{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "23bc2ee3-b625-4b4c-9c87-23dc715ad733",
   "metadata": {},
   "source": [
    "# Adjoint Plugin: 3 Inverse Design Demo\n",
    "\n",
    "In this notebook, we will use inverse design and the Tidy3D `adjoint` plugin to create an integrated photonics component to convert a fundamental waveguide mode to a higher order mode."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "7257472c-5db1-4b93-8cdb-24b3cc32775d",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "from typing import List\n",
    "import numpy as np\n",
    "import matplotlib.pylab as plt\n",
    "\n",
    "# import jax to be able to use automatic differentiation\n",
    "import jax.numpy as jnp\n",
    "from jax import grad, value_and_grad\n",
    "\n",
    "# import regular tidy3d\n",
    "import tidy3d as td\n",
    "import tidy3d.web as web\n",
    "from tidy3d.plugins.mode import ModeSolver\n",
    "\n",
    "# import the components we need from the adjoint plugin\n",
    "from tidy3d.plugins.adjoint import (\n",
    "    JaxSimulation,\n",
    "    JaxBox,\n",
    "    JaxCustomMedium,\n",
    "    JaxStructure,\n",
    "    JaxSimulationData,\n",
    "    JaxDataArray,\n",
    "    JaxPermittivityDataset,\n",
    ")\n",
    "from tidy3d.plugins.adjoint.web import run\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "718337a6-e356-4810-8836-48ada41f31d2",
   "metadata": {},
   "source": [
    "## Setup\n",
    "\n",
    "We wish to recreate a device like the diagram below:\n",
    "\n",
    "<img src=\"img/AdjointInvDes.png\" width=800>\n",
    "\n",
    "A mode source is injected into a waveguide on the left-hand side. The light propagates through a rectangular region filled with pixellated `Box` objects, each with a permittivity value independently tunable between 1 (vacuum) and some maximum permittivity. Finally, we measure the transmission of the light into a waveguide on the right-hand side.\n",
    "\n",
    "The goal of the inverse design exercise is to find the permittivities ($\\epsilon_{ij}$) of each `Box` in the coupling region to maximize the power conversion between the input mode and the output mode.\n",
    "\n",
    "### Parameters\n",
    "\n",
    "First we will define some parameters. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "b2c592b4-c210-46e3-94c2-d6a9bfb3ca73",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# wavelength and frequency\n",
    "wavelength = 1.0\n",
    "freq0 = td.C_0 / wavelength\n",
    "k0 = 2 * np.pi * freq0 / td.C_0\n",
    "\n",
    "# resolution control\n",
    "dl = 0.01\n",
    "\n",
    "# space between boxes and PML\n",
    "buffer = 0.5 * wavelength\n",
    "\n",
    "# optimize region size\n",
    "lz = td.inf\n",
    "golden_ratio = 1.618\n",
    "lx = 5.0\n",
    "ly = lx / golden_ratio\n",
    "wg_width = 0.7\n",
    "\n",
    "# num cells\n",
    "nx = 120\n",
    "ny = int(nx / golden_ratio)\n",
    "num_cells = nx * ny\n",
    "\n",
    "# position of source and monitor (constant for all)\n",
    "source_x = -lx / 2 - buffer * 0.8\n",
    "meas_x = lx / 2 + buffer * 0.8\n",
    "\n",
    "# total size\n",
    "Lx = lx + 2 * buffer\n",
    "Ly = ly + 2 * buffer\n",
    "Lz = 0\n",
    "\n",
    "# permittivity info\n",
    "eps_wg = 2.75\n",
    "eps_deviation_random = 0.5\n",
    "eps_max = 5\n",
    "\n",
    "# note, we choose the starting permittivities to be uniform with a small, random deviation\n",
    "eps_boxes = eps_wg * np.ones((nx, ny))\n",
    "eps_boxes += 2 * (np.random.random((nx, ny)) - 0.5) * eps_deviation_random\n",
    "eps_boxes = eps_boxes.flatten()\n",
    "\n",
    "# frequency width and run time\n",
    "freqw = freq0 / 10\n",
    "run_time = 50 / freqw\n",
    "\n",
    "# mode in and out\n",
    "mode_index_in = 0\n",
    "mode_index_out = 2\n",
    "num_modes = max(mode_index_in, mode_index_out) + 1\n",
    "mode_spec = td.ModeSpec(num_modes=num_modes)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ac035f60-95f7-4f99-989d-67855acd5b15",
   "metadata": {},
   "source": [
    "### Static Components\n",
    "\n",
    "Next, we will set up the static parts of the geometry, the input source, and the output monitor using these parameters."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "9aa55de4-f748-4939-8b26-9098bb573653",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "waveguide = td.Structure(\n",
    "    geometry=td.Box(size=(td.inf, wg_width, lz)), medium=td.Medium(permittivity=eps_wg)\n",
    ")\n",
    "\n",
    "mode_size = (0, 4, lz)\n",
    "\n",
    "# source seeding the simulation\n",
    "forward_source = td.ModeSource(\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=freqw),\n",
    "    center=[source_x, 0, 0],\n",
    "    size=mode_size,\n",
    "    mode_index=mode_index_in,\n",
    "    mode_spec=mode_spec,\n",
    "    direction=\"+\",\n",
    ")\n",
    "\n",
    "# we'll refer to the measurement monitor by this name often\n",
    "measurement_monitor_name = \"measurement\"\n",
    "\n",
    "# monitor where we compute the objective function from\n",
    "measurement_monitor = td.ModeMonitor(\n",
    "    center=[meas_x, 0, 0],\n",
    "    size=mode_size,\n",
    "    freqs=[freq0],\n",
    "    mode_spec=mode_spec,\n",
    "    name=measurement_monitor_name,\n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "afe16823-2271-4773-b0e3-a5ce3788ecae",
   "metadata": {},
   "source": [
    "### Input Structures\n",
    "\n",
    "Next, we write a function to return the pixellated array given our flattened tuple of permittivity values $\\epsilon_{ij}$ using [JaxCustomMedium](../_autosummary/tidy3d.plugins.adjoint.JaxCustomMedium.html?highlight=JaxCustomMedium#tidy3d.plugins.adjoint.JaxCustomMedium).\n",
    "\n",
    "We will feed the result of this function to our `JaxSimulation.input_structures` and will take the gradient w.r.t. the inputs."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "2d3e00d9-35f1-4e83-807c-66102b96ed5a",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "def make_input_structures(eps_boxes) -> List[JaxStructure]:\n",
    "\n",
    "    size_box_x = float(lx) / nx\n",
    "    size_box_y = float(ly) / ny\n",
    "    size_box = (size_box_x, size_box_y, lz)\n",
    "\n",
    "    x0_min = -lx / 2 + size_box_x / 2\n",
    "    y0_min = -ly / 2 + size_box_y / 2\n",
    "\n",
    "    input_structures = []\n",
    "\n",
    "    coords_x = [x0_min + index_x * size_box_x - 1e-5 for index_x in range(nx)]\n",
    "    coords_y = [y0_min + index_y * size_box_y - 1e-5 for index_y in range(ny)]\n",
    "\n",
    "    coords = dict(x=coords_x, y=coords_y, z=[0], f=[freq0])\n",
    "    values = []\n",
    "\n",
    "    index_box = 0\n",
    "    for index_x in range(nx):\n",
    "        x0 = coords_x[index_x]\n",
    "        for index_y in range(ny):\n",
    "            y0 = coords_y[index_y]\n",
    "            values.append(eps_boxes[index_box])\n",
    "            index_box += 1\n",
    "\n",
    "    values = jnp.array(values).reshape((nx, ny, 1, 1))\n",
    "    field_components = {\n",
    "        f\"eps_{dim}{dim}\": JaxDataArray(values=values, coords=coords) for dim in \"xyz\"\n",
    "    }\n",
    "    eps_dataset = JaxPermittivityDataset(**field_components)\n",
    "    custom_medium = JaxCustomMedium(eps_dataset=eps_dataset)\n",
    "    box = JaxBox(center=(0, 0, 0), size=(lx, ly, lz))\n",
    "    custom_structure = JaxStructure(geometry=box, medium=custom_medium)\n",
    "    return [custom_structure]\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "75983c02-ca0f-4dcb-9c51-04ce9b5ac7ed",
   "metadata": {},
   "source": [
    "### Jax Simulation\n",
    "Next, we write a function to return the `JaxSimulation` as a function of our $\\epsilon_{ij}$ values.\n",
    "\n",
    "We make sure to add the pixellated `JaxStructure` list to `input_structures` and the `measurement_monitor` to `output_monitors`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "3b09827b-a607-4631-977d-466f732e1d90",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "def make_sim(eps_boxes) -> JaxSimulation:\n",
    "\n",
    "    input_structures = make_input_structures(eps_boxes)\n",
    "\n",
    "    return JaxSimulation(\n",
    "        size=[Lx, Ly, Lz],\n",
    "        grid_spec=td.GridSpec.uniform(dl=dl),\n",
    "        structures=[waveguide],\n",
    "        input_structures=input_structures,\n",
    "        sources=[forward_source],\n",
    "        monitors=[],\n",
    "        output_monitors=[measurement_monitor],\n",
    "        run_time=run_time,\n",
    "        subpixel=True,\n",
    "        boundary_spec=td.BoundarySpec.pml(x=True, y=True, z=False),\n",
    "        shutoff=1e-8,\n",
    "        courant=0.9,\n",
    "    )\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2e7cd9e9-a41a-4353-a0ee-cec464bc2f2d",
   "metadata": {},
   "source": [
    "### Visualize\n",
    "Let's visualize the simulation to see how it looks"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "ae07fed6-c0e4-415a-8a55-58f1b02bd311",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_start = make_sim(eps_boxes)\n",
    "\n",
    "ax = sim_start.plot_eps(z=0)\n",
    "\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5dc853c5-a191-4602-bf5b-7fa8761d51f1",
   "metadata": {},
   "source": [
    "### Select Input and Output Modes\n",
    "\n",
    "Next, let's visualize the mode profiles so we can inspect which mode indices we want to inject and transmit."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "eb91e8b8-af55-4e99-9134-b3320621dbb9",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Effective index of computed modes:  [[1.5736595 1.5368265 1.3096673]]\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1400x1000 with 9 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "mode_solver = ModeSolver(\n",
    "    simulation=sim_start, plane=forward_source, mode_spec=mode_spec, freqs=[freq0]\n",
    ")\n",
    "modes = mode_solver.solve()\n",
    "\n",
    "print(\"Effective index of computed modes: \", np.array(modes.n_eff))\n",
    "\n",
    "fig, axs = plt.subplots(num_modes, 3, figsize=(14, 10), tight_layout=True)\n",
    "for mode_ind in range(num_modes):\n",
    "    for field_ind, field_name in enumerate((\"Ex\", \"Ey\", \"Ez\")):\n",
    "        field = modes.field_components[field_name].sel(mode_index=mode_ind)\n",
    "        ax = axs[mode_ind, field_ind]\n",
    "        field.real.plot(ax=ax)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d5a09ce7-4e64-4ccb-8a8f-54c23c5c7d4a",
   "metadata": {},
   "source": [
    "Aftert inspection, we decide to inject the fundamental, Ez-polarized input into the 1st order Ez-polarized input.\n",
    "\n",
    "From the plots, we see that these modes correspond to the first and third rows, or `mode_index=0` and `mode_index=2`, respectively. \n",
    "\n",
    "So we make sure that the `mode_index_in` and `mode_index_out` variables are set appropriately."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "61522716-a26f-400b-a005-5d9493ef7264",
   "metadata": {},
   "source": [
    "### Post Processing\n",
    "\n",
    "We will define one more function to tell us how we want to postprocess a `JaxSimulationData` object to give the conversion power that we are interested in maximizing."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "2081ff1b-46fe-4bb0-9027-8c4ca0a359bd",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "def measure_power(sim_data: JaxSimulationData) -> float:\n",
    "    \"\"\"Return the power in the output_data amplitude at the mode index of interest.\"\"\"\n",
    "    output_amps = sim_data.output_data[0].amps\n",
    "    amp = output_amps.sel(direction=\"+\", f=freq0, mode_index=mode_index_out)\n",
    "    return jnp.sum(jnp.abs(amp) ** 2)\n",
    "\n",
    "\n",
    "penalty_strength = 0.0\n",
    "\n",
    "\n",
    "def binary_penalty(eps_boxes, penalty_strength=0.0):\n",
    "    \"\"\"Applies penalty of `penalty_strength` directly between 1 and eps_max and 0 at the boundaries.\"\"\"\n",
    "\n",
    "    delta_eps = eps_max - 1\n",
    "    eps_average = jnp.mean(eps_boxes)\n",
    "    above_vacuum = eps_average - 1\n",
    "    below_epsmax = eps_max - eps_average\n",
    "    return penalty_strength * above_vacuum * below_epsmax / delta_eps\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5863a5c3-3b5e-4927-9e18-749b660e7c3f",
   "metadata": {},
   "source": [
    "### Define Objective Function\n",
    "\n",
    "Finally, we need to define the objective function that we want to maximize as a function of our input parameters (permittivity of each box) that returns the conversion power. This is the function we will differentiate later."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "71c5b2ed-a036-4578-ad44-89aa70f59e28",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "def J(eps_boxes, step_num: int = None, verbose: bool = False) -> float:\n",
    "    sim = make_sim(eps_boxes)\n",
    "    task_name = \"inv_des\"\n",
    "    if step_num:\n",
    "        task_name += f\"_step_{step_num}\"\n",
    "    sim_data = run(sim, task_name=task_name, verbose=verbose)\n",
    "    power = measure_power(sim_data)\n",
    "    penalty = binary_penalty(eps_boxes)\n",
    "    return power - penalty\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "075f3d66-c98f-4410-829a-b178464de0b8",
   "metadata": {},
   "source": [
    "## Inverse Design\n",
    "\n",
    "Now we are ready to perform the optimization.\n",
    "\n",
    "We use the `jax.value_and_grad` function to get the gradient of `J` with respect to the permittivity of each `Box`, while also returning the converted power associated with the current iteration, so we can record this value for later.\n",
    "\n",
    "Let's try running this function once to make sure it works."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "9ee539ec-11a2-4107-8270-9d58c7607562",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "dJ_fn = value_and_grad(J)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "9c60dfdf-3518-44ce-b658-ea192950aa83",
   "metadata": {
    "tags": []
   },
   "outputs": [
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       "\u001b[2;36m[19:17:00]\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'inv_des_fwd'\u001b[0m with task_id \u001b[32m'fdve-fe76d65c-27b5-47bd-a780-80f8e559ab43v1'\u001b[0m.     \u001b]8;id=169683;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=302572;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#139\u001b\\\u001b[2m139\u001b[0m\u001b]8;;\u001b\\\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
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      "text/plain": [
       "\n"
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     "data": {
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[19:17:06] </span>status = queued                                                                            <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#269\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">269</span></a>\n",
       "</pre>\n"
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       "\u001b[2;36m[19:17:06]\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                                                                            \u001b]8;id=216896;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=282474;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#269\u001b\\\u001b[2m269\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[2;36m[19:17:12]\u001b[0m\u001b[2;36m \u001b[0mstatus = preprocess                                                                        \u001b]8;id=111967;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=787056;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#263\u001b\\\u001b[2m263\u001b[0m\u001b]8;;\u001b\\\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>after a simulation run.                                                                    <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
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       "\u001b[2;36m[19:17:16]\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.025\u001b[0m. 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 FlexCredit cost \u001b]8;id=961769;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=484189;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#286\u001b\\\u001b[2m286\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0mafter a simulation run.                                                                    \u001b[2m             \u001b[0m\n"
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       "</pre>\n"
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       "</pre>\n"
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0mrunning solver                                                                             \u001b]8;id=790548;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=378738;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#300\u001b\\\u001b[2m300\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0mstatus = postprocess                                                                       \u001b]8;id=617688;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=40029;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#330\u001b\\\u001b[2m330\u001b[0m\u001b]8;;\u001b\\\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
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     },
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    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
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    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[19:17:34] </span>loading SimulationData from simulation_data.hdf5                                           <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#512\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">512</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[19:17:34]\u001b[0m\u001b[2;36m \u001b[0mloading SimulationData from simulation_data.hdf5                                           \u001b]8;id=285847;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=136722;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#512\u001b\\\u001b[2m512\u001b[0m\u001b]8;;\u001b\\\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[19:17:36] </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'inv_des_adj'</span> with task_id <span style=\"color: #008000; text-decoration-color: #008000\">'fdve-0bced1b7-2a7b-4a50-a26e-d212cd924949v1'</span>.     <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#139\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">139</span></a>\n",
       "</pre>\n"
      ],
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       "\u001b[2;36m[19:17:36]\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'inv_des_adj'\u001b[0m with task_id \u001b[32m'fdve-0bced1b7-2a7b-4a50-a26e-d212cd924949v1'\u001b[0m.     \u001b]8;id=838134;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=9070;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#139\u001b\\\u001b[2m139\u001b[0m\u001b]8;;\u001b\\\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
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     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
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       "\n"
      ]
     },
     "metadata": {},
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    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[19:17:41] </span>status = queued                                                                            <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#269\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">269</span></a>\n",
       "</pre>\n"
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       "\u001b[2;36m[19:17:41]\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                                                                            \u001b]8;id=852503;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=700678;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#269\u001b\\\u001b[2m269\u001b[0m\u001b]8;;\u001b\\\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[19:17:47] </span>status = preprocess                                                                        <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#263\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">263</span></a>\n",
       "</pre>\n"
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       "\u001b[2;36m[19:17:47]\u001b[0m\u001b[2;36m \u001b[0mstatus = preprocess                                                                        \u001b]8;id=211058;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=613600;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#263\u001b\\\u001b[2m263\u001b[0m\u001b]8;;\u001b\\\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[19:17:50] </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.025</span>. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed FlexCredit cost <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#286\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">286</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>after a simulation run.                                                                    <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
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       "\u001b[2;36m[19:17:50]\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.025\u001b[0m. 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 FlexCredit cost \u001b]8;id=269091;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=854071;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#286\u001b\\\u001b[2m286\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0mafter a simulation run.                                                                    \u001b[2m             \u001b[0m\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>starting up solver                                                                         <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#290\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">290</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0mstarting up solver                                                                         \u001b]8;id=811475;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=203193;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#290\u001b\\\u001b[2m290\u001b[0m\u001b]8;;\u001b\\\n"
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       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0mrunning solver                                                                             \u001b]8;id=134491;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=646858;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#300\u001b\\\u001b[2m300\u001b[0m\u001b]8;;\u001b\\\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[19:18:02] </span>early shutoff detected, exiting.                                                           <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#313\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">313</span></a>\n",
       "</pre>\n"
      ],
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       "\u001b[2;36m[19:18:02]\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected, exiting.                                                           \u001b]8;id=534553;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=644225;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#313\u001b\\\u001b[2m313\u001b[0m\u001b]8;;\u001b\\\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
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       "\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[19:18:03] </span>status = postprocess                                                                       <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#330\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">330</span></a>\n",
       "</pre>\n"
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       "\u001b[2;36m[19:18:03]\u001b[0m\u001b[2;36m \u001b[0mstatus = postprocess                                                                       \u001b]8;id=882008;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=680358;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#330\u001b\\\u001b[2m330\u001b[0m\u001b]8;;\u001b\\\n"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[19:18:07] </span>status = success                                                                           <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#337\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">337</span></a>\n",
       "</pre>\n"
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       "\u001b[2;36m[19:18:07]\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                                           \u001b]8;id=292421;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=294931;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#337\u001b\\\u001b[2m337\u001b[0m\u001b]8;;\u001b\\\n"
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     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
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       "model_id": "ba2819763030466ca3fee122cf55ee44",
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       "Output()"
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
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     "metadata": {},
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     "data": {
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
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     "metadata": {},
     "output_type": "display_data"
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    {
     "data": {
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[19:18:20] </span>loading SimulationData from simulation_data.hdf5                                           <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#512\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">512</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[19:18:20]\u001b[0m\u001b[2;36m \u001b[0mloading SimulationData from simulation_data.hdf5                                           \u001b]8;id=948434;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=125057;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#512\u001b\\\u001b[2m512\u001b[0m\u001b]8;;\u001b\\\n"
      ]
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     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(8880,)\n"
     ]
    }
   ],
   "source": [
    "val, grad = dJ_fn(eps_boxes, verbose=True)\n",
    "print(grad.shape)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "529fad9d-3692-464b-9a45-bea3e084c1b5",
   "metadata": {},
   "source": [
    "### Optimization\n",
    "\n",
    "We will use \"Adam\" optimization strategy to perform sequential updates of each of the permittivity values in the [JaxCustomMedium](../_autosummary/tidy3d.plugins.adjoint.JaxCustomMedium.html?highlight=JaxCustomMedium#tidy3d.plugins.adjoint.JaxCustomMedium).\n",
    "\n",
    "For more information on what we use to implement this method, see [this article](https://optimization.cbe.cornell.edu/index.php?title=Adam).\n",
    "\n",
    "We will run 10 steps and measure both the permittivities and powers at each iteration.\n",
    "\n",
    "We capture this process in an `optimize` function, which accepts various parameters that we can tweak."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "c997ee73-6e48-4119-9ba9-0f270fe66492",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "permittivities = np.array(eps_boxes)\n",
    "\n",
    "Js = []\n",
    "perms = [permittivities]\n",
    "\n",
    "\n",
    "def optimize(\n",
    "    permittivities,\n",
    "    step_size=0.2,\n",
    "    num_steps=8,\n",
    "    eps_max=eps_max,\n",
    "    beta1=0.9,\n",
    "    beta2=0.999,\n",
    "    epsilon=1e-8,\n",
    "):\n",
    "\n",
    "    mt = np.zeros_like(permittivities)\n",
    "    vt = np.zeros_like(permittivities)\n",
    "\n",
    "    for i in range(num_steps):\n",
    "\n",
    "        t = i + 1\n",
    "        print(f\"step = {t}\")\n",
    "\n",
    "        power, gradient = dJ_fn(permittivities, step_num=t)\n",
    "        gradient = np.array(gradient).copy()\n",
    "\n",
    "        mt = beta1 * mt + (1 - beta1) * gradient\n",
    "        vt = beta2 * vt + (1 - beta2) * gradient**2\n",
    "\n",
    "        mt_hat = mt / (1 - beta1**t)\n",
    "        vt_hat = vt / (1 - beta2**t)\n",
    "\n",
    "        update = step_size * (mt_hat / np.sqrt(vt_hat) + epsilon)\n",
    "\n",
    "        Js.append(power)\n",
    "        print(f\"\\tJ = {power:.4e}\")\n",
    "        print(f\"\\tgrad_norm = {np.linalg.norm(gradient):.4e}\")\n",
    "\n",
    "        permittivities += update\n",
    "        permittivities[permittivities > eps_max] = eps_max\n",
    "        permittivities[permittivities < 1.0] = 1.0\n",
    "        perms.append(permittivities.copy())\n",
    "    return permittivities\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6af5ad27-46a0-4f72-975d-ebe3040ee446",
   "metadata": {},
   "source": [
    "Let's run the optimize function."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "bf913886-d849-44b5-8b19-adc2d17bcda9",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "step = 1\n",
      "\tJ = 1.4101e-03\n",
      "\tgrad_norm = 3.4112e-02\n",
      "step = 2\n",
      "\tJ = 4.0157e-01\n",
      "\tgrad_norm = 2.4411e-01\n",
      "step = 3\n",
      "\tJ = 6.8136e-01\n",
      "\tgrad_norm = 2.8832e+00\n",
      "step = 4\n",
      "\tJ = 8.7323e-01\n",
      "\tgrad_norm = 1.7930e+00\n",
      "step = 5\n",
      "\tJ = 8.8047e-01\n",
      "\tgrad_norm = 2.1066e-01\n",
      "step = 6\n",
      "\tJ = 9.0341e-01\n",
      "\tgrad_norm = 2.4729e-01\n",
      "step = 7\n",
      "\tJ = 9.2532e-01\n",
      "\tgrad_norm = 1.4371e-01\n",
      "step = 8\n",
      "\tJ = 9.4023e-01\n",
      "\tgrad_norm = 1.3165e-01\n"
     ]
    }
   ],
   "source": [
    "perms_after = optimize(permittivities)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bd0b335a-c8bd-49a9-a1c5-f08b6125f21b",
   "metadata": {},
   "source": [
    "and then record the final power value (including the last iteration's parameter updates)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "6e4029be-84d1-4145-ade2-61a6c1249858",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "power = J(perms_after)\n",
    "Js.append(power)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e0b44fda-bf57-42cf-8370-05bf20de96df",
   "metadata": {},
   "source": [
    "### Results\n",
    "\n",
    "First, we plot the objective function (power converted to 1st order mode) as a function of step and notice that it converges nicely!\n",
    "\n",
    "The final device converts about 90% of the input power to the 1st mode, up from < 1% when we started, with room for improvement if we run with more steps."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "bc757643-2b71-4394-8fa6-f24c305848af",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(Js)\n",
