0h1e/vrakt8m8rk1PFJ60oxH3Py7a5nBthOf+w9jFPdZ/s973nPRMfNyq+6m6sDppqrR40Hk8xvo1TvXPnUNDX9rkRZ+a+DU2p95G6OI51bpZtJeR9yl16M2arRRJHabcqba0/JlYtknnNWcD7dQDLyZ6OfGxLOgPU9lqSc43ROlnwDjoRllG/bN544KS3OJRZftLR6aPFyzRo+XZZD5LtdJGVrTLpHnUYS7QrJdnFhYjKemoX7epxyDZjFhQazcFNvvTWDRB3RTlVr2TwgEGzR5Ei9jnJcS/KbNtyR7DqrlchChKu/FQme4L1x1kTb7d/J9+iclcC09S0gPvzhD+N973sffuRHfgQ333wzzjvvPAyHQxw+fHgq9+Cxyfb3fd/3Zbc/6lGPwqMe9aiJG9IW97///VEUBY4dOxZtP3bsGPbv3589Zv/+/Y3l3b/Hjh3DWWedFZVZWVmpbcurX/3qyNzt9ttvx4Me9KCxrmc3oBVJFCu1I8vXmf2OM5g0lW30f3UDZ9NgmFNqc+XHV3TTvhlXqU6PGdXXbeofn2Q3GQ+O4+9ecy/a+i+PM1iP6/vvDkO8oj7KZN2VHwzWRzZpL6vfqWnpqYgnPOEJO3r+nZ6rgcWZr6eaq2f1gjsOuc4dLtI5jcQIs1hSLqiYJB2GFqcEHJZ8u3RiUu2WxNsEXhPVSTWcXLmYaNc2X9TjFHBPEiFJVyDzUvkGasi365v035wJepFYFchjso3O7JPqcyFet8exxkrvuSTUcptjp0DynMQ+186gPqdcR5cjmln6IGhRtbVQlNxncrmvq4HMUjPxnIm4U68r5Dr7HmmJdhooLCobFrvWVs5r9LEm1uCih8HGkfoLrhyU3LM25HshBKkO//AP/4DzzzcBhB/96EdjeXkZr3jFK6aOwzVRNPKdxNLSEs4//3xcd911uOSSSwDAp1OpC4pz4YUX4rrrrsPll1/ut33yk5/EhRdeCMCY++3fvx/XXXedn6xvv/123HDDDY0h3peXl7G8vDyT6+rQocPsUCG7dqLNEdyxy9aQ7b1Mnjt0yGFR5uturu7QYTGxsmrmzTTS+Mb6oFJ2zZZFRtH2QUld2ZWD8cGJsh0FrOswGnvEZ7ssSywtLfnvvV4P97znPaeud9eRbQC44oor8PznPx+Pecxj8NjHPhZXX301jh8/jhe84AUAgOc973l44AMfiDe96U0AgF/4hV/AE57wBPz6r/86/s2/+Tf44Ac/iBtvvBHvete7AJgf+eWXX46rrroKD3vYw3wqkbPPPtu/IJyyGCc6eROEqt22bLYtM2pHdnta/8zaMY6iq7wa3dRXbl+qWueOqVO3R9VfbUN9mwMh1SNJZUxeNdZWV/IFiWzZcN7assyVyRTM7QlukzXFCLgS1LJ8q7Z0mIuyfYqL5bsSCz1fjxtdegq0VqVndbzWVb9u+VkGiXIv0jLIGgCgNMqwULjTVGIyqJozlHbpvgoCShaSdxBfa+3BNBKFnBmFCnOVFnOdU1BDajGT2sztS5Xu6MykTLRraZ5cZ4KfM1dOMcr3XvXrdzbd21xkMNSo1wwcXI3nxPX1QW2AswMrq5Bp2Y5srPtygHiHYOC8lVWUmkOAPAXctJGx4CJTLxDf45sOb/h7I1XswqXoAvz9ANyzJBRtZpM+zZ0mCoCnQFwGtb+JGGptGt8Ssp8n/Q1v64y/TePZqQpmxk//9E/7xdkTJ07gZ3/2Z3GPe9wjKveHf/iHY9W7K8n2s5/9bPzTP/0TrrzyShw9ehQrKyu49tprfcCUb3zjG1BikvlX/+pf4QMf+ABe85rX4Fd+5VfwsIc9DB/5yEd8zk4AeOUrX4njx4/jxS9+MW699VY8/vGPx7XXXru7cmwvMhrMvhtNoRfCr0PXt4OMsVP78hoU+X+NmKChQFQA7DyrZHkdlVsfbNhzKDCXjXm3B4PDIvVXaUhrQ5sDXMCYprKz9I2fAO6NIvO8RcQ5d1yHDh1mikWer1n1YvPeRYR7ea5lp5noxJngX3EZHZulO3LiiYucW8y50+jqxl9bmWbZdGJRYDXvZx3GW/fdBTnLjbg6swpH1k/bmD4HwqfZ+G3bwO7oq0D8S2sH7fyA0+jZBMO54lzf1lfdmp67fORKicBdbeaJXNqw3lL0fW3tfP95MKiquAD8taytrfmFjcPrhuDqpPecWfhmGS+hb5ViUSKtnxlbtqmFSny25YI/cfb1TWU2EkyOa2lGTgB6ztJdHg9CT1HIq84AabcA5PKdu9WBspITvbqAVARf7RHpt7KktC4dnzPTH5Wurwa8je9DrOYzntG4AeJa1LeISAOI/uRP/uRM6l3wWaYel112Wa0Z2qc//enKtmc961l41rOeVVsfEeGNb3wj3vjGN86qibsHOdVPOlnN+/Tbu+6HRjK8DQhTYdIOOXGFtxYxobTxMxflG9V8va0TQBacLh7MH9v2pOXuZbp9D4OBuQRI22YNoUNLLOx8HeWnXjBFqG1kax91agR5yJCPSB0sh6Z88kLtSTEpgMtoP/m+IxAp/6LvAqsBJi+3KgI5lkpqLqd3QQQWKcukkp0e4whm6UgxBz9yiVKc10U6JwL6qI4YLu2YJKcEE4itGOFs7q5BuSjvsg1RnBTgpIvPRkBtQilmaA2cHGrfnpNlCAqXy4O+qWPSXDJDc77dZdJ3qUVdNZAZ+XMXFO+VvteF/ZOm4S5vNoAo0Jkqt5Dzm0cpUt2xNuQ7JduAVapNBH5q+q2430JucarpN+S2p1YwizRe1AV/m/U59oAZ+bvf/e651LtryXaHGaOBBERDakrM60jFiDqnxrh1LzrJSdsnzcVaGsdWyuWueVZuA/PCOO1zAWFmdT1tnpG6RSj3EjFpvXsQczEjX+BHu8PigYs+uFgaXXAH4FNY+fRcNabNPqd2MAEnUlUVTqnRal9uv1XBs4HFZH5v1QttFJHNe1b1Btzvk7xi7NRvc32uWvbmxkAgbU6dTQMVVQgnO3PzdLv5t9SB7Ndpjib/d0xaCwKKEeNLINu2HrFvS4RlZxgF2pXdyoVs93UyNkv2iwRbzCg474amYdK3VxYxMisQFXu8dEpzhJuAggkFEZQKhczigygvVOueokj1JrJm4ZzmtedYsRbPmVG2pdTeQq3OIfc7cKnQgPxiW0JYmRSYCpNvW2xbRHDR4K7QYcfQke0O46MtMZ9Rna3RNop163bomu0SdSuhbcorxCba06Hqv1xnQkiRCVvYXt+WSt3jlAXGY0GziFZfV++4h8ywrg4dOiwYVBGnZBoHk75st1R02ITD9mMNy3zLMq+2TOfl2kXKEIP0XHVN5tisPDIjT0zMvboofcKt6XkwYS3NNjtP+NHStlP5hYHY9JxhiFoa2dw3P6Pomm1hPHYtl1OIVNT9lTGDyyp5tzuR5g/XloCnaDIClFVvxTbasem4bEJSj2bg0GA9JtA10w8zVwKLEWJFWtZxZGM9WiCQZWRUcO8LL5RqojiyuIwc3iMAXEaWE4FQc2wdUW7Gqqkj1Lo0z6uPLxCbMctntZLaDYiezbhDYpVaLhJVCLRMsaYK83yPM/fPeYzIYtLxbBT2iLI9L3Rku0OHDjuGcSJ4r62ttp7oast20ufCYG9NtR06dOiwe7FhfcWBEHyubjo2Cwk1ebDTshuH82bkC6ocd+gwCTqy3eHUQZOJe67s3DDOJJErWxdgLJOTurEeV75te+Y4uU1iYbBNbgm1hD/zgtC4ONAR+Q4ddhW4WFosM/IGtSc2Iy98Wa+A+4Jk1Do9jAmLjEAuA6MBsTKeQmt4r2Jhykus4SKTsTVbp5Qo5aKb+5zQypubA8bPOUQ4jwVeH9yMOQq8ZcKN5oN3tfEw0gBUqmDDnSupD8aUu2mWdMdGccJdMLfEvDv4g9dDNiG6xd63ur58LSj+7PpSITYdJwRS7YsLtTvKgQ3AxKBBiByeKthIyLT7bMulAbMYWtwMEytAputi2TBV2BseXBsGh2+qNQ1nKsTF2Gc/utCMGbkq8ibaC7YoMLfxrFO2p0JHtjssNsYlXTMlZG4QHYfgjkaIAl43NTbVq2o+tyk/bjva1Duqb6YYUNvey3EWWbYJrRT7PUzOGQDXBO2Ztt4OHdpiyOZvJ5CL5AyKTUCjIpwZy2XqrgjaEIPIdDkuy4LomgaFAFIR8U6CrFFKloAQx1OJ7TK1mL+gQMK9b7kgPY58O+INmEswZuUm0jjJIGswpKtATMh9cwWRdIHWFHNNTg9xWbYKLepyvVVvwi3qpOoOnZJJ117UT1lRnXZ0UyDvXdD06LoqvQm56ItQJpBreYxUrj2xFhWTC27KiNVrR5xdRHB/IWm8gfi5JEnMvXk4G8Itn5n0bqX+1tYXmyjxy47KUPTv4PAR0wz/zFdvBtvFIVZFq2k7vdfbiZ0azzo0oyPbex3j+sGOU14EQZl5vQtAqCaB9GkflWt7O9sBTEq6FwBtJ7ZxJsBxJ8t51n2KYm+ta3dYRJhozO3Kpj68bZD3B3bnzgStykiVuRo8UafCkq4iVgZzJJyrvt+Ruup8vItqRHJPnJUKnCghU55w+0aKzzKwlQ1Q5QmRJ0EMQunndoqUSFVRvl37U9Xb+7ibKu3noH5zJmJ51T/bXULc+6PW+XOvJpLCcYvyuTplW1JiHMrGW/yzRFXVWh4v1et65Vo8T2al1BRMSbMj2UKxDg1MrCzc5rScK+KsH2RHREp1vEgDwJBrUqGfM7J8jlR7lTz1l0d8ncNMIIFxA33OehxJ0XY8G7sNaXC7GdS3l9CR7Q7zJdw5zDsi9sxUzlEm2DmjsWY05hTfIYxPstsOklMMptsV2X7aemue48FgPbtdlh/HX71Dhw6zR6k5+wI9M+QCajW1B1XCnXvRLjmkf0oJuSIC2SBJI0m4JOByX+5F2BPuUFWr0TNVw0vtzc496Xb1u2aSgukNu4sUoIqQ2zsTYC3No+2CojkCnm4H5AwVVHTTB66uzP2rmTOYqysjsixRmPlD+rPRdaa7ZDqtpPlmu98UyHUdsfbbfWRu+48l2OSDlYVAZ+GU6YpFTLKzZuFNqbVcuYhES8JdPaYaUTxcYCOpNg0CABxcXZVfAeQJ9Mb6wEeybyonMbORZYz35bSNM4OeMBp8U317CB3Z7mDQQG6yBLGBcPvy81Sf2xL+tsS7VoVvMyDkSHm9ebXrn7Ykt63yLO/RqLL5NrQxl5+QaI97H9pgRgs2dcR4bXXFqCOyXDRZx+dfW1uNys+6naca5pL6a/ZVdjiFUWqe38tpA5qUqrQ1KWnx5WqJHbv/VUh4RQmPFEZDlipRz6O2SCI+NImztIhknqZZqgGxDkm3MsSeZD5lp4Bb03SiQNri63NKeSDOdQo4QBVyjkqZOMe3Pw/i2S18z5d16Elr/Iaycgm/qVxknZZRq+W+OmJtni22abYQd0ZqFg4EQg1UiXOqVjdBkmsYYh4p2YD1w45NwddWV+LjnXk3KQx8ADcCE2FtbS2JSM/+EgnAuo3aLnOwh7LVJpe6qho3DR2TKNizwE6MZx1GoyPbHfJoQ2YzZVoRyMqK5wzV3lYDnJ0ec2WjaxLTX1O9REinyGbyPg55bSLxdTZ7beoe0YaIHLs2j44s2qrvRN8MBoej8/vJNNOewfpGZVudOpwl0MxYteVJbBuFbIl5mK536NBhW6HRPErO6udbmQZyJuT23/SFvrDMqZJPOj2Htzd2ZJMjUu/VcCvASgXcHBDIb1Ci5X5tgrFpQ8x8zaQ9Ec4rl0MfSM3Xo3p5suZSi6WqV9EDWTP3SPVO/cJJBVWflOlTQcBNv7j+DOTLIfQxBVVcwOX6roPblXubKUQbioay0mu/nzlfGrQMyJDtxMcaCMTanZmcUpkz9fZ96swGhlhbOQiUYhFEKQyOfL66WEKE1ZWDlQB9h266JZuWau3gSrj3svzhm0N5d4EiQBlL83GioGSzubfOYiWXh50oLLaUuvrWmutzRj2RbStBzGI8GfVaPje92C2+zLK+PYSObHfocIpAEkwGY23tYGPZoGzrkSbNpm4zjNcS4qhsINujynfYewivfB06dOiw97CyGhZ+ZVqtprKAyY3dhNXVtSj43nqSd1tibXUlIsuDjSONdXfo0GEydGR7r6PJf7rNytM4QdAmwVxWv0Yo1bOsu8Y835HcufdfDtYfi1M1vPE5mMN66TzrnWcQvXF+Fzns0uB+HTqcapBizVytL2PROQvnoVw1hjJKXMnxiF2ngDtFls2XSDl1PuFG8ebsipeiIlK8vWKeRBZnqypLf2wZxVymAYu2y5MJZVqqmqkqysJ8mdLUZXoY6lA9MJvXWhKmxpVuJ2XU5URNZXGDZLYEp4IrookjTfcTUXe5oNp9DgoEDcZS4fy0CX1FSC8omG0z+jy0q5mmT1S5FQqmAc3KTdN/gLEK4DLaHx0n7zVrsFryx/nyyf2MotoLM/HoqVSBhkT3QxVg/xxaawSpbLOI+s0c3RfNRoWuswYh5igafJPptXvqNVdiobeMTD66zFjI/mbF7nmNY13qr6nQke0O9Zh3IDN3mm01IV9QzJMcpufZrZhBH20bzQ2hb7frjLsLDOgu9VeHHYbmdi/Ds4og3HQuVTdkkDk/c33aKQA+qJel0Sg1Z9tQMlAQV5i/M6+Ngq8hY3IuyBWxNSHPwPl+R2dxvtqkQvTz1Jw8E4wLWlt3JlT3lUPv4829zBhf51vsiJ1cWJDHiHMUwkQ55cWOUOaiKzOF3OM9LqOyfQ4m2YUYudJ6FBDKag2lt+rfzXQJGp6M2h75v6dt1EPQcNPsUr1AvCsXkjE5T039PUnuAUUvfi7s/WZKzMKBOHe1IOiselGUcI04mKH0r5dm4YDxWtiq4XLMjEKF8ppHu5I4Q/O6YWCnI5LL83cu24uJjmx3qBKDtrkoRpWdpA07XX7e7Zj18QLSFNwr5zXnM2XTkCwtMe4izDjlxy07bvlZIHfOurrlb6tTtCN07wQddgMmDXQkj2uTuqfuJbkhJmN8PkcILPHQyQFxYC/jDOxItWZDwhUZzVHomyiUcTdyZD5KO2aJaqp+m23atqtKuD2pEmQ0qNMK2ZziSf2m4dqQSXt+Kof140pKDpWNhK4z50rItt+WQwPZltdN5Vb0ff3Gz4lyJD5Xr2D9xs/FlgW59gFmW7kZX+vwZG3bqRR9p4feHz+bYivdngbDk8HMMgspTIU/RireXCzZbc4yw25HsCJgu30rMedgmGe3IEapg0+9eZ6tNYItK3uLhFGHW8hqgovtMC2RnSZoWhqDYbvRpf6aDh3Z7hBQ80OuKM8NP/gdTWs1LalrikQ+ziA3smwuenmKuv2qRRm5f9SA1u4aKz7d45R15TP9PU76q7Xz11qXnRVqr7L2tzJe+Q4dOiw2tuMFt8683L3cx4mwasraf4nzBEIezzDRnx13ceQkrLeLBmn2kc+d8p2226nfsMqlsVIPyrY3B/bEOtThPzniTQpciFdTrS0B1+G7v9ZkfmNtCGQOFaKOqqnzKGSirfueyqUykuUjc+64LDW1YQxSQsxYP3So2r40sbjFYONwJLK4dniDaVJ2oVhhcOTmmEATGbU6CsZm9h06fHNC0snkaCcXvE4q1oZU+wjwtjlDR7SjZzRUGadvo+A6Aft82y+5343c36Z3o7euEb/VJuwkWe6ws+jIdofFxjgqotzXRkkcOfC1VX7bpv1Ky+aSiFQxbrT2OLZmXdtUZv8U0ctry0+wYDGuGpyxtqgl5pnFmFrC35mAzw1OkZh5vd0t6zAGFDX7Ue80FIlUT0k7p3nWNWL+Vck7HVUetNY0pZMjMi5CtiffQgUnYSacTzcWxnsGfNTxUChVpJExYRZzQB05TfeTArg0qcSaystzjJr6UutAeRmSbFfKjlpKQWWOayxTKTui4bn6XJ7raFshyLZVspMc1/HihVWrE3Nw1z4G8DeHDln/65pLEpc2qAn25s/oIs3nq2qNXHcoNI8VizKOzK0dnc/2VOjIdofxMAtz2EnMkCc5x7YgR5DrFOW6sqPRJqVau7zdTedr2+42ivkMMFNrgumPW1tbHf2SI8uOQscMO3TYURRk/uowq1FuDO20cm6nhikZAArVoSg9x6hplpP66sqWVgUclRucmBPybbNdcGzxo1L1WwY+Q2GDoWVIORC2FVaBtb7ERhHPNazhDvp9LU3WzUpA+7JIytcFTh3lvjfOPNGmbHoNjgdTQpxd2SgnttxOUZsNyTY5rn3GMJ+fmyPSnAYldGbitZfltPaaMi6WgRIFaqO22wUsJ2DctLFe+zv3C13uP6ruGwezGE9GnbdpPJsKyW9yJvXtIXRku0OHDh06bDv21rp2hw4dOnTo0GEvoiPbHRYDoxTzeQRlG4lp6MC46q/0427j0z1JvePWPU0btplKtQnut40rqTLneR32ev7xedyOvbVW3mFaFIp8yqwUmquRp6dFGxNPp/a5c7tMTy7wmdwHBIXaK+Bk/GAVG0m5biQmomzAJmnOG6cUisvKep3y7cqXbJTuXMIBN0S76/JKtyoiM/MozRSKSFmLlG6qiYiuNaIAbBUXqgmQi54+TvlxB71xy2fNwYNizXJ/ReGWyraqqtiiXDAVp4qJuIwXkA2YzvE47aJ9p3ewqZd9LIPc5bp4/DWm4K6Ma/bBlbXKbyg6xj6n6+vrKJL94/yegdmNJ03nrRvPpgaXIYDerOrbQ+jIdofxsBMBHtIRu40p+zh+3rL82NdXN4HnXnFyRFe3+FznO940PdXVVdeOpvrH9dfOYJzFknEXVlKTvDHvYS0xZo7MwQeD9ca69zp57tBht0E1mJHPzRxzBOR5NSOKGJ5rkyM7bpcjB6XdUkfMFUH4FjO0NTtXyfnTc7oZQA67JZxndyisqJoL3B1oFg+EqTmkn3cg3w6OhJP1G2V3VXK7r99FNYcta7c1BVartFEb/+TW7xF1kcpjklrJ/DKq7qaYNSNIf4VY545LTcQrZuTkzcOjOqWZeBIx3PlfNy0TxM9OvrCmaq8++qCZj1XSrQrA4Y11Hym/YMJ5Kyt2f7VfCwpm5gVVf0Mp3DhR0Pg+0ds9jiyK73iHGB3Z7jBT+ImzKaDXLCStJlKVqz8qb1XnkeVG1AmIspKYNk3kk6jWqT9YsmxcacO4aBOxPLmukf0hkFss8WVH1CvKVkhxQoYlsgQ6V37Es9gppfMBg6Dnkrmge9Po0B5NyvYioKj5nAaTkmmBFFnimok45dTxCmlwOZOousyrAJ+XWFGoV+pSdQsBbl+ahgm2zgLsCblrf5mMyVIB9+q3vyChcFf8phMlvAjH1OUGj+rUMYkfFbV8VFlWsa4pr4MbFnHT8lnf6uwBKvo3UqrTY5sCm3HwvW5Kk+WjfzNw4OBKtE8DKIiyftQHV1Z92i6Jmw8b8uxfyTikqvPWEbZsoQiKyD+DJqYB+WcnRaHIB4ovFNWm1ZJtUgro79QK3BiY13jGWoNzEfenqG8voSPbHXYcjdG25212NS0q5FyH7TmkZUe11xPShvK2DYPB4ajuJqV1sH4oqndtbbW2LYP1jcr5mgKApUS3sR2DdaRkO1v3uEFiahZNXC2LP2V26NBh3ugpQm+BybaEHAJj9Tse6xQRCAxlC0nOzcwoqKr2EbN/SY+ilMOQEEI7hU6q8PKcnoi589kFgahKS6ZCzu/4eguFinWwU8FlyrE05zdJdduex+93BDOXI5s1WIs0YkmwsBQsCX9CdAEAvWX/ce3ggajs4PBNtfWCNdZWDvrygyOfj9NtyfYBWFs5LzrvYOOwfz5SQr16/vnRc7U+MNG+JbkGjFHAyupqlCrOqcPVhZ98wL1cANeRCWNEGUIg03JhyZcTZQsC+ioum5YvnOWHOFDVNIjILBbshrFiN7RxL6Ij2x32BnKEuC0WnfDPG+OYZjcQ3TwyKVw67Aksgs/2Zz7zGbzlLW/BoUOH8M1vfhN/9Ed/hEsuuSTUx4zXve51+J3f+R3ceuut+MEf/EG8853vxMMe9rCZtrvDzkCVW1BpSqYdRJN6WhkZbdn03ZotMQDMbyw1S89CBf9tWR1boh0RX/tFi8qcAi6qC+fMnFfZE6XNKRkotfHfjUzQHQu3kCq49CUnoW4Cyuf+rmSwyqnjfp/5zqwBl7bMzWk5ci63pdZm0kxbpEDj3nJUVu6r1MEcyhOBVa+GPAMAgfun2X32PvlrMP9o0eubZdx/Q/E5MvW2CyBbOt6fdRNAMCWPWkb5zwqwLgVxeSViADj4BSFfxtVHKFT83DnSmRJo/9X+24tXfOw/1ejyxBqU8Vke6ZKwzZjbeKZn7LM9y7p2AWYVhalDhw4dOnRoBYZ9CZ/x37g4fvw4Dh48iHe84x3Z/W9+85vxtre9Dddccw1uuOEG3OMe98DFF1+MEydOTHC2Dh06dOjQYRfCke1Z/u0hdMp2hx1Ho3/3TCH8g0819Xk3IroHdUHgZotON+8g8bSnPQ1Pe9rTsvuYGVdffTVe85rX4Ed/9EcBAO973/tw5pln4iMf+Qie85znbGdTO8wDC/bSR8i0RQbVGsNH19QX73fKX+ojrERQqwIZJVoIy04VDuq5se125uZAOwsTZs7GbdAAymQaUDB25SEKdThDKRpbKCQR0PO+uO6arPYptpE3SQdmY2jlpjlNPX9DtDApBwCtml/FZXmt+tX9ose3vKpstg0TNVpiqDnqv2EmfAqRcVUoNcf3RdV4tY1hX2QsuI3vPhCbfEcm5NbtQJpIS5NwRYQexQ7aQbFO1Gr/HFs3Az3MuhGECzK/O9IlaIGsYGqxQONZh4CObHeYKSYmzuPOahPNgtL0i/IzRduIoJO0o67uRqj4MyXXIPZVfZ3rJxBTNiG4Nde5trZabWdDf6ydv1bdXtPXU/lnu+iu45QfEx05nxMyZoYzqZaB4XCI22+/Pdq+vLyM5eXlmqPy+NrXvoajR4/ioosu8tvOOOMMXHDBBbj++us7sn0KgMotULm5080wqDEhd6bCOXPVyIyYHGFJFpQrNtTKRgMPPsjOVJw9gQ7FtSfXdkPqmE0hDnm6ixHMhKMmiO/SjNkR7dQ0vGRTqesBab7sTJYVGdN2XRnnObVCj4ia/N60TFBH2nPXIcu64Ftbmv11f+7GQ2Ml3UjL5+Cu73M3Dux54/pzx984GPixWDnH5wRuIWZ93fhnRxHtVfyG4t7/XITwqB5fRmyjEA08PXVqFk4E9MUGT8SZAbCJhm8XGYzJd4ZEi9+ENwnXZVSu9nemS1NnDgtkSj6vBQEuS3A5OyI/y7p2Azqy3WGxMQ6ZypVvVALaEF1BRMdpQyvkIpeP8uxQNZ9HlW15nrZtb1Vuiv7LpDtpCspWKZsj/ED9YkLLsh0WH5/4xCfwile8Itr2ute9Dq9//evHqufo0aMAgDPPPDPafuaZZ/p9HXY59ND8LTDIqZ65IF5xQVNM9Wr9SA05Lw3hpmrOaIrKwavhMQk342IuAJuDsmU0x8plG7g84REJrzlckr/SnotJkl74fQ7SQMATwFbz0+hrCES0euww5X1tMreMAVefDhtgTxA3PVpIqfYfMNrnXuZUz+GmTNRxgjkmJdA3HV6PvjsoAhSCWk3M2Bgc8heRPuNhvYStQ/mWPa6GCFuyTeXmSLJMpEBcAouyMNeEBR/P9io6st2hGeOS3XnUOQ6BbrN/JFJCO8tVy7r13jzSibjORCs3Ycdlm84zDxNuJf6doN5JyfkcLSSyCr/EpG3Yo5jXUsZTnvIUfPCDH4y2jatqd9gjSPIvN2HaQEijUkfVnZMBQ4rLES/RKqjU5oQ15Nwq2p54VwqpYM5ug4I5JZxIgQRbcgHYdDKfRynGmKGttJ3+5rUgeIAtS27WqB9HvXLOMcFUqWl6zsxZKLMlLPnLkORRhm/p/piQ2gUJUb6sXTzgKnGlaHemIcl3Z6qe9Itpc30/MnPMyX1/1pPpkKPd3Kf03SMX0dtZPUiz8PQyFKobyRJn/9vzkeQT0/DK+Rjrg0P1JJpUOI0ejh4Dip5RtsvhxL/jaTDWOeelsuv2Y2Xr+vYQOrK9FyF9wHYLdpTAjCKM6UB4Kg4iTSp5XbltxIIR3FYq/FhR208tWKvQudTb6/Vw+umnT13X/v37AQDHjh3DWWed5bcfO3YMKysrU9ffYedBelhvGjrrczW9BDe9TGsT/m/UC3vYPTT15RYSlN1uiXN03jRtldtsyzklnNJ9AJRT1ZMo6JrZmAhHyrIggrIuWJJnCXddqjHmQGKdAq6i/VX/3/S8GoaYuzqiRtQck6tTlsvdnSiit/SdzpSL6q7pL9+GmrHTlXVm/W5brt256PMVZdtZAOTMy2GIdkqcU+VafiYIUm0PCpHhnQ91xvSbGWBtTMWjfZln1qVgqyPkZN/n7P7B+kYcnT4DGeOg9nc4R1Pyccj6do1nHcZDR7b3Mmb9oj+NCj6KeGTMikfW16ZcFn6dPPk+C2g0E9fkRUfkIG8KPJLmKq+WbTrPrK9P1j9h3ePcv7ZWD9MuLrV8ltI84x12J8455xzs378f1113nSfXt99+O2644Qa89KUv3dnGdVhMTDrvNLxMj6zJBXpyX2EINeWUcBvhioteIOSujhqyTaRMuikGItYMGAXcs63YBxxCBY99wF0742BsLge4ZqpdjHPB2ELbAGbKm7JLU+hkf5sl4ZTkum1EVNmXyysNALqGx1fKUnVj7jyyDU3I7U0Jc2o5IH22c37YcduCWh1tS4l3QqwBeB9rwPxDETHO3XT7fHNZ/Z3431vy7DJn03SZfSVYmSB4ayvnmd9JzbNf15aZYBxrzUWA1rMNvtYp2x06dOjQIcVIEs3c3q+8w0IY1tx55534yle+4r9/7Wtfw8bGBu573/viwQ9+MC6//HJcddVVeNjDHoZzzjkHr33ta3H22WdHubg7dOjQocPiwJPoGnDRw2DjyDa2aPeDdQmeIdmeZV27AR3Z7jA7zOvtObva2aCEy/JNSsPIaORtV97GXaFrKl9VoOtV6lhFHq1mt903h/JtI7+nZcX9q5DdHLm1z0WWGGfKNxLotPweNvs+VXHjjTfiiU98ov9+xRVXAACe//zn4z3veQ9e+cpX4vjx43jxi1+MW2+9FY9//ONx7bXXYt++fTvV5A47hXHmt6ayM1S9a9GkGjnzcpXZZg6Oyxch4JoRt4UaLpRAJgVSIW1WRem2kCbnztwcqKYey6m6qe83sbXqqjFzdldTWAXcnScqV3M70iBtQDCzTpVlZ/qevm7ECnH8RZalTJ3uPLk2NLU5RZ1inRaV/teuTf74SrsaVGwCzl+182by7A7W12MlG8DawQOxmbT9PDh8k7XXC+bgawceVW0MAChlyLNrjNaV5zNC3e9j1qbgbceMUeW6945dj45sd5g5UpPmaoF4YBlZfiaNakmU6srVDYaVsrE/0MjyresF6gmvnZwGh6Ota2sHa+sfrG8kZVdHlI391tdWV1rV21QWyJDdOavDMhiMO1/TcyF93zrMFvMwIht3ue+HfuiHsi/1DkSEN77xjXjjG984XcM67H7sxAvvBMGYGpGSGpmTuy6COQfiQtLcXA/j40mF3x8pgEvj5239bf12U9iUF4RcRj0353XkuOrrLE3Pndm5P7VsOwx5l8e4QGWO6Od8u026MUYp7MBlgK9qH5FJTZaQ2kIwVfn5UeetREvlnz+yUTvRnHdwLWp/oYCbNzay702KGI8+uBq18+aNjdh32rUHwMHV1Wi7ImBjfT1LpldX1+w5gp/2YDAQ/s7GPJy0thG+5aK5fX50WdleSdElFnPIm4Wb56j2GZXLCA3PeC3mFYDsVCLJYwSTbF3fHkJHtjvsKJr8kE2BMV+fZ7WSOM75xlHDmQHy039zOcD6Iqnq9vRzZVBvIPwebiIrW5SVE9gM+25eZTsSvdCo88mcScUdOrRFGiRsAdEmEjGxjssp5f2z44LCT3vc63bExQVgsoHbPIQCDtce55PrjhEpxXJKOLnziLIqOib1AScThK2myTqaLs0XJZJ+O4IZjUV+3iAoZXYYdTwoymnO7tImqnYu7YVtciGUaUVBOe4V5G+PS4elkmtzzejZk5Y2EFxQtqs+15oJS0lkuZ6Kp0L5WZY1fUEhl3XiY92TAczsPVIyGJdruC5NrueU9KpeSLcVRYDT+Uj7ujQdOS4pi3LP1zzjKrHISH8/dVW3Je87iUVv3x5FR7Y77A1Ms8I4S8K/iCudbhm7rt3jmE9PFZhuiuM6dOjQYUyw6plgYaMwz2A+avqX40jZ82ba+XppmnMK4pOqjCxVbwhioocxmXIpylQvIclltl6/IGLVcCC+NuXKuHZUlGrzr1eGk0si5NfoCo7XK5RQwSum3Yoi83enYruAb+ZzIOt9RVBgT5zlPk9yfVnXHluPIvTSi7CHKaBCtguVT6sFAP3IDECbxZE0KrhdvHYEOro/GZIc5aNOfjcErpLntM5k30RQCmBVT6Dt8wRSgEp+Pw1oVW5eY0XL3yyr+dC6zmd7OnRku8PMMY5J+MTm44tCynLtmCYqe6XeSV/E1GzaEbWl5vtOYdQiQe6QcU8xZvkO7dEJ2x12HKpn/prAOkiV88Q0ipRU3Jx6nVtEYG0IQ6roU56YNKYckud0JqZUJVIoRXo1Cop7rXWRy3ss84arniURlpDL87p6zY6wTzaDVJhJG/o5NmOHV3k1c5I/mirm7UHtjk3PHS+WBLmnyCvWbp+sXUbxXrLPnmxDkczBMnVVP+nUwpl3WzIdHSfNvV3U7+FmbAEBQ6Cp3IytGpQyxDqFzUcdweWLz6WlSv2rWxDsyrMqybP97hfRcvebVPjtc3L+SSDbPM+xok0b50S2O0yH7q506HCKoOrrXD9pmbLt0nNlfagXIZR0hw4dOnTosMuwsT6IvjetX68PTFmzTJJXqCUGg0H9zg4dJoUuZ5z6q1O2O3SYDNMoqfNSS+vqrWvrrJTqttcz1nWrWDmgeC186vpncA/Wzl/L76jp69pgaJnyUwdOm/b6FkXRP0UwF5/tDh3GAKtiarPLRvU3d855+1RaVTLbLqEEy3YQqaCEi+O8Cl53ntzn5Fy5SNMAQOUwFlq1KM8aYGEarjWoGNHPUtkHqteXPSZRiGU9Asr6n0fbkvNyXYhwi0iNTo3FovmOkbPRKYCgJPuYZJlBtNYdrGrSvX7j5yr78tYGJQaHbgztdEpwdE3WEkGXGGwcrtZBCnA++hVruRZ+1kRVlw95z0mBfdj1XmNsAiYFJvvbn2Ogrp0YG1hlfAw67Dg6st1hPmgiJuOQ13GJbiMhSpTcSYjotD7JESmOI3zXl0u3p8eMU7auHWgom4G8/jY+3a3ui2jDNMSWqDXpry1XU77DbGANG+dSb4cOraGKQAAmBFe8gBcAVJh2ZclY1WSWVRzcrFqfMPF15LLoVf1T02Mr+8X8yTprbhzMmoPyZaKa54NY+bRkbp8zP0/Idy2S9GXOVD0qkikrGheXqYEqt0aUcI1I7lkLwibTYzXXnQQ69QsiNkJ7Lv2YjCYfBWgtjQ+7fzbcQkCmrH9/ss+P2Dc4fCQ5oYqPEX0+OPL5bFkGAVSIhY9evWm4r9e6odH8fr87MjbMi2zrGUcjn2ccjAVER7Y7jMasfH9ndf6pFcYmEtqiLTNFSnTbrGyq5N9x6m973BiYqk9m0Bb5fMxRfR6prHd5uDt02FXgYglcLO10M2aPDOkKKlvmZZwJLJTkWtLm0n+5MiQ/Z8Zy6/obRsWW8648vydnmSzSuYBtnCjbLrBU7uVexcr9yNG7jQKbNtGV02UchbvxoLw1wOjjMgHIgKw/NGXKumjq0bUlebFbz7WJ6s2OmFdU7SKeO6XftbwjKSmO7kUcVa5C4JFRjVXvlPztz+uauCzB5QwDpM2wrt2Ajmx32H04pUlNG9Ktk3/blD2F0anPuw/cmZF32HkM2fxNCjXjeUiPMZY1ntsSk8gASZBsalBPDWktavd7Ut4URVoeI2NtCbKekp+QVkmjdk7zymii0Eawaq08JBMB2wVrq6RMA+pVN1VDtnMR1N1H969OlO203am1WF3dDeevmHn7/SWYKL7vKYmWbcj1c1pGqtoQqjgVeaVcBjFrClIHisun55VlK/WIAHe1SdHDx8zyjdk+q9/hBBjn3DlMM551mB86st2hHcYdUMYlxLMk0LUq+AyIZ9ME2QopQa5rUx2RzpWvezlpqnsC03GJqftBtmWe9TfUOWb5wWB95CFT+5V36NBh21Cy+Zv8+J17s607d+Q6nAuV4ctVVUOiBlKe+mAzhbJ15uquvAoKOLt9qSm7jWhu438njc5EnxbnqEPWBzZS5pMcy4Jke99xec6InKeqsFiQSFV1oEKgZd+y6fgKcv3vVeKKKp2Ykmd8liuEuw6pCb5cuRBlWBLuKJJ78j6X+lQ3mXeL76Gv430cryJVcHB1tW6Xx/r6ACXz1Iu+OzkG5DDNeNYIrWccIG0PCEECHdnusPiYZjBrMnlqGyCtqXzdIkFdm33ZGl+2UeVk2ejaWpLWpvIj29xQbtRiyTh9nSnbRHTXVleiYwfrG7X1pmS4kUBnyneYHeahbC/Ye0+HBUepGcMpH8RFs7FKX4dzcbuICJxQEc3VspKYk/UFzZLxCvGz6jhro4TX5OdmaZYOAEqDZXopv12oobK81nlSDETBtBiq6h8u2tAKDemh0jZE3DQi3EKBjsqrBiW2HSlpItIyaBY7vquB6D2ARBtSAu3vc7JfFVGfMAgExtrKQVs8tgQYbByOSTkprFliHALbhf0+sjoHAm2/erjndl1EeC8ZlVzorqzDsAS25sZMJ8MsWlN2JmMLiY5sd+hwiiAljk1EcZqyTSQ0R17HKQsk5LlDhw4dOnQ4hbB28EBEoiuBv9KyEqRw6MjNreodq24boT7n7wwAayvnhQUQu4DQVHeHUwxd6q+p0JHtDrsT4yrK21lvU9m0/to0HRlFflTZSbczj9fmpnLjbB8HuTZ0MuauBWM2q/gdOkyDUvNclCCagduLVOamqS8n3iliFKJK1wWl3x/2ORXcBc+S1QXlO/YRZxRZ1ZukGTlC2fCFQxRxYXoOUnHEdF/hEFwOY8XZKdpJBHUf+8sp3M58PE0n5ZpSDivn8+VTc+qkrFd007LOOiBR9JkoRJEWcz9nCAnLFFqZfZQo8Owi7qfbiapp74qejdAvrQLIpBxTPSOHC59rVv3KvMwAuOgn5xJRwt31Wmj77DhfZfnc+22oqtXyZ1vCKNXuuR3q0ebhekwXklQpn/Y3nlPeZ4FO2V5MdGS7w+5Ei4GOrVFTfufiDkhN7c7tY9SbMjbt23E0kPhW7T5lg+TtDczFjHz2VXY4haFRH7ViqrARs55fxgnYZP9Nr0vm4GAGSDBqR2QcgZAkxBFzt8+RhNjs3Bzrvkd+4TKKNBUhvlZdkDZHDP32ME9U0pmRqubQzuTZlm3itGxdrmWlEOX6dkQ7F+ArKetNx9OI2dKXW5aXdcrnTAWC6sm5ypzf1VH0wCptWwGmAmk0byIF9OLI1ax6lkDHZuSMAtxbjudsUknea0Gge8vmuPQWg6ARFvcZwJbmLIlWFD4z1xNo99xG5FtzY3QcBfMuxcyTR/LZxnfIccaieXlCs9bgGfpZz7Ku3YCObHdYDMyBONUS7QVHU7tz+5qucnf2wJza3ZHzDh06CJTa/LVCi3frnH/0dqPOONNt1wxAGULt2svMKBnZ1FTMAFTwB2ZRT46UAxCknWsVekVmnPeB2pw6blXb2kBeqVKuYmW8aQHXtCEh0DVRxQlVwg7Vy6jSypRNytmLEQS7F+2Py1tCjHAPGGTaagmtL0/Kl4XYBgBcLGXU+HwuebblK4HMil42MJlMKcWehMf9o20kgM1EMnbPwJDT7Q0kGuG3aT7niTEzUBjqDAaB2RDOUptnLPd7KDG+sj1PjL3w3FC+9Xg2Ljoz8qnQMjLE9uAP//AP8ZSnPAX3u9/9QETY2NiolDlx4gR+/ud/Hve73/1wz3veE5deeimOHTvWWC8z48orr8RZZ52F0047DRdddBG+/OUvR2W++93v4rnPfS5OP/103Pve98YLX/hC3HnnnbO8vL2FnSI205533ONz5RtTsrSsn6hadtx6pzlXUz2z6KNxsRPPU0fO5wqew38dtg/dfF2F5p3/G9UOZvZKmdtWun915s8dBxu93ZreDzWj5PC3pRlbGtjSoUypDYl32zdLc9xQM7ZKt4+jv83S/G0x/J9L0aZB0FSEv6IP3VuG7i2bnOnuX/mnekYdLvpA0bdl+sbUuehbs2n7J75X6rF1QRW+TlY9b+KOYsn/yf3+j4rwl5anwhNzV8YR8Fw7Qnt71vRbmT97Xeyus7ds1e7C/iVtsv3l+lAXfWjVA0PZP0IJa6Yt7oe7R0OO/zQbc253j/291O7Zif+G2tx/+Ry5Y0tLwhmGUOeOL3X8/MrYsWzb0/Q7WaTfbIdTGwulbB8/fhyPf/zj8WM/9mN40YtelC3zile8Ah/96Efx4Q9/GGeccQYuu+wyPPOZz8RnP/vZ2nrf/OY3421vexve+9734pxzzsFrX/taXHzxxbjllluwb98+AMBzn/tcfPOb38QnP/lJbG1t4QUveAFe/OIX4wMf+MBcrvXUgzRSW6Bz1hEmovHMgHLlo7oTY6VxiO5IiOtsyDsZApHVlM+WHd2WbL0OSZq1caJ3r52/Vr9z5L3ZiedtJ8/bocNiYS/M1zm/yln4Y88TdS/vqaluem3SjDwqC/LKNxDUQM2IFDajIroNoZ50tCzZjKJEBG7BNAhBgU+7vi56etgfzNipxs8ZqFHRMxHUpdIdK8iFSV3md2Z0LGHePThyczzHJX7j8jwDEQyNcyq530e48fBNmfP2ovukxZe/GQyyS5RRxjH7+cZDA09+m8CcV6FNmr3YDa6EWfipfWYRLwzlrCRkmjG34BrMz6vlHXYL0Z21r/jkDZmxss17S9leKLL9Uz/1UwCAv//7v8/uv+222/B7v/d7+MAHPoAnPelJAIB3v/vdOPfcc/HXf/3XeNzjHlc5hplx9dVX4zWveQ1+9Ed/FADwvve9D2eeeSY+8pGP4DnPeQ6+8IUv4Nprr8Xf/M3f4DGPeQwA4Dd/8zfx9Kc/Hf/1v/5XnH322XO42g6tkRLdLMkF5kN025RXyecmMtYmb3au3Ki82NOWbyoryyfXt019HRN+h8Svzx7XSPgX2Fd/L4Exnxed7u5uH/bCfL3oxDoHR0DT3xcRJSS6eb9EGfhMlsiY+siPzqX4JebIFJMxl86dLvW1dW1TBD9+u7uSe10PxJyiHMh1Jv65zTlfc1OnuAZUyXtK2qNAYIIgE7M/cW3KL3+evAGqTkc7rrftya4ljCCbcpdXjB2Ztdvr3iLW19crdSuCvWbJ5IGN9fXaRS2/PpFtP/ty8ty5elIoCn+LTrh34xjUoYqFItujcOjQIWxtbeGiiy7y2x7xiEfgwQ9+MK6//vrs5P21r30NR48ejY4544wzcMEFF+D666/Hc57zHFx//fW4973v7SduALjooouglMINN9yAZzzjGdn2nDx5EidPnvTfb7/99llcZocOHbYJI5V48RJgynbK9qyw4O84HabEIs3X3VzdocPuxpGNBlJO9WXryHaH8dAFSJsOu4psHz16FEtLS7j3ve8dbT/zzDNx9OjR2mNcmbpjjh49igc84AHR/l6vh/ve97619QLAm970JrzhDW8Y9zI6AGGJuK3SmF3d05hMVV6kH/m4bcpd47ihFxYqVANq1epxyk2y+jvGMYPBui3fke0OHdpgkebrurnaqVunGogyNlQciIe75qBEu+Pad0aqhEfmvIlPbEqSStsWTsKFRCbD0mMqUcFlO1NTYQ47ItV6lAoety//XpJ7VirB0SDU8kwaK78rKUPp9moVjZB911guOUbq4dLEW27XYaM/hyK7XfYJ5++3qYOybx7jmEmPej4VgAMrq1nVPk5nF/rrVPv9n2rXc6pgx8j2+9//frzkJS/x3//0T/8U/9//9//tVHMmwqtf/WpcccUV/vvtt9+OBz3oQTvYop3EnAlIrRl5Srh3AtO0Ydx+y5Uf9/zb2d55INMGYUY+DgaD9eYCzIn6vQjXfwpgTv5ynZfAfLDb5+u6ubogRPmmU4yzBLpTqFt61cl1pddZiLGSYCKJ1/1+JHl3JFiS91x5oN3vMSXmZlvwESciQ/JkZi2XfkzUQdbMnOVxI+Aisud8tnMEukQ9mdE15M21QwbwGnVMuj9tT644Y7zxj8ExiRYm3umSshQhfeo324qxn/2EnNfdJ0Xxs7yykrdCk4ffvLGBgggluPF3rUQ70pRgO4VZjTVN1z0VtJ6tz3anbG8PfuRHfgQXXHCB//7ABz5w5DH79+/H5uYmbr311mi1/NixY9i/f3/tMa7MWWedFR2zsrLiy3zrW9+KjhsOh/jud79bWy8ALC8vY3l5eWS7O8wYlfQeiQdRIzGvqS9bvqFcpXwDAYzKNnk7SbQt16aOMcq07bvGvsigMbjc6L4brG+gTlVeW12JyzYR6Ap57tChwyjs9vm6bq4uFKGoYTqakfHKnRzTKk51i1N1bRzV9rg9cYCp6LwwxLwgROnB3Et9bspwRL4EVwhVrEQnbYIJriUhA7fJNrlz++LuXxdDTJgR1+VTNjNKqFv6u9eZLHteKtuI0A6ZUg0IRL7UeT9od3yuzlR59nWCshYBEYEWUPaYVK2O+I5od7pQE84TWzIULn+bwHkHV2tNuG8+so5CHPDo1ZXG16+bNzbsYkjeWiM9B3lLlfY/tja/8Xn9dsdth0NTe+rGs6nRpf6aCjtGtu91r3vhXve611jHnH/++ej3+7juuutw6aWXAgC+9KUv4Rvf+AYuvPDC7DHnnHMO9u/fj+uuu85P1rfffjtuuOEGvPSlLwUAXHjhhbj11ltx6NAhnH/++QCAT33qU9BaRy8YHXYIrZdrx1Q866KGzCIgxci6R5DXOrP5XJhQAIP1Q0inorW1g7WkeDA4VNmcklZ3rCG6I8q6duSIbo7gMmfrbaq71eJBJ23uCoyrwnTYWZyq87VqULbnphBNiHHbM+oFPyKE/kM103aBOCJ4hchQNVhVIcuqJBAakVnIULG6DoTAajlyngZM8+WjKTHQ1piEBdm+TKRMSXKcebRU1m2TfT7nXB/J6NvM4foLFcrKYw4cXImCzikANx3eQAoG49EHV6M2AMDNh9cNeU4acmBltZJnuVCGtAKxmfjBlRUMy3gho1DA4Q1DiCUxf7RVldOI9b2CfN2yjlJX/aiJgALx9oLCeZoCmQFAP0Mi0y3OUmXUT2W7Ta23cyzpzMgXEwvls/3d734X3/jGN/CP//iPAMzEDJiV7P379+OMM87AC1/4QlxxxRW4733vi9NPPx0ve9nLcOGFF0bBVh7xiEfgTW96E57xjGeAiHD55ZfjqquuwsMe9jCfSuTss8/GJZdcAgA499xz8dSnPhUvetGLcM0112BrawuXXXYZnvOc53SRyBcIflBuGkrn9QZfV2+OnI9ly9VQLwDQOKY2LdTnpu11SK9xVvVO04Z0N8ZZy+6wCJiHEVnH37cPp8J83aRs73aMo5RRww/HESynMCoxzntCnyi+FdWcQl22OIoksJW1Aq/cDw1CoWIy5oqUSbvTMtO6qqSquSGMcb3Od1mSXNcM2a+RubyrI1HjZTkiUU60YdrHVU6jjW4Awmm+sO2LSDQZH2z33TWzILPAklscSWMkFAQwxW900X5l2kJ2AWOkz7ayv+nGUqc25jWecVmCy9mp0bOsazdgocj2H//xH+MFL3iB//6c5zwHAPC6170Or3/96wEAv/EbvwGl/v/t3XuUFOWdP/73Uz3MDLcZAiKzs4pojBoVuSrO6p41kSMkHI2G1YQfirhEExc8G3UT9GQVozFsjNl4MEiy55vVrEejwTWX9XYk4DUihrmoeOGo6y3A4C0MiAIzXZ/fH91VXVX9VHV1d1V3dff7ldOR6X76qaeqq+vpTz03A/Pnz8f+/fsxZ84c3Hbbba58tm7dioGBAfvv7373u9i7dy8uueQS7Nq1C6eeeioeeeQRe81OIDMmbdmyZTj99NPt/FetWhXj3hIREdUm1tdERESFJSrYXrx4MRYvXhyYprW1FatXr8bq1at90+hmN7z++utx/fXX+75n7NixuPvuu4sqL1EYYVrkBWK/7vy3O1Fg84O25dfb4luoBZgtxFQJzjGOVJvqob5uMhSa6rRl20s3Usl6LnCSOMmuO43seG2rGzH0XbBd2/B+0bMt4Pld07Pl0DRHWy2amuHBdiuqcx9d65M43uBtBdelieKa5OzKXihdVGsoF8pG97oB5M0Gn1IKqeyvD3uSO+S6+xuG57Mx8ruLp5TzfPG8Zri3NyyltOeN9d7MJGmZD77JUHa+flLIfJ+LnVKmnsR2PTPNaCc14wRpRHErbfmkwO7jUSn2ihwifZhyO9P4pnf+OgpZDu+zhUoSau9jOEblKn0LXMqLqFEZ6UEY6cFqFyOQqGjmSM67Rkq466ahDNizVDtHE3mu69oAB4JUKn+Ms1+ABVOgPC9YoasuvXUbO/e32N1otYE54ArOvUfWtRSYSN42w3wSYQPoMOmc3bRd77XHpeen