    "plt.xlabel(\"iterations\")\n",
    "plt.ylabel(\"objective function\")\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "26d5312b-d4ab-4621-bcc9-dfc0f22a5ce1",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Initial power conversion = 0.14 %\n",
      "Final power conversion = 95.53 %\n"
     ]
    }
   ],
   "source": [
    "print(f\"Initial power conversion = {Js[0]*100:.2f} %\")\n",
    "print(f\"Final power conversion = {Js[-1]*100:.2f} %\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "209d151d-4fe5-4b5e-8c3b-633c0b451c70",
   "metadata": {},
   "source": [
    "We then will visualize the final structure, so we convert it to a regular `Simulation` using the final permittivity values and plot it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "cfde96ed-f4b4-4106-b70e-0659058a82d6",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "sim_final = make_sim(perms_after)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "2c1ec6e0-cd42-4ef3-af95-5cbf7e0327a1",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_final = sim_final.to_simulation()[0]\n",
    "sim_final.plot_eps(z=0)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a6309d9a-01da-46da-96f1-236e86d7aa30",
   "metadata": {},
   "source": [
    "Finally, we want to inspect the fields, so we add a field monitor to the `Simulation` and perform one more run to record the field values for plotting."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "3d9e6150-7b42-42c8-8418-2af4d02a1ec8",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "field_mnt = td.FieldMonitor(\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    freqs=[freq0],\n",
    "    name=\"field_mnt\",\n",
    ")\n",
    "\n",
    "sim_final = sim_final.copy(update=dict(monitors=(field_mnt,)))\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "eb9e98d5-70e7-4fea-abcf-047489bd6a22",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "sim_data_final = web.run(sim_final, task_name=\"inv_des_final\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6840c1ae-bd2a-470f-9875-cb05759d2df5",
   "metadata": {},
   "source": [
    "We notice that the behavior is as expected and the device performs exactly how we intended!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "0a28c766-f877-4760-a0f5-ba7851d1759a",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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lY2ODr//6r1953B/8wR/k3Llz/PAP/zC/+Zu/ufDdIx7xCB7xiEcAV+Yzv/nmm3nuc5/Ly172Muq65tZbb+WNb3wj7373u/n1X//1BZfD85//fP7rf/2vfPjDH+aBD3wgEMD8y7/8y/mu7/ou/uIv/qLNAOec4yUvecnCuV72spfxpCc9icc//vF867d+K+9///v5xV/8Rb77u7/7QGjcWtZyquTTyKRfyz+AfOQjH5Hv+I7vkLNnz0qe5/KgBz1InvOc5xxIGrMqfE0khKI95CEPkTRN5YYbbpBnP/vZC0lj/u7v/k6e8YxnyIMf/GDp9XpyzTXXyFd91VfJ7/3e77X7/P7v/748+clPlptuukmyLJObbrpJnva0p8mHPvShI9t+0t9VVSU/+ZM/KQ996EMlz3M5c+aMPOpRj5KXvOQlsre3t7Dvr/zKr8gXfdEXtfs99rGPld/93d9tv7/rrrvkiU98omxubp4oaczrXve69njXXHPNkUljluXFL36xnOSRe8973iNf/uVfLv1+X2666Sb54R/+YXnrW996oD3j8Vj+xb/4F7Kzs3Ns0phVSWaa1yebNEZExDknP/ETPyEPeMADJMsyeehDHyq/9mu/dmC/Jmzvwx/+8ML2ixcvyr/6V/9Krr32WhkMBvLYxz720DH6W7/1W/LIRz5S8jyXm2++WV74whdKVVWf9DWsZS1Xs6xzs69lLWtZy1rWcpXL2me+lrWsZS1rWctVLmswX8ta1rKWtazlKpc1mK9lLWtZy1rWcpXLGszXspa1rGUta7nKZQ3ma1nLWtaylrVc5bIG87WsZS1rWctarnI5VUljvPd84hOfYHNz84oqZ61lLWtZy6dDRITRaMRNN910ZLGi+6IkD/xKEI/9yLs+3U35jJZTBeaf+MQnPmMKcaxlLWtZy+XKxz72MW6++eZPdzM+ZXLXXXfhPvYeEOGjH/0on/3Zn/3pbtJnrJyqpDF7e3vs7OzwN3/912xsbd0rx1RHdZ9cRoUrtXq1LZdhQRCByzE4HNn2e0Eup+0Q2r9KjjvMyuu4nL4/cMD5vVi+hu6p/An7T3eO0bxt29xpp+q2+bj2L7RRL2wTpdp2Nm1sWuqXmixLlc5Ce+PhOu1faLf40Fbx8w6J7V24F+IPjGtRKmxrD6hD+5Vu2+1FkNhWEVlo83L7u+1t3iulwv9O25V38zZ7t9j/TV8v93m3X2P72rbHdos2V9Tmk7a76dP98ZjP/ZzPYXd3ty01fBrEXPcQxM5ApwD4i3/zaW7RZ66cKs28mbQ2NzfZ3NrCHfKUrZp8YcVE1T32UZPvUd8dAuLQmaRPsP/lAuc/hKzCtisBPFgBetABjMsAvfaAR4MfcAAAYQ6Chx42/j8AeLFtqgsUxwH4qvYdAXougkYXPBpACdcjC6SYZvzPAWMOIGYZ9LwL7fd2Dnh+BYgf6JA50KFDe9FJ/GwQnSDa4HwAP+fjNcT3TX+KBEKPFzB0FhgqbO8Cn9GL75XIvN3t9XgQBV4BSaffD5aqXWh70+c6mV+bTg69B11ABzhsdDb3pXsdzb0xWi0uRETaMXqa3IMf/OAH8Rf/huQfPRm0wX7wf/C+972PL/qiL/p0N+0zUk4VmC9Ld+LraiNe5CC4RI0kvF8xQTefWTFBXwaYdwFcdb/rTOor95Xl71Y/9Edh61HAe9g3h2kdy6KXmtMFQeCA5occ0s/HACEsLYLa90taYqNpwYJmteqaDtNemy0NgIRM50uAt/D5BBpg7Bs5RAN0IngviAhOOpogR+Nrc+UBuEObjVJoIvA5F/5HEFTOrgT0QxcfXeBTGqUNQhJO3NXQlUY6oNcF8u41LN8DLwfHUPf+LKy6235e3SGqey9Wfd8cokVcPd/QfKnMwvOyDOTNtXSB/cB5lAIkLqrmixQnEhcm4V4lpwe/F+ShX/4E9LWfi+oFS4Q++/k86h8/Ebf/8VO1qDmpXFVMipe+9KXceuutbG5ucv311/OUpzxlZX3pk0p3Nbz4Oa6I46pY+TDRqWZi827+itu6L7ovVy1+PurVPdayViTSgkN3Yj1MS11lej5Mc25e7X5LrwY0ui/nJWhXcvRrfp5V/T4HciXSalSr+nm5jw/0cxdwmmMsT9qrgGjJRNpcU3N9jea4fL1eQr9IPMaBxdMqIO9ouAsv12iRnfvdOcaq++k7QLEMgt3XYaJivx9om7MoW837PI7f8D6APs6Brdv3yi3ej0azD9s6i4CmT9SKZ+/Qxedin4sQr3dRE/bde6FNawnoWjSIGre0mrZe+Wo18wOddnBB3bSx6ftVQO5h5ct1x5IP48nFsSed455G+YM/+ANkfBf6hke22/T1j0BmF3nLW97y6WvYZ7BcVWD+B3/wBzznOc/hj/7oj/jd3/1d6rrm8Y9/fFvD+nKkmRwbDasxa3VNWwf9g/MJqQVTv2IiPmribl6NHKaxfTI+3xPKKk18ecsqLfXemGSWgTwcfEkT72qDB/p1RX8vbwOOMgsf5utsQNrJES/fBfU4AXdNzAvvDz5mzWKjXXQ046KzIGna3VxDA4JazV8n0VAaAFzYxiGKq17d3sUfL41XkbkJvrsdDloluqdaavryWZfH2VGA3i66RA4CejTv07xMEkDdBPP/wit+dwDcW5eMbi8ZTm6ZWsvJxXvPV33tN6Kvfzgq7bfbVZKjb/hC/tlT/8VCPfu1BLmqzOzLK7JXv/rVXH/99fzpn/4p//gf/+PLPp5WasGk3gJL11wKi+DCsvl3BRD7gxPXAWn2WdYAuibJe1FOgr/HAfknI8vWD1i0jB5qno7fHejnw/p4ueuO4hh0ru+kPs+mH5VSCHG8RJ+t8xL9nc3k7+fnaEy1ywu55uvupsYi7W0AoWZIiG7HrFJqviAluIJXW17mfR+0xOCPbT3FLWidZICs2Gd5vMbPSjwievGGt/c4XIc7ZFAeMLHH/7pzDc016+Zz7P9wsYJBBSAXHRZGsftVc83NmDJ69XUskd+axRkcHDvHiebgODpOvAQT+2mU17/+9YidYq5/6IHv9HUPwZ//IPktj8V+9A8/Da37zJWrCsyXZW9vD4Brrrlm5fdlWVKWZft5f39/4fvgpzrI1A3vD5o7D2geyxpHZ6I+ihC3kth2uSB+GeS4e0suVyM/TGtcIBge6NtDgHwJxA/1l3dn/uYcxLlXrSA7sWimPcx0HdoNjT6gkBg9oMALEv3QDaCjdASO+ZhqAP7A2AIQByoALc4HDZEOoIsC8egILILgmjatwth4XKVUAHQC+JnONSsEFclWbfuWx1DrLz5GonaO0Zc9lo/CLL/0/nIAXUm4J+hkDugS2rcA6s375etm8VldtrKc5GlQSh363Jykh7RqR++pkLIsedrTn4m53xej9EF4Utpgbvxi3Cf+mMlkwnA4/DS08jNTrioze1e89zz3uc/l0Y9+NA972MNW7vPSl76U7e3t9rUQYy4+mNJXmNQXNcQjfJ9dgPFLZtMjZOH7k2jxR8jKhQF8RrDbj5KVzVvutxXuCnXUvej2vfcrjteo1aHP2rCtrs88EsucX/ShL/vRF3yc0tm3OU2r2alD79EyByIAYuRhONv60hd80Evm9nAKtXRYOfC+y3BvFizNXq1bYOnzgXYvLMKOMKu3B+rcu0Oei+W2Nx8PA0DPkon9CJN7816Uiiz6ZMHsfpTvvDG7L2vlbTtOsLBdCD1b/u6IfU+zDB50G+gUdc2DD91H7dyCSgdsfc5tn8KWfebLVQvmz3nOc3j/+9/Pb/7mbx66z/Of/3z29vba18c+9rHFHSKgr/bNrtgef3PAH84hk9gR/sJWls3sS8zmxW2rCTiHbmuacy8t7K+UQbrKxA6LlpBWVoH1ShCXQ14rSIFH9H8Dci3Ayfx9C+wrX11QlyWSYASQo7TTpcXjIuFxaQHZkMqi/7xLhjtOq22Arjll0xNzAh0rfcMLciUWn8P6vHmm1NFtP/Czzi2GKwN0lgG6Icjpg77zZfP6cljgKmlD/VhcrLYhgZ3X8ncs/aYbineaRHb/HnP2oYuRPEuilEJf/zD87oc/hS37zJer0sz+/d///fz2b/8273rXu47MhpTnOXmeH32wAyZdmb9nBYHnKHPvUaB9nOlxxXdHgsER31+pVr5s0NPqU0PwOTZ2uZEV92fxQDp+7xfDixof7iH9tcA67rxv8hCsapWS0M8KQYvCBQ9666TWQpiQGn9016R7xJhRcZwE8hYoZ4PJve2jxtxuIhv9cA22+741RQPCPG7ZS8fU3vSP1iAr2t2R48bmvSHNWZcvMbg3Dl7XKpN71/2hlUJFP/r8uW/M7GbxRPcSijbP0Cpzezfuv90frnjRfF+QWx92C392Lg/36QhRJuehD77/p6hVV4dcVWAuIvzAD/wAv/Vbv8U73/lObrnllis+1koQ7gDFKhPiFQP5khw6EV6GVr46lvrygLwhUy00gaMB/Sgf4MJxTuAvX/m7Q7TyZSBfGe88PwstoLfMp2WSlmnDfwL8N5pfo2V3We7L19acLxCtGj95A5KNhrjgjz7Q2BUWH2jb2V2MKGdD7LZEUllsQ9eH3x52yd/fSBfogmspXnvUNEVplPKr/ebE7y+bxnXvSpeselJA9/EmGh3JrqjITdCRR6HnY6nt9CjdZ+0yFy9dUmIX0A/sd4wG/g+dpfEzUpQ+FsxXhg6ecrmqwPw5z3kOv/Ebv8Gb3vQmNjc3ueuuuwDY3t6m3+8f8+sVsgDGc5PvSVjUlw3kqyYDfTh4L4L1lQP5cXPBlQJ6OPanYaI5bKEF82QrLQqySMpqNFulD2V+B+28yU4GnrmJunuesE2BXtTIlcz7rwXJDuR2zeUH/PzxmhrwUCoCjib4z1VHo4yg3iXAHUy00l3eqBbonFdoLThp2iuRWBcTvjAHd4ntQHwYr94fNFXcC1r6YUS+ZWmuScdFyEkBXbWgOgd0lEF1uANw0PR/UguEng8BPPMFr+oA+mHSPLbLWvlp1dC1SdBJduQ+soIcd9rlquqRV77ylQB85Vd+5cL2X/3VX+U7v/M7r+ygh4H48v/DmOqXAeTtxLAM4p3/y6lGF0NiVoA/h2vjJ8XaRtvpTv4tYLX7EPeZ/6472XTZ04vHPlkbDsgqrfwwbbYjrZkaQIJmLMe4OBrtuyG5NUA+T9UZ94u9EXnqGC1hWGhoAD1cvkJ7CTlKuuSy5UVik4jlgPnVt8lNmoVBUBrnQBvY8gevqXEPNEdsiW+R3S1KYZgDufOCNioCXwRu3Zj1Na3uv8z8Xu57pdo2t/tcoZwE2FtQj/eiC+BIXLPFiIPGzC7Rp930hW4zQ5lWA5aV19Y8f0tkPVaAd2ebIVpKjnkGmp5aTrcbTuqR47TU+5pojTLHmdnXmvmyXFVgfq9rgicF8o58yoD8MG38k9TEj5LDQH1ZSw/7LP72U65FrOr7A+Z0mWvnKiwEJEZYNxE/XQJcc8RGI5+Tq2ShXx0RtL2ap0qNGnrAYcFLiEMXdbipXS0vUppmR9+/Un4O5Eq35vZ2/+VFnczbOWevx8/zvUI7JSxWdAxdm2vni+OuNbtHi0Fraj8J/+MKzNPtIZSK4HxyaTT05bHYaswCmq7GLu1ioLluJXKiNi9btALxLbpXWDSt685+3etZRYTr5s0/rQx3bRLMsZp5etBCdMrlqgLze1U6k+ehQH6cHEIOOqg5HwHkq/xynQn1JCB+OQC+jLmrfrsM6staetjnH5gcp4Lf+1hZ9nE2izNotfMDAH/YoWR+jQ1zOmjngbXeFaMb7S/iuFcoHdnwqIW8/8v++jlLPZrZvV24loY4JzqZ+8u9jclKmkXJwbbD3EXQLELmOwQt1sUP4fpUG1KnjQoLjxWm9oW+bU3tCyaaxXvAknlaz034nwzAr5LGj345JvcDgN75vXSS8ZxEDgD3EqBDw94Ii63lK18mwZ1S/F4QdVKf+ToJ3IKcXjCHg/7KFd8fK0dMTPeKWf0QEL9cDfxQgs2K7c2xjwP1w7T0o2RVEZsrluX702irC+ZgicSxuXm+q6G3P43X6GWulYf/EmPOZSFjmZdYbUzHxEMmmK61gOlo/C1nT+nFibrxnXeqe83FgTYBUGPCk0ZbDxyA8HutF+0mTW80bZdOOwJZLhL2CAuQLgmudTU0pvaFcacPPifL93CVif2I8LxV41c1DuYD26/M4rScLAdoF1mfDKDP/eAxGx+HA7pwENS70tW+VWebihadVWP1vi5KKdQxBLfTyic4Sk43mHflhNr4yoltxT6tfJLa+HEAvkByupcG+Dxxx+JxjwP1sM/8/XFmQumwiuMZFvtXaw6oxKva2zVRQ9unbThaowVr4n1ePTnOk8h0NHMPtfftdy7y6eaLEo3RDamMFvxNC0BqEciXff/iEVsvgTmgPSrpWBiUBZ3MFybdfuz49oV5fvKm6wKwN5kOA6D7Zp/oO2+O0Y5cpaMW3u3o5l4t3RO9QuvuPgOHaOTH4fOyqX2VG2ixH7pjd9Hc3maNW7V45WSAvliK9HhAD22d//6w50Etfd+URdVKnUpTsjoBAU6bFOynqEFXiazBfFlOAOonYrjqFZNZfH9kvepmO3NNvGtCPUq6TN+urML4ozSP7oTVbpOTm99PIt2J92DjYj+0flpAVtvUlhdWB0zQMQytfR//q84E3CVbNdpso5U3r0Y7hznupiYAvfEarUOucROhLrDiG7/s8sXPyX0NkEtdLV6HCaFzKgn9oSJhTrRptfqFQ3ba2QB519fvkEgGVKAFFa0IcyDv+MqXzebL8eZHaU2tOV3NFwSdsS3NAvWQ4deaxulYFWAh9/xxi9aWk8hcO0ctAvqydh72Pd5qNCfKqUMBPbQhms+7lpPDrrnb3WuN8+Rm9rUsyKkE84PlKlf7XQ+dwFalYD0sk1vz/jBtfMX2o0D8MAjuXtFxk9JxPsHu98vAfhion0SBaDTwrhbUjflV4eSxgEk0mWsCMh2npXjf3oMW0NU8NrvRaE9qtmwA0S2Z2btma1z4b5SgVQDIrlYuR/VL1NBbILd12OwdShvE+7ZfldKI06DnhLnumG3eCQHA50z8RV9/4+fHK0w0Lzc+/ub3C4S9E/q2D9PKD26fj8mTpkNtmOINoDddt0qOwsEuwK+8BhafoeOkfUYanzeLz8Qq07o+ZDR0AbzrOz+1uH4SNvsazA/IqQRzIE4wK8Julj93tMRWDhtIywDeeX+lIH5SK1uzX/P8HwboC0B+lBWiNVXPNZGm6V0N6Sgt/bB2dgG9OXYL6CpOu8vaeSfk7FA3x3IluoVQMBUBfw6IbRa1Q1rd1czrmJO9EQd4DakOwFm7wHA3NBq5OpQA1301QC62RhqVX3vQbt6vOvqxvQkm9s5ismXjx/eNRl47OdTPr5JgjVDShE/NfclNew/4+Jvr6NyPRQtTl+S2qJUf2Gepu7vWkda03mq9HS23sYwcA3KXM80fZX6f73TIeFP6xKAOq33mjSz7zttn96Rk3PuQnCTOXJnTC12HybpHGlkF6HAQ1I87xtL7k5jUuyDe+m3jYU5KLmvLXHK4hnGgbvhRstQXy+bFpr1XoqUvAHrMSNYAesNib8Gk0c4lbA8/XrHA6or34Xa2172onTc+68aUtzyRd+/DXDtvwDHsYxStSqydYFTwSzsPLpp0JYL6fIU1J+C1JvYGyG3Vfi/Uc9Y4BDKcSenG3Xf7OFgRpOMrl9bP31gVtFJ4Hf4brzHRMtK6FU66auwAevs5/u9q4mLmBUxCMRN1pIm963MGFjTx1mTe0dJpty3KSYB8IVTtOO13lRtnxdxwHKjD0efqftWWZD6B9eK+KEpr9DFmdn1Cq9FpkjWYd2UVSFzOoOnse2+B+HGx9aoF09WTRXvqFUB+HJGvvY4Vk1bXZwgH4267sgwUWnWvcynWtwVxaU3MTTtWmeEXNPXuhNoAetP+RjtvgDT6zRcrjy02tDFVN75v17lPc0AIxzAetFMtSDZ+88AWn2u5qhOShneId4itkDqS4HxgstOdzLRGJSnoBLwF8vaaG41a4uU3VoLaNYDe3knShoGvBKOltSJ0oeTI4XaEhtotYLIA6l1NPWrli6lyF094lCau471dIJVdJuAtE+MOk4ViNisAfeGY3e/aYvSLoA7HuxYWSgMrVrvzToGcxGd+VCGW0yqnG8wPM9te4UBZmWb1CJP6SUD8KI1Jq/l+bd3qE/rZTpT8Rs2Z5atAfZWW3hCBjnRvd/zOYVKPJklUm8JUNYp4W4taBy6b6mjnh7VbpAV0VCccTfQBU7uK023LHl7R8qD1Nkx1aTVdh4DRc/O2lkCcI3wWfYipPfa51FXQyusabHgfpA5gHs3uyqaIrVFJvhBi1yw0Gia681A7obCe0vkFa4JR4LwiNQrjIRc99+uLtFp6A+wry8zGdreywiceyox2NfI5qB9FfGvOLKwgka0CdRb3+QeRkzwjLGrV7e1eAnVYBPZDj7W8+D6FchI2uzLpp6g1V4+cbjCPcq9VgFoA8yVtfAnE6WgosKildAF81SM994uvBu9lU/uyVn5YbvOwTeZtXwDvg6DeTFirmL2NLC9GuprYAjkoarmokFa0C+jB1J4AlqaaV1drP/Q64rVKs0+jlft5mJfWBq0WG9lV3Lo+5y44OhGMgtp5jKLVzlOvcEohursw67YrLiS8CwsLWyNVsQTmLIC51wadpKjMxkWJLFyzpynDKpTOUXtP7Xzr528WH2lMgWlU0NyTuNhojqSaxVlz7FV1CFZIqPBmaP3kTe3wuD3UDTcHtPKutGFdS9uaG+KFNj0qat7m5Sf3uFCww7Tyxk+t1AqtfNnys3jARWtX/H8A1Jt9TyCqM3avVLG4muVEmvmaAHdATi2YtwUw7jUg7zJYDvrLLwfEu1PGUSZqxRzQjzUfHgbkqyao7rbuZLUK1DtaeldW6bjLJtXVwB4AXWkDcS4TCNp5Q8zqkuTa8LVDFiiOUN3S26D1+3DPVQzz0oSKWkoFAtuqLlwIUVsytacaai9oJ+F9/N/cV4kx3QtTk3jE+2herwKQV0XQ0BvRujW5q45vncQtXGOTT955KK2ndkJpfaud+ziAdKwaRmIwEeDn2viBG9UufBbY881iqKuRL/vJl4FcJwtWqC6QrzKxrxIfLQvBcHA4sMtlWKYaaWK6D/bBimp9cfuiLIF1u9CNu7ff6cvTtk8h8a2VE4D5aVzkHCenFswBjkwtdblxIYf5y1ltUj8KxI8yrS+bqLuAztL7A008DMiPMLMv+KGXQH0Z0GkWLCvkWLdB9D07QiEMg4raaQfQm12hzYrWVvRadZ1x3wVAj9ciXoNPQAdTu1GBT9/kxF6OBOia2r2fm65rQCvB6+CjTkVFLTksUFyDRMvjKRLepCrCqyzwtkZiLJlOkzkhTmt8kmLy3hxQ47UFrTz6yn0A8WntArD7OZvdeIWPA8OoyAfo9GoDaqoB75iZrs1Q14Bb7N9u3Piyn7wL5B6F94f7yBfu2yHPnGldOVFjbe7rErAfx3JvpJv/fKV0gbyzrW3n8viaH7nz/hBQbw9yCBidZhCPopMEnR6TNCY53dC1Sk53j7R2XA5/uFbIsfXIYZHc5g9q4ocB+KK2uiirfIXNxNQkwVgsodiZnNuGdTSNZW19+TqPODssTVQdQNesJsM1RK3u9XbFSQBGBXjdxHAbtFqsHtacsy2K0Zh3bX1gEm6JcuJR2iMxq1r4XQVKkyQ5RoXqWkZAqVVtjyFqnZAvr0Lile6dMkqRak2iFdYLTiucQNq0MbbJO9cCuZ9NsNMCX1m8C6Z1bQyml2FsSCajtUGyHrpvW7954yd3IhS1Z1Q6xpVlXDmmtaOKfnOALNGkWsc+VtRunlBGMx9HylWoWM1NuRpcdbCymzHtIq59NVq5SYM2rk2HYX9wvDf3sUldSqcN4f1BpG3GT0Pck8jPgOjqWXqGuqP6uKf7gIm985ws587vyoIpvMt0b84oLlialn53lI6+sOg+jRromgB3RXJ6wbyjVcIRAL38myNkVerVVabFVaC2agJalq6fsDGrN5r4cUrJAZPhcf7zI8hvrV+91cr9AqA3U2yj/SwD92HXHJZWcxODqLDRA4lOFgFdPPilVKldWVrAKJ2E5nobtXUdJw0L3mB0gvHB1B6IeIKJ97OtF+47QO6DZqu1wihNrQTjQzx67T2ZKJyfFzIRoxd9/N4jziFlgSsq7KzEFRWuDsBh0gRX16TekyYZkhXBzO7q9toktsV5WrP6tPaMKsuscswqh/PBjZAlmn5mMAryRLeLk/Z2ExYzWBesBq6mLdHq3eJY8CpkoFkidko0sXsVgdzPx/oqd9Gyf7zrtwYOmKWVni+QFdICeJuKtkOcW1XU5DBZGD8dC0R7r1b9P+ZYXfN6eOYWlYaTRJLACeel+5icLAPc6cpXfxI5vWDO0oNyxENzWL3whX0au2eUo0zqq/yGXb/fUaKij7AL6Jct3QnrUEb4CpN6s/04QI+AeJh2Tmy7Z/F6Xfii9X4YrfAugBF0AL0BZ+1b7Xwx/7mPYV9xwdJoxEojljZFKt4EMpxPMCbBaIV2c0BfJQ2QNwDvYoy51gG8auepnQ5gpqNmigppWLvMbx9A01cF9WSGnRbUkwJxHnEelyWYXjA16jRB5b2gydt6bvqO/We9RCCPmnlh2ZvWlNa3YJ4nev7e+gVin9Eq8Aa8i1p5HTT0ugzn8nbuv1d66blRYKKfXJsA5NGC4eTgfQ59GwDXdLr4AAFtGVTjPo1rRWl1JKh3a4zPm3rwns5DE1do5Qt+88MXvYsLXb/4zKx6Xpp9j5JTbG7XRmOSo/tHn9b6sEfIqQXzNklJ5/OBfZq54BiAhYMxpMtmdYC77747hgIFv7CKtK0GvLIsTN5J9AflvR4A0+kUgDRun04n4RzOx98GXTjPUpRSJEnQwJJoDu1laTDLxtKVjWbbZBw7f+4egDZRw+bmBijNZBLO06ySG427qqrWdI1S4bhoJILm3PIQSoHW1rWTuo/XKYBzwVRcVcGUbGIKxzzP0QqSxKCVYnM4QCtFvxfM4ZfO3QPiqSb7wRTsLb4uyY1ugU6cbcEitNcEzS6agnsbm6BTSDIk7dHbuY5zFy5ROqGwjtIKu6MpU+sorMPrhMJ6ZmWJdUKW5+Favad//Vm8VZClIBormrsvTRimhkR5eonCeEtqZ/jpHqYYwWQXt3eR8UfPUY0mFHtj7KzC26CZDzc2SPo57M/IRxXDEnShYWRhc4reKpgm+4ytZ1R4PrE34VJRsTut2ZvW7E4KitrhvUcr2Bz0mPYS2NmAXsqW3cL0EqY4xqkmV57E1QwS0PUM6gLlasrZBLynjrnj+8NNJMkDOz3JEJ0iSQ5JhjcpSZZhHYwmkwCsJrDYmzGdZVkgvBMWEb34eZD3gs/b2ZA3PwxSppNx+0wlScZkOg2uHJOCUgw3NgJnwPtAgNO6HX97+/sgQpKmFEWBUgpjTFwI+5BAx6h2ITHs9+akP+8C0IvH2XoOHl7oZwkHsgwuAPcxgL78u6PkVGrmh/Mn5vuswXxZTi2YN7KcQrWRk+SOPnCspc9d02JXI2+G4SptfFFrv+wmAMeb3BfN7Sc/ycrsV+3vfdCOGjMizFcph7Rrzvief1aKlmkd/NGNFjz3u2LSYAY2aZv8JZjdGu1n+UQeNIjXKAKrXXkXTcYOXI12tvWZG6VINCRGkfiopStFogMfQCuZx9R3JhUvgvXzl4umXi+Evoks76ZueJsQx0t8OaSOFcetxZU6aJlNGJtfYrLH7rfisd5jnVDWYfFR1I7SOpxzGKXoOcHaeUpaHTkCiSgSFdK6Kl+jnKB8MOdLXUBVhsVRVYNWNBXbwnOj27A00SZcvwvWC+tpE+pIYH/GfPwC3ax47VhpXEEuLDgbzdi7FgSVr9u67sHk3oTaxWdJRazs3v8TTPoLVhiRuOCV9n0A9xVjqj3AQSA/EaCHm38QsE+xVg4BqI/TvNeRaQflVIN5Gy7GInhfIYa2shAn3iH/GGNQAiaOxLqZEOL3tY1xxfEHPn6fpVGridpgoyVNqwkKRV2XqLhf0GjD/16WgXeUxRRE6OU5igA0iGcWNf4kSQFPWZSgNLNZAUqxsRE09PE4aEe1c4CjFy0GVfTvTvb3QCmcC2Ff2ztnwu+mU7wELVYEkjRq5D5o6eVkhoiQ9/sgUFQlADqSwIYbG2gViGQCnDt/AaMVxWwSSFC1Q3lBWQceEh0m3SwCu44pUfM8azVzFYla3tZBa0syRAnFbBr6WXl29/YorMdbh/aC9g5rLdY6NgYDrBNMkuBESJJwrFop6rIg1YoqWgiMGJwWxGm2BxmZTphN91HaUFiLK2vSQQ9fVlQTgzKGfJggThiPJ+i8Yphu4Z0nTVN0mmKVRmlNbWssNcZkGNOQzIRZUTKb1UymU2rn0UrjtaKqKqwRvLM4q8mMIlHQz3MGqUaKMdpb9nYvoOuSerqPVBW+LkGE7Z0dVJIwHY8hF5L+AEjQaY4oTd4fUDthWlZYL6R5HsE9rF5HkxlKwZlkExHF9vYmiVJU5Qy8wjuHcjXFdBIXLQHExc2r5RnVI09DaljrHKJDaKAojfMhDE/R2IPC8+AFyrJsrV6N6yWY9BXiPR4VnosqXKtR4RjB0itUZbngEhikg/nzrTRtkZ9DAP2AnATQT7Eoo9DHmNnXceYH5dSC+TKIdwH8qNCwyzvHIQc6JCSuWYwu/+/+rH2/8rBq8fvj/OEHDqAP/XzADXFAm+j4G+N/JTH3emxQozWpSGU7LDJwkW8QtaJYYhQf63RrAoMawER3gxIUNaLDGZQipnSfk2XE+xinTpiExYE3UetTpCYjiYx0p4PpdpAZEh/IbklisNqjTCCRGRM0W9VNAECjpXsSQk70wGzXwaxvM1TaQ/UH6LJPOqxJpkW4FFE4azEadGLQaRLC1HTQgCP9m2V+dggtCxqN0fMEMVprUqPJE02eavLEkBpFpk3QzCMg1q5qmetSl0hVhf+RTR/DMsJ5laJNORtJb9aDjf5764klZGktAR5BSdTWl+63UkT3iEQgt9Aw6LsasKtRXgL/IFaVa9L2qo6VRMWBFcznB8fXAelq8wu+bc0q330XfFvNexnQPxnp+OFPwte5r0mwfq3N7JcrpxbMYc40D+/D/+NyoX8y0u+HFf10FjTScjZD4meAG+93IzAfqMaEql5pGlIX2phUpJkqmthg74J/r67roJlrjVXgbY0SCb5zfNCcxWOjXzaNGv8k+iV7vbw5MCiNMSF7V68/AKXD74H9/X2AoPESAAOC3xIUs+kEUZqdnW1AkWRBSxuNx8HqoDUquhuUUlRFETKRxfuxs7MBBAuFUgQtVYGNIDeblSQ6aF6JNggZqUkoignKedJBL2hrUbtzEszYeAKQe4maXUomgpiU2WgCSQYmIzUxo52P/lQd4rQ1HucqxHt6eYb1QlWXaGPAQZalaBXAvfYWUNTOoZTi4qVdpommnyRolWCGWyRKcHWBcY6N66CezqhnJapOSOihU0O+MSDt54yKEp3OSLIhUltUFjgQu/t7jEpHXRZUZcVGL8V56OU7gYTmLInRGF+TG0G7GuOEYjoiqRX5IGc6s9jRLroa0zPglUcbhWCofbi3RTFDJxmDa89CPoR8gKQ5roklB6yHSVGGMrBpFkLmimBtyZIEraEsK6xW7O3ukmrFztYmiQIkkO82h32Ud1w4dw+Io5d34o1tHV0kglHB8T4d7yPKMNjaBqUpyqpNpFNVdQhli+NTK6hcyDUwHAyCW8UEfgniA19BC7auwDvGxQzEkyjQ6VL60FWAfsj3B+S4hXGz7bSa23XjRjlc1oaMg3KqwRxWsMqvAMuPW/13U1VK8xnVahCB3Tt/xg/8Z/F/88XCeVUnk1Vk5oa420aN5fjJoXlCol9XmvAPFbWx9vidBh5Y/DQ+x3m2MI0EEzeRhdpYHmJbJZo5I+epe6ROsp3go5bok8UrTFwYJDpBNIgOwBEqdqkQQoUOiWF058CNZtvxiSpvkZh1JBHQJsEngXGdeIXVQqoNogzWe/p5ghXPDEOWxeprDWho1Ya1WS8kXuE9GC+kaNJsGELscovevCa4ALIc05ugpzMkLrbQmmzYR2c9fNZHpRmkwWXQ3CutIDGQGU0viZr7AKyEZC3WBY1cO80gNWzmCZt5Qs8EhnuqQNUFypbgLOJsyBnvarA2WDIak6Y2IRwystrRKaLToH37eZhcHcgQWAeVi0SzeM+aJC+LQ6ZhjLuQSt9Z8E3hGTPXjJUKlhSVoFQYC6EfAhNfzHyGbxe6Mn/mjpUulyR+bnInHLr/vaGFH9Uk4dA66PdV0VqdgM2+RvNlOdVgHsBiEcQv57FpiWzxR0dNGFpBXQUN1EXf+HQyQSSwt2Huz1tG80Yjr+L/XvT/TUYjIGgeRium0wkaxdlrrwkTjXOADyxxEeqyAJH2fA2LfTINloG+BBPu9s5GO0lCYyoVirJa6KPz588D0ecuQi8PvvTBYAAKtiIr3noBpdnZ3gKB/fEYENLEhL6LDGQnwaztnI0ZzuYmWi/CtChiDLhClKKynkSD12CSjGSwiXIlEQqjD9TRy3rgHd4130BRFIhSlFWNGENvsMH+/h4oQ9IbYIxDO98Cz872Nq4ht4lgnY2VWT15NKPv7+21FgajA3lNi+ASRZ4anGimpaWXaLKkh0od/TMaBgPK3RzJ+mT9WWDiawXKhAiANKNSKUYbrPX42pILiBc2h0NM7XFqRpJljIqaXmLaLHTiNJnRZDqhnxquHeYMMsMwTxikmkECymt2yymqmlLaCl8WGDzihbqqUUaTDTZQacK0rPCUKJUhUrNxZhtxglcGiTnfrQij/QmCUJZlAPPNTZQJ1p9UK3qpITGKYjZFu4pMA7akdMHMnkTGmYtjFqWYXNqlv7kZFj9JCiYJC2IVOAPiHcboFsGHw2GIlqirAxY3ay0+LjBFgfKePAtlZvcnI5q8+GF8J0ux6EcAfCMn0crXTPaV0o3gPGqftSzKqQXzpuJUeM8Bc/txspwjfVlW+nTUPGVo8zulOj7y+W4r/y+P33mMbNTUUUuNaeJlD/Pd68X3XU1cB228rXYVk4IAiGpyiHd/v3S90rw8KlYvCxpWE9Mc8o4E03f8iSi8Cn72bsVu6d4nFczlWgfLQ/CrK1KBzKTBoqAIbGxjUeIQk9IU/CCG54W47+hjjRqZchbRgrIlIhZdW5QyJCZhkCicqDatqzUxhtsHzdcJ2NS0jHbp9IMXwTmoCUAHHpVmpD2DlwyVZGiVoAYzqIOvuomtxwvKJBg05H0kyYKfWplw/3WohDaILhMtQpnMzy/eBTBXQj81DLOEXqIYpBptCxQKZQtUzBMv3oK44JZoxCSBOGhSRCUhpE+nYFJqL1hpGOzh+irnQx9EVrtGFoagiuPFNOx272NHeZAmUU1gsrfZ+ISguTuLGBWSEzVjW0XrShxfhG5hDscH5VPicz0qj8UCH2U1Mp00scx9TVRjtTxqn7XL/ICcWjBv5LAkLkfJcrnRYARmZV707uetjeALPhc12ixtzLOACJcuXgDguuuuA2BjOAihR9Hs2ovx1/v7QSMfj8dtsgulFMPhIJLOwjVU8XdlWaLEMxwOARjt7wGEOHLVKYUZFwO7+/sImp0zZ4K25QVw9Pr9cN7JJJwn+hEHg340Ucbr3ArX2cSxexuLpFgLCgyCMZpqNsMhpGkefZsG8bHPJNhIhYZtP/ehG5PEfg2+i2A1N5SuxqCRaK71SQbOMd4bgXjSxLSmVBWP2ZiQ8zylrkPscpJoRIWspSiPaEd56e6w2DEZWmsyk2IB0YJ2FeKFjV4Wk8rAtCiwfm6t8OKovZAlKU7DtHakWpNvXBNM3DpH9YqgoTrLbDICCax50CEzW5KRb2xDmlPUFRWCzoIPOVXCIDFIXZHG8aCVotfrB4KeOFKjSLDkSkM5Reop6UYfhZAZhRiDrWbgPVUVFmz9zQ1UmjOzDlVZlPJ4D1v9DWplGE2mlE7w2lBZoagtlRP2otVIqZDadjSZ0Es0G70UpTWJ8minGKQGROPKKcpVMWe9o5qOgx+7Y00xSR6sTEZhnUVQ9HsJJGmc3BW2roNFApjNipjISLVm2SRJUUBRFmigt7kZxpBW4TnzPmr7irzXQ4lQFbMFi93WMDwHK7NHLqmV3YqJ89X5it+tkNOY/Q1Am7WZ/UrkVIN5E+PcTewCB0NKu6Lj71bVDz+gKa/weSs1z3zVfG/Cj1pFV7fZrQIRq4m5bP7HuaZ1YzelK1U3LvZAHHhHln3jzYSjNUKjkauQRct3YpM7vogA/HFSYrFqWVvCMepGSlz0h4bY7lABLaTMMSq4CJTEftOBNR7SuUZOgToYe++iQ73RxBMffKhiAB00XXwN2iNp9L8a3YK5EDW55RAhAXwd+jUyuRUxXFCpUEdZBVZ6ZtLQ/rQXqqWJUHuoHaS6uXdB4bRNyjglWK/A+cAqt5CZHjJI0K7GKQFX4yW4LprFhsQFEWkeErV4j4YYPqUQrzBaINVIGkOvgF5uSLQKgK8V2nuUnaG8j1neNMoWgbnu6nZcqJiuVaU5KskCq8HEJDsmw5uE2vqWvS4yZ7JbH3znEPz5EGL3m/HaFrPR0QcuMaOdd+BdiHP3wV8vDZgrE8bYvUVQPYmpvJFlbsiq3+kl2/ABTXwO5CfNPBny78vJ/P33JVEnIcCdtk45Xk41mMMikK9K4tJI8yw2dLLDAL2R5aIRSjGf2aJvPI9ZsRoNWiSYI3tZiheYTcdR6w9HSgeD+fGAXp6hUTjvUCLUdYUS38aVN7G1WTxv43tv2PG1dS2goxTTGGdukhQvQpKloT0RUKroM2+MmTZmoLMuJDWRJj4YaDPOEX3XEFjxgKvD5+uv2QGlcCpBgMlsBk6xMejjBUbjSdv3YdGiEYRpEXz8GhVCuKJVIslyEh1ip7WGYjpFAWmvH024Pi4sPKPd3dBOF7dPpjEPgCdPQuiTsxWNq8LEe6RMMHErY8Ck5P0N+hlI0qNwgfxVOyFLDLUIo8ksWBRMghdhHNnd4oKmnOYDqkAYwOgUsTWJylGDFCWOJJrPB20WvtAPG/0UJ1BUFQmwfc02XuaRBt7WKAWbgwyjoJqVKFeTKUGpmq1ehnIpKaFwy/1vvBFxlvP3hOx6ZVVDJLvpNEPrFMn65Bs7+N4WRWVDhbaypvJC5STkh7cO6yGLY9MYTRZD+lKjqcoSZRSpSqEWlPKouiDTwf3g6hAiNx2PIC5YwsLC0O/1GI9HoA29jW2AYLkwhtFoDFrT39wO6XYJ41IE6tqytz+KUX16npNBh0WriVr9bFqAd9R1HTkmJeDpR45JOxhhUbvWS+Dc/a4ljy5p40eFfTaHQl8eiec+ImGxtzazX66cajBvgHwZxFf5zbv+7A4//IC0pSSZg7iKfsGm+pLyAVSVCxPmXAOc+3BN+/Ar5n7A+X8VB7wSCVmymr2WfOSr/G4LE4oCIWknHB+JVU02LyEWCol+UQial1bz/yGjWbt0abVf2usOAKpsADLqImo7oQ2aGtEJCYIyisyEPOKpiYVKBEAwGlynzmVoG3gVNGJRQSPUiaA9zGyIFFAYlA4+Zh2Z89ILJtWQd7wOqWhVDGL3AfTFlkhVQl2GBYl3wbynNNokqDRDVxto7ZA0J1UZSdYnz3LEO7QTSq2p8HigcsKsjtnaahsmpKwiCfGF4XqtDZo0QqIUA5OglSLFtBotQIJCa0gVoIS+8oDHUaPEUbsCZWtSmaB8jYnJWLRRkS3ex3uPT9OwANO9AHRJErRgE3ziWqdIkuJ1BmkPyQdUEhZypfNUcfHS+snbURBi3hOtSEzw6ydakUamv1EKVZehz5tc8zbkgRdnFxj9nYcr3PUGHBvCSTOOlWldRsSFcVgiBPHCQvKXldIAsLhoVonbugyZrnbd1cjjbw+Y1rv7LzzX8VE9DLBXRovc90UZvU4acwVyqsG8kaNAvJFGA+9a544qdNIF8iZf+Ggv+KqHgz5KhLv2dgHaeO4sZrfSMT466+U08d2iFFXUcKuqDPHjMUlFUYd48uC7lsgu9zFxiGYac6zrmPtcosnYJBHEJZrUA7csxOUKXLh4CZiD+KAf/L/Dza0A5u5SmJRRKG244exZEBe4AOJI4qTo0uCrnk6nKJHWUmBccJCX1qIQbr7fDYhJmJVBM0pNYMIbpbEi9Hp5sFjMZgjC5tZmuK6Y86uqapRSIaMcMNzcDrHFdYUGdnd3W0B0OsUkiiwxKGfRrsTVJUoUSmuUs/SzBPE1goEigIyO6VZt1LYRB1mK6W9SuEkohpINESt4KxjC4qByjsp6lDGIaCbROjH0igRNP+/hjUJ0YI9rgtXDmwSloPKB4a4lZChLkgSD8NkP/GwQh0HA1txvq4fylk/c8VGUVox270ZsjRGHWItOU8Q7BpuDQApQQpNTAK25/qb7g0nZHY0RnTCpLJgclWZI0sPpjKp2WMLCSekExGOUIdVCGbMKWluTKBVc/YnGZMNQaI3Q/twolGjK8QjlKkwa7sN4PIK6bF1KxpigmZsUpQ29PA+LjCRk8htPpqBTNrZ28CZhMplEn7lQlHXQzG3d1jXwzkUeRuhX51yIaxYJtRC8x1UFmBA5gArWmLos5vNFVxtXi2B+KJCvAvF2bjk48YTUtyunlvu8dF2Lh8kayw/KqQTzxqe7vGpvZBUJbtmkvko772rl7XnaGFphnk2q0Vobf2D0L5uobXgfJlnvaJm6nXYvVHdqP3f8iauyVjXXpjQtz7dhqxN8wqJUWxHMi7Rs4KZvrG9i5oPx30eN2SOHmMW61+06lonFDGzKOsQkgQAFaHEkOvh6m75OCMlYbNTQvaiFnNoSNXiNtOli0eFaahuIc3WsiKYAZwWjBZ2kJEkGWkXCnoSZwrUrNsTG2Otqhnehzd5aMAlOCT5JwFm0ShDxeKVIfEKepNROkXhF0lkwWpnXRR9XDq08NRqtFa6qyRKNFk+mFUMJqVfxkJoAhI31VRGtPTbkT1euDtYPb1HTPaQq8XsXgt9ZBLE1rgmDrLdarTKkuA1aeWD+J6GYikmDppzmiMnxJsNGDdwRS8HKfDw0CXPCOAsaeaIUidLBpaBDClmjG+uAm78khja0le4M4l0L5JgEVKjMRqxAFyISwiJE9Fwrl8iebx9jiWWNDrGqBX5KFBWekeXnZ8EUfhyQL/vHG1cWXcVhPseswuwrqQ1xXxG1YOk7fJ+1LMqpBPPD5EqzvzWknkZaH7lvSigG7dzVwQfrbdDUG1ZsHbU9Z6tgdg/0LIrZDJQiSVNE6bZ62ngU/KJZloEIGxtDEGE6m7bgKRB9f54kCZNf2h5nBiiSJPh/vXVoLcyKIoBfrGaW9/rhcDE8aDwexX4K645+f4hWcP+b7hfyWUdXgrganKesA8j0sgREt1rqpeiv1kkCqFCJS+vW7dDPMsQkeGdDsRUVQr8uViVeYGdrC4eQ5/22PSKem266P0rNq8yVMXe8D74EXCfRilUaQeFEh0ypMRYdBRs726hqxkxcAGdvqSTEXfdSg7egCXnh/XiPWmtUXZFubmN6Pbz2pFmC9DbQpiSpBTuekWgoraO2jsHmBtYFzdsDlQ7mdJ1pxBiS1JAmmvMXL9BLNJu9DC2K7a1NcqO5/todUl9Tz/ZRdYkrp+i6xNcFUsy4fqOP1Jp0liE1VGUBBjaHPdCalKCRF7ZGEfgSKoPh1iaSZpzdOIOYlLsvjSBJuTiaUdUlTmkK62OlMtjaOUMWSZJCzJ4GKB/cBf08J9WBqJdo2Bj0Mb6iKqaougjWEGeZxnKrzZht2PSZMiivQq7YzMYMgh5lBYwj628gorhw8WJcuLk2k+D+/hhBGPQHwWqlFHVt8So8G8Fq71vXS6+XR09LIEcaE6wOtbWLVrslEIcj/OMNyXQJxLuHW7YINmGvpxWuQtKY4zRztXIRdJrl1IO5yGrzerMu1+1+q03qB/KnN/+72nP7siFuuKl+1RZaiTqw96CTwOhVjaatWc6ottD45YtZ+OxXv282ESYa32pYtOm3m3jqrobjGheDCCIKUbFWdzPzNGpvtz86i5mGhNZet42s9sghwFtwuu3nAAhJMIN6iaz3wHZXEsDBx3M37OmWzB81R4g+f6CaGyRwLvj7jRMcIXRJJ71AbjQZytQh41pp5pqYd7jKI7XFRiIbSpMko2DG1hqvNFonaDS+TshMQuUDcz2xmqSpuEaodjarXKiDLjFMUQmp8fS9UDvDuLJ4MaSJQ8da4S5OY6H2uEW5Cl2XSDFGiil+NsUnGqlL/HgPnMVHM7H0sqCBO9v6HZU2kCSoJA3Z80wWNPO0B0mFVYbKTag8bRy9F9U+N7q974HvoBVop9FKkZnA7G9eWlzQyl3dxvwjPjpKVGyTRhmJ1oIY226SEGOvDGJSlAnZ58QkMXWvX0gJ7OMYOE5a5b3VpqMG3cY8EiwBzcW2/voVhLYV/vEGyJdBfHnOaRSJxgIY+vV0Anro3mOufM1mPyCnHswbOSw07TiyW1d0dz5Y0soRT6oNKMf+eBpW/HXdOZhmc3MTlA7ajTYMB0NEJ9QR9NrzxEnY2kikCxfQZpBrrqXJGNfG2IogeIoiENCKokB0IHM1ZABRoUKW9SFTnAiYxARNZzf4/LNegmbOOg1mTUVZFChf008NNAQ9FXK1K2cxMSd7lgTygYnhTwYFyuNtBT7kE8dYMqPBaMrIxNscBpb7eDwN2mxRhAxpXlBGU1UFIgTyjBBSskIw44uQxJhvCJO1UQqrQIki6w84s7VBhiOVGlUmpFpBnuDyBFMX+DxhtrsfOAzRmqKUR1UOndb0CBYOjWOws4nvbUJ/m5kkfPzcRbZqx7gWdos6mNdrh5UE7zyTMhwvNRrnIeulSGLYufZ6+qlmp5+xlSds9nMGqYr5eEL5VuqKnhFECbOYyc0XDqlLrhkMEPHUWR64AFqjjQkJWZoxrzVp3kPSPqR9JMkZVQ5xNWduuJHaC3uzcG/2RhNqD9edvS4sAr3D+6BxK6XwNmZ82+iTaIWvqlDZzFkUiv2LI3Al12xuoNAoC4gJlf9EMFnMItgbIOhglYqV7iwaHZPmmHyAaENZ1VhpchGEnPsNsbVZrJR1xabZAKXI8xBnHnzmisTo1pI2Hk9Q4oLvXKRdwyVak212csQvE9pWmNWBBSBfBvFlK+Cck9Odh9TxhL37pJwsacxaM1+UNZgvyUlzLq3yl8NSSMWCVh7YxnMf8pyFjtJI6/Nu9o/M3SuVVT5z8SHc5RBZiOVuNdz5dhcnnLZ4lnT8kypMXquOr2L8dogTjpoZRP+ECRYLl4TsXkqjnLQheQIo5zAmJdWxUlk8t9aqzWtPEwvQecglXktTX7z2vtXg69oFprVovIbShfAqlRgSo8E5JMnQWR+VFsFvqyKB0Hm88+3iyZUVSitkMMNPgxap6hkqycCW5HlKqglx5T6Ag4mV22rnKWpP7TxOBKMCcVGnwaSc4tEKCuvoJeH6ReK1ig+VxGwR/PmzMX46QmYTrA/tSoxBXFg4hipsadB6Gt+0SSFptPEMSVIk7SHiqD1oF5IGlc63ldGCJWc+NhMdmOtaRe1bQaqDn7yOvnJQKFcjLpjVVcw0tzA8lUKpJNxDE/zhkmZIrMyGThCTgdZ4E8InrYTFnJeG60GbP6KR47hSXatbk2dhPkCZZ0Fs23mQ5Nbd3vWPdy0FzbngoGa+vO00K54nTRpz0rn6tMgazO8FOZAcRqTVylvxvjVHbgwGIJ6JBFDTOrDK0zQBpYMm3aRWhRCvrRRegkbb1BNvYopDZjNpQ3ImkwmIZ2NjE/D4WGf83LlzgGKwuQVK0+/3ER3CwLQI1w0324xszgvahFA1ay0iMdNbc30qZLQLtS1CmZTBYID2NpCwRGPyHOV0iAdylvH+LnhLXVXgPYMzZ0DrUKNaJ/QHfcSkjKcFiKff64NOSBOD6ASjQLTBO4eTUN+9CV2rasvGcID3QlHVOBEmkyleCDW2ncRQq9CnWZKGfPlliVYai8Ypg0NRek+iU5JsgBJP0q9CRbXEMJ3NqIsZeZoitUMBeZKRJCk9k2BM8MGn3qKUUNoSk+ZsbwwxtUNXnpoan3icsexdnDCrHdokWO8ZTWekRpPlOUopskGKzoKFwQNFWaKdxhWWbLbLhhbwluneJfx4j8zV1KVl7+IurqzbimFKK3SaYHoZiXfk+SBwHPJQk9z0B+h0gG+IblJQiVCMp9ReuP7G++M9pJcuhQiD2Jc20ByoixlaKa7d2SbRIN6Tati7NMOIkGcGZR3ehbF96eJ5lHdkTTWyyBD3MfSrKGtECanKwIQF42C4QdYf4LxQlOUCWO6PJyDS5myAEL2hgZ3tHaq6RjPPsZBl4Zlr6qWL0Gry09kMROjHKoLb29tId3HcTXsMx5rVF3JZNKC+cibpTBcSyJzBqna6dFCt1Dyd8WH7rNnsB2QN5veyNKGw7WdpkpVEk3vDcF9inx/QHw6tOa46WkEITRMVM7DFuNTA3D3ueMEPLwuc8NXSNrM7pzQakAT/r6HR5PXBc3fb4H3LYp9zBrrWi9g/PmaMg8AzgMDWFofBo40h1SHHnPaC17S5ynXLWp7nePcisVBKo7kF33VVu1AFrfaUNvrYEQZpL+aBr9F5H90fINUMnafoqsYYg42mdl+Hoh12VgT/fpLipyNMmgd7gc1JTUrqgs88MYrEqbkr3gu1d1TOU9SO2nrGZQClzIQa5Akhi5zv2l0lEA5dWSBlETRy66inBfWkwFU1vjGtx3BA1SQuiv7o4IvOkaQXNPK0T+WE0gVt3KOxHnDBqlHHTHbNyFEKEhUsU4mKseRGoXTIOJeIC/cNhbI1TTU05d2CH7phpktkqnsfWOySDQLIRzM7NpI7XfSJS4hcWBneRXv4hadLR35HJ65jUVS096juKl0tfb/kL+dws7pETkq3hUeFwbZtPKWi9fFgbtQp7qBD5NSCuV5G3WY7i6b2+YSwevA0WxfGXgtMi9u0DhHRdV3RrSuOChNHP8bIlGUJ2tAfboJW9Pp9BE1lPaIUNtqKk5jhTQOIYjAIrPZ+vx8ywcUMVo32M+j3QGkunrsH0Qn94TCW9Axksf5wgPVClvdxIpRVFbsoxuZmKRrFbDbDKDBpSqJgNp1Ra+j3MgyCLwqwFb4qwNcY8eAsVVXNk4EAZTkDZULOdx18+OgYE6w1s2nIHd8bDEBD4WoQw2TvEmhNcubasHAQuOHstW0VttksMM83NoZYEUobQuN8DKvyQQ0L6waT4o2i8lB60LFyXC0K6zU6vpKNLbSr2b7uLDYb0TMJdlZhi5KqrIIfHUiritTWFM5jypre2RvxKkXpHloM/TxlILA7HeNqi1cKJzApK8ra4UXjFJzf3afspYjrY3DoXkKZKAYJiCj6/Zy0NpT7Y9x4hCsm1JMJpvJUoymqdhjncWWN0hqXaISc3saANEspqwplHelGD29SZjYsFNysZGYFG87KeDaltEKfUEQmyXvB8mAMmdHUCIlWDHqBtT4dj1AmmNmtrbhuawCuZu/iBZSvY5IbRRXHutKhgM90WiDak/VDERefRNM6JoQaWsuk3A9jVoK1KqRLCA+el7CIc3HhpwGJz1WaJiHMjRAWp1TIZqgUoVIaYeF3aTIN4WtNtr8I0nujCWmTo0EpNjdjRrgVseOrzOoNkB8X/trOKZEEd1rhKjWK7Bgze2IuXzV/17vexcte9jL+9E//lDvvvJPf+q3f4ilPeUr7vYjw4he/mF/+5V9md3eXRz/60bzyla/kcz/3cy/7XJ8OOdXGioaADYtgfVinHFVEZaU0oN7VQC9DWh8cOjClUTGGOryazGxNVbOgtXc094WDda0A0tGGo7+w8fmv+NmCRtH4yDvfCV3NI55fd9jArRzRYY3VAjrEwQ7r39UhdM3VKB/eK1ehXI3BBx9tzC6WRMu+1uGM3VV8w8auXQD5qXVMK8e4dowry7TyFFaYWU/lVUgAk/Yh30D1htDbwPRyTJahE9NO+N46XFljZyW2qJDZJPivi2nwn9uSLCFmQdOReBXa5HzwmddOqOuQXKasPdPSUtSOom5yoC+NH+9i/fESKWbYWUk9LbBFGd5PSuysxlU1rqzx9VwPVWngAwTWeh9J+9SimdmQlrWwnknt2Css48oxrV27vdsMpUJft5wAA6k4dD1D1VOoS5QtQ4U2Wwe+REyKBATAViaw0tPAoJckx5mMCkXhhNIGS0Hhwn2rfXi56LvvAmMD5E3iERMZ4eFZV/NH5BCmePM8ycKOMY49Wg3mmd5Uq40vA7nEdi0DebsdVr6afU6zNGb2o15XYmafTCZ84Rd+IS9/+ctXfv9TP/VT/MIv/AKvetWreO9738twOOQJT3hCUDKuArmqNPPjVlZXKk0hD6VU+yB1x0oX6BuT3eowtaPRvaoqlHdBYxbf+u8EBdqE+GiTMNzaBmWoaov4QJISgdFohBD8pgDWulhhLIRrZWmK8jb4zPH0swxQgR0O7QRqItBqpRCtSLPgI8/SFOeF2WxK7QSThmpUScye1RgPb7jheoyGYlYgKvgmTZz0lFb0+gOUM8zqCkWCtxUKgq/fJ4zGI/DCZpa3pDKUIuv1QJs2LCgxITZ4Mh0jSrO1MQSlGA/6iNL0k+BnFaXRrqQqAlAr8aHspneID75+bT17kxmJeKx4xtNZSO+ZJjgUFYZz+xMmqWEzMwxTQ4qDTJMmPUw+QA+30OM9fF3iyhlWHL2NARLr0ycmwSiDsZ7JhQskXnAmxXioM4sMEpIsIdOKXpKQpR5vJ9R1HUL9vFDEkDc16FNFwpn1hHS0Jo0ulA4Brg6lS1MUVjT7ly5RjSaU4wJf+zY15tZ126RpGoh70PrJXZIjSc7MwbQu8UnO1ArjYsak9tQumKLraYGJY0ehEVvjExWsLijqYgZGkWtQ1jLINMqklNP9QCaMteVJQqEaidET2gQNfPu6bTChHrsV0FmK9rShjyLBrH9pf56vXytIk5Bj3VuL1oqtzY0Qrw84F1Lm2rrGGD2P+pD5QryYFe0zXsbwvX6/jwLSmGAny/P54qMBeuaP1FH+8QPbOr9bFtW6h2j75xAD4n1atKJNGHWYXImZ/Wu/9mv52q/92pXfiQg/93M/xwtf+EKe/OQnA/Df/tt/44YbbuCNb3wj3/qt33rZ5/tUy1UF5s3K6hnPeAZPfepT/0HO0QX05jMcrYVfVjaiNpRF0+oGzWel4/ZYO1wFnaKZMByAzCtS+c7E5H0z2cTjL08AbRA5ke0jURuehyipjqli1SXF+aU9nIjgVYj59nFRIdKoQvEaxLfXLNpEDUkjmpB5DEJ2r6OMRG07Q4iaclU4pk2D7xcNtheShJkMF7O3iVI4JYhRgZndmGSjJaFyDh01a1NZUtVU/ArVqvpG0DVsZAOUt2hfo/ubSFWhEZKqRjcpAmwg5TU3x0qNno6QwQZ+OkbpDG0LTH9IooMZsTth+cZ07ILm5qyjNoqydtRurpl7mRMj8Q6xITTNVTW+qnGzEltY6plFnKCNtO3z3oPRwW+e91Fp8JP7dEBR1Exrj/WO/dIyKmoKK9TxejKhzeTWS4LJwygVAZ7AAxAL9Sxo4ypB2SrkX3cWqUIinxDPGBeHOhAbJcnBZPgkp/Y1lfOgQyrfEEMe66ErhY3250jray1EzQKnAfKQsr3ZNn9+2y6XOBbU4j1ohxyLgLsM4PPfnAzIV4F4N568+52P13fKMLyVxOgTmNnDPN2QgBvJ85y8WxjnhPLhD3+Yu+66i8c97nHttu3tbb7sy76M//N//s8azO9tOWpldSWi40PTPDxzPs4h/vErdWJpDRKY4co7hoNQV7yJM58VQcPFC6KFngA+ZNnyPuSM9iJksxIBRtOgQTSxqYkxoXZ1f4BGGOQZRKIYItiyADy7u5cAKCsL2rCxuQXa0BsEn7xO01jC0qPc3IzfJHDY6A2DT7+q0EphvSORYBFINBRlTWoUJo01tvMMZRVeSZjx6xq0xmR5AHkTLBN5rw8q+GSRmOxFKWZRa2ryatdV+Ly9GeqlF2Us2KISZvsXGWztoAUGWUblYVKUiBPKsqauBWcr6tpha0+SpThrEBWqmZ27NAq+38xQ9HJq69lKQHID3nHNcAethOF1Fp9opncVOA3KeqqyxFY1ztYopTF5ytbZa8iVwdgS7WtSLXgtTKsSVzs2+jkbTrG9ucHUG8a7U7yTyAEQtEpQyrA/LeknimEGQyPQGwY+wWxGMp3SU4A4xqMx070RRjTGG1wZwHuwMQhREgSgm0wnuI0+w7yHz/qQDSk9FA5mFvZmM/YLyyxWQZvGe7C1MaSfJtRVTSYpO2e26GeaVBy9RDFIFKr22MqjlMVPZ4gtKS5dDES9qgStyTa2UElKNtxEkh7ZcAtJe1QqoXae4fYOmRMu7O6F6nO9LBb+gdH+iDQNDHVbW3RcRCgVcuxrFSoOahXD4xIzB/glu+w0mk7res7hcJHZXlZV/BwgeDAYtBEkXVkG8vn2o4F8mfy2DOqnXYKZ/ZjQtBids729vbD9xS9+MT/6oz962ee86667ALjhhhsWtt9www3td5/pclWB+eVKWZaRBBaku4rr+sq1SAvosDres9m/MbE32ZmOfAC78ahRGm21qaUdYlhDvmnRoawmjcaiDdZJSBsqtLmwXfxM024PWjXELhXjvRvtfCk1GoSUqxDMnj4sMBoWuFFgUDiiL12aauWN02/xcK71mjdEpHiN3gdfqBZEp8E0m8SQPZMSbb2hE5Osk0lOz1USbeaafRsN4IPvFYLWF2+OlhRVJmAqcDlZkiOpRinBOY2Ip+dM6ysHYmx38AXvj6oAAEaxPRRm/YSRgWttihukpDls9s+EEEPx6PE+pioxhIlfrMUVddCqq5oyzREnZAipSUJWuCQj0Sm5Cf72XqJJTHB3OC8hL74N5L0GZGzimVaWsk5jVr7mBsTUuXWFLwN73Y5n+ImjnlmqSQSk1GHaouI6+PrzPmq4g+9tUpqcUeG4MKs5P6nZqz27k4pJJZTWMStLUq1xKqPuCX0dyZcxfjxD0TMKVU3R5Rhd7CHlDF9MkLrCjfbCuKjqYIFxNSRp0MpNEi0DPcqionQwqz21h2ntqZynVK4FzcI6RIcsc7LwjM65EknM/453aBfHjFYombtzQtbBEK4Zh3irUct8iHcY6Yt++cOyuS37yNtjysH9VolnzlvxKkSIqEP2vS/LSdjsWivOnj3L3/zN3yxsvxKt/L4i92kwf+lLX8pLXvKSQ78PoCyxQEd4gLr+tLDP/P1lcS6UBnEhbCxmhiqrkHe6IVSkSQJKmJYl6IQbbrw/mIS8Nwg5uyPzuqhqvATyj4iACRnYpuMRoEg3QyKQJM0wWlFbh/I1XkIRi/3dS4CQRx+9rUKOeAPB5+xsnMUyRIR+P0dbobIOIxI0eUK1svCTsJLJe71gZk1CURRPSLFaVhXaRea6qxn2+iG+vFQglvvd/FlAcJugNNMyZrjToYpXHln6eT+A+HQyDpOzhHAmawP3IFFzJtZGb8Bo7xJikkDsMhmS9klMGjPShfzulRd6XrA2LHisc8xKy6SyaK1JvcFPKmrnObvVY+o1GxgKJ/QSg0l6GJPRP3MW5yqE3UhG9PSyPFSkAyaX9qidpbAVfTwbwy2Mt6F2d96jqIKv28ZXVZUURY2NGnVZVKSZYbCZM8kU1vWwIlhncU4zHA5Jp32qixWussHEXln2L40o90v6eagdPx1NccqyaTZJ84z8zDbpzrW4JMcnPWa1MKk94xr2a8+dl6ZcnNShTrnzWOvopTrk0ZeU/mYPk5hQHyAzbF27TepK6tkIKceocoKfjChHe0hdQRUiM3aGG6i8jzcmhO5F0lvaG1BhKG1B6YTaQek8aX8D8UJZVngJYYS94ZBUQy8JTPrUKMpZ4IdkSUpqFNV0Qu1DUpqgTXvywYDBIFQgnBUlKMXGMGSYu+vuu9uUxk2ymel0igjs7Gy380TRUQqGycmnzWaEdsG9ux1OOQt5hTRuqKMkjRaZra2te+Wc97vf/QC4++67ufHGG9vtd999N4985CPvlXP8Q8t9Gsyf//zn87znPa/9vL+/z2d91me1n3VHOw8Em+j7jbKw+me+72HiRVoiGNLEfUOTECPEg3dEm+CL091qUEFD914Qrdoc08532LIRMEKu9FiKknls6zwTW8Nelo5m3rDZA2tcJNaSJpDGdGdB0yXfdDUWpAmHo01UN2f0NtsTRNlQ/Urp8F+b8APTaIopoEN1LkAZEz8nTYfOe181kc021oe3wV/sfSC6pQbKAm0StAiSOjxCwgCd9vDiqYximBoKKyTiMVpFJrkwKUM+fK0dRaWovY8Z5kL1r14aiGvDbICqBiT9Ap/3UfkkVPYCxAs2JoC3zqLNDC+epJ8jswkyHaGHGWkfUhNSt6Yxneh8zEk0QgS/uauFog7x59aFe92Oy8hmt2UVmPSVw04trnQ4Qu51Z307XpQJrhR6fSTtUWKYWcduYbk4q7hrr+Du/YJLkzos4LzgxGOdYdC3lJnBCW098kQrMgWqnqKrGcxGuPEeMhnhpyOwFl9VIRd8FiufxfEp2oQQNJ1Q1Y4qZuALjHlHEXkCpXVtpr+0u7COfvBubLv2oZSu8jU4h7KR/2FDFETIse7Cf+SA26x9fmTx/0nkKAb6ggl+1ffMSW8LZNuTn/4+JY2l5ch97uXeueWWW7jf/e7H