9xYypfS/KKwbG96u97lJxpx5ZP6r6/JteLbnF0C7gmdH2VJK/xNBiWRv5mQ+ryYFQIK7HiuYUGZaf15HcCNFSfJ/KyT9eha3t956CzfccAM2bNiA/v5+dHZ24vzzz8f3vvc9NDc3V61cDLYpWkEBYSXy9KYtKdDTrH0dWAYjXFptjWLVYmEmSPPnO8N2Mbd4Q5U7IDjV5ltCMKsrR9jjEUdgr3x+DVBZ4hjiz8ZyKkrUM+zGQGlXiI4iY2fkXOCboxRgBf3ZgENpbgK4bgwoIzeeN0Rgnn1L+MA8+6LrJcc48Lx1wHOJ7H/pWsstutZ+7zrldj72/zn+DvBiX2/eklN2a7AjbwXl2+vAL4D2jr/3jpPOzRiPvBsb1oSBugAayP8sFOCaXTyTrz6AdgfP2Zs3kvYPYMWEsoJrEaih/fp0zm2YaShzqLFn34zrelYjs5G/+uqrME0Tv/jFL3DkkUdiy5YtuPjii7F3717cfPPNsWwzDAbbFKEwgZWmGvINZDRBb2D6InkD3bx8nWU1C2w3bFrv/ps+29a9x5NvofIG5Dt9+gzNs/pyZwJ5Td7F5Avk3QQpZgmugmldlWtAWa3AOS99mBsCbAWPEo8kVZtKD0KlD1Rwg9VcyTcrG9yIkfv5V6jFTpSR6RPuSpf/Y9kOwD31iP2XY//twNzxnKHyA3OguODcUyAAmSCxya7uwwViunL4BuaeIFfXqusNopWnTUCXt1L6Wcq9AbTlxb5ebR66+8UvPK9Ji0xXb8NTmhd6e3MJnOnFc7MDgr6ezfnnkzUxnnd76UHPOeWRHsp+yGYmiC4kGxDaaRP0fasU1eAt23PnzsXcuXPtv4844ghs3boVa9asYbBNjaLQhS/uC6NPEFZW8K4rczFBmc8NBW3+QfnmdYgrIm0hxeQdwLfl26n8isk/MNes0e1KG2KtdCKqH+ZQ5pFUUQYLnh/9SveaT2CgjCY76PENHpRhl9e/63suQFfKM4A3+x5dLeFtMbf4Bef2+xxj0s2AZUC9V/mg2dn125HsNvxb4fNaqD3pyx2dFXy73tMc7ZenXd95/5t9PWicrb3Yt/emjL/enu7Ac0pZQxjERE/3Zp9CK1d65fedjuq7lPSu5DFdz8RMQyJsjY4yr0IGBgYwduzYim1Ph8E21R/fLt8m4g/ogxSzbb+0ukC3mLSFtlmtiqSYrulUD2K5j8F7I1QMiXjSn8hFXzar1VGAXACS1v9Az0sbdLyMXLDt6mLuDU4cLdruoNznx7cycl3p7TW1cu/z1hDifS37t3bMt08rujcwNsN0s0fu8qPv4u3ZDjI1bjE1nLfFWfdmpS2rI3h2tqgHBY7O4Nn1fPA5qeAItv0+e2deQcG5EkBl0ihHcOb63PI6qQ1BZc9n9/mV5O95hGK6GSCmCYnwWmnltXv3btfzLS0taGlpiWw7r7/+Om699daqtmoD1Y08iIiIiIiIqMEceuihaG9vtx8rV67UprvqqquglAp8vPrqq673bNu2DXPnzsW5556Liy++uBK744st2xShQne9rNf97vGEbbEtIPAudIGuwkqhcDlLVe2W9ULiuCOqGa8NOFqsC2wz+76e3j7fJM6u4D09vSg0vtxKn0sbfHd/+ozp4cpKoQniOZps2KZiKHMo3FjQojJN8DXe2eplmrC+hcocypsAzcU0M02zpunfGpo2cy2JqWy3c3MovyXcyLVsK0fXc99tW6yWcGXkZqXWpPcbN67Lz0qR1xruYWTTF8vZAutctkrf+lwwN+Rd4fxaqcPkH9iinDsXXC3VQWmz6adPmZxLr/nse154yX59+uTjAlvXu1/YAqhUJt8TjgssJwB0v/hyZpvWJH5i1s73MSKRX8+yxBRIOsqW7cw5+u6776Ktrc1+3q9V+8orryy41OQRRxxh/3v79u34whe+gL/7u7/Df/7nf5Zf4DIx2KZohapEwn5hfYJTnzWlA8tTUndkT9CtDRgDAuhQM2r7HQu/gF+X3kRPz/Pa53Xjl3t6ujX5AtOnT8m78ZAfvObKMH36NJ/0+eWcPm2qphz5E7QAyAS4RUye5n/OhTnPQqQRKe6co8JEQk9UVGTGMeRJVISkj+kE9NdM31mhBUpMiGQD7aB0VlVp5acLzrM/2EUZmaDcW4b0UP502ABgNGUCYVdQmS2PZky3OAN5cZcjE1yn7fRKhZyvwzkre176gMAfgJENgqZPm6btXt3Tq6kPRTB96pS8p3v6NPW9CKZPPSGXpWMb3X0v5AWmM6aekH8slZHNW1zPawNd0wRSTeh5/kV3Hukh3wBaTLi2qcTMTGrmt3Rptp5QfnVwwLmYmwC3Br6PDaytrc0VbPsZP348xo8fHyrPbdu24Qtf+AJmzJiB22+/HYbuelJhDLYp4WK8UGp/cOiCqkIX9Agm1ipmqSvvWKowaUthV3A+++c7Lj5EGWKdeIyVKxFRkLyWUF09EnTtDrt0mN/kV9DcGrOCYmcrebasAgDWRG3OvK3x5oZhB4BAdlI3yeSTWQ7KEeQ5t2k05U3A5k1vb85o0s+eJvoWf1fAb7W4pgfz0ooy9GPhxdTOlq/MIUi2xTe3T+I7s76SdHa9ckfZzaHcjQ1r26km982LbDDsHQNtj+XX3WAoNImejjaQDnnuOZ5X2RtDFD1Jm9G2bEeYl9O2bdtw2mmn4bDDDsPNN9+M999/336to6Mjlm2GwWCbqq8WWg2jCA5FsrV8XN3Ui1Wg5b5YtTBzt+9NAqo0M4aPgZ8sUQhKuYNZ3Q3VbLpQN4J9JyUtwNsqbQWkyvDcDPD5t7MVNe0JAK2uxNa/fSaBA7KBuTN/ZyDqKJtKmZmA38snOFdGE8RosgNQJWntbNlKGbk1pb35DmUDaMMRtJtD+XGrVWYdMTOt7J7jaN3YsJ9KD2VbmjUTmQH5M9h7bxCUWrf6nVNhnnM8L9nz2vd8prq3bt06vP7663j99ddxyCGHuF6LpzddOAy2iSrKdP+73BZwv+cK5aE85SAiajTeMcONxBlIStAxMO0WWnEGwd4WZk8Arz2u3oAvqEu2dwy5afr0svI8ZwWAhuN1Z8uzlXf2v6JribXWdRb3PophaINqiAk1dCBvfzKtydldlXR2HejcbNl2vk3NPvlKbgyuOI6Hbry11arr3D8g+29NelOz37px+5qu5v4t197Z0jX5Od7vCow1Ab5kFwi3/lvwu6qMzHkdeD7XuZiuZ3HNRh61xYsXFxzbXQ0MtomIqKI0U/0QERFRAtVKN/KkYrBN5FTp7uz2JB4hZ1D37dbnvXAF3N2s1j4SOcTSjZwRPBVBjCaId5IuL7/ZtGuZ6e6+LVaLoPN1i/Va9r+i+9lotXg7ZhoHYLcy6mb7Fl0LnK5VMqglNYh35nVda63VFdrbYm5avc7c49pVeihTbk95VHoo23rs6QquDADZlmkznduemc5/v+l9r8qsLW1f1KwyZ1upRTNZmKcLvet5b/pSKM3n6yG6Wd6LOD9c27Ifkhkv76Q7X7Ot33nncy1zfhdD7FPecaJE4KdC0Sp17Fax24gibahA15G2mEnMii2Lr3A/Mnxn79bsW+BM357006dPCz8Bm1LhyxHmcwkr7nPO6sJGRPXFaNKPwQVyAUuqyB/tSe+WLmZmn7z77ezy691nK+gxmvRduZEdK50XjDXl9WAR541gz4zhdqDkoYBcwO/X9dnKoxTe4DnbLT73umMvdOOi/SaBEzP3kphQIujte14bWMNIefLM/Mc123e2TEoZ2vGnrrRO3rwB9Dz/QiaYd9100XQDV2KnyftsdMMGDMP9Gdu7Y50/7vdIqsn/O2Oksucd8meud27TOie93+da+C4Worv+BO1XTME2W7bLw2CboleRIDThig0AnekLrg+q9P8OU46oblREoOigPwpW4Bz2s6nHczMBBJwgjapPjFTjtgQVGl9tvSS5Mdt+s2572bNWA8E//nVl0CwHJnAE5c6A2zDc8Ypfi2Yx43h1Y0kD6oHcGHZNHS5mZtZ1ZWSXr/JPa629nR/w+mzbO7kc4P85+rQc5x0S3eehVGb9al15vHMeqOw62n6UAXFOs1bguycqG2xD5c8a75NevAF9gxHNjRWqvgatZSgeBhIx2VZgMGVdhDVds/MqNU/awMDLeXEPk14jrvSRBNia41ZMet+bCT75Fsxfr5igvPgAPiHnNxFFw0hpW/0agqtF2P86K0g50qe0yz0FvtdbF+smWHO8FmrpJldruF/d4ZmszBnEm7lgPS+tkW2F1awRruueLCYc4WP+vlkBoigFpf2dkHs9770wPe/JpnMEws6Ci4L++GonFzMB5Tn3vT0TvP/2EGjydS5Jlvea+zzrDgrMgdyNF1GF0wKZz8ZIRdNlvlbFdD2TdBpmWjNjfhn5NRIG2xShUrtwVXLpLxNlLbmlbSUOyK+YfSv2OBSbNxAufWC+noCzmHx9VTCAzZa3p6e3hDIz0I6SsB2aqkxSzZBUc7WLUduCZhfXdc9GUDDgCOZ1N8y9N9Kd60w7ZrjOe5t3xvGgFl07UDTzbyx4u70DQMrIpfMG8c68jZS767d4gmtvi3E2TV53cVewretCrzm+3hZlAFApe93t/NccZfL7HLxldvHeIHD+7X2PBLyWMX3GdJ/t5Gv0WoXXs2RisE3VVYkx3nmsgDugUrfThc3PYuTytvINE5A60xYKAl0VdsTpteUo0PqsFZDWzjtcS3FPT2/BNNOnTQ2XVqTwOHQiaghDknlQOIZSMLN1hGEHXAHBc/Y1u1d1QKCt/FrAAziX88rL2xEUR9XC7hvIW/kFBfHetbyd5XW1ZjuD7lxA7CpHqS3KnnHooksD/X56Mswvk1KYPt0/KLYOf29Pj/3ctID0pggMpdDd083vaBHiOlYiES/9Ver8CjWKwTZRHfALMnVdpYMCUitodafVB9vevAsFus68c/nqL7jeclD94ZhtImo006dO8Z3krafveXfaaVN9g/6evhfy0voF2/n5TgucaK7bkX76NM1wK2/+jgCa6hMnSCsPg22qvqq0Mmq+6GFbfQvmW+bkHEHl0JUhqFyR9RoocGEstB3t61W42HJm8WSQmDq0MNqmIqQl86Bw0o4vbTrgC2xkL7HWDTXD55IbOAuKpsXce+l2tmbntYy7EhZX1ygxM5cS3fu8Y8ELdXu30mVbtiU1LD9tNl1mci/nBGIp3xZ775J1khqm3xlYk2bll8X+23NgnS3bpuZzMD3lTwOACNKm/+Ag61xIO1IMFrjjmhaBye9oUXiskonBNtWfSnVL9w2K6+2Onc+NiUocZ2s7DJCJKGJpUzAURxeLCglzVYxq76xtBeVnp/EE235TIRkKSGUjcVNgj09WSuUF84YClDXKKUQZMu/JdXXP6/7ufE9AEJ+XtsR6Lxds+4+p9QbBZlOLf1pP0K8LioFMYOxcisuE2F2N7T3xBs+S68xuBbx523d8Vma2ih4y9Wld5XH8nAgKzoHMZ5k2Edl3tJLfl2pJx3Q9Y8t2eRhsU+OKM1iMMW+xJzXJiC0MjTPQZQDd0ASZH31E1ZQ2JbYfp/VGWa2vIeo2bwCtfK71YiWy0tov5G9DOfK1yqD76KxWdKWUXVc6A3nAXR5nEO8slyn6Fvliay0ruBcoV6Cr470poQsyrXLltS57gmLn5zQkkhs3n20pFp8gGsgExFb6wXSBgFgEaTNTprT4Dw+yzgNny2uhINoK5PkdDY/HKpkYbFP9qcqka5WjstV9Q4Sq7PZNRDExUX/9kKKgqz5T2ZArVDdVK4AOyFAESClAZSPaTJf+bOuzNzsAKaXsfK3c0mZ+IG+VL6XE1cLuLLehckF4SrmDaqWUb4urM+DP7Yd/0Jppuc9uHwLT9G/9NVSmFde5O36BroJ1A8GdNi35XfgB2MGw9XzaFO3naAXoacndgPD7XOy5z7MBcWY7mXx9q2wR102CQudSCgKBvqz8WaAX1/VMTIl2grQGuynAYJsal/NWbxx5a/NN4lrNAWtox1WjsaZseHF87Rqr+qZypc3Mo1h+Y5CdSvktGSbfOIQtqyPeLZgOKHxslcoFXCJiXxO8LbymADAEgMoGpY7A39Nqm6talCsodxbFHbx55vu2xwlLXnCZUgpiuhfKEuTK4239TxkKZnZjQ+lsWnHfJHCmdQa5dlpPoGuVY8hzbK20usA0LWLPcm61bKezx1v3M8iaCVysPK1h6ZrzU7L/M0Vlbl4JAi/EzmIXOpes802bLqBXQyXF9T0vNRZtsN7ZNYPBNtWZMoLZYgPAkgLGEGULylcXxBebvpQy6fItpgdB2cF1Em9SUKky3ciJalNcjTJJa+xxdRnPBl9hupGLhOtyLuLo6o3gLshW2rTkrh12euf7rH8bueDdREAQ4khnsdI7g35DZVqndbtkIlsV2uOYcwW0gupMN3mxA39ny57KNlXruoZbTw06XzL0af320USubKY3rc/+WOmdn7mp6U+nlDUtrIQ7Pxwvhzk/dOn8hiUk7fvjp1bK6WSmTZgRRvJR5lULGGwT1QHdEl8lpfVUapHlq8mbiIiokTzf15sNZh1PKv0aJs/39drpnAGaYeSnf76vF369fA0jfFpdeiIqD4Ntqg2ltIxG3VW51LHgYcpRqXHmhcoS5z46hAris+XIpA3Xsl3MzQGqrjAtZEXnyY7kRDXDmsUayFU7ftcFK9h0VlFB1xARBdORt1/atOmOdEW8E6pl00l20jXP6CorvXvj2f+oXCf1NEQbONvprTwd077rygEApqky6ZTzuYDj4TgWCHHs7PQC9PX2+qZVSuXGgqvgtBbnmPcX+npDp6Xq4mzk5WGwTXXG8QUOO+N1XIFuLU/UFueY6jB5Z49bT09wZUxERPHQddf168Ib9v3+gRsAK6ANWW+GTVuo266VRTnVnrMczq7jKWdA7NOFuphjqt948Mt+M6t7lfTZZv8zZeo0pM3C+2X4HA8d3WRvVB0MtsvDYJsoLrUaaANFL80VJiiePm1q+PQibKWuc7H8gKrhrxxVnqGqNylZrSrmeGnTeuoVZ49lewIuxwzX3rcagKuVNihAtPIW5R5v7AwIDZ95QJ35Bi1fpkvvzNtZDmfwGDawdU6k5vue7HFxTo7mXd7MOcHaCVOnBV5/UwbwYl8vTAWcMCW/HnZ+rimV6ZZuIPv5FfG7Iey5xO9oeDxWycRgmyhuYW6bi7j/HVWg6wlae7p7AvMuKiD2pCcKKzNBWhzdyInCSyl3yyPFI6gNyxkUOucF130uBrJdi61I0dP92ymlsrOBSyZf1zBk5zZVdlkxwDXTOUKkBzLdw/2GODvTpqBwfLa+1N2HV9mgNZW9KZBWgqlT/W84b3m+N7eGtwDHT5vqe39fKWBLX192NyTv2Hp/EhjIrg8uglSB8dtKKSio7H/9r8AcBl4ZcV3PRMxol/4StmwTUVLpatMig3MiIsoEYxwXGj8VcBfMffiDPwtDude6dubrna8hE/xZwYcKnM/BKoPKvi/lk9ZadivlKbM34HauQW2V2Rl469KnlEIKuTHQEGW35OtkQlz7j0w6v