7//+77fgvb+/z3vf+16e/exn36vn+oeS+zSYH0WGaElfRAIZHUBv9lGLq+aTkOEaacsodkJZyjrkt465SbB1DSoSfRB290eITrjfxlYABuupJfhRm4pQAqQxx7ipynl4nYrx5wJ1WaC9ZSMP5u48z8G7kPNdPBvDQWykR3no56FohVch1Wg5K4KGVJRYEarazUlIQJplMQLAY5SijibOph77cGMDo2C6H0zBtQtJYPJeH8QzGo8BQhy90ug0mxMDVahdDuCUAJZ8MARvcVURrtVbEE1dlWBDnfGZdwz6fZSGqp6itARfvdYU3mNUwvZGn7QSnKmYXhojEiILprOK0WQ2D7lSMMgN1m7grEPRY7Pfo58p+trQ39ihmOzhVQLReuKdwznBlRZvPZPplLQoGJ7doh7PqEeXkP4Q0mEMUxsySIU81WFR4Ry2tqRpisUzGU8waRiAOvXs7mtGfbAbKc4ZXOXD4kV8cMPUFjdzYTXqFBfvuYjSmmRoSKxhVhQkdUU5mZAWNRv9LazXjMuKi9OKO/cK7tqbcW6voJhabG0REQbDAdokjIuazTxmKkwMO5sb7PQ09XSEnu5DOcaPdqkunUNmE1IAL2RZOk9Yo4TCWXCefHOA9Ibs7o+Y1p5aCIQ7palVqB6XCHgdcqinCgapRntLPzVsDXpkWqE2+mRaMd2/hLdliCePmrlKm6w8NrDtlQ6WE/FYrwJ/I2rZTmA4GOCByXiCiAQWO7C7u8t1Z8+288XK+WSJOHtgPlj6rvnYEko5REMXHxY+p0iSE8WZXz6Yj8fjBbP8hz/8Yf7v//2/XHPNNXz2Z382z33uc/nxH/9xPvdzP5dbbrmF/+//+/+46aab7pWIqU+F3KfB/DhpgLzNOd74rFaw2RtZTt26LA3rVjUaOTFDm471mI3vMO3mLO9GIxeaKmYyJ6Br2jrjDbNdoUKRNR3a36Z9lyM0iibFrHet31CUClqM0iivIWqKuuMzb2JyJfoDkTD5mOazivr+oludeUEKD5EDgCjaGtRJHmYzkwbeQPRnzic+Bd4g1DEJlyFU5ojiJRRnsRbva8RbSFK8c+i6RPcGYYGmMrLeJjrROO8ZpsFfnSem1Yqd86G0tp+zyY0JptU00exs1PRTTR5D73zWR/eHkPfRqWnvvbceWzrqWR1SmuYFOptS743RG2PU5hRsQZoNSUxYPOkYJtjcIiKjHqfDfXchr7z1fu4zB5r4e1eFl60srgiaua08SQa4WI2tyQKX91G9Pi7pMZtadouaC7OKe/YL7tktmOyXlIXF1i5aJergc1aaOq52Ej33TxO1crt/ETe6hNu/RD0uSCKBSacJST9H6xIVS9Zigondm4zaF1Q+aOWT2mKVobAedBgHtfMkSoWiPMzZ6omKmeZQJDiULVF1EV0xNnAr6piRzyaBgKlMGKhKEYsJLIxXH29iO/4iB6WzxluQxnDVhLaufORWaOULLHlZTaw9zab3xupz5D5XwBb8kz/5E77qq76q/dxYbZ/+9Kfz6le/mh/+4R9mMpnwrGc9i93dXR7zmMfwlre8ZSX58TNRriowP25ldSWilGq19G68ORCBYMVv4v/jyG/S7KuCCbxhy2a9MKlZF0zx2lhEJZy55toA2KFh81SkEcjrOuQcT5MEQUjSNFYtC5KkodJXv5dj8FSjXXCOfq8XyokOenSrtdVViWjLaH8XMQnb11yPqBCf61zQtJUXprMCL7CxtY0Ioc46UJcOpeCane02s5aIoipLnI655r0O9c3Ft0lPagGcp5rMQGt6fY2owGr3hLrqAIN+H42EGt1K46oSReAEUNdopAU0sQ4XC3eocHEhzWia4nB4m4DtoZygvWOYJ4xqx8YgZ1QJSZJS1DXOSmvq3h8XOO/QCGc2hyGuvSyQ2tBPeqisj8p69IcDpF8wuzihnFW4wqGcQlmNnda4aUGxPybZ3iPZnpDYUJgl1Qq8Q+EZDge4WjPanVCVln6vh9Y6xsoLg8GQ/mBIXYea32NXoXd3kQsX2L9widHumPGlMaNLY8pZTa/XQ4sOfIYklJHVWYoZbpH0txgXJfuzmrv2Jnzs3Ji//cQlxnsF1cxhSxvrfWuquqZfpGyeGVBVadBYtWY2GZOXlryc4PcuML7zDuqL53HjkLymib3fPntNAODEoBCSNEPSnKr2VFLglcGrkBHOKgl1053HpIE34eoqaGGJobexRSqWXhKIkVoU4mpcPWO7n0EqlKN9EAsiuGoGSlEhaOdAJ1ROEJOikwwxTTnaUNLHxRoE/cGgff4RwWjN/v5++9xfH7X0sKjuLF5PIKsW2ocC+im1s2t1PFgfl9NjlXzlV37lkdYTpRS33347t99++2Uf+zNBriowP25ldbmilcJFwG7SJzZjqAvqjZxk+PjI/ib6rYOi3jC7Y3c3JmUvYbtKQsGT6HNuNPKWFRtP3Ji6W1YsjR9dtT7tQ4dqq7J39hKH8kRAUUGjaTXFwJRv3RArDuyJOdljYzwslGwM5D+ZcwWaRZIOvvHAIzBYFdKw4oI1ooz5v40LZnylM0xCqGctAmpCt8a41GXMhFYErdr7kOFMHNrWkGRB00lS+ukGtdNspAn9xJKnwXcuIojzuNrhnA+3J170eaO5MC4ZZAaVeAaZopf2Ic1ReT+Qw7RGnCC14CqHnVl87YMrIjdUoxl2PEFPxpidgkQsiYbcaDIzL3XpRRAvOCuQeER80MxdiH13Xa1Rwve+dvjaRc3cUXvB+BBjLjG+XicmAGreR9KcmZXgK58GrXw2qZiNSuqixs7GeFejTIo2Z8jyJC4ohdRoEgMZBE24nGBHQSsvL+1jxwVuVuJri04Tql4/jKlehra25YaICcBaiTCtHeNKGJeOqXWU1pGgMUrhvW8rZKlowUj0POVnPQsaOVIH37idgW2yzNVgUlQaK/Ix18ab51CUakPfmmdrlVG7OzfMI1tUe88ay56OOQyOk4YRfyWgdF+Xk8aZr2VRriowP25ldSWy/BB2TWdwOIB3yXONtJp487kBdJ2gxDPcCPHl02nQGEySIkoz2NzsrNhjKUcErQ1KPFVd4wWGww1EYFYEzThNM7QOlb/QikuXdkm1YhhzpG8P+ihr0HiUi3Ha3rf50Q0gSqjLWQgfE4d4T12WIYe5CqFxxiSImmsu03j+zeEQpWBvb49EKQb9Ht4oNne2MFphqxKlgnYFEvKXq1g/XRlsTE+rfAi329/dw3pp67Bf2huhVahjnmmFIUFJSb6xhS4Nzju8q/C2oC4mTKYFrrZYG5jpg50pZjiiTPsk1pKahMxkDLKMcVmTK0G7GrFVAG4VUnXoGNZnK0+lLKPEcM9+wSDT5MOUymskTTD9LQp/JybPUAqK6YzpeEYxKkkweCt4H8B8eKbCzyqq0SWy6T6FuUApfQwBkPf299nbmzGbVpSzmizN0EaFuuZeuHBxlwu559rrhpSVRrKQ4c5bi7MWJTGPfJqglGZWW5RX+JkjKTTbAInGKoOIYlJUXBgX7BeOvalFOQNOKEcXcMWUsixI8n6oNqe2yYcGV+f4ugJbMxikJGWBH1/C7V+ESYkfFUzuuYgtHXmaQS5ML+3hlVB4S57mDG9M8UmG2dyhKh27oxmTylGTUKERkwU2v5VIEkxJU0OWJWFp7MKCQHmPm9X0DSgjJF4QbFw8BgtQNZ2gkpTCO1TPI0nGYOsaJMnIBptgEgor7SJpPG2iNSKQKIPRAXDryE+BRb6NqECS7AI68b1rNG5ZdEN1i8I0TP2uBG9TU9P73p3vrgY5iWa+LrRyUK4qML9XRTxKm1AXuwPosKj5ntTU1SRwCe87tcg6Grqoeear8D9+bkhU3XMLLT+96wf3XdZ6/HPi9U2sWKakKfvYpAUlsN+dQ6mYaU0ZFKr1lzfvT+Lva2S5DGybnS7G1XvrQkYvH1jaTc3somEIRoJdYgUxkJmUJO0hvkJM1elwjy9rqtEUV9bUVYVSGu2EdFbis1BeNOv10Tqlv3k9/VSz1Uu4ODMh9KpV9D0+mtqdc4gN3IG79wo28oSBgevqlMIa8ixUU1OJQcV76mqHKxxeAzhMBTrVlKOC3mhKtrmPn01RvYI0H5Aas8Bol6giemeBJLTHCZUL+dtt9wZ4HxDDebz1OBsTDTG38ABt1TSV5qgsQ5Ie09qzX1rOj0vKac1sUlGPL2Ene9hqhot53HU2aMEnMSqUZzUK4yp0OcXvX8Lu7TO7sE9xccz04gxXOiQXkn6CSRJsWZMMskAIMAliEmxkr0/rkHGuAPZmNZOipnbB1pQazSALyZaMCj56I8E9kSpQtkD5oJlLOUWqIuTDj+4cscHcLiYspucDs8mtbsJ9lrlmDgfJaIrOIn2piJJibnVqAF0ikK+SVdXd1rIoJ4sz/xQ15iqS0wvmhBW2Vour6sZP3mjpy6b2ValeF74n/K5ZcTeEOJRpfcbDjc3mAIiEGstOIM/y+X+gLCtQIVe0E+Gee87jEawNvmpvHVaB0TrEfhNOnqQpSbgaFBIeDFHkWYbyloowIY1GY1CabDBENNx95yeQJMPpDGvSNlwIneA9wRfemYvKskRrGPb7JFq12kQRq6qNdi+CdwxiXWgvgiiDMaFwRVVUVM5T+bIlQZXWU8WkLkok1MaeFhRacWZzQJoN2Ls4Qs8mbCVpuGDv8dYhlcUXNaoKmv3+ZEbSz+md2aRnNCPvSa632Mox2DjLMEvIlNBLwkIlTRJq5SjKAlsV2LomyXtYl1HZCl9NoBrSk4qB3iLvG/rDLaZ46lgVrioqprMCl6Rhgecsm+LIhhmqp9ncyNGTPWR4DWlPSJSQatjZ2qCYwWQ/1Ol20SxskuA7t06ClSRJSdIUVNX6dMU5RrsjxnsjxqVn5jzDwYAk0UGr7WUUdcmsqtje3Kbe2ObCRy9x96URd9yzy4VzI6q9MbPdC9SzMeJqellO2svJ+j2GwyGekOgoxQdrwnSXeu8C7J5nes8lZvfsMjk3YXTnCGcd+kxI/lNlJelmRc4GSZKEynBeUVY1k9IxLh37Rc1H7rmHvanF5AO8eLyt6WeGwfXXkqQpWZZiq4JeqskSGCSgrVCP9/GTfSinSDkLLqMYRZLqkBSmrks2BwMk7WHSFLKM2jmcVww3t9pkPJNZIDwm8Xfh8VbUdR3GdywQo3yHhBlJnjouVH0ML1MyJ5Cukmbr8gzSTTt7Wn3mJ4kzv5Kqafd1OdVg3pXWN9xmYZqT4hpZ5UfvSqOdS/s5HmOFsb71M8ti7eMrlSNX/DHjnDSaclN4xUcfpvdRIydMhsqhyeJigJORBZhPQGESixMfEt7DnPquTCAEtr5KofZQ2qAtVtaGvpZQXrOXaDayhGnt0JhYfztHJQ4VQ4t8bbGzimo0wRU2aLN1RdpL8HVwH6iqgizHJD2yzTMMEs12nrCRJ+SpxlUNkz2Ub7XlDFeXeL+FJ2EvN5zvp9ywGfOWi6aX5Kg0a1PeOht81rWDWgSskE4qit2C3k5ONZqQT0coW5IoyGKMtOk4ZcV7vIR7JNFSULsmA+A8RBDxiA8Z4yRmkLMiLfeiEaWJmnmGmAyLYlw69qY1s2lNNaupZvtU032kjqmCI2kR5prSZi+hnyb0E40ajXF756ku7jI7v8f4ngnT81OmlwpqEXIVUukmgwRX1ojzYawlCRIXio1Wfmlac2lSc3FS0vPxfsYsf01ueN3EtRtFgqCqGaqa4mcxpn02QuqQTAgI4yJGSUiiOh0RNXJlsLEvm/9NnzVckGZMi6IF8hDy0KmCriRyYjQ61lMQ5EjtfHlzm5+iOWdz6NU/v8/LiTTztZn9gJxuMI+m9sbn1SV7NaDdDJllk/thwNvNs7wM6s13k2koOtGYZjc3N/GEqmoCTCZTHLC9vQMijCezmK88NKQJ00l7KUYFVnprpu1M9Hu7eyhbccO1Oyhp4rdDLnHEhfAPpbDlFEyOj8S0LO/h8gwjYBxMixIRIUlztKf1aed5jtYwnU5IlMKloQwpNkXZKqyunWMW48q9AlRC0uvjtMJ7R20FpVKsc5zb3We3qNFJhvVCr9cjQzErqlhsxFGmmp1+D8MGo/1zSFFiZ1PEO4rxmNmlKb7w2NIym8wwuWGzcLi6xkxnDJIskMD6m6S9M1y3NWC3FrYGOfecO8/+aIarKqrpiLKYopTG1jVezpDmhuK6LUqVUniFU5rCa5L+kGzQAx0WJpXzTGxF6UOe/Eprdu/ehT4k1wzpj0f0cWgNJlpPimJGUcxIkgRraopxAbqiP9zAOUc1qRiNE3b3U/Yzx6Cn0WWJ9h5bW/q9PjZ3zKhxXiiqiswrnIK8yNhKEnTeo3TCZFYxs55x5UAUYi2TS+cpR3vt2LLOIUlBfsZgEsM1Zza54dpttvspmSuo9y9Qnb+L3Y/eye5HzjG6c8z+XkmdhTCeS7OSHeVx5x30hf5N1wZXlsmwKqF0wqh07JU1FycV50Yl41nN7v4F0IqNYZ880Vza3aVPn4HLueXma9nppeR2QnVphBpdhOkIme7jJvv4KoQwNm6FcVWj+ptc/4BbmEyniFUkJgefIqmmdsIsZlf0hPwNgeNRgwpVChOt2Br0qGZB60ckFPoJD/A8/FLP5xPVnQNknrppeeHezBGqeW673LzV08upkKYE6tH7fIoacxXJqQTzbgUkFR2/y4AOzQM3Z6y2v+fo2NLmt7D8wC6C+jJrtrHKKQUqLii0zL+DoOU7ZKW2v/piOwQA8W2KVfEOcQ6lY2IbbVAeRDemxKBJ6QN6xCEypwh06pDbUIM8miUVIIZgCegW/yLUqw6s5hAnXNaOXEKGNOqKMkui6yIlt0Ia2eRkvbZgi6ssdlZTjy311DIdzTCJRjuNrx2mKNB5Sr83JNu8hl5vk36Ss5knDLJQSlMB4hziHa6Yxi70KJNS9BN2JxW7kyr4eW1CnvbQWS8Qz6IjzwOlFyovqMjIxzmqcYWdzHDTKZQzlAsLnhAzvZTD3wcbkXeBzS4SMtVJk/y73S/yKlyscS+Nv1xaKxMEzTzk/U+xXiisY1yErHGunIYF3QrRJiVJglY+SENpWMp9/N4FinMXKc7vMzk/ZX+v5Hzp8LHgSY6Qlw5VBra40gplEsRklNGdsl9aLowCEW88rShntmWvV6mlyAzOx0xvWsWa9YQ88EXINuf2L+KnI+r9Kc5ajDboNEGypPWZB9ANFgFMjtNJjN0Pr4ZfYL3EqIJ5rQEFc23c1+AFZWM+/qjph+I486lUKxOf4dXPTmsBkNWg1NR+0Epx0sfvviTBAnNcOte1mX1ZTiWYN6LEx6QmxGxvc0BvAFsjLWMVOPB9F9CXmfZKqQVQH25soIg5yZmzZpu8z3keqqNprXFeQt5uL2wMB3gJJlwnId4+pCoN7LQk5kZH0U4CGh0SdySGqipRtgrhW7YO4KI13gbQdS6EpunMIApsWeBVhqRZYJtrhRJFURRYL6QxBnhazEi0QpxHo+j3BvQSTTXaRbkSRcgAZ6KZ3dpAwCtdSLea5zleC+f2RuwVFp1m+FL4+N2XmJYhFazWivtffw0q1ajSkWjN5qCPpAanM0yS4rXBec/FcxcY3TlGl5pyVIMx1KVjsnsPvYs5Nzz4euzmBHPdHtlsD7bPUqU9trOEDEuSGUxqqJXCO4d3FmfrADAmo5wOmY1LLk0q7jx/iR015JrrNxmVNZNyRponpHmK1jV1VTO1nnFZUSSadJDjC8/euUsk5y8wKCYoV5HoAWmi8c5hrWU6nTIbj1ufYVUWJJkmG4aUvzpNQ6w2NrCwq4qqLKmqirKqmJU1pRdcXZM7HeLNTahwZ0Uw2lD7kDZ1VnkMoeIdrkZr1dauV1qTpBmToqBfzsjUNhmOFI+f7FGcu5P9uy5QXCyp9izna2HXQVHNMEqRO4upDflwIxAsjUZlOTMx7E8LLtaa85OCOy7sc+eFKZNRia1D/fkkUYz3Ba0cyXUbpGnCsJcitoTCIbMRqpigpvvkrqacWarRFJyg8jSQWtOUnZ0d1MY2ZVXTu3YT6W1RqoTKWkhyahFK59vMf0VZolFMRiEq5Pprz5AZTTndxxbTsDCVkNcgPN8avFoIOVUxdbFWnWTK0YwvsEC0g0i2O2RdfkrJ7G0I4pH7fIracjXJqQZzIJjGCPGmy4Defi/EYimLoN59zpa1bmBBq220pO5vGlO+UfNVulYquOR0zE+sI3Mzxgsr5rHcWof2tiXEu8eVOYmseXlnIwPaIuJDMhcXtDoghIzpoMWEfgks9mYNvCq0pnmrCeEkWimUr1F1icKCrUNWrph2VOmgnXlC8pxQUzxMarX17M0Cw3pvWmNjTHBJxtYgYyeHyvbI8hyjoNffQVVTzMYOqn8xtK32uLFj3zoKG9paFxUbpSVVu3gfFktpr0/a32B4Tc41/Zwbtnqc3cqZjSps0Qu+Ve/wdUwRagwm61NMNrh7v2An89y4mVN4hd7YJt0YkA5zTG5osojWIoGtbz1j69kZVeh9TbU/Q6ZjtC1IzZBeYkI2Mz23BM0Z2XVktAf/sXXBJCyqsSL48PKdHAXdMagVOtGYLA0FaJKc2grTylHVjrq2uDK4KZYlyfuYPCcfpFy3mXH9MGOrp/Ef/TjTOz7B6GPnmXx0xkcmNXcVljqmJYaQU33LxYVyqkkHffRwm9rkjKY1d08tH7sw5eMXpkx2C6b7Jc6GzIRZnqDiIE+Mop8YNtKEgfao6SXk0l24ez5Gcfd5/KSgHs8odvcAyAZ90s0BJkujBajJRd9HsgFF6Zja4PuuPUxKj5WQNqauPbnRWA+pjs+jeLwtQoY5WwKCLsftAyg6CWPap8HyRZgrjDI41eRan2d0FIkRKdIF65C0RinVWuu6yaxOmxgW81WskrWZ/aCcejBXzQO4AtCBwFxts7nploG+SpbN7gumdgl+TA0kScg37SLJp6miJt4FQo5zeIEz1/TQHsaTKU6Efp7hBIoiRRB0LOEYOUIMhwNSHWo3a3RI+qJCrnZczWa/j1QaX84CeiYm5H13IYY2TRMkSTBpgk9T6khOa2JktQ6hPE2N681hPyR1EU8vUezv7dEzClMWqHrGbHQJqUtyBU2OaZVmuKSHWI83GV4S+r2cntPcMx6xtz+hdiE8rZgGi8XHZY/dfoq7boteT/jIuUtI1eOaXLFhckzawxmDSg0ocN4zs56ZUliByiu8VyTn9nDKIqmnf3ab4fbdSG+L3uAG7rezwc6FKXf1ZtieUGU99qyjriqgIsn6iKsZ7U/IhorJ5hYz69iflly/uQObW7jtTQYbE4Z5RVI4tBaKWYFohR3kIemPC6b32WifdDxCbVyDQdoxYhITohMI5Lb9vUtUAmeyDcraMppMGI81127nMUNbRVXX1HVNGV+1l+CLF0FnBpMlYBReaaZFybiyVHXIBW+tw1nb1u5uCoLZ2mJFcWZnk2vPbHLd1oDtQY8eDj/axU8q7L7j/KTgQlHjdYjJrmMkQeV8ez1pL0dlKdIbUGOYuJq7RzPu3pthi1ADXUsoDCQSzNR1HeLn80TTSzSpgemlc2RuH3vxHmbnzjO9+wJ7d57DFjWJTtGJQmuDyTMkZhw0AMqgTUblFWJCFrv9WcW0dhRVyEGfGMXFC5cYpJphFlwm+/v7pL5mSM32sIeyGuVdBHWie8ohSVyqKw3agjchXLEBcqKXS+ZljMMDP3fDyRI46fjMLJdQPg1i9EG307Ik69i0A3K6wXzpYVEirT+9NfNIYGM3ZbYbQO8Cfte8vgrnV/nGWiuSeFR8kpUPOdJNtN8nOjBjExVX6lFDNxq8xIVHNOedaKHqY4ysj8x27xBNKIFqTfw+1hxf4PTGnxM0zS6hT9Mh8DR9Gn3lUpcwm+BVPCcK0gz6DqU1qp6R5lskHjKj0Sowi2e1pyotdelw3qNVhas9aVpglML1hY3UkKmE4WAL+pvowRbpsI/pjfBGAIcVmLkA7LUISjT9CzOyrYzZuV16192DufZ+9DfOstNLuG4zo9dPqaaCyfqopsqXd3hX4+qgPValY1Tatua2pDm6PyDp55heLM+pFWmHb+ElpLENGeJC4hXlAwkxibHbOob3hQgDi2/Y6o1m17D/kTbVr16a1LqhTUYptAkrOpWYMHC0wfug5YeQ6eCPXxad5pg0J8sTtvspW3lCP1GocozbD9neZhcLzpeOsfWk2fJYiW3IDKafowab+GzItBYuzWrOjyp2RyHzXDEtcbMQHy46IclSdBLCj/LUsJGawKDf28dPzmMvnmN2zyVmF/aYnp/iKkeaONJ+Spbb4D6CYPZOQ+SDTwdMa6HwsF+EnPSF9czK6F6wMK0tiU7ox/BUBbFoS4HWScw0WCOz2OdJhkrmGjlKh8pwkrVadddi51nUzmMjAUGJWmDUn2Y5kZl9zWY/IKcbzLvSAfZueKjyNvjV49etFr8Enw0vadXD2JiMsjRUG5tNp3gPg16OEmE2mwLBN43ypEqTGEUxm1L7UN/beqHXH2C9MBqNApDHiTzkMKeN8y7LkkQcqTEoMXhfo8RTlAVSzjDGINZHwpaQpUkgcIlDKcVkNsOT4VJFbT1KJaA9aZoh2iNR+7JO0AkhSYtRDNKUVDkSo1BK0EbhtTC9dBFcyMqm0hzjHUZrKtE4r1FJH6NCCVbnHFVdU5U1ZVHhaiE3fZR4dnenQeMqNYPMcN3mAJ+m5GduYHL+41xz4/WwX3H3xXMBgFGU1jEuK6YKkmGPfScMd2su/P2dyEbOYLiDMkO28/tx7TDnmo2M8/fsM7Oe3mAD5W0wtUso6qIJJtRpUTOtLNPKovIhZrDFtC6ZllMmszGpUiQKzmxtYlSIqy6NADkKKKZjZDbBbVrEWjY3Bgw3Ksa7od52Xdc4ZymKEqYzjNkKudoViGicC0VXHBLisuNCbDqZUAsMNjdITMjNbqKmiU7pb2zSw1HbC3jvqaqK2tqWxV7Vgdyldcg34JWjpz2bqaZngMk+swu7VLsVs8IxRWGShFm01jTglWpNbgymZ0iGOa43wKmMC+Mpd+5N+Pu7d7l0foRYg6qmnL/zY+EhSXv0reea6zfJDAxTzTAz9BMFs31md9/B6I67md51gck9E/zE40tPZSrwMNZjJNMk1ZDtjU3SrR1maZ/dScFe6bhnNOXitCYZblJYz7mLe5gY/mjLmlwrJE8BCc/VtCAVIZEaX8/AWdwo8DlUkkLeQ/Vo4v9C2KexCPNqjc4Hs7rzQTN3i744IKSVNtHk3vztcnpOk4SF6PH7rGVR1mAefcMtES5q5y2gNzHaOlkEdG0OqOHz7G2LX0iHCNeI8m4xCYX4ULUshrsoFeozJyppKwi15LZu3Fv3PB2isygVFyedyaDxw0a2uTT2eWeDCdx7lFhWiY9anI0vCKZUrUI/tAuZQMEOKVLLWcjINR3h6wrROtYbd8GasKHQSU6/N2AaJ9QsPsXehWphtrZUpcXZeTU1Vys2egnXb1Vs5oZhfxu9c5beNZvkWz2yjYzefsk4Tp7NvZk6Yb8WzuyVTM5PGVzYp7d3geS6EYPNG9nppVy30eMjvYQsz/D5AFvOkMiwDu2qsdYzqRyT2lFaj2wEzdz0MrJhStJP6TtPrufkySYGv4kJl1i61TDPrJYaHbXzUOFLq7nGLDGxifdz/2sgW4WXSTSmGR8ipCpWZEtj9jeThNhrpRFZ9I8rtRxXASbrk+QZaW44M8zYzBP6JgBqcWnE7GLBpf+fvT+JtSTd7rrh39NFt7vTZFN5q659DR/oBX8YYyMjBmABfmVkIQEDQFgGCywGICTgTsATGjOwBBJYIJBlISxADDwBhGgsLJsRohNIiPdDxvi1b1eVzel2E+3TfoMn9s7MqqyqrLKNuDfvKh1l5cmI2HvHjoj1rLX+jYu0/tWlpJGCRgnMwlCsFqj1Bb5acX114PF2ZHcYGVqLmAZse4cfu5wg5/citaQuNItC5zZ7tIx3V7jrG/onN7SPW/rrAdc7ok+YcrZZLYrjh0LoAlE2pLKh95GDDVx3jtvRIePE5CI3B4tR+XoSftbAny9jEXymoU0dcfSkaSB5T/Qin/eyRniXF9K1hKBIala6S1lH7thiDyl/f/YF+VglBCFmb/ujYVJ6P0ftDQw1d6s+bpuvx8vx9WT+cTHPzEX0OaGnY5J8OU5JdJ4xvxhHydg01/XGaESA9tAiUsia6SFw1LaomhqQiOBQc4UeYt7bR7h3cT6reOZX6toOIUVOlPNFriQI5xFS4FxAOE9pZltJO5HsNGumg4+zlaQukEWElAE5y+US6QLX+xbnE1IZbIj0oyWmhI8RryXL0iCUwDmLloFS5NHE0B4I+x2+6/DDhFF5Jm/HAT1NrMoKoc6JCmxd8vBccr9NfPluQClJXdaM0XLYbRFSsfCLWWGr4KYPXPeO89qwLivM+j5ps8asG5qzms3NyHbwyBQpyvyAtxH6GDmEyLKPxHbE3l4jH9yw/IzivJ6BXg/OSF7xXtsShSYiMUWJ1pq+bdFNQbVcMNpAO1owG2SzZHGxYThb0pz1HLZ3JOezwxtQFgYxz5Dl7KOtpCBk31W8HZmmkaIqKKvA5LNWfrNYUDYNUmV8gzEGZXRGSCuNKQtMVbD1d9hx5GK1yHQrZwmloKgLirpCFSVK6VP3Js5iM0VZYKoKoUuim5imCVU0GF0iFSwqxbqQyGiZ9i3T1RN2T67pbntuh4kwgyf90YnvqEGgBaEGUQloKmjO6IPkdvQ83U/4EeI40V2/h+33yBTQSmOahuVyQdOU3F/XSD+BkwztDabfcvPuFfvHO7Zf3rLfTdg5+RdDZOULRLPChwBS4IQiJoHTDbe3PV/ejVyPgaud5eqwxftATImm1IRQcH9ZUTUVTV2yqBTJtmB7/GFHiJZk52Q+JoQxCDsiquy3IKUCqRHavzS2OFXkEaxPTCEQ4nOFyJyzVE7sAqJ8IaG/YvzxJoTkNSrz/y3v5Ksrvp7MPyKEyKvzNM/Cji33rDkuT65rRwRxeoX61jGJx/evttOskR5mt6cUT2IUwuvTNswa40nqk7uXYNao4LlNKsfXh9O8Hanmhcf7XnvWaD9ylAkegoQUZjlM9ZL++3GWF0PC+sg4Jyjh8zsoVaJUL8wmIFee3hKnEbvvcf1IFBJhNEEkqpAIqzW6rJHlgqa+ZFEoltXM+VaSwKxsZidicEwkYAkp8bhQnC9KNpVhU2ku6jP02QOq+1fUT7dUVyVLFzl4yfQCUnsM0PqEPVim3YC5O1Bsb6jxrErFeV1wb1WybUaKusbXS0gBaYqTyE8MkeATgw2MPhJ1gS4aZL3ANDXFsqAuFY0LhCiz25jIM/SXZtwxouaWolYyK8FJOXuPZ4T0UVEvm0+8sGsCoTVidkOTWqJKRRkz+0AoiTQZyS61ym32FxahSh6ZEiJzyYsSnwIqlJh6gVmsKeo8L19VmlpJhO2yO9p2pB/ch1blAAslqc6ylK7cXBLrDa0LPN2N3O5GhnZiOtxg2y3BT0RnidogRe4yFKVmXRvOKsPCSOR2x/jsmu7JLe3jlrvtxI0NBJmRHY1MNFPIAEOZ7V5l1RBNw+gTt4Pjpne8u514ehi5OwxEHxFSsHQRIyWbJi+SxIw3EG5E2IG4vyUS8MNAdAGrQ/Zpb+qTHoPQBlk2pLnLBvPCfga9uRiZQr5eXEinZG7U88W3kjKDWV/IZOkNnA2/zsz86wpwH4yvJ/OPm0nFgBBzyjwl9JcvpGN7LLyQ1I9r6pTINDNS5lkrcZpvl0WB8IluDIgYTlKafu7nN6s1SUaEkGilMsWMNFNaEqYw+aGgcpJxPuteF1rlB5ooENGyWG8QriB0O6L3J7JrcXqQKITKvtfSaHxUxKI4uTeVZY2Xgbt+zBKcffY3XySIUVEaQ52yOEjSCmctaRwoVeanqzDbgs6dgN4OuMkihMD4SF00SFVjkqSWkVVlMIWi3XX0fYeaaXTR9rheEmOF0oIvlpqzRrMpJOVScXnvM1S3Tykur9GrPc1NpIwBIyUu5vMkpMAh2B8GymctbArKt67wT75Ms3mb81rTCE9MlmZZE+0GQSSk7CuuSj3rB+Rxg0uw3bfU1uOlIRbZ0ezsrTPE1YC72REENDonqSgikYS1FuksdVWxbCQyHTASfPT46AlJEJPAlCVFmRXyvPdoY3KFLT3KFKhmQb1esjxbELuIO3h8TOhCU60rhmmgH0cuFktMVXEYRsbR5QtTJPqho588QSiSKtF1SbE8Q1c1ZaU5qzVLI6mNQvUDaRoIY2Q7TOwnSwh5odTUdb6WdL4WH9SK9cM15eUGdf6AQVY8uev4f59subs6MN1t6bfP2G1vAFguluiiQOrc2jd4SgKrUqFtS9xecfULX+HwXsvuuucuKToh2LY9pRQ8aEpShLZrKYcllfeUpsLLiiHAIAr23vGV2479wUKSpCiwfkIIQe8ih27EVpIUTNZVOGzh+gkXbmA89LhuhJDomdBVQeE8JmYwZyyrTMcs6tM463kiz4JIvYtzMo/Pk3mUJ3EqNcvVnurxN5Sapl8Dzf71NvsH481N5i8k8Y8CmYhgT9ueEKspzVXz81nj0anquef4jGYVYuapv+Lg6TgrdzPlZYark3cQocot/pRrcVWUL1X9x9npcfSdMkw2C86IjBBHGRBhnsXP73fmfadjhZ5S/rfgSDNd7nl1kZG3LmTk9uQDow/4CHJ21qp9xMWIOqqOzdVn8p5gHX6wuP3sphUT/dgRXUBrzaoqiWcXiHLJor7HpjJcLAqaSnPQAqUU+Mz39iJln223RCiBqQxfvuk5rw0bU3HWnKMv36K+/5TFgy3D7cDaRVyEvXt+4lxMTCRsZ3GHHn84UNqWxkjOKsPlsuRiVTINATctsla6G0/z6fnkY30+Jy4malMjmhXFqqHa1ITg8YPn7CCz8I8WmEaji+ywdjyOmDXHs0e3RGmRVeuUyjrypshzdPlytZIXiRphKmRhUKVCV5oUQLmI0AJdaHSpsmDLcd+ZrmiUQGuJMhJV1hRhQ3ATSUiK5Tn1sqBZGM4XBetSU2mRW879gB8800fAri8LzUWjWDxcUD24R1pdsp8CT1vL1d1Atx/x22f4oX1pPyklypToQnO+KNhUhoWWiH6Hv31C92RL+7Tlyei5QzG9oOK2mRXwpJToKqPnU7XEyoLdEHi8G/nSbc/dXUbQy5mp4aMHIehqg6vz41AC0luEzV7t4+GA3w+4foAQGeKIaWqC86QQKXWBqBakZkDU69PnyaOwxOhiXixMnim8vzKPxJRFZiqdK/M3NIef4usAuE8Xb24yf38cE/b7sq4INrfW57+nmFGrYk7mx1bakUOaHZie75/ICRYEVZN54JWWCD8Rhvyn7yQiBQqZgTPD4Q6hNEYJkrEEaUgmZQ6xUOiinh3G+mwSMU+QlNK59S4gzjM4hWTftcipoxbZSERKSUqZw0yImLKAkNXlZJJQLYkxEKxjspFhGGlHT5CGIMAmiYuRNDl8SAh6ZCw4LyURQcwi5dhxoD904Dxxioy7iegidV1TuAJ/e8A1NWrxLqZZc37+kHcuNzw5jFysaqCi1C3DVjIRiX4iuYx2F9qw1/AFAxeN4qJSfPbRfcz9tzn7hmvSfqB91rHZjfRTZEoht0Pn78SGrN/uB4/vRqrhgA4jtVK8c7lhawV3rcNOnhgXuDGf46pZUNV5fi6VJglF2SxZLjW2u0Lfv0fY9ez6p1DBZtMQXUQaia40QQaCSJxf3qe4uKQVudV97+KctybNTXeNryNDN+BjpDYKXWi8dwTvsNYyTBYKjTAlUmt0WSAKiSwltagILqILRbWpiEVAGU3bD+iup7wsqa3k8nzN/S7hJ4HC4JuG6B2yKKmWDUk5HqxrzpuCulD0u1vU9TPaZ9fsb/fY+aJX86JkmD3upZCcKbj47AUX3/gZ0voSW6x593rHz717y9XTO27e/QKV2wOC5WKZ75MUQWpMvaBqDA/PlzxY1yxLhbze4W/vGJ4O7Bxsk2JKgBAn9P3oFM7B5fqM1cWG+t5D+mS4OXTcWMMvPNvz9FnL/rZnbFuSdxkDkhJLX1GUIM7PMEqzqEuK1EKwSDvQXd2RDhO2c9k8xh4oFj2Vy2BRVRXIRUey4wxsjTPQMFv69i5TGVsb6F3AxUiI2c2wUjILGQlBpQOFkid8zJs6Mxd8vc3+aeLNTuZHk4Q5Xjmf8m5Wf5tR5sGD9Fnn+bjfMYnHhI/PFZ5grshlBsEdHa+O6l0Qc5UcPARLsiHPmqcsNEJZZMSyYpaMlIi5pX7sBMR45K8mYpKnFa0AtJhV3cRRRu5YVeaKHJ/lXY8KckkporcZ9BfTqZsQAesjTkQ652lHjwsRMUVclVAyVxULY3Ax5Vn9cb7ssl761Fns3uIGjy8DbvCIAYTRyLpErs+RD95hUVzmufWyoHUBXepMAQKim4gp4l1kEhLkA4rK8KWbngfrioNdcNaco+6/TfPWLcuHT5i2E+c3QwaFqcwqUIhcNblIGEOe57c75NSxKDacVZrLVcHFqsSOnuCOLIAjgC1XymEGAbqYSEUJ5RK5Oqc8v6PcHnBDftiHKSCkwCwNptbI4ogsn5HbImtRV0ZSloqpUGijAY8xGqUlQufEeXTXSglQCkxujeu6xNQj0iikDSijUIXKSV6rU7dEpISUZHvRQlEUGldrlFoQQl4E1AtDUoKLGcVeKYkYRuLYE6zLSm0fEmeF5EGpWD1asnjrEn/5Fr2quO7veLwd6Xcjdn9DWX4QQS+VxhSKqjacN5nbLsc94e4Z/dUd3dOOp14yhPi8Q/JCaCkxtcasF6jVObbecNg7rvqJx9c9h9uB7vqKqb2DFFCmxMmKojK4uctUaImWAjmMxP0d480d05MtYR9w3dy1Ouypz6s8n1cSs6jQ6w7p3ck3PQmBi2BD4mCz58Bucux6h/U5mRdaUhcqL6JP7oAvFwNvYij5HEvwUdt8PV6ONzuZH2OWaj3Gi20u4YaTkQfMLfkT9eTYWs8/PuYW7rHVDi+31wWCJATjOCH9hImRFAOrRUOaEsJOpOQx0QGS6bBDhMgYW2K5pFidk4SiHwZGn1BlRUqJu/0hLxRm4NvFWW71+WkkaIEbLXIcGW0W/GhEgGmg1CovCrwHsl63TAopDamxKCkRItOhXEzcdAduO0trE5NPxDAyOo2YW4QHBY2CtTSI2aM9xki7P7C/OdA96+mtpygK6lvJ8sES1wykywHTbRmvvoK6t+Ab7p+zT5pbe0dXaQ5C471nt70juomyqpBKoVcbRDijdYq7EYaouDh/ROF7+Mw163eu8AdPZWrqw8TtYBlnqc5lVVOXBU3ZUKsCZQeE66mbc0rhaETi/rpmP4WsgBsCMSaQiUjEFAVKZaR7UVaYRtM8+AyJiRUeMXoKqbHLCTd6urajWBqqTUOzWmRNcDvhnSM4R6EEdaG4XC/wXuBtJPisDRCd4t7FBWebxam9KKRC6QJRluiqYHW+QYyR/q7PAiQqkVSiWS2pFwuaZoGqa6x3RB+xfUewA9KAnGkUMirqpqBaFJwtax5drjlf1CyqgrQfiXaaAWYSjacQiTDrkosoKJXg7aZi/WhFfX+DvrjE3H+HTjfcjdc8ay0qOnRyzKN2pmmcP49EhYTQgmUhuVhUrCuDdlv8/gZ7s+e9buTdMd9YxZGCNi+Ly6Kg2TSYRYFarQjVCicNd87xs1+55frpjt3jJ6ThDsYdMXhkvSTKAPECIRVlWbCoioz1sB1VHBk7S/tuy3SXFeMAwt0BP/pcURcqj1Yue5iBrEnM3gqzBv5+dNwOlqv9xGH0DPNxlBSsSp2rdAGNUUw+Egr5RovHHAWPPio+rg3/JsYbncyP1XZ6sdp5X8Shy37VJTkzS50V0/Q8EyfPxY6zOx+zI9SR36yOpTkgI2gxy2zOxxdxrsytJTlLchNx7HI3wLhZL93M7mPhebs/JWKE0WdQjQ+JECNaCkoboFBIHzFSkZR+qVoGZr5sIFpHcB5ZmNxxMAXJ2axrHQNCZDcpFwKjCxxGTzs5ehtwzlFZj1KK0ihKCZtSk+oKqcuT13hwgTAGeuvZHxHwMpKuB5RRFMtbis0Cs3hKff9XsykbLmvDvWXJdTmgjEbO1XmKkeg9rt8x7Wv6ekm1NHzlzvC0s6xKyXlzjrp4i+atd7HbFpUyCtn7gJkBBkYe+eyRaC1x7JBuwERPo+VJEe6uL/A24KzG+4hWMs+aZ8W2SJorMFBFhV5uiKsN1cWaaD1Sdaje4qVH1xq9qJGFybzvo3ywyI5gdaFoSk1RakylEdajo8IYjTESI+XL7UWpsghPlX90bTBjbuVLLfO8fBYEOgkipYiSUCjFwmgWFXgbiDMyvagNVW1YV4pFoah07gaE+foDUEZSK8lSKw4z6LNUgoel5kGjWT1a0Lx1jrp8i1Cf0faBm37i0E7YfnfSnX9/6LKmKBX3liVnlaYxErHfM97c0T5tuZ7C6V56f5RSYGpNcbZCrs6J9Wae00984brjcHVHd/0VVLSnffzQ4qXPwNSUZgCaxKRA6ra42zvax3fsnrRcOWh9RApBe7C8dazkF4bqsieMljQN8/eScRI2JFrr2U2eq/3E493ItrcM9nkXoK00k8/no9SKTalZR/UBrYo3KeRrGa18PZu/P97oZA65HfbifXMErp2sT/tDpp1wbEVrhDInLmk8VeV5Dtu7gJuBOfk4kE+zxPcDQYssJhI9fhiQ00CZAjEF3NiRphHfHUAoquUKEWy2QRWR4CxJZ4lT6xMhjuwnjxcKKxKDzQhxd7dnaRSXjaGI2TYUoWZTltnAISXkLGDSHQ4IKWk2a3R0uLFD+gk7TUxOYK2lGyf23cDtfuC294yTz2A2oygKx6I0XC5qoipIBjA16AJ05lSnmHAIuhBxIQttuATi3UizaXD3WtTmCbrfUSxrFipRy0DEk/V5BM1igZcJ6xzBBm6fvssUBT5Fylrz3q7johQsNhvM5j6rtz9L6iaEe4IdHG8Jzd77XPU4m7XDpYKQWGhFGT1GBjaLhgdJcdVbzmvNYVCMpUbI7PSmjZpFhRKmKOnGiUbGzKMXBaFa0ty7QITINE2ZflhJKBS6KnJLvKrQRUldliyipkuexijeutiQVIEQCj8F+qFHaQmznGxVLiiKIi/mhML7PJeVhUJVhqQg6jQnckWI4eSYhg9IIdBSoiVURrAoFK2R1PXMxfeWUkjOlwtWdYmIWbDHGI0sDNWiolk3XI4KpzyVD0RgXRjeqjSrRw2rR2fU9+8hN/c5RMl127O3ImuWe4sx5lSRL5fzzFwWLM7uc3a54e37Gy6agiKMjE+/wuHxNfsneyZToub76tAe8n7z/apTQDWKzcNLFm+9g1vf5+mXbviFp3vubjpSf4NOjmEYXrrPowjEuU1QF5raKBojSH5id72jf9rzv7Y9X+mm0zPisreEZDBPe8p1SX15wHUD5VEuWchTi303eZ7sRr5yN/B4O9B3Fj+PbZSSHGqN9REls3DNwRruBd7oVvvrtNn119vsH4g3O5kL+TLy/IV/Ov4u3DxBaEOyI3J5hhSSqApEiiclp6Ol5G70HGaQi58rQCkz7WVTakyIKCFRR/tSmClpljR0xHZHnEb8IVukhuhQQpJ0iSxrSIGUIhFFSIneRVobaF3mr7adzbM3GxkrTaElUkKRoDIVuD6ri4VAsJY4TLhuxG47hJKouWCKEZQbIFiUzLKUPib6KbDtLV3rsWNWQlNaQpRYn9BKUmnBeVGwqdd5frxc5MQy08PGGDn4zIcfEUwh0Xxhhy4VU/RcfsNXWC3PeLgo+OxZzePzkf5g6Zs1Ydi/hICObqK/eQ9lSnZnK37uacuyUDRGcX/9FuadgdU0EK3PHPnaIm+GPHOPEqEkKSTC5HFtjzncoTb3WCwaNpXirWXJ6LPpTYqRfvQYY5BSUupZ6GP+7qcQcaZAVCv02X3wnhqo7YTrK2KZOeFm1aCqCmGqmRmRuymVViwKTdQ6o58XI72WBAxGCxoNlVFZ1U3MmEopEWWFKGvMakExWIpxQk0OrTW6LhB1iTDqxJE/VqCNlqwbgycSYszKZQAezhcl68ZQzfPj/FwVCFOhm5r6okJGiboZ6HyulDd1weJhw+ZzG9af+wz6rW8gNBfsp8BN77jaj0y9+1Df9GJ5Rr1quH9e8WhdsS4UsnuKu3qP9r0bdlf9R7aeL0vN8sGC+u23SGef4Xr0/MJ24Gff3XH73i3j7uqV+wXbE70Dkd3ZKi2R4xZ7/R67X3zG4y/ueG98WRVx5yI7N2Fj4td/5UBzr8bue5Id8zNFFUw+ct1b3t2P/OzjPe8+7Wh3Q3blm6t6bRRFbejPKnqbdfpXhebhoiBE9cYKwWXRmI8DwP3veS9fTfFGJ/MkBHFGjn5Q6CXfS2F3c2rxIhWirKFcnGbmIc6JzgV2k2c3+pcQq8WMVgXYkJHwyghKpRFxRAVD6Kb8IHCWOFjsvkUoSaEUsuygFIjoc4NRKaKDEBJTTIw+8fh6Szt6yjqrUQ02A8UaLShlOetzVwhXIKRkHAZc12FcIkyO8ZATZCE1oRxRZYlOgdu7G4ZiPTs45c/vZ35u9AI/BoJKbP0B5yzLWXCls4pl2bB88Ahz95jpvWu69UCzc6ggkSIigQnJIcGTfsK8d0AsJWl7hXywZ1U/4DOXGz7bJ266hB8Sh2dfzrrzc/teGgHREaeW/V3L47uKq7OS8OgSvV6i3IHi8iHF9Q3F7R4/eGQpM/AvBUIUTOOE7jXCB9LYw9TTrBPny4Z7Q6CPAhtzpXXbTadrYVWXlGXBOE6ooqKoCuplSdMYVCXxRLwWRGdxhwFdGISSOBJBSPphQPUDS6MphWStJW2ShDGyKDWGgEyO8/WCQgvC2KHEbI4TAzFAQLA+u8APe7puB1rSrJf4yVEYgyoLBhwpZV67siMmOASSpipYupTfZ5K5iwIISi6agmVVUBUGKbMtabNckc7O2T816FVBchB9JOx7hBQUZ4bizFDf21CcbfDVAi8KotQ4JHZmdLhpIniHns+j8x4hJGW5QBWCxkgaCRpP6Hb0N1sO1y03w0Tf584IQF3V8/0X2RhJ3SjM2YJYrbC65uYw8d7dQLsd6W/epZ+v8arK+x+V6qTIIj1loTEyoUWC4ZABd886Ho/PK/f3x9PJ8/ZhYnM3EkZ7GkOgDOP0vCp/76pje9VxuN0z7a7wNncHdFFTrC6I/gwpBY8bw9sXNQfrCal4Y5P5m2i08if/5J/kh37oh7h///6nPsabncznFvn751NHtTYpYHh8g6oK6nnmLKtF5pLGGamc8mzsMAV2o+d2sOx699JcLKzzA6RQgdpIfFQknWlSRJ+10e1EGCy+G7I4BWCEQtUFCQVuguSzTnyS+FlVqnWeu86yGxxlOIKRPC4kVoViWWiMECRTZPS0VJAiYXKIKeK7AbvPrzeqFmaNcN0fkKVBleK0Cg7pqJcesKNj7HrErFYmhODZbuTxsuCblpqzqqCpV6jlBrNaZJSx/OCKuvWJaxs4vxvQTzXh7hly2LJYv8VFLblcFSwaw64ymHrJqLIJxosRpgHXd2zbNVeHkdvecV5pVtUatbmkPN9QnO2JY6aiBR+QXp2kBlKMBOuIY0caOoQdqBYL6kKwLjRndcGhtrOxiSLEhNF5fh1Twh8FZEIimZJoasRihbQDYrHGAMbb+dqKoMwJoU+KKDILoZCSSkNTKOrZhUwohVES57NCnJQvz8xBIYoCoQtUVZz6s8oUyELPC0Dz/MSniJzFSSotqUvJwkfiXLlLBKWR6FlT/ki5TFIjqhpZLyg3S3TKFXYqsuJac1HT3FtSnq9Q63OCqfFCPe9azARqoQ345y1rgGKxoVidU9aGi0VGsZfCEdsdU9vh2o9Wm1tpSbWpqC5WqLN79LLkemh5vBvo9hPj3dMP3TefRoPRudtSKJFf9/ZA97TnyfRqrwLIFfrVFHi4t7huyMlcSKIyDH7iurd85W5ge9WzffyU9ukvMu6uM2OEDGKszx8S3Tch5EPeawxXlxPteTOzQvLrvGm+5voNa7NfXV3xYz/2Y/yBP/AH+J2/83d+6uO80ckcnksuvhhyThYRQffkFl3lqqWWkrhYodcXs6VnBr8dq/LbwfJkO3LTWQbrZ/qJylSUs4SQE5VMVMLgtQKbUeaxa/HdgcPNLXbbcYT6um7EdBNJDqQZIBdCQCkDMrE/5Bn2ECStg6eHLQDLuiQkWBooRWJ9uQSlCUhESri+p2877PWO4aZFeEEKievuGeXhwIV8m6Ldo82SqtAwubnFL4gh0e46ursdRgRiilDU+KKk3Q6812i6z6zxwjCICoo6o33XJeuypHKgjguhGQh1NViWEuq7CXe7R3U7VBgoUslSgYkTk+tp1heE/g5crmyOeuAESyEDMiq6INlbz+ATlarQ1RJnKqg0USWijEQZkTqbZcQUiT5ihCbZDD7Ej5jkMSRqDbWGtx+cUx4mnt7ugMg4DOjoeLC5wPkMDuxHi0ZSJIlSBZQ1UZekoqL316QYWJ5fIJslNkZkjHRtS5cMsl5RaslSF1gkl5sl/RSwISvYCbNkvShO2rpV1VBrhbY+y8guVghncRG8klkW1mgaU1Esl4iiRGqT3dikoylLGgemKdGFY9+NhJioioKq0AxjTycDTa1wHqYk0MJQnl2wvH/OwXu095yvz5FKkAyoVcPi3jnF5oKwvsAVJe3tlq4fqauaprEkBMGHExrdFCXV+hJdaMpasSwEmoBJHryF0ZNcIkqJ9xY1d2W8z9dQWRZclob1wxWrt+6R6jWd9dx0E3cHy7S/IwTPcpG7Vn0/zPvlBbYQkqquOVvWnC1qFkYSux3T9sD1YGfaaaQqn7ugvfi4uLaBaT9lAFwIJKnnxb3n2WHiC89ato+vuPvi/4Prdi8/e2Kgv3mPYMec2FcFj3cj7eRfdlZ700J8iMjW+7b5aozb21v+4T/8h7z77ruEEJimiZ/5mZ/hm7/5m/m+7/s+fs/v+T0sl0uUUjx69Ijv/d7v5a233nqtY7+xyfzYYn/RuvS42DveR0rA7hefUSzyg0cVBrlYk8777HRGpqO1NnA3ON69HfjKXc+z/YSbV/RSyVPSWiwDndOsK51pLTCrrlnCPL92/UCaq3oRE25RIbQg2gEZs8taEhlcM/pAO3puu4lDa5lmUFrwCR8iS5NYlxktO4WUW/tKkmIgTC6/XmuJYyL6hPWZejRt9qRuB8tzhJ8wUp7EQYjgbMCPLSmMmeJjClLMHOXrneFZZ3m0KllUK/TmHuVmSbEqMJWm6t0HvouY4NYGHtwO9M/uCHfPMA93NNVDLirNvWXBFxuDWyzQ1QI/J/PT/sHj3YSdPLvesZs8nQvURtCUS+RyQ7Fa4NY9pp3wQz5Paa5iY0wE62C0qGlAuonkJ0olaYxiWShImr70lLNc6fFZcqQg+SOjIYBRJclUyHqJrBfE4GF22BLavKwklzItSQgyKE0qap054ADaZTMOERSlkiczHsigwCRVZluYAlkYdF2errvnHubypZm5FLmyKVXGDZQ6+4aHmNBKICVzVX7EhACmJBY1cnlGdbHGjhNCa4pZwyApQbnJ51o0S5IqCDEdlU2z4pxR6GqJn1HfUhmK5Xmely8LLhZFHjsogfAjcRoIkyX6+KHz8qWWnFea5t4CfXZBrNb0PnHbOYbOYdu7V+/4QkglKI3K6Hk3ELsd43bkzn68aMuT0dPvJ/xoZ7CJwobE7eD54k3P7qZn+4pE/mJMh1v27/4czdkZX7nfs5s8PvLxUtNfo5EVMT5mZv5Vms2/93u/l//4H/8j3/zN34wxBmMMv+t3/S5+6Id+iL/1t/4W/+E//AemaSKEwM/93M/xd//u3+Xnf/7nX+vYb2Qyf/b0KUPf41NOii+22YUQJ/KLFPDl24QZIuu6Y1m1rMprTHFOigvGFp71nmfbgaubjuurlv3dCL2DKSdkqQW7UNG4hgfFJTYJRuuYdOLBaoWYFtzZEdePCBtIY2A4jKSQGLuROAOjhPcs6orQ1HQj+BjpbW6xP7ve0R9sNkhJiRQFJEG3qXHScLVrKVPJPZ0V4tKcvPpdx+G6xbeBMAWUyb7t2/Ka6p2npGJJqu9RVBdUWpFiwHmH9xl5P3bZJKNZrJBC4Jcr3LDgtg/sHSyAVbVCbs7Qi4pyU1LtJqyd6UHz/ahMwd5HOqEJe8f2S1+hOX+L4rPnrAvFw03DZt3jeiiaFd3tU6KbTlUawTN1LUTJFAT7wdPZwGVVUK7OkPffomjvsHcHikWB6xwCQfAxK7lJSYoRN4yosce2O6JuWC8u8UozJcXueoefJkR0RB8wJrfJ9/sD/v6ayQdQFUiZ5+PJIoPFzop41XJFCp52mCDKzOefJpaFAVVCYVgkyXZ7YBw9WuT5bcj9lJxgRUZASyno+57aBIxKCATri3tEBVv7BAVURYk0mrt2R/Qhd4GmEb3MCoBqTuijd4joWTY1MSWM1lRGUi8bNpVB2D5r2hcaVa9w3ZZQNZy/8xC7a+n28yx61VCer9DNClUtsDM4cLlccD4m5Ht7ogg0mwvk/NmkKaBYIkzBYlVzb91QqYQkMnV7fLvHOYtzjhg8ZVlm33aeV9YXWlJdVBTnK1idI5sN0yHRuoRICo1HCEHX57GAPvkY5EVl9hgPGCJGQBx7Ynugv+t52vZMPlIUBeM4np4Ry89cvvQ8udlUXFNS9R5ze+C6e8yTJwdunz5Fba+5UC2cFXxkpFuq/ZeRO8nNU8WzpaeoImnGMhwOh495qn3txPtNhT5sm6/G+Pf//t/zUz/1U3zHd3zHB/7tL//lv/zS36+vr3nw4AHPnj3jwYMHH3vsNzKZHyPN8/L0vl/GOaHHBLurntIodK0xyz3V+Qp1rJLJlVlnA3ed43o30e1Gxs5hp7xSV8aAEFwbxX7I/GxfqOek9plj7roR2/ZMe8u4m4U0BkGx6ii6BYUdMtc8JVIS+JBduw6jYxo8U+8g+mx8ETNK+/owcb0sqBuwsSDJzG8GiD6rsLnWMbRZa1takdXONAzXO4rNHer+QNHkGVYx32EpBoIdCfPsMwbHuLuiqBa0zZJ373q+4aJm2cCy3qDW55QXK8r1NmuUS3Gi7h0jJtjayHA7YG62VLsb1P09TXHGptLcW5a0jcc0G0y9YnIvz11j8AQfcZPnMHoO1jMFQ6prKJeIRdZNn+oSU0/wAqYphTTryEvSmM1EhJ9QZLezSitKnav00ihcSCeATlaBy97uIc7z8wRGGdAFsqxJziJMkVXYfMxV8rFSjh6pj5W5pFDHH0UwCZLKlfnsf61PtpnMptvyuVd5USLLvMhQlcnqgVo/f6250pOzfL6WApWyNrzUAvfCeDiS1e1SDNggsSGiTQZ/yvU52g0IKQk6H1NXRcaTlPULbn3POwCrSlNWhnJ1DkLOybxElAuqZcFiadjUmqVRGEm+1ueEK6SklOKl7wxgpQX3K01zr86z+uWGSRXsp4529HgbTl2ADwtZlJhZDc9IIFh8N+I6R+9fT051CmkWFJIkZbAx88vb1jLcvRpF/6oYd88Y2kdZOvnrbfaP3uSrNJl/+7d/O7/21/7a19r23r17/O7f/btPC9iPizc8mad57p3/LgUzmfx5Qv/y4Fi7SHndU64Lmocj5ThkpaeUueWjD9z1E2Pn6A8T4/YWN7akGNBlg9KP0IXitssqUqMFX0kG20F7IIwTvh+ZdhPjdiTNKle60pioCMOEsBN26Ah2YpwE7TCybwdu9102jYiS0O+JwXGzvcGszqmWhptVwb2qJCSZPZh1QVVXFNpQyAIVNVs70vqUZ7qT5KFODLc71p+bKHXWnt40kcJkypySAqI/IUqPlfbd4y/gk+D/XQvu1bD+zJJ7Fwvk4hy1qjELQyNhXRbsfMCYXHUcnbfe3e75hi8mNp87o5g6ChyXy5rzsuesVuhCIE2BqhpEp6lnp678XUbGcWIcCw79xGGwuLMaLzW6WaJWZ9hlg100+HpEBEmQITu3GU27O7Bc3M9JJjgkESMTy6bCy8D5tMBLQ+8SSMfkAlIKQkj040glCvpxwqAxKWRuvTQklc/5YZxI1gIJ4SxCO6Rz3N3eEirP5aMVSkYWZYFNkn03YATomf+dvKPQEu8dzkJhBCFCNw7IcaIuSigrmtWGWI4E50gSzi7voZZntOSEP40TLo4IVaGV4HyxRtksT+xCYrIud5N2O0KpeHS+pmoM49hRlDVqeY657HG3zwilY103EAPFYomoFtgQYZxw0oE02GEgjD0qTKQ0UTSamNanjsj55ZrFWcnlquJ8UfLg4oyzdYHbCqTWeB/AJKoUsNafujFGwL1Cc3m5YPVgRXOZq/LBevrJ0Y4TMcQZ+R9pmgZ4XpGreYFTr89ZrhdcbBaUhUb3IUsVJ3niwFtrT+j3Dwspxbxw0tnYZ/CMnf1QStyrYjzc4qbMhvHxw9yZvvZDIj62jf7VemZ+5md+5hNt/6/+1b967W3f6GQOz6tzyIA3CaeEjhC8N3panTi/HagvatyhJ3kLKfOPbUi0k+e2dQydZdzeMmyfYLs9KUV0WaPKhrIxGeXuAj6JE8QuuQk/5nn5dLCM24lpntXVY2Q6WFLVE4Y+J4MUAE0iK815G7BTwLZ3uO6O6CyTdcTgGNpzrg8Tb68yqtgn0HLmHMcM/Jp8ZOciBx9xITDFRLW33Ltume52mHaLuXC5KtUKNaNMU/wgXScFx3D3lG73Gb500/HZTcmjZcm9eo05u6C6eEq5Kli0E7tXgISnmOhbx3jbY7d7in5HeR5ZV5r7q4rFYmJXa0y1xFWrbE2bskVsIncbgs9Kc+P82VwArUtEtUDVDaou0HWmVhE5ebqnEInWESdHclN2y/MWU9an6rKYPceNErjw/HGSZ+YZl3Ccn6esk5o19bVBKAM6kULgBRh9ds1jrpbn1vcRzeujOPUTo8xe5yqKl2k5s8JgVpSToDUyaGJK+bzIWZc9vaDLn/fI/83t+yRzVyamhPNgQ2D0MPrA4CQyREYvqIslVCvEYkSRkxjBIcryefcBIDi0ERRSsio199cl28Hh/Tw7VxohBfWqYLUsuWhMrsrVc/aEUDpbsi4KzgrF/ZQYyf/+oNQ8KBX1vZrqfJ1d0oo6i7XEhPXPJZU/KlTZUJSaZZlZH8cxyoep1L0qjBSoIuvkJ2WYbOQw+nxfdvvXPg4x5GQ+eXyMwAf169+E+Fpus/9KxhudzOMsRXnklKfZwjP7jT/fbu8Dz6bAajsD1Mbh9FD0MdKOHjt6htYy7p4x7W9O+/qhZdpfMyzX3O07bvcl5uFbNIsasd+Sgmd/fcfu2Zb+pmfbTjw55Pne0iiC8by1eEiaHHHqwfusnZ4gJJER5i4Rxo799dNs1SkEpEi3nzisRlrb4ITMoBplcmvYOfzo6X2g9YGDixRlSS/g2kY+czMwXO+o9zf4douIS9a1QReaabIMfU81g7SKeX4shADXEyzsJ8HegxUac/YA8/Az3Jj/iROOdWF4YtMLXN/n7jB7l93VptsD1fYacXngcrXg0SS4fztx1wyM60uS7fH9juhd5uSXBjE71IUkcAmut3sWqURrhZQKVVUUdYkrDWohcTjc5JCzOp5CoITA9R2p7xBVT9INKQSaqqAJUFcFLkkm1xNiQkidF0FeMjnHpKEQil5EjPe51a41uixJJHRVgdLIskbWNUIpohR07YHORkYbmEbPoipROvHsJl9LWgpcUjSVQWuFEJn/rbRGGsNoM1DMlBWklGe8Mpt2iHEizaMdUxhkUTD4vBAyWqM9XO329FMgkelvRb2gKjV3+w58wUIGTIZiUAjDxcN3iP2OTVWCmwghIrRmNzqkkiSRQXhni5KoFLtuwAaB0AW3rUPODnbrVcnlsuDh+ZLNsqYqDIUxOKVQZU19tmJxb4HdOd7ZeVJRohCsjeD8sqG+qCnPl4jlmiQNyhikNpRlQQieKBQhBPxckR8V4I6V+aZcIFSu9J2dGLuW/W5P27aZqUFu8x8r+1dFKUGVBlHUJFVkJUibnwkpfHRF//4IIcwWqbyxlTl8fOX9tXBmftWv+lV853d+Jz/6oz96woBAnpV/x3d8B7/wC7/wiY73RidzeF6VHxP6h8WtDby9nXDtOFfmeT8bIt0UmAaHa+8YD7cf2Hfa3+Iu3sKN61xNH+dhKZGmgTDm9nq/n3g2ea4mT0iwjnBxOzIecuVeTsNz8RhmUxcX8XbEjy3RPQfp2PaO6bBjHCp2o6N3EZdSrtTmCD7Q+0T7wmzQJbj1gf56YLzZEfd3iKmlrFbURlEVCqn0K12rjjHuntHvG969Hbi7XPCZ1YJqc4/qYk19WbPZ9TRK0L6i+Gl9ZNpPTPuW1O5QU0vTrFiXmvOFoVwYykWJbZeI5HEwz6Dz+4kxe6/7ELFe5CpZ6RnxnS1DhdZIGV+qcFPMc8/oPMlnjXwZM69fkr3hswyqfKkqyJVs1sb380M4O9hlHX+kAqXzzxHF9vxFTz+SY0WSsQkpSbQM6PlzaTG3H1/5gM/HFUoioiDJ2SVv9h74sDhJFpM/uw8x29fOnwVA+IixHqEiZR7eY0xNLAQyemSpiYAQbu4ARJKfEEIhXUdjGmxQ3F+U+ARIzbKyxLnqXNblC57pWVUvpZTHE/WC4mxJfbnE9R4lBkw0CAXlqqS+X1OdLzCrBlktiMoQZ3ZAZSTaKEy1AD54Tx5DLzYsKk2ps8Rtipk3L7WkUZI+fHyF3hRZc1+UFVFpbBiZ3Cer7o+RgsssgMRLjo5vUryWNvvXwELnC1/4Alprfttv+23883/+z08UtBACX/ziFz/x8d7Mq+VTxJ0LtNZju9yKJSUimZo2uIAdfbZWfEX7Odge1+1xk2d04SQVK6InuQx+m/YTdy5yawOtjwwhcmUDWxsYt2Nu708DIrqTcEiMieAjYerxY/uB1526O6bOz+19nx/QMwguxUR0WUXu/Vib3kfu2onhZsDebZHjgcZI1qVmVWl0oZ6r4r0ixrundLuJp/uR697S2khqNhTnZ1TnNcvGsPiQPtoQE9Pe4vYDvt0hbE81G5+cLwpWjaGsNGaxRpUNumyQSiNnZ7uUjgk9g9FCSiexHKGy6Uimhr0vkftIcp5gZ1vY4DMuIAaUFPMD5mW3pqOZTkjpuXhMSLOvPSShAEkSOi84Xnw4x/BSMlezbGrWTp+pXHPLXYpsuZopY+9bdB4NVI6LtBcWNqd44e8iJRAfbFOGlBdBowv0dv6ZAt2UXb7aKZxGF8lUJF2RdIkwzw11CJ7kJtI4IG2PmFqMH1iVkota82hZ8s55zefuLXj7vObRpuLBuuR8YagLdRICCZAljJcb9NklzVuXLB+tWL+9YvXOkuWjJYuHDYt7TQakLpZwBN4BSkrqQlPWmnJ975XXGUC5vqSqDcvquJCYT5dW6Eqz0h//eDw3iuqsxCyqDHYUGSwYX6fH/4oQsy3up93/ayGO99nH/Xy1hxCCn/zJn+Sdd97h27/92/nP//k//5KO98ZX5p8kdi7iB0/0HpHVsefKPLfUbLv90H3d0FKWFaqo2R86ugaMtbmlOzpCH/jy3YEb+3wxkEg8G+CbJmDyuPaAGAfMRqK1IpE7C24a8M5iZiEONdNv9lePUav7bB5U7AeHNGeUusYpjZSCoRvYD+MHVrkpJa7HwGduR6bbPUW7o3oL1qVmUxcs1w3tcgNTngceaT/H1+2HAbV+wvnDBdsp0tnAWblm89lvIr53jbiF+0Pi6ZCBcy7kAXpd10gtOfQj7V3LRTtAt0ese4xUPNgseXjuOBwCbox0U58Tb4xUiwXWeayd8CFm4JQwJLLRi9QFVd1AXeObmqunt4yHCS00kcjYJRofiN4jvSd5Pyfc/FAdxwE7Wuq6oomK232fZ85KU1U1RWWyp32KhCgIMRAFoLIufVnV+XUOe8Dl1xGKeukgOPq+Z3QRaUq0kNiYEMBqucjz7xQplCR4SwiCzfmaVSlIhxuklBRFQSwrYu8QYqZuCYksK0TVIFfniNU5HSWxqkBWpCJwO1nG0aJNiTKS7b7F+UQIjkpLLtcLoi7wyeOE5t5mzabRVGlEqISUEaYepCD5SK0EQgS6bocWMPQdoj7n3rKmLAJISykBXWZBHGMolGLT1CyqmSaIoF5foISnJrCpS4azM7a/+B6Hm3yPyUYjliWx1ExI1nWDL0rklJXtNrXh/N4aN77DeLhl9yRXOnpmcyQhKTf3qZYFm7qgUHlkoY1mdX7G+VtnnD17xpMxd7vrF9rs8YUF+/1SU51VmEUFZY2Pz3UqPqp79WGhjKE4igm8oZU5vE7l/dWfzVNKLJdL/sk/+Sf84A/+IN/5nd/Jj/3Yj/F//9//96c63teT+SeI1udkHuyRIpbVoQYb8NNEsK82kQDwY5etNEM4VXTE7ITmRk83eravoMJsXaTfT7huIgxZrEYJcapiUsqGI68K2+1xQ4edPJ31uJhIxoCewVKQ3bReETc2MNwMTLd7Foc7hG1ZFhs2jaGoNKpqCNOHg3umww1j91muDxO7yfNoucSsMkWt2lRsTPtKitoUEr2P2M7h2jHbwdqeUm1YFoplqSkqjTZ5phpDBvtJZYjzwzPEY3U8j1Be8VBMs2PckZgYfCQ6T3TZklalOZEfW+AvPDxOJjxzaz5zlfPvfUxHkbaPft7ECDPVkFP1P+scyGzEI8XcOhMCkcSJUvahh03xg39PMYMmU5ir8nQC3R0/S0izjW+ITC6jucfJ4Y2iGD1GCYIKNEZmadYYQZs52eTXTN6RpoHUtyQpnwMJZYGKgbI+R5ZLXMgGLl4ZRp/BmEJkwJ8QYu4QJHTRIMol5vwhxEAtBd45Um2IPlBUJcW6wSxrRFGDULO9q2JpFPeWBZdnFePgaA/fxNDusX2+XnW9xKwuWFzco1kWnC8MlZ7Br1KjFxXVWcWD2vB09Nx+iHjMUkvul4r6osKsGoQpCTGL8hil0Eai6+VL5kAfFUJlTIpR6nmbeXZhe5PiCAb9uG2+2uPFBcsP//AP883f/M38iT/xJ/jDf/gPf6rjvfHJPIPF0un/5cxxfNXKcOsCtrOEyUHKqlSjj4zDxytNuX6HtxEbEpO1eOdQBEI/EbrAPimqJktOHgUqytkU4vEYuLjqeSg0m0rjjaI0BiEghkT02fr0aAgxzVKX6/WaUjja3cD1rqftJ+xSoEwJUlKWJdJY0jxrt1NeFJiiwANf2g2svnTLg2/ZUYeBTX3Oo3XFYl1RbR5w8+QLADQzRezIh7TWMWyvGFrH4/3Ee/uBh43is/ffZvX2I+zjO87fbdk8g6cunM61sw4HdELS7wb67Z5me0O62GOWS0qRWJWCRWMYGgPpgknJvJgRAq01SmkEiRgjZZHNUFKM2eq1PTC2LYfdnrpqEJVkf5sf8JvFhnZ7IFaa83trjBA4OxHshCN3DzLaH5wPIDVCRbZtx/mqoVSRIimcFjgDqqqQWp1e2ztLtJbVcgkx0E7ZBlYTiSKhiBitSEpioiApgU+CSVpSyP+mlUAJgzYa7z1eCSpjEF7THe6IXUcjIoTIMFuE6hCQEYpqgQwWpQxCpDyqEUDKIE7rYXCR3iUml0hRE73A7XpcKDgvs2f5FBIhCUbnUNYRdCCOPdP2ltBnK9AUEn4cUHUBCMTqguKsxSwvuV/fo9YwRRhEQpYlPkYWdYVRgn4cSCFz+puzR4x7g5QGuThjszpn2R2yTwGZCmaFRi5XHLqeKLao6oyFjrxVK8b7FSJ4iuoRRWWYRodzHqUlm4slq7OKzz1c8nBVsSg0zlpkBJckcV1y7/+65Ft//o7/cTvQzqBKyN7p9wvNNy4M937NBct37qPPLkk6369aSs4bw2Jdsbz/jWy/9P/7mKdQjsX9d6iXRQaavln5+6V4/zjrw7b5ao/3e4J83/d9H7/6V/9qfv/v//2f6nhvfDLPdpLi9P9ifsa96l6aYsJPLwNbfEx4H3GvsfpOKXtPLxdLVssFsvPgAmGItPE53/qoLuZsRsJufcLuHf3tnvqww5xnQFZ2d8vtWCkl7kixO4J2RDYhqasFqmzwQqLLEkyBLgwhBEIMLBa5hdjOzlJHlazJKMQkOTy7RW+vqFdvsy413/SZS/q7gL26jx/ak4vZ/vC8Uo92wE8Th96zHSy9DXQKojB4CUF7lkbydAJ9+ry57Z5EiUjQ7vZU21saZ1ECDFk5rCk1ptC0uxHnI8E5TFGijcYYjQ+eFCPeWaZJIcsCIRLTODIOA9M4UiYFCaqyJoXIfrunVjV6skQfiDFRliWhLJkoMU6gTcK1lmGy9OPE6LN9qXWecRKc1xm5brTBO09IkfPzc8SgkMOOaCTDfg8psKxLRNWglSQqNY9INH0AKRJKKKRMSKnQQhKCRyGpCo1WGh8jMcp5lj5LqgLdfk8c2xPDQIs8AxYhQAjUi4JYlrQuZtU777HO8+x6z7PDiE0Gbz3X17cICUpLhmVBPGuoZSTKe2hTUCmF8gWhvyUMHdJbbDfS3WwJk2PoeoRWRCMpz3uMd6gYwUWaxSVlaVBWI4ykc/naHwKURYnQkt5OxATL9b2sO79YoxcL9s8ek8aeMF8ry/NzZLUgFYagRHaYqwuE0JiyZNHU/OLTPd5bxiG7tUkpSCLwYF1yf6EpZYIQ8CKgksBsLlk9uoduVlRFyfrLAzftwDh3euI0sik1q0dLlm8tqc6XyGaVDW3I9+amMdSrgubiHrt3zcei2k2zob54m3pZZFzK/H1+DeSsTxwC8bFt9q8B/NsrxWB+62/9rfy3//bf+Nmf/dlPfLw3Opkfk/eLVDTB86r8Vau/6MKJmxzTjCj3kehf3ep+aV87nexQpRQk7/HDhG0te/dqm0XI1LhxP+H6gTi0iOgxSmJO+t4fjpr1dsDbDGJyIZKUzoAxo5Afs/zfu8i0zXPz2O3Q0XJWac6agrIxFM3qI1uIYepxNrAfHFOIxHqBXKwx64ZiVbDRkqWWvHjmTuODkEhzyzuPFqDQgmJ2ERNKZv1xNbdq53YtPPdCPnZaIOYWc4okH0g+EJ0kupjb6kASWas9vXguZzR4innR5ENk8gEfZsS8DySVAU8hvV8WeP5e5nk3KWa1v5Bn/ElKRMgAOxEDxJABei+ci+PniGlG2ot0Ejh6/lIvXAMxt9SjD4gkSDEShUTYCYoxI/SDQ6SAEllZTooZkR/yT4gB5yLOegSCqBMH7dlYj41Z7e75p0wka4nTiG877K5jvD3g+5G+67JCnEy4dmThPEUMyPuGpA113eBiIEmJErnLlZ3nQgbZOY+PipigNgX14h5BKoSNSNvD0EPwyKJGaE1KAeFHkutYVhsAjClptGShoJaR7eBIMtMQZfKsa8P9Zcm61JnXnGbg3focc+8Bi9WINJrFpqW+aglTmMGVFWahae4vWLx9j/LyHNmssqYA0BjJeVPwmfOGsXf0n/2/6J59CdfvXnmfFMtzlg+/ic1lzeWmYl3rrylXsE8a4jXa7F/NZ+fj5FkvLy9fEsR63Xijkzlk9PCLgq4varO/anUYfSLNT9Q005KCC/jxo2UjAW6vn3J9uyLENSkGhLeE0bG92rFrswY2ZCcoeA4oG4eRx/vI2/sRbH4oG1mwXi1ZLZdch+y5fFzpHSvt4AOxO3B3u+PZbclhXDPaglVZoQrDYtGwqC3P2jzrP15A09xuD8aw7SzvTJHCDRRG8Ohizf2dp24KyuUFw+1jrMtV0mq1yudofh+7uxvq2zOmd5Y4FLKqMeszlpdnrO6t2DR3rF3iyZCrlqIsaZSgNhozy5KmGOe2m0AJidGC4Cx2mkgpzjQw6LuOQhp0DTEWpJBBiiKr0SOINGVBKkpcUbK92jLcDoQZcLi4WKCUQkmVwWvkpJWEJMTEoR859COj9bSjzTamKLx3DOPEaBI+LuY5OwTvcTj6uxvEsKOcK/Co8wSeWWPdTQNRlaRpxGkBMn/34zjS2UBRlsiYkFWu+ISbQEqq2lDXGrvrUM5RCIkkMfQDvh8RIVfeVYgkElJpUtGTTEtIBtHcQwDDMDIMIy4ERuuZRosdXVYVJGMJrIugS6Qp2bcdfRWpTEL1HXG3JdxcEbctw92O8bbFtZbbZ3dIlbn85dkBZycWzmPqNbpsqGTCFgYvJDJI9v3A6CNVXSMjaGHyeYqSlARCKhare6iQELZD1wP4CWcnsI66qEBEgh/ASopyyVIYFoXm/qrh0fmGgwtsdwd8jHjvqLRiXRnOakOhFTJGVL1E4ND3HlGlCd1UtNU1q8/eI06WFCP79oCuSorNkureBrm5h6gWJCFRs8DQRW343L0GFwLePqJanzPu73D9njCPtZSpMNWS6uyC5abi7N6CR5uKs8pklcU3NL7W2+yPHj3i8ePHp4T+G37Db+Bf/at/xWc/+1kAbm5u+K2/9beeOrWvG1+Vyfzv/J2/w1//63+dJ0+e8Bt/42/kb//tv/1K4fqPCyEEMr1aNvHDLpaY0vPKnGPVxEmn/KMiBnfaVwApeKK1tP7jv7S9S0yHiTh0WTdclpiTVvqHV+ZpBtmNLmJD5kMLU6KMQhiJ+Zi7Yu8C42EidgeE7aiqNZtaUzYaszzPymbx1Z892AnvAqOL9C5gQ8SUC/SywTQF5apk03laHU5c91Jm7Xbx4h0dA5DmFbt4Pu/lOZXnSEsSQmQw2ZFOBogYMtUsuLzAcZEwzn+6eWEW0+k8iqMsmswKaj5FrI/YGJlcpmfZEPE+Zn/3WZf9+Pqnbk8M2a/eWdK8CGMGK6aYuySpqGfUfJi7QvP3xlzpz5LDPiYkCRHTybY3JF7QIJ6vgxRIzpNcyGMdcgvemKw5n2wP1epEedPqOc3Rh0gMkeCz815+H4HgFZMLTC7OymScOgFpGvDDQDj0TNs+gyYPE/11XiDaaHGDR8ns4ra6f4tenSGCRcsGL3JDwfpI7zyjcCdHwUpLSglnlcZViWgEslyjpSYJhZwtfZOzpGkAO2U9ATeBG6jKBWWxwFcli0IxhshW5w5VP01IIWgKQzE7xcWQMuWuWiPOQNcauTxjvVzRKEmwOZmr3R5ZmswUWJyhNpekos5Vv4BKC+41BX72vVdScn2YGPoVdvIEF0gJlBLoQlFUmot1xaNNxTsXDetSZ514eOPAb/C6bfZPl81/uXLHLyXePyv/whe+8AG54Pdv8zrxqZL593//9/MDP/AD/Pbf/ts/ze6/pPiJn/gJPv/5z/OjP/qj/Jbf8lv4kR/5Eb77u7+b//k//+drOcu8GMd2zhFQfZKRPLVpP2pneWpPxhBfyS9/fygpUPM8NYZAshY/WJzUaBNPrzeNs4HJ/OBMJJ4Ei+88yU4oIoVWjGNPP/ZZ4SqEk4rQOO/fNHOrxjvC/MAMMSG0QWpNEjE7gB054/PrN0fv567jbsiLiHHXog53SHMP7S2l8NSLgmp1Rnv7FMidAIDJ5tdfrXOlK0yBMiVRKFTV0KEIRlJvai52llFpCh9JCNaFohAeoQTL1ZLlckWzXOGbBjGNaKnwzuG8pSgLogeVPF3fY4zGaE0MHpECq6amqUu83SP6bm4JO7z1c5tZY4oCOSOpj637yeXtMm0tm9pkSdZAbycmF7i+PRBToioLRmtxTtIeDvTS0kXDatMggkenQPKZghj7A3YGplXLNSIGFlWJqGt204SjxLrEaCO6qFHJc7tv8THjGKwSfNPbj1iVGnu4yy3oeoGMI9PhmjAO1GWBLAqmsSf5wGh7dPAkmWVtMSWyXrOsKyYCdTmxqCNajwgpsdOItR7vjha/DqEFV7dbzkxAPFgjpSJFm21iRcT7xOMvvcfhvT1+6xn3E0Lma69OmiqVhJ2Hc0tFwMiEjB5jJL1PTD7gkHQ+u4ONLrJsaiqjqAuJFwkncoIvkCzrNeM4IEPkYrUm9i1x6CDMRkNSIIsavVxDsUDqktXlZwiqYq0zY+J2m+WYh6FjEuCF4GKzRmuIk0QoQ1hUiHrN4v4jsFM+j8FTdtmjQJjsWY+pQWcqoBJQa0koE0ZVLAvFutS01rMfslRrHmck1Czb25SaZaVZl5qzSnNRG7QUxPS1waf+pPFalfmnOO4vZ+74lY5Ps1j5VMl8t9vxXd/1XXzjN34jf+yP/TG+//u/n7fffvvTHOoTx9/4G3+DP/En/gR/7I/9MQB+9Ed/lH/5L/8lf//v/33+wl/4Cy9tO03TqWUMsN+/TKVSgqyc9b5F0Ivz8/dHTOklwRHn43PA2WuGFLN4R3AEGxjCx6/CWh+xXU7+JnqkFKfK/OMiO4oFfIrZeEoohFYoo05z2Q+LIUZc53CHgdQfKB8IljPf/KqxmOUZzMn8VZFm9PcUYhZSUQWirNBVQbHMYiHLGE/ylY0SlEhUqWbjitf4jFJmh7C5ojdKopXMrmBSZAcuNxGdJVhHmALBBuKMpI+QOzRkbrDQKnu0S51nyTGzFnoX8o8NOJ+NdryOJ89uOXcO1PF1vUP4iTD2pLEjDh1hnEF+5ZTpXd6Th7V5nJAVaWetd/+C3nuCmDI1rJrPZUyJJFSm3s0V3BFrkD+nI8bcbhdKIQsDZY10E5o4a85nJ7YXFbeiT8QXvd59nCVGE/H5RqSQRY98O2IPWcVw2nnuXOQoXa+85+wuYaKi2vaEoUNbe1r8HhkhBxu5Plju2onOeuoxUShJXUgumoLLVQFBs9GZ+iVMPbMwRBarmQbScCAMfaZ8SklqloiygmqJlgFZNjQe6mJBqnQ2hXHiJOscUmLyEKJCmSVheYaIniATIvqMcUgB0bbPcSon/fv8KBXeUukCJTWNSayM5MGiwMU0d3Tyd/siI/MoDvTcMY+P7Zh9LcexA/fR23zy8/NJcsdXY3yqZP7P/tk/4+rqin/0j/4R/+Af/AP+0l/6S3zXd30XP/ADP8Dv/b2/94TG/uUOay3/5b/8F37wB3/w9DspJd/1Xd/Fv//3//4D2//wD/8wf+Wv/JUPPZ4gJ/QPS8Wvup+e64gfHwKvZ+gAz81JpBSIlFu/fgqMr7kYcIMnTJbCe1SR58ivc1Gn4IgRfGA2AVEok40uPg5o42LKrztMxDGjltel5mJhKGpDUW8yx/sVaF2hzXNPkZnPnJN5jVnW6Npgas3Szxx4IXNyURJpJErPCf1jZElPrycEUuVkfjRG0QIIuc3tB4sfJsIU8JPHu0jQiZecpmWuykRRkJTGxeyMN7iswd9PnnEKpy5EeGEhJqVAi7yIkMEi/EgcnifybK05IJQklCVaT6TgkTEgZiOUPLrhBEgbZ8CdlDmZDi5SqkgIERclGD2r2z0fuRwTeRin3AXy2eFOFwZVHkj9AREcRhoqrSiUpNLqpcXhEagZQqbWhZiwc0LP4L5EshNxGnD9mLs324lbJ7izgXh0XZ0BhquDz7TOwRKdRR1HBTHRu2whfLUfudlP2NFTVSmPTIzgblHQ2xqdCmIh0LLAJEmpDUlkYGEaDvjtlmG7zyp+MVKUBaoqUU2J8yNydY4yNalaogePLBc4LfM1Pi+aQkrY+T2rMSAQNHWFNhJpQCuBk8s8EokeYkSko5pfQgSLCJYSKIUAJUlazSObMrs05unJaTQT+WBb9eMW2V/L8eK46UO3Efmcvb9AK8vyJZ3zY3zS3PErGUIIDocDVVWRUr7O27Y9fZb3f6bXjU89M79//z6f//zn+fznP89//a//lR//8R/nj/yRP8JyueT7vu/7+FN/6k/xa37Nr/m0h39lXF9fE0Lg4cOHL/3+4cOHr4Ty/+AP/iCf//znT3/f7/cnkMExjgn9GB+Xl+Xcjk3I0w0ZXtf3eJoyl3U2QtleP+P26pakDUWS9LMJxPHtHO0ew8wbH9qBoe0pY56HLpcLmqbJgK0QiPMdsFzmNvnx+SCVzO1urTDaIJJGGYOpDLXR+MNsPqHV/BnzfmVVoQRooRAxIZ1FJMf9i3M+Owh+7tpTrzcsNpeMh5sTHUpKAVJxcXmfzdkmg7n6AfVwiZEVNEvCcsHOJDCCRkkmnXAxUQjJYrNguV6gigKpDM55nLUomdvgeR4uubq5YTiMhKmnXq7ouhZVRcqHCyqjGboDnTAsRCIET787MLQd3a5j6qas3NcNlBLW1QIdNCEFbEqAQquC0WVOeDtZdp3l9jDQ95ZClwgp8N6R5qpaAUpm+lycBsTUU8lIEJGb2z2uHyiVQSBJk0PWHhEcgshiscDWC4IHFT3D6Bmd49BbJhe4uLwkKsHNocVZzVJAFAqURKiCqlng64rt08f0+wPD3Q7bTsQQkFqyTglhFKZQxGbFYurQxRmFFpRaslrUrPrA9rbPcq8yw7tVUkghqcqSqqpQSmXqoouI4BkPHeO+RXqJQ3M7TWxnX3mAMHTYQvP/rc8pZImIEa0EfqbEXW87ntx2XI+Kq23PYTtiR8/T/hYpBfffukdw4KNgXWsKpbmQGq0MpVowdVfEdk88bOmvbumf3WHbnugi6/UaVWoW52v68Reo7m0ozu+jNpe4pIkUlOslVhSMPrLrR6xPSFPjU+QQ8/03ugwH1FKgg+DQZSEdIyVGKowu0Mkj/IRw4+zFPuVkf5QGTvMYTiiKWas/yVmzXxmSKki6yH8qg39z1VyzqNHHjC1FjFxdXbHZbF76/V/6S3+Jv/yX//IHtv+kueNXMlJKL3map5T4Tb/pN7309/9tbfYX4/Hjx/zUT/0UP/VTP4VSiu/5nu/hv//3/86v//W/nr/21/4af+7P/blf6kt86viwVdopUsy0ITi1Kj/uFGYTBnXi9b5Gh/wDISGvGmYb0tfVYY4+zZXAJ2vrJ59BRTE+1yoXRqG0+lhUaAS8jblla0eUtxSFoDGKVWO4rQx6sYbDzUv7KV0i1XNU7rGViVQZgFcYdFViKk3qElXI1hulBKklwsjn51mI/PNhb1JKhJRILZEqJ6dibh8rIsIfK/Np7m4ErM12rz4mzJHSpmXWbjfl/HCtsJOntYHd4NgPlnHyeBtJKqKUPK2YpBAUerZIlQLhxtz67Q74w4Gp7XCHHlnW82IwoQaLtNNznXaeq8i5kGVw29HTW4/qHUYJUprV6FQ4jQCk0gilswZ9zHS7MDmC9bjBoYzCVgOyLKA0qNUB3EDZnFPIXJWXRmbK3xF8yKxZH54D7uKsbifEc1BhmCx+tJle6Wcr3Rd6yGOEIUT6kDgbQ6Ybzl7dgZST6OC4bj3dbqLbjkyHW8bZOrSSAr/ZEGPk3VqhRclZZTgTkVQVuc3t8xhovN7RPdkx3I7YzmIXHmUk48VIeVFQ3R1YPhqo7EBUDeJcIoRC1+WpG7KfPN4Leheo44iPEa2zI5+W+fsd25HGqNkcRtAYycJoFFNenE0t6XCHb3ek/oBvd8TJEWccglAKVRhUVSLqBaJZoZoVcnVOKpfEcokul5/q2fK1EOJI5/yobYjcv3+fn//5n3/p9x/5vP8/JP7tv/23vyLH/VTJ3DnHP//n/5wf//Ef59/8m3/Dt3zLt/Bn/+yf5Xu/93tZr9cA/NN/+k/543/8j/+yJvN79+6hlOLp05dntE+fPj05znySEEdurshtb0R8Lv35IW1d+WKSScd25OvddSFEUsqiM9FNaJkrZus9PsRTC9/PlfjxqG7++83tDTc3t9zTCqUU1jmC9zR1jU3utJ+eAW1dlznghZRIBEkolNY4GwgJfHIkZ0+UuLp6mZp2FIMZppGx6wnjgPQTpdEsyoJlZXIyzhPYE2CvqiqK5YZumCj7jm985y2augQECEnZLGC1YHm2wZ1P3O3v0FNichafJDYYrLNMzjL5QOEjzvkszuM8VVlR1xZTGHwRkSLhfWDZLFksMnDKqFlgBU+3vcVePyOMltB73OjZdgN9iEgp0WSNVBc9QcL55QPk5oLb3YGbzvPktuPJTcvTu46hm/CTZ7ks8r6qpCpLmrpk1dQs64JFJXHbHfH2Gf7Ju/SPr9A2kTxMY4vUiuA80ijK4BAxUhYFoixJbsLFxK4fuNmPJFMRguPZtsUoyWgLYgzEWjGFyOShkJooFElkGuPYDxS6IM6kSxEFaQRGh/GJGk9/e4VPFaWuqY3MNK9pIKVICIFxGrOJT3AIFVFCIpVmf2g5HARFzHPqoe043B0YDxOHybKbu0vHi/fs7IxCwr4fOTtk7XWtFRiDlIrD6LhtJ27vAtublqsv/S/G7dXJB9zEif5wn3F8hFCRMEoaHLIRLKRBx0iYRrq7HbsnN+y+cuDwrGPnIr29xUj43KOHXFw2LHYjU9ezHCeaz76Dlp42hXkBI4lSMxLZD47b3uH32XgmKY23FqMElVGo5DhrCi5qw73GABotBI2QEB2p2+Fvn+Cun9E/vaN/epvxLr07qbOqUlMsDMWqobq3oX5wjjp/gL7/CLnOfPckf2XGlf/nR/pI7Yy8Sa5ej/nm4+KXO3f8UuI7v/M7f0WO+6mS+aNHj4gx8of/8B/mP/2n/8S3fuu3fmCb3/E7fgdnZ2e/xLf3chRFwbd/+7fz0z/90/y+3/f7gIz4/umf/mn+9J/+05/8gCnl2fULmm+COaF/iCayKlRO5kJ94pWzVFl9Sh6RTp+wwlZKII0iCXWqdGN8tZLQi5FiOLXcU5rdvIREGvXaQJt0erGAVhmsUxqFMQpV1eiqBpfpSEIZVFmTtMmt8RdbRkI+B6ypPBeXWmGEz7NmJVH6+DM7janMHEivWDQdH8RIldHBJleZlVYYCSJMJ5vZYB3eBsIYcHNVXsjcHpdGokqDrktk1RBNzeRypbYfHbvBMQ4OP3mczbS0/PoSKTNgqZC59Sr9hHADsd0x3e2Ydi1yyDPjFBLSKHSM6LrILmPeHZVV88zWR3obOIyeg8vVeQygtMDOVa8ShnYKLLQgFSVIkyvz+fsONuJ7j+szlkGhkEag65Zy1yL7PXLRUS4WNEbN1blCKYF6H5Q4zq5wLr6vixQzGyK6hPMfDuScIkxku94Y4qzTIPAxGxW1o2fsHOP+juH26UseB7bb42d2RLMuuEKwv2gYjX6uvR88rhsYdxPdVc+Xe8+tCxym/NnH5cRnfeJhZ3HO5+ttUSGXZ4h1DeSO1eAC29Hx5OB4tp8YomIcsyHONE0Zd2AUWnrurUrePquJKQP1GpM7SHhPaHe462fsv/iUw5dvuP35O/rW0vr4kiTs2kgWlzWLB3esP7tj9Y2Zf27KBaJa5e/0TYz4GuygT/js/GXPHf8HxqdK5n/zb/5N/sAf+ANUVfWh25ydnfGLv/iLn/qNfVh8/vOf5/u///v5zb/5N/Md3/Ed/MiP/Ahd150Qip8oZlUwkQBxFEZVzxP6+yKbPSmkyaCsxNHM4/USYtUsaaqCpiopjMdJiTY6I5+jZDFTwg6HTF86tozUjOg+f7Bhc3mOR2C9Z7vbczgcGLoDwU0nVH0v88NQzvulWZ1scg7rHUVRIpuaxbJh09TILt84x5n9sSKHjCc47g+5mzEOA34aqXT2jK6XG+LqDHsIRDehihKpDbpuKEqDIHcj8hwozS1xjdbZMMWUmlAE6pQo6+xcpUszc1QURVWTypLYdcQUCTEQ4kzlE4CQOGeJKaIIiJRn0VqWCOuy6llM2G7ADjaDwoTIUqlKURiFMIJqtaRar7FS42fkeGsD+8HT2khwiRgEJMH2dkdRas4uVwxdhx0lwZb4KdBPd+i+JXV7pm3LeLtHW43tHCkkVBWzIJD19Lsden1gcT8SY0IIjceBLvF4dm3PNHqCj3kRGAWJvFjpIzgEQhfZyjZGhMzKb4dtS3/Xg83cy/7QU3UVpjZMu46NH5EyEmWinFHttc7XdExZC14ggIgUEu8C1nkm53Dek2QefUAG3bXDyK6fThLERwGhozSw944UInaassrbZOkZEKbAC0W729HePiW6ITMM5oe1Dz5Tzp5+iYu3P8d1HLhpRx6WJdYr+mHA7XeE0TLtLO8dRr7SW1xMJxGk92533JUF39AZvsk7pBFMMrEua1R1RgiZnbAfLVf7gbtJcdvlBdHUO7a3O9brNVJJghHc9AcOncX5zCNfFpp1qUDLXBz0B4br3SmR/8+rjiej/wDQ1gjB/c7yjdd9XuilyHldoDeXsLwHb2guF7zGKPETJnP4Zc4dnzJ+4Ad+gB/5kR853R8fF3/qT/0pfuiHfoh79z7cyvcYnyqZ/5E/8kc+zW6/LPGH/tAf4urqir/4F/8iT5484Vu/9Vv5yZ/8yQ8AG14v5hXg0f1JqOemK69I6I2W6FIjS5PpKEeA2WtWt7KoqIzKJgovVDhKHOuyDw8tBWaRK0eUIcQ840vhudjJh0WWO33xF7ndLWaBlo8KIwRa5ir++e5ZGEXJjKZXSiC1QZm8uJPKzDPzXGkbKU8exKfRxivesxK5QhZGnChiCPUCc+CDPs8CgVKKmALKSCqj5kozC+IIP5GmcUax53m5mwVXInm9oIXA1BpdFYhqAcWCqEoGP3GYPLe9pestdvK5svcxLyp0/gxSZBS7Ubk6P1blbtcybQ8MNyNqUrjBk2LC1BrSLEoyZv4y5EVTnOfI295x29lcsfYO70MGXyZJCBlk97n7DZelZiwTShXZW3xewEUf8VOAKTMS4vwa/e1AsWmJ7Q5le3TtKLWkKRRNqShMxh0IJcHH2XgtaylMLmDDkZWQv5vj64UjJuJDIqSUMWAviDrEANYnehuwk2fqth++vx0Y9jtSJbhtLf1a52POYkFxctjOcuf8B5z4ju/vS4Oj3k9UzzrE2pCGDpFmoF5MdNZzfbA87QWHuwE3JOzhhu2TL5PWa4Q26LLhMAXslNu7TaG4qA1vLQsockcvTQPT3Z72ccu7dyPvjf6Vn8mlxHujp/WJb/7ijmJRUF3eYd46IIOfu2hf3dKlnyrS67XZP2n88uaOTxc/8RM/wZ/5M3+Gb/mWb/nYbQ+HAz/2Yz/GX/yLf/G1jv1VqQD3p//0n/5laY0c9bpJMbtgxUBmCKlXbn+mFcWqQJUVSE1wWfhBqoze/rjWUEAgokemlNXRvMtc5WlinOk08Fy0pWvzzLusKt6pDRdvn7N88JCgSvrBI4qKus5mHUloZPG8EgfwsxzgYrVmuVzSVCXGZCONEBMoiVaC80XN4CPjNL60f0qJWivWlytWF2esLy/Rm3PaEAgh0nUd/dDl7aVBmQIEjNaD9dQpEJPn8mzJ+WqJtxOT7VB9i+27WQfAMo0T1tr5ySVmzXWJMpki5kNiso6qaqiqyDBcY+10HMEDgrIuKSvDWVPy8HzD5dmCUmXwW3d7zf76lqmdsINldJl3H0nYfmKUJdWmZvXwkur+I8T5A3ppuO4OvLcbeO+up92OdPuRymgEnikkhChIwLIuWNUFjVGY5JHDAdVv8Xct/eOW9r2OQ+voQ8ZX1EpycaiJIrD61Y+otEICSQi23cD1oePptmd32/PsvVumwx6VFQK4Fpp6vaF/tOHhSiPGHulqLoVGSk2xqNHGUBYlYxq5tpYhRLquZ9kN1HWNKiRn/59b9MU1vZOE4pzLRc29deCdhwkouJruiD6iqhJtFONo2XUjtwdJO9SIxQLVLBm9ZQoTZl4YNrOUcD973NezcJE0BqM1y8WSZVMjygoTClzMFr1agCFwJDgeR3TD8Fwm+fYr/4v7v+Y3YFWFlwWyqFiac/x6w1d2e+6ebmljZm8ADLPEcnohuf+PZxkAl5aRxef2mOBJQjI4z90Y+Mp2pN8ldo+f0F596WQkdH24PR1jmkaGe+/g7a9GCMG9VcFnViX3mwoNhH5gvO3YPu34ufbjlSH3PvDfdhPm525p7jWsvuk2I+Hf1EizcuLHbfMp4pcrd3za+LZv+za+53u+h2/7tm9Da40xhl/3634df/7P/3n+/t//+/y7f/fvGMeRGCP/43/8D956663Xnul/VSbzX5aYk7hIKbcLUzzNHD8sNkZSLE1GO88VgTzNecuP9DMH2B+2tLsFwVmmNBK8J6TAuq5ohc/oaJ4LImzmB1rXtqykQtYSr0t8UnSjZbtr2e8PeJ8fgcNsnXq0JLVzyzMhiSkQvSO4LK2JUrnFrxUpDPiQTtxiP2tHr9ZrzmpNuSgxdUUUKitXFQXKBIzJdpwh+Ay+S/m16uWSarmmqkvqpkSmQAqO5WJF7SyTnYgx4sYJbx3eedxkGacJJyvq+yVJQtlUlFWNUAYpJXe7LXe7jqqqqepAKweUkiSZkBqqqmBRmWxm4h0ujqShZVFqXFlzPUzYyeGdYzEnGTENlMsCjELWBamsGILgbuzZjY5tZ+l7xzQ4pr6nm41ldNmgCoX3ntJoaqOzk10YYDhgdweG2x2hDUxT4s4n2pCtR60QjO9d46Tl4ZhtVqe2Ze9r+smx7yeu9wPtfqDf3jHurjAiL/RchOAciMQXzw2fu3wHVTXZ475e4JRGSJVHIyELsux9YIhAzBVnsSkYbnfoB1sWm4eo9ZL+4CiVxE0j4zSglELKQN8NKK/QlWKyARcFSWoskkJpVvfO6c9X3KkdRsB4BEEedf5nNcJNUyClInqffQlmAFNRFBRFgR16nHOnEc9xtDS9oMHQ311xd31Lc27gG9aYssH3W0LKvgJVVYH3HJtIYd43xnDiLbc2sLeed4Sh0CbvU5SgU1Zoax27m579sy+ho6UoitxeDy8nl/76K5h6SbMuuT5YWhvyAllIUoq43rNzr98K7kPkbvQ8aCfC0KOjnxfVb1xd/hwM9HHbfBXGP/7H/5gf+7Ef47333iPGyDiO/L2/9/f4yZ/8SX72Z3+W7/qu72Kz2aCU4g/+wT/IH/2jf/S1j/3mJvMXIif0l3/3qpn52kh0lVW0jlrgSmRKk67qj0zmptmA0SxKlYVa5ipeCEH5Gm36s0pTnC2RzZKkC0bfZd/y12g3KVMidVZFyy/1fB+h5EzNevVxGiUxtUFXWboySU1MvIAXILMBpMxOYFHk5GtK1Ny+rYsMsNJCnJTD4uRI3p8oc6f3I2dQmdEZm6CyKEqYQVin7WYt3mMVJjXUpaIpdH4tSRYT8Tb/GfNM+lilSZEpXlpJdKUxixrVrBDVkmgqptHRWc9+sNjB5xb70OLn71hqc+oEylmW0yiBHAdC3zLtWqbtyLgdubGRGxdofUJLgdNQuMj6MOGH/P4gt/2PgDA7eMbeMh1uGHdXUMzMgmHMvPay4rpdsx0dgwv4UqN0mbXJZwCbj5ExRoaQ6EIkkqvAxXZi2rU07RblRjSRQomsha5VbucfKYXBZT69DTgb6KbwXGffNOjFErOoMAtDvZ84fMgzOKRE9Ingw4l3nc1zPlmyct0eO1zSTj4LIOlilgtWSP16xxpjOmnyH6+tI0VuHCzj7hlTe4duFh95nOHuKcP9t7huJ1obZuGjue3vI8MnVIa8swHXOqJ1vC5D5mszPn5mLj5U6uv/7PjsZz/LX/2rf/Wl333pS1/ic5/7HP/iX/wLvud7vudTH/vryfw1Y60V1aLArBcIU5BkRpSbGX2tqyXT/uZD9y+WZ6wfnvPWvXOidzg/MPU9k5uY+o6utadqZrWcNdbntve9QlKdV5hFBWXNYC3dODFMDufmlnkMJ0DiUZv9KALjUaTkSd7hnUUVgiSyKpK1lmkcGKZwAh2JuRpw04isElEHgoQgNYEsXxmEIiSBQCKFRKlMlUoIJuuRdqKIeaxQq8z7lkSizYYYyWcbTi10Nh0hV1d1U1HUBWVVkYQkCkEIkSk5kBqlFOPsS+6dJ8xV19nmnEKCljNDIQRKkxcv3eFAtz9glKEoC0qbOHQdpRRc3D9jfbli8+CCYnOBatYMNnAYLRbNGBVSKMauZRoONKVBCEVZVTRNg1KS9aJm1dRoAclNhKHl7skVN+/e8uS25XHvmEyJUoLtdscWuNCCtw6W/d0O0x44a2qmssZdjwwuMo6W8bDDDwdEiqfRh3MWd/UuxWKNHR5yte3YbQrOZF6Ulc2CqqrYTlmUpZscnfNMSBSC28Gxvu3ob/c0ux3i9opYXTKNEjt0VIXGFAaBIyVoqiprAyAhSYaQGKIgCINenWMuH3L26ClPVu+xeCYwM9Pi6Ph0/LMXia4Q7G5vMTc3lG9HlBRURUFZlllHIKbT9m2b9c+r+jnIVmmFGw64yXF113J3WfHoco1Yn7G6OGe1vkbd3Z5m5tUMIHXen9a8y+WCZlHivcN7Rz+MtP3A7aFl1090+5Fxdz1XTXOLX4iXQKHHsO0dY9uy7dbzAieB1hnrwSfXoBhiwg/+ZMv7VVp8/tLjddDsH1e5fxXFN3zDN/Dd3/3dr2SFfZL4ejKHEyr3FDNA7MV76bJQVJsyU1rKOqtvkdGsulCYavmRr1Gd3adqDOsqmygcZz5SS6qPcRW4LBTVWUm5WSLrJW6WZQ0xzRKmhvghF7+ulhSVoSkyKEwJAcmfbgYhxYeaFmyMYq01xbLIn7teEFSZ5S999vaO8QWku1IQctWq5vPSlDpXfEqgRdauTm7CjzZ7i7+vMpdGoswMflMaYXIyCTFX5mH+ye991nGeF1SlVpRaZcEYCSKEWT88vORTngFrglJKTKUxi1yZy3pBMjXTkGhnwZbJBuwUCFNPtBNJiXzXzN+fIOuwZx14EH6EIQvEjLuRvYvcuUDzPmRyF3LlFl3uVEAGYfmU6G2W+XX97kP94l27ZRoduyGL2rggSKpEKJ1BafmrwKfEmKUU6EOiDYGDk9jDhD30mLEDP2FkjVEKo8PLojHeAQ4vFXby7HpPZz2jT6SiQa0vKM8WVGcV54Vk6xV798FrMZCvWT9Ykhuza5rJCPrCyBN48uMi2AFnI4fJ0zlP1Et0WaOrEl1rSiUYXzMLHimNftZNP4y5AzO1d6+1P8C0v2Hs79NOPidzVaBMgdTyE5ukuBlomEL4mkpWnzx+ZQBw/yfHv/7X//qXfIw3z1/vw+Kk//3qU/KgVDSXNcWyRhRVBmoJcnu1UP9/9v4kVrZty++Cf7NeVUTs4hT33pfvZb508n0o5UQgWhbIQgJhISQEjewZ20ggYdFAKctSIpCxhQvZEk0ksgE2RQOJokcHN9wA2YgOiWTAFunP8LJ4tzxn7x3FKmb1NcaK2Puce27x0vlIvzw5pdDeO3bEihWrmGOOMf4Ftt9i23cH9Ob6Jc0wsBs8Qzjzn1f9Z6dpjQS7d41rZ3geLN1Ni9ttqK6RSfFcLjYK475a9ShsbwidY9etAC2jUGvf8vz+8BVmJhur8VuP3zS4oUc1A9mIteOURFCjpMesESSgaxew3mCdZhMsrT9/7oxKMyzjqlAmNqTnFEZptfLOBT2vfEBZK1UQJBg8nafVCpbTKzc6WI23Cq/NRTKXUh4D+XqKnVY0RmG9xrZW2ghdg247qmtYShHzjymJwE4sQv1LCynN1JTeYBCcefcGUdtLk5TPl0Pk4SukfudSmXOlpnMvVhaPSy5MsRCX/JWBHGA+vGYZE4cpMqdCLFDPSnBPzmd+a9IbU+WUq4iYHCbqeESnefXhFl37M2aj5EhJswTQ6cgyJaYx8npKHGMmuw61uSZcbWiuW9qN58q9+1oqtRJrpcyJOk+oJCIswRo2jcV6e0HGf93IUWx1x3VBkUpFtT12aPC9p/8W5kMa5PpadQzyqr8/r62UH2XE0wPLGLk/xfUcrN4DnSV8SyOkd+/k+zs1nxXgvvbxE1pm/3GO9zszV6vQw5riye/q0i8/B47n3jJcNYSrBju0qLV3DAvBGUKwNF0gbG7fORm01x/SDp4XVx3bVSksRI/ue4bNQBfuuPKZ48rJPXvbtm3LzwyBfltpbre0N8+w/RaXA94vK5Je0+9uGPPEvIgj1xlI12+vuXr5XbRTbJxiGxzealQU7q5zjtAEWmuwRvyqQQBDg1V0NaJaCNcb1OaaZANjzPzGJ6/5zU/3vHo4cjyeyLkIoC0mEW9RBqUr3ilapxiCaMAf736I+uxT5ldfsH99z3h/5HQ4rdmtpukbQheY4kxIkc6JCpaxQTL+tX9ujFiXOufQqlwEZoauoWsa2sbTBEt8fRKnsigVhKYJ5C5jqgElFLFIJKkCvmHMkJZEQROLWjMl6bN7o6jWsEwzxUO7mtykknDGYoxGV3Fnq0ukLpWsNIdFlNSWeVmvufOiTTzT7cq3L7UQc5ZevDarktvhggl4tOVdMQJKkVbd+DEmlGmxNmBDi/OOEALOWq5vrlFLYVpV/ZaUmCqM9yPT8cQG0Uof2pa+U/DFSIwL49rKGO9fUVPEhJZYoNSFX/+k4fvXPc9aTes62Nzw/Ke/Q3mVGf+vL3gVMw/z6k+/tn5SXJhTIcVMniKNBtW3hPt7goV+09HtbpkeXq235vp9nwDAtFKUKJz7KVWhGKIxzYBtA7YzPN/0vFbLG/dfE8JFu0EpBXl1DHSWaqyoIZZKCA3BaooX653TScrsTRPe0NQ4rRaoAHE8EGdx0ptSpjbSCnOdZ/iWPfzzcFqJwqR7nJbfQ/iblNi/Cc3+LSynfxLG//g//o/8yq/8Cn/v7/09/pv/5r/hO9/5Dv/Ff/Ff8P3vf59/+p/+p3+kbb2/y7/zOGfk56z8SYm9Ah81lo9aS/+8o7neYPsBrKOy6nEbzdBYms5JKf36JdoF0JKhtjcf0V1d0W8Dz4bA4FeRmHOZfZV1vPaGwb55Oq6d4Xlj6Z51hF2P7jbUNTMG6dc7Z3DtcAHkPR3tzUu6qx3DJnC9VgX82UUsnXWiFcHwpc++8ZbrIdA/7wjXG/Swo/qOKRUOqyrZHLOUBS9VAoe1AedFCGbTWDaNY/CWYIV/XacjeVzI40yaJbM/l9nVOpkZbzFBgE1YSzECuktrSf4NINyqJa6taItbrR6BVe8oxSknjmw2mNW1zWHbBuUbqvEUZd+oPOR0zsqjKOll+fm0rSH+y2vrpFRySpQoGuXv4jyfxyN+UHOetlOpLLGQYyIv01e+FyDFxDyv9rK1Sm/b2kfw2ldwv+dcxQZ2FHU8Ury0CvQTO9SahBWQo9i4ptMD05j4/LBwNyVOsVKaLWZ3uy42W3bBsrXvnlZiraJKdxwppwdsjeyC5abzNJ3DD1df+31hdQDMcm7mJPr0uIDtWvwmsP2KysDT0Ri5XpQV1bzLtZXrO93/vm6UOJNXxb5TzBQb0N2A2/YM/kfLlVqtRMfCWn5yIV6/E+MJZfirHr8HAIL/7X/73/JH/sgfoW1b/tf/9X+9yGjf39/zF//iX/yRt/deZ+ZVKZlIvyIrrxV+unN0u4b+hQQ11W6o1p+9IghrMA+dp90M1PwdbLsRiU7rCMMVw67h2S5w1Vp6JzKoRikJSlaze7Hjw1kRiqZLhdO8EIzixirCTaB91tBeb0naUQo47/De8ezmitcPlU9PC6bZ4FaKWqkV41tMf4tvFN99vuHltuN2t2XjFspnIyVmtNJYb7lqG04qSQ+8whACPz0Eumctze2G2jUsoafpr0ljZT9FHsbIPImQiqi7GZGrdQHjDdZrbjcdV13AUdAl4xWkNHMYJ+mXr6I3SimwilIzysDNBy/YvXwuJhSuFaqVrhzGBw6nCaVFm955R80F4wyq1lUARtTGUqyYIkA4kKB/OB0ZTyNxTOyutviNx28dzabDDVua3TVj1xOiI3SZ+8OnjKeRaTyx39+zHPcrpU2xxMiyLFy31+QUWWLEDX5dVFhQ63lwDupjZn1W5XPO0bVeyqla40PAEMj5Xrzn40KOs1jAAqeVZtivjngxRvI8oZUWT/OqQBkOhwOHw1FUzXLm7v7AIZULsGyz3aKdFgvYeSHPE27V2++8F6yBgiY0LCFgh448K9nmHKj5GQ9z5eOHIz81WJ73A007MDy/ZXzxGfc391zNmUM1jLlcqkzBOZSxxDESTxPHzz9BXX3O0Dzn5VWHbw2uv76AMJ1a/cGf4FnmeZGFVIo4G9C+4eE00QO63xB2LU5lfI4cUsGvALhcCl0n/PfGaDpnaTctvm1Jxq4iSOLkllK6VDHOVs7ee1L86iBfSmFOiSkVEpqm3xB2Pd3zltu7iS+Wb8cZ3zlp++jgLv7o7+M4l9K/dvw2FOD+YRt//s//ef7j//g/5o/9sT/Gf/Vf/VeX5/+pf+qf4s//+T//I2/v/b1igKeZ+LuycoCrjzY0Vw3di2vCzRbdb8GIWIhC+rRXraMfHGlphDvb9+RUMVbT9J5uG3ixadg1FmdAlySfoAwmOHzv6FpLjVJq67G0RvFBY+mfdfjrAbvZoNqeahw5rpQ2q3He0PQdafccYww5Lusi4prNzcBw1fDhruGmdXROoZYTZZkoKVFKQVvx/h6s4Wol6O68ZXfTMnww0L24Ru+eUZstY9WcliiZ+RyJS7lweYVOFjChwzeWTee47t3FWUrHEZYjZTquvuKRPOfHrH7Nrk0QRyntHbhANU501HMh5kJMhWWtBtR1RaVQa0xUF3W6p0MZhdLSizfWUEPFBIMNFuPlHCjnL0C7VMsj7e6toc4ObV/lr67MxUNWKwEXflVBULNSwNbKUF3BfcIR/+YyYi35DTczQQPqCzUN3o2ojkUy85pEW73mhKYi/kHqAtyqtVBTkj71fEJpTdy/5nTc8vl+zc5TxTdb3O6WcL2luWrYfT7yOlXGJ18hV3FQi8dI3B8ph3vscqDfvBDDkm3g1W5D2Nwy77+aFSL7JW2TKWZSMVTfoLstfugIVw1XdzOHr8AqtFbhGiv+CuYRlajVGUz529NQzWWtquRK02xprrf0L3o++vX9twrmQStugiVsAzo0fOkifp9GKfBN1//vAYDg3/27f5c//If/8Jee3+123N3d/cjbey+D+csXL9huBlFZOsu5KhHDqNqIT3kVtHh8aQnXgZuPdrQfPMd950PKs5ec+pekLnJnR25Vz3Xtec2B6hfyGCXQOAO948VHV3z4nS3d6VNMLSzjiTKNNH1Pv9uiDol0zLSHzGbORC+mF/2LXhShPnpB//wlKfQo64kncUtTKVJJbK8HtLI8aINJkdD2hM2OFx9e83Mf7fje84EPrnpMScTTA9PdK8aHA9M0MccZ5w1DrixGFhNbC+HGc/29F1x970PqzUtyGDhOkS+OE2OCWLVowVehDGkaAf20gWHneX418OHNlpe7gaFx2GlPPj5QpwmWRI1ABlUU3jhMsHTbjs3VBqymWE+z2ZLbntD2uBzR/oSyiSVO5JwZhgFqxQZL8JplnhhHzfD8BUPvaNhRxhuWw2vU9Ujdz/jqSXOiGzpc73CDJ7Qt2jqWVJiXyDTNTNNM0zQ0zULbdnDznKUJohtvA84HnHc0TRAlJ2tFvtZajJXj0HkHeSLlQl3pSm7NtKWErdleX7PZbpnmhalOHA5HTqcTw3bL3A+cRuG1nylaZ0W0tm1xzklfexopDFQUXd8Tu569MWhjGIYenQv39/eAUMWmAiUbcszkRbj4Z//oF89uub2D+1efoBUcTgeW0wNGVWqcWE4PjMeFuzFxvwgnfnA93e6GcDXgtw5vobeG+1SZVl9zpRRjqji9wSWNmkZCntBGcdNafup2w8c3E+PL73I3PXBuO3j/GFxPp5G2H2h8YJ4WDuNMpsW2PX53Tf/siu6m5eaHRz5e8sVFUGt1cRJsaqEa2Fzt6PqB0Tm8cbTBs9lu2Fzfkl7JsT4DO0spHA6PWJgf3j325I1vaUrP5LfY7S272x0vu4X48QvUrSPphb/98auLQc5XjZ/bBD74yPOdXeDF9Rbz4gWhfcmwqjq2a2XhvRg/JjnXf9jGBx98wK/92q/xMz/zM288/z/9T/8TP/uzP/sjb++9DObAk155vQRyyY7OLlHysu33P8BvOsKLZ+jrF9Buqa6h1opR4mV81To+3DXkUvmisRxWLWZvNbeD56dvO553niYJbUqVZZVAXZ26Govfeoqt2FkmIddJr7y53gglrd9QraOuBi9WK4LTdI1lVoacKylfAzLxh97ywW3Hd24aXvSBwRlcGdHL2rdey7bGGWxjGXKleiN0stuO4cMN3csbzM2HxOGa6HpOS+F+EuTucUqrC1ZFG1DWYazFBUvXeW46z1Vj6YOmsRq9HEmnPcv+SDxO0rONj/12EPEdOR5BQIb2MTOfUpY+dhKN8Jwq6PW9RbJTrdTFP/3LbEP92JMva5buBDWvnUFp88ab9No/VlqhrEP7gIkBY/Talz5L50pLRnTCLcpabPCYYPBG0xjeyFDPo9GSjZnVThetBeR3ri6sFYCvv4Sf6OUD73J8fxvNvh6utbIhJik1CzrYKIVGKHYg/8vpsbxccySOD8zHyKv9zKtxVT7rOvRwRdgN+E1D2Aa6ZabRiv2Tz51zZTpEpv3Mcncg3H+BuT2yazwfXbXsrhr2188YXz/7Ws0GkPM9x8KUMglH6Db4TU+zC1w3lpsp8flbCmxOK1qjMMFw/pKqFrQGbwxdY3HN1wvFvD3C5hoXBAdTqqDii+8x18/ZfPclt//IK/7gb+352w/zVwb077aOn9sFtj+1obldq3/aSLXgrFD5Xo1v4Wf+e6DM/m/8G/8G//a//W/zn/6n/ylKKX7rt36Lv/W3/hZ/6k/9qW+tx/50vL/BHFF5u1RLV2R7KWK0WdeAvvneS2zXYG4/xGyuqC7AqoKmFDSra9LzbSCXSusM48qz9fYx0F+3jqZ0DK0hHw/UnFmmmTHOjEnkXUPXUJ3iur8SytTG4a8G3G6HaTckjPh5tw2bRdE3e676wOc14VvNbbgCwDpDv3F877bn5dDQ1AViwagRFSdYJmoWD+3UBZbDggqK6w/lc5ubwPa7L9l+77u4j75H7V9ywPIQC4dUOCWgKPJawzVGeti+9XSbwIurjg9uBgZvCAqm15+yvPqUcv+K4xf35CmSpsR8Em9wAIIipkiioIIDLxlXDT0PDyOv9hNLVsQCMWZyzIzzJOpkraMqQ9c9p+862qYhBEu5P6PsIzFGur5DR02ya3TV4pymtcY5R9QaraXcragXtoAxBucC1XucMSjrWJaIj8uaGc+MkyP2BqUM1WrC0BCGQPdK84rHRUtopI+7QdO2nlTyKqUrr9msDIcf/v3XHKfl0re9YODXiT0uC6lU+qFn03ciZxoiOIdzjpLFrvT+Yb86iHWX90s1Xqxph65nGHomLfan3lWsteuyYDUHVsLjB5jHA8s0cdhPfPL6xN3twJgcJQzoYcfw/Ibj9QH7yZGaIt2qojaeTuwTvB4V/ad7/Cdf4D//mO6je4buA573jo+uWj7fHPC7F8TTAyXHi78AiIPaaZxw+we2cctxjijn0S6QlIW+o70Z6G4eeD5nTquGfq2Vtmm49oaPWsvNsx25FGJcUEoCee8tN9uWT7cdnzcD8Xh/wTecTiP5K8q6rt9hvZZgXiqpQG067PULug9v2f70Dd//QBYmvz5GXi350vpojeKjxvH93nH10zuGD3c0tztU01HNezw1fxs0+++BYP7Lv/zLlFL4Z//Zf5bT6cQf/sN/mBACf/pP/2n+9X/9X/+Rt/ceXzE8CsOsgbxW6ZU/XUD75y9QTY/Z3aK6HcV1VOOoVfpswRg23jAnR95WWm9Y1n6dt5pd57huHLvGUiZBDJ91qTGCpLZDi18ijQnkVGiGRpDWm45wNaC7DbrtQNlL/9UqRessV62jVMXeiDWmMZrGaV5uGz7cNrwcPF1daFVBzwfKaU+NItgiX1361Hp1hAtbT3Pb031wi7l+Qe2vSa7jeErcTZEv9gv3p4U4rwC2WlGre5a1Bu8tu9aza879co06nqiHe/LxQDpNLMdIGlcHs1KFknNBsntxLwsNRFIeQQABAABJREFU1TYsubBkyczHVU70LC1aSkXVKi5m5amr2yNX9enJrF9T6qy1wBlEp0VUpnFmFb+xZN9i4rQi5x2qSGvm7POd8pqdG49qWlzXELaendW8Mor5rY8OWhD12hpxKIPLZwcngjs2dBCP79jb9RoIHmPVxZVOJsH8jS567z4AK4hRvyWx+pahRa2FeHxgPm15fVrYL4kxFupGsnO/afG9FzEYrXhb4Pg+Fp7dz8yv9qTXr1CnOzbbD3nRe7532/J/f95wur+hLB9y/PQHX9pNbR1qraDFc6UmV6zr0O0Gvx1ob1uuPz+xT4bPqyizBaNoVi69do+GRConrFZ03nDdBZrB0+yeE4/33+qw+W6HdQZvDflcoXEttFvs7QcM3/mM6+9/BsDw+cirRXzfjRIGyfNguPpwYPhooLndYbdbEWf6KkzG+zDqt1GA+8mnpiml+Hf/3X+XP/2n/zS/9mu/xuFw4Od//uf5lV/5Fb7//e/z8ccf/0jbe6+DuSDYJQic++SCYl9/Avbl91BNh9o+o4Se6luhMEXJWrxVDF64qs4orhpHXEFhzmhaZ3jWeXbBsUeCTwhCX6ndgN9u6ULDvN0wPRyhFJJV0FuuPnqGvX7OaFtUUui+o6LEYSxHXl5v8G3Ls3mlxpxGGmcYGsOz3vPdwXHlFB/srjD7Txlff0r64hP0nLDaMKWEcgrXW9CKzdVA82xL98EN/U//fyi33yG1t+xn+Hyq/F8/fMXf+2TPcVKkpZBTQaEYxxHfWK7agaZ33HSGnVPc9A1bn0nxIIplrx5Y7o7M9zPLYeG0REqt2JVX64Il7Dpe/MwfwP30P8JnKnA/ztyNC69OM589jNzvR+ZxYR4lazNGY6yi768I3hO8I3iPd5pk1kC5no/D/sB0P5PnjHGGojO2c5QlUeLC0AbsZqA/RXZt4GZb+eKYqVHRho7YNty//oxSFc43GGMIPogCnzaMc8JqT20G+pfXbD/c89Ene4pZGH3DKUnveus0O++wncN3LcY5qlY4bbA101m4eX5FPf0042f/N5R80RA4Z+qh37LZDdwMDX1wF4ngMo7Mk2AKas40ThD/Z1S5UrJwMkYWEofjAQ4Hhu81tMpQ7g+UWum7jrnrWdqOkiMPDw+X+2bef0Fefor7sfB6ysxVY7e32OcfMl4N+J3Dthq/L8zTSXjc6+d/YeD6fiL81oHu1z+h/87fx/Y3vOhf8AduB8afM/yqbfh/VtBjOXxBiYIu32x3uP6aYXdNSonjtPBwmjjOluvdLeqD7zJ/8Bv0n75m83riZ15Hujmzj5nBaHqjiPPEOI3cOoenkvNC7zTPes9Hu8KvbR3Pv/ezqDTx+oeymHDeUecvL5D659+lvX5G03laZzBKLrW5gGl32OffYfP9O5598UDYBYZPjnz4eiIvsi3bWtprYcpsv/eCzfdeStLQbsTF8XdqovtJG/WbbZ3rO9pHPyljnmf+7J/9s/z1v/7XL5n4v/wv/8v81b/6V/lX/pV/BWMMv/RLv/Qjb/e9DebnTPw8nnKXy5MMXe9uUS5Q/LmH6ymIMYle+cyN1cSiKdXgtCIWKWE6Lf/rnMEa8f9GrSYu2ogpRtvjVj5qtZqaCzaIb7nbDqhhh242FNtQrb8kSnZVz+pcxRhD5w2zK7TOMjjNrnFsgmHwCj3vJSs/3FPGE3mJlJQElW3ViiA3+KuOcNUTrreY6+fEZseUFceYeD1GXh8XXh8jOWpizKugilDDzvKtQ2PZBssQDI1VqGWknA7U0574cBJq0hjJsVz48kqtWXljME1A+VbaGQSWOV+kVQ9TFGW0dSGR1wpIzo+mL1qJzIg6S9YmASOWuJq6xEJOGa01JRVxrkuZuixQIlZJO9VZTe/tRa6XAsnaNTM0F4WuWmFadbljgWoDqtvgNj1h19LetFxPidaJ0Ux1mt5oBqtxrRWfeCXUOqtFga31htA4/HBNGe/e2T/23RYfLMEZ/EWmV/rfsHL2lcLpL/fsnQJtJah/XV++1nxRCnw60jISp1nOzSRysksB6zt02+F6qSw1q4TvU0T9mCuHVJjuJqbXe/L9F7jTHf3mBc86x3eu4Yf3I59fNSzzB2SjWY535GXGNQPaP/Fsr5WlFGKuFBtw3YDtB5rdQHO1R82KqczUUmhXSWG9hsiaCzXO1PmEiiOt9Vy3ju9cdxz2kfHZd7n//JPLQuLtYXxLs3tO03lCa+m8VDXKakBUbcBsrjDXz+k/uLlQKJttIK6YGtcIer19cUVzu8Vtt6h+SzX+nUZP783ICdLyza/5CR1/5s/8GX7lV36Ff+6f++f4m3/zb/KLv/iL/Gv/2r/G//w//8/8h//hf8gv/uIvYszXO3i+a7y3wfzpKLVegveXVnyhF+CZbairTnipj3rkZ0nXxmpKhajVZfJyWtE5g7cS2Nsm0HjDdHyNzgWaHjWP1OwwKJxV1Fy4fv5MFhCNSKh2V88ozYZ9lV6osw7vFDYuBA3OGLLVmHagsRqbF66CZtdYOpXI+y/Id5/h84I6K7WtMqzKappNi2091Vtq41hcR8ahXM/DGPn0YeSz/YmHuRBj4e6zB6bTQhPEGCblhHWaaTpRo+Z684zrvoW0sDx8QT7eMz8ciKeJeEyc9iOnOaKdxSlFVRVlFDY4XNeQrCdVs0qeFqHjKXeRV01J+sspJhH9yEUm0pIoOTNNI6eUabXoB3hraYJnMp7iC7oaSsnUDMF6vDak+US6f03SG4amYdfBTXHcHDI5Kg5lJlqPNqIO1qyGJgqp7hQtwDjXbjHXz1g+/03s0PDsp25x1fHqboQKrmsZrObZ7cDVs50A6Nb+bbGJlzdX/NSo+PykiVNl2W+oxz21iIBMzhkTOooJpBKpaSZOI9712GxYSiaXQmgDfRPoE0wqX9DYWmuU0jR9S9M17K6vaLY7rPfYoqVFsX5OzpmyTpoXFD6gSyaOB5Zpx5gVEcWUMo0NqKbHdi2h97TW0AdNTeWCLEdrTlURVEMojv0PP4Nnv8nm+fd4ttlxnyZ+6rrjN28HalI81CziKfpIUQaFIZeMtQFtDIfjyP5kuHeFZsl0z15QXt6R7k58tv+C9lCo3pLTQq2a/mag73vm8cT4cODmpzUEg95ecSgHfvpF5rNjZBlvKOkX2H/890nT6Q2+u9oX+hffpbv9kKZ3dI1IFp/xDLkCrqH6Hr25pn1xTYkJZTR+O5KmVanRWdy2J1xJiV33G7RvYJ3Iv4WZ4u/JIaDM37vUtP/6v/6v+c//8/+cf+lf+pf423/7b/OP/WP/GCkl/rf/7X974zr7Ucd7HczP2fjTQP40KweovgVtpU9uPNX4c9UWtSp/GS19y7BSu84IYqf1xdzkfIpqRdTajEf5RvrhJVKsWFgC6M0NKohsrCwmpH+c53zZL6u1LCKqEYMTwGlorMGVSu8MnVWo0x49n0iHB8mOTyN5The98nPP1nUtZtNiNxv09prSbFhy5ZQKd1Pi9XHhfozEKV+y4uqK9NyNoLJdsAzBMjgjxioliurbcU88jqRRStw1ljcqIWeOuW0sthGN9OwC86kyxswhik76PIsBSVoyKUZKjtSi39yWEllDVTPUTI0LZZUQLauWvBzHTLaZNK/0rHmEOIsBiG3EHMYZGifcdAHDuS9lsqVW4trXjxlq24DvUN0GvxvguDA/LAyniCbhs6Y1CttaTLO2Aar0uo1WNFYxNJahsxxbR9jeispYKVJN8QrXbXHDNaEVlb3GarRWkN7UuHda4d8xOTilLvr3fEN2/s77JkdKloXVuCROUb5/tQHd9pjG41pLZzUhFQ5vJVHHXDimwnQ3o17v6e4/R48PDDfXPO8dH141fHTdsUyJuGzlvBpHLVm0DIywDM7GNFOSzw+2RXVb3LbDb1vC1hOPC3qqTLngtEIZAaoJCHOmnPaY5Ug7POO6s7wcAt+76TiNkZxfopTm4eO/T0x31Fqw7cDmow/pn3+PbtvQDp7bITA0Fnc2qFmZDdUFdL/BbK5on0slLHbNaq5T0N7i+oZwtcEOA6rpRUtiZda8t2P1VPjG1/yEjt/4jd/gn/wn/0kA/uAf/IOEEPilX/qlf6BADu95MIcvA97e+F+tVCvZOGtWLuX5cpFaPAf0sKJ9Yym4NXS7NeAavQqIaAFNpapRVQEa5Rp0sVQ0OqyI4+01OrS4YUtpthxzpS6JacksqXB3HBljAesxtXC432PXzFYVw9A3DM6w/+y30McvaOY9+f4V42efM35xTz7N5HHGKEFvmyZguwZaTwk9uhmIpmUpmmOCYyzcT+LMpdDEKBlwigvGefptR7cJbDrHzaZh23q6YGlTRdeEtYqkLa/nTF4yqmqUMQJgM4qiKlhYamKsivsxko4ziZZTqnz6es8nrx84HUZOxwlnLNom4pTXHrAmpbzyxAoKkeVM44m8jEyHE/M4sYyReIqkJYtAi8uc7o+YweLu77C7Awwjob2m8Zb86kiJC9MsXO5xnilVzn9MEb1YlmlhybCUimtaXGNprm6p22ua6w3qtNBcz9x9cYeaFoZVGCfWyBxnQtPgvSd0LXbYcLif6J2md6BMZdht0PVDmmFDWWbmJeKHazbPrrm53vDsasP1ZsBbg80av+rtf7acmJcRYkKndEFmByNtn6oKuRTSqhRHLuRcsdpgraFUkeo92+meaXvnEOO9wbvA6/2R+2PL/b6l82U1GrHcfHBD/DTxg998RS7l0uuvpTKmwmfHkc0XhvAyoI5HOL7Gb5+za3peDi3fuel4dVxIS0Erzewcp4d72s2O0DYE77HOY32D8Q3KOFy/Je4/JltLdYZqK9VWSlpQVVGqaOS70WJGxXwY2X/2Ma7bkasjuB23QfFT1w37aUGhcM5S0GT/ydpSCmzCR/TbhuGq4WrXsGsdwwr21GcZVm2oxqObHj1cYeNCA5jGU+JZSlnj+hY39OheRKHUSj+VQ77SLH+C+8O/nVGzaB9802t+UkfOGb/q/wNYa0Uz4x9wvLfB/Ixcf/y7vjOoV+PA2FVQxq5WnI//1+pRPcoZhVZShhfOs/TJL3061gqAFmvPi9SoUagUZTtaY7Y3VOMovhNkrKpkNLk++jIbtWZgSlO8xirN4EQDvbWaxiryfID5SDnuqdOReBopS6TG1fXLaJQz2FYsTkvTovsttelZimKshYc1Kz9MUbLiJNzyWrP03I2SfrnVosPeWHpnCEajxpE6ncjHVfXttG6jFHKVRZBTiPxra4Vf3vQU35KUY0qVw5LWfnlimRIpZkiREmdRKCuPrRGjFdaIgpmKUXqiy0JZxKEtr1m9VCYgGUUcE/E4k6cZs4yovKxYB0NjDWH9btrIokFbt9qCyii1Mqd8Qdwv2RBsQHei4182I83VAb+Rm7emuqrOCU5BGbX6NyesXuWBveGm83w6iHxvrVvS1FBSRMUF13Q0rWPTSCXEmbX6U8tFn914i20dw1Q4JE1cZd0Gq+nMqrQXnCihvaXrb1Z507Od6rvASDWlVSNdEOWp1EfHsL4htg7bOrr1fDzdQiqVMVfmh4X5YWZ6/UDev8Zc7+k2A9et5/ngebFrmOa0shU6zBwx1sv9tGbmc8wsWXTwqw+oRtgfbtMRtoF5P1OWgh7LJTjmlEUy9ziRjwf04R7d7xm6a64ay0ebwJIHnHX8htXEdEP1lpLKqlLY0/Se7VXDi23D7SCOhMHqi1RBVRqMtOd0v6WmiEWCeV7L7MpoTAiofotqeimx23DJyt/XMvt5Uf614ye4zF5r5U/8iT9BWOWGp2ni3/w3/036/k2Ng//uv/vvfqTtvrfB/Dze7pN/KZ5bL2UvbUQdbuWhw2OWYpSiSKKNVitw7sznfYJJbZpWSp+3zzBl4fTwGpV6yjyCzQxDT1UaP2wey/q+Ix5GlpRxoQVX6JQhlMr9g/RBn1/tsFqTllG8vCmU8UhroJbI/eefEF99ThlnlnEijTMlZiYmbGnIrYWSGK5usdfPOOrAYU7c58Lr48Sndwc+e31gmQpxjjjrMEqTCxhENMY4TdCVRlXyMpK0okszedzz8Pkr7j/7ArJCo2XiLwXnHc5bdKtwrcNvOuywxbYbRm2ZS2XMirFoVDUY7TAsjOORkiJpiWjfUouUYKWjqsShazxSxxPz8ch8mhj3E8EFlFfMSD/YKcP9Fw8Un7F392wOe8x0xCJmDpu+5WqT2Bwzh4cZ4zTDdkfJkWlaJJidRo7jxP3Rs5QdCY1uBmy/o26u0KeJ5f5I2EowL0tBGcX2dku37Xl42BPu7rl6mdEl0zWO677lxVXk1VgY5zusV5RiqFoxDB0+GNAFrwpeg1WVlBIxJVLJVK3wnafZBF5kCyETTjOZik4Jm0XOVllDTBkVE+PDA/tJkZMs1Jy3ON+AdpT0SDDr1glnnkamaSbmhphXaVU8w+YKtdlxV35AZKEPniErjisV8pzpJ6VJBY6vjnSvHpg+/yHu6iXVX2FyYestt73ncNVD0ZiVd304HIjF4nvDNM+cRsv+ZKlXHTo0ZNtAN+C3PWE30B4iHs/hswOlCHPCakvjWhpjSccRf7jD7PZwes3G7fhw05DquXcbcP6W25c7ahZxid88ZYbOcTsEXmwCN4Nn8EZaanqdF5QWgSfrUE2HXjPNOh1RfpFgpDUqtOimk6w8NPKe97nEDmJb/A3Us/oTXGb/43/8j7/x9x/9o3/0d2S7730wP4+n2fbT36vxj1Kv73ChUqyldg0U0eA6r841EtCVelSVO2tpK+PBBiqagkLlTPG9cJd9J6t64yjGs+QjsVSUrm/061eFUKwWtzCtlUzuFFScUGmmLBN1low8xyQTEqvbmDGSwXmHaRpU24FvwbXMqXCKCI94ScSYSenRseyNrNwZuiC+1J0T1LCKo1QFphNpnC9a7GUV1DkzAUwwmEbjh4Df9ILmPbuzzYWHKXJ/WljWzDzHiRxncTB7sjrXWo6HtyuXv0RIC2WO5GWRXv1cmZcsrmG5wpLJRTL2PC1S2ssJVQtWgTeaYEVaV2uxaRWVQPNGn3mKoko3pSrI6iZQfIPqN7jNvSgI7lpqgbxk2dbKMZeLLK99woTTDZ3TDMHybOO5P/pLRlhzuWATqspsmjUr12rN4jTKOIwXf3Y3OHQ0XNeFHPUqdJQZrME1Duul6vR4LSusEUqlsQYTWowP5OVttvi620WO45xWJbZSqNaj2g7bt9jG0hhF0Iq32fKpVqZSacdE3J9IxwP2eI/eHmjdwFVjuR08+wVOk2Tn82iwTl9sYUuFmOuKVxCwpHEtethh+p6w61nuDqSsMQ8GFesKlKxiNDMtlONEPtyjHl6jQy+WrqHho02gloI1ms2xcFwy03rt2qkyBMtV53i+DeyCk8zcmEtVA5Bjq63gX5YJXQpVa2qKwpPWIkCkWsnKlW+oWjzWqeX9paYVqb597fgW3gX/sI6/+lf/6o9lu+91MP+qXvk5u5Y/zLpalrLe22h3rRSVSq2Cyi6AecOD+fG1p2kUMRJvyVWhQ4fyhc5eAZWSRSfedFuqMijjmHPF+EApMM0LqVYx+VCV29tbFIqcZoLWzAmsBl0zpiaOd19Q7u+wWpG1Fvcxa9G1goPTMqM1hEEy4qQ9CUPYXmMOmcPhyHGKJAzWOiIRrTVLlCyjbzqct0zLiEqaTdsxeMPQePy4Jx0eiId78mmhpsIyR+KSRMe8VrHXRGNdgOAYnl0TtjccEtwdTvzW65EffLLnh588cPf5kf3dkXn/uaCLtSF0G5qmoe0aNJUhBLrg2W4G3OIFJGUsjXbMtuFwPDKlzClVTuOJzmiG1qAxeG0JRuGcYT4eiItGFY1WGVWzeKFHWMYIKJq2wTpDKvPFQvMwjhwbxVFnmtBjN1ccv/iE7BTN1QZVKvNRjl2uiSVHtt7jrSXPI3k+UrVC50ynYeMVzzctFcWruyM5KTabDusNjc5su8CuF8U7rSvKGLrtDnd9BR+M2LnyxfKKMFZe9A2lVrwKhI1HechUfBNwIaCsxXuNm7PQ6JzGesdw9YxTmpgm0YTPOaOUpiC+9zklpiWBdSjrycZTXVhBcI46TaRxYVqlVduzL7jSJBRpyuQ5Mt8fMPs7ug8Sm8ZznRU3S+F+qrw6WpYps6SFzXaDsZpSCyllmm4g9D1LgVgU25sXWB1J8xE3L7ik+M2Hv4/vA2mMjOOIyQuus4wPJ/o2UE8z5nRPPQ0Y19BtXhKt4sNNEGCryyRlREa4VrZjFkGoVux9d41l8NIzd5eFFRfJaOUEGCi9dA3xSTB3DuUbVGjE+OXJIlHQ8e9Xvxx+76PZf1zjvQ7m8PXiA+psiboqTp3How+1QlHP8u4YFErVN1576aGxtoKowq/WklVorXHGS/auxbgkKSf0llxZivCXz8jdUmQbIJmUWUsDYv+pMIDKUeQQcxKgSHl0JzPOUKmi2GbANh7bNehGOMLFNiQUS5KM69yTLE/IwtpI9uGDxTcW38BN59l4mdS8BhVH8mlPOk6kaSZPmTyly344LQ5ftrW43uI6QfYX3zElAUkdlsxhTiyzIKdzFLe3WgpKm0t1QGtN4wzhjDrPCyov1FloQHFMxCkyxcwhCbJ5TAUDtDPUWMWSNUXJzEvC6nDhfTujV1722T99PfpaHNtKrcQkqHZBthca61GhQzU9ftPhDyfBKijhONvGo52I9dRaqDmhcsI5RWNh8Ibr1jOnFfmfE1PMbIZA4zSeTO8t3qhLu+ccOFTbr+qBHc3ViVoqYS6UVFEGfO+xrcM27tE5rArQzFlNF8zFk973W9K4vQRzAO1EKOd8ccdcSCvfuxqHbgdc3+B6i+8t3ZQIufC27kquUFIRHMW0UOYJFUf8BTtgGRrLpnEcfMRadTkPWglr5HzMp5SJxVJcQwkdetjhtgNuc8D3njjKdVMncdtLc1rxEiPL/oTf3FNcg/Ut2nq2/a2AK1EYW0jaMqVMqZW2KRLkVw2JjTdswqoloXgjoz5jbbAe5c8ywk/UCtdFENZfSvPn4/qexvIVQ/J7XwHud3q898H8G8cTzfZzmfztcc7OC6Dris5+a8h7q5QyXRCwWxZQTha2MtYHaoXjtJBrxflALDDO8rcEci7e1HOeMEaoRkopbq+vCCpz/OJjSInxdKJME721OO/Y7w/kmGhDAKPZuJZwNVBcg3INvtuSm565KuZSOc4zp2lhnkXbfJ4mljmz3W4EuKUz2lZeXA08v+7ZBimzT/efY+6/oJmO5GkhTQvLHDkcDkyHhbbr0Ghs7wl9IGxammsJ5NUEtA1kg/imnxasdjjjaJzFtA3ZChBNFjmZQqb1DqtEwnV8uMPcfYF6uOPw6p7T/YnT/cind/e8XgpxNcnRtXDTdhhlRMluL9UEf1Vw1lDGSE1CgYtxIT4p/cW4UKqm3zY0IdA0geM4sw+aTjmsqZhcpV/aDVy/UMyhZdofKXPkMB4vegU1Z8gRlRZUjhjg2bYnacdSRCF9O/TMSVD0Tmta6+gaR82JmBR4B9Zi2w66AXd7jRojdUniTX5YKKkwziOmN1y/eEZ/fX3xIWiCp7ce7u9QOTK0ln1jaa+eU9PENE/k6YTWBt9tML7BWkPbdoTQMi6JOeULCK65GmivetzgGO5GfC0cU2YcV32GqNgny4fbG7z1lCXBMhLHA+m0pywanRZ0iULdzAv90LPMkUpl2Gzoei+BPGambIkFHo4jXdZoE6Df4vo7br7zAb/++f+PaZ5orFQGDvsDS1moppCNIqvKxjpoe7T1YBwfPvuIzVLg9Z4xZXwtpFzxfcAoaUec2QHeiHytNavZz9OerjYoFy4B6KlBDtqgQvOIYj8j2Wt571Ds51FLkoX1177m94P52+O9DeaX3q9S1FWTu1Q4L4bPfz/VbD8PrVY0/PqzKDFf0ytq1/Cmutx5SLJ99qyGVECrxxXCeREgZfsqqmNFFKVyfczua32HKxiPVJY3/6FRaLHmXO0kTevR1qK8xbYtNbTSr7MOrCPmSipF+LhnlTYt6FvrKi4YjJNFztB5rjvPVePYBEHTq3mknvbU6UQaF/KcICMOa0phlai92U7c4vxGMkk97Mi2ZUpcVN9Oy4pmzlUy2PMkqTVa27Vnr+lWAFLQoOJMGU/UcSSPM2lMpDExZ5hLIVVEmWwV+CmlUnMRgZSUVp1yaVnYVUNADFe0OLTVii7y3FkeNa/Pp7KeX+PAeKl2ND2uZvISsTFJyyPOqFWIhZKpKaFKRKUZbxr0imrfNlaqORhOc2aOEkS8rnijL0Il4mduJZi2Pbo74Hc94TRSsyi+pSVTpyJKe16Q7HX9fErGruJHvZds+IvG0rSOPNzSnEaSDTjvse0gLSIjmJC8fu9UKiUEzAVR3uM3nq21bG0m1sq03idOqcd9z1V81Reppqg44U1P5w291fSrJfDoMjqt7ymVnAtzypwWcdQbU8EDbeig6dHDDr8b8A9H/OBIS8JoQ1nd/nIUnQHJzj1pv0e3r9A+oI3FzBuGsGHrNd5qurU3j/PrPKBwRuHXh1t17cXt7Am4ZcVaqNWGFWOeMFlWNsGTQL5+wS/fy+/L+FaZ+Xt8fL5ivLfB/F3jXQH964aA25T0oFeqjFErBe0dry9FthlTQitFaBs0kFdUW6kCoHPOkam8vt+T1omyVPBBJpGgAkop4jxjDAxtizNKVrRUdtsdqjEsn/WUODPuX5Fror/akmNimReMAhss2QW0b6hBgmhOlYRwkEsVuldNCylFnBdbxqoKaOi7hufbltuNZ9tYboaGbWMZlPB8v/jsU/affs50GpmmCR8cBs24nHDOoVRDUonh+TXNzXPMZseE5rRE9tNC1hZjPPv9Fxz2J+o8ifRqBVUNbb+h7QJ939Ja6JyWzGiO5Dhzut9zejiQY2YplVOMUrYGNrstnTXsD3tsW9icjvT+A7z3NN4TfYM5ieyrXUFmyiha50mxkGzCOMV2t330M19bB2hDBqwNbG9fkGpm+Szh+gi1kudILAkdnFAiS7kAGG1w+Gbg88NEowsfXG9ppsgX+xNUxabtRGSnZBpnVx16K3a6JrAcAe0wrkE1nuH5Dc5Yju6BPCfKIWO8kYWoQvj584RLCzZ0eA2dhd5WnAcbFKZpuPngu6R5xGiFCR1h2NBtG6Zp4njyHEbHcTKozRbTbVDdFn/VMzwbWO4WblMi1opFuNjtCoxrukBoPME6gtW01lCDJdmGvib06yNOF7yuTPNEyQLCnKeZqjJ7p3gIhrF3nGLGlUxrLN40NJsr6uYKmld0VwO6aKaHmVxFNCgtcPfFHSGemEoi6UqbEk1WmIwI4bQ7lG7J00LMhVzganikEJmVgnrOyp2W554GG5FvtiizCkEXg9KPJXdl3RrM1Qp+q6z+tO+neMy3MVp5nxc7XzHe62B+Cd6X7ObNDF2e+/J7cn0M4lVB4TGgn/3Qz0Ed3l2aL0/L5hddcaG9qTV7L9QLCj7lilmv36ols3y6rYpalae0yEFqg/IemhbmFp2L8KVTBm/R1gglpulRTS80OOskG18NI85StcEZsRQtSly6vKPxhttN4Lp3XDWOXbC0VhGsQh9m0nikzImcEiXX1W1snZi89G3DNhCuBvFrH3YU3zPnyilmxiguaTmJOxqwaqIbNArtAtZLz35YH+fsiLT2y9eqQJ7Ene3p9KAAw0ohNPrN0uflXEum5cxaPjWryE6tlCK9erMGeoDMo7d5KaJRUHUVcJMPaO8wQcQudHDiZQ4y8a+9ekrC1kwwimjEiS6VyuzFyAMj3/+MtIazfkGlGntRYVN5FpqdEp54zInsI1Gt+gD+Uc2uJvlcv5aNN8Fyuwk8O0ViqmsWG4hzh6ZinMN6izGKcrH+XDEWueJdK/7m11uam4H2dmT7MJEr3Gc5Vq1RdEatCoTyXEmZEmd0jjh/VjRcteqdKA3WDGSpbJUVSX+KieMiGv6NF0U4F3ogoocdYTfgNp0sZnIlmggToFdhqFJXxkMknUbKuEcdGmzTULQhtJbs5DzHXOncI4bmUQVScCCiK1EfA/I5414ZMQpQxEeg25qVS8B/M3CrWijavH/l9py/ucz+Eywa8+Ma72Uwr0/K0efs+2lQ1+9AnSjOZXTFWpy8/K4U1KpQVUrk6mnpE5COOjRrZn1+/nA6Uis8e/YMkCypICX1UkW0w2ggFbSqLGtGX1Mia1GnsjI7SLZqZIJtQ4P2lunmBfQ9andFmUZOD3foHAkAxuGHLbobiK6lho6sA3MqHOOJZZrRVBqr2HUeozW+acilCnK8sWy95llnuG0MWyeTs5r23H/ym6TPPiHNC+vqBOUUfuOFGmehuQrc/vQHDD/1AvP8Jfr6JbXdcYiZj1/v+eTVkTFKD8M5R2gqWQmyf44J5T3dEOg3LR9edVy3Hlsz5TSSjvcs+zuWw4nltLB/2HM4TQIY1AISdLViKTy/2bF5sWFzvcP4IOhiIx7nwVka72gbTzCKvRJkRKWwvRrE+5xCjgvTrMnescTIEjV4j/GNeGYbK7r+zqF8RJXK7voKpTXt1QbTd5ASKs6k0z25ajbdFcpI6XgwFbXpGWPibn+U9k9OzKrwEGdUtOi+QXtD1wyomgjekrVBd3dY7/BtQxpnmtMGQMxQnMU1Hus046vPyEnxwc0zfNuDuUcpzaZv+c1upCQtQMTVfz6VSKHQNgHjLAnFVOC4ZLpmRx6u4eZDXvx/F4L3tH3L1SdH0r4I3x3wnaPdNrjgsM5hteF0f4/p7sD2NMazC5aNlxZOrVnuppJ5fXeHsRrnn3MYI3enxBAyjdYMWEoTOMwjtt0xtzt2P/UC7z3HcEc8LZT5XOYWwxvXNpSURYPhdADjmJVGbSJWW1rtCa4hOcXW6/UefZxDjFpFi7QSAOrTzFFpqrGXip9aqWeX+eht+dYqiztKfgQovk/jW1mg/n5m/vZ4L4P5u8bTkvpThqdSX87O4c3grmulrDf0JahXSe8Lj8Ixb1ftn273jHQ/c9nPPf1Szhx1WSQIiO7NcRa+qQjdCC0ZWnUNutYV9W1RSfTKFVIO1t0gWtBKBGrQ+jLH2NXxrQ+WXIqI0QQv5eA1mPcWrlvPVWNprOiKq8MIyyQ80fWGM97gWktxwvPFK5qrjuZmg7/aoTfXlDCgXCeo85SZUiaXsxKWQhsFoRNBExPxraPpPJvOsuscQzB4o1Bxos4TNS6S1a8ofINk7aXK0QtrZmhbu6qxWelhG7eyF+rFMMesffHzoxbJ0K3ToOvK837zrIgGvwa1uqJZi/IBnaL4wD+h3tRcUDlKhmwTKs3omnBak7TCW01WilrlO6YKaf0epQquIa6P4hq0DWBAdzO6ZmxKKwpfkWq+aA0AkBI1LmBG1HKitYrJKa4bxzSIolwpsI9wPEplpuQKsWBWTfhSxDnuuGTmVJkKKD9grm5R84HuMIrqWa7EID72KIUN5sK3VyuqnxwvGgHOBvyqZjg0luA0U62Q1uNdK6VUjov0zY8xczCVMWXapAiho8QBs73GTQ/UlEkpofWJEoRZIRWjlfN/rlTkCFlUBvUieg3oglIaazze6DfsktXaJxcVvvrlEvA5O9dSQq/vmAseaS+r691TfMh7Nr4NNe2bLFLfx/FeB/N3tcTf1Ss/K7mVcxl+pYTVNbBW9RjAnwb1UqWUe0G6r5OFWj/AO0upcDxKhv6w35Mr7La7NbBLcG/bdg3u8j6jpOybYkTiskyGbRdwWnFaJnQqhH6LCgFTIqokUZhKiWWZBT1rPVUHumFL8T3HrC8lQqsVL26u6JbMZorMubCsmtK6JDpnuOoD181ZVlRDnCHNYsnpPbMVQZr+xS1pXDgdT2hnaHcD4XqLuxqg39K//A55c8vn48zrw4RrO0JTWfYHcsk0bcBoyzROoAw3m2uazoHN7FrL4DWNFpEXNUURrbFuDb6aru/J0ZBn6dsC3LSBjTMUU8FBpGCNSIVOS+SkJs5CvGYtnxqrRQFQVcbphEma7W7Dpg9shgarE1rpVf1Pgqc2Fu09cQVB9cNAtjPzUVzQlmnBaEOqe7SyBN+ga2aZRjCBNrRUU1BJUVBc73bEnHk4HAV4l6K0EKpQHc2mxVs4fP5bqKqxypCVoQkBUwomRWrMHMcTVhUaoynHA207gIPDq0+ppuXZcBYwmcml0kzSOpoaT4qJkNfjqyQwj3NiXCKfPxww2fHh9QuMydy//pzSe9i26OMJrzV5zqi62t4GDWa9d1IRVoI13J0OlC6QplFkedOM15XsHVR90bZ+9cVrjidLa8GrSHPT8zBqGqO4359olkLTbVl8RwlHdi9vWfqOPMviqWkb1HqdEiyua6lB+N9VgaKwjEdMu6WWSFUKXbNoNryRnQsY8LyAVU8zb6XXeUKjlCzv38gP1JfL6+9ZYf3NkdO3EI35/TL72+O9DeZanYPzY+R+V9arapVg/SSgP4LcJEstdQ3ga1CHc7l9/X3N1tfWoCDoL/vx9n7xiMB7a3/VO5Yfsh917b3L+1OpOOOktKs0tVrIEUJG+4K2i7QalL54tKPNmhRI9txYfVEoM4jK1mKlRE1RtM6sCHZD66TXquZJ+tWr3aXSChMcxjgRJbEC8Aq7Dc3NBrZX6N0zqu+ovmceR6ZUWdKbKHrjZOL01aE0NJ0jdJbea+G3BwnoXgMlUnO8rNyVBhPE/axLilgFST1YTdgGSsj4weOGVnzUjadqJwDvJyfhzDfPSgF6rRZovNPr/9QFxPZO4OSamQnr4C1Q04rerTlKLzBH6Xm7RlD1SpTZrJZFZHqC8ci1sqza6Mvat7aulQy9RJSq6LigssPUgp0XEguMkGOiLFE856cjZjqiVabtA95rUnXCaqiVtpFr8BQL9yMsqxoaJV800o9RtAE2wTAWQ9fsMNcvqfNIF7N4rTcT8bhAVpdzc1HTK8K3ryvS363YgcEb4ZwHh66WfS5wdsur4mc/xcx+SuznxCFYtqkQUyX4jkrCbm+oORFyRDlDnqRH7pr2cp1WrdDOUKx7vEdFshFqQhULOksZfT2P6snJViVLEH9nKW8trWu9BvwvA9vqW6V29b5m5vWb5Vx/HwD35fHeBnPgS6XRt/+WUb8U0IFLls6TrByeAOfeEdjbRoT1z0pyOYvhR1xEr9oaQ6EyjScJXquy1zRJFhdW9SxrLFqD825Vm6uUKiIausgioyh1cXqbxowqBtUMUDPbq5t1P6Rfp3xDNYFlimAKrjG4WMhoXMrkZUYruN52GKUYupbeaQEoGYVXhVAX5v0IaZFpai1bKm9xTSNSpH3AtoHmaoPdXRGef4S5+ZDcXVFdQ2ImVcVxmpiWSNsEYlYsc8Yaw7BpUUaTykJw8OHNju8863ixbbhpNCqfUCliasUY4UDnq4HDeMA0hnZJhIqA1tr10Wt0G7h6+QH62XPYXTNZR82Vw+nENM0sy0zfdczVsGRB/FtrMFazzCMlG2o2EjhrEXWynIglYXNEZ3ENKz5AnKlUyQRLYc6RWgut9ygnLnhosTCtzjAjmIs4zaSYyVmR0qMLmdEaZTQRQ9CWT1/d0VnNs80N2hpcCtRamV59IkBEZ9Epr9THgkVhc6SeDlTrsc2WvHj67Y6qqvSy7cKrKaGU5vVxoZTCqEQs5jTNjCrTuY4pV46pcEqV/Zxw7UD7/DvoYPl8PGHnmVJA1YyrRnzcS6QmjS2FGCN6PFJOB5KFYg94I8ZBvdPcDIF8TDyQOY1HcqqrsFNmfzgRVEHHE/nUsBwC117htca6nrFoctX0mx1OQTWaajVqFe7BGlwTsI0o2KmmJxmH8g4bPEvOVJUepVZLWgFtbwXlt4KMZONnEJxk5Erz5Z7v2za07yrXvy+j1m8so3+d2Nf7Ot7rYP7O2P32OGd46017Lqs/DernrBx4DODr82euukF4zYI4ly1ZJXaJdc0CRD1K+oFnkBArqKbW+oZpy2X3qOgqHPVSRfM65XO1wGKcpaYCZgXllCS2rkApRSgz6rFfqJTMbV4LUtlqS24sucDQSsbSrd7NTtXVtzxBnC5obBBhDBOcGKp0zeVY2aHBbq7Qu1v09obSDBct9nnV1z63dK2W7Ne5SrEKZy3GCrr32abh2cazDaI6F0xFTdPqY76eM6OFh95a7GzxK0lfW02za2iuAnQaf9Wj+xU/YMPFoa4ULgh44RMLrzyqgrUGJ9Z1NE4L2loVrFlVwxRcyivvyjJKoZQi/fMVy0B+VKBTq3qf9R6THxeSWj9ed+nMj69gYxYHv1QxqhK1xYeeqiu636DHAzUu6JIpa+WkxCwgRa3R9Z6sNWWJaG3Q0z3b5gqdoPbiTyC4DZhTketRwwlZnM6pMM6Zg9XcTYmhyTgNV90VtUTMzQf4InLFSissijJHUs4XNHtN4j/PNEIwqGWkMT2NVVw1lqveMWeYomVZLJCEXwdrm6EwLpUxZk4x02rNlBRD31GbAb1J6CGIE5y22GbGr5xxpRU2BBF3cetPY6WcrvRjpexJELmUw88B/quC76okea7IfGVAP4/zdt7TYF5SFhGhrxk1fkPm/h6O9zqYA99I+zjfoE9fdQ7ldaUuwZvIdXgM7oZHgJpeb/689ntqkQzJGUOpcJgnaoWr66tV71sCilsz9roGyjPFK8X0ZJKHYx4xWtStrIbWW4xS5FjQFbbDBkrmtMxQC10/UJVmWSI1FZyzkCv744mYKy40UCvXQ0etSAkZcDVhUfTe443CJIXKGt94qIHX80KJCdt2GGtYxEaO0A3Q9vQvfwq9vSb5nuo7lG8pS8H5gA8FnyN9p5gPE97AmOU79n2gC4YhdDwbAredZdd6No2jt9Bkgzaa6XgkzjNN28K2ZzpMuMHhujWbdYbN7UDYtagh0L28IZpAxUq21ziUVTSdpiuGTTHcf/ZATgtdvyEXqZYYrdkMIm7itWbTevrG0wZDEyxNqegsWAnJhDPTeCJPMypLMFesC8AswWA87rHWMy2ZEgvhyotmfymUklHKXLAUucJpmrFasSwLkzNsvcHoyuv7I71TbG2g6olmd0OuRSxvlcJaS5ojD1+8lgy+b3HTRPv8Q8xygMMrqApnO2zJtCRCjXKcTWW2ipwrfdcBUg06xUq+P6JXBa+ld4xO0VfD8J2fobYN9+ORMk6oqgVLMguIbTydSAYmMq5q6raA72iGjqu+pWrP9SmtpjaWWgP7yVCLlOuXaeRApL8aSFURq+IUM41V7KeF7e4Z2jvuDq8psXJz/YyaFsyT+z8bA0b8y5XSLLmuevpHfLf9sm3yW+2Sc2+cmh+DtxahobdFYS4B/avGexrIASjfJjN/j4/PV4z3Opi/E3n69jhneW89V5W+ZOGox5z5aQ/tPE+cM/QzHxkt4Di7ZvTaiOCM06zPS8aulCKf5wJB41wAek8nlYJQuM5tuVRksje5ij1mLlitKdqhtBU0cy1CiYG3zB1E+QwUwcgkfUYSCO8arBFdd28UKk2QZijxUa7SWpTzgHpUOTMW3W9EnWx7De2WYluK64kX16tHr3ijwFlDFx4BaNvOMQTHJmiuO8c2GLbBEgx4Cyovkt0CSotXu2kb/CbIAqjI8zYYutsBvxuojcPtduhhR3It1bXElSd+Po5yiBSNszTOCD2viCpZ5w3tqj7XWOmdn1Hv0sdY3d2eAqJqEcTu5WHgjGbHiE67ypAzmkcch9EQz8k+sKya5EYp6W3L1kUZT0kJftP11BRRFHHvyvHRra0U8hwpMa8c73TxWDZKY7TGNZXBdeSiWbKFCENj5ZylCiRKqRdHsalE0bKvFa8VVI0JDW3wmF3BXD+nAVzMKGuoehRUuZFeckmZMo/U6YhZRvR8oBueMefCVWOZk5dSvRIP9zmvHPtcxdUO+TvmylQLS4Y5Q216wSN0RfQBhp6yjG8s5pVS4nSmDMoHVKnibFi02B8bs7ITngTmpz+fqr6do/XlteUx2J+vg/PnrvPJ4z/Ke41m/zaZeUm/n5m/Pd7bYP7UxOBrgSbnm73mN+ryj3KNb3JGny631ZPntIK4mlW4IBrsOjixcYwRVSubrpPMfRGBDWPdWkYX69OYRf2sbVoAmo1MvDFKAIvzIiIWzmGU4nA6ofVKyQK+uN9jtGIz9BitmNNakl73+XQ4Xr6bAUqaV/nYFcynNaC4vX6OKhFdC+gqsp5Vc8iJmov0W9uWw91rqJ62H1BeHNloe15PmVoW2ttbllI5zDOnZS2vK8Xd3R37MYJy6Fq46oLYhuYZVzJX7YbBaUyaYSlkpakYglFUY7BtS9kMvL7/mCVHhusdZZOhVAnwwZE02MbSv7hF756T2y3N1TNiGFiSAg1LmqQVUSutt8L9LxkLbK+2BKtRJTIETx8cTlWskkWaoUpQXpW84jyT51l64sA0TZSUJXjWyv39PWZJuN0talnwzYbqDMeHe8aqyVkRl8xcEuOcSMoQc+HhIPakWkFr9Yo2t7S3V2SlOaWKwzCOC8RMUwQwpo1Bo0WAJUZOhxN2nJnnheb6nj5nTCnELqK6G1RUmJS5Cj2vg+XV/ZEUF2rOYsajNTGJWx9K4awhxEpOEyVbTB9w1dJ+8FNka6kPr8ilEDTkKYn2+yyGwDhDaAfsfOJUNQWDNx0uzeyCJSWDsYbgLfvTLEYvSWNUZZ5G9irhasT3Z6/1xEErXDUE36GAfanUatl27eX+1VbK6kppsB5boBpLY8LKvXfUVbioavuGXoXc7/qRdnYWgFoFYd547o35pXwpw3/fRy1FqlFf95r8fi50vm68t8EceOxzfW0wf/K/d9XG6pOLTqmvXRiosmaNSclNXtJ6s0sWVRBBjVIVuoIxClUUuUjQrFUU5syawb/dQy9IHbAUqKqKoUgBVhR+NavY2EWSTsnkVat8ufV46FLQgMahpMAPpaKrktcsJ0H31rr2eFdOudTipd+oNartRWZ0swUX0GiqC1TXUbwAjM4e4HOWnnlBeNvBGZQx5KJpGycZrzJsG8eucVw1Fl8KjVUEo9FpFrrKmbJiHLYN1FLx2lJSFi11a7DBkQzYzQZ99QJzdUsK0rufk1C8plRIRdTctFZYo2lcxTjJajeNJVg5EeesvDGIUpxaj1PJj2joL11W5fLz3DevQTTSxVN9BampcmnrnMWIzoY/cyyc5vP1VyneoHXCasUhJoyx+BXdXl2LDq1sb/QXXneNibxE0jxT5oUcE5RC03y6XrMFrQxN2NGLJBu9MwyNFU30KIuwHAtzLFCiWK1a8YCflSjLNa5w1V1DnTFXiVyy6NWfsSZJaH8lZsoSqeORHPZQFco1hD4weE3Qq6RxXh3tVJHS+yK4BmfA2Se4glqIRbFkhbENVVlAUXUB41F9f1mwa7MG6CpBvBZAiyf5hfGhDcU4oaU9kXbUou38GNBXCtqZxVDL43OVNRn4Ji3295RLXX8fAPfbGj8xwfwv/IW/wH//3//3/Oqv/iree+7u7v6Bt/mlQP4VF8gbAfrrVtJvvf3twH61GQDhlQMiAas03oud5OF4xKBJKa067wpVKsF7cgFnpfwbnBNajpL7fRwf7SlLhWUFOFkbpJd+OGI0dG3AKrh72KMVkqErLsHcG8m8l1kqBb11K/VHArUzEsi++OGvQy3shh5qpsRFaEW1ClBKS/bid1KWzM5TjWPKUPHsrl9QbMNhThI0lSVVeHh44DhGuiagbaZpuvWQZ4ITcFZTVzBU49iElt5rWl2Jd0dKXMgpSjA1huF6R25b2tBSSibmJIYzTSD7BtVtqd2GFAaS65jmzGFZOCyZuylRBKmI0eJBb7TGWLuqyAnAy9SK1xXDWhpNmqoEzZ7nibqK2ATvyc4zHe5JS8QYS6mJaZoEgd94LvCoWjgdj9Ssqd21LCasxhTwxuKL5v7hyOE4o61jydKPn4tCLRljNP/Px5/zrPVwu6UGQ2MDaMcYC3maSTmzTDPH/Z40LqQlobSmK5WkFL91/Pu0L+5Q9w/YFxO5fwbttTjVTRM1zcR5ZJ4i4ykyTpFSKsYaxlmz3++5vw/8gQ+vaRdwOqKrIWWLxWFCTz4dqWZmKRnjDDlmFFCWxHzcY4xFVYUJLWVpuOo8k2jHEbIATJ2ujEsG3YqJj4ZgDZ0zWF2pyhBjxAwd1mm0qmhrCcFCTujgOTspKG1RSnF//wC5UrSGKm2mGDOoKh4Hu8d20OOtX1ezJYVWArBTJUlWrs9gPc1ZRupS0Xv68/cHIEDIbwTA/X6Z/UvjJyaYL8vCL/7iL/KH/tAf4j/5T/6Tf+DtXXplbwfwtwLwJSA/ef5b8T/fWgAA0kMFSMvjZ2uFQkr4Ks0oFCplrDI4LdmY04q0tmCLritSWomoxZPk/JwEpnIG4QkCPpVVHa4AWlDyFsks1CpvKt+pClc2J1SOqKhkH5MEd+UM1IpKk1g0Fn9G960HRkkm49cdW7OZYj3VeEqGagPJBua0ZuOlUFRZ3cZkMvQGrLY0wUr/vmpZaJjC4AzXraNdFecaq1HzAfLyqOestfTsa8Fai+96wTXkBDaIeI5vMcOOaBpqGEgmMKUifPq0crfP8r4KghVuedPYi2hPYzUqV6FOeY2tdTXbUKiUVt5xfeyNrkYsSiswGlU1vD1nnSscOcmxrkVQ6mslxjw54bmKGcicMimJ73yywoZIquCN5iZVgi0E11J8hwkjKrToldJWSyXHIqpsZBYt5f/FCBsgKE12Hq09zjW4pmNwhs4KXmC/VgZqFQ33moVPPq5VqM1+xhuNRdD/bbMh5wWnCmUeUTliUybVEZXFdEYtol2uzZ6qDcp5tLY0/grrpLUUqsFqjaMy2TVjrqAoeCOfdfYvEInkypIL2mqsbanOoWymBPeo/GJWnXSfVolVRVWGVBUavZq8SOXmsba13srqXDmRBa2+qL5xCdbVWLkGn/bPnwb0r5o/3rNRvw0A7l2GF+/5+IkJ5n/uz/05AP7aX/trv3Mb/QoKyNuZ+Dvf83XbO4+nalC1MB4lg5b8dtVwr7CMwjNfDntQGuMcoHn9yT3Veja7a1Kp9JsNqVTG44FUBW2eS2WeJkqFpm1RCvpBKgBffP7FKm5iUEoxxYhVitY7qlKknGUWoqJKpAtegGyLLHZOD3dQEs4aai483M9QKyFIoFzWioD3DlCcTnGdwKRc2V7dUI1lXBLVeLqmJwGfvX5gKZWqHEspTGlhShnnHJ3SF6U5p6Q/rag0SsBWnio0OMR5ah5H1HykTgdIMzVnrA+gFPtpAmXR2qGMRfc7lG9QTctSDcn26G5LDQP7hxOuHVAUToc9Sy5UuwYMA82qODZNs1Q5QkOzKsL1zuC0Ymg6OqtodKVOC9pZgmuoZYG5oKwjtD0ZxeHunhITyopoyngaRTPeeJT2bD7YUZuAHTqiGxiLQsXC6f5EyYm4ROZ5kRJ3VatwjFoNYDLViWHNp3f3pNZidz1BWaq2FOPIGlLO5JzJKaGqpqRCPEZKqiSTmLWmUGl8g28HTNORYo/OC0EXrC5s+44xa6Y5iTvcsqCiom09S7V8cnfEqYKuDa3VbIOnb7fMcaQaT66alCPzNF0kXzGKXiv0ZMj1jqKt+KhvA6Hp0Nryxf5EUyvf+f53OC6Fu/2elCvOSXZttabGicYa8lyxzgso0ciiaqpS9SrxMSh4YwBN9T0VxbQs5JKx3l9EcioIO4NH2ZezwIxaF+eXgP52dn7+XSaFd8u6vsdB/DxqqZRv6In/vpzrl8dPTDD/7Yx5npnn+fL3w8PDl1/0RAv5Xc+/8+b6hv7Wl7L5M8q7rNnWuad67hfmNVNPs0wCVTIDHUcqFZ0XvHGS8bFW8/O6KFBq7ae+tTu1PvbQa5WZp0C59Nvf6gpU2V+Vs3DFc5SgWTNUI/+LIl6DkfaAKmvw5mzhuCJ+jQNtKb4BE6hEirLEDLEKan3JFUxZg5Ako2bNgC2y+AjOijRrLbROE0k0FgZnaKzCRNETV2laOdrrubRiCUrTo7RBDxvJ7ppeBHJcQ0mI8lyzYUqVKVVSKkzrIxUBASolPXllBD1tvcFoxeCtBHOVVgU8RdDinKWKaHuzVjtkp1YnO+swXvzk5fRp4VnXd5UVpeqhtWAozhoAWr2pMldKJeaCqeqiRV+z9PL9LGp90+pmVn2LajpMEzDBolcMQC2FnLJcL6kS1YLSmqIqtv0C2w3YbosJA60NDM6wCWLm0kgJ6bIvlEqMBaUT91XROcMQLHdT5LZ1hKZDOfGvV9MJs0yYaZHy6srsL1H830vNqOODcL59j7aOtt0xOINRhV1jaWxFJ8eSyuW4GqWIRWO1oqxskkIlnW/Jyiq9u6q91YpSTlgCK1ZiSsLhz+nMFJCxZKlunTXZ1eqpYLSwUs4BXSoxVtovKwL/a/vnT8vt73HZ/Xcbzf5tWro/+MEP+JN/8k/yN/7G32AYBv74H//j/KW/9Jew9ncvpP6eDuZ/6S/9pUtG/6XxRHbxXaX0N/7+ioz7PL6UyV9K+E8AdrVAlt6ysRZqFbAR0K1WlsWKuESMC6gFFU9QEvlowHqS1RRlaZuWqCvH05FUK89uJHM/TROKSk5SVtxstwB8/MMfYpWmaz1lNUopRuO0Rlm4vtqhciTNR1QVy0mlDNPdkZoWlhShVMy6n8aK9vkyT6AtuWowmu7qWsrpRsrqxzkSUyEWTcyZmEVHXBtPqbK/aUXpl7XE3mhFu2nxRhPnUUqz1uKMoukGnKqo6Y4cJ3IcUWlBpZnGGZFDVYqH4wjaEG5eoHzgYVpABfruhuoCuFYoSwniGJlTZdGejz97zZQyVVkKirQq7ymlaIzHKs3udoc3Gr1ahhbjCKriFXgNOs+UNEsbombGaYSYCFqDC5i2Uq1FzzM6J6ksAJvrW5T3FCvObcs8gx5RYabqmZgqcSmYmlFFQG7WKIiSXVcUc6rUIsfSu4apWo5ZcUjw+jhRg2FjOkyzpbYbTLfHtA26mXDGMteF/as9ALFElmlhqJXYHmg3X6CGLa7puBq+A9YzV82yn3Eqo1Wh1CTGK7mSUyFpxYjibsp0h4XgDMP9gWW2PO92kBPmaoEU6ZQi+T2HV/fUtPbOYyIuhcodplaG7RUsUlX4cHtF8R2lSAvoxaaRQK3EBAVg0YIr2bQ7uhAE8b/+tFa0E8+o6Qocl0gulcMUZRvKgoKYuFBOFTCnulqf1osmu1ECFT0vkuvKTjPnDH19XrLy8hjEq6LWVXTm7XnnfR3fAgD3Tl/p36HxTS3dnDP/4r/4L/LBBx/wN//m3+SHP/whf+yP/TGcc/zFv/gXf2z79U3jd3X598u//MtiSPE1j7/zd/7Ob3v7/86/8+9wf39/efz6r//6l17zzkD+FBj39PlSvpSBv/H+rwrk5exVvf6/yESval6zuOXykCxzhhzRcUZlCVakSTjCNWH0o9mKWbMDraWnqtbJ5evGpd/3Bum1CHWrrL3ekqlp7UPnJIHy7IT2FKGtVv67Xp3XrKfaQFmR6nMuzOeMd/WfnlJhKZklV9K6HasFndw6Q+8NndN0Vgty2ivRXs8zZrxHT3v0dEDPRxj3lPFEnUZqKaLzbRwqNOi2B99Rw0AOW2qzpTQ7xmo5LJVDzByWwsOceZgShyVLVr6ew/M+9es+7Rrhte+CpXOaxq5+21bRGIWtWfAFKQqS/Xx8zrz70KDaDh0adDugmkE85UOLatqL6tjjOanrNZVXz2xRA/RGi3f7+tBK/LRBmAoxixf8ackclsRhzoxLlWDvO4rv0N0GN/RihdoEcS9b+/m1CG87LZk0LsTjRNqfqId71HSgMZXWKtHED5ZNsPRe6GLaaHG4Q8qleeWgH+d88Ryfc2HGUH0LoUf1G1TTYpqA9U5aD+dMPyXKHCnzSDntqdMBvZxQs5z/xio6p2mtmKvI+RCvALvSMo1609XgjB9JBVKFWOQx58JSpGr0qH1QxJHu/NzqTpdKvbAdcqnrT4G3ndkGF/fDp3KuZ7tTvXqYPxWSeUdW/t55mcPK8PiGx4+xzP7n/tyf45d+6Zf4hV/4hXf+/3/4H/4H/o//4//gv/wv/0v+8X/8H+df+Bf+Bf6D/+A/4D/6j/4jlmX5se3XN43f1cz8T/2pP8Wf+BN/4mtf87M/+7O/7e2HEC4iGO8cXxXI3zW+KRuHr8zIVZVFgEIAOnmJQMUZUQabTiPUzHJaed7rzT4dH1AuMJ2OVONpu4GKoiwzFc3QtYIurqDK2TVdUPBVPVJnjBEEtrUWq5V4bBfF8PwGrxWH/QMqzXhVqSkR5xniSOM9VcG0zCggeLFJPZ1OUsq2jmoDjQ3UqshR6FSShScJTqUwTidigeM0k0oh5ZFcK03bisxtjBgtuDmnKrZmHBrv10m5RtQ4kY73ECc6p6nLSDwexZijZMZo8KFBOY/vpZx+jJWKxgzXaN9xrIb5tDCv0rFTKtwfR6ZU+Ox+z+7qCrM6eFmlaLyXioAVDnswmtYonKk8POypWtDTTduj8kIcl9UkJUl2nhOqgqqwVJF/qdWA9tTQUU1iWPEN42mEUkk1o1MmHY8QK40J1KWwmIYlFpYpkeeE04pgFdFbqSykdPEKSEXx6u6eNHvc7YYpV+6nmWA9V7rF91f45x+Q8kI6nmDJPPzwM+Y80W06SirUUiXAK43Jhf2r1+QmoF1LbW/JukfFhCsZR+J60xKrInqIsVByQSlYpomTKiydZ1oKsRGN9CUWvJXt6W6DU5VMxZxOoBSulfvWrtrotmmYD3v6pkOVBZ1najbU8QFjA/2wI5ZKVVpK46XSBlH8s8Y8UpnWn9M66WoluIBSYX8aKQW08+gq6nqlVsbpSNd1a3tDAKVGCSqxFFlYX3pXZUUrcn5O3nPOzt9QgztX1s80tnoWo3qTMfM2n/33+ii5XKqWX/eaWuuXWqffOOf/Doy/9bf+Fr/wC7/Ay5cvL8/9kT/yR/iTf/JP8r//7/87/8Q/8U/8WD//q8bvajB//vw5z58//1357B8Zkf6jvvdL23qC+kaoRII9k8yLXC5uY5eV+TKvN/25R732skvC2CDKciDzhl5d2ap6NIVRjy5vl33nHaCbx50EyvrjzdXvl1bCWq8cXAPaXbi41Thikr54pbCsv09J9LLTEyTweVij8Fq8usOaXQWrUBF0PKLihI4n1HSgzkeKgpoW8jheFlnVOmhayYJ9Q7WNaN6HntJsmFMhLYUxF+YkHthjzDxMkSVXTjHRpnLJcrUS3nLvDK0zwl9Wis4p8RR3WtDSeRHefY7iplUrZ+2Bqg1qPR/VSL9c+UzNCa0MNSXpWZciyHalBbNwzs6rsAtqTZjV39xb6IuhauidpSD98lQspzmRspzdXEVDfVwSp2ilTL2ICUpoemi36M01dveaMM74w4kSCyYZ4hgpa3O5lkKOmTIu5NMJNR7R84lms1kBbYpd60gU5uh4MBWlM3FNUFQWNbxcZT+ntGbmpdI6j3YtxreomtDLjFnpiMY7QSyr8/WXIc6UaUQbi3qrgmFLizGeojUpi1aBSeImKL1seWl5mulWyOosjVvJq1NeXitGS17d6HLF5rqqI0qGLqpKcq1kHoO3WJbLwrquvfhS1zL9aoH6VKedla1xoazBl+6P922cM/Nves1nn33Gbrd74/l//9//9/mzf/bP/hj3Dj7++OM3Ajlw+fvjjz/+sX72142fmJ75D37wA169esUPfvADcs786q/+KgA/93M/d8lu/t8a59XzjzqsNagqYCqqBA6SeIVTCzdXVwB88vEPAbHdVEbhnaUay3R8ANuIZnrJ5BhJpaKMkwnNaJSqxFRQtRLX7CPFhDWKaaxkDX0TpESvDdasBhMGAbxpQz/0MCNqZTlx2svqN8aIMpZUROu9bXuqC8wpU5XULZc4k5Qllso0Rcl6Xz8QS+E0JyqVZ7e3aAXH4wmrFbuulQDuDIMTAKCaI71X6Jw4Hu/I85G8v6MuE7oNkBKMB1lUKE3Viv3hgC4Kpxtq8GTXUZRDFc1c4BQTx5g5zJkv9gemJBOr0OIUn37xGm8VffDgNINFjDZQdKET+do4UZdMKGsrpCSm6UEoaE8EhIwWYJlycm4WuXBIuaCqxW9vUSWT4yTBvZOo1a3gvdO0gIZpPFJjZvOsJ7gWFwshZpZXD9iacLVgayRoWDToEkVX3zmMNdwfRuHE7zqmAmPMeA0pKbTxhJsXmJKI04ymMr46kFVmKQt6UVAVxRSs6UnzgpmOqDjSqMymC2RdGHMldA5lJvIX99wvmVIjpcJ2t6ULhuCsgIOMoWp9CZKbzRXaVHzjyErxwdBTj3sO96+lxJ6KyB+XgvUag7StWCa0degaKcWQpgMYaVNobS+JMhU0mtMkToTGuhXsdjaO0StQVDFst6RS+eTzzykF2mHAVuiGDafjkaIqoIlnC9MnAf3cJ8+VS0au1rVIRdZ4j+5p9cJDv8wngCyk6+Ni/m0ntfdllEL9Fgpwz58/59d+7dfeeP6rsvJf/uVf5i//5b/8tdv8P//P/5N/9B/9R3+0ff2HaPzEBPM/82f+DP/Zf/afXf4+lzL+xt/4G/wz/8w/8//6/rwR0C9IVHXJvp/qMNd1RS6vy2/ySt+6Yd/w8S1ZsnUtgLSzOpjooBu0dSuinUvvvCoxXaE8uq1ZcwbprH1yaXM/eqe/IxdQWou7VObSXFfGCqrYrHxyY0E7KlpoRmjpJ6p6KWOfH7EU4nqDplKxK6BI+tLyCEYRrKbOE2o5oWtFzyc43lHGPXn/INlZDlAqdR4l2/EBikMZh7IeXEN1LcW1nJJkimOq0hePmcOcuJsSS8pUZUQpLBW8ET6xVVJa75yU19u1D+tVoc6CntfjXrAQq2Le5fzps3a3cJSr8VImXc9zTZlaC8XK+azGSX/dzIJVWJ9Hr+5zOYOKqDihlKK1gVr1xU/emBVzYOt6yVh0LJdzJnKmcg4epsTVkvFa4Zot5EW84uNMcztSzzxvPcJprcZo4ZuXUsjzItzwOKLjSNsGFqfZeItVlmlwnEah8OnVxa8LoltvV836UsTVLxdRKKw2yIOMbhd0spKjTiPKJJRe1uvRrISLgkriec6yUg4BFa1ovFcHpmJX4aJMxaxe86WuvidFvXnF17UYVSUjL0XcBwUaUim1kGvFoC7+7uWccStQVaFUlZ8r5fRsi1yVWvnv9Y3s/CIcs84BtfBWQH+/SutPR0mF8g1l9pozSim2K8j3m8bvZEv3gw8+4H/5X/6XN5775JNPLv/73Ro/McH8r/21v/Y7yzH/NuNdQffpxL3ejG9SSxSXZtjT7WhNXkFwbQhQNfN4opZCN/TULJYmFMOztfXwm7/xGyit8CGgfMNyOlJd5kob0Er0rNcMIddKcE7KhWOWqt9atn/5/DlKwemwxyjomgZ3lvPMsspVOeGtRZFFZtZYrPdUrShKssxm2KCspXMBTGBBDCh8M1BcQ80yiS9zkhIlmoSAhXKpNF0PwGG/xxvNpmvorKFvA43R9I2jV4nj/oRaDszHkXLc09Yok32NlLxw/+m9lOG0wngPFZR2+J0DF3DdhtJsOI5SGThNR+6nxP24cFjtMat2RBT39we0hquhQ5W1d28E0KZLwiHCJOOrT5ijBDLijCkLNSfaEFDGSMUCkebFGLIyVOtI2oGxzAK1FjlRJRQ9qlmDwIILjloi8zKjCnR9v1530sqYj/fUeaLYFmMbbvoGbR1XGDZT4jdf3VOyhuo56nwB8Rnj0MZyWhKN0bweo6ikBUvT7DimBXxPeP4CrSBlWTw2Q6GkREwJbQ3VWYwV61uTIibPBAqbRjT3X0+JwcB3X+wYjpFPXj0Qc8GtJjTBiElP13WE1tE2jtYLCEwHUWdTRtGSKadA0zRih1ry5Z6bUyYhNrTjOKJS5qrrqArm8UA14sOOWl3LrBzvJWX6rqVceupSvcq6cvdwWEvr0u6eU8VYS62VeYkrBqRwvbsS/rqRkr1WFV3UxfSo1ico9nPVHd4I6m9k50+FY572z2WSeXP+We+/92Z8qzL7j9aM+J1s6f6hP/SH+At/4S/w6aef8uLFCwD++l//62y3W37+53/+d+QzfjvjJyaY/1jHG45H7wjE8JWZNOURrPK4lpYb8EI5KWdFqSj6zkqhRL1CNm+MrNZzkgX7eXvnLO/8+VVBEWpSrVZ6dMasBQF1Wc2btQV33lVjBOkuqPeVG3t5ef0yNkCpC0hHWXdxPlM+rNm5o1pHrZpqPRgvGXmFWAQNvuTCUtSK+pXeo651BQOpi/Sms4I4Pmfmah5R8YReRsrxjnI8UEmi1X04UlImHkeU1hJkrNCY0Bp8K1mea4jKMKWFMVX2c+ZhTjwsSRDeU0JZxZIFae2MXiVaFV6Lmlvr9AUl7dJIne5R8wnmI8wjKU5QKqUTFPrZBxtnHlHLJlBdS6ow5WXN9ORYG2vRGIL3aBupukKc5FSkhaoMqp5ZEBmVC5SMTgkVMn0YyBiSEpGUsXUXRzutInMq0tsF4V9TOdnMfklSAVEGGzp0s0PvMsZZKIUuJRbvUIvwvBknMJpyvgxToiwjNs2o5UTTN/SuUrGkUglFlPLy4plTkXL/ChQMTj/6sa+gs1gq1nqZnGtGWSmPZ6VRZoYUL9enUlEqFawZeimrw5xGlfXuW7X51dkcSBVpF6lAWcvhibU0nh9xJvlJri6Z9T9Y51psaqV3Xuq55P4kO5edvJixAG8F9Pd3lN9l0Zhvaun+8//8P8/P//zP86/+q/8qf+Wv/BU+/vhj/r1/79/j3/q3/q0fO/ju68b7G8y/FMDeCuhvv+5dIg61vBHcK1qyiEsJfg3qSPYe2h5qYVlmKAXbdKiSKWefctNAjsxHccLa7K5QVrI6pRTOO7Ce169eUa1nuH6+goukNJeicIytloxvt2rBn04jKFExM1qx6TusUdRcyEWySzLE0xGVMyUlVIrELCj85x98CFpzvz+CziivqFmTtaNS8B5iLhRlEN8rEaw5nk7MudB0PRXwTgLOdDriraYLQbKztACaNM7k452I5YwHOqOkJ/vqFek04lakshbQPnFZKEahg/Twm35L7a5w3YYlgfYVRSYuC0lVfN8w6UgwhVf3h5XrPtN5yzxP3HaeoXHYmtEFWudxaUSNdzR5pEwPzA+vYTqyTAK+O36acf0W1fZcffRdEVoxlligVk2aoxjIKGlBjJOc63k+XnTEvRbveR0zt5stKs2k0wGVE8so4DofWmmv2AyqcDod8N01wYt8btl2BBdxNuKs4e44M8557SErpnlkf5YCzomb4ZqoDSZsMaWQFJQYaZTGNV+g5kSeZuxx5dpbg+sbVPA4o7E1YUksaaJZ3cRKVaTDiZbEH/jOc+ZcLsAzrUT2dpmOjNXS6YapJrrQo6zl/8/emwfadlVlvr8552p2c5rb5KYjEEJQQUCiIag0D5A8wKIVReGhRsDQBSxEscgDoUgpKQWFksIgzyqwEKSxClIPSjppRUFAqEcPQRTSN/fe0+5mrTXH+2POuZrdnLPPvTc59+bsL2zO3XuvvdZc7ZjfGN8YQyvtjF3kJnyDoavJUIQqhbZAJy3yzQ3AsWe0ZmNtDRUntBeXQSuKYd9NpLRxAkVlsLklz3JEG4rCu8yTls83d6GkSPnCOwpaaULuU/wKq+i2W2TDoQsT5Lg69zVYZKqrXZXMvcnOnRH3YtP6s6XOJfZo4Rgpim3d7Ldn0ZjtQrrGGN7//vfzvOc9j5/+6Z+m2+1yySWXcMUVV9xuY5oFe9eYg2NQ0Ix9w2RmPuX3Y5MCL24rDTteBCPaN2OwiHYPZIxzMwr+QaBxwpnEpXSpxE8MbEZjvl5LgQMpH4Ta14YOZWJDYYVIB7JdsXNFLR99TMynylaPIUTg5PGx2z/fScox9MDKxccc/UtcrXWRSpEcmGPIk06NJvYMPYm0Y+RZj2LQw/bWnOBo0CPf7JH3B2gTI77ntXZ1XlFe2aziBGLHyoeiGViXfrY+LNgY5mzmhRPBDVwu+SAvSpYIkBpNGhkWEkNbWzqRIs4HqN5R9OZR8s1VZH0Fu3IEO+iT9ZyRK8RijHFjyzPvJXAK/4EVhtbSy4UC6OcFa70cK8JwkJEYxULiWpeihHbUgqjlWIdyBkyGAyQfYj3j1FEMaRtlNQbodFporZHCOE2Eu4RK5iLKOC9J7jqsxZETQx7pZa7We16w2NmH1dpVREtaLsSS9Sg2NlBpgs1zRFyDEpRyYxr0UekAxQatzn6nrwDyIiHSmqgdM8hdPTfrsyMirciN0yRAlYedi3IenrhAfEF13VlAhk7MJoWrb6AUzkMBUBQjk27n5y5FZYDKncfD1cjXjm0rDfi67dr1o4u0IEXlLbJ+fGIVSjvNSajUWs/pDwher1lgxbFzFYz4pLKuYf171Zj7Ogdb4vYj5jOFdM8991z+1//6X7ffII4Be9KYj7rQGrFv2NlNNI2xQ9lkQZzqhiNHbgOxGO1KlPbEuU4XF7pgXSlKJ4LqA4IdDgGFjlNEGYo8h6LA2qHLA9bOjddZWqSwwtHVNUBhxbpYXeiepl2cUTzrSeKISCmK0oWpKw2cUnQWFlxKlHXtIYd+HF2fgrY5LCBKWNp3Grky3HZ0xVXFihNXCKZw6T3i1xcKKWhxE5j9S4sspBE2G7iYqVIU/QFtY9FKXJqSLcgGGxTr664iWCGsbzhVvbUF4LICVBSh0jaLh86gMAlWx1grZfrToICk0yVSGTfedJiNoeu/vbHher0vtFosdWK6aUJLC4kSzj79IAsRxP0VzNCSFwPWbruJYuWI63HdHxJlFm0Uq5s9FpaXURpXzS0eUEQdsqhNb1gQdRcRLDfceoTNvECZiEIUhRiGosl6GUUrot3poBLNUEVogX0HDqL7CYc3VpEiI9tYBbEM+n3XTrbdRRc5q8M+trXE8vJpGKNdCWNtSfcv0enk3HDbCjYrMMaQWdgcWiJjuXl1kzzLOHO5i40NhXLXUrvTgU6H4ZFbQBk6rRY2G7JydIXC5iy1F9FJwqC/iU5SkoUEawfoZMG1r13ssNCxrkQurjRqbi2iXPZGFBviyADODd3rD7EGWlEXhaFXWLTVrk5+nFKkQ3cdFxkKYSFtg9LuGteG3BdKcgzeifWgQKFYO3oY0RFpuw24ksRZbhEdsb6xTmGh3V0ks4LSlsF633UrjBOUtXTaKYV1FcGsdSVdQ6658Ua9rlMbbUkcEDLslLgJ7Rg7r/dBn2Om2uz2dnSzn6rYk8YcYJKyfFJrU7XFdxPXCWNMV4kFbRETE4QviEXEgip8dzFBjFM9i4nd996dJ0GGW1NK17cTJieBmYNyBS1KuqBcHFKcCMn46nplxbraeN1+akSD+MeLGB8uKNw+itG+4lvkynaGjmf1VHoqJuMdDr5piVOKR0oh2veg1qCGQxQWhq5lqGQD1NDX6/YKcCnEKemVRkcRkhh06vp0q6SFjRwrL3JX7WxzaB0jRzlGnhUuHBDEYcrH6iMXI19IdFlBTPePovurFCu3YY/cTH7brQxW1onRFMOcInPCsHzQp8iGRD4LQbzCf+j7sw8GlsP9jNt6Q9YGOaIL13WryEhjQ5ucXKDbtWit6KBITAzKu2aLHBn2sZtrkA3Iey7P2m62MXmGXjqAKjJaiwuopE0vdWKpgXEx7E5ifO32wldjs0BGy9dkTxPX3UznlqX2PqzOXT17lHPRZwPUsIcZ+IlfFDmPgR0i/R6qNUBlPYzSdOMOiSgibUgiaOXWG3NxxhbIxFVmC4bP5WErCoHIuIC5BayyKB25a1BHKBujtSo744UMAhUk5WUJBx+DCVoD8Hn87n5TRQEiGASttevK5/wZLgShnaZDKU0SafICrFYlW9dKEWvtaxEoX3WxuiXDNT8JwdXu7rMaO2eyQS8LyLC3BHC2cJ38tlwm3+vZ+OPYu8YcKFPJJsXIw9utGh9Mummdoq25Dr/Oo+ubhHxwREgSV6PdrvcA4eC+ZUQE03J9wg8u7UOJ5eabb0aUdiIlpd3zShv6/T6iC9J2B9GGxYWuc+Fmuas1bTe9rS7QQHeh68Rn2j24kjQF8fmuShH5tqFxq4USca5dpTFJC5RhfXAYUYbu8hJiEjZ7PYYFLC3vL8tc6kLYXN1AKdi3tEQhsL6+jlGUrUTT2BWIabUWaEeKoreGLjKSWCNYeoM+djhA5xlFljvXuhXSdgsTGQolRJ02A6XQrQ6ms4DpLJEsHaDI4fDaBkc2czKTkKO56bajrPQyknYHyQpSYLHboZ0YUlVwsJtw5v4O+2LYlxpSckzRR2+uIutHkPU1hivrDFc2XA5zXrC5sYFJIjCKYphhipw4TSFtYdtd2rrFYFBw3ZENbu0NOTqElT4cXVvFitDptOkUkCy2kTThaC/DKCFO99FOY3orN6E21r1Lu4cZDsk2+8hGnwLoLEGcrlFohUkissPXQ/cgB7pdTGRZ6Rck5Cy1EywuI6GfuWObFxqt+r4mvjAYJpzWTemLIY5S4hS0CHEUMzx6G7awdA8eQoqcjc0NVAGdpX1oJU5D0MpJlg3GGNrdZZLcsjnIMCg6UeyNuZ9EtWJcB1jlq9i5dqVxmhJpTSeNUEVGf2MNhSJeaLnUPcnJBwMGQ2eMtfbV3VL3CFvf2AAseRmk18RJ6u6XfMD6eg+0JrPu3lnvDcBEZHlOLs6blGU5uYWlVkpuwWYuvLC80CH3RXS0n4AqRWnIde3f4Ymw1dTfFXJSVZgPKAsN1VJa966bfbaiMXM0sbeNOdRYrp/pTbuBRg33NjWV3efN34hJ/F8fv/MNVyRyfcIlbjmlepS498Z/bzxDDxMPOzLWBjN3MXFEyjzyAspYuSEoeL1Ar0aly9x55YxqmTMtPm/aRFW8XGlXi1qkVCaPsnKlXGwy0i6f3ChXVzyo1yPtuozZwtV/p9BIkftc+uqGVkajrMUkMUorosgQtVIyHaM6i6jWAhK1GKJ8LXjX/nNoLZtZwSBzyu4wm9dKE2mhFRnaBjqxq7meqoJWpNCDdVR/Dbt2mGLtCL1bV+gfXmO4sgFxCwph2BsSty1FrF18zyv/rY4pVMSwcCr6o/2cW9eH3Lw24PD6kKNrPYrC0h1CJ4lAHCPXiWIp9cK5KKrObZFR9DbI1zYYrvXorbpGKLI5JB1m6IV1V3RmX44G0ihmIUl8RoETT/ZyyyCHvj8OWeHK7lrr2Km7lILbV7GQdIk9W9WL1tU5yHow6KGCMEkKJBsikrlQx9CVItZRRDtuIZEmUhYV+QIxTjHiGHrwDoXrDl9sRQSrI+eCjjKnyTC4+LjEiDVI7Iy5aF15ChCXsjHpPi3DSDlYjbLuM1UMXcjLDlEmcZVYrUIr8Z4DsN6jFSmFjlRpeI2qjPiYUVeqwdJHYWuudgI7L8ftPXbHWJTqTgPLrsbMT1XsbWPeML4Tro4x46zHvivdZlKVigyXobVSlnMEGIpbthDtBWkJWsF6lqOAVq5ANK2lgygp3OzT5iwccPmRvU2ncrfaucKHWQ7KcuTIEdCGzsICIq5SmwBJ5B5wnXYLBcRRhFKwtnIUJZbFbhcllixzZUhdz+6EzCtFXV5uUA4bTj/rHDARR1bXyS0krRbKOhGaRSikwGhYXOg4xjdwLtHT9y+7mvD9HrH27DzSLLYTEgq6SwvotkINNigQFhcXIFbovI0d5qyvriKemavIsJ5l0Fni4GlnoPcdwraXUQsH2CQio4C0g5GElZUNVjeHFMoVuln3xy+NDa1WQitW7G+3ONBJWEwNB7ttkv4K8XCN/MjNbFz3L2xcfyu9m48wuG2DbCOjn7uWup2lDmmc0DrQdeVltUGnHSRpM7CwPiy4bXPAjWt9fnC4x/dvOkpvI6OVtBHRHL11g/XYYMwySWJZbHfIo5TVjR5xO0LnOXowwIglH+Ss3HAr/aOr5Js5Rb9g2E5Jj65h04j2oVUOnZ8TJRG626GzeLpPjTLkEruGIBZ6w5zhMGOQFejlRcgNgyN9el2LihMKJQyLjGGhObS0n7S7iE3bqO4isR0iG6vk3IQd9Bn2B6hhRtLpusqBmyto6/UccZuzz7gLRCmZ0mQF3Hrbbc5gx45R5/4a6/f7vgWpM3LWySpI0w5KKYZ5hlIFiCVtL5FHLcCyubaKQljb6IMIC91llAhFWVLXCROVzx6xQ3fesiwDZVBZjpgIGcYonRGZiEQ7UWEsBTlCbJz7P40Ug2FRTlYT0zTYJRsPRh7KRjGTqIHTpoqfBNTYuU+TQ8Q3YdmbUXSbWYrh1mr1Ip9b81HsaWM+VsVtyjIlJhlwWxnwYLSDAQ+fiUjZJxnA4HJgdSEoFEUhGA25MhgT+Zh5jihxuebGs6HIPQipxwlr8XPlK0cpHz4Ij4KgclYKr+wNjHzkhtBhv0Ks3ADa58ab8m9QqYtn46OPnEi5PtiF7+gVm6qvdOj8FWnHeMhz3z2uKHOE3bE2KG1RsZQ9qnUao5MW2uSodgfVWURCtTedMChcpbNebtkc5gyywrFRaylCfrf3ELRi5+5vRa6aWmo0sRSorIdsrCDrKwxX1snWNhmu9ck2MoYbQ2zuOrMVSYFt+Ti+Vr4annHq/tyymTkl/Uov5/DGgN5GxmAzgyJCCkuW58Qty+rGkJVWzGo/52DHdeiy4jIUAMhzisGQvD9guDpguJ5R9AvspiUfFEjqC6osH0bFqdMQxC3aZoGB0SwkEevDgjTXxEaX3pt+ZhnmGZHvH95qOXV7kQuRTtnMLTqOMOkiWgRshLIWFR9F5c57ItYivgmPDdoIxMWmhxuI5ESmhTExqWfo+Eps4R4Kj+xwv2Qi2EKhjKC8x0fjKiDGcQuJc1c6N84RrA+wF87rJc7gKlsQAtkSzGnQlxQFaDdJVthS8Y4ISiAyrrmOdmo3F27QCqtVw5jXURp2akZ8JI4+Da7mxEhfc7Z+Jt3ZYb3XaCvstGjMXsCeNeZSGuZtbpiGO30yCy8NtlSsvLDOgItU/+4PM6y4utlaKYZFz7lGkwQR2BwM0UBvMHDxxk7bFb+Indvd5WNBv78JSpO2UvBqXpSi3W4DcKR/1A3dux6HwyFKhCh3D7AkjgFx3c9EOLB/H4g3eGJ9kZiqOtUgy0GBkhyrHOMRJSwtdsktrKyvoxR0Om0KC/2B6zZ1cP8hFK7SXKQVw3ZCrBWREhKjKPKhK8uZD5EsR/KcIs9pJSlWhLUja5DnSOQbUyQtJG1jYoVeWKK1fADbXkbayxzeGLI+hCO9IauDgrV+jsVNCArrHvJxHBMbTSeJyAZ9bCy0FhfpJgaKjGyjj1k/il1bIV87igxyZJBj+4IdWMhAckFHsLmxiY0LbBv2JacRtVok7Y5rbdor2BhustbPWO3nbG7mRDomAzbXNpE8oxCFLWIGvjLdzYdzliPLaa0l8kLRimM3iYkjMmOQYU4xsAxWBmS9HNXRUEC6nKI3M1avvwWrFUY0EYbWaQlLnS69okc7UnTTmE7LsrzUhc2MvmfGReaU2tpsYIuMLNFosRilyFLDaUttjBYGq0O0KNKFJayCvOc61g17m5ANWYhjyAaknTbK4NqVxhmtRRcyOLjURXTE2mbf29/c9V1Pkkb3qzzPAUW73XLXcGC6KHScMBAnOusV7gotcOlyvWEOUpBGkbtPbYGJYn+zFuxbWnb3xpHbAE3SjkErNjdXEZ+lsbBvP6I1qRZs5FTw1kKUtMizAV5aV5YiHkX4eJJxn4bS3T5m0Gd4Nt1ZMUNq2tyYj2PPGnNgXPg2lZ1vbcSBBhMvPGsN/y682jvz6VrKujWEXG9VuG5Lme/MpEVhlauoFukI0c7IYlyMtSpUo7bchyoFT/zSfj0EJlK7IQIjULrG+JVTE/tqcKK1SxsJ+4rbf41yhTP8z6p4ufYPtpDPq8p4ZKQUhS2c4tgrkEWkrHqnoggVxaCNY4Zao9K2T8kC3V50/bDjFjnGKccLoZ+LjxEXDDJFVgiFtU5tH4RXRhFrx8rL9qaRRvUGMOgh/Q3yjT7ZRp9sY0A+zCmGBfmwABxrUP5h49LjDCpOEZO682yFXpaz3s9Z2RySD3KGvZyst0nW30SKzJfIXSAb5GwOCjZj1+vdXTOUFkFs4bqWZQV5Lyfr5Qw3M7QMKQaFazWq3fVi2intdgu9sIxZ3E9rccG1bY0MLSu0Yl0qsa31vc+9uj1Nc9qxRqOJI81iuyA2ikEOJvaV9WzmaiD0fbe8InfXUzbE9nuo2CK9TSgsKkncNZ6ljqnnLqMjNo6hh8yLMOENhjJ4ffLaw9wJy6rza3C9x40C8d4sa4wTckaaUK5OlHHlict7Ilz/FsS4GHqeg/H3Qz4EI6giQ4sQ0XZtbo3TdoT7O9bl2sZQ3pl1hj5hudLVXle3e4Pu7t2960a2+fZudjt3s49hbxvzOrYQrwWbZ6Vq3znKxuvu9DobL6y4mKWIEzchZAOXd50mKQpYWd9AK8XBg6ehgTwbAIq19Q0irWi1Wq7gSuJih23lBHPra04MdZe73Q2AVf8+eAGXfAW4InOx66JwrMfNaoUkcYK8ft8VQAn54JEXYA3zHNCupro2FFYQBd1ul1ycaEr51lDa748gLn8dXCEcBf3NPpFWFNnQ1ZqPNLbwXeEKRTtpQQRWFdhiCJlTGketDtiCOHWFTDaGGQpD99BpkHYpVEyhE3pe7DYUTY4is8Iws/QyIctzVtfWsVZopTHaGgpt6bTcOCTrkw0L4tgQk0M+QGUDyAv6q2v01vv01/ooq0rXtzEGk2jiVkJnYZGk3SVqd9noD9hkg5WNHKsMA6vIC4VYVwM+Wz+C5H2ksLS6C2jJWV1ZR5mCA60F13YzL8gLjYlitDHkAIUQ6YhIR6hCkSnN5uaAllF0ssxN/MjRnRX2nXWIRDJ6q4cpVIuDS6eh4oKN21ZpRS41UCtFnudkWYExEUprBlnBWr+glUTkyrA2KGhFml5eEGtNlHZQUmD1JlYpWu0OEhlsFDljLQUUGcP1NVSaEUURqpU7r0I8ZDjI3YRAxygd0U4TChFW1jYorBDFsZsoa4PC1WF392GVv33Tv3yfNE0wKHqbPYyrjoNRsG9pkcjEtBa6ZTMiI67ngJiCuOPyzNX+A4BlMBgA2uW8K42YCKOcRiTCpazGys8AEdLIh5dwAjmhylmZRBJLlj7yfhIkRM28QQc//Z5UlGoPQGYQwEkINc5RYu8ac6XH1OajqBPXWQ15Yev/dozcsXPKCmlBx6sKi1Zuucgzc+P/uqJgI6wf5ZmrUwRvN/6KeYcHQgjqb/OA8FXpQFexR6Ww2JJFTfyZF/A4Tq/KTm5Oye4ezEa5h6ASx8oZya5V2iAmQiWgYidaUknLMXWdoNpdiNrYyMXKC1RZqGZYuFBBXnj1upWqnKgO8Xv3akdRycxjpVD5AJVn2MxNJopBTjHMsVlBkVuMBNW3wsQaHWt05NLCSFJUkrrGKjb07XYGqcgL8qHFZgPywSaqyBzbHkaYOEWKFkXhxpn7eLl1Ax47vlIIYt2kcGBdFgFZgVkfolNFtt5juLZB1N+EpIcabpIYRRKpcl87aUQ6yMt9seLHm1lasVP+u053Bb3MlK1KTZRAFLvWncZlFVBk/vKyriUtladKhr4MrK9VrcrMBFBKY7zwS+Pi7aUPyd8vSgfGHjg7DHNBGXEpcYWr9a/EEik3gUMrrFemu8s8d8UPlHZ/62RPBPBaDS8pVzrcly61UxUDROIyldN1fXOpaXV9jFGTDXpA5X4fv18DO28YdJ+1Uuai7zGItdvXZi8Eorkxr2PvGnOqGfHoZ3WMutXdMtMZ+aghr7vbDx46HRG43rfLywcDV5EtilFGseqZuGvX6P4qFOsbG2jlOk4pIE1bKAXd0MfdjzGOYhS2TDfa2HBMPfKxw36/D2LRPjUueKqiyMUnQ45uVgxAafLCCYlM0sJiabXbWIFev08hlO0i2+2228/cqejTxKn0beHK0CaR8cIzJyZKjEIVkCYalcNwcw2VZy5WXuTkuHhh5oV4roKWprt/GdIFl8KXtDHtLnmhwBREaZve+hqbg4xh7oz66voGgyzkJbuKXUY749ZOIrppTBpHrgGI7ROTk0tBv9cnGwywRVEKcbQxIIo4jYnbEfFiRHuxg4oNC8v7iZf2kS3uI5OUKB+yfvg21tZ7rK9vsrGx6SuGaQZ97/3IM/IsI1bKMf0oIo5jUBqjNcNhD50XbK6vs76xTuY7mBljMMbtBwo2B31iLMliTNHPyHtD6G2g2300Bdq6lLV93TabVrNUQL/Q3Hh4HSuWVtJyts4YlDYMs4L+MCda6hIlCbkoLIocg9EJnX37UaZg49abkbygyFz3uEGRgzLsP3jQZVhlA0Qpss11VFLQStoQGTata/rSL3IKC8v7ll31wrUNlyoXRWBhbWPDudv9NWoRlInZGGRo5XoBGOsMn9Vw062HS8YcKVD5kIP7FkEsVmkKccLPzZ6r9dDxMXkYlCElAJSlnbrCP6kJxZMsaSjohPathf2zwU9E6kZXRh4i0+LmYRo7yaDvZcxUNKaw+Io/c3jsWWMuXg0+arwDbO2LWQ25FRoxQHAPoXDji0AutrYuXF4rnrn77RbipvqFcmpaasuHymCTI3H1HZTxf49UjJuIQIlKRq7LYxX2f/TXjl0FZh76pqsyXqiUKo1PKQRuxOtV+VJR7BTugEq9CCp2zFclHWwU+x7YLd8/3TXzyAope00HGL/dKHJ1y2Ot6SbGFYuJXLW32BcvUUNnlFzbTWkIbFSo9pUYTFq9ojTGpDEqTlwGgolwmVFCIdIYi9Laxf1D6eAodp3fjPY6g5HzGZbz7W6VAhNp5xlQVWzWinM5FrnF5oIdZs7ADvvofIgqMmIdl/vbiQ2tWNOKndvYhFroynuOPFPPLb5RivvMiGBMBMTufJjI5XqH2DmAFK6LGTiVu1IwjF3J3ihGrIZCo7RBWdDK9SIfJcyWqsZ/YavjKOKKz2iFU90bcRXgwMk9cB4aZZTLCtERmMKNMWhNQuVHcJ4h679XLlQghf8cCP3qBVffXcSglEYXmS9DrKvmKVST/sAQtnK/j6Ju0BuXwR4Uwbna7NsVjdmDLottsGeN+VYYNeTlv7cygrXvq4dP9XACyLIhuRX279uHFWF9fR2llGPEokiS1HUV62+6QhU6prCqLL9qjHEPSFuglGKz10eJ0Gq1ACGJDWDcrFWJy+UVX0pTXPwYIEpdrDzEzHu9HuANB7jKWVpD5irApWnqPA1WXMzQRFggjWMQGAyHvsWjt8lGu7L0fk6wub6O0YpW4kqRKC+cGg6GjpGnKSpyBWNUFLmUOAWL+w+C9mp6k1Bog9UJcauDitusbPZdGlpmWdnoYeKERDSRzUliaLdSIitk2RCtFKkWIi3ECpY6LRbbCcYOcUEFi/Uss8hd2tXC4iJRFjOMhqweWUUKoZW0iFqGpJMQddroNGEzy9H9Psk+U7qJu90Ful1L2urR6liU1ahiSBLHLsZsYkzSorvQptNtk8QudUyF60i5CYCJE5JWSpzGRGlEa0FhGWJ82CZJF1lIDYIg1roqZv0hRsR3ZdN0TYu+HdJJIuxwBckHnH5wP5vDnLVN5w432nkE4jgmjv1EQxv6gwGRaEzi8rB1FKOjmLjVxkruhGFZRKydkdxcX3d6hyRz109/iE5bdJVBYqEQn+5IhIkgz4YMrZDnQ7ICRPVduMGHKzb7/fKYLiwskOeummEmgCjaaYLRrnFPbBS94ZDCuJKroTRx0mqTqhSKjNMOnY6SgpUjh8EWdMu+8QZtDKIi10NAFAbXMCkbDDDaOPqtcXXiy9LKboIWXPR1kaxRjE18x54ZVNPy+nNnWknYvYBZGq3Mjfk49qwxr990U5eZ8Nm0a2in15YOBlpXRKC+zbKimgrx8lr1KL8D7vtJN72f1ZaMfPrgSrV6QGDJ4fsJbKHcBzwjx40zuBqDYEkppzw2uqrPrsLeTCibq5QGHaEiV1Y21KEXycBEiElcH3UdV1oE7xmxlvKpqLUijhz71IVFiysfG2thIQ2xcmc8IxzTDXnu5YRNa0wUORaeG6J2hBRC1I6IOjFROyFqJUTtFB2noGNEG0SqXPnYOOZtIk2UxNj2gmPoACYmbnWJkog4MaSRIdLalfkMR9F3hDOp217cjlCZIh0UqNxSoIgVRKnBRrZaN5SsUxUZUeLy+luR6wzXSQxDL9+