4Zvx9hqKzB27qO3xdwqs6GU68aCjtUzwFABBQBbXCuF17NkYrBNRESVJbU9yoKIiKhRcMx2eRhsEyWEdeddFbi7n0tfqB0gl46IiNwMdiOviLDH2C+d3WtcuSdFczcw5785ZeTSik8LrYKjZVtluqj7pU3B3bJuFc7wpE958lbZ1nBr/3TprbQpx+DqYQGtlM60IkCT4d+JO1eOTL6pAmOrrbzFM8GbX3GsfeN3qfrYsJ1MDLaJQgm39FQ5wgbZxedbKfEfI6oXwjHbVHX10o08yXtQ6DvpLLtf2pTj3wq5wDmlSesKzLNpg7qxW2mtvI2UfnI2Z1pnmcOmN4zgLr6GAppSjhXAUpkA2o8zrajC3YcNI9udPQUMy5Y56C2GyuQ7rEAEnbn5EBzsO9MmVb3UHXFdz9iyXR4G20SRizHodCwnppzPxYpBNEWP3cip2poMFRjQUO2wrifO2NC7hnchVvVaqIXWu852mPQpqMCWaiCTxrnOdlD6YtICjkndJH/cue4nhNX6Hub7Yaj6uGlVD+K6npmmCTPCCdKizKsWMNgmKihoHk3ngho+ae2aTBe0ZtMrM5rFPn237fzbL3g2AtYGt97j3V9duqDXiYiSwUgPwkgPVrsYFJIod/2qxLSf09aaVpUaegMh0zqX2AqdrwlD0oHJFExX3kHpi0kLZI6Vb1pxpxFl2P8O8/0wzCF+jxKCn0MyMdim+uQbNMbFJ8jOK0NSFsAouJ5H8e+JGmdYr1tc+osSwUxnHuRWyWV5nAG0tV1PUG09r1T+DWGFgM8vbNO2t64pJn3ItMpMQxUIhFR6yFXmoPTKc94WzNtKXyBfIHNMlZnO7Jszrd9nZZqZ71G1zhvKiel6xm7k5WGwTRTIc0GPMwAsGOCa+emUcqyj7a188i9mmbRBlVTuPf755uetz9ezfcePEufa31rsY0xEMVPpQaj0gWoXo3GJCRhN7r+D+AThfmntVu+QQaCzRVebv1+A55d/Nr0oA8ocQm9Pt396ZWRayR1VX29Pt28ZFADJtqsrSC5vX560BY6d9SujYL7ZtMocAswhBsFVVuhGClUHg20iIqo4M44bKrxJQ0REFKlMy3Z0reZs2SaqF8W0Qvum9bkgiOTW0Sire3WhC04xF6SwaSMsswh6evvKyIsakSC31F3U+RKFZrXGUfUU07OgmJZtAMpqNdelcz6XTaeAzPlQoNU3rzt1oVZiZWTzDbhCKU8XejF90mcDHqXc++fsPqz5PaOy+U4/4Tj/MjjKbAvbNdz6HCvZlZzy8XqWSAy2iYqhrfyKCXJD5F3ETYKent6CaaZPm5pLHyIwttKHztu+8UBEVEPEzIw3JQDhu1vHwdvl2zsZWkax5ct2a04XCkCyrxtNIc4JE0g15YLKgLRKTEiqKVMGEcyYfCwAv33L6HlhS2Z42OQCQbFhoOeFlwBkA+gC53HPiy9l6upQ53uBmxiaz6ha507QsWxIMX0OYpqQCK+VUeZVCxhsExFRxTVWVUtJpMyhzFjTim+4ggFCjbQ0eoM1198lHi/JduIKDATFhFg/hVUm0FYFxh6LIyDX5u18zjSzq43kWsCVmAXGfxvhyuwI+AuVGSKAmOUFxUGfUZUUVYYG+N7FdT0TM+IJ0hhsE1Ekann8aC2XnYgoyRIQpESqlPqimN5QpR4va6bssO93BqNB73EGCoFBsWRat8WEEnH3XisQTBfsIq/rZl4oz0JpohL3+VCqevveUc1gsE1ERBUmXPqLqJaVe0O2hGFTlHDlnBPe9/K8SJaIl/4CJ0gjIiKKjwCQWHpPMNwmIiKi5GCwTUREREThVavlMey427Bjvj1di+21tnXvCRprraNUZgIvZUCUKnKFFMN/e2LqJwYrqmwh0hbb7Zqt0XXLTJswI2yNjjKvWpCYafwGBwexfPlyTJ48GSNHjkRnZycWLVqE7du3u9J99NFHWLhwIdra2jBmzBgsWbIEH3/8cWDe+/btw9KlSzFu3DiMGjUK8+fPx86dO11p3nnnHcybNw8jRozAwQcfjO985zsYGuIU+kREcTCzXcmjfLBduzLqpr62lnHio2YeEvIBZQBG5hE2nf3vgLTiTG+EKLNhlHSuObfnW2YrgA8os+s9RR7Han/WfJT4oMRJTMv2J598gp6eHlxzzTWYMmUK/vrXv+Jf/uVfcNZZZ2Hz5s12uoULF2LHjh1Yt24dBgcHcdFFF+GSSy7B3Xff7Zv35ZdfjgcffBBr165Fe3s7li1bhq9+9av405/+BABIp9OYN28eOjo68Mwzz2DHjh1YtGgRhg0bhh/+8Iex7zvVKaWKH8NU8M6wgfx5nHXPxV0OImpU9VJfi9GUWZqJylfq7MJGPMGBwBl8+N+IsdMB9n/9zgmBO11QWgDZmcitcqhca3TQPlt1r2HktudXZke5C57HRirTIl7E+e63fV8JOwcakRjxXM+49Fd5ElPLtLe3Y926da7nfvazn+Gkk07CO++8g4kTJ+KVV17BI488gj//+c+YOXMmAODWW2/Fl7/8Zdx8883o7OzMy3dgYAC//OUvcffdd+OLX/wiAOD222/H5z//eTz77LM4+eST8eijj+Lll1/GH//4R0yYMAFTp07FDTfcgOXLl+O6665Dc3Nz/AeAaoNVEcYx3jRUoB30WoGAOy4MzKlIAnCCtBpWN/W10ZR5UHnEBFIRBExRt8rZwW2Bz9gKslW2C3mh7tPOcgalNTJpM63hTUBTiHPTKmuIMotK5dKGKbNVjig5t1vOOcAW2WjwepZIif5UBgYGoJTCmDFjAAAbN27EmDFj7IobAGbPng3DMLBp0yacc845eXl0d3djcHAQs2fPtp875phjMHHiRGzcuBEnn3wyNm7ciMmTJ2PChAl2mjlz5uDSSy/FSy+9hGnTpmnLt3//fuzfv9/+e/fu3eXuMtWKsAFm2YFo8B3w6dOnBaTJr3wz6cMpJi0RNbYk19d+dbUYqdhagigBdAGcLih1tlQrI7pg25FWVArdz28JTgsA2QC6YFpHy3b381v8y2G3fmfy5fle38RIxZNvxLORRzqzeQ1I7Ldu3759WL58ORYsWIC2tjYAQH9/Pw4++GBXuqamJowdOxb9/f3afPr7+9Hc3Gz/ALBMmDDBfk9/f7+r4rZet17zs3LlSnz/+98var+IypO7QPX09Dqe1wXcjXUxo1oikFjOz+Latq+77rq8a/jRRx+NV199NcpC1b2k19e+dXVqWOYB1NYavNVoBaz28Ylsn8MEI8UELI601jHSlHX6jBnuJwLSJk7dfPZFqvZ+h+U8Ptb1LGKSFkg6ur5jUeZVC6r2Lb/rrrswatQo+/HUU0/Zrw0ODuK8886DiGDNmjXVKmJBV199NQYGBuzHu+++W+0iERHVhDgmSCvFcccdhx07dtiPp59+OuI9rX21Xl+zriYiomqpWsv2WWedhVmzZtl//+3f/i2AXMX99ttvY8OGDfZdcgDo6OjAe++958pnaGgIH330ETo6OrTb6ejowIEDB7Br1y7X3fKdO3fa7+no6MBzzz3nep81+6lfvgDQ0tKClpaWEHtLRERJ1NTUFHidp9qvr/3qajGa2K22TkmZQ7hUHPOyRKTcfQOSvX9UuriuZ6YZ8dJfnCCtMkaPHo3Ro0e7nrMq7tdeew2PPfYYxo0b53q9q6sLu3btQnd3N2Zku+Rs2LABpmm6fgg4zZgxA8OGDcP69esxf/58AMDWrVvxzjvvoKury873xhtvxHvvvWd3e1u3bh3a2tpw7LHHRrrfRMUJe0FqrAsX1bb4JkgTDA0N5c2fEXRj9LXXXkNnZydaW1vR1dWFlStXYuLEiZGXrZbVa309JJkH1aF6Dibred+oLLyeJVNibukODg7iH//xH9HT04MHHngA6XTaHn81duxYNDc34/Of/zzmzp2Liy++GD//+c8xODiIZcuW4etf/7o9s+m2bdtw+umn47//+79x0kknob29HUuWLMEVV1yBsWPHoq2tDZdddhm6urpw8sknAwDOOOMMHHvssbjgggtw0003ob+/H//2b/+GpUuXsuWaiKiGPProo7j88stdz61YsQLXXXddXtpZs2bhjjvuwNFHH40dO3bg+9//Pv7+7/8eW7ZsyQsuKade6uu0ZB5UHyTCIFQleJWNRtlPKl5c1zMxBWJGOGY7wrxqQWKC7W3btuEPf/gDAGDq1Kmu1x577DGcdtppADJjx5YtW4bTTz8dhmFg/vz5WLVqlZ12cHAQW7duxSeffGI/99Of/tROu3//fsyZMwe33Xab/XoqlcIDDzyASy+9FF1dXRg5ciQuvPBCXH/99fHtMBFRwxKYMfTGEGSCsXvuucf1vF8Q9qUvfcn+9wknnIBZs2bhsMMOw29+8xssWbIk8vLVi3qpr9OmYKjBfvRRSAEBbSXC04qdlWwlrytpXs8SKTHB9qRJk0LdrRs7dizuvvvuovJpbW3F6tWrsXr1at/3HXbYYXjooYfCF5iIiEomKp7ZyJuamlxjh4sxZswYHHXUUXj99dcjLld9qZf6Om0Kf5xSKNVuAY6yNZvqV1zXMzMNmEZ0eZvpyLKqCYkJtomIiKrp448/xhtvvIELLrig2kWhCjDB2S6coorn6rJnMoPdyEVxSOvyXCtDXNczSZsQg+tsl6oGFvgjIqJ6Yk2QFvWj2N9u//qv/4onnngCb731Fp555hmcc845SKVSWLBgQRy7TURERA2GLdtERNSQ/vKXv2DBggX48MMPMX78eJx66ql49tlnMX78+GoXjSogbWYeUTMS2tpWsR7zIbaT1GNE5avoyIwC20rqeRbXMYqrwVjSAomwG7k02MyUDLaJiKjC4pkgrdhphbwTqRFFgcPAC6vVY1TJ4K1Wj1GS8BhSEjDYjoUJkYTeTiMiKloca2LHMxs5UVhjWw2MHp6KJW+V8DG+kpDBrkk/TkWTIq5rqr5GcvKcCieu46REMOxAPOeUmZaIJ0hL9mcUNQbbRERE1HDiDA50eScpCFAiiQiOrDIk6dgUrZgA2+99NR54J+FcApJ3HlXyuIhSifkcyI3BNhERVZQAMONY+ksl64cWkZPzh3DSgoJqE6Vq85iUGmj75VNjQTeDu3z1eEw4G3l5GGwTERERVZD3B3k1Ak1rm0kJDmo24G5QSTlvLNU6d5J2HOJgisCMcAC82WDfcwbbRERUYfFMkFb84l9ERERE8WGwTUREFZVZZ7uxupERBUn6GO9KqbnWbWVE05Wc3cdrQqPuN9ICiXKYFidIIyIiIqJqqtQY76RMlmapyYAbKC3orrEgG0hewBn3uZK0/aXaw2CbiIgqTGJa+quGfqATFSHuwDuJATdQY637NRg4FytJ5wgQ7/mRtH2tJjNtRjqpqckJ0oiIiIgoieIKRJMWcBMFiSPQ5vlPcWCwTUREFWciHUOuNdQKRlSmOILupAXcNdelvI4l6byI+pxI0r4lkUQ8Zls4ZpuIiCg+Els3cqLGE3VA6swrCUFITXYprxNJ+PwtcX3+SdpHqk8MtomIiIiIiCgPW7bLw2CbiIgqLsrJVnIaqwInsjTCOG52Ka+spHzuAFu1q40TpJWHwTYRERFRHYgjILXyS0JgUqnl0BpZEj5nC4NsqgcMtomIqMIklgnSuPQXlcPvh32t/TCPqwU4qWO5/eiOQVzlLud4x3ksveVKwucWBpf0cqv2tUlEIGaE3cgb7EYZg20iIqooAWKZII3dyKlUQT/uazFgibvLdZJau/1UsmxJPQ5JLZdOJXoq1MrxCHsskjTMg/wx2CYiIqKGVeyP/FoMvuOStNZuqi0cCpBRznGoRMBtpgVmhDezTU6QRkREFCeBKexGTtUXxY/9pAbflZ5QjIE3hVGtADtJ52Q9T2RI+RhsExERERERUR5JS6RDv7j0FxERUcziGbNNVH1JbemuJLZykxO7i9f2McgE21xnu1QMtomIiKjhVOrHbzUnE4tr/e1iMPBuTEkKLqt13lV6GEeSjjnlMNgmIqKKytwj55htaiwMOmtjFnMqT6MHfPW4/5wgrTwMtomIqMIEJpf+ogZW6cC70pOlFcKgu/4k6fyyVOr8SuK+U3Iw2CYiIiKqkkoFnkkLuAG29te6pJ1PTpU4n5K8/1ES04z0eIrZWHO2MNgmIqKK4wRpREREVO8YbBMRERFVWaO38rJree1olBZdP422/xyzXR4G20REVGECkRgmSGuwH0BUv+IKPJPYldxLiTDgTrCknz9APDdsamG/4yJmxEt/mY11LBlsExFRRQnACdKIQogj8KyVgNvCwDsZkn7OWBhoU9Iw2CYiIiJKqDhauWsh4Lawpbu6auU8AaIPtGtp32OVNiES4bHlBGlERERx4jrbRMWKOuh25pP0oILjuSsv6eeEJa5zolb2n5LPqHYBiIiIiJJClHI9kiaOICCp++qlROwHxaNWjm9c52wS9997Tar0d9VMS+SPuO3fvx9Tp06FUgp9fX2xby8Ig20iIqo4ETPyBxEREdF3v/tddHZ2VrsYANiNnIiIKkwgsUyQxm7kVKqgliK/15LW+hWFWuxarlMLrfTVlPTPNkg9f7bF7JuVthKfpaQl0tU+4p6N/OGHH8ajjz6K//mf/8HDDz8c67bCYLBNREREDavUH++691UqiKnEpGG1NImaV9hy11PgVqufVViV+KwqeQyjnHuhVj/73bt3u/5uaWlBS0tLWXnu3LkTF198MX73u99hxIgRZeUVFXYjJyKiihNJR/7g0l9UjDjGPlZqPGU9BB66cahBjzg4x4DXWsBSibIn4TOyVOIzqtR3N67rTlzlN0UifwDAoYceivb2dvuxcuXKssopIli8eDG+9a1vYebMmVHseiTYsk1EREREkQcztdByXAtl1Elil/+gYxlVGTkzfeWlRZCO8Byz8nr33XfR1tZmP+/Xqn3VVVfhRz/6UWCer7zyCh599FHs2bMHV199dWRljQKD7QjlxjMk46JHRBSN7I+byCrbzKjt6PHaS4VZ5/GePXuqXBIiouhY17Qox1fHqa2tzRVs+7nyyiuxePHiwDRHHHEENmzYgI0bN+YF7TNnzsTChQvxq1/9qpzilozBdoRyFTdnxSWi+rNnzx60t7eXn5EgltnDa+PnBVWbVVd/7sgjq1wSIqLoRVZXZ6Ul84gyv2KMHz8e48ePL5hu1apV+MEPfmD/vX37dsyZMwf33nsvZs2aVWwxI8NgO0KdnZ149913MXr0aKgEd2/ZvXs3Dj300LzuG/Wk3vex3vcPqP99rKX9ExHs2bMnMctoEJWDdXVycB9rX73vH1A7+9jodfXEiRNdf48aNQoA8NnPfhaHHHJINYoEgMF2pAzDqOqHWayw3TdqWb3vY73vH1D/+1gr+xflXXKBQJCOLD9nzkSFsK5OHu5j7av3/QNqYx+jrKstcY3ZbhQMtomIiIiIiKhuTJo0KRHj1xlsExFRxcUxZhsJqFSJiIjqSbXHbNc6BtsNqKWlBStWrCh74fgkq/d9rPf9A+p/H+t9/4IJJ0gjKqARrhHcx9pX7/sHNMY+