yuaEQIYk0kfGsP+SAC74bns/91RGicOcoSVG5q51PkXtqTzPWX2RgjPN4FDkqKlwDIJu7QjH+ctOMF1cpahPi3N9cjq27hi1BET8s3PtCXPq41pBbnJhNR6CdiFNwfc8xBsn9LFOP1zwvazCE46fdsVQEj5RFWcf0RUeuUYo36uF6NbV7ZrSQ1CTUvxs17LN2Y7szweaWIpur2XeKPWvMt0P9Bhs11DudE2oUoiBNUxIRNnp9BOHggX2u/nRkfBzOJXhFUeTyfPMMtCaKNEpgc9PVPG+lTgW/sLDgbK+IY7rDoJJ3jHvBx9RXjh5xnwdG7t3XwXAp3+K03WqDgiNHV3wFKucE3djYcG5AE3kXcnjeuU5Sxhd1wRuyPBuiFNg8p9CKVpq6PPPBACsF3VaKUsKwP0RZS2FdWEH7o9XPxcf0M6cqbndBx67Up0kolCkbhxSexS0uLtJb2wSEfNgnGxR0WgmpFfoUpLEhNtCOI7pJxELqXM+LnS4dlVOs5WS9Pvlg4PKLF4YMs4Iky1FaEbdcwZ71zXWstbTbS5h2QtRuky7tQ9od8qKgsAXWWvJBH5sNUMqilHWe3CgmjvYjUhDFEXESEceGdmx8/N64bvDWgnFVwHSaEqUp7aVF7GbORr5JNCzI13pQCCoxiBEWDyzSWW4TxRHaGNrtFlGa0B/0KaIhkXItZ5e7HayO2Dy8wUByFtqpS6W0BYlWfvsFSRKTJhGJuOyGVjuhHRuK3qo798oz38igioiN3qYrxesFZZ3UueLXBwOUhaNHbnM6h+4yYhU2UogaIipCrLCwsEhSuAmKtoKJUwaFZXMwRIktw1fDLEcrWFxcJNKKweY6Q4EkSkG5vu2RUYhW9PoDjM3QsWGQ56iiII0TlDYkrQ7KuvMFQOE6y6EgiV2dhWzouvp1OgvcePMt3h2vaJ1+umPk4O8TmWjUw71vpSrgNAtTD3DrV1uHxe6EcF3T5sx8p5gb82OADw03oJXPDwbPFKRsvBD+RlqRW7zhrvKwI6+0rhJTlNeS30HT8sAG65sLhSsY92CUTFx5sfDIakKeOdrvh1LV9xNvQg3KuTSVoRQaoaxnV3HJyMV30gr5+83QuzumkdK0YiHyHcMiiUgjQ6KhHbu4cRq5vtrGpRNU3gul0bHxbNjnSJsh1jOFxKSOJXdaRN02Km27mLmOyl2LtOvZ3kkNi62IYTtCG0EHST8x2miSliFpRyx3YhZaboxlj3WlXZ503CLqule62KIYhO5s4lqbxoZ4ISbuRsTdFNNOULHBHUhAxNW110641Y01/dyw0HK3fi7asWDrKvW1Yu29BNU16VfjBV/G1UzXMcSpiylbQfmJpK9T7IUGdZZuvfvEQ3yBIq2ct0Y5jYPFG0CF70zmr59tDJoNuncBpMpXFxUh2qBU7iq9Ke0ovDfCXuVSHnNw7Fz8tVoycymcM0lpp3YPy5Y1GCJcvklwnevyeASDDpOfHdNi63vVXM2WmnYHDeYUwp415iHVbKfm0gmFJn+nvGDNepez9lZPXK9DOgtLWITu4lLtN+5vSOMKTRyMqjpLBUFZ+CwIy1xfdKmEba20eZX7B8jph06bMmD3wOnUB6I0Z5zZIaTGlOI9Jqfkuc14l6AOsfi0McawX5quK+xRZCiraMfuwYgtygYYiCXdv68cixMxxUiUODd77Gqf69yiWgv0ckucC+vDnERi8qxgKe2SWZeeBrC4bx+x1nRizXIrZjmNWGoZlhLDYqJJhmuYYgnRfQo2KY70aKkhQzNkKANyhoh2RvTggY4zrAuG9nILc3Af0YH9FIsHGHQOIps5gzRjSXdYjnosscBG0uPo2oBhnJfuQR1ppB1x+v4u3X0dlg522b+vzRnLLQ51IpZlE5MMsbJGPjzM5voKm+uazVZOvz8kS3MKbTGxEKeaVpLTjoVOCzrtyIUDui2KhUXs4n5WC4MeFEhrETaHDFsDkkFOb+g8HABJpGknhk5skChCJzGL7ZiuF811Ek2rm6I3BN2JUIM2dmMV6cdIN/biQc90tbPE+xb2o6IY3e6iWl0k7WJjV8Ne4g42bjHILcNC6BcuDW5YOPHbILec2Voks76YjhW6+w64fuL+3jhw2iFS4woARQYS7Zr5JEaVL50PUENQXhCIgv1LXSgKdz2OWgbJEVyBHZRFsh5n7F+qrkfvfpcid4WcwDVICixdV4ZY+fTOukGvY6uw3V50scOMRWO2UbvvRexZY74TTDLgKnxOZcBdDTWvQNeKwkrNQDsWqUSNzSDq3ZeMroxgMOxBGV4vRDEqkBmrGNWgrFsoYuvrCa5Ttk+PCfsPgY/U9sX/uz7xcKx8WqzcM3Cxzf7xLmeq6tZmYiwuHBHcrmEXXJ9pl08NEIvCGrdAZCol94I3VkmoEa+oxqQ1RAkqjom6LazvwW1aSamujdoJUadFun8R3V30ee9x+VAP/a47sWGpFXOwm1BYwWjFepqXrTSjSLPQijjQTTmwkLCYOIMU2Kigfb59C9VZIt2/RtEfIoVLLcy7McWwwCSGqJUQL3VJ9y8Qd9vVmMJ5F4tRxh2fOBwHN97E6DI+bZSrhOc8F8ZPMGv6CQlxaOMnWQkqbVeMW+sm+9ZeuR4l4/HpUDpY3LFR1k9glau1IKJ8oxPnoypFZdQmh/5lJlzeVe8A7ykoKymKZ96Tr7vmSryfQGxlnMO/fT2FhkGH5ncj951Wkw366LiBMp1NZOxxcefHXAB3TJgb8ykYjXEFww2URRfD7NniWosKzrUu4oo9aO2ceKF5Yp3N1hEMXr3rkgnpSCqIkip2Hpars3I32B3MVkeMONQMaFhdjZWPjtfWHjIjfSfKsdY9Dco/RMcnGcHlCYhCQl0tX5XLPYS9ITexK88qzdVonAF1xtAZ9fAsMMoJ0WKt6MTOkLdjZ/QTo7ynwKn2lTGotIVqdTFFQWo0UTvFDn2RFaPRcUTUaaO6S+jF/ZjFfa7Jh6+bb5QTmi0khuVWhN3fJok0C2nkKtV5Y574Bi/nHGhzsJOwvx2zkEQkPjSB0mASV752cR9m2KddWHTiGbc37GFMyVKHZKlLvG8futVBt1wt9JBqGBrcJEaxkET0c0usXctY62siGFVNfFq+s11dD2kFJ/KLEuddiXKUtP1J0Kg8RmzRMO4utc6nsNXc2IgFm4PNMTom1m4MsdSTvDREzsBnXvgWYHQ1cRqd2Lp0UVXWd9C+ba8ybrtCUrnDxUKxjUvb2opt2xylI+9yl4qhay/ehOZ3VOy8nHwy2bM1aR9G7629ANdSeRtjvmeDENMxN+bboG7UR5moRhoK85KV+wfgqFGHyaG/YMDdvx3T0NSN9xRDHn5znEYcmixiKwW7a1cpU12AwYhDTS8QJh2Txql1+XGDzWhdGXJtXL57zc0fFNZehoTRrjIXgFa6nGgZFWqxu3hwYqoa8UbhXK0lM3eFU1TSQuUZ2jqFuI1rxjxpodIWutVxyyUtr/IOMVR3/oInYJBbDiwkGK0aLm2jFe3E9VFf8HnvSRTYJiD+WEQpOmkhrQ6mu0AKrmtbf4j48ekkIu62iRe6zp3d7qLiuHF+tY9Bx7qqCBfGkdVyemOjXQc57Q0lavxcB4+JjkAXqNhVeRNwSu96eoY2ZcOfiRBbep+MgsKHmApw2RDlxjVaVQ957VXjxmvNwmVdv2zDv0WpKrZtIseuS8ObO/HaSHe1LSG2ulbDv30v8vL4jC43A0Yn+nvRkIPLRhhuw7zzOTMfw5415ltdCmGm3yj6Uftd3agbVRkYp29yjGCUqRv8zTrhBq3KPVZGfDTmXGfupSGvuwcnxMrHsJ0hHylxO212HAz66GdhX8rHr6pi+vUJR2PyoXTzORoKe4y8xNeGD3H7sH78MTbB+KjmrD6wtyRyjD3yBi3oD6inuGjjirnECSrxFcIGGhPVmGbadka83UW1OmAmGE2lSI2hE9vSUBql6CUjxjw2LKRR6TGo6yPcheYMpkrd9rSveZ8aXTJzoPIW+Lh0mGS4fH13Npyz2v2NtXOn149RQKyrkrfBUAaUAjMfO1Y6ApMjEqEiW6ZzSeHd7dp5O9wkSTeMXPVymQtaBZ2IE6+ZMAEO8SuAglrq3nioKQhGG0WcghdHGzfOMuVRqmvLRL72gf9skkGvs3OoLee9Stb6A1xzy6stJjHhmJa1KSZ/b7eYON9ZYZEy9DMN23jh9yT2rDGHpl2dVKRh0mdNQxFWVNVQlnoaiqqMeKjhPHEcEw1hxVbCWEZd6zMb8tH9qLvVRz6btoppY65D18ZabrZBlUbCAuGBGP7qUQPu2luKjsqH86Rd06qKsWqrmuxNV0LCqCYodHHaonL5KoXSbtJAFLtKdDgWLN5trHxMXbe9wfQq9qDgDp4IoyGJFJ1YkxXGd2wbd/+nkSkNeSvSZXGgcsd8XnQwzqrVRdsCZQw66iO28G7sKjygUrcsJh4Lm4RKfMoKrSjEoTXGNq/pWOvSfV2/JsGHXXTkj5V3XyvXmERFMZL75QMb9+OblNNdN+pGGQrl0hONcqmcVgFaGga9XhgsuNoneg/KS873RA91DOrsPHwGI/H+GZj0LOxcnL/OfR/6HWyzWv93j9nvBlx4ZJtl7pihnFLY08Y8YJLRnqb/qheECLDeUIv/YcnCqRn3bQRlFTtX4+w2GHE7xYhvZX23M+Qj7vX6PkHTFk8SAtYfovUt1ScepcHcCvXxBCFeMORKlTXS/eOxsf3gZg1ejDCSuqiwNOThpRgflzaoOEblMfhc/PpDXtWZeWC/tVgwUBqjip1X8ejYVPuhtcv7DmlyoTVpEMAFN3tobKLbXbAWG8qPRokrdAPOm5C0XIvYVheVtktDG47j2Pi8J2P0sRia0ZTX3aTLNkw0ahMOEee2dq7rmqs9sPJR+OtZ+di5ikxVRCmUQPaTtJANgmbMaE8dI8GQ+xh8fbzlSxr3g5NwuIndTDNa8BNBP1GxlolqvNpYkXGvYPmsqK/Wj3+758adEbnI3M1+DNiTxrxutMZU4RPundGiDXXmDZXrr6HtKnNX1ZYu/dF1Nlht2LbdoTt96kYmG/JJ7V6nYWqsvPxeTTbkU13/euy91B+4NYy79gHx7lXP4GTke6MrEWH9pZWq1PW1HHOC+tobcMmyKo/eVKxdxU70JqaKl4eqfso3lCkiRWqdWtwo1+c8uNkrUZ4uVewufa9+sAOTTJzxTlrOgGvjqq/5mHnJzH08X0W+Gp2OSqV1OHdusui0Bk5j0DToIRYdG894qcXxGXEzl6laufMQiCW0MC0Zpm5ea9XJrF3P3tUe0vBdvNwZdsFbdQQR17e9cYhqEzdVmwSHsFf4t2gXNw9svBE7t04AKfVh2pHJ56QJSbkvMkalA/MfXSxgK1u0l9PSIDDzrR9Edqan6t7CnjTmMO7GGiOwoxfTBGY52p6w3hRBq6aRLFdT2fgJ6xPc1N2CzMDAJ7HdhutcjX0+iyGfpQRluVr/tz4JmRQnD+PdUqzXMOSq+mwCm6lv32i8K1bGjm9pyOusXDunZ1MSr0tjjtalm73uHlYhph4MZpk+Nx4zN1owtiY0U6phzIPrPzXGsXJVxctVtUHPzI0TmVlXl1y0QfIY5ePSZay/jJUnTnFeqx8+esyCJ6Owzq1eT0+LzRas3I+LmmHEp3cFdh6OVZ2dQ+3aq4WJpOZq18qUEzCLICFGXrraBSVNz1gIs0xDg+3WXO3lsfX54cpPSsSPqzyn1m5tyI8D9clp+FfZN6Y2GdlryAWG2zjy5tVcx7FnjTmMs2AYMeLTRFvTMLJM/V4s1c7lB1PWOYl570StHmLQjYFsbcibjOH4DPnYeAPzPYaSTaMd2wI0jsGJ4AWHTgSnazn84SHvjL1qsHNVjqvpZhcf98UWVUEhW4s5RwkhFx0Tw4iLPRyTUkWvQUSXd1ksVX91pyx3wrzgXq9nAtTDDmVsOojycK51Kd3sLjdeJS2IUpdjHjIBvNEdPZ+VzgCyoumhqsehRw269e5/lHas26qaYR+NQ9f2ZfQ41Qx5cLVro6tzphSi3QateAPvNWaoJnsN4ZRRWLwQVRyrVyF0U05CNIhztwvVZLz0KkjTkI9qEKqd2d7qTrqOw/Gc9O+9DNc5ci6A2yn2tDGHKYZ8khHfqijLLNthi4pGE1n/FOM3yViHr6Z83lzxZEM+rVPc1NX4vxPDAjDRvb4dK6/+rRrvt1LVK6r0NBn1rlAz5Drk7vt48Igbtc7aAisXcKlWUCmzo8S7saOmYI9qAlG68zW4ujXOoBcWrK7EebFxY4v8GOtZC6XPN0wYotgZvqTlPsuHlfnyzJwoRYwveevHFwy6tZWx0D4UENzSsWmKBusavDoaxqbOcBvG0ceht7hOmyu1oKsJn1EGq0Gsc7tbf+4KK87A41j7JNY6iaGHeghWBKWDQZeRsTtVeuly95h6HzR0HcdxL263nT2KuQDu2LDnjXnAqCHf0sU9C2M/BiY68+9GH5RbPThGWTknzpCX7+uGfJLgbYK7fbvxbjuGMl4exM7N6lrBKDXK5EKDbY6lyIVJhDagrYuL113FQcwVGG8tv7waV+WiNgqcl10AjdGOIYbxu2I3zXh+wyAFg+Hd2BinmlYRTdevNiUTF99dLnzmmGg9iu1/gqLwE6ECaTJzKoM+iZ03vAa1SVCDnYdlR69Va3G1e2l6nvx1o7QpJ0TWhyuCml2s65CnR2dtbE+OheDJGfEgaI0QjHhtcjbtGt3q+pzkjt/C4NdRnyiJyMRskb2CuQDu2LBnjXmDgcxiyEe/a3y/A2NVx6jIZupgtzHW/oE5SXQDTff6NEM+emvU75VpMcm6AZjY2Wm7NLpp4yxXOnm/lVcbh+p7VTnduqGs3NbBSAbmO1Y5r7RcGrG+P3UUg9VOmQ2l0Kw0sKYWjw7M3I8pFGgJKnZRCmW8gKtkx5Tx4Uo4N4lu1hhwELMpjdLN8EBZ9tYbcjFRydBDsZ1RAaFWbowTNzvFde3WoWoTn8rVXr4XqWLP0wxZzYBL469j4Fb5NqZShVRMmJSoyVkVpVejHCsIUtV+UNTOmdTGDN6nX5V3nTzq8vg3tB3hfe37aRCqVNVJ9mhSNbi9hrkA7tiwZ435tpjAyBuMc5JxqhnnSeKvHSM8FHygtVEdrZ6fPc2tOeUBs5Uhn/SAacQn/WeT9AbT1OuzGPJZUW4fxuvh10Mmqor5BlFZcLEjE0IegVlq493ruSdqprlMrSJdQ6g3MkZNEG8BCIWE/t3enU2zXG9ISasb9Io9Vqlfzvvuc99D6lIt57tysUelsbJTDIc7To7phodjnZVPQ1lRrfGZrqnFvdua6txPdTuLbbjalc1dKp5yRtxol85X/vUemGNRewdXO3V2HoRvpTehNvap+z9lX0ZZ+MiBnBQummaSwqQpFEbaS7DM4GbfW4dkJuxpYz5J7NZk3hVjr4zUiGGaNfd7p4ZM6croBMM5uirNdBYQGPiIe32aIT+em2OM6ZYb3MLVvgNULWWbjJwgfANGuVTJfFXVpKZ0GQefa2MnRpiljsYmZIEBl6Vm6w/v2jkqC/5op8gObm5RrlFIuUmq7ni68dvmuBqTDHDCseCqrseu/UQDUy+D6xr+uFjzdOY3ysJLr9WUcxKOR6UOr7tyNPgmNVMZa8nGdfnevVSDnYd/u5DAeEilFKttMc7AhMP1Xx9zKXwzEVLkYwZ9IurnvAyF1O+z6roIIs6tiOZWNdr3IgoRsm2ORT4/VmPYs8Z8ywlvnVlOM+STcr+nuevry2w7sNrDjfAwDA8Kv15qD0mxzd9NWeeoIZ9mxOsPlO3idqNfN1j5pGNQbmSGMYflRkpiBtcwBCNeudVHx6WpudaVmv7Ar8V+G8yyHjsNLLwmKpskgiqb5XgXsfGVdtSEB3rpNVDjx3qsOllQXYdJRm1cEzvM+Txz1/M9lMF1P9mqiUVDEDrlgFWx51qsnKKaWIj1P54cex4NBzVd7e43Spsy7zzMvcKxrIdUJukk6giKdrcsKJrsvIyT++MslsqgKzM+6asfnLohHwm5uGXGr++tXOxzOMyiZp8fv3HsWWM+CVvmRdcfoHaCO3nasuH9tG0wwW1Xi3Er//tRo67CareIp0v5sB035KOCm4m/rwlxphWymMrKmeStmBB6GH2ojxwLJYJQidcKqRhs2a3Ou9j9o9n9rqEODy9VdW8rN9AUcaGjhnu4MgU1xlWvrFY//n7yEeL0Zck87cr91js9hePaKGqjRyYcZVw6qty+obNcPaE+GJXQZc4r2i0KoVnP3o6sHu+pb6TcTzXirqJa8wRVcfPGhEjjvVZbx8wDG3fCON+9zivKtTK+hoBMPJaWZkXG+iRu0rg1FTsPue/K5s04ufIpc+EeL2+02v6G9U4w5PXwS3n/SXMCXf6eOSufhJnc7HfISE4t7EljLlIzQnX2Bdu7i7cy5BPc8KVR2ELspsKl6Q3DpOu4dCRsJa6px3EnsgKZ+gCZVqZ1VmXtKCvf1pCXg94i5h/WXfOiKKXKbnXh+V52cqO2THiwT2C90zZSxk11VBUzKb8P7K3mXq+5UqevVmFqDXdG9yt4D6ZBlC6FZGKippFhxKDUcstDrLzuYt+KzexEPO1i1iN6geBqr7PzGRDY+Cg7V2LRSnvPi5+EqZCKWBM+zjj2uicqpDOWE7gwDayfR43bknXHfmLsfwtDPouCfRqak1ImPxDuxMgtDLfZ6bmafRzHfsXdwfiXf/kXnvWsZ3HeeefRbrc5//zzeeUrX8lwODz+lW/jGtsSUwy5Cp9b/xLZ/mUrRjC2zp3sQ+2zwESmGfLQWWoUW90rk2rZT8RWjHyr30xg+3qCmzyQXwjuatUw5Gpk2YkYYVcNQx2EZMFA1g15XQRXX92IW78soRq+q730yHLBezA2vsaYdFlC1qnXqzHWG9NYX1C4fn6dor1pG6ZmKowcsWnXw7Rc62qSsdVMZcIkusHYbVlKtnzhj13tuNa3vtXdO1oDXWrsORy3xrkP+xCOuYnK91Nd6yPHJRQ1CueiDHlsMc69jtA1bcvX/AiO4ZRh5t/85jex1vJnf/Zn3POe9+SrX/0ql156KRsbG7z2ta/d+QqPQ5A1kYHWvmuw8ZE4+tbQ1e/09FSzBsbidJXbdStD3nCzT1otlXfzhOW9jj68w7insPJJ+1+mo3l2Xjfoo+OvapH7z+osJzDx+rZ9nDd4QOrntlE9LxgBPf1hXo5VamMecaWqmqHa6vg28rYDTH08kxvTjBrxsfVO+Gw7lXjdELqYflFuv5G/3fBqqMkbg8pwK1PmoE9i50YrbOGuwyoV0R3XuldmGsoWxSJYVIOdlyGMempaXSsx6d6tXw9s7xXbCmMpg6Pfn4h77xSCFbYqsVUuM0cTp4wxf8xjHsNjHvOY8v097nEPvvWtb3HVVVcdmzGfABl5gE/CVEHXKIueYMinrVsmGbVQE3orsdhWpSbrsb36tmqG/HjuB6WYWiRmplz88Nl2Dz5xptsZhPr2mwa9tNE73hF3jEdTk4BKANcw9oyx+fKzGuqK+8b72vf18dY75ZVZFkrTSKMbPVZ1Q1Krwx7Yt4wIHZ2rffuzvm1q2oQxuLh583MJX4+GmEJv8Pr+eC1DvVZ7KOmnVZWO5kIGzqAXNI9rMIqN9D5xCnjjx10adapUNUXToNN4P+0gjYRYaoZ8VKsyqlEpD8MMN6DyKvy9hFyE4XZq9jtoLKcSThljPgkrKyscOHBg6veDwYDBYFC+X11dBaY8rGaM85UP/Um5ykww2NsY8vDd6INtLB45YRwTvw8PE7+a8PAeVdHWH/KjCA/NOjufCXX3+LF4PrYx7vWHer34SjDozWWns90GIw9/60rmuuhJjeSZTzTkNSM/YRz1sdZR9x6Un43GSGvegtEiLFXdgaqYTZ2Vl6+JR2FrwjwLGip2oBE3Hz3/k86FVPHocl/qFeL8Mq4jG2XsvF7sRka0EzON27NzE/ZfTTfoMH5thX0v9zns3wRD3qiuOFexb4tb//GrrKO5B90tl7uOPmtf++c7aFSnBk6ZmPkorrnmGt7whjfwnOc8Z+oyV155JcvLy+Xrrne9a/ldJWhRjZnvxMpOkwzMcYpcZsbEbTddrNW/VeNhMi1WNxpLHcWJYO5uBTMY9mMMd9SNYHBVj/47vJ+IMffoSDy6Hj9VtdKtk0RP0JhcNSrjjcTw6696GECN/G4SpDTY421i68rpwMpnRf3YbYX6mRpb/RSvgVvxFvfJaKw8/NyHspx+RBqxcwiemWqOsG14oHb9169vG3QEo/d7uL9HjvmkY994VsyAWc7MXi3n+oFvfJFvscFRsqnLrJHzdda4+kt/fweO7OTHrhvzl770pQ3x0qTXN7/5zcZvrrvuOh7zmMfwlKc8hUsvvXTqui+//HJWVlbK1w9+8IPmAls9gEYxxag3buxJN/SxGHyf8jRxXeXTqzLiUn/4wJh7b1R004yljr9uVwRB4CjqHoxRTYJ/oCs1LoSrP/TqD/QG2w2bGDNAIw/wSaInpZvCp9FzPeW6GI3lN0RcM8TJx1c45bpqGJ1mffrS1S7bG/dJxnCagWw2XBmdCKsGa51o4EaN+5gRH3+pmhFvTIRqQ5hpEhc22TDuUwy6No3jOyZ4K9WMemSf1USv2DHheLQ9pyDuda978SN0+RxHpi7zjxzhHnS44IIL7riBnQLYdTf7b/3Wb/Frv/ZrWy5zj3vco/z39ddfzyMe8Qge9KAH8eY3v3nL36VpSpqmWy5T3mPehVfG+oBG/CzcVKOFJabdo1o34uZbxePHXHZ1jE4SRozIaLWpwM5CCc9JhryRkhaG2zgmzg15LCUz3QomxMyhacRPQJ/o0dS0mYY2xaU6ddJlap9PPAfNgzRpGJPGV/cqBFZe6hDGV+BDL6MGvWlIwk+38rpshx0Rwtp11yjvGo5N/dyH+2EryIR4iWfniC6NuKjx/au73LdCI2Wdyt0eNt9wuZdhjSnjHvXKqKr3QTn8kW3vBGos5rI38LEbr+GuZ57FDfQ5i1bju1sY8C/0+Ofv/+suje7kxa4b80OHDnHo0KGZlr3uuut4xCMewYUXXshb3vIW9HEagzrKG3mKQW+6DX24L+T/0nwGlQ+C8gGmy88noj7Th4qVjzHAKSrqEXbGqPGu/zuwhZEhTDLqJzPGQ8uVwRyrpsa4jWiurGKTLmY+YojK5UZd8+NxUkbipPXxjaIuemsOeEKWxIQxN34yIhCEGQVWE+LmW9VnD+ss66MrTak9DpXqyjLE1XU/2ht8S9RV7SPhi0llfev55lvN6aZlZQR2HsIc9QkfTL92RnUr9SZGk4rETMPoZG+vutgDzjjjDO7PEp/lCE/iTIIvThA+yxHuy2IjZDqHw64b81lx3XXX8fCHP5xzzz2X1772tdxyyy3ld2eeeeYxrTOIhQI0qnxIjrK3RsqKb8IhhNKaqipD6d2CUgqo6qlqU25SXTMSMO7KrXfrqrfgrH/nU5JGWXnAcbn6doq6Maz/e7vub7OsWtGozV0XmM3yEJwseMLNYkTGFezTxjnjA7c+vtHPq39PMDBbeHImDktcpbz6+gXKNKyQ0hVc8Uq5OvEyYaajFA2PwbQzE9zSauR6VcrO1ht8izBF9UOvavfpa2Gok9L+Jhn0WU5TxdalOZHx10I50ZuUqhiWO06MXrvH7BW7k+AT69dx+sIy/8wm53sx3PfpcZiMrx+9aZdHd3LilDHmH/nIR7jmmmu45pprOOeccxrfHYuRElWJhQIKkbJfhFbKPTy0aaRgiVgwcRnTHU1La5SCBPcwcF9MH8yIGrpSKU+L0Y4zQhHKiUl9S+GhF1pxBjQrnvvNj/xu1BUcjsvoA7KR1qVMObEp1ztjlkD9GIxvxGeX++3Xa3OHVKMt10/FmLUzb7jmJdX5rcZqdh6r9ONzZLVZPrd040756aRxqfrEAhrX0/h23V+tNFppjFa4dqtBAOmYX+FbsLp/TyggVFttME/17nPhMxGhwF1YJnSV0wZshNK5vwdyxMZb1uufmtalawa+ZijDeRfvHm9UAqzn8U8whJOu5XJfR0Id9WM77dhPzEMPRl9plK5YuvJlZA3NY25GJnoNT5Mf14mYKJyK6Ha7/Mmf/xkv/vXncnc6KOBzHOVCnJh5jnEo2UNFgVdXV1leXubGm25iaWkJkcl9c8dv9h30Poem4Z5mFBozezX2+bQ4XN1I7ASj7G/UVk6M1c6AY82BHdveDo1/cwzNB/+0nu0wblAnpd7VJy5A89xPO+/Tjt+0iVptEhbGOEt8ta6Mr4+vfl3O1HJ2NGQADc+OMMHYbzcmpcYM41gtAutc8BPbCU8YX2OcdQ9VfRI7krURxrrdFV1n+VPHDs7DUD/P26Sb7iRtbfQ4149xbBSxn4Svrq5y5hlnsLKywtLS0jZ7dudAURQcitrcmwUiFF9mlVsGGyRJsttDOylxyjDz2wtm5IENEwz2qHBnq4cPgJrshhs1MjCDUZbqB3WDbGoWaFIrV/d5fYIxZfVjoqrmWMvlxuKxMvkLxicOMOX4ThjzxDFthynLh23Wm3GMwuxgLiLeW+PeTNjmTiYhYl1Ktn+rYcI1NOs5qH9aZ7X+kykTufGJKWixlddmLFe8/u9qrFI3WjSvc9cwIxgyN7ytSwU3N9WYSNcnAta3KxVx451h4jIp3XTUsBYCub/fqxQ2Q/BlKf9/O5rAiIDN0CPpd2PhnJEJlhBz6qhYTjyMMfzlB97Hkx/7eAyKv3jPO+eGfAvsKWa+srLCvn37+M4117C4uLjbw5ljjjnmmAlra2v80D3vydGjR/eUm1lEuKvukCPcYHt7Xhy4FfYUM19bWwPgh+55z10eyRxzzDHHzrG2tranjLlSimult9vDOCWwp5i5tZbrr7+excXFxgxvdXWVu971rvzgBz84ZeNRp/o+nOrjh1N/H+bj331M2wcRYW1tjbPPPvuEpuTOcefBnmLmWusxJXwdS0tLp+xDIOBU34dTffxw6u/DfPy7j0n7sJcY+Rw7x3yKN8ccc8wxxxynOObGfI455phjjjlOccyNOa6G+ytf+cpt67ifzDjV9+FUHz+c+vswH//u486wD3PsDvaUAG6OOeaYY4457oyYM/M55phjjjnmOMUxN+ZzzDHHHHPMcYpjbsznmGOOOeaY4xTH3JjPMcccc8wxxymOuTGfgCc84Qnc7W53o9VqcdZZZ/Erv/IrXH/99bs9rJnwL//yLzzrWc/ivPPOo91uc/755/PKV76S4XC420ObGb//+7/Pgx70IDqdDvv27dvt4cyEN77xjdz97nen1Wrxkz/5k/zjP/7jbg9pZnzqU5/i8Y9/PGeffTZKKd73vvft9pB2hCuvvJKLLrqIxcVFTj/9dJ70pCfxrW99a7eHtSNcddVV/NiP/VhZLOanf/qn+Zu/+ZvdHtYcpxDmxnwCHvGIR/Dud7+bb33rW/z3//7f+e53v8sv/MIv7PawZsI3v/lNrLX82Z/9GV/72td43etex5ve9Cb+7//7/97toc2M4XDIU57yFJ73vOft9lBmwrve9S5e/OIX88pXvpJ/+qd/4v73vz+PfvSjufnmm3d7aDNhY2OD+9///rzxjW/c7aEcEz75yU9y2WWX8dnPfpaPfOQjZFnGox71KDY2NnZ7aDPjnHPO4T/+x//IF7/4Rb7whS/wMz/zMzzxiU/ka1/72m4PbY5TBTLHtrj66qtFKSXD4XC3h3JM+MM//EM577zzdnsYO8Zb3vIWWV5e3u1hbIsHPvCBctlll5Xvi6KQs88+W6688spdHNWxAZD3vve9uz2M48LNN98sgHzyk5/c7aEcF/bv3y9//ud/vtvDmOMUwZyZb4PDhw/z9re/nQc96EHEcbzbwzkmrKyscODAgd0exp0Sw+GQL37xi1x88cXlZ1prLr74Yv7hH/5hF0e2d7GysgJwyl7zRVHwzne+k42NDX76p396t4czxymCuTGfgn/37/4d3W6XgwcP8v3vf5+rr756t4d0TLjmmmt4wxvewHOe85zdHsqdErfeeitFUXDGGWc0Pj/jjDO48cYbd2lUexfWWl70ohfx4Ac/mPve9767PZwd4Stf+QoLCwukacpzn/tc3vve9/KjP/qjuz2sOU4R7Blj/tKXvhSl1Javb37zm+XyL3nJS/jSl77Ehz/8YYwx/Oqv/iqyi8Xydjp+gOuuu47HPOYxPOUpT+HSSy/dpZE7HMv455hjp7jsssv46le/yjvf+c7dHsqO8SM/8iN8+ctf5nOf+xzPe97zuOSSS/j617++28Oa4xTBninnesstt3Dbbbdtucw97nEPkiQZ+/zaa6/lrne9K3//93+/a26vnY7/+uuv5+EPfzg/9VM/xVvf+tZd74F8LMf/rW99Ky960Ys4evTo7Ty6Y8dwOKTT6fDXf/3XPOlJTyo/v+SSSzh69Ogp59FRSvHe9763sS+nCl7wghdw9dVX86lPfYrzzjtvt4dz3Lj44os5//zz+bM/+7PdHsocpwD2TD/zQ4cOcejQoWP6rbUWgMFgcCKHtCPsZPzXXXcdj3jEI7jwwgt5y1vesuuGHI7v+J/MSJKECy+8kL/9278tDaC1lr/927/lBS94we4Obo9ARHjhC1/Ie9/7Xj7xiU/cKQw5uOtoN585c5xa2DPGfFZ87nOf4/Of/zwPechD2L9/P9/97nf53d/9Xc4///xTQoxy3XXX8fCHP5xzzz2X1772tdxyyy3ld2eeeeYujmx2fP/73+fw4cN8//vfpygKvvzlLwNwz3vek4WFhd0d3AS8+MUv5pJLLuEBD3gAD3zgA3n961/PxsYGz3jGM3Z7aDNhfX2da665pnz/ve99jy9/+cscOHCAu93tbrs4stlw2WWX8Y53vIOrr76axcXFUquwvLxMu93e5dHNhssvv5yf/dmf5W53uxtra2u84x3v4BOf+AQf+tCHdntoc5wq2F0x/cmH/+//+//kEY94hBw4cEDSNJW73/3u8tznPleuvfba3R7aTHjLW94iwMTXqYJLLrlk4vg//vGP32Fj+PjHP76jbb7hDW+Qu93tbpIkiTzwgQ+Uz372s7fvAE8gwr6Ovi655JLdHtpMmHa9v+Utb9ntoc2MZz7zmXLuuedKkiRy6NAheeQjHykf/vCHd3tYc5xCOHWe8HPMcTvgjW9848SH/k6N+W7g7W9/u7zuda/b7WGIiMut/4M/+AO5+93vLmmayv3udz95xzveMfPvjxw5Ipdeeqmcdtpp0ul05OEPf7h88YtfnLjs1VdfLT/+4z8uaZrKXe96V3nFK14hWZadqF2ZY45TEntGADfHHJNw3/vel9NOO41PfOITjc+ttQyHQ5IkOSk0B5PwuMc9jq9+9av8y7/8y24Phcsvv5z/+B//I5deeikXXXQRV199NR/4wAf4q7/6K5761Kdu+VtrLQ996EP53//7f/OSl7yE0047jT/90z/lBz/4AV/84hf5oR/6oXLZv/mbv+Gxj30sD3/4w3na057GV77yFd74xjfy7Gc/m6uuuur23s055jh5sduziTl2H+vr67s9hF3Dfe5zH3nYwx6228M4Jjz2sY+Vc889d7eHIddee63EcdyogmetlYc+9KFyzjnnSJ7nW/7+Xe96lwDynve8p/zs5ptvln379snTnva0xrI/+qM/Kve///0bTPxlL3uZKKXkG9/4xgnaoznmOPUwN+Z3Mlx77bXyzGc+U8466yxJkqSM+Q8GAxGpYuqf+MQn5HnPe54cOnRI9u3bV/7+jW98o/zoj/6oJEkiZ511ljz/+c+XI0eONLbx7W9/W5785CfLGWecIWmayl3uchf5pV/6JTl69Gi5zIc//GF58IMfLMvLy9LtduWHf/iH5fLLL992/LP8rt/vyyte8Qo5//zzJUkSOeecc+QlL3mJ9Pv9sfW97W1vk4suukja7bbs27dPHvrQh8qHPvQhERE599xzx+KswbBPc7O/+93vlp/4iZ+QVqslBw8elKc//eljeopLLrlEut2uXHvttfLEJz5Rut2unHbaafJbv/Vb2xo2EZH3ve998m/+zb8pz+E97nEPueKKKxq/fdjDHjY29q0M+zQdAiCvfOUrtx3TVnjjG98ogHzta19rfP6Od7xDAPn0pz+95e+f8pSnyBlnnCFFUTQ+f/azny2dTqc8r1/72tcEkDe+8Y2N5a677joB5D/8h/9wXPsxxxynMuZq9jsRrr/+eh74wAdy9OhRnv3sZ3Ove92L6667jr/+679mc3OzkcP9/Oc/n0OHDvGKV7yibEjx7//9v+dVr3oVF198Mc973vP41re+xVVXXcXnP/95PvOZzxDHMcPhkEc/+tEMBgNe+MIXcuaZZ3Ldddfx/ve/n6NHj7K8vMzXvvY1Hve4x/FjP/ZjXHHFFaRpyjXXXMNnPvOZLcc/y++stTzhCU/g7/7u73j2s5/Nve99b77yla/wute9jm9/+9uNjl+vetWr+Pf//t/zoAc9iCuuuIIkSfjc5z7Hxz72MR71qEfx+te/nhe+8IUsLCzwspe9DGCsklsdb33rW3nGM57BRRddxJVXXslNN93Ef/pP/4nPfOYzfOlLX2p0eCuKgkc/+tH85E/+JK997Wv56Ec/yh/90R9x/vnnb9tA5q1vfSsLCwu8+MUvZmFhgY997GO84hWvYHV1lde85jUAvOxlL2NlZYVrr72W173udQBbKv2f85znNErOAnzwgx/k7W9/O6effnr52a233rrl2AIWFxdJ0xSAL33pS3S7Xe5973s3lnngAx9Yfv+Qhzxk6rq+9KUv8RM/8RNj4YwHPvCBvPnNb+bb3/4297vf/fjSl74EwAMe8IDGcmeffTbnnHNO+f0cc+xJ7PZsYo4Th1/91V8VrbV8/vOfH/vOWisiFTN/yEMe0mB6N998syRJIo961KMaDOk//+f/LID81//6X0VE5Etf+tKYS3QUr3vd6wSQW265ZUfjn+V3b3vb20RrPcb23vSmNwkgn/nMZ0RE5Dvf+Y5oreXnfu7nxhhfOBYi093so8x8OBzK6aefLve9732l1+uVy73//e8XQF7xileUnwUWfMUVVzTW+eM//uNy4YUXbn0QRGRzc3Pss+c85zkNlipyfG7273znO7K8vCz/5//5fzauA6aw99FXXTT42Mc+Vu5xj3uMbWNjY0MAeelLX7rlWLrdrjzzmc8c+/wDH/iAAPLBD35QRERe85rXCCDf//73x5a96KKL5Kd+6qdm3f055rjT4eRU9syxY1hred/73sfjH//4MeYCrrJXHZdeeinGmPL9Rz/6UYbDIS960YsaDOnSSy9laWmJD3zgA4DL3QX40Ic+xObm5sSxBIZ69dVXlwV3ZsEsv3vPe97Dve99b+51r3tx6623lq+f+ZmfAeDjH/84AO973/uw1vKKV7xijPGNHotZ8IUvfIGbb76Z5z//+bRarfLzxz72sdzrXvcqj08dz33ucxvvH/rQh/LP//zP226rnhu9trbGrbfeykMf+lA2NzdPSMnbjY0Nfu7nfo79+/fzV3/1V43r4CMf+chMr0c/+tHlb3q9XsnS6wjHqdfrbTmeWX8f/k5bdrvtzDHHnRlzN/udBLfccgurq6szN5cYrZL1r//6r4CrD11HkiTc4x73KL8/77zzePGLX8wf//Ef8/a3v52HPvShPOEJT+CXf/mXS0P/S7/0S/z5n/85v/7rv85LX/pSHvnIR/LkJz+ZX/iFX9hSGT7L777zne/wjW98Y2o1udBD/Lvf/S5a6xPWqGLa8QG4173uxd/93d81Pmu1WmNj3L9/P0eOHNl2W1/72td4+ctfzsc+9jFWV1cb34WOYMeDSy+9lO9+97v8/d//PQcPHmx8N+qKnwXtdntipbJ+v19+fyJ+H/5OW/ZUKRAzxxy3B+bGfI/ieB58f/RHf8Sv/dqvcfXVV/PhD3+Y3/iN3+DKK6/ks5/9LOeccw7tdptPfepTfPzjH+cDH/gAH/zgB3nXu97Fz/zMz5SNa6aNabvfWWu53/3uxx//8R9PXMdd73rXY96vE4lp+7gdjh49ysMe9jCWlpa44oorOP/882m1WvzTP/0T/+7f/bsdeTom4T/9p//EX/3VX/GXf/mXXHDBBWPfz9rprV5d7ayzzuLjH/84ItLwetxwww2Ai2lvhbPOOqtcto7R35911lnl56Pn+YYbbihj9HPMsRcxd7PfSXDo0CGWlpb46le/eky/P/fccwH41re+1fh8OBzyve99r/w+4H73ux8vf/nL+dSnPsWnP/1prrvuOt70pjeV32uteeQjH8kf//Ef8/Wvf53f//3f52Mf+1jpBp+G7X53/vnnc/jwYR75yEdy8cUXj70Ccz7//POx1m7bdWpWl/u04xM+Gz0+x4pPfOIT3Hbbbbz1rW/l3/7bf8vjHvc4Lr74Yvbv3z+27E7DBZ/+9Kf57d/+bV70ohfx9Kc/feIyZ5111kyvd73rXeVvLrjgAjY3N/nGN77RWNfnPve58vutcMEFF/BP//RPYxOVz33uc3Q6HX74h3+4sZ4vfOELjeWuv/56rr322m23M8ccd2bMjfmdBFprnvSkJ/H//r//79jDDti2fevFF19MkiT8yZ/8SWPZ//Jf/gsrKys89rGPBWB1dZU8zxu/vd/97ofWunR/Hj58eGz94UG7VeOIWX73i7/4i1x33XX8P//P/zO2bK/XK5X5T3rSk9Bac8UVV4wZifr+dbvdmbqyPeABD+D000/nTW96U2Mf/uZv/oZvfOMb5fE5XgRGXx/jcDjkT//0T8eW7Xa7M7vdb7jhBn7xF3+RhzzkIaUifhKOJWb+xCc+kTiOG2MUEd70pjdxl7vchQc96EGNcXzzm98ky7Lys1/4hV/gpptu4n/8j/9Rfnbrrbfynve8h8c//vFljPw+97kP97rXvXjzm99MURTlsldddRVKKX7hF35hpmMxxxx3Rszd7HcivPrVr+bDH/4wD3vYw8q0rRtuuIH3vOc9/N3f/V0jdWoUhw4d4vLLL+dVr3oVj3nMY3jCE57At771Lf70T/+Uiy66iF/+5V8G4GMf+xgveMELeMpTnsIP//APk+c5b3vb2zDG8PM///MAXHHFFXzqU5/isY99LOeeey4333wzf/qnf8o555yzZYrSLL/7lV/5Fd797nfz3Oc+l49//OM8+MEPpigKvvnNb/Lud7+bD33oQzzgAQ/gnve8Jy972cv4D//hP/DQhz6UJz/5yaRpyuc//3nOPvtsrrzySgAuvPBCrrrqKn7v936Pe97znpx++umlmK6OOI75gz/4A57xjGfwsIc9jKc97Wllatrd7353fvM3f/NYT1sDD3rQg9i/fz+XXHIJv/Ebv4FSire97W0TJ2MXXngh73rXu3jxi1/MRRddxMLCAo9//OMnrvc3fuM3uOWWW/id3/mdsV7fP/ZjP8aP/diPAccWMz/nnHN40YtexGte8xqyLOOiiy7ife97H5/+9Kd5+9vf3gg5XH755fzFX/wF3/ve97j73e8OOGP+Uz/1UzzjGc/g61//elkBrigKXvWqVzW29ZrXvIYnPOEJPOpRj+KpT30qX/3qV/nP//k/8+u//utjqXFzzLGnsItK+jluB/zrv/6r/Oqv/qocOnRI0jSVe9zjHnLZZZeNFY2ZlL4m4lLR7nWve0kcx3LGGWfI8573vEbRmH/+53+WZz7zmXL++edLq9WSAwcOyCMe8Qj56Ec/Wi7zt3/7t/LEJz5Rzj77bEmSRM4++2x52tOeJt/+9re3HPusvxsOh/IHf/AHcp/73EfSNJX9+/fLhRdeKK961atkZWWlsex//a//tazjvX//fnnYwx4mH/nIR8rvb7zxRnnsYx8ri4uLMxWNede73lWu78CBA/LzP//zctppp8nv//7vl8v87M/+rACNYyIi8spXvnKmhjef+cxn5Kd+6qek3W7L2WefLb/zO78jH/rQh8bGs76+Lv/X//V/yb59+7YtGjOpyEx4HW/RGBFXm/3Vr3512SzkPve5j/zlX/7l2HIhbe973/te4/PDhw/Ls571LDl48KB0Oh152MMeNvUafe973ysXXHCBpGkq55xzjrz85S+X4XB43PswxxynMua12eeY4zjxv/7X/+JJT3oSf//3f8+P/MiPcMEFF/DEJz5xqkhvjjnmmONEY27M55jjBOCyyy7jox/9KA94wAP4yle+wuc///mJ+dBzzDHHHLcH5sZ8jjlOAHq9Hve9733LTl/3u9/9dntIc8wxxx7CXM0+xxwnAN/97ne5/vrrsdaeFC1J55hjjr2FOTOfY47jxHA45IEPfCAXXHABP/IjP8LrX/96vvKVrzQamMwxxxxz3J6YG/M55jhOvOQlL+Gv//qv+d//+3+zsLDAwx72MJaXl3n/+9+/20ObY4459gjmbvY55jgOfOITn+D1r389b3vb21haWkJrzdve9jY+/elPc9VVV+328OaYY449gj3FzK21XH/99SwuLh5T56w55phjjt2AiLC2tsbZZ5+9ZbOiOyP+6q9ewXCYc8klr97toZzU2FPG/Nprrz1pGnHMMcccc+wUP/jBDzjnnHN2exh3GG688Ubuec/zsFb45je/zd3udrfdHtJJiz1lzFdWVnxJUw3Mmfkcc8xxqkAAy9GjR8tWw3sBz3nOE7j55qN0uy2Ugre97cO7PaSTFnvKmK+urvobwTA35nPsBOoYrhdh57fW1O2MhoW2uG232u62+1Hfzk4eDccatjrex8+xbPcYj93uQoCClZUVlpaWdnswdwi+8Y1v8BM/cQH/9KU/J01j7nufX+Mzn/kHfvzHf3y3h3ZSYm7M5zhlsCsGtWEstotVjvQar91a08Zx7NuasM0Jt7Igk4/bmBG8o+Ow04/VlphyjGa5NsbPweRjd7wG/Viu00lojmPvGfPHP/7B3O1up/Mnb/i3ALz0pX/GP/3Tt/noR74w1zxNwCmjpLjyyiu56KKLWFxc5PTTT+dJT3rSxN7SJxrqOP6b48Rhy+Op1FSGdlznoVynJtwqW5/rarnm7yePY7Ih335bzXVN3t5W2x03iE2jeLzX8my/P4ZHzyyGXOnx18i4bk/M7/sTg09+8pN88pNf5uW/+6vlZy996dP58peu4YMf/OAujuzkxSljzD/5yU9y2WWX8dnPfpaPfOQjZFnGox71qLJ/9cmI+Y19B0BNY7bHuLotztns321/W213bRzv97NhdkN3sk5Sxwz5NtiOdR8PKz/Zjs2pCmstv/3bz+Elv/M0Tj99f/n5vn0LvOzlv8Lv/M5ljX72czicsm72W265hdNPP51PfvKT/B//x/8xcZnBYMBgMCjfr66uejX7ztzsx3uTnrxxuFMDM8eRYaqrecfbGmGBO3fj2rHx1L/fzr0+1UhJ5Rqu1re1q72BhgdgwlhmxE7j8pOXHz9GW2K7sU8y5tJ05293zE4WYz4+jr3jZn/nO9/Jb//2C/nGN99Gp9NqfDccZtz3Pr/G5Zc/nV//9T/cpRGenDhlmPkoVlZWADhw4MDUZa688kqWl5fL126lpc1n7HcgTngsbcItMsGFC7Ox6a3Z7TaGfOR9071/bNjWRT2F7W61r6OGaEtDPvNAZzivMhqHn2bI6x+euFj5HMePwWDA5Zf/Jq961TPHDDlAksT83u89i1e+8i0ntVd2N3BKMnNrLU94whM4evQof/d3fzd1uRPFzOHEGOT5w+LYsCNmDmNM7/iYud4R+zsRbLkawxZG2m9zbHtbbetYtjNhm+Xb47qed3B84LiEbzDFazKy7ZOXlbtP9wIzf+0fPZ//9hcf4gtffDPGmInLiAgPetDzedzjHsQrfve/3MEjPHlxSjLzyy67jK9+9au8853v3HK5NE1ZWlpqvOa4k2ArpnaM7Hz8gTydFW//+Yy31vEa2Knr2/rzydvRE16nPm5vQ36iIP6/vYz3vOcTvOhFT5lqyAGUUvzWi3+J97z743fgyE5+RLs9gJ3iBS94Ae9///v51Kc+dcpVQlKoPX+z7gZ2fNwnGcTtjKvSIPZ2OMej27WN7R3X+sp92mrf9AnY5kmIkywVbf5c8JBFFrop2K2vs243RaRzBw3q1MApY8xFhBe+8IW8973v5ROf+ATnnXfeHbv9afm6O8TcoJ9a2D6t6jiM27asfBrjr7ZZXU91o6uarutJ25mwDTUyYZHScDe3eSphKis/iTB/HoxAZFtjjp0fs1GcMsb8sssu4x3veAdXX301i4uL3HjjjQAsLy/TbrfvkDHMDfodj+3zpKf9UM0Wi52KSQx25PPy/TYPnkljmeoOn4Utz4CZ8u69cZ8mclO6ZtBr4ztudn7HGNU7wr0+z3S5HWAtbJd6tp2x34M4ZYJiV111FSsrKzz84Q/nrLPOKl/vete7dntoc9wJMDklbRTTbhf/uZqgRt8Wk37TZMv117Fvb3RyMmrIzciLke9PzkfFJGM4Hns+OePku739kxbWM/OtXneWcM8JxCnDzE8W0f2cnd9x2O2Uvq0MLDDOWscwxfU9gxhte7Y8ySMwzUswyb0etjFNaBQ+P/mLc2x9H+1QNX8HYH7fbwNbQJ5vvUwxN+ajOGWM+Z0Rc4M+HTtOR5u2rH+Ab3Wst1SxT2SxNN43jOtWbuitisNMZcujKJru7zHh3RZ54TWWHQz5tElDtV9T3O27inC8Z1nO4zjSFadhp5PN+b0+I+wsMfOT6Xo8OTA35seAE8XO5zjJsEUt9abRa7LW4zZ22xjy5voNlUGH+gRi2oRlO0OuJhhGwda2Mc7Opzct2c7IHmODFZGRydB2Bn36+dgNozo35DuA2O2N9UniZTmZMDfmu4w5O29iy0nScVZ323mKmjOy05myM6wVKjf3RJV5Y7mt3d5bewHq2x1Xt0/eDxg15GqKx0HEotDITEK10WVmZc0nApO2NWHMt0OcfCeT+fn9vUNYiyq2drMre/KHf+5ozI35MeJEsvO5QXe4XQz5iJJ89FhPcrFPHsdWseViG3YeDO5I5bIJRtYNeTJjrtiyM+hu1/x6w5Anqc9HthEM+WRxmz0J3eoeY+wctlXG7yKDm9/TxwiR7VPP5qlpY5gb8zlOChy/IZ899zsY9OnNTmi4vqexZZjElJkSN5/dkNeNeJ2RB7Y81aAHl/uE7U425M3t1NejlHYVRBWI1PatsV/TjvOxs/OtJ1pMMejTVnbi4+SzYm7IjwOzxMznbvYxzI35cWDOzk8MjjmXvMQ2ud8T8rxnPW8lS240OKlc0OMsdpKrfWS728Svm5OGmnEFytUpphj0afswbsinu/KhaahN4/3tdZ1OatByTAZ9lx/0e/U+PmGwBWzjZmfuZh/D3JgfJ+YG/fgwduxOWNezYKimVEXb8jejQxp3e4d/V3HlulGt/bZ2Trcy5NPc3pUIrb4bjqWPGvTJaDL+uiGf5mloiOuOCTOy8hli2Vsa9B3gjrqv9tr9e7tgpgpwJ2EYaJcxN+ZzHBNm71k94zpOeOvSSRucYtBHVewN5uqN4QQmO25U6+usXO2TyrRux5YbnoAa+2+QUvHfYafatnHGXytCU3PBV6lus6ak3XEP0+OdMN8RBnZuxE8g7Awx8/nhHsPcmJ8A7DV2Pm1fdzL2rQ35DArlmbG9y307TGbNTaFYYLPV6kdyzqcYcq0iRpnypFSx5iHXnkH7t1JzkTeU7fWJQdOIj04ayn2RalvHJoLbeax8lmum4d04CXCy36OnNGYqGjN3s49ibsxPEOa55w7H16FsmiEYcZnvGFsY9JEmJNUiNeY8IharL68UIE0j2lxRM/4d1qtVNJORhZr4LbjAaxOJ8JmDHZkIjBtsNYGZV2MNG6z2Z/YUtWp71eqUX92JM3zbCuTmOOWhrKC2caOrkzHbYpcxN+YnEHuh1Oss+7fz8Y8ovWtormdSzvb0MTR/PyGGPvGHIyrvLbqKQc3tXVN+T445jxty5f+W70vja2rrLyrWrey4YVc1YdpovH6E6TcnDU2Ffp2VV3Hz2Y93Y7sj53Di9XACRGrbXWNhHLfHpGKO2xOy/fUxP5VjmBvzOY4PdaM44wN6UlOTptt9PN7cNMrbp56N/nuW30+v+jZZMFYZvVHld72gS31dTUOuVYTWUWlcldLoEXZrG6lpBvHrnmjEJyYFjBr0ydtBaazSWJttGSufbhD1+DmExnmc1hTljsKJ0HnMcQegmLvZjwVzY36CsRfYeYmx3Owy2LqD8deMQN1Y1v+9RanSsSFtEc+H8PCehXHWVOAT3OB1l7eIHmHnk4h/MOTOgGtvzJUymNLAa1StOI1QoP22SmGairAjY98uth3GrKe48cM6tAA6BkvNfa+3YUFhsjDhHNbfn6S90ees/SSEMIMAbn6+RjE35rcD9kT8fGKsu5kGtqUBVopxQz4pZr5N85Jyu1OMSB1jDUmmMPQGm9UNV3h9meCa3j6VK8Tem4Y80ql/Hzdc3+VwpWLhpUH3Bn6nqE8SRtm6YN1LFWBzRFUqeynFdd613zinNUM+Ia2uwk5Z/vFjp/ffKTF53isIbU63XGZ+rkYxN+a3E06EQT81HjDjgitngHegGp+QChZc1XUjeWzHoz4mPcWgjxugOiOvx7SDwRUpSrd2FVfXDXZeX5euGXKjUyKdYHSKVjFGRRjisVi5VRahQMRi1fSH25jLvIY6i99yOWWxkpWHRFSxZSGacUM+qYZ97RwqJ1ra1eu55jma+PUpcb/tAVi7vRt9nmc+hrkxvx1RN+hnnnmG+8w/SMpHhn8/HA4ByH2sqD8YANDpdADIsiEKRbfbBUAb98DU/gE1zNzvC38ThL9hvWq0h7Z/f+jQ6QBYv/za+lpju2G8YfkkTmrbV2it8ZTRLafdctZWMS9jmgZhOBiijUFhiJME0Firyu0Mh0NExB8Ly+bmOiAM+j0EOHBgHwBpmrqxaGdMhsOhO9reqBSFG1SSJLWtC73NDf8v9/2mf79veR8o7eLYKqLTXkTriDwTFJq01Qag3++Xx96Sc+stNyNYsmwIWBYXFxAE489RmrRQypDEbbROUKIxOqXbXsKoBINxLN2Pe31jHcGijUKwDLKBm4QYVRrkPM+9R8BNSpI4sHuFiXTtHAFYhlmGSMFwMGzsQxzH7rgbhUjO2uYKVnIKGWJthokU1mZEsUYkp99b9+dJV96V0pgrBmPXbQZYsqwPIv46tSCCIAyHGUD5O+2vH/HMK6wnz3MEKa9/6x/m6+vrtWsAisKWU+ilpSU3Bn9PtVqt8r7QWoNIuR53HWw2THkIX0RR5Nftftvr9ZnjdsQsRWPmavYxzI357YwTGUM/nu9nX36nY3UPdJSU7xxmjY06I6C8Yag+m+G3DYY1zWWumopt9+HIb8MESxx7FPHv3L9lLOWrtn70xDCA8v/Vx+Di4wZUjFEJkWphcMw8IQVxy8fkFCp3kwXJMeRYpTHK+MCEQSnPXJT7JFWtcluRj6sbpREEkcJxZGUolHOqKxX55d1foxQFYFRSHitRFqWkOREM7Fsp70kIpWiVm0yUXpSw/sIfak0pDNzCY1PGsMMmR0SSO2LPE+sXFFO/n3PykwTzRivHhLkxvwMgyBhjDkwiILC48OAM3+dZk7kEltn1fwM7DYw+/A2MvNVyD/nAxIxxp7zdbjeWD+tp++U31jcQhIWFBaBiJ2E9SZoCmuXlBUCX611ZOQJiaXc6BAYWvAzDofurULQ7HRSGXn+AUpokaZcG02iDoOj313APX6cuO3DgAAJ0Oi2QivmG2zqKLKDIshzH9m3t2FmsdUbaGANiGQwdSwz7XhQ5oDiwvM8ZXhN7Rp2itGFzYxOlDEXwnmRDBEscufG2WilgS7YbPBLD4RBUQSvpopSi0+4QqZQ8yxBAlCJKLPkwxyqhu9ihIKc/2EQD/U13zFOVIE7GRhTHaDTDfg6i0bELAyRJTJKkiLLkdogViwCxv9XzIscAfR9eGA7dPrTSFCuWffuWKSRD6YLcDhEyrM04cvQ2oKDTcddDlmUoFWGtm9D0en2U0uW+DwYZIrkPORR0Om2QgnwtBxFW14IHyF2H4Zi2PRN30P5+sOV9E+4DExl//Rb++g33TzUhyEtG3vZjHqK1qzMfPE71+zCOAwO3/vfWfx6jUFjj3vd7A3/dzQ3K7YLCzqBmnzPzUcyN+R2EY2Ho4v/bEtu0+Jz4kx2sb3xMO+fu09clVDHrrRnwtLFMHlVYb62b2E5GVZZOdQ8UK4K24tO2CqwXplnykrmX4ZPwW8d/G+fcLWmdG1tFuKmHC1HkohiSgUAmQkFOzrB0eQMUApoIVIh/aywWHULBWKwScjVExJLL0I9DKPDrIKuNsxp3ITmCdX/FCeKmcVXnaXBKfOWPvfM8uM9dURu7gzz1eqpiyA2vYvJCEEduv67xtMfZrtZjMcvzGPvthFmY+VzNPoa5Mb+DsLnZA6Ddbjlm6plx+HvDDTcAeONQMfnMM/PAeBpQqmQW4XtrHRMLrDX8Prx37EO5z5WiG7lyov3+sLHe0fhg5JnQ4uIiCuXZZhVzNJ61tNttEMvRo0cJzDzE8wPLr8cpW2kKKjQKce729aNrpbEheAekIIojwJImCUJg0jV2liSglI/DCkYrUKrc94AoeEG0MxCtVmvMZS8iiGQ+RStGREhbMUpphut9FJp2u+UM6LrbXp47xmbFiceiyKCUYmlpyRk6QGsYDvsolaFVjJCjVEQxHKC1M875cMPHyvsIQrsbzr1glEIrhdgcCywsOY9G6QXIN1lf62MlR0VSjiV4aCIvH+gspSh06fmJkwQrOb3+BlZyRFmsHZYxc+cRsvR6m4BBBLSyaBOhlQGvfE/TFoilP+ijtfP4WMldzJyCNI1BIvYbgyBsrG94Ou3CLOtr66A0Bw8eBLwnSAStNBKMpwi2sI0Y+sbGur+eWuU17O4J7T0y+OvUaT16vR5IdZ/VNQ6BoS8s+Pi8Z4F2Qhx3btBvB4hsHxOfx8zHMDfmu4A645baZ/W/k36zbc/vIFbb0WjqDKim8C7Ty8ZZS3OMgQVvMbSpDzzPXmvKcFeiNC+/b/7dGi7mXS0vaFf2USZUbquPZ7R7l4+Zh8mESwszjiyIQmwGqupmVhZy8ctWed/Wk4wcTeTU4oClcGlq5FgdocTFnLU/CFYc488Kx7CtUeCV7lblaBUhojEYFE6db8VgsWQyZCgDRHJU4eLlFov2LSMzm6HR5P59IU7lr6xj44XNsOQo3ERAN46dyzZQSvmgtlf6j3ggQhx/OxPnlPDK/8t4ox5YeC1DQLnr0Z1b5d5PWx/UWPlsXp6tjPHtU/Fwji1RWMi3UbPP3exjmBvzOwgunlox5G7XsdQyBhjiv6N9t/2DKTDvEAtfXFwEpcrlg+r38OHD7ne6GTcMsfZ+f4ACTjt0yI+ji0Kx2dsEYOXoSvVgUoooihCkjCsHMdlpp50GBKWwot9znofNTbee1dVVglE12gmxVlddnHRhoUtRFCigsM4VrlVeiqscy6zSohTOdrgxWO99EB//pBSDZVmGQpXMOyjlK72AV5f7c+HOiZTsb2FxEZDSmxHWs7K6TqWS10SxM74mUn697u++fQeBopEBoJTG2hyLJY5SUNaHE4T+MCvT0dKkRZYXbvt5BmLRjkSiowSl3HROe3d2Pugj2rC5ttq4PpQWcpsjNnfTMs/Me/0+KE2RO+OfZ64ozKY/bwf3nwYIUQyCIcsHoCxxkiCiGGaqvF5AI9Z5UVZX1lFKlww3mL6W91rEsUYk8sy80lwEluvug0rn4K53U2Y3hP1y13fhMw9qjLpsdOMmFNba0phvbLgshSQJng1VeoCiKHKTtpqtDvdWuJdGY++j9+YctxNmcrPfMUM5lTA35ndSHA9b8A5h6vndoyg9BSLeQG3tWZiEaknr4qJS+HU2Vc/VOusdwSYzpuD1KMdGUftdXTFP7TMaMdZw7Kr0wQJRLrbt+GbhmXn4jTNEwaNQN+YVU7cIUVloxqqCwmbldrV3GyNCXjjBnvbnwNhguBSinShvWOQoqxgWGQqN6NhNEqxLCxTJ0ajGtsE1pFJKkVvr/hZ9Z9zFTWhC7NxK7s7QmDvT15BXMFqYZ6x2/YSMgWbsO8TIQ5hFl5NXrYw/A1HNiE5i/M53NLseJbhTjuHe2EJPMmfnJxDz1LRjwtyY30EI+bCB0ZZMxj+DQozw1ltvBSqGG1TkgcEvLi6h8MycEPetWEh48BkfkwyMPHwfYt7dTse5LlVwkjqX5779+0GEI0ePuO3HsVOke0YVPAqBrQRmF+AYOShVVU9x+c5SxnWttSX7GQy8MclzfzDEu611aSvyPPPr9DnHISPAH7zCu+Qiz+KCjiAYhoMHDgBVvnF4oIdc5sHAxbyjyKnbSybmv283cu5dbrcCtN+f4HXJc8fsghcjHLPI6xIGg02UUsRxCxGhsAPC5CLXBVnmxGedTooIFPkQQUqW2u/1vb5A02p1/TlzivjCZj6unziXuViGg15pYIJWwkQxEKFyNyFxY9Js9tYaxzRJYhBbemw6nY5nvgCK1bU1NIZOp9u4HpR23qJO16vXi6z8ff3YWhvU9BlKQRS5GH6YEIRj6uZQgrVV7QHBazhExq6/qNSWaNI0pNmJ32bhvC4ipK0WIAzXsuq3/l4TX+VmMKhnblTX0+ra+lyAdXtilqIxczf7GObG/BRE4zEyuRD4Nr/fXiHfYBqj78dGo2rjmHaTTR9jYMFqLG+8UhRUqDE7VWPV3sCOLh3W7/5RHatyf2plZMviJ2FEjfKqulxzuSc+3jwbgkI+eAvG/y1BSS6RV5QXXgxU+BEV7t+isdaNtShCAROXcmWLAluy8aI6GuKLvEjhhIuSgWiEDBHtdACATAv3EOLZwsT2qQS9g9caSJUVUD+GFYP2uemhe1zJykfi3YrKU3OHoR7/P1G5G3PMDDtXsx8L5sb8DsJofnkVy/axTv/QCPHawIDDwzgw9fA+MPUoimrK3SqvPHw/qoYv48EhxuoZdLvdAqXH8tQdg3K52KoUhlXx58Bm9IhRq+fvhthzv+fU2VEUceuttzT2u9Vql0Z4c3MDhRqrQhdKu7bSdnksBNjY2ATE543DcDBAgG634/fFM3u3QRYXl53kKnIGZXExVA/zsffcGaUkcQayuk2CsM6h13fMuufZYVTmPgdlf8sf86ZuweXka6ytKomJuAwHZwCd27gonDFfWw9V16rju7bWrDuwunoUgKXFReI4RpDSo1FuU8QzccPq6jpKqXJsP7j2+yilOe200xrq91A/oCjcJMBpLrTfV13TJ8RACBVAv99DyP31U5T71Wq3cZOQAjAYk6OVIcucNyaKQx2EjhP/2RwrTn0uIiwsLCII/b67H0J++oL3VAUPFOiymlwUubEtLi6WlQ6zvJ6iR7lNgHjknur3B+EsVSdgJ+WK59gZ5jHzY8Kx9Gy4U0Edx3+7iTF2Hl7HtoZx1Bhs8zKZHqtujGV0XY31bX/spnkPGorlstOYIjRF2XqUI2Mi5Es3XxChVIzWMVqnaJ2iVIxSyYRX1fEsqLDH34f1mtp2dOPlJgxhWePd6ZHfx8mqBae0Dy/r2XyzNkGjEh3GC+4UVVU3W76aSvxZUG1PxAv/PDOvcu/rrNpVjavnqYe0tjJPnSbrlzFvzSwYfayNdJnb4pdhwletZ/trf44TjKBm3+p1DC1Qr7vuOn75l3+ZgwcP0m63ud/97scXvvCF8nsR4RWveAVnnXUW7Xabiy++mO985zuNdRw+fJinP/3pLC0tsW/fPp71rGeVIdTdxpyZHwe2MuijxijUiQ4n/swzzwKqXOnAhAP6fcf2SgW2j9uFv9aLolqxy1sPjCQbqQTX6Xapq39HPQORibzbFZRUlbb27dvn99Gh1+8BwpqPiYdxhRzeW2+9ubEfee1mm1Sv2xY+P957Jq677tpy+cAKrYS0K+c9CEr8dqcLqFIdL97N75hUpU4PyvwkSVHA/v37nXDNCqJCjNsi1rmOIxNio77CWy9Ux3MGMNgVx/QgGCpF5LfT9uMPNeONP1Zu6WzoRGVJ7AxYnlXHqLfZL2OzQc3v8uetZ8HWnw3HcIOH5Qc/+IE7Bn5wN998M3c5+y7eA7FIcG1bcbJAF/PWrK/3/L563UFRAAW33HIThGOFLvO4C2ylr1DVec/zrGTQYd/LmDYGpdyxCt6LoPDv93sohLTl8uRLTUbI7RYLUlAUBVZyd71LQc/Xdg9ei1C7YN1f/268QQmf+L9VzYXI6zdCbYJ6DYJw7UY+Pz3y2QpBeZ8kKXPcARBmKOe6s1UeOXKEBz/4wTziEY/gb/7mbzh06BDf+c53/HXu8Id/+If8yZ/8CX/xF3/Beeedx+/+7u/y6Ec/mq9//evlM+npT386N9xwAx/5yEfIsoxnPOMZPPvZz+Yd73jHDnfyxGNPG/Pbk12Pr1vV/v+OxjZbLd3nZjwO3Ghnqkfej99w0/PhR1hOg6nvYC98HfCxdZe5x575BwIftlB6B5QX/jk2rMq68pX4Svt65aGBi/FGPuxuZFxM2ygXy3YGy5ZpZlVdcl3+TilNiDwo5cqDap0iIWNAgfaGz2iDiPjtu9rooaqai5+HErfV8QtnQpUeC+M9B14tbsWz3qAWj8ptu19PdtKJjNRmx1V2KyvEec9AWRWvjG+rkb+VKLFi3/7fI73r3V/fLU5yXLZA8DiE70dc3tWbkT2wuOt6J9kWYTwj+ootMFeyn0CIPeFq9j/4gz/grne9K295y1vKz84777xqdSK8/vWv5+UvfzlPfOITAfhv/+2/ccYZZ/C+972Ppz71qXzjG9/ggx/8IJ///Od5wAMeAMAb3vAG/s2/+Te89rWv5eyzz97RmE409rQxvyMRYouBGa/52tSh2tRonnmoJx0YdIjnBSYSWERYT9erisOjLMT7QoWvLMsQpGTHlZrembtQaz3EGUPFumCAQjWsIHLb2NhAgJtuurFcT319rrKbV2H3h4S4qUKxtLifwoYKcxt+3MEoSRWDDvFa61ipUyDrkpGHWGZIa7r++htwdeHdsQvxfCsCoshzi1Kh9rZjd0r5+Yuy5b6urznviasfr2mlzjXc6/fQaGykXCMTkyJiSRNnxIYDl9YVGHeatlBKO70Bijhyk6GNdcdC82H1QMqGliJUkLPOUJ526KBTvRcZVgrW1lYQcaruo0duc+fZs8XIhDzziJtuOoxTigdjaUgSZ9jX1tYQER+jtj5OL0RdlwLmtBkFN998M2A4/fRDKKVdRzmg8Mp6Lc5bcNtth6mmEpYk8RMiHZXXXWiJqpRm4Gvxh2MTzlGohOjeW6IoQSjQA2eMxRYIEUolIFXlwaCTOHDgANQq4QEsLCziuu65+Hpvc5MocgwrHs18IHQq1BhjnDejsBOXneN2hpXt1erWTSJD9kxAmqal97KO//k//yePfvSjecpTnsInP/lJ7nKXu/D85z+fSy+9FIDvfe973HjjjVx88cXlb5aXl/nJn/xJ/uEf/oGnPvWp/MM//AP79u0rDTnAxRdfjNaaz33uc/zcz/3ccez08WN+dZ5oBAa43av6ASeCr8/CDLbKzXawtbWM3EwNgZszStNGPWksDZ2BqkfOK7ZcX242xj7hhi9j6GELLubv3MMjcW1C3LzaVhlf9optrSKMMhgVEynff1ynRKpFpFPXulQnRDrF6Bij4jIurpUzCloZ18tcu25p5UvHGB0TmbRcV/0V6zaRaWN0ijEpRido1ULrGKVTlK7F8XWE0qnbhk79K8GYFsYk7t9+/GEsWoex+mNUHgdD1ZO8OqcVM67Xdc+9Cj8o8as4fuO0lP3gKw9NVQPfx9gpEMldoRuGPm8/aAF8vYCpjHzSo2w0Vj5NhzH6foZrb7Rq4BwnDkHNvs3rlltuYXl5ufG68sorJ67yn//5n7nqqqv4oR/6IT70oQ/xvOc9j9/4jd/gL/7iLwC48UZHSs4444zG784444zyuxtvvJHTTz+98X0URRw4cKBcZjcxZ+Y7xTGmqoQY5/LyMlDN9sNDb31tzSu9Q4wx5Jk3a7IHRlKvxe6G1cytTsrYuu8A5WOMba8aDzGgMK7Amo8edaxu4GOYuZ8hLwdmlg+8a5nGAy2sL7DqeiWuTqeNQpXryrKs9AwE9uOYXChS4zD0Y0t8JTd3TJTPba4e3mEfqw5yoSKc82oYo0FpNjZ6uIpsCq3C+Ap6vivZ5uYtfh9ddbQ8d2VXxSq0ikjTNgqDJgbltiuSI4Vjiv2Bq7y20XN5yNaHI/bvP+Bc8JZS6AWG4dB6w1GgVVLanmwwQLDcestRRKzPIXf1zgvJECxGu2p4Rru48KCfoZTQasVopVA64vCtqygdoVGN2v6FFChcrfMQGsh9B7hw9BcXnQfIMfRKqR88O7fccmMZClCq0ngMBlWOvVKKNO2gFCRxqLrnvCtHjhxx51o5wx/HEVYsw6wHWIZDC2LJC+diLzUa/roJmoxwzquMgaqOvbXO+Cd+39eKwvecZ6yWAEqxsLCEosovD9dVUbhwisuKmOc33+6YqWiMcOjQIa655prGx5NYObhz+YAHPIBXv/rVAPz4j/84X/3qV3nTm97EJZdcckKGvduYG/NZcUxGfLSuNTRjieO5vHWOOLp0WObYxlGvcS0Tt1/BVrHvCXnsJetVdoZ44ihjCvFcX51MOUFSGZMHQm/00TE5BMV0vbLbqBdh5BiVimmnIteejcrIsQzxYZdeVas2F3qR4xi38bFtjSDKkCuL0jmRzrEojEoQJSjr9AeRTgCFaO2ZuovVxzqo8H0XNO/GddXcCmLtXM2GxOnDI+3rthdY48YYh8meHYLSpFEHLa5+ey5FOcmLTSigUqClwKqIQgqMirFKoXXh2pkqr5sYu86K8m/FvGuivIbWosrJnwTx++Bqwbv1uLCLW0+ocU+94Ub9nG7LyGuZFWydGeHqCWztHRurQLij+PscO0YhkG9jzAsnyAzC4u1w1lln8aM/+qONz+5973vz3//7fwfgzDPPBOCmm27irLPOKpe56aabuOCCC8plwuQ2IM9zDh8+XP5+NzE35rNgZkM+PWoRXIobDdVtxR4CQy47M/kHhm50+PJxPRGWlpaQmqo5xLo73S6KSt0bYpeHfC320F2qV1bOcttZ83HiEIsPPZ1DHnvwFIR2m279VQvNEJcM7/OyUYImGzpR1uLiEk4lHLOxsQIEpbuwuRnSO4JCuYqdN6uGVV3QQl/pwBrDGEO3LJfnrb2q2VcbQ5Nla4Ci3WqDUrXua17hHzmBWmEL56D3lfK6CwtoIjY3vPfBp4T1ewOsFGz2ho2YeYi9uti+S8MyKmJYDFFokqhFSKsbDod02i5Gn0kBROR9F/aI4hQlBQvt/c6YY4ljJ2Db2NhwD7WFRRSawTBjeWE/Co3NKwOrUG4SoFwTl2Hex3VsAyVCUTgDrZVreBJy+kMs+9prrwNgedk9PLMs5Lm7C6LtNRtBzxBF7ph3OotOb+DPpfHK/OV9Lp7tWLBCUXjDKiiRcrvBO7O54bqrhcyIJGmV1wtQqu7DtYBUGRxHV4763yQlg6/Ode0RKNLQlYSOgUdXVgDrYuZzQ37743bIM3/wgx/Mt771rcZn3/72tzn33HMBJ4Y788wz+du//dvSeK+urvK5z32O5z3veQD89E//NEePHuWLX/wiF154IQAf+9jHsNbykz/5kzsb0O2AuTHfDjMZ8lmkB5MY+Tbrnpjv6pXaSk0msBO2WcaQVZ37h0pq08ZQNTppxil1U0m6bfEMrybedpz1mt1bISjvqwdq9WAdz0kuq7op7Q+bj5OXcX89vk9hbSKI8jFb7w4ePVxKGUKPcaNi1yGtpkpXSqNJUEpjlMslN367htjH5TVWaWLlxVn+r/X52rFyddfdcs6YJyZBpCD3TV5i7baBGpIoFw7IVZX6plCu4xoRVuUYVVAIrk2sxX8OWotj6Gh/NEMlPnd+lNJ+Yjp6vvTEvyHsE5Tz1aXic9qlMuJbXkcle97qnhll5FNWNcMn1RqnKOjnuN0gIlX4Y9oy2xn7Efzmb/4mD3rQg3j1q1/NL/7iL/KP//iPvPnNb+bNb34z4K7TF73oRfze7/0eP/RDP1Smpp199tk86UlPAhyTf8xjHsOll17Km970JrIs4wUveAFPfepTd13JDnNjfpzY3ogH41kqY9sxoQoagIQWk57Zpl4F3vO50qHPeOorfUUmQggxQvH/k5Lxu9il8rEjRTbMERVqqGsOnnYGYOltbvrYt7spekHx6xlU7LeHcd83OkpJVS+902mDCMPhkCq/uFKio5R332qX7+2ZYqibHWKtrVZaPixDbDKwszCmlo+HBRYW2NVttzllt2PYmlbLpT051hrR7WrvXnfudmtdZ+xs4Bl/7ly71gquWYkbY7vVRStDnmcYrVhdW8GohPW1Db8+78KOE0QiVNuXVPUTg8wfsyR2udS5j5G3E8fAbSFoIrQo2lGCZM7IL7f3u98XLj5epqahXZ9xLDJ0k6RFn/VQygZ1H7IYRJNqd7wEizIaoWCzv4FF0eksYCUntwOUUrQ7rke6a7ua+85t4irziWUwcO1YXdcySle78e774BVZXt7vv8efm8P+82VELHnu1pMkyusKnJguZGME5h08UcY4L8nigg9tKOfBCcpyW1YHDJO3IKYUtG+EE64TY0zpOUqTBJTy17VuXFehPkBhg15kGcq68MIwc96HOW4nFLOo2XemXbjooot473vfy+WXX84VV1zBeeedx+tf/3qe/vSnl8v8zu/8DhsbGzz72c/m6NGjPOQhD+GDH/xgqQcCePvb384LXvACHvnIR6K15ud//uf5kz/5kx2N5fbCnjbm03Oi6wuNx4xnxfHnsddqWYd4pCof2455zFxWcqQymXK9sKkzjzE4N6+CCcdhq5j7BITKYNt6z3a6Tkb2f/K+hEp2Smm0UDsWnr2LLePXbnkfvy5LuAaGbkvDGtYbVNrGT4y0AsRilVt3pBI0xrm10RiVuBQ3LNrnumt/rrVU51yJxipbvtfocqIgIi49TkLal++HLoZIorF9UGgsOVoNQPDxf4X4MUdaXO83W3ifjPXfOYGbKq8fz7TFElIC3efBmFZu7uapqqrMBd2DTLr2VPDShAwEaMTglRdKTvKmlNucfg1tzetH6yfMY+S7gtupnOvjHvc4Hve4x039XinFFVdcwRVXXDF1mQMHDpwUBWIm4ZQy5p/61Kd4zWtewxe/+EVuuOEG3vve95YukJMdiWeiaZrWYt2VMQpxuo2NDafATVw8NfJVrLrdRVx+buLygiP/MPOGYzCsqqwplM+ZxXf2MqURL4rAZNwrdObK8rwxjqqSXEYpeBPhphtvAEInsSouaX3hmX7fMfZ2u1259lU9duwqk4UOYQ62VM87b4ETVYV1d/2YQk5p6BgX9jEYmLCcyzVWiNUobej3B2hlSBKNVsrl8CtVxrazzImx2u1OyYTB9WFXSlOIRYX0KbHEcYxGs9nrO7bsdyOMNyj/W7Fr6WqME95J1kNh0IVBY2jFaWnGh4OMVtpGU8WFbWExmPI6iaIIJU1zZJRBlDDou3r0y+n+sqaBS693Xoe1wRoFQqJaWJ37GjuWSCXOWOuEmCEbuStI00ojlyJmXXvaNPXHBndu4lZcjgkqtXqoDLe5uQliSVPX17zqZOfOstL+0vWG0sWlFQvdBVCafj/zmQfO+IflXM+CqqGL8xBVave1tSrvuBxbUnVPC+MI63PeH3dM07SekWFLb9RgMKhdl8eP0Un+fJIwAmGGCnDzYzaKU8qYb2xscP/7359nPvOZPPnJTz4h65yJnd+emIlV13OkQ+9nHzufwESbD4cqhhlczULFuFAaVaqXJ49l62NUj51Oj79Lya6aOcb13OFJfcvdamf1PmyNqha6QasIq9xExXiDp8uHtXe316rNlc1eyjxrn4cemHmZ6qUd60WjA+slRokix1Vhi3DpYhEu3q5xk6FI3Oc2KMcDGfWjSiSpsXQ/4cC4FDi/bEpMFHqXYynEUmCJJC4nDpkE7wGgLIgjuko0RmfoIIwL3gixWEONTVcMXKlQ7a46xhKup207ytVj4J6N6xgwaO1723vG78rR1nQcjZrvAVtfI9MzL0avu2Y++/EY21meLfVl5oYdKCyyjZpdivlxGsUpZcx/9md/lp/92Z894evd1qAfh6s9wIS+4161HSq/tWvxGAg9sBWRyUFper0+rpb10MU2fSU4B6ecFooyrlzmeRfOFRnHKUpFLtcZVbIPVwnM+kpvLiZKjZWG2GOlVnfjLjt/6VDvegj4vukiDEK8OMsqw2NcrNodA0tRVPm6Ax8z1yY82KV0f4eYedn5zW97xTP0NHVx9tBvPCjq8ywDpVyMXsdEUQulIiKTYlREnlm0KsiGBQrDQnfZHU7lGF+eZ1hsyeyGgyGihI3NDYyKabe6GCLyXDBEtFLnDYlMghbF5nrPvddO4OY84Yql1HVr21zfxCIMB0MgR6NoRQkqd8bS+spwndSr3b0L3RZFOXVY8PHdzc1NLJC2OogIg8GQuOuO0+ZgSCEuxh5LRK5gcWGRXGVsDNaxSvuJg0tXVKJpJQtYKSiKDI0lTmNEclfxT9kyjztcx3gjGwRJUezi0kmcIiKuVruI9wRV19nAV+8b+Ji1yzgQ8mzdpxztQ/l+6+Dy3gVLUeTeO+K6wFmbew1H3rhWqnvJTcRcdkJlpIMHytTU7Ma4sq+x/6xbVkPcaKxvOxwPOZildOydHrMw87kYcQynlDHfKQaDQemyBMZK/9VxbAa9zhQmrxOqm3tMdT3zBRlilVVHKUdWQ630GVdTsnvvLvUxUCfSVlN5eYNxT2Rbk49b85hayrxusWW8szpG2w6+9q+aYnqKd6L5y2ACFSiDVuKrthnHlHUbgmIdi1UuVcqUOfB6ZH1OAa/9+VAojMQYceszOBbsGLgpGXcizhUdi08n9Kp2VyU+cutTitxXp4sJFeTcVkS532gFqS9bWhjtU8o0VoEoTawMgqs8r5TBSsidj5zbXiAicYwbl3OulMLiJpBWCQU5VnJi7erQO9uZE/uysbFx5XkjHTtjrd2kwfia7wUKyD2Dr9IUHXN3pzPE2pWK0NoJNrV2YzE6lFANorXxK2Q7o7djo7qNCn477KqH786EWfqZz93sY7hTG/Mrr7ySV73qVTMvf2wu960NelhviJk7ZaSUSucQe77pRtetyk0+Qp6veFW6wbWvVGXlq4VWFys5WTZwecMDF/suK8MZ59JeXt6HUsbnWBfEkRuHta45Rukm9QVMBsMhiI9BKjVWOzvcQyHf3Vrfw9o/Ah3zr+KLCuUYs1Ke1Suuu/76Ujns1lvV2gbXj7w6FtDpLPjJhnctR6H6nYvfbqz3EITFRd/hq/BsExczLwqLNgKiUOKKthgilInRKiIiBQWFdR26YmOwklPkmWN1vhRpbBK0iuj3+0QqQcRtI1EpWkX0NvsYDN24i8GQxAlaDINe3xlz44y6aS0EwXV5vSVRVFqRzpKr5S7WMXEpnGk0iTPvWkMeFP5REEY6I9lZWmR1bZ0CYaHbpRAhF2F1bRWwDDcGFFjSOMUVSXV55zZ3YrxYuxi3GHGCOeOaqqjEpcflNkMoOG3fWRQUrK6uAJY0afumKG6d7aRLIRkhHLSysgZifZ65KXPwi3yIUtBO05ooUbG2tolgiaMIkYL19XVEclCCiKu0JxSlhyLrO29Ix6viAfr+GAWPzebmZnkdhzoMZ/rynU5M6o+/Z+0rKyvuu6CAH6k2F67vqZjkzZthAr/n2fmMtdnnaOJObcwvv/xyXvziF5fvV1dXuetd77rlb7Y06FPd7dsb9PoWtn5fx2jVuGmYZQIyPsbmfoaY9g5ukprBnpYnPtbnvGTSoxXdmr+o8/AgpEMUzX7groqc0pFfR9i/etUw3z/bK/i1SkBpItUCX3M9Ve4BX2CxKseqIYUqUNKnUAXiRWdaRWX1OKdCVxgiH/c2xOLSqCIijBgSH6cWIrRSJMo4Zq3HvRGx1qXRMCi/uxrt5QJaKYxSRNr92/pfq/A75TwrWrvKckYgVhpXV0+IlAIiP14hwrgsduvLCgf1ulReJEvhVfeuiI1VBbnKsBQkKsGSk+oCkYJIa0QSrOQoorK4kNEKa3MUBlGqzMHX2usKdO6K6ZiWP64h5cwr35Xyor9wjbhKcaPGbuI9WwXyx7+rXWs7xdTnwyyhuPoyc1fxRNQL/01f6A4ZyimFO7Uxn9ZBZzvUb/GxG3dLgz4JzbzqEJczrRZCpcJdWl5GAZs33ohzNxrn8rSO5RrjjFJQfbvYZdXYQmtX5CMwj40Nx0YGgz5KRV4dr8t+6mEP+/0+IjmhRnaIiYZ61i6mqEuD6mKSqlFLvaqh7WrMA3S6VWw/ip3hC0x7YXHRxfZrVbrq92YUOdbmjo3ycVVDHLec7beOpYdz2247ZfPGxgYiljSt6nNrbWmlXYxJGGxmYBIWWotEtEiiNhExndgr+I0ryGJ1Qa6G9AYbFGRsZO6YFUNBlLDQWXQlWzMnbktNihanKldoFpMFZ8StdUw6TtAoUmP8kQwd66p9TqOYTZ/731lYRCnQ4kR5kW4TaciGA2INRrljAI4lWgVKu570IjmnHdiHFaEQ5SpjimWxs4DF6QsEYWV11fl7TBCwBcNXjalA6Ptqd4vxMgUFfdunoCBfz7AoFtL9hCYphcrRRigkozdYx0pBrzfEkhPK9caxM9rDgVOh71s6zeX/+3oLrrufJcuGFJKjh+I7phVYyUgSjUjh6xPY8ppyZT01pmYgXY2GMMmzJGlay1/3ueRFxbIDgw9eo6HPENm3bx+guPWWW2jgeNXtJ0jYeadDYWcq5zpHE3dqY34iMJGp70gQNzkXdjZO4FTBsu00dYvfB4GSiFcGj8cfnWtzkjp4O3g2PrHHeBNj+zumFp72eyeMc2zchRu0dm7oyLR83NZipUBrV/Pb9RcvcBzXdS/TRGjlcrwjWiS0aUmHmISW+BaltnBsVVlynLHK1ZBMudQ17VXwsWoRiauXHklMLAlGDAW5i5FjiJR2TBSF1Y4Zp742uzKVyDAchlgrIu0mKY6Fu8+Ndmw80gptINFglCrr6hrramwoDbm4KybSisL3kXFicE2sNRYh9cZs6AWMsQks2nsfdGDmyinslaUQQWMoRIisocCS2Yxc5eV+W1VgVYGoAq2GZDqnsG7mYa2p8tlN2x8Tdywj00JThRgKrUAsGZnXJAhlxzS8y7u8dqrKiApTeicqBH0IlHX/dwTV/DuV6c+67rkBmgWzMPP5HGgcp5QxX19fb3TJ+d73vseXv/xlDhw4wN3udrfbbbtTDTrMbNQDEwi5qyZq9i8/cuQwCuVjxxqlw9Xq1h/Fjq3meagulvmmG24ooV/50aOOTYS64/1+D5RhY8Op5JM4RSlFEseIWJaWlhHJfbe0wvV79tWuAFrtNqBZXVkBpUs1fcvnGR89epTqgYnrOS7SiCsGA2E8446jiNg3SAjq+7pSuNVyKu7+YOi9Es4gR8a1GU3TjhenKVBCZBRWfKMTKbxh0OR5jtYWsU6w1m13SdQCsbRJ6RDlkXeSu7Mbq4gC1zXNoFFak6kBhS8Us9B19c9jlbiUMCyRipC+xQIt03LBirxAlBBpjVGgIuNc5EowCNo493kURY5N4zQInVbLnct+jwxot1M0rjpfrGG506IVQaKglXqlf56TW8hFkQuINqxt9MvL09dqIfbZAsZrExZbLYxyldC0gsRnV4TzjnKenqyVUoiQFQW5FdatkFuhvbSfHEsv61NgSdoJOTk9u0lGnyRKyGTAytoRUIZQaVBJDCgWOwsoIorMNYOxhVPyt5MugjuPhR1iYqeNWN/YpLCZF9RJmUsfRxEozeqaq1HfalUxc1cf3pIkrmRsFGkXg6fKW6+3ag1eCpfhUXkrwjKB/d9yy60cGyaEoubsfByzqNnn86IxnFLG/Atf+AKPeMQjyvchHn7JJZfw1re+9Xbd9tRY+jHciNuzcpeXrTwrb4TZAkPZ5mquV7NyfKWqke5c88dzN9QqpZXq5JDrvLPjUY+GNr8IdeSNb/5hXO9v3+fbfeZz1q0TSeXGUkiG64dh0dr3ITcpkW4T0yFRHVrSoi0pkdIkytCusdMCwYohF0Mkhlxihl593pIOBoORiAiD+JgyyjplunfYJNrVXzeebWOFSDuDahTEyunjtamEu9ZAZBzLtkU4Nl6NoCBSjnGnWkg0pL7MrrGQa8gKQVkoPKsv/KlwMXYwIdxjnBpevCq+HTtBXezKyztm7I+/AJmGQhRZrskFVG7IrQsL5GIxuZCLJZaUnAIlMFQxQ99hLtFDChl6Y25IVQelNLFK0UTkPp+8UDlWLEY5D4PzxOSNa7+qtVDzBoXe8brApT/GNQNdq5o442U5eWo+Um9+Jo1KhfG6D3NLtCUKQfKtT9g8z3wcp5Qxf/jDH96YSd/RGE012wlC7fQQ0w6xuvC5W79/mChFURQoLHGSoJRhbW0VpUInMHy3qcJVlBNh37591Luora6uOqbvFdNx0nYPQx/XLcq+6C4mDm5eEvLIC8/QXEzblrHz0I960/cAD120+n1X8Wtl9SgIvquXQ6jfbYwqvQ/1/F4FLNdaGcZxDEqzsLAfrRMGg9wZcdPG6JRi6NzAxneES40TY0WdlJwMJ0soXOU3bWgli8S6gx6mtIoui9EibRLaUURqnERNKShy13xkUOTYQmgZTSawqFy8Oc0SjNIuDq6g21lAK0VvY9MZxlYLhctzVwoSYzAa8mKAtrDQaWNUqNXuvClWoBBhudshF2fIemZAIc4IawX7l5doGUg1LMSQaCnd8P6UMrQ5UkBRCGkSoS3oOCnnmv1eD63+f/b+PVa2Lbvvwj9jzDnXo6r247zuvd3ttvNLhORYYEwCif0PEtCKBfmDhChCCZiWaYFkYkjSSEmsRCRAIChIxBIxCkJgoUj88vgDiJIIYhxQJHCUyBb6RYliFAhyYvft+zpnP6pqPeac4/fHmLX3Offd3ddtt+8Z0j51du16rFq11hpzjPF9wGbsiAp19fa9WPGFTF5RYGxMga4LPuTRjmJwXDK5Gr0auUKxylq925JNKdlHOWdpx0LmejFMlLPOKW+pd+rdumbEAnUGUMbOz4eb+YYqlTWvZJxRUa2S50wps2M0zEip534kFJjnjIp/bhE4srRjubpmPoW+H3FDl8j+9hb3Jl/uj7UWp27WSe/9nmBxUsX72vE3fny/G53+MqF/aJxqj496zMt4Ib6lkvkvl/i4Sf3FE/jjHH3PP6apppnrozuiWp2eQ0DkXtLyo19T2uMclXwvywkfOe+7Q6A/H89pmnPiEQt3PHb5MH102mjiuWwEcNL0Bm+lSkC1QyURNTQQ2EgXdlhREgOJDud1ByqFopksCxKcP63xQJCOnV7SsUGrsmXkPAyMQdl0kV4htH2Yg5CrMItSoresc4W++jfZp+TzbHVI4KaLBBWO2be97xyLPbf90yVPxqX6nHsXvVIeOyfZLW0anCuEBHOFtUJp829wsFsUn6n3wejUE2o8lZqhIlXoBKqeui6eqNN9YUpIvg1nnd8vwY+EcBqRtE5Nl/x46zoH1KlWqgmTVLIJQ/VtK6ZMxViDsphX79kUjR1zTSiVuRaWuqFKoTdf0C11RcwTpgLJujYVN7KtZGkWvI3rLhimkWrVuxmSAH8t1YDV0jARbSavvrBz7ERona0TNuH9z9cXj8v74/v0Nzvdd3esfg3z95MBzHsS+sv4wDA++nL5cle+J14m828gvpaT8zQzP/mJn+JUIUxNEWu682t2RazD0fmzj5+8gqPInULm/O9KLfmFlvupMj/x1L2yNuq8AELfe7vz/Pyive8RKLz22qutNd2e3Lt06NrU1PrO3dxOPOChuXU5Gr62xUZ1FzWMs93ubu+cnNFUtHUdvHpEFC927g08fKsDWATzpD6OW5KO2BKJNvDg4jG9DRyuji6IqtEV1cpMpmfNK0Lmsj9z6ZYlMdjAw+05o0ZCyYxROO8DfRCkehficFwIQD9EcgWNiWzw8MxxAjEEbwOvi7eq84JU2OwGVO4V6o6tBe6+6GDR5+VDVDo1NtGpZz3SZt3CzfFA13tl2EVFK0zz4mukId1V/MUqRY1haN2OtiA4221IRTjkynJ79IpfToIz/hmSQpmORDUe7Ho6MWJIqNwff2aZarAeZz+qNGAIl+OGghCqt9tLFeYKh6WSq1BFmQukoWOpRllmYlF6CRQMXT0B7roNyskZz4+JgnH+6LMsZN6+fZMginQjiyXeufoqpRjb3Znz7l1InnmaESrD2JgD7WCr1Vv91ap3PmomdQ7Au76+vfMcOFXkN81/HRG6vsdd9e5pkwZ0yR3W6vs6db1fYn/ucc8ZwrxM6B8v7GO02XnZZn9PvEzmv+yiVdLPVcT37lInLjh87W26+5n5x9+SFxHnH9SJeGGW+YFTcGmVT1MVb3xtEReSueOCAyqhzUETQXufe2uPSaIzR6EPlkAqESFpopqxNFBarsX1yKsrnkVTOg1sY2IbBcnCGGAXIQVDStu06PNrU6+WJTiJ7DQRSKFV2tDmzqAKsSXvLnpi1ejXmugAa4oZSWFQI6kxqLeEc3BBl1yFNRgOMDdWbd9222Xex7C7tnsQu9N9hxePCqFV4vhsPigkNcbgtyVUhmDsYqWTSmwz9BgLZpAb8Gg5uaepV6abWKgINXqlnq3SFyVVmM2Xk0mFlISlClNUOhVybYlWFcPoWhs/lsZhUKfPdQ2GmKwjU0AykYEgIwScChhqs7GFGlzdPqlL9XpHogAZ6oJZpMqHmaPICzfPI+NfjBOS8N3H9IdV5x+njf7cY16C4F6Il2j2ry9eJvNvUpwuKid1qRO/+qbxsk/8bq9shafvvOO/b7ecEqScNLBFmU8+58Pzc7z7C9dF462/8eabQG1iKbVpYOsdhzaeeORNkux0f20orFNVkvOMiKupAczzguAuV4Y1DECl5InnXdgM7hDw7hMtrmkeOvcKF3/ds7Pz9gnUX1uUec6YVobtSJKRYXvOpu5I2QVTzy4u6USaxjnQ+Xx3zplqRj84uryumT4IF11gDM75H9SQupKKoXgL9/zBjmJwmFYyICH4hUV8GbPMR6JCL5UosDnrWlXr+IExJQpCR6BUYWpdl/Pd6K1yMkkMKzNBjE2KGMJahS6NXE8rUoWx7wnVWFv1uhkHhgAb7TlLhUGNroHn5tVZ3LeHA0sRFhOGpmmw3fj79gpSZjqBfhO9O6CZqBVqQcS42ETMhFyq89M7T8LLaa4/3WAmjCJUga4bWKuwDB1zEZYKUxWuD7dYFR6MkdLm9pXWZYC7FrWWJiMcAms1UghQ4JWzxxxk4nq9wqTy6PIJxVaub545lNMKgrIZL3CrGpfQFXVjmZWZ0mR5d7sNtc688ebPY1bYbjcsi+s8nJQU/fj38+bUQTpV7Sd3vsPhgCDeOfnY8Xyy1o/OTi/jPj7O9PDl7nxPvEzmvyzj3cvORqM5Vcd3uuanP//SLlPdDOSEaj+5sJ3+9uIjT65vQVObi3slHnVssqlCPVmGhtx43T1JBpL1dNbTExlCZBOVXoWuettaVD3BqVEqDCn6MkgqXRDOEl6hSquOSyXJ/fx5iN4ytmisVdBgz+mIQ1+MqEai0AXYpgwCc82YCV3yuXKoXl1TWsUqXhUnq3TBB4KK0QUfTwQRtPp2VxNyuw1fR8Gm3I9+T4m8V0PMGEIlSWXQyhCdJlcpDYHvlbeYC93kU2dI77/L5yXS+7Sy1sBSoFdhLkJXFUvGWu+7G7ETcoWuSgPUOSgzVGndD0WL0amzyqlCtYHZZhBYJVBkoQu54Ue8g9PLtinytW6TVAqLo+KJiKzPVeXP68OfdtAJmf58hf18V8le+H+DxPF+Fbm8a4Z+zxT5+oFun+qWfAHLH/6Ql2uj98bLZP5NipPy2kld6jR/O6mYnaq70/0nVPlJlerEgXU/5/vLTM4rmCEnsY929fdKWVqVoe5yJtJ4xHrn63xSWbt3o0rOE28n070u9YCINpe0cMcFD8GNOPYHV1/bbHqgwnoC3Z1eo6naEejSwLIWokYeXDxBJbAstcmiCg8vHiEotVRUIvurydvdXXIx0uxOWdvdwKBANAeYtTn91c0tpcKSV1Tg4sEZKUA57olAJBPU2CQlqbEZOkSMUiurCDlAUG97m9EWHEatRheMR2dbei3Mx1tEjNceb8hV2U8zcwmELrBUYUyjz5dLRqpxfjaSxDjcXhHEiMhd1Z/6REgd+6K8dTNRsjgjwBwHoRVnN9QKWkkbxzDElOhMSUWoClECISUHlym++FBjTIFBFfJKHypRvBuxrJOj2ePos+bi7fYTz/fRxQYRmtuZJyrBGEco1Xh6M6Moqm78msZARghpoBgs2Rc4e9cvIg0d1eDailfkfc9ScBGZYlAcPxmGB8wsvHN4ByHyoLn9rcuK3nnCS3MNrKSxbzjPGavuGvjs2TNKWRrjI3A8HO+qbqtzm2E0vQLMvdetcHl5AWY8ffbMj/3Ou1NdY1k8H+9O5Kf73kP9bNX5i0n6Xa1238Hveb1PW7ygC/Qhj3kZL8bLZP4rNt41K3yuGvngZ3zQvPs+3Hjk3S/d3NyEhhxuhhmncSO093ZtdNVINEUbbzxKj0glSEKJjHrhFqM1oyiFSEdHR6IjeKs7wqAwtDl2VOMstjdMjrie2+z4vDOSQEnQaSVS6dUYIkSpDMHR+EUMKcqqBlV8Li0QFK/egzHEzEVa6GJlqt4uH7tEroIUp3mF6hVfQVAT1moNie2UsiBemfvc25qim1HMq2VXfOOeL44PWYo1TjpCOdEJkSbjev99KKcFSJudN/R7FypilaSFkz/LPa3cUfCKUUUITbQoqM/qayioWEvmMMZMNWVJK7kqa60sNTRjFyGmTDZhEe9yhOSz9pSMUoUSvYLX4OmtyOmYbVK+GNECq+0oGMV8T+Tqowdvrzs6vmJElMkgMFEkuFpgOw5VvAVPY0kArudPY048dwa862h/z28vdJ0+Fqr9o6rzd/39ZVL/eNrsLyvz98TLZP5NilOlfVLYOrmRnVDhp9+1SX6+Nb0NnCp5vUO9j4OrWb1bGOPEVz9V9kHNq4nOpUpvbvecLChbM/a593XkL82VCrvXjD9Frd6OHQYHHE3T7C3xVsFdXl5i5k5sZtWr5LaN8zy7kpv2IIEUB6w2h64cQDouN+ckBgIBXXwOOjabzzj0RIvUqVA1c3lxzjYpYx/YBBoIztg2ynBNrojWmSfkjawkgeEs0auxTiudVobOk2teDtRWTSpgNSNV2Ww3Pi9eZwKV3TYyRhjSyhAzm86Be6XcQg2ezEsk6YaC0Q0DaxHymjGglMoq7oQXfZjvicaMEIWpFKdYtdLkfLdzIdPiKO5h7Omi09Nyq5BD6kgGMZvrtaui6qA2sYqL+VRSUFIwxn4gaSGvs3cdTjNsddUYE3do65N3K+bpiIvMuqqdSkXV2uwazkYhF2E/zQScmlaqELtINuFohaxKtEa3qwuLCWedMlchWya37kOpvj3RYDOOrMWo00wxYxxdBva6XvvxHXys0531ZKs8azz1iQ41N8Tp0uCLLKmYRUq5dzxLTY8/NFlbw7i8fIDVtXWpjIuLxvg4TiDC1dXV3flzn8jfD1Ravobq/P4cbkdve+ynGBT3ss3+dcXLZP7LLN7rZNb0vJ+7/73+6O99lRce+0IC1xcqirtZ9/Pv+QE88Q+O0wWuIiat2onPSVlXBylJImgi6AAEog6E2tOzY+SMvvbN16v5eJvriQdrYjPi7mInvXJ3ETOiWVNG89bxqs5b1tCAasHotTIE6EIlx5Wolb6Vp2qVXBUVQ8Tual6gVXVeRbsSm5FCoeszIhkUyloJavSxUExZpaC1mbaKz4oN57CrGph4h+OFfWh3eGrF2h64/yaL+Qx6bfiAaP7X2tDw7lnum+2gvXuR3Xd/mw4ka8oDd5Quf/wdxYv7NCVN3U+1EkIlaCW1LkgMzZa3VkoVNPq2xBTIVYi1sNRAaBV7xUjmuApByXj3wdrCC/VZ+pCUHCAnl1/ddD460C76tjVjoRADa1EmOqoZnQ1kmQgsoG1+rbW9fkdQ54ufkrhq010wAyJIM8F5n2NcXjh/WoX/vvNyn9HfJ/T3guGeP58/MrF/ysJ42Wb/euJlMv9FjtNJe0Imb7dbDLvTJHdFtXsmWinOk9puzxCEZXV3qeM0A8rOAbZY8xGfpslR4+3o7rrGD2+zcdHAvXJbcBc27vtY7jrlz7dqbLbuR37aqGVdwcS3X0rTu74HE51m8uu6Is3lDaC2dijAOO68/V6FEHrElM1wTq9bWBODbTiTHV1M9BKIJzAUTusqxfEEoevoVV25TFzXXaPx5HxLH4zD7S0qxpAShhBqJqlx1gc6BSkTicrlpVenoQHNrvczFKG2i+xut2OuwrKsjSjoiWOeZwZbiBoIEWJyFPWxrkitPHh4xjB3vHPjbeyrm1umooR+pBpM2bAAu34kqGFZEfHEfTjMWHRHsS4lskA3DmSDZ9c3PldPiakYxaCPLtBaBUyFKl79b7Zb9vs9wRrtS5wTXhGKKVe3B5IWhj55ZR4HDDhm/741Dg6I6wIqbqyiUinr5HK0sVH1tDntFQgBLh8MlKJgvn1WJrIEtBeG4r7rxcA0sBRlSIFjUd66PiBFeO3BIzKgwRkJuRSqGfXoi5aNN7YYzpqneKk+ky+ZWs357DWx684QrcQq3ExPqVVIscMsstuM7pyGNk8BOD+7wKxQ60qKA6U2lzapLLPP1dfsksq5aeRKs3F9ETx3d8J/vITuJ/EL14h3/+1Tm6+qAyE/8jEv44V4mcx/keLD1OE+VDmuqaN5RR3AL3HcVwIOODu1T72eu0+ud97fdxWE4TrXfkE5vfcJ6dumpC+8t4fdv84L1f3pXV687+Qvrnryq9Y77nhUB88hXh2pJJJuiDKg1jHUkUE6Bgn0UV3bXH0+nKsxR22bI+7VLfeXUbN3TzalzYEdeR7VSFJJDdHdh0IXKjFUQjBqEXcGQ+/qoNpe15XOfH7rjX8lV6V42evvpve7LQQjarnjgBsuCGO1aa63hnWsbZ+bEJp/eDbBTN6nij7NyWEpjuUuZnfa6tCqduN+pn6aoUur5gXW1nmobfsl+x5cqlLNuyCn4yN9JQcAAPHYSURBVMKTuHc/vBXv1TlqBDVCqGisiIJGr3pTKkQrUAOl+GeJuRKykDUQq3PORcV91s1n2bfNunWMzfEt+NGYtakrNOblCd82t/2xFu9SzM2Rbq1KzRGzgWIFU6OTmRIi6WTzitDFAUUYQqVidGFDtUzRSNDOxweawYp3XkSbUZCiUv136Xhv1Psv7F1j7w8cg3/YzF0UbP3gv/8KDqtCLR+erO1lMn9PvEzmn3C8J1G/yzYxlwJmjZ990kZ3XXBEfBZ9ZyIS2O0eeMtZTi5lN22l75rpzkuvZC8bUMlt3ubXla4bEQLrUkCC88Zprm1mxBQwK2QfaN497zSD3252/nqzV94x9g1U5IuFnDMiymbjmu3LvCII43CGttZ+igkhsi4Z0cRmuGA9VtRgqD4bXMuRGAMxK/1uQ1RXJVODRzufXc+LK6+VvDrtCaOoMS2r24xqRMRYswPRYlCSGOs6Q/FWO7h+vVim6/omxFLxZjrkKlwfj0xV6Dc7MGF/2JPV2J5viakj15lcArEC1cjZzVHmkpkXoeu2dJrYhETNwmGtrCbUtbCIedUXjD50xNbWD33i9riwVAfOVeBwnJiLsbZqvNjKoi5esxvd9ayW7G3nfoMYPLs9Nu96mKY9NbhueRShBChZXSym6RrczhnDSMkXi+PYI0ANgkmlVhAp9P1AnzJdV0lDdkObaNR2Ue37AAZROkp2IFvNyjS5FerxuFKKuJCLKVOpSAlcbiJdCcTsjAXK4pz8ky7DpevYT0dndZwNoQEAI0sVbudMlwXtOrrViMuCogQJ6BDILMR4cljrqE0n4duePKZSqZIptpDrxDLNzHmlVnP717j1+XasiAbWxRe2MawvzMPdYrg26Vi9H/i+UKXfXwo+OF6cvwvTp5Ke9lI05uuLl8n8Q+Jr5Xq+2C47/f++mr27Ff+72LtV1U6zcb8YOo82+WNbMlcxjNzmnpmTdvSL1wltd0Tc/zshknxR0FC8ijaP6efn8dq26zmUrwSvsCW2JO4LDXfBUmf3yKlycd54kEiUvm1/JGnv9KVQCUR62aG20llHskQngU69Iu8bQj2pz1+LcTdHpV0j46n50KrQ7EUjmPcRvNo1VHxGW5sWeDV/vWinebJHfa4qzs/Ppqu4+EtVzIypCEkCaUmt+hZirOQ5kIugElhLYEVZqjTjFFdEmyvk7M5nNSuLGasJSYzQKvm5KmvjX/s82xwcVt3cJIi1zyuE7Ij1kr1yPmmTz608DwJLbTsJ4dC2x7KyqqDFBXGORakIXQM8Wg4EMbK4gpu0ih6UdNpnrVI/rTld/AWscC9hboaESoiG1EqKmdDcYZTAGAvu3d4Am9E/W1DvX0R1nv0J9X9sxkQhOEYgE5irIMWxB9aU5mqNSIZ4cr0jE83PnUR3p/EeLFHJrLKy6sQskUykUiklugxs6FpyrgQJ5Iax6EKh3iXw8kIyr5bxy2pt3aTnOl8fwiZ5vmV/as1/OifmHzOZf1p3zofEy2T+EfF1iTc8l8hPidJ53toOQmm8XbtHsQdv5Lq7WeR4mKliaDZU1BHgVinFKUTzfGwJyulCJxeycqcfHVER9vsjKpkuDiCB0Nr0JTfP6AJmK2teMMt3KHYzR2rPsytujYOj6vvmFz2bK8Wtq3O+VZxqNnQdSkdZAiIJIyK1w1C6qiiRrZ7BIC7JusKggW0KbKIwRugDDFrZ7XqKwf44kwVqa72m6C1aNeeCl2oOpLKW6ENEm2QqYixlwVBqKVCh3w2IFEQiqHB5ueWYI195OjkKftySq3BYfC5bNJEVrtfT+CK2Vq+StBK0Q0WpFrEYeeedIze5YMPAbMKxVOZimERWo7VpjevbW3pxKtp2u6UGGu/cE/C0ZuYMBAeB7efFFysCFhJBpfGuQbV4Z6FUpjITBHabjVuxBuPZ7Q2d+n0q5gsUIG4uncbXjptcgjvAiVKoSOlACqUUooj3DLTQb5Obt4RArXC4OVCzEqRSivqcuvonUTXGTZszi5KzsyDCWpFu4FgCVzcHBBhiT5TKxW4kqrFMB4JUHg5+fE/zQq7KzXHCqvJws6MvSjkUqsHZ7oJjrsyl8vS2d+e1pvZWbjPbzRkGTIeZTKQfBmbxpK3jhmMJ5LJgVDbjDpXAm199C5NIH/wz+Px/pVqm2kqx3BL5iphS2+++JKvvP1u/i/sx1fO335hF8bd2eJv9w2l/L9vs742XyfxjxMdJ6O/nvPTCXFnarpbA+/JK22N9Zukz7pN/t0pAQsKskhVqFVRze5nn59yn30OrpBNBI6odMXQIsaGAfUZMXYCKSWif8Z66JmKoBIJ2jv5tNqZRGwBJS0Nkl7uKPYjTzJIMiHUkBiKJ3gYUb8MGUzZ14y1+UUQLvfosPKm3V/um0NYUPr09rF75efX24q6zNi+WKk6fCm1O7bkXMxegydbczZrLWVwjglHabDtXn4kv4hKrS3UudKlCroYE30f1rtoOJKl325NJLFW5yZHbLFCEY4FjMabsjXwRwVZjDjAt0LVRAEXuqnKv6r0aX83I1VjNWErFzKv7rlS0NnAWQusks2ZzjjmQii+AKnAo/nkk+75e745XbYAz7pTZVGBF6aoQire1BwttjFEIoZIyiDrK3SrkSclrQCVRqlJi8mPoNGNXQ2N1altQhm519bvoFfccqs/OQyFKZZdWUqgs5lz+0+fryKxVsVyIJUDKRAlMyfn6IcGgylQVXROlOqhUxL3ax97Pw4NV1mpI6JmKy8IaFQmBhSOCso1nBCLHoGir8qsUJu3IzGTzn2Ar1VZqjRTLntBrxuQkmvRiYr5L3O+TyE/3GZXlU0pP+1iiMd+cTfmWipfJ/APiHkiGtwyfS5jvTuwflchFlMPhpHnuq/UQHN3q/HNxn2cRxnGHagfWuaBK8HZ1CAmjEPc35Dqz2WwodSGXCSzfzcxFAiJKCIkYes42Z0QdmKf1riVfrXBxcUGtC9O8p9hMDEK14i15hL5PBEn0/QaVyPEweTu9emWfwki1TBgiglJNUYNeRzrdMcQtg23oLFGX4tahrXU/Pb1lt9kQxei7jk6F9bhniW5Oov0GNdhfXfn+9lE3yVwgpQvJaUkN2GS1ehu+VZfz4gngbLdhMW+3ixrrMntLuSSKFRd1ESBEjjmwEFiIPL05cihAGsjV59WLCPN+ZR/gmJQxwBCUqMI6O9q+6wNTNdYwsiAcjiuHbEzF29+haQ28+cY7zQo10bUZ+PWb1wy9q6P14wgVpv0NUzHS0DljobjGQEa4XTMByGslqNC3fXFcVmc2CISuJzUan/ZbUHhrv8e/MU9wosHV8kq98/FWgYcX5/TBk/ta4cn2AulWQppJaWGdDlgtZIyaFeUMITAtviCab1eCVB492KCaOb9IxK5iUrAiHA9Hal2Z5ivWNdHH4EA6yXQho9UImhnSTIi+KABY8wRrYJMcZT9uhKn4YmwoylwmpI1Szi5GDLi5vkYA7RN9H6gGS+qZC+iwYSrGbR7Zr7N/+CWhBAbZES3yBDcFmstMpmC2Y5aJWQ+sdmCxI9lmqqyorY3mmO5a8O9/fdG7c9WvGNpApIoQqLZy+EjBmV+h0cZeH/WYl/FivEzmHxqnEvC5E+o9c+4W75PIRSJeJWurtgUsP1cBP8/mdQqZiidRVQjak8JIoCeoz+EWrW0O50lVJVJEG0+W9hqRqD2p+X8nGUFWTsj1IpkkPatC0IVaM4hTnVQSIgFFiTLQhQ0qHRY9EXXhjGoZlZVSlzbbMwcc0RFloLctW9sxSs+gkRpWQkOhn0bfQ4wEoFOha4qad7xxOcmQ+ieKYhQTYvVLYxecsyxyamQC5r7h4BVmQViKu4ZRBTGhZGHRgK6BTgODSZv9JuYqHHLgmOFQYCptAVDvudhWYS4wm9Cr0gdXalsmP4063Dq14BX5VOzuZy4VVQebXa8rUZSVQB+UWECqsarPf2vx0cFSjdXAzMi1sFjhRFiqBVSEUgvBBGut5KnW1jERjrmyntD/4iOIaW1qdp7v0eA4gTV7B6BBFNDFdd1DhVwDfR8dcFe9gpaSSUtrXxdlrYklB6YirEWZF/8uh6Xz76m1RTWAiRFSJZVCLkJXC6Fpt3fBSKHSxUxKngxDLAT3A2It3hlACnEJjN1KzMZlB10JHLOybej/EP2A2K1+qyJ0ffNnz7AvIJ2wzw4wFQOtQm8dkcAZG7oYOETHIExFWMzo2HKoC3vZMMmBSW9Z7HBXqUszpj3N0V+8TOhzlXm4q8ZP59zzyfzeS/3TFbXykWj293Wj/ZTHy2T+IXEHAntuFWh31pPvPpreXY2nlsAjqhFtc7lhc+bVVV4wK+z3Jx9pv7jmtUIQdsMDurDjYnhEYiDPmYrRb89Y7MCz/ZsEqQy7Dbl0d9tz2C+EMHBx9pghPORB/wqDbZHBaWLPbp+yyMK8HMAyQQaKFDZjj9WCBgev1RzodMdZfEhnA3Hn88JcMoUFS5lsE1N2TfYUvb2+sUvO6hkPuy3bGNhEZYwjQe9A9hymlWV1FLbljFV4eL5p1S7M+1tCcHewIEZqeIDUDxSU2+PKinA7HV0aVIT6fNKlDR8Wb+GeOP0pOEDv6bL60kk8ee7OOnKF61kdqBZ6CjAthdWzAgaU4su4fJhdUjYFVITr62M7XiaqGakfnVJXCkupxO3AYivzfOPo6aGgFliD0hFJpuQ5E2bvYHRL9TFEPyC18tb1M2ZWtA/UhgI81kAw5+8pgdv9jCJocPBjpZIPtyB+ZFqtRJQYlCjCZtygCMd5olRjzq4qN6+uNHhdxUceKpwlRfoNkwU2IuxyQksgSiVnr0QzkbkqU24Atere7bdvZS6T6xNsayHXCVVnUYgp46ZnmSPz6lx4qncaYMWF2leIleF8QCKETYdlON6slMUYhiPbRVmmQm+Bx435oAJW9kQ1wuiAPTPh5nDLUpUjHbco0vVcidABkqGrEVKkC0IvhVEL8cwxGuvgi77rJXC99NyuG27rObf1yKRHZjmy6JGsE4Xs/PV2XupdS/1EclSU5CM0x98TLKKNBLnokTfkZz6l/eSPrsw/snL/FMbLZP4hIW3O/Xyr7I4J/H4H07sSuWrnLXLtiNER3Sl0zoMNePIUMHuuRa6hqaR1dLKhY0NvA6V6laIWUAKdHKiaiQqlzF5hihACJB1JumOQc3Z2wcaGO7RzYcdUF5/dSsUkE633qkszUTpS2EGNjFxwaQ8ZzJXZwAF2EyuFzKQHqjqqPkokykhfBzbSsY2B807ZRmGbXGc8qCPFU4Ujzpd2CU+v0E+mIEXd0KQTI2klBd9PKVayGSUUQlWyGgs+5sit0fF8Qj9xrudmt7kizbCkPaJV9+vi6mz77LPjjM+q54K7h1EpGEuT4s05I0BXAYHr2e9X8ffpxBdec8msZDqMRVYWmciyUKQQJFI0N0R/R66ZYOKOZW0In0ohU5hZWVgRWe+SueAYBas0expfTCruG14xVrwTICYU82SeSiKKnhRQmHKhWmUumUxhsoUq2U1QCHQ5sNbEZjaWIowSOERFS6VTY83auhGB2cQXBdX3e69QzNPY7dKhB8NsInblDo2sbf2rLdk6KcH5+KdTSoNDTiS2hUkwYjVCbwx9Js/C7jbTr4HUBUTM7V1lIaWGqBen0W26hXmOHNfCuHTUrjTnNXGBGQ0oxhhh0/T+OyskMZZUOBTlcht4OypXizAsypgjt7XnyMgiM7NMFFaqvrjgV/PvyQ18lWgRMXXFw3Z7+hZnlnb9mT/m1epXTtQqd52cD4qXyfy98TKZf1CIoNI7KOa54+aubSblA1po9xV50I6gPVE7zjYXiERiCK01vVJsZX+4xswI0VflXRyJoYfVLzAxJJJFhtjoNTmRJJL7lUhgylfUIqQ+ISjnZzu6sKNnx6bsOOu27FIktDZ8PhyJBfKyMmvi7PwBc+04zFdApO/PGPSMQS85r2c87i8Yo5LUKWzTmplL5VAzt5IopbDKTJ29fTmknk0M7LrARSecJ2PQTLpL5sIoyj7AUuH61vnDnXZ0Cp0YcUicJWGIQpJyR19a1huoynnfM1cYhw1zEZ7tZxYTiKHJnnor+Dj5jBxxGt7NcfJk2/WAMK8uyvFsuW3o9EquBiGQ24w7gyOiqRyaV3tuIj3r4RZFqG37RBSTyn65pWAM256KkbtCYWFar6k1c1yOuJlIR5SOzjYogWW/ECww5CZsUkcKBRlcyOV2uSXbjEqgSz3REl3fEwjM04riWvzrulIlk/pEbal9XVcWFPKBWN3QRhBmClUqN+WGTCZsIpXMs/UdlMhZf061wFeuD9ymyCCFTRRkXRmCnyfVYFpXVhPnyLcFVR8EQqKrgTdvjbwYERj66riAANdXt0xTBOkpJsyLO9pd7hIlwDgmYmfs93skgUZH9128ct74exBmODtW8grr+gxVI/WVs0c9OtKucsLt9S2vPBkpB2O+rdzcGvu6AB3VAutaCQHyMjGK8coQedCtXPaZIRaQyD4H3pwym3DqOgnXizLmwDF3zLZhrpmCj0Ser8y9gR4aI+H0DQhRXKJYBGcMiHDMPe+v+/4rP5xi+BHJ/CWa/T3xMpl/YKgD0d4nTrQTs/quql3v2uqnRO5V8kiv5yiBqMHFKsguVKELxVZCm7EHTUQSQkekZ7DEIPGO4xvEUBuYbOdIZclknRvS2BPEoOdsuOTMtlzEyDYpoW3n0ilhjay5o9jWp+haSeqJrdMdI94qvwwDD/vINkHXLFOnoByy0GUlZqHUzKwz2VYSPVtNjNEr8vNknMfCNhSSNlMTEw7ZAUpTFXK8r+I6cRORgJHE6LWQghFa8tRayGKgbvJRxJHcnRpSHbktdq8v7iYm9xrkp4rRqpubzNnBbcGsJXOnN6kpxYxUjWyFEqRVyAuFSpbFK29toEbqXRsVaLN8w6RQyCSUwsJqBxd+KcfG3Z+JdGQWVDpmWYhNXUwa579IRgSyLGSbyCyunmYuPhNaJZ4le30uyiozpSGvK5lqmYVmYSpCJNFJQkxZZKFK5ciRwkqUQLXMxNGrYBYW2VGtsCwbBoNDVMj3jnWGz+LXapg4diEodAU0euLarZFIZcAXpTF58ipZqFUxFXJRcg3UWllLIJTqPPqGB6B1QiQI0sndfTFA2pSmOJcJvRG2Qno1IWcdFhVUiE8hhY5wuxCfrWiopKM73mUTlmQswTtGl6nwmTHzaDxy+WAhbSoqynSTePDU2IYt25jYRmUXldssHLMylchUOko1nhdkVYSgjlUP4liOINI6Vu1WfH8GgdtV0Zv4vAv7pybsYwDgPoUg/4+Ml8n8A8KlH8/uf3+O/3lCqdaa3yeZ6101HnUk6YZedgyyJVpHxMUqsqxk7ZnDSrAF932QBoDrUOnorCdKpFclNd/rQESLMNsGq0bRTIkLMXgLLzIwcM62bjmLHbsucJaE+FwyVxFyTpQMmFKlsrZkPnLGrp5zGXoe9ZHHg3CWTuppsA9wyEq3GkE68rrhUBPFMpHoVXny5+xi4bLLbEOmC+78lat/lmBCLMoS3O/ajVL8R6l0oZKaPGoQFxKhFuePhwoZilaqads2hRNVykC8O44PSe5lUkvrv6/mwLRshlKcT14amA9PUGauD+4pMbPK4re2UCSzyEy1QqXcff9wPx9VmqAIgWIzuc6UurJWn7EHCVRZqJpRW1naceFyta6N7i158efbRLbFlfhMnL6EEKUjk9u8FTIrWRbMZgqFYgtL9YVHqdW7AZIIElllpYoxy77xpQPZFpY6NRDXyioHskwcOadfB7alQ9fCGIWg6ujw1VpT38VugghdUHRxMN5uUR8tmFPW0iyowpqDU81qYDFlLRWRwFICula6DCF7faunL+YUrZq16HPxk46tjopedOirZ3A2Yn3nWXLnuJVwdUDTkaGuBJ1Zc3Ab11i9w2OZx/3KK2cLl68eGb+tR85GNCj92xOPl2dsX185u91yOXe8kyK32RP6VJS5+vjoeakYeS5Rn5L4aYF7+jmJIQUxni3ygcXEr/Qwc7OeD4vnRZ9ehsfLZP5BIcoQL+5Qps9HxQUinFuaeV6rKUi8r8jFE/nGztmsgWgRXYVKx6oZCIyayXa8m4X680bEOqL5dC2KELE2N1aCCItErG7Ynm25loFnN2/hhirn7Oo553Fk10U2UtiqMbRWcDzvuFmFdV3JNaK6RUVYiqNnu3XDRiKff+WSJ4NwrgvnqaJlwkwYgtHVQEgBqaDbDYdc2B8nVISzLnLeCXE5kGQl6kIXMh2FqMpqrnReJFCIXPSultZJ9s+Ia6krlXU6QCiYehI/2+5YS+DgSirUdcZqYNPHhoYOBIP9/oZSBUJEDIaU0Krk5ALgEiOlmFP/a+V2nigYol7lrseJirGR0ZvU5sn8uE6sMjOvBwoL/dCBZZ698xbgUr2Ckpq4yMqOSmWoicxK7AyRwjAmsMrV9Q1BOoLO1BwQCwTr0GGLSOVmvqJa5mI486Mu5OanXanqVMar/TsEOjbDrlXIK4fllsLCrt/47NYWCF6Z57xQWbhd1Bdj2Rdxx3zALDMfCsWcqVCtIDGzotxOT+l1x8XmFYqdYwssa8fYJ0RhksJqxlpWCpWxGzFR3j7MlKxs+oiaEPuRziLXh5mghcJIIWCSKKZuziKQpaOQKCVDWRh6IfbGYjOKNqokaFCsGKFvLmgpoJuIPNrA5Q4udjAOECO7xw+Z33kK4he+sBQkz4yTsl2FMkS3TNXMk83E+aOJ7lcNxF/zGXhwDiLIs2t23ZHu711z9pWJx9cbnh4HbtbEvgQOWZmquH7/6VKCYwJOXvax3aYG8PT77v+vAm/NPq77NMbHQbO/bLO/Nz6dR8vHCJHILrxCkOSAlQZeMapXsjaRmV0BintDBCEQpfdq3HZs65aNjWwk+zxMGxjLKosNRCKT7Mm6YGQ62ZDEdc4jkYjQqZAEkvuNEFVYUoAMagNVKkurDnf1kq2NbGPgLMEuGRexMoaKYvRWSaLcdEI1RUKili2TuT/5ORvOYuSyVx71lUtduexWtFWTh0XYhsSQe1emyw00VAIB4Sx5e/1SMg/6hcthYrvJxFjREChZiRoatgCoEIo40lxw3XCqV/IUulTQ1moOsbpJiDi9Kku7SOJVjVtp+kGt6tzkgleAYMzq4i9tSEIxY7HKbNnVztqibW0Lq9ImzidAWSVzqtN9TFIpZHJTw8s1+2uot/+LLe11HCRYq/nirzbFsNr844FqK2YRE6O0Vnq2qb3rRKkrtS6UuiIiVHP6U7YFBIotmESKrVhrrRdWSp3uOgJmlbU4sCrWQJGVbL4AKbZQzRcLucz+e11p9t+UUik6E6qQZWpqdmcuRIOwmHctZpmpVFbN9LUnZQd8XS2Q5PTdG8kqUQMlF5aqmEQWE5bSZI/W5NVZA6x0pYDmtmx2q12CizlZ9n0oUSDhri19grHHdlvYbLCug1qxWhF1oKoeV3ReGPcr6xrawk3QMHN+eaT/XEK+4zH2q78de/zEn3d7iz7uGF79ebqfe8rFV57xmbeVw03XgHWJKUef+7aErqdErUbQ2kRw3LUvxnIvrBP8mBU13nprRwzjJ3dB+xYK46Mr85dt9vfGy2T+AaHS86p9O6kmgje3OTmNWTWOLK7rLAsrS8M7VwKJRMdQRkZ6dtoxpsA4ZudT47zhKpG5Voal42A7rKs+61yce97V3nXAg5ICjMG1stdlRoGH255NMfZrZVx6Xus/Q8WIRdmGyMOx58EAW1nYSubBoASMyyFwvQY0nHO+KK/fzAzZ+OzZawQg1cqDQTkPmYdh5cmYudzMlLJHBJ7oyH6K/IN3DpTSYRIwEVLvyXioE2PJvHYpPNkUducV6VYkQi0rrNBb9Ja4CJgy10CuqyvEacXyhIWFs22gSzBseqwK+/1MXgLLbMw5UGQgV+UwL2QT0Oh8dPFpZd8FF5fpOkeea0Gzud0nrZUuxn45UiUzRL941uZpjfq45ermmiwr/TaBVMZuoFjg2fVb7XtvuuGx0e9sxUQ5MRvPzs+odeHp1RsUW+n7BAabTcfJ4/32+shxmgjS0R/7RnMEo3Bz62YgooY1J6+b/TOCJvIqZCoxRJR41/Y3CsfjLWs9Usp8x3tWVVThMN8QteOwnxCJpBgRM9bsiX+z7SlVEPHmuapRdeJm/1WmsGfTXzCLsp9uUCKpc+Dc1eEZZoWDJRIDD/vHzHS8fnUgD8LweEcqEVl9cVuLsVYhdonVhLXN1PPROARhKYG8Vi53G+K0gBREoYsRUVimxXn4a0ai0KUedcMATMBUoB+QLrG/3bN59AjpOuZphl7RrkJ3QKXQ0YFAv5kZHlXCZ86xz30G/cxnADf+oe+pv/7XId/xefQXXqd//S36d244f3qg3szY4UCd653XCjgiX6JA8FvptC08AhIVughB/f/uEMTZ332b9FPDL8al7Zd9fLyZ+cvK/N3xqUzmr7zyCqofrv3bd0/4NeMlKUirKGhWiFCrsdSBpVSWJuiRzas3FSGi9BoYgqNd+yDYUkkKQ99hCG8/u6YW41G/ZcyJ/epIZhKICZt+ZNTo9psGeZqIwdgk5zxXUaYC59stu6VwM81epdjKNoLmI3GFVx6NPOxhG2ZCqO72pR2iHXEOIMKwGMfs7l3n24HHA7yyCbyyWbjs9+wuZ6wzpwnVhf66YCXRJbCrFTXlUL16PpfKua483igXDxf6h0bpIhKFdVqRY2EcA+mmEqRQS0Fy5bC2BGqVy7OeXS903UKMNEtKxW1TlO1mJOTI7ewOXF0X0ArHeaGakKQ6tWmdmtSrV1ydJBYRDrVQm+JZqZVsK8UKvXqVGTrn+k6LK7udn59RpCDRZ8H7xbW7d2c7qq1M061TwVZHlLuZjdL1npjm6Uipiz++euVsJlxdHxA8mc/rwm63JUiPBt8ODdrsTivVCrSqXkQZxoEgHYcyEQSurp8iEjk7O2OaXZHswe4MSkBDBFzHf54ntAbMngOiIRwn1ws4JfPjdE21hbPzwTEi5la6m/Ec0yPPbo8cw5HtcIYRnTJI5pCfYRT60JNl4vVpYl8f8m3bVzhY4s19IfdGKsGpiKEnB2Ge/FyKqccMhhAxrVAKaGJ+tuf8CNttT1cz++PkVLXgznyWBSmw6oJGQ7vAen2DdR392TnowOb8jDIvSIyk8x3sj8RFCMsRLUIIjXK4rXSPe4bPPaF+/ttYF++8DYNLGf/CL1wDPTz+Dv85HpHbW+Q4wbrCsnAH6YemwhMcqRcjFhRS9PuC6/kTGpowRNcGePJ/85n/75t02zfaNafyxhtf+QavfN8aUU0o9cOvz9U+/O+fxvhUJvOPE0F6XttEhgBdcLT1yT+6mktITsUT6lojS7mXeY3qrfExcieEUqTSqzEOrq8dBuNYoPTKPivdAsccAaEK9NqAbyqkAKEafYBNbAAtNcYgWBKiBkINTfnMqUNnEXbROEuF825lSAshVGoNXmXh3Oq5A3BxEBG46OBBMh50KxfDzPZ8Jj0CGyNEJVQljJmSVyowTUKvkVsqQeBxv/J4c+TiUhleMfRRD9HHC+UwIf1KXIS+Fqxkhrm1mRuHO6gxxEJKhRDdN1uD3kmNwvMc8heR69ra7hIaW1n8MSGY9+DFFduC3KvZnxDHhlGl3vl6Px+ColbvuM9692y7U8Dj5Jolitg9nfFF/W23rb1nQ5hTHAlYM+cwqW3JUj2RW24uUtnb5xSwQq0BCSedfadCBaMNBOw59TFrgE0Hs5mtVCpWaaOAZtzSmBkvWHue/n+3HZVSj5gZS3ZN/lhBJVKrP38pe4wCZXGtBZtB4aru0HVLWrxbEqs6FTG5NvxxhaUIsX2fHa6yNwZhMWGoHbkKxTLDuqI4f1yDC8KUqv57MVc7TBN0ARkH5HjEUtcSqGAhQOqQsUc2C7qZSdvK0EQKwtaQXQe7LfQ9LB/hKz6O2Di+gM37RqP+2u8k6l//BF/xWyfusKsfEi8F4N4bn/pk/r7SrECKA5/bGJtgjKHSayVKE58wYV8Cx6Ici3DMwmLOoQZPGJ1AH2EbKoO6b3KnxtkmYAgXITKVwFUxrptz2O2q7Bf36q55IqsQuy0JYTsmtsG4HBNRDVVlKcLVdGCtAsEdvnZnZwzBSPnAWSoMMtGFiX7wyvx4zE5NyjMpDzzstqgoSx8QgV2oPOgrcb0Gu4XNSt31hIsBUsDWAlLp54WLcqDWgd0UmIurZL12plxeCtvPCuEzG+Ry6+CkCuXqBksT5XphrgeWoqQ4Oj/90queIMY637KqJ51gxq7fQFVijOQSySVQLHC9P7Ca0PXeHu9TdMpaMxrJJVMRSl6wKg5wK0LJhVIqec1ky2w2G0epr+sdNkKp7rLWknuhIBXW1uY+MRdEhK5LmPlSTkSw0sxy2mMuzh9QbGEte5/ZV5+hP3hwDjhg8vbmK+ScMQ2Mg7/+mn1GjjgFsOuVWqvT2tSPxXHsCWHguH+KCRwPe0IImASePXvGWg7kOrHbdVjN9L1r7x+PmWqB6+tbgiTm2RNWCEqpKw8enpNrx/X1O9S6cn62BSrzvEdkpes2aCxc7d9yVPzqimfd0LsgjDrToxs7Qlip25VSAtfFsBzprNIZzPuj6+qHxForx+sbzODh5TkpCJdjwtTd5oRKnSe2NRIqpJibtLDPUEMwxkWQWlBZMAXpI+HyAmJkXwqx65HqLnBiUMpKrStFVqTpB9dQKBi3+z31dk/fNPW79M1Fl0c+vWj2j9Zm/+Zsy7dSfKqT+QclcoAoGz4/LpyllTFlxrQSo1OkqimHObFfE/s1cijRdZub5WNoQK4hGptQGEOmhokUM+dbr0D3MTPnyNk68ixEngWlD0oiMBVviQbxqr4PRq/GNlTOYqbTSgrCGpVUM5HAQV2vfNu745hQ2cXCmKDvV1Jf0ARdU5vb5Sa5Ke7KtrR6cxMq5zGz6VaGTSbsArrr4Hz0NmE1JCpxzWzWjNmRPhaWVVCtPHi4MrxqhM/tkCfncL7z52WvKKVWWArSuYe1xeIX4ibZGrS6Ml486YDdn7XVXBkqV2Gt6jPWqgQTTpphUY1gDvYL5oC5qs0xTe9pQHL6eZ+LgjYxDzXfJjFpmtnOQX/+sDlRFv3/bRkgNB75c0nfQgNz3T/ZW9fvd1zqc8+VO+EXp+zk1ilQamt/B6t3XaEXtstXF3fvZa3mcee3gpy8uNtzT+/rokfhTvxIGibAZXK9Si91hhJ8wSSB1XmOhOqdgHqCHWQolrktAwSYli25jsRa6YMwz9aSeWGtxmFxDn+ZFroQyOLn1tj8yw/SMZVAqOYgyeoWsGYOJFtXYVgym2VB1wNBBLbvwOrG77JxC1+520A/ICQKmtpxpm7eI/PihvG/REn1U4tm/xht9vKyzf6e+HQeLR8jkm74/Nkt283CcL4SdyC9eMlX4OJqYr4JHA8d+zlxXCNzDY6GFadXDaEwpMzQr4S4kPrKvF4hApuzRJ4Dr1ri2RT5+avCZg083O04FGFuMOJQM8mMbRC2qbKNhTFmovqiQteCWuLxdsNaBbOVpEbsKuddIdiMMRMGRTq33AzJwFbnaLOSFK6OExW4HCJnaWG38c/cX47o5Y6lT5AC4zDCOLA/LoTlQJiP9EzEJIRU4RLWixE9H+Bsg20Gqgjoyu7VJxA7rq9+nm7skMmw4kkmaPZZsUCsBQ3VW6hBOBwm8iyUMrIWZT9X9rlioQcR5rWiTXCGWhFzbvqDi5Fiys1UMA1cr15pL+vMMhulGqUU52I3z+5KZdwMREt3FpbTulClIE08RjunKy7FKDWTQnJ6YvUkqto1hTWfvbt1qzEfZ9YyUersCbE4vcxUuTi/IMWRIAPruiIELi4vKHUl1yNrhZyPVPMKWlURy+QMWKAfegKJdVnZDls3X1EhFCOX2uR+YV0cYe9dBSOvK6bK2dmZm/YUB8odbh0FP45nVItOAbNCSl7ZX10/Q3Xm6tktIqG5AMKFXFBtJQSnKuQyOVUzJZa4kuyMY7kkLYleArXJyU6TS98e60SVQq5Gqh0Tld2c6G1l3wkpz1ykyiYqg0IKSsBV+lTg6TGzibC7rjxeAhuZ0c0Vsha6PjAG114votD3zBqQGCEWul0PBjoIoes5Ho7I9TV1cCDa/rD/5l2A+PBi41dymL0IOfigx7yMF+NlMn93tEqmlx2PP7cnPlbCww1yPsDQ+0q+VOLTPd2zI5unR86eTcyHyLJEcvFkHmOl6wppKMSNQV/RUZEcQZUYAqyVYd6zfToTirKZRg7ScZWVg574lsYm+s8uZs66yrZfiM0RKmlhmHpIwRW0DAIGurJJma7PxN6QDrQXLAoSjK5mdsBYJvpQCLVQTbnoKmfDQj9mwijIxpM4QSFGR97WDtl26JSJ00zojVor2gvhtQ3y+BwenmPnZ9APOP8s3JuRq8/QJdz7XcfgYjCqRiiVmMwXTta8yYuyZmUuLigyF6/KcxWQStfgcSI+bw7qwjO5ujhHrM7fPV0epV0qT1rYJ7MLRYiWmvhmG5sQyAZqQhYFsftZuEuCoM9VtUpEJTQ1N0WJBKkg4Y4R8UKfUBSHvof2fGn6BtEXEc9V/9a04q0JvDhs0athxEtLRR1N3yrrkz+92b0JzWlmf5qLq0SvBCU0eVrfn0EDVguNMNS23Leh1oVqPr+utfkYWLl7baxgUsgls6zPMMtMZc8aJqIOdIzU1lWYdSbLzGR7p+bJRKBj4oJDuWBclLlE+gpzDWyLMQal19PMvO2gqnSa2C2JIsKD5UDHgXS7wFbcU2Ho/eQ6TrBkWEujNuALr8WQ2wVsRc6+CmdnMH46aWK/FPHNUID7T/6T/4Qf+ZEf4Xf/7t/Nj/7ojwIwTRP/7r/77/Jn/syfYZ5nvv/7v5//4r/4L3j11VfvnvdzP/dz/NAP/RD/6//6v7Lb7fjiF7/IH/tjf4wYf+lT6S/9FvxyiXf1Owfb0P8aRV45g0eX2MUZbLZNYDwj7zxFn92gb18R3j7QX2XKYaV64YN2oAPIqOgmUfvgCbBmSBFNHeRMWuDsqwcqe/q3M/saGZeOZ8BqQl59Zr+Lxjat7MbMuF2JQ/W2cb/S7zMhCPMSWZrYguWVoVuJqaLJ0ChIEjQFLFQXZokZXSe6yVuutSq7MTCOC2lbkUGdW6vaNFDr/ZI5RhgiuksweFUkm4S8dgEPLrCHl9h2Bylhy4o4EMC1PnPFit2hWNyG1BO5RiMmQ6JT12qx9tbKWpSlBKbqdLapnuRXxfW478BwTYRDfSwSxcVo3OKVu1tp37uauAOZWaMhBmLTWQeIEhwE1hL/KRH7ZP2+1a5Ca097Ig90jo