BjEj7kZuNtiNcSVJaF8nIqKGcN999+HrX1uE0cOjnwn6431v46e33Ihly5ZFnjcREVEj2b17N9rb2/GLz3wOw41UZPl+aqbxzb++hoGBgcSPgY8CW7aJiKjiTK6zTURElHhpRNyNPLqsaoJR7QIQERERERER1Ru2bBMRUUVJTGO22bJNREQUrbQI0hHWr1z6i4iIKE4CiETfkYxTkBAREVGSsBt5DRocHMTy5csxefJkjBw5Ep2dnVi0aBG2b9/uSvfRRx9h4cKFaGtrw5gxY7BkyRJ8/PHHgXnv27cPS5cuxbhx4zBq1CjMnz8fO3fudKV55513MG/ePIwYMQIHH3wwvvOd72BoaCjSfbz//vtxxhlnYNy4cVBKoa+vr6SyeokIrr32WvzN3/wNhg8fjtmzZ+O1115zpSnluEVh9erVmDRpElpbWzFr1iw899xzgenXrl2LY445Bq2trZg8eTIeeugh1+th9jUuTz75JM4880x0dnZCKYXf/e53kZSt0DEq5ZwoxcqVK3HiiSdi9OjROPjgg3H22Wdj69atZZclyecnERWHdXX4snol+VrIupp1dZLPzzhYS39F+WgkDLZr0CeffIKenh5cc8016Onpwf3334+tW7firLPOcqVbuHAhXnrpJaxbtw4PPPAAnnzySVxyySWBeV9++eX43//9X6xduxZPPPEEtm/fjq9+9av26+l0GvPmzcOBAwfwzDPP4Fe/+hXuuOMOXHvttZHu4969e3HqqafiRz/6Ucll1bnpppuwatUq/PznP8emTZswcuRIzJkzB/v27bPTlHLcynXvvffiiiuuwIoVK9DT04MpU6Zgzpw5eO+997Tpn3nmGSxYsABLlixBb28vzj77bJx99tnYsmVLUfsal71792LKlClYvXq19vVSyhbmGJVyTpTiiSeewNKlS/Hss89i3bp1GBwcxBlnnIG9e/eWVZaknp/REwjMyB9EScK6OlxZdZJ6LWRdzboaSO75GRcG22USqgvPPfecAJC3335bRERefvllASB//vOf7TQPP/ywKKVk27Zt2jx27dolw4YNk7Vr19rPvfLKKwJANm7cKCIiDz30kBiGIf39/XaaNWvWSFtbm+zfvz/y/XrzzTcFgPT29hZdVi/TNKWjo0N+/OMfu/JpaWmRX//61yJS2nGLwkknnSRLly61/06n09LZ2SkrV67Upj/vvPNk3rx5rudmzZol3/zmN0Uk3L5WCgD57W9/a/9datkKHaNSzomovPfeewJAnnjiiZLLkuTzM0pr164VQ7XIyOFHRv5IGSPl1ltvrfYuEvliXV3b10LW1ayrk3x+Rm1gYEAAyE/ajpTb2o+O7PGTtiMFgAwMDFR7FyuCLdt1YmBgAEopjBkzBgCwceNGjBkzBjNnzrTTzJ49G4ZhYNOmTdo8uru7MTg4iNmzZ9vPHXPMMZg4cSI2btxo5zt58mRMmDDBTjNnzhzs3r0bL730Ugx7phemrF5vvvkm+vv7Xe9pb2/HrFmzXPtX7HEr14EDB9Dd3e0ql2EYmD17tu++bNy40ZUeyHwOVvow+1otpZQtzDEq5ZyIysDAAABg7NixJZclqednXETMyB+cII2SjnV17V4LWVezrgaSe37GKS0S+aORMNiuA/v27cPy5cuxYMECe3H4/v5+HHzwwa50TU1NGDt2LPr7+7X59Pf3o7m52f4RYJkwYYL9nv7+flflbb1uvVYpYcqqe4+Vxu89pRy3cn3wwQdIp9OB5fLy+xyc+2E9FzbPSimlbGGOUSnnRBRM08S3v/1tnHLKKTj++ONLLktSz08iigbrandZau1ayLoa9t+sq5N3flJyMdiuAXfddRdGjRplP5566in7tcHBQZx33nkQEaxZs6aKpSxd0P4RJd3SpUuxZcsW3HPPPdUuSs2wlv6K/MGWbaoi1tVEycW6unRmxOO1zQarqhls14CzzjoLfX199sPqlmJV3m+//TbWrVtn3ykHgI6OjrwJO4aGhvDRRx+ho6NDu52Ojg4cOHAAu3btcj2/c+dO+z0dHR15szRaf/vlW+r+BQlTVt17nOXVvaeU41augw46CKlUKrBcXn6fg3M/rOfC5lkppZQtzDEq5Zwo17Jly/DAAw/gsccewyGHHGI/X0/nZ1w4QRrVG9bVpZVV9x5neXXvYV0dP9bVtXV+UnIx2K4Bo0ePxpFHHmk/hg8fblfer732Gv74xz9i3Lhxrvd0dXVh165d6O7utp/bsGEDTNPErFmztNuZMWMGhg0bhvXr19vPbd26Fe+88w66urrsfF988UXXRcT68XDsscdGtn+FhCmr1+GHH46Ojg7Xe3bv3o1Nmza59q/Y41au5uZmzJgxw1Uu0zSxfv16333p6upypQcyn4OVPsy+VkspZQtzjEo5J0olIli2bBl++9vfYsOGDTj88MNdr9fT+UlE4bCuLq2sXkm9FrKuZl0NJPf8jBPHbJepuvOzUSkOHDggZ511lhxyyCHS19cnO3bssB/OWUbnzp0r06ZNk02bNsnTTz8tn/vc52TBggX263/5y1/k6KOPlk2bNtnPfetb35KJEyfKhg0bZPPmzdLV1SVdXV3260NDQ3L88cfLGWecIX19ffLII4/I+PHj5eqrr450Hz/88EPp7e2VBx98UADIPffcI729vbJjx47QZRUROfroo+X++++3//73f/93GTNmjPz+97+XF154Qb7yla/I4YcfLp9++mno4xaHe+65R1paWuSOO+6Ql19+WS655BIZM2aMPZPsBRdcIFdddZWd/k9/+pM0NTXJzTffLK+88oqsWLFChg0bJi+++GJR+xqXPXv2SG9vr/T29goA+Y//+A/p7e21Z+ANU7YvfvGLrpmlCx0jkXDnRBQuvfRSaW9vl8cff9z1/fvkk0+KKkutnJ9RWrt2rSjVLC3Nh0T+MFQrZyOnxGBdHa6sIrVzLWRdzbo67HGp9bpaJDcb+Y0jj5CfjPpcZI8bRx7RULORM9iuQdYSG7rHY489Zqf78MMPZcGCBTJq1Chpa2uTiy66SPbs2ZOXj/M9n376qfzzP/+zfOYzn5ERI0bIOeec46o0RUTeeust+dKXviTDhw+Xgw46SK688koZHByMdB9vv/127f6tWLGiqLICkNtvv93+2zRNueaaa2TChAnS0tIip59+umzdutX1nkLHLS633nqrTJw4UZqbm+Wkk06SZ5991n7tH/7hH+TCCy90pf/Nb34jRx11lDQ3N8txxx0nDz74oOv1MPsal8cee0z7+Vn7EKZshx12mOvzFgk+RiLhzoko+H3/nOdavZ2fUWGwTY2CdXX4stbStZB1NevqJJ+fUbKC7etHHCE3jfxcZI/rRzRWsK1EGq0tn4iIquW+++7Deef9fxjWND7yvAeHPsKqVT/GsmXLIs+biIiokezevRvt7e1YMfwItKroRh7vExPf//T/MDAw4JrDol41VbsARETUiOKY0Iz3jomIiCg5GGwTERERERFRnrQA6YjzayQMtomIqLIks852DBnHkCcRERFRaRhsExERERERUZ60CNIR3sxutKW/GGwTEVFFZaaEjaNlm4iIiCg5GGwTEVGFxdONnItrEBERRUsQ7ZSmjVZTM9gmIiIiIiKiPOxGXp7oFk0jokj98pe/xBlnnBH7dh555BFMnToVpsluvVRJ6RgejVWBE1EysL4mIj8MtokSaN++fbjmmmuwYsWK2Lc1d+5cDBs2DHfddVfs2yIiIqonrK+p3qUl+kcjYbBNlED33Xcf2tracMopp1Rke4sXL8aqVasqsi0ia8x21A8iokpjfU1EQRhsE8Xo/fffR0dHB374wx/azz3zzDNobm7G+vXrfd93zz334Mwzz3Q9d9ppp+Hb3/6267mzzz4bixcvtv+eNGkSfvCDH2DRokUYNWoUDjvsMPzhD3/A+++/j6985SsYNWoUTjjhBGzevNmVz5lnnonNmzfjjTfeKH1niYpixvBosNvlRBQZ1tdEemmRyB+NhME2UYzGjx+P//qv/8J1112HzZs3Y8+ePbjggguwbNkynH766b7ve/rppzFz5syStvnTn/4Up5xyCnp7ezFv3jxccMEFWLRoEc4//3z09PTgs5/9LBYtWuSauXnixImYMGECnnrqqZK2SUREVMtYXxNRHDgbOVHMvvzlL+Piiy/GwoULMXPmTIwcORIrV670Tb9r1y4MDAygs7Oz5O1985vfBABce+21WLNmDU488USce+65AIDly5ejq6sLO3fuREdHh/2+zs5OvP322yVtk6g4AsTS7bux7pYTUbRYXxPlS0tmCtIo82skbNkmqoCbb74ZQ0NDWLt2Le666y60tLT4pv30008BAK2trSVt64QTTrD/PWHCBADA5MmT85577733XO8bPnw4Pvnkk5K2SUREVA9YXxO5sRt5eRhsE1XAG2+8ge3bt8M0Tbz11luBaceNGwelFP76178WzDedzr/XOGzYMPvfSinf57xLh3z00UcYP358wW0SRUFi+B8RUblYXxNRlBhsE8XswIEDOP/88/G1r30NN9xwA77xjW/k3aV2am5uxrHHHouXX34577WdO3e6/v6///u/SMq4b98+vPHGG5g2bVok+REVxgnSiChZWF8T5TMjXvbLbLCqmsE2Ucy+973vYWBgAKtWrcLy5ctx1FFH4Z/+6Z8C3zNnzhw8/fTTec///ve/x/3334833ngDN954I15++WW8/fbb2LZtW1llfPbZZ9HS0oKurq6y8iGqNatXr8akSZPQ2tqKWbNm4bnnnqt2kYioSlhfE1HUGGwTxejxxx/HLbfcgjvvvBNtbW0wDAN33nknnnrqKaxZs8b3fUuWLMFDDz2EgYEB1/Pz5s3DTTfdhGOPPRZPPvkkbrvtNjz33HO48847yyrnr3/9ayxcuBAjRowoKx+i0ESifxTp3nvvxRVXXIEVK1agp6cHU6ZMwZw5cwJbsoioPrG+JtLjmO3yKJEG22OiGnHuuedi+vTpuPrqqwFk1u2cOnUqbrnllki388EHH+Doo4/G5s2bcfjhh0eaN5HXfffdh3PPPQ8qhsUwBEO49dZVWLZsWaj0s2bNwoknnoif/exnADLjIg899FBcdtlluOqqqyIvHxHVJ9bXVI92796N9vZ2fAOHollF1z57QEz8P7yLgYEBtLW1RZZvUrFlmyihfvzjH2PUqFGxb+ett97CbbfdxoqbKkggMCN/FOPAgQPo7u7G7Nmz7ecMw8Ds2bOxcePGqHeYiOoY62uqZ2lEO2Y7ymXEagHX2SZKqEmTJuGyyy6LfTszZ87EzJkzY98OEQAccsgh2X/FU912dnZi9+7drudaWlrylu/54IMPkE6n7aV1LBMmTMCrr74aS9mIqD6xvqZ6dqDIm9mVzi/pGGwT1YjHH3+82kUgKtvJJ5+MPXv25C1lEwWlFH7yk59g/vz5rudXrFiB6667LvLtERHpsL6metDc3IyOjg7c1V/epH46HR0daG5ujjzfJGKwTUREFRVnd8urr74aV1xxhes5b6s2ABx00EFIpVJ5y/Ps3LkTHR0dsZWPiIioFrS2tuLNN9/EgQMHIs+7ubkZra2tkeebRAy2iYiobui6jOs0NzdjxowZWL9+Pc4++2wAmQnS1q9fH3qCNSIionrW2traMEFxXBhsExFRQ7riiitw4YUXYubMmTjppJNwyy23YO/evbjooouqXTQiIiKqAwy2iYioIX3ta1/D+++/j2uvvRb9/f2YOnUqHnnkkbxJ04iIiIhKwXW2iYiIiIiIiCLGdbaJiIiIiIiIIsZgm4iIiIiIiChiDLaJiIiIiIiIIsZgm4iIiIiIiChiDLaJiIiIiIiIIsZgm4iIiIiIiChiDLaJiIiIiIiIIsZgm4iIiIiIiChiDLaJiIiIiIiIIsZgm4iIiIiIiChiDLaJiIiIiIiIIsZgm4iIiIiIiChi/z+VXqj2GJTgdQAAAABJRU5ErkJggg==",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(10, 5))\n",
    "\n",
    "# plot field intensity at the xz plane\n",
    "sim_data_practical.plot_field(\n",
    "    field_monitor_name=\"field_xz\", field_name=\"E\", val=\"abs^2\", ax=ax1, vmin=0, vmax=25\n",
    ")\n",
    "\n",
    "# plot Ex at the xz plane\n",
    "sim_data_practical.plot_field(\n",
    "    field_monitor_name=\"field_xz\", field_name=\"Ex\", ax=ax2, vmin=-5, vmax=5\n",
    ")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "20aacfcf",
   "metadata": {},
   "source": [
    "To further investigate the focusing, we plot several intensity profiles around the focus. The intensity and width of the focus can be clearly observed from this plot."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "a47534a8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "zs = [21, 23, 25, 27]  # z coordinates of the field profile slices\n",
    "\n",
    "# plot intensity profiles\n",
    "fig, ax = plt.subplots()\n",
    "for z in zs:\n",
    "    I = sim_data_practical.get_intensity(\"field_xz\").sel(z=z, method=\"nearest\")\n",
    "    I.plot(ax=ax, label=rf\"z={z} $\\mu m$\")\n",
    "ax.legend()\n",
    "ax.set_title(\"Field intensity\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "32e874dd",
   "metadata": {},
   "source": [
    "Lastly, plot the intensity distribution in the $xy$ plane to visualize the focal spot shape."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "f7d09a8e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_practical.plot_field(\n",
    "    field_monitor_name=\"field_xy\", field_name=\"E\", val=\"abs^2\", vmin=0, vmax=25\n",
    ")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "31d8e7f4",
   "metadata": {},
   "source": [
    "## Comparison to the Ideal Luneburg Lens "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "05855bce",
   "metadata": {},
   "source": [
    "As a comparison, we simulate an ideal Luneburg lens whose local refractive index follows exactly according to $n(r)=n_0\\sqrt{2-(r/R)^2}$. This can be realized in `Tidy3D` using the [CustomMedium](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.CustomMedium.html), which conveniently defines a spatially varying refractive index profile within one structure. \n",
    "\n",
    "First, we define the spatial and frequency grids and define a 4-dimensional array that stores the refractive index."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "549523dc",
   "metadata": {},
   "outputs": [],
   "source": [
    "Nx, Ny, Nz, Nf = 100, 100, 100, 1  # number of grid points along each dimension\n",
    "\n",
    "X = np.linspace(-R, R, Nx)  # x grid\n",
    "Y = np.linspace(-R, R, Ny)  # y grid\n",
    "Z = np.linspace(-R, R, Nz)  # z grid\n",
    "freqs = [freq0]  # frequency grid\n",
    "\n",
    "# define coordinate array\n",
    "x_mesh, y_mesh, z_mesh, freq_mesh = np.meshgrid(X, Y, Z, freqs, indexing=\"ij\")\n",
    "r_mesh = np.sqrt(x_mesh**2 + y_mesh**2 + z_mesh**2)\n",
    "\n",
    "# index of refraction array\n",
    "# assign the refractive index value to the array according to the desired profile\n",
    "n_data = np.ones((Nx, Ny, Nz, Nf))\n",
    "n_data[r_mesh <= R] = np.sqrt(2 - (r_mesh[r_mesh <= R] / R) ** 2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3838716d",
   "metadata": {},
   "source": [
    "The numpy array is converted to a ScalarFieldDataArray that labels the coordinate. A custom medium is then defined using the class method [td.CustomMedium.from_nk](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.CustomMedium.html#tidy3d.CustomMedium.from_nk). Finally, the lens structure is defined."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "fb157f36",
   "metadata": {},
   "outputs": [],
   "source": [
    "# convert to dataset array\n",
    "n_dataset = ScalarFieldDataArray(n_data, coords=dict(x=X, y=Y, z=Z, f=freqs))\n",
    "\n",
    "# define custom medium based on the dataset\n",
    "mat_custom = td.CustomMedium.from_nk(n_dataset, interp_method=\"nearest\")\n",
    "\n",
    "# define the ideal luneburg lens structure\n",
    "lens = td.Structure(geometry=td.Sphere(radius=R), medium=mat_custom)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b50ceb4a",
   "metadata": {},
   "source": [
    "Most simulation setup from the previous section can be readily reused. Therefore, we simply copy the previous simulation and only update the structures to contain the ideal Luneburg lens. Using the `plot_eps` method we can visualize the gradient permittivity distribution. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "be81486d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim = sim.copy(update={\"structures\": [lens]})\n",
    "sim.plot_eps(y=0)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e32b0f70",
   "metadata": {},
   "source": [
    "Submit the simulation job to the server."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "a4e1bcb7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "
13:50:20 CET Created task 'ideal_luneburg_lens' with resource_id                \n",
       "             'fdve-39c62430-a3b6-4364-9b5a-048af4287c77' and task_type 'FDTD'.  \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:50:20 CET\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'ideal_luneburg_lens'\u001b[0m with resource_id                \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-39c62430-a3b6-4364-9b5a-048af4287c77'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m.  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
             View task using web UI at                                          \n",
       "             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-39c62430-a3b\n",
       "             6-4364-9b5a-048af4287c77'.                                         \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=10818;https://tidy3d.simulation.cloud/workbench?taskId=fdve-39c62430-a3b6-4364-9b5a-048af4287c77\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=960623;https://tidy3d.simulation.cloud/workbench?taskId=fdve-39c62430-a3b6-4364-9b5a-048af4287c77\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=10818;https://tidy3d.simulation.cloud/workbench?taskId=fdve-39c62430-a3b6-4364-9b5a-048af4287c77\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=972309;https://tidy3d.simulation.cloud/workbench?taskId=fdve-39c62430-a3b6-4364-9b5a-048af4287c77\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=10818;https://tidy3d.simulation.cloud/workbench?taskId=fdve-39c62430-a3b6-4364-9b5a-048af4287c77\u001b\\\u001b[32m-39c62430-a3b\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=10818;https://tidy3d.simulation.cloud/workbench?taskId=fdve-39c62430-a3b6-4364-9b5a-048af4287c77\u001b\\\u001b[32m6-4364-9b5a-048af4287c77'\u001b[0m\u001b]8;;\u001b\\.                                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
             Task folder: 'default'.                                            \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=78061;https://tidy3d.simulation.cloud/folders/514fae1d-02fa-4a01-866b-fa885e2a3625\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "713128d9c2f84336afcf1130f9131f0c",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
13:50:27 CET Estimated FlexCredit cost: 0.040. Minimum cost depends on task     \n",
       "             execution details. Use 'web.real_cost(task_id)' to get the billed  \n",
       "             FlexCredit cost after a simulation run.                            \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:50:27 CET\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m0.040\u001b[0m. Minimum cost depends on task     \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
13:50:29 CET status = queued                                                    \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:50:29 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
             To cancel the simulation, use 'web.abort(task_id)' or              \n",
       "             'web.delete(task_id)' or abort/delete the task in the web UI.      \n",
       "             Terminating the Python script will not stop the job running on the \n",
       "             cloud.                                                             \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use \u001b[32m'web.abort\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or              \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'web.delete\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or abort/delete the task in the web UI.      \n",
       "\u001b[2;36m             \u001b[0mTerminating the Python script will not stop the job running on the \n",
       "\u001b[2;36m             \u001b[0mcloud.                                                             \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "f818ef31071041c3a3ceb5011adda04b",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
13:50:42 CET starting up solver                                                 \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:50:42 CET\u001b[0m\u001b[2;36m \u001b[0mstarting up solver                                                 \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
13:50:43 CET running solver                                                     \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:50:43 CET\u001b[0m\u001b[2;36m \u001b[0mrunning solver                                                     \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "a8084b50bfe641e6bf02a0077b05e6d2",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
13:50:47 CET early shutoff detected at 20%, exiting.                            \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:50:47 CET\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m20\u001b[0m%, exiting.                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
13:50:48 CET status = success                                                   \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:50:48 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
             View simulation result at                                          \n",
       "             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-39c62430-a3b\n",
       "             6-4364-9b5a-048af4287c77'.                                         \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=579836;https://tidy3d.simulation.cloud/workbench?taskId=fdve-39c62430-a3b6-4364-9b5a-048af4287c77\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=485604;https://tidy3d.simulation.cloud/workbench?taskId=fdve-39c62430-a3b6-4364-9b5a-048af4287c77\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=579836;https://tidy3d.simulation.cloud/workbench?taskId=fdve-39c62430-a3b6-4364-9b5a-048af4287c77\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=402470;https://tidy3d.simulation.cloud/workbench?taskId=fdve-39c62430-a3b6-4364-9b5a-048af4287c77\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=579836;https://tidy3d.simulation.cloud/workbench?taskId=fdve-39c62430-a3b6-4364-9b5a-048af4287c77\u001b\\\u001b[4;34m-39c62430-a3b\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=579836;https://tidy3d.simulation.cloud/workbench?taskId=fdve-39c62430-a3b6-4364-9b5a-048af4287c77\u001b\\\u001b[4;34m6-4364-9b5a-048af4287c77'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m                                         \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "d19b6a0a6755454498567ef65183e6c1",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
13:50:58 CET Loading simulation from data/simulation_data.hdf5                  \n",
       "
\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:50:58 CET\u001b[0m\u001b[2;36m \u001b[0mLoading simulation from data/simulation_data.hdf5                  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_ideal = web.run(\n",
    "    sim, task_name=\"ideal_luneburg_lens\", path=\"data/simulation_data.hdf5\", verbose=True\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "51499e50",
   "metadata": {},
   "source": [
    "We perform the same postprocessing visualizations as in the previous section. The results of the designed Luneburg lens are very similar to the idealized case, confirming the validity of the design using the effective index approach."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "16cec513",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(10, 5))\n",
    "\n",
    "# plot field intensity at the xz plane\n",
    "sim_data_ideal.plot_field(\n",
    "    field_monitor_name=\"field_xz\", field_name=\"E\", val=\"abs^2\", ax=ax1, vmin=0, vmax=25\n",
    ")\n",
    "\n",
    "# plot Ex at the xz plane\n",
    "sim_data_ideal.plot_field(field_monitor_name=\"field_xz\", field_name=\"Ex\", ax=ax2, vmin=-5, vmax=5)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "ab3449e8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# plot intensity profiles\n",
    "fig, ax = plt.subplots()\n",
    "for z in zs:\n",
    "    I = sim_data_ideal.get_intensity(\"field_xz\").sel(z=z, method=\"nearest\")\n",
    "    I.plot(ax=ax, label=rf\"z={z} $\\mu m$\")\n",
    "ax.legend()\n",
    "ax.set_title(\"Field intensity\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "55d604fb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_ideal.plot_field(\n",
    "    field_monitor_name=\"field_xy\", field_name=\"E\", val=\"abs^2\", vmin=0, vmax=25\n",
    ")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0835790d",
   "metadata": {},
   "source": [
    "Lastly, as a direct comparison, we plot the field intensity around the focus for the practical and idealized Luneburg lens together. The results are nearly identical, which validates the design of the practical Lunebug lens."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "72e2b6d9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# compare ideal and practical Luneburg lens intensity profiles at fix z\n",
    "\n",
    "z = 21\n",
    "\n",
    "fig, ax = plt.subplots()\n",
    "\n",
    "I_practical = sim_data_practical.get_intensity(\"field_xz\").sel(z=z, method=\"nearest\")\n",
    "I_practical.plot(ax=ax, label=\"Practical Luneburg lens\")\n",
    "\n",
    "I_ideal = sim_data_ideal.get_intensity(\"field_xz\").sel(z=z, method=\"nearest\")\n",
    "I_ideal.plot(linestyle=\"--\", ax=ax, label=\"Ideal Luneburg lens\")\n",
    "\n",
    "ax.legend()\n",
    "ax.set_title(\"Field intensity\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "9614b778",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "applications": [
   "Lenses"
  ],
  "description": "This notebook demonstrates how to model a 3D optical Luneburg lens in Tidy3D FDTD.",
  "feature_image": "./img/optical_luneburg_lens_schematic.png",
  "features": [
   "Custom medium"
  ],
  "kernelspec": {
   "display_name": "_build_local",
   "language": "python",
   "name": "python3"
  },
  "keywords": "Luneburg lens, custom medium, Tidy3D, FDTD",
  "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": "3D Optical Luneburg Lens Modeling in Tidy3D | Flexcompute",
  "widgets": {
   "application/vnd.jupyter.widget-state+json": {
    "state": {
     "0efdf6b0e148451ba8377ab9c8c7992b": {
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       "msg_id": "",
       "outputs": [
        {
         "data": {
          "text/html": "
🚶  Starting 'ideal_luneburg_lens'...\n
\n",
          "text/plain": "\u001b[32m🚶 \u001b[0m \u001b[1;32mStarting 'ideal_luneburg_lens'...\u001b[0m\n"
         },
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         "output_type": "display_data"
        }
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       "grid_column": null,
       "grid_gap": null,
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       "grid_template_areas": null,
       "grid_template_columns": null,
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     "2815e8ffb47b4f458fa0d0ae35cbec6e": {
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       "_view_name": "OutputView",
       "layout": "IPY_MODEL_ecbed59b03fb4c4aab4ec15b76153aa3",
       "msg_id": "",
       "outputs": [
        {
         "data": {
          "text/html": "
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↑ simulation.hdf5.gz ━━━━━━━━━━━━━━━━━━━━━━━ 100.0% • 38.7/38.7 kB • ? • 0:00:00\n
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solver progress (field decay = 1.82e-05) ━━━━━━━━━━━━━━━━━━━━━━━━━━ 100% 0:00:00\n
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