6Xjmr1uUQOz7fbBSVIaJoGsSX208Ig39vnAlDblcwTprfan1MhPMkCm4sb+Xw94PYx7dh496HfFjOuPOiPyU2q1hXeii8GnhcXPYH3zLnf2nTE7ZTIaUnfHGNR6gHLRskH7y7UjqQjJs4VX20i14WlHih1oVsLqoESjsyyp2PHvJzR58pSA1OBMThTBIFSXD+glEAUGEPgKJGbNYEYlzdH2N3SL4qe9SdQBXY9Uw+FenR4YlkUUaPOlXx1JPK6j2L+P98ODx7wzYx3j04+LeHyyx+ezD+Kh/5h8Tf/5t/kv/wv/0u++7u/+4X7f+/v/b38pb/0l/jzf/7Pc3FxwQ//8A/zL/1L/xL/+//+vwNQSuE3/+bfzGuvvcb/8X/8H3zlK1/hX/vX/jVSSvzH//F//HVvzycVL5M5vCeRA/S1R371Q+zVJ9iTJ9ClF/5ujx4hz54iD5+iD56iz/aE2wmbGsE0KjJEZOhgiOzXBXYbdp99DYbB0dk5U69vYfeUR+c9Z/9w5vqNPcOtMcbEoQSeLUf6WrnoOy42lX6ciReVeBZ81ncWiNeFOt043e7oCO+zh1tSAmIhjoEpT2gOxD5CEMbtFpsK5VgI+4JophRlu+uIQ8V6F72utfq8sXjva8kVcmadJqiF7eMLQKgR2I3IZ1/Bzs+ZQoCUQJSQInKoXL/5Frz5NvP1gbRGrAoxJqoKx+PRrTF7o98lNMI8Le4xHdyi4na/crUEbotwmzNzVRfgWWbGYJw/2DLEgi0zKYBQAK8sS1XmOTOtym63oyzGdHMgmDKkAaMyHSciwamIEu7oC/3YMVvmneMViyzOE0fJuZBr4XjwxNd3g7vd6UigQ5s7Vlkchz50I6Ku1W62cDgcPflrYLvdkGd1L/sQXIjl4Dj1VVaWvBKTV9mGcX31DNGevj8jS2ZZVpBIkMQ6+9x5KRNrnZjzgVz21Doxjj7/PRxmVGf6fqCLA8ucMSnsxgsAQtqRmbk9vsPStNFLzdzeHLySnhdEArU2moB70nE8ONp9s+3A3FDFMJbliMiCas9ajWUxUhip2ffxcTqQbQKKg/5unBYovEEKG86GVzjyiNeG15h1AHHmQFbXZ3zj5pkv7LSBElV4Zy680cNN6XhybXzbowSHA+n8QGqWvuV6puwhH5W1CsscOE4LqpVhCAw3t3S3P4e+c830+Bz7tm9Dz3bf+DXnY0SxT59jGnw8OVdDMDOur69fuL/ve/q+/8Dn3d7e8q/8K/8K/9V/9V/xR//oH727/+rqiv/6v/6v+e/+u/+Of/af/WcB+PEf/3F+7a/9tfz1v/7X+d7v/V7+yl/5K/ydv/N3+F/+l/+FV199le/5nu/hP/wP/0N+/+///fyRP/JH6LpfWsDiy2QOrcp48eDZykD9nu++56O939MuH2CXD+DzK/L2W8j1LTLPJ2itJ7OhxzqvTu3iHLu89OfWpmX1+eiLgjffoX/0Bg//wRWbf3jN2bOO26ljmCeiVi43lbOLif6JEV7boJejU21yIVwfsf1Kf7PSXS3kCTZDQoJRxdBe/CKXfIFBDGjXwa4iayEuBW4LthSG0ZCglBAdvZ4rcju1CksbCK7CfnGQUK8wJBgTPLygvvIEdjvn2p4iV2Sa4WYPV0fKVUbmyHoMYMHbv0WRkBE1Qg/SeQ1cJ1yH3YS1BqbiVL5DEebWHS1V7kxcTrXMPTXsVEWfQF73oXJyqQpUFCSSNLANkaCCnQrRoFAiHclNUew5w1HxlrpKJOpAkp4kG6J1DOZgq46eSiXLhEqg2qlPEHAr04TSoZLoZAvWpElPx5kUikyInJRIvDUtFE5eokJooLlIlIFqmap+G2SiSmidBXmh4js9J8hAkg0DZ6fBAKvM5NBMbsLqXHdpx0LbDn8N94ALmghhwMyIYWgKdw6gc656wepEtpV5reSyJxfvDEz56O18KdS6kLJfGEuFRXuqTEzxCpOZa3tAPw8M0tEHv4S9tZ9ZKaBe0QaUnsg2Jl7PkcdD5BfWjgdvzVymhd1YSVqZJsjVR1SmHYccuTmsFPyYGr5aOP9/MxebK7rdz9N99v9CP3cJn3mIvfoYe/Lqh14jvpGY6zd3Rv/LJXyg8xGVOcKbb77JxcXFC/f/4T/8h/kjf+SPfODzftfv+l385t/8m/nCF77wQjL/6Z/+adZ15Qtf+MLdfd/5nd/Jt3/7t/NTP/VTfO/3fi8/9VM/xT/2j/1jL7Tdv//7v58f+qEf4m//7b/NP/FP/BNf4yf9ZONlMj/FuxJ6p+Hjn6Rdwj7zGez84Mm8ZBeD6BJ0PXSJeuUryJS8IjgevfJY1xW2O+Z1RW5vGZaFuNwQp1uGHHm0c3nHtTzlYIXu8hH1ciQ8eQDjgE0TjD1xWrFne9JmpdwWbt+5wma4fHJOGFu7vA9YUiQGFikQoRsHKJXxYoQls04L1Eoae7divL4FlbvtNlHMjL640fTh6gZyh3bnYJC6HkSp5b7129WK5Mx6fYtdHVhvC1E6aok0ejkaemIKpFSIXUQHpZoLu1iNxBgJMSKlawpwcDuvmEEflSKw5soqlV59rr0sC6UooglVZbMdmJfAO8/2HBaj7wfXZj8cUBEut2fEoJBXxITdOGDAWt3mtNPIIh15XVgpbIYNlY68FJTo9rUyIEskWqIXB04NwSvJr9z8PHO+pR+EapVSCqhRq7f3hY5Qu+YGo3TJvfKyzZgJpRRy8dZ2jOqGJMuCWGa3PafXLcfbzLbfYWIcc0BrhbiSDxOIUuqJe25gTtdTDYSSSNYTcyKYukSqBMbuHNOChYlafTusGn3vpiXzXAna0fdbovZESYgqQoewgCVKnXyWbgXt3Hi+63xUMM1u6Xo83gCV7XZABeZlAjOGYUBk5Tg9I4eVnGf6cEEvZ/S2Yde5GdJytpBlZs7ucyAoXdhwrDtun2be6joONfF4HLjserrbI70aai7CVEzoxi3Hqsx9YKnCs2dXBI0M+46z654z7XnwCxOP/99njK8+I7z6C+iTneu2X15gux22272ni/eRUYqvWkr2MVYp6M/+vTuZ4E9bVPMF+oc+psKTJ0/4e3/v771w/4dV5X/mz/wZfuZnfoa/+Tf/5nv+9vrrr9N1HZet2DrFq6++yuuvv373mOcT+envp799VPzMz/wMf/7P/3l+3+/7fTx48IA/9If+0AsLim80Xibz5+OEqhAXrPiaY7vBtpuv763PL+HbgK4jAH1diE9X0q0rq9VUCI87v3g8eYC98sST+bwg21s4HJEUkHQg6IQegPxiw0FUMJEGaBPvHnQdWJNWzQW5Fa+kQ2iz7Qpzpc5NA9sUisugShSMFYnBL0jw3gVQXl10Y5rhuFAPhXxQJnXA4Npm/EEaEG4o94oQzzG5rIgbcVTICNmgSXKfJgDt9kRSO7XrXC3q+bbdCS17AsB1GnyfB6ULDr4JTfjH5V2EaIKKz9bNp+qoOKLMAW4dUQZ6GxFzU53eEoYRiaiFBkaTJmPbkO9txh7oEEt01jlIC+iIFDIBd9Kr8sHiJXdVuQmJgWqVyEKWRJCESID3qXZOs/JAoreBwTpim38vFokWXcNdjaw+Xnj+2SfL3xjc6reLI4FIH3uKLfRJmbN3I2qZ7joDZsWP6zpjkhpwjrt5O3iFfZq715pZ8Zl8tcKqByYZWeXGOfl1JtfJ2QIN8R9r4kZHgm64Xh9Tbjuu8sB5J/SWGENbRDWe+kDiWNyad6nw1t4/YxRhjIGNwOVh4MnBePTGzOX/PbE7f4vu4k3ChaK7Dh0T7IZ70OjzJ+DpwCulHazllLk42axZw6XM/8+BXI4f+H3/So4TKfWjHiMinJ+ff6zX/Af/4B/wu3/37+YnfuInGIZfGpncf/Pf/Df5rb/1t/Jbf+tv5X/8H/9H/upf/auf6Ou/TObvF2akT7h1Vls79Pb21Dpr7d+2aAghwIOHLKJIKQwpYs/21Dee+d+3G+ThlvrKQ+zxQ+Irr0AMlKYXHXdHJChBFCro1S02G7eHW8iQth1SQFLCBGLfQQocFhcl2e12UCplXUEzeZphyiQJ1AJ2qNQFrp5eQxFCUjSBDYVA5eKVS1BxoZXeq2rWFY5HQs5wmNiQWOrILMpxckOK45TdEW3Tu2RrEcpcoKtsxg2GcXvrKmlodAGRvLBkIbbK9YS2zrmwambTxTblEChK3lfWaoSuJ5hS6x4zYz4eydW4vDgnAn0DVOW5EhQszw3lrNRsDLEjWyWkgMlKrgtCoI9bB4+tCbXINo4kIodne6pV1lLY656u78iWuL29xljd+UkLUYScjdF6kiUfXyCE7LahXTeSZc9hvWVdC5D9eEHI2dXcrNHiLnfn5KPrqVcTCsba3NwgcDzuASOERFAlxkQXeh5dvsZZvUCmQlLl0YOHLFY5sHClHddVQCfefmdtSnIV1Y4uDcSwIdCT2HHePSJaYpO2ZBaIKyqJaVUKlRiVapl5nhumwXENPutWjscFs8xm7EEcYdxOSWDh/DxS5UDVStXCm1fuWOcdjtWNZuqK4bRDlY5xOGOOV2Q58tXrc87Y8mjcsYkOdAztVO81cMzG7TQxlcJX3n7qMr3LQk/gYhzYJuUzFxsujh3nN1vO3imcxcwmZsaY6WKmH57dGaZIE5o6obO9s+E/1Wi3cofgtuqH3Jv7x+T6KU3mH4ea9jW+5k//9E/zxhtv8Ot+3a+7u6+Uwl/7a3+NP/kn/yT/8//8P7MsC8+ePXuhOv/qV7/Ka6+9BsBrr73G3/gbf+OF1/3qV79697ePimEY+IN/8A/ym37Tb+JLX/rSCwvXTyI+1cn8XizjvYn7k07mHzfs8hKLkXC2RZ5do2fJhVo2PZyfYZ95FR489Nn1KcYR227bgDHDYUbGyKk0l3DSMdX7aiG4TrTDuxU2o1cMywyTIrViS8EWw2aj3Ap5EubbSM1KTErsCrJmJK3Y7Yzc7JGba6waHI+wrsjNLcwzPLulPp1ZrpTDoeNQOo4lMmVxF6nFgUwhVEQr0nlVVmbIS2w0NK+wS1Nn9WY0L5zZ1ubmRhOYMWU1WE0praKHezR7VPFEHoUhCJ1Cir5NZm0Ob8Jafb6u5jargUgVF3JJIiQbiBYZrGekI6lSceBdR2KxxEqjrWmgVv98IsErY/GqvCdRJXsXQJJr/lthpkM1IqLvS8sRhEhHMudKewVbWXVoKPXQUPcnWdnT83zun6ynl4QE6FXog6JVqNZxYHiuute793MqXUcXdox6yZYHXJbHdES2dUPGOeS3YXCKoVU4edO/EPdCNX4qJjR01LqC5YaiP9HhJswysFBKx7RODbEvXsHb2qr8QikrBUXX1avcuHJlA1d6yW19wjhvidUTOsBowkzmttwwy5GvhJ/3hQcLUTq2+ZzNuuUKZRsTm6hsYmIMib7JNqemd3CyO333VeQkVXo6TmujCz7/O8BVFkpZ+DSGn+Mfpc0u79do+sD45/65f46/9bf+1gv3/eAP/iDf+Z3fye///b+fz3/+86SU+Mmf/El+22/7bQD87M/+LD/3cz/H933f9wHwfd/3ffxH/9F/xBtvvMErr7wCwE/8xE9wfn7Od33Xd33kNoyN3vhP/VP/FP/8P//P80M/9EMf/wN8jPiWS+Y/9mM/xn/6n/6nvP766/zj//g/zn/+n//n/Ibf8Bu+odd8PwpI+IST+eXFJeASowC5DYs3TZGqtjb1vMyw2TCNGzi/oP/sa1ALy1qw3Q658LbSqcLvewcKadfDxQWHN96Emolbn12PwwAxkKVCCqxNr/s4T2CJ4eIcUuJYMpRCf3kOx5m1VJgKx3duKU8L0zXMx8i6dtQqxCykVRhR9Fi5/odvouuEqmBnO87Oz3ywta6sP/8m9SvXzF9duLoaeetGmEWZKlR6ohjrfmZeKutq7DIMltFtIk/aOvTKXGGtRjcMDBmOq2ugb4aeMRldB0MqqC6IqiuJ1cCcK3M2bpcD16uw2W29W9G0uK15uacQGARCLwQR1lxZKm7+EYzZFrpSuZqPLLK6IYu5Y9hoI7ZWxhA5HweSCn0/kM145/aWWiuzZJaysK7Znck2O7qwZYgbBrmgzx29RPqNz/1uDntqzUzLxJ4JS0Yp3qKe5xmRyDg8pEsdUgJiyqYf7ycdq1Akk+NE4UCxmZSco55zRTWw2WzYxjN66xiI9JvIEBStGSlGUiXWxDQtHJeZ7XZHrUoplRC29OmSXXqVeNxxWS94oCODBh5sz8hmWEpcsSOlxHUKzOUppS6UhqmoxdAgbDbnqEamg5vYrLNRTO8Q86qAFdZ1AVZEJl+IBOfSH49HoLaWeW6J3YDC/vYdEOX65i3Ozx5zDO8wy1OSjoh5N0VQxjqSmVnqnmwzV+tXMSrSCRnl2fEfEKXnevsZ+rqjnwf6aaCzjkECUQJBhKR+/JzohM9fSU5XmtOCrGLt/y9ehfY5Uz+tM3M+ujL/qL+/O87OzvhH/9F/9IX7ttstjx49urv/S1/6El/+8pd5+PAh5+fn/Nv/9r/N933f9/G93/u9APym3/Sb+K7v+i5+4Ad+gD/+x/84r7/+On/oD/0hftfv+l0fOqs/xR/9o3+UnDMxRr70pS/x6NGjr+1DfER8zcn8i1/8Il/60pf4p//pf/oT3ZCPE3/2z/5ZvvzlL/On/tSf4jf+xt/Ij/7oj/L93//9/OzP/uzdSumTivDRD/nFj93OTSEAWz7Gid3U2RgS0gVsrc1e0VexEsUR6acKPboaliPUm76pBgjZ72uqXrVCXoV1Daw5sJaAViXlimgmxBXR2a0kz6+QZXU627zA0xvqGzesr68cnnbcHHqu18CkjkwXEaJAbAhuwXBquxEssi6BwywccmQpytLm4KVVNKdbeHFu7jr5wlyV1ZSlCutzs3WgXXAhmtAFN8XZhOaHLsZq7oK3qBDVq/hQtXHRHSimRJIlNjaALowxsI1KVGGIwlyhE6XH59JCRDSgVJ+Xa2iVcUeSSKdK10YvfQhkM5J1ROko0rXK/JQevMsicsKfRyKR0DRqBzoyA52MzNo3vnlAKHfdqDuhmxqIQekEuvZZAQylq5FAR5DQnufvGXWg0y0bLtjWMx6knod9pA/Cg8HxDTV1yCIs9ZI53FKZqeYLEcxb0VEHUtgSQ4/EhgtQI9eJKgu5TIgsOAFEuAPwNXz+PYMh+mLSBDN1yVYrzQjH0fSlXFPqEXRGJIE5bgEJTGHELLPmiVoL0/p2S7GGiHKYjwgBnQ6oJFQ7okZnIpy6LkRCcZYCiL/2B0S18j73+qfJsrQOxKcvvDL/xeOZf1D8iT/xJ1BVfttv+20viMacIoTAX/yLf5Ef+qEf4vu+7/vYbrd88Ytf5D/4D/6Dj/X6v/E3/sYXfv8tv+W3fJKb/7Un86urK77whS/wHd/xHfzgD/4gX/ziF/nc5z73iW7UB8V/9p/9Z/wb/8a/wQ/+4A8C8Kf+1J/iL/2lv8R/89/8N/yBP/AHPtH3+qS77MvqF6kTF/FUmed2/2ld3vcOzjjZrZ5W9/Pss8PaKG3bBrQ7zV3m2ZN9d3GBHCaOz/ZYMKpfv31mmqKDboISug665BW41jugzv54gP2Rbd9h3XqnjdbFgTUmCCNU5eYw+bwxdKjCKAXpCv3N4nPv6z1Mmfr0yM3fv+bwZuL6sOHtKbCELc+OhblW1lyICr1U1lgpK6TYE47Cfr+yZOPtW+N6gYOMrMUIaSCJcb2/9vVGsxpdc2GRwmbsEC3c7A8cc6VqgqDUxShmrHllLcayLigwbgY6EYYAY6icDwkVuN4fkSJM64RlB8upCRebcybpnPtNZBs3bEJiHEc2UZE8N0nfggG7oaesyjHuKLpnXr3i3u+P5BgRXXiy2zASOYuR5XgLwOVuS5cLtipZZ/6vr/w/3ExfpZQDj588AoxlXgl1ZbcZ2NiW5TCxTS5Ws009YkKWmUU3ZNuTq9PEpvlIDD1Lv7DWjIoSAmz6xKC+5qMIopGOjsvzB7DecPvGW9QqhBDp0hZZB7pl5DsevcKjQRlZGYKRp2fUAnkZKHOl00TQDev6NvNaMItAIYaRoTuH0pHKju04ohbZT7es7FntiJmCRipHcq5ghe1ui4jy7Ok1oj0xDIhEYqOqVQp5nSjVPRXMMsfjvmEGHPeJCZvNDhfUUZ5dv4mZ+TlqmWpe7S93ErjWzuW2FGpjCz9HPXnL3e/wIljwXlzo48Spu/BpjI/LM/9G43/73/63F34fhoEf+7Ef48d+7Mc+8Dnf8R3fwV/+y3/5a36vv/bX/trX/ByAX/WrfhXf/u3f/rEe+zUn8//hf/gfePPNN/nTf/pP89/+t/8tf/gP/2G+8IUv8KUvfYl/8V/8F+8oTJ90LMvCT//0T/MjP/Ijd/epKl/4whf4qZ/6qfd9zjzPd0kOeI/AwIfFL9HI/BuP2HySY5uFR23637RZud7fxnA/SzfeK57TSp4TKKfeVbmBuUQWDF3u4OaYrQzjEYbZFx1TJV9XDm8mnt0MPFt7ni6ROSj7XJmrsGZIClUEJRDFuF2bNGgtrvRWqiOMRV2jXO+nvqd2m7U5eq7SpFeVtQirabtPvO17qspbKzQppCCMwRjV2MbKJlYUWIMvnA5VOYo/J6qQWw0MkCwxhMgYlI1C0yK5IwsEcWrbsSgJn18HTQ4ga/PyKB3RIkmVFJxx4KQDn/n3OXllrMkr2rsK+d5eNeDIc5/ZuoOdiVJzYrAtRzZE7THcr9xXeNJU5ly81nn3flgIkAWqShO5Dc10xW9VelLYsFkfcikbLnvlSQ8jlUGNrP6dTQK5KmaRa9uSwsBSerQh8zVE+nBBV87YcU5fB6Io+7plZuEYD+z1KTXsmeQa1ZVa5yY9q4j2BB3o4zlBe7o4+vFuxqJH1nrEbCXXCdWCSOB5q9faJBsFoZYJ5N5W905trzninZ5jlrHnzo/3i09CV/3TqgBnfDTA7Vttz3zxi1/8mp8jIvye3/N7+Hf+nX/nYz3+65qZP3nyhC9/+ct8+ctf5md+5mf48R//cX7gB36A3W7Hv/qv/qv8W//Wv8U/8o/8I1/PS39gvPXWW5RS3pfn93f/7t993+f8sT/2x/j3//1//xPdjq83TjOVUyV9Qkze3NwAsNm8WGmXNkMPrdJIzX7xtOo/7A8A7Joa1el5+9tb5LBviVwo5gpdxTlWd0m9Vleg67cbLHXU1iFoXC6m6Qj7A/NxZlmMmjvWUnn76oZjiWQCipu9rCvc7o3NvlLKkZCM43GizMJ0TBAec5SBNw8rT9fKrJkiiVWMKa/k5lwVq3Askaf7zBwrKQRPxtpRQ+C4VKaMy4hWePTokSvNLhMFn4UPwVjygVpgPLvEsvD0nVuWasSupw9Q10o0ON/0dArbpJwl4zIZuwgXm4CKkRdDVDgQOFZhGwJZAm8f96ysDIMLl4wa2KXANlS2EYL68w/zActwNpyzEvj5q7eZJDcLVEFCRC0SamTeT/QaKab0yZNx10VMjdfffspsC7vxgizPWIu62IqYYztMWY+ZbCuvnD1g0wWiuPBGlwtSAsf1hpkNQmHNRggLURNtCcUyL24zOro2PGaIOZajlsqyzMx1ptSKVUFTx6gXPIoPedyP7JjZUXg8GGNwJ7x9icypRyblndevWJcMY4Qa6PstIsK2f8Dj8KvhqXIeOrYx+Pry7JypVH7uzTcJJA48Y7WK1SMlV3L2Rc3Z9jEpbBj0Eb3sGGXjJjlU3jq+xcKRm/lt1mJ08QHzfKTUib53GdxlWe80JrpuQBAOTdFvmvyccAbBc7K9+j5KX89J6r7nTx/4lw9x5f4UO4lUHHj6YfFRbfhfbvH3//7f/0V/j28IAPeVr3yFn/iJn+AnfuInCCHwL/wL/wJ/62/9Lb7ru76LP/7H/zi/9/f+3k9qO7+u+JEf+RG+/OUv3/1+fX3N5z//+V/CLfomharzXLtmjHKK4JU6sdl4ttmszxbNbUrXk356fmEgfWp7VVqV22anoQgQmWsiVyU+FUKsHI+wrIFpjVg/8HRNPFsrN1lYFaoY2WApXoGoCMmMVBXJvl3RAhlhqcpchbkYaxEk+iaePlm9m4X7XNyykoJRaqvM30V1CeI1bRTogrfXBzWGUBlCpQ+OuO61kmsliZEUggmqzjs2iyQiCaWPytheZxuNIO7iJtlnujUKfRZ660g6sOoAFddvF3+VKEqU1i3AZ9ZJoajQqdLnjqQbgvaUutxpwLupi89qoyhJHY2eVCgiVAvMNTHYhqNsQN2/WyX57P70XHyMEOXeIjZY07H3o6Rx0hNVXZBlw0MudOCyFx53lVf6zJNxoY+ZasowJ25j5iYnxigMS+Ig/hlEnZ8+hAc8qA+JaeJBr5wlYQhGCMKhBNbbjmG+4JkNaIjkcM2iPV3qmzNdYtRLLsqr7GzDWUwu/ANsCExWeGoX7MMtuTtw0Kcs9UCXRkpZfDHYEmeMAyDE7AvvGNriuc2uVZw+16eHnOxiOSX4D6jE6/PtLZ6r7nnX7V3yPnUMCjk//VRW5y/9zL+++JqT+bqu/IW/8Bf48R//cf7KX/krfPd3fze/5/f8Hn7n7/yddwT+//6//+/51//1f/0TTeaPHz8mhHDH6zvF8zzAd8dH6fR+WHytaMmPipR8V59QvGurhE9uO7W9YWq/FykvPG+zeQh4hwIgNGra4XB84XXWnBGrbHdbSB01++vknEGMrvdZ+Qn8VtYCpXC8uYXjRK8uAJOPMzYv9H2P9AazS8KWPFMyFGnCDuMIUlmaleX8dEFF2e2eUKKwEHnrpvBsgasVblfjWGZWWwCjS8lbvCkiEdxnJHkmiQpV2rpCsFAxc13xbIAGl9xMiRCEm8NMDuZIdINQjbUWhs0WKXBYXSRyt3FcgpgxBKMLRh9gOyS2UZiPNyjGw4stY4msh0TplDwZsylPs7dpy7xioSIhIUGIthKoPNx1RDHymLjNyi9c7akL9Oot76ILQYLr1luPWqTkFR2VJMZuGEhq3Oz3LNk4G3uWRTjWS479GRoMtDQ0dyJKIklHssB2GCjTraO6xfnxdSnoFCB0LKUy5czF+UNS2BBqItbI+faM8z7SxUBS7wpIBpegUezKbVzPzx9gZiTZ8oAHvHK+5XM74bX+yGd2C688LsS+UlfY3AjPXn+baT+wG7dsq3CVE2JOQws2cB4e86TbsInGKwN89jwxhoKqcrNGZOn46hF268iQe8rZK0zc0A2+EKlT4Kxe8rnNJWdJ2UaniAnwax5+lmM2/v4vvMnt+oDrMnPsX+MgNyzLHrOJcXt/fYitdR+6lry3fj1bF7eqHfstSmTbnxOlJ1pqQMjQkCWC2MmM57lELSfX+PavVKcOYlSy//85IxvDWOzAGzc/c7eQ+DTFib73YfFRf//lGH/uz/05fstv+S13uKl/+A//IZ/97GfvtEYOhwN/8k/+SX7f7/t9X9frf83J/DOf+Qy1Vn7H7/gd/I2/8Tf4nu/5nvc85p/5Z/6Z98jifaPRdR2//tf/en7yJ3/yDgVYa+Unf/In+eEf/uFP9L3gk0/m37S444/7TJTcqu6TVVjyC5YPmeu9ctu8eFUujau+1heh4nJyHXPoicq98tqCshQliGC1GVgsibW6jvqzBa6zsM9wLDAXB6IBaPDXzQZLFVK1O+euhJLx50zFq/hcaZW23Z30xfz+aiDVeeNZQVu1ns3uTn4RUGkTZ6ne0hX/PEFOFqoGAlErsfpjYqPqRxGSujBPr4EuaAPOGaP4vH0TMlFdktIMxmiMWRk0MJTR9d3V0dwdGzp7rjLXZtmq0AWjIIxFGDUwlg19OHMutbpkadTeq3tLdKKk4KOUExq9BmGMyig9o52x6sFd84K6apuNRHMt+qCucnf6jgV5bn8pgc6PD4FOduzoOe+Ey67waJi5vDiweRLQXqhToZSFMQp9MHpzieRYI0k2iFZ6OeeyXvBoq5xn43PjyrfvZrbdSlDldu7YjytJEv0a0OOGbB172ZHERxRa4SL0vLYJPOzhPBQ2oTqiX2GfBTmH6yVxvUaOdcchP+BgKwsrG7m3Ng3alO9kBSp79VFWltWTuG3piTzgjE6EPiqpdUFSg54o76WinX5Kvb91+pU911Wyxs5wXMehFN6U/9+nEtH+sdDsnwAm4Zsdv+N3/A6+8pWv3DGvvuu7vov/8//8P/nVv/pXAz5y/ZEf+ZFvXjL/E3/iT/Dbf/tv/1BJvMvLy1+UGcGXv/xlvvjFL/JP/pP/JL/hN/wGfvRHf5T9fn+Hbv8ko3zCM6tTJX5CsZ9WY9ZWDfu9o2zPz1xr+gTcO1Xyp99Do6ptGz99zesL99vZzgVfWsWurbKP5YT4zkD2mbwZsa0Sx5igQN4fYF6wXJzaVhQxbV1586o2R24mtx89bVc9ibNktwBZjjBXOBbjSGQBjmtmKsZc6t1i6WSxelyyA4ILlCgUha5XsgnPDgemIhCTJ2VVn+eat0FjNxAU6urPEzFEYcmu3T4vhQKuQW7cmdyY+WcIKaIK85IJtTB0A1HvFzJWVqxGajasVB6cn1HMKOvKGIXHF2c87IwdRy5SpmcmaiVrpCL05k5pHUZXlFQHKnBxfkFvPVtGwrwgVpAq5HlBBMbg+710ymqJ/dzzTM/JspCtfb81ItKx67ZsYk9UZbPb0gVjnmanaiFwfk7KHetxxrSS84zVxBB29NVFboIKKUa6YORSKVUoFKwUhjAwyUhRp7L1+ZzzmDiPcBkLrz40Hnw2Mnx2hKRc//w7FFsI1qG18wmPCNu0ZZWZvk/s7JK4GJs68R3nyrefrTx+fKC7qKSUuLxZ2F9PDLeB9enKJNCNl9zmniQdMSjjhXLZK6/ogSd95tVtZdevJC3c7memHHn0uY6rNfH6beZ6NvY5of1DXxQ+lxRijJQK7zxzB7Zj8XNnd74hqHC8vWEIle84T2wi7KLbEw/B6KTStUVElPu60d29oOAI7dLAmAWnT1bz+XBpYkjVlGLwbA381L6nMn2cy8uvqPg4PPNvRUjBuxXffskV4H7gB37gE92AryX+5X/5X+bNN9/k3/v3/j1ef/11vud7vof/6X/6n94Divu48UGIU8NYvkVZISYKMSF98Qq9trogZ09O89zEXE7mDq1MQLxKnzPMXgZbrtRVXc617avQvMJTq3wMf4tcvQqeS6AYrCG0ZA7HIhyzsTTRl1qt+YCfqha7438vVZAGIi7FkelTEdZqWOFu/n36ofrsvVYo7f9BIFShFmch55aXVe6V304Kb/jeIVdhUSVWI1QByh26/1S1R3VlwGqCGoQgdEHoT/N2qwyh0EkmCCQyxYRNrGyLso3KUiJWvRre1A2JSK8BVWkcb6MXowutcyA+wK4m7FPkfH0ICovsqWQ6HelspMOra+8gGElo5mvmDRYLrNZzVi8RFRY5EqVnsA29pDavf6+oViNb4dP5AVWv0EfbMUZhGysX3cJ2uxAuAnLeI0GRMRCHlRQKUcy3SyDVRM9Ibz0b23KWlAep8mSYePRoz/jtgj7a0vU98dmRJ1c38BVjf4yYJcIgDGskdh1RXRvgUQ+fDSuvjkdeebQyXqxoD9v9kTrDvE/c3AxcinDVBW6zEkdzLYJ2DArezFoN3moeAIepJfOte6RP4gn811ysXKSF835hO8z0YyaNlTCCdgId93SY2mgWBepqWPbOec1CzVCyUrNSSkv2WSkmvLHfEl7vyN+i16FvND6ONvvLeDG+5RTgfviHf/gXpa3+fAjSlNKei3W9P+u/Dvpd17XZ3F1F6gdj7OMLv+8PXqHvto5SP2lT5/LiDP1271zkU0W+LAssK1oLxECIW6jG/uqZ26SqQi2kvod1pZYjLJn5eoZSGfoBSkGW1s9eDcnC/urAchvZ72emJRG6c3ogno2sVdjPldWEOReyCWncIRVWDWTxquPtZ1fM1QjdSArmXHdzcFjfdU06t7aWOEhVqpwweEb5/7P3Z7G2bttdH/prvfevGGPMOdfae5/jc+yLje3LvRRKJBCK5JNISYQi88AbVh4TI/GALINE8ZCAUAJExIIXniBPCOfFihQpUSQ7NyGJKAQ4QrLEvQLHXAG+HFfn7GKtNeccY3xF7721+9D6N+Zca69dHZ+C473a1tpzzlF+4xvf97XeWvsXIVEN7o8n1ODmyVNP5OJGKPPqZjQlKyHAOk1+oR96OoFxt29focP2uuQVb9+N9MEduiQqJVdyUmYpDFG52u9QAiFGUg0s05GcIQ47MPOphRjBCqJKCpVIRfOMBCOkjg7l7UNCu44pJLpF6efMrEqZq0vWJmUQ42o3ct0Zgy2MQbna9xQV+ikTJdB/8Snd+cCz+oQX9TmZmavdNQe74hBGDkOH1cKaF/fQCU43E4F9P5JW4zRNJE2c9EiyxJeefg9XsYNlRrNwrAuLGONuh6mw5IW8Fsa4Yw1X0Fd6G4lTxxCML97s+MKTQhrvkF3PVBaogcPbN3T3E5GZQKXkhVqU+TyxSGa0HUEqV1cdbw2ZQZ5j1zPxt30ffPEJL85n0MDT3/2EcVipGujuE78x3xJWGJMRTBi00Enl//4DkS+8A3KzEt7uCFcDT+M1lityynzxWeHpr86UZc+8dqhMqAq5bEh1I0hg0cj7OpOrsB5atVzv6YPx5Psi1/3Cl77wPvu3MukLgfj2iDx9Ajc7GEc3P+o7H3eBSzHX6sd8Ln5Qr7n93H6vvrjOihU3YfnCv3yP9M93fB414Kp6cfBJj3kTL8d3XTL/dsVUFHn3XdcWP509mcODT/n1FbYbsWGEofcqeDuBP22U6m5npSB59dfqvoGvZF6Q89EvFqZeYjQdYKsOcDMzJK9+lkyzX0iOM3aasVzR0YfOViq2KjYZ5QRl9qrBx+5GCgom1OAGGV2wy9g9q7i8e4UiQjZjKsZUjbUafbKmp/4wi43iCYdWmWubiRuQGoRoyV65+xjfHvjibdZY2pm95oqIsGSvaDUYQ/ThfhK5rMW2C4GooGasBRYNRIssKuyCMKoSysN3kYIxupEcEp1/bdWR40l8QhCA2Aw2uljpkuvNm7nRxjIG+iAMITEVYy5+vHQBRhH2ydgnY2eVq1S56X3f7KxwnRKTdKTQcTUnDufEpIVeB3qJjDG5dnxDo0eBIcCA/5QBUghMY8c+R45LhwR4qxsYQsCq0EUhYZcKXTbeeRBG7ah6hajQW08MlV2EMSpdrIQOLo4lLaQp+aVgdOqLi1ESZnuu2HOdEk964Z1h5eYLE+n7r+EHvxf74heweYLTRPjiLbv91/je/D7xV5Ux7HiWOoad4xt2VN4ZFr7wjnL4fmN96wreuYEnVzCOiCqyrHT3J66/7z3SatgyX3juVV3tULpA6CI2T9x+/Tl2UsoEtvpoLIwwvtURvzCy+8EvwZfeQb/0Jezm+lvCiR7/1S/T/79+hc+jo/mnc0377oz/9X/9Xy8e7Bvm65/+038KwIsXL35Tr/0mmX9EzFaQX/4VOJ6x48ql35UiMnbw5ITsR2Q3Qt9jKTlCagsJECM2DLA/8M47jkZ/9mu/Bvd32PEE08zy4g5UUcEXBYc99vQpL9ps/dAq9K1y30R5NsxCfvdd5O6Ovi0kzusKux3duIOuI6pCqXQCTDP64hbWjE4LNq3E1Vt/W0buY4eZ8eL2jjoLefW5fdc5J7nkhaIRgmEaGboBDYGQK1jgNK/MRbBkzBVyNST2xGhM04SIb3sKkRiEoe9IAuPQX8Q+TueJYnCaFndQagO0w7Wji08NDzDu91Rt9C8zTuvqAK4QiSGgsYMUeH53Tx/gyc01ATiezhjGviV4xGfbqKJEun5EkzKZEDGnaYnwztMbxjaFKG1y0QefwasqFR8hJBFigqozaKQLiV00DhhVIk/eecp9gfde3KMNtP90f2AMhX2vHIhcJ+XpqC5rWxfGqOTUY9LRp8iuv+I+K8+PR5QCMaLq82x0W1A4330wcW5+hLd3iSE9uALKOkOTnh0jHMY9UWAtFTFhHAYOwVinmWo9mpUowmHoGbrIeZo5dgtPayAUQ7IhQZluT+TjyjgO7JcB7gqibjNrmhjEgYNSFoKe2D3t6N65IR922OGKmhIMIzIOhCUzvnvPO9NC7K84zB138z0KvH0z8NZgaDixxJ7S7VwRsO+RnXfD4jgiMQBKMB8nLcsKMVBTgGGA3cj45AYphfH9Z3A8cfr6B7BkZC0wJOIX34K3n6I//ENwc/1NutK8PvSHf4gUvjNWnd/p2EZ3n/SY78Z4VTzmj/2xP/bS3w/qgZ893iTzbee9AkaYLaP/6ha9y+hkF2XFMIDsAvG8uJPZroO+Q7qtrYaXlw1kJSIw9oTbOygF+dXfgPOMTYuXsE38xQLIkGA/IE/vkKc32FtvQ0vmL0XOyIsXyO0t8v4zOM9+QRr7l8cAKUHXQ9KHylyrL0yWgp0zNimWDU2O0K4xYAXqArU87BbBiMl8jg4QjGhOttkOP589QzbzrmI1VrWmje1J0bXYhRSF2HjN23ixmlHV0e7FjFIaYl3V1cnMke8bit3a+6tWsimzOS4gIhSLpOpVYVWo0hyqxN9HzRHym520iEGBMQoxCZWAidAFQ02JAknMPc4fcWe2uf8GYiomRNv2lxKjEtqx806FFDpCr6QQWHu5YDO6YK6J3vjtu1TY9ULXFYLN7HLGQsJMSCHRhehc8jmhGEMI7WSWy/+DGL0YIRghKkGEpfN5ekRQhb4XulaB9w21Dxu+oKHqA4wxXvZ7kkDCxwxVIZdImYXuVDEtWBBsqWgDYkfMP18Uxhid5hUDQ3RO+RArYRDY9d5R2g6IroObG3h6izwdGZ4eedJsQaMa1YTrLrDrfUYuqekrdAmLEQnJIeZdu/ir0oT//cDe79Bx99DF2o3+Gb/HMTj2td+AecJa4te33vEkvntAwH8rI8prxGk+B/Gd0mb/Vscmxf2tijfJ/CNiDhPzv1pZz5G8xIulQ9cr3VjppzNhPyMHNzVptk5QNutQxTa+VBBe/H+fQzVkUWwBqe5dnDQSEsw6EYbCxAvCk1vG7/sCnCfCPHul0QRdhhDgeEKOE9xPxGdHLFemaMj16M8LgbrMWEr0+z2Y0pkh68JpWeE0kTLUVYh19IVKjlhLxJiQ2BGiEHpz/+WGxM1lBY2IdIgZZolShZDceSqNHakYheAtVjNHqiN0MTVUM1jOqEBs1dM0z+QGkDstK9m0eVwLKSVMYF5XogjDOPriJCVQ5cX9LQuZNMTG5HXTkdvpDKVjP+7oAsxLBoHd/opi8Pz+RDZzvW+8Tb5L0A2DM/TOM2MwbvYDSWA5nllUWKuRVQgxogrneUWisTtEqkV2+ysO40qICxKM490MXeH7r254O3cci7py282euc0Hp9M91/uOKEYXYeyMLq10Q+GQMrtS2I2Z7kXPOHe+yKyCHjrWCkMXSRHWZWHsIykZQ0qMSUkYZt61eHsMjOq+7dVgGAciMPSJKDBP0wOTEZimyRXjzEV91KxR15R1hbsy8YGtfGnuGY4reZqRKEgVRBN91zOOHVc5cm2R4WpsYMbKEICSXbwlBSQlwjBCTBfMyHQ+E1JEdwmujH3OqAaGfkQ1YPWI6cq0ruTZGMJVW6Ab8+kIITrORCsMPad5wYIwfvGLcHPtNMMWG8Nk80UYG4VoQx2XUi6L9G9HxM/p5fnRWvkj483I/MPx+TxaHsdH0AMmuee933iHqbl1GUIUZYiVXVe4Wmb6nRLHhdDjVz4FXb2qLXOg5EjOEa3C+WqkNk/uagImXjGx0KdKLZVudIvM9CSjsxFu7pEP7iBGdyJbC2YJPa5wVurJmI8FCYb2K/GLxV3ThgFigvQYiFORJcO0YKcVvV8pt1BX304ImAo0rnVe/XmX1aQYMRoxKBaEECtFheY90ZThoKh5UjaaF7ffH8X3UR8cAb51RNJWMeOPz6osWlnNhUPEhGRGMuexY0ZtLyptfr5SWMmUJsBRQsLMiBbIGin6UIxtpN9cjaUaqypLcWetaFAtcmjwiL4KIT20/EJTgvNK3yvTrRuxBGGuwlwiS4WxOcLFVEl9IaTAbnTKWgiBaj1rI8Qv8BLQKYj7undDpTt4qx2M/ZB5x3yKep4FI2EKZ/GveZtzKw9tSMc5ePJNJkin9BqIZhR9gGikYJfP2PauG+AEg+Tqd0lotqQQ2nGRVZhr4DT3dC8qNRqSDNFIWaKPZNr37MpuPrIw/O++jTEwHAS2rtBol5dTNAR3AtxF0mrs8kqXA1UDtWS6vjYzNfNF77w4fVGr75jSXc51C+Idq29Tdf2bi+++6vObERemysfEdxs17Yd+6Ie+oRb6t1yb/fMQi534leMPMGsg65Z4XDFsnwtzSexPK31XidFnlLUKpUTmpWMqiXNJLDWwaCCd96zm4CwDxJQ+wM2wZx8rkgtjV5yaNBeWD+6I4x1vfckv8+fbiTpB5MA6J0K4Zq2R27sTY5f5wjsjXVepu3uki0zTGZsn9l/4IgA2ndD7I9yf4W5mfm9lep4w68klQugRMbooxKBAT4yVnCdicM9pEXjnnRu0CssaiWvHMgkmgZAG53BbU2sxV8MKZk3CUnj75pohigubVHcUw5RisCyZqSizVtJuoLIyrzNiQq2RSkSqkSRcElUnwqqFbCuLzJS8ohS60LPYwNP+LQiJKg6qOTdOfGfCqoZ0PaqFc1lQKvthTwmJ23lFNbIzF5A5TwspGPshETWwFHdb23jJ8zJjapy6SBciw6xEhKdXiRhh3PdIgD666l3RwByEpJ70rAopBpZlZbFKt4sMXYRQkNGc7hQDaS/s6sKTAk/PiaWO5D4iQVjUkfFaK0VgNeOD6Z6piahc7fz73ceORKAb27FZF6pBrd5GH/vOL5QhMKhw2LmP/FIa8LBZep5PR/fsIbEAv/7+wvlYuL7ufLwQAssSuT+vzHOgTwd2GnxBKMJ5XihmjFfudLaez3S398gHH2DDiG6t9nVtWAaDLhBGSGMFVqQE1wCgElNCFKYXd1AyjKcmniQsqpAS1289dTBiCF5tv5IR3BOdi0vavrEg5uZYuDFLDoeXFxtv4psbLgT1CW3277KFzk//9E9/Q8/7wR/8wU/92DfJ/CNirUd+de5ZyoNDV98qlX0KzCWyW3vGWEitPC0mzDUxFeeynmrkXIW5QlgTqxpr8cdGfGb4BQ3sUyKuO65ypSewmwtUoesqcu5QE+7uAue1Q7srphoJ/YFK4P4Ib/WFkCpvhzO7biYNR1g6n5smr0r0dILnt9jzM+WDwvQ8cXc/UsLIXCMheou3T0IXKlEyQ/TFCakiQVyMRRzb97DI9DlxBlYTVoVV/cJfeVDESgGGKAxx42q3FbhAqFBpVbZWhJU5zEwyESVi1iEWCGzuVf7O1ZTK9m+l2EyluGqWQJaVbCOdCkXkpYp+VWNWZbKVs5yoUl0vXkcoAyn4WGUXH1p6gs9/N7S3+pidufr8dijuqtaHRJ+VfTavGgEJRhyMvlbGXOhjpQub8KeHts9mCARDohH6gB0i0kfkaqQrE1frytP7wlIjqzo+ALz1/2r7MYhX3X1yvneM0Jv7wifcTGU1cexBu4BK+3wEu6jjdeKVvAQXQLEoRNkwDoH70iELmCT6VIkxkGtwi122mby/fxJDozEE5+8XjdQJ0nFGXtzBOMChAcyOR1cn9PUg0guxb9QHlKqKxCa+VBSm7BuZ60Nha9acAQVMkVyQ3R57+63PcEX4TsR3Wfn5TYqtgfZJj/luiv/gP/gPvuXv8SaZf0SseubXz06HUjwpbSYWuxRZusCuRPdpbsk8qzBr4FQDp4L/y07PCmNlrZXzshCBfT+wS8JxnrnuoFPjKhlPxz2TKpojYVHudU/RcFkg3N0b5ypUZhTYdwNVEtytUBPvxMzYH+l1BymSy9dBjem9Z/D8hL23sDwLvLjreTH3nJtKWz8mUjDClBmDcT12bhDSHehiZZ7vkWD0XXDHL4lY6FhVyCoseFLLzYJ0ztnBUghD50YbWhYwoRs6VLRR0LxKCiEizYDl2f17zHKi6zqCRVQHMOF6PNBLJK/eB9cA2QoWDROlWqbaQtftMTJrWNoCwWfUY5vDfnB7x1KVNRonOXNfblmZuSuRwQ48sRvWOPKD7zxFOjhc9QzBOB5d83zsO7TA3bywKBA7isCzKTsPXRJdSKTjiqnRjyDRtbkJRs6VshhRDm3+LEzzwvVuQAWUgFgkxkjoAsNbV8ih5zzNaFypceHqsOecKy/mtUmkdqjA4fqALhOxofefdJWrLnMzQgyVu9t70MBucP9tRbAaOK+FgjA0jf9N2S+3KvXq6gqNkLUSDa7H6J3tYtSgPJsyaxaydoxRECpmFeJAR+I0L0iN7IeBNcB4vacPRi0nplXRKcF9Jjy7h67DjmdfVcwzdn9kkODMkFyRJMzrmbrC/nAgdYZpQRel6xNSDKyyzovrAbQVzunZGYYI13u0KhYC4VFC3/wNtnboptq4VerfKnvnj4rK50/KFXzt9Vutzf7tiM91Mv84R6JSJ752Lg8a4uIazH1wreulCkOM9OEBfJsrzArnAqdinHLlWAsnm0n9iUUm5jATLHJlT7hadxyqc5wHbeppIdEHIy9e0Q2MZHNd82MWjmtlKnZpM7lPRESsYwgjw4tK6BeinghrcRqdGvbeHfXFSnk/cLwbeTH3fLD0nC2xqDtzxWAkjexSgBL8Qt8cjNYcCcEoxWeVa00sJTA3hbcZYS7Gop48i5kbqAS/OHYiDEF8jBCaKERo4H/85M0oq2QWJlY7gw1E6RGJdBudgAs8AeBiYFGtoFao6t7VBMiysFgmWkeqoc2eHWS3WmWRwiITC0eyLWCgUkkSGWvHXI1VXV7zsUw9PGjCr7XxyNuNajDmQB8SnXX0sRJiJqSHZ4s87mw0gTB70KdfNZBrRIs8XLVCgD4R9j12lRmmwu6U2UfhGIwMRHNmwePqXDbFvqB0qTKkQtTomAcTkkSETRfcu0uh8fsTm/Kd+7xv+66osJiRm0vdokJpTneSA6sGEtkR8a334CMqpYvq6nxoYzIYa4nMp0T33koY73wePzTdhjX7DPy8NgEDe63bqGWwRbFULoojOi0uSVwedop0QriZkTX7GXR1gP6bjBqv9UHMwPTirOZziUcXjI8J+frXqLZ+c7fruyQ2NciPi0+6//MYn+tk/nGhuvCe3lNbkz1apK+JXjrGkphL9JZ0a0NuB+BcjLk+JPFjuGOWO8bYUXQmh5UgPcflGQfe5sl6w5J7BsvMnbAodAKleMu0nGdWBU0j51JZTZhNCUmIEri9O0FJjG/tuFdhuC8EqXB3S7o+EsfodK0SKbc9db1iZscUInNIvJgKswpjinTmFCczo5wW5lTh0GEiVEYE5e7kBhGF6N2CtXBcled55nYxjtqS8rrSEdAU2YshJnQS6QWkZsQUq5Crsq7G8bxwlxduwx2aVtQyc84kGd0b3SqDdZgkhr4DM47HE2dbWfqVzMpw1RG1cnf/nCg9J5yvfrA9e+kYB79on+fZjTZk5cgti54pOtMPAyYrGgtV4fY80WnkazpxiIrW0oxlEmuB07xyyobGjmrm7fsUCMFnM+PNnisLjNWRkeu5UEqg6/Z0Xc/dsyPP58SxCGnY0e9GumR8cPeMLi9cX3WEWpnvT0gydk9vIHZoDdx9cEsg8PRwYIkDywSrOoc+ipEFTqeZbi30w8rbVyNdqoyj5zoTdenaIEjzPi8qvPjgOYJ7vccIT/Y9fTA6W9vYIbIGwUqlaHAwH3CukM19zlUUqUovxlXfkcxzc1BhnY+oijvjiSESKHTcnQrhPaPqkXg3IYcO+sS6zJCVXeyx1TjfnaknSKFHkpBzpVaDXAgOSUCCYGrICroE8gw1B3Iu7PaJ7lg5vffrpA9uHdPx//wd0HUss3cjLhDATc63odyvrl5DE727J7x4AfdHp4guK0xLk0l+lHFCm08lcVGn2FCLsc2sUmgoRl/p2S9/naznb8GV7d/8sNYx+qTHvImX43OZzN99910+CSka45F088tstoSBjoE9IwdG3XEje8YQ6SRcknk2B3AdbeYY7rnnA876AUu94wd+6AuoZXLOhNBRa8CiEknE4mppCmT8vC7lgbM9V8VS5qQra5dZZCaFSMeAVeWwXvEiC7sYSToQ7410XBhPhTS0SkY75qnjVHd8sIw8W4xnWbjNrT2enBK1iFASdCpAYtdU0GpJpKBEi+Qq1JAaJkA5XRzRlCxQrF58nBNCiu4b3semG+6yaJR2sVQcyV6oFFYKGbPSZmfbkOORixc+1H38DRq1uVAVqjU4OoFVFnrrWS3StYtrQSnU9p9X8llnQlUISo47FllZ6sBSA6u6SYioo7C9khZKwwdUlMUqpsaikdjU2K5zZNcsSmNwCdtag/+z4EYbeEWOwlz8fUqNnEvHNEXG4xnrCrLLniCiuPZ5DykpqerF5WzbI3b538M+imLuUBeNxMP3o40bX9RHSv5ZHWAkWEOhV4ZoLqATjN4CNSmruqtdVefsFxW66p2MpBELyqg0rrqLzURxdUCJ1ZW+1FiqO6SFO6hlYThn0qEgvVAXr07rTrBq1MkNdTBx9oW5hr9VITY9AfBjviyBvETmObKsiXmtjFPPeFuoNrE/3nMYfxWpFfvBH4BNcvkT4vu+7wb52teQX/7X8Gvvob9xh36wUJ4r5Sys50gt4aVWsGNNHnH+E4RO3dwwuaqgBP+dAPf/OvG1r73Li9Nm+fz5KUUf42I+8jGfn93xqeNzmcw/TZgV7sqvAyASCNIxy8AkO4Z4zapP6OtAInpyAadIycI53HPiOVN9zlLvWcs99yd/zb7vUKv044EuQbePRB1Z72ciifNp8qQVA1WNcynMWgg3mSkeeT6/S7WV6+trEgP9cM0iN7x3PxEysAuYdXR1ZJwLb93sMYQXx8opJ870PM+B3zjOvFihxo5sxun+TBeEw5DICWLJlOT0qzl5azSIz0lXFaQP3BfhblGOq3KcC8dcmZpjVB87X3DEwFvXAzcd7KUyRNBakJSowSlPISip6wixuXxpwYKyzhmk43q8Ya8H162OQjc6ov36cEBqh3SgjNxN71PqxDSdCJK42g8gSugCkchxOhNEmne0kutCYWFZJ3I9I6GiQSn97CORvGOukfMKoTOkqQB2+50DukahC9oEaZQ5r1Tgg2kBS9zs+oYeH0kR5uXO6VFiTGttvu0Ra05az45npgjf9+QGGQvP75/RdcoQCjKs6NWyHZz0Xc/QJ+YXM/MM8wRT8Tb50Phm19fX3PSZJ8PKebqj1oKZYhbIWilFeX535EWOLDK41Wx2oNw1zQrVCh2VpCtJlKEbWGuk9onFAnN17MNahRXQ88oa4a39AFG5P50ZgnJzNbb2faBYQIkOGF0qiwqhdrAGVDpKzcT7mdgpZokQDc3+mcbQo52wLoqZcDr6PtkfBlSVpYI1k51lFealY649p5z44PYEUuhEeefqHWqZGeOR/vyvCfcnypMr9Lf/wEVdcaNlbqj20CxS5dd+Ffn//BL6S19j/f8tHN/tuLs7cD8PnEviVBJZQwM0SrPV9ZFCfPQvBSOK0gW92O/G4PTPr58O5CaQ83mLbeT0sY/59mzKd1W8SeYfEWaVubwAQAiE0JFCTwkLRRZqyHQ2EHGZU0OpZBbOrHZk0eMlkZd6RnWHWUGb2lghUsLEEk+k0DkyW42SC9KqwNWUs01M4UwSY7UjU/0A1UJXKinuqSin+pTeEmP0drkAqY4MWclxTzXhdsqcSmKWxIsceLHAfVGqVqoaVZUxBqQNs2NxpPVu49hrJDaKVzZBSuRcA+fiVdlSnSNuUX1/0RDM0SlkXXPySuKqbUUM10nb5s9e4VZbqWQHT7V9H0kkwsXze0PDuzp8QAhNZU5RK5hVTILv76Afi43YvmvVgmqmALlOrHFiYmEuHUsSOseu+Ry4XWxqwwcswTjLxBzOzCTWPJKWHS8y7FIg0Tmi3HpXsIuRtUayaquIfeadmyLdsQi3ORIY2B8zoc/IsMB+hhSxpWAVqjZcA/Ko0vbPtGERXvt58SSzXTRrYyNsFTqbyh1bJ0UZYmGIlaELrqpn8Hz1y0cxYW16+VZdPGmnji/pzBcFfaiN8uhaCyqODVjEyA2XsGhg0Y5x7YhEhljBMiEYmvum5+9VWS4VMyGX5GD1JRGCtvt9hn9aE3NJnEvHsUQ+WBNqgSiwhI5j7qgU3j6d2N/+BjwVQq3wwz/siPrXhNy9QP7lL1H/37/G8ZeU99+94d3Tng+WgdscOdXAscgFZ9E0o4AHzfwktIS+3WaPbvMF9LM1UvXzOTOHz1Mf4psXb5L5R4aSi8+sRAJBExoyGgo1LChKlI5IQvAVeyVTbGHVI2s9kcuJWmdUF0ScW7PMZ0QiwxhZ68SL+X2WkLk5vA0aiL2LWTw/PieHBdkrZhPHck+uEyYzROPF/Xt0YUcnN+x4wmH3BWaL3FefYybb0anx3ntrczM7cFLh+blwl4374ih2i4qKsZSFWhOlVmoKXPeRLHA7F3I03rm+Aoz745mszr8+FkWGkSSwHmeyVrqhJxDcvAXQogTrCNrai/jVLYZIbFA2tUAxJbNSLfPee1/DzPjiO19mlB299fSxZwyJXYoMyS/+mLBinE4nTpxYbWYtC8syIyHTpwOrLVgyzIzrqysEmEvBEFZbEPOZsQQ4Hm8RSXRxJKY7Qh4Y1khclLWDd272IK5bnguc5oXTUjh1K/fhBZYyQmBeJ8hwuO+RGjmWE3dD4f/xpRtEvK28WuScC+dsnBZjFSOlnlXga7dn8gCTVKQIXTeQhpU5HgljRE+V8+3K6SyspSeXSt+PLAJBoi84olFyZQ2VHCv7sSMmRx6aRkpri+8P1yxr4L0P7pkqWBN0OZ1PpGQcVFnrype+p2foDcjIatydCzWLu4tl4TSvVIWbqx3JAiYJgjLu91x3mf0AKQq1FKctmi8SpTHKigkgvH8/07fjrTejrhMxKM9PhShK30VEjMN+76Y5bTFze3RA224cUIRcAi/OyrnAWf1YPZZEt9uTga/eTxwiTLbnfk68czyzu75jV3+Z/O4H8L1fZPz+H4CrK1Y3KGA8HrF//avUX/p17v6Z8Wtfe4tfP+35+tLxfI3cZi4slqL2EkhLaGPzNmqIstnVQmyjui2xB4H7DKqfTzT7pxGN+aT7P4/xJpl/VJi5UQaezE3cw0utkFrNEyQRpfP7TVGUqsujfyu6GRi3IU9jSruuuGaqngmSmOgoIV/mxPfyjMJMVMh6IteJUmfMMoY7lQkBkZkpTpytMOTw4LetroE+r6GZeQSmYrxYlHNRTiUzkwkWMTEyxWtcxS/QCklpCm/CWLyimVRYq8t1TnWTNjWqGdZEb6N4kvYqertA+b/H4aBBa05oShEXfTEzRIRAItGTLNGHwBCDV/rB/cRVXd89WHhpgG4XeMxDM05EGk9c2r/QZvABaWhjl+0sVFvJtrAwMXPFWoUlOgXPxJDgnPWiPn/PsrLaGbMFxaj4AuEm7xkWISukELlfvUJfVZhqYFYHTK4KixkLhSTB7WJFICSGZeD66PKsIoV4KOgM+ZzIOVHUgWsV75psCURb1V0uqoOBpOqqaSbt9ubjbv7ZNh6+hsvh6hzzqHRdvSitGdDH2ERjeORo5yY0QYxFHRBH467H5q4WqQQ1iiVfFIq5PkENjozPkVDAhs6pa2ulD4aodwR6jaSgWOoIYsxr55+7NPW66LoMWQPnUplqYNLAuQrHAikL1YxpgTuJlL7jviRu157rF5Hvne4YvvjrpC8/R959AVc7B8CVAucV/dVb7n5R+eqvv8WvnA78+tzx3iK8WOFudRrqqbhXgLZzYosowb3hH7kFbr/HwKPbnNJq9jlN5nwyWv1NMv9wvEnmHxGGYbawqVTXxocxeWheRklUWS6VuVp2ipTm1iJTtoSyLAuGsd/vWwJRV0aTgspKlhMqK7f3d75oiIWiM7e3t2SdGcaI6kopi+uVxxERwyRTwsrtcg95T5euURHy7C1HpHOA0ouJRZVZjbkW1lBZZcXUnaT6cWhUqp4uRqo5dYmuw6JxzJUIpP0NpvDB3Zm5GCX2VFWurq5IVpjnmYDxdL/j0EWuem+Ld5s6ihkxdZzmwlSESqJSKVqosVC10vc9IokkPZEemysaV/qho2tmJABdjMQaLjKtqetQIvv9jiAdtSpVlKUsdAQ6BRUhhEDQQF4yK4WUOqp1dAcfl0zzCUuJtQjJeq7SDWMDwhGE5TxxylBVKVqZy8RkR0o+Uq3SxZEl9vzaMZKnG773MDBGeO9U6aNxmjPHElg1shqspuQgPLt9TkDoCcx9Qm5Gdhp4tvb0JyPFzFALWgSRBHFHGvcMoeP925m5CN0wMM0zViAqDFrptPD0MCAhOoKcwHkuHNfAB9OR5zkwryuLOtc6ATEmuibfmyKYrZi4xr6Z0qVAF4WSC0v2hcQm5dupMGdjDspZMyMZs0CMimpGLHA6TpxyR9c/JVrH7fHUQHS+gMjH6p4poaM36KQjmTESSGYsZ0/eQ3/tMrbRFQXfvz/7tpiioadI5Jydzmmp573bI1mNbhiZDV58/Z5dEp50xju7gbv5hrc/mHn66xPzv/zXpCshDIIVXzicP+jg3bf516cDvz4lvj4Hni3G3arcl8JZC2dbyJJx3bqH64ULHwWixgvWJhIfkjzirn8IU6Nafh7jU/HMvz2b8l0Vb5L5x4TPbatXFxKoWhHpHGltSmlV3abjZXiCVitoq8ptI8WKtxS9Pgw+pyVT1VCrEFZEAqd66zNflKILcz6htpJqD1bbaj2gVl2YQwuLHTlueuS5ZyiRedoQ3ULFWGqhUCihUqRQpTyqpOPlslNNydUtRQEofoFe1KuGDp+nLtWYFSy0y5VAT0Ql0oVAH927O9D0ws0R0rmVdrMKU5ELL32VjLaFj0iilz0DVxz0ikFgnwL75KI9Q2wysbiD18Zl3vYzbY4eJBEtESySgs/bneorKJFeR/q4p8qMhFNbYBmmmaIrZmcmmViqV+dFfc6f7RE3nEqRDRE/UXWl6oxZYZaVUCP9HAmS2K+RMcC8Vk5VONWmR1AqS5edloeStGNZD4RzhxEIsXMJWC3cnH2OOuXI3dpzLJFTEc5FWIpRI82JTegrHCXQx8hpTV6t50SukVOBc+sOLLV9ptaJ2S6k0lzTUtPl9waGI7JjQ41fTAfZtPWNpcKsxlKFuVXJas3ERAySA742Rb/Nwe70yF52h8+Wu7jpOzgLYtBIaq3oIDCoG8SIOV/+vHY0CX8kuT/9og7aXKqPluZqvog243xeSRIYgnA9R37tvOem3/Hk2ROuO2WfHMkPYHHkLkfWuwPvzoEPFuP5UrjLhXudOcnELGfmcKTY/OFk3o7TKF07PiORjmChYUM6QvtvkQm7sDI+X9HW5p/4mDfxcrxJ5h8XVp3zSXBedCOPKYCulxbtY1HOLYFv/y63q7aq1LknMSbnsZpfHNdyQiSwliNmypoX1DLj2GOWml+KcLi6QRDmxUgxcXP9lH3aE2siEbld7kmW2F85Avc8nalSCTvns2p1BmddfdUf1BN5P3g7O0hEJDJPK1p96VGDMOdCErhKrt1twSfe53lhVXNjC8Nn42Ksy0JXhVgF1sIa4enB8QClKtnEtTxCQqIx7nfksCeakVJilGu6eUdP5K2rkZsuuId2hGWZyWrQH7xKjIkkHYREtEgMkRASnQwMYceOkV0cGFJshitCQrjuD5SQSX1FSmbNdwRgWSZEFva7p4yhZ2RP3yesqdTFmLxLUaGjo2imauV0uqfozG63c1CWwilco8MXsG7gXN11TIYDUuD2gzvu18pdWbnL9yzxhFpB+gOLDjybZyI9dV2ZR2OpHefW4piycSyFF9l4scJpVeYKiZX97kAf8A1IiiXlflVU3VSnmqAhYZKQCDEJSEYiaFVUQIK7sI3DwG5XMZsdiY+hNXA+z8xTYhiu2AH7IlDUneREeHZ7xAa4fmuHijEvK4lC1zn3Yxg6Mj13ubBkZ26sFc5rxXVemsNe8NnyzX6gIhxPUxOjafK6sbZRgPfHhs5n6SJGjB3BYKCnFpjnTOp6glSywIqi++QofCKlGmUV7qrwQYr058IuBfZDT8QY9wfOFV4cheeLcrdWbuvK0SbO4cQsJxa7Z9Wpdenya5O5SCTg145Ih0hsoNFLfU5h4fPqDfbpLFC/TRvzXRRvkvknhRmItoReMBKQaWQTzB7PXB1DbJfEX3k4IQNcWvQKpq0qqW460iphr+p89u4dgNesUyUA/hy1QrGFVstTAyTryMEpO1OYMNTlPvG2c2gnSiASiETb6HXaqENKMQUNSFWquctWDV7tbZW2tU5DEpoFLGj0Cjg94oFvstlLe9+6abhXI4u/l2vaRRI9HUZvewYbGUNiiMIuwRi9WqvywFH/cPgcPEokSPTRQfP+ji0xmPjFYpDIaCMqIykkSohU9WrItPq+ZaU0psEmDOSUI2uiIl5TwdaZqZit1BpRFabwgpPNnEpiF4XS5v1L9Wp0VWNhZRFXvau2YprRUDGe0K8RMd/2bokU7QkCa9GGnHbBlqXCXJqqWm3cfDNOInQlkKLL8NZSURMWDaxtrq6PKuRtBu5/S/ueBVX/Z9puf0WnwX1L3NEuxDZHry7tm1Uo1ZUDk+lljr7F1rWpZhcbXFQJ6sqLUYRYvENQCo1V0UBl6j+72Fze2EBlcnHkK+1725pNZt6BWmVhaboGfugI93nHsCR2MRFVGaJwyN7r2Sssajw/Vo6lcLKFo5yYwomZI9kmsp7JLZlvOJrHsSVxf7uWvFtB8DjJF114rdTd5yC2Y/Hj4k0y/3C8SeYfE1sb+qWEjvpMh+InIC+LQ/jzPlyZuyOTPnBX9wdASKnHCNwf7wE4ne/bi3gbPIQezH2dEaEURSRwdfUWIXTc3d0yx8zV4Qk1ZCw47e14/gAkcH11BQRynggk9xQncRhviEQoDgZblwwY3c79XCV5hR77nhgCWlZUhPPijmEhJrrglLag0A89arDrEkGEdTr5RV9hPOzdT3x1BTVSz5SLO3GF4C19oyHLI9REpz19DfTBCO29NRo1wNgnrApriqQCXezoQodKJFhkHA+k0BPrntF27GLPkBJ5ukcbkl6r8fT6BikdYTBqPaEsji8IKyEK03wkxntK7/K0L+5PvrDY7UBgGAaGYPTa09eeeqfUmilFmq2nsYQj53DkWEf2pacmYT6dyQr94UBfMoNk8nHmvN5SbWaNPUtYSH3H2XaMjJxJvDcpS4YYjHHcsyKclsxsrvhWRZAgrrMeAvfrxJRg7iAfOs5ROYyOyJ9rZrVA6LxNfX3dkQ2m84mYhFwqSzRMeiqdL1Jq4Hg8k1cjpmu6fkBnpVQfXSCB8zLTSeCt/Y5hEE5rYU/lFBz81jf985wLa1Vil+hKYhgGOqCXilUjt3MnzwspeKLvonBzdYUEWOfFF1RtGXp7XkgC14edUyADdI0ud54WFjWvvkumFOV+nTjJhOyVhTNGQcU4xwQW6erIPuwZak/54EyQAB+8oFChXjPLxBROrG0Rlu1M0YVqSxvRKNra5I+vA5dE/qhKl0ejoq3bp1o+kVL5WzXeaLN/Y/EmmX9CXBL65QYvBXyeFbBWlW2Ido9PkDR4ZKxtVlxra6sIL6AX3cqdj3gRr+5VM5mJtSaCLt5Gl0DWDER6hUi6VFLRGdtEIsncOCK0xp7hKmyKMlslYQR1uJlWwwKuby7SRDDkokrZhbaiVmltTrmclEUFcIctMxf1WKrPdmtoVS5CondkuiX2NjJE2Cdhl9x6tnmDXPjGl90pW53mCHjEiA081+Ez/CF5wumCNxGUNouVRG87koyE0FN1vch4mhmV4nPxtuCI9lC5bvtOTF4+RlDnuNeFnCZmjpw4cCqRYuFiJypRWcisLBSbqDZT6sqmOnjmligdqUREhLyprAXXuV918wBwhsJaK0l9JFQsUvODel7KbXYd3Y/cmQiwcpE8d5/21kVZ1ZkKswbmGukXP1byGllzohAuPGpwiV/FmQlBjGyu4V7EK/OsgVwCa4mIQN6Q9aFxsvWhIqtmFPXO1WpKrW4Xu2E1qDA1K2FEXWJ3rcQg6GIXxsNg/umX9tzLVyRchJ5cH6I57qnjNrQaQRJn2ROlJ0clWvJHi2K8oFqmsFB0viRx1dI8AvKFVrYt7LfYkjk8Tuiv/CQ08NvnszL/NNrsn8898/HxJpl/2nip3b4ldABtibw+euir7XRjHAfAqMVP8s2N6rQeHRzXEkgtTb6y+uttHspdM4PQhlJ69uwDIDIOO9SUqj0qK0teEQJDPyAiTPM9KQ5YjfQixDBgBof9gWSJaTkDxtANVCp30x0AKUbUIrpMdBLoTCAGDrsdfRTyMiPA02vXq87F5VfPq29vSsnnmsGdtqoJQZzUtyyZ0PVuHRsincB6f0uVCghvDW/zdtyxD8JN7/8O0QVowC07cxaW88I0F2L0tnpeMlUL65rpQ6Sve7KtrEVYS2DXBZLAfr9jrsapFCxXcs6sUim5spTMuNv7tuZESpG5rIwaScm1s8/zTDEIY/TqyRx0N447clkpZUWojLsdKRnnekuSkYPuXOQldZgZ9/PEiTOncI9EI0mCmgHFZGGqt0gQhmGks47ptLJ2gRSEURNFjWfHswv2RFgtU84nqio9HU+GA9FcCeGDc2aKcFp9xhxTTxbhOK9MpSU8da38YEJOwqzCB8cVWyvxJjXq2Ui2yOq6cKg4P22az8x1w5gIVX2B0O/2DL0SuxXpErenEwBLdlpeFafuESISjCXPzKVSeEztMtIwEAWe3x+9Y5US1Yznd7dow1kEEV5MM0OI9EHY9z5eefvpE18YHM/sdwdCrSymZAr360Ims9hMiIVcJ9R8ZbGstwRSU3FLrM1FTax/BHZ1Bsv2+waAfbkz95B6Htbmj5K6fPh3M/3clp/Gy5S+1z/mTbwab5L5p4jXttvbfJxLRb6dkI/WjPZYfcw+9JqXn2aX5z/c/rp4qP58ZlsdCW+VqjMiQq2ezIs21KyA2iN2tUUHulmbzyGXk6dIYZXVEdUkkkQqCaxHzClBTtlr4KPg7UygSZq2PWCgTfpq0/yOzQu9mut/S6vk/FMJiYhYICLspWcXI7tojFHc9zoY4RF0elOAe4wXFhw1HgSSjHQMjJLom4/62Pwt+mBNk7yp02lPF0aCdPgW+PftF+SKSvW5edNTj+KV6Eabd7HY2Cqt+LBPrVBsJevEHO848YRaB4L5/bO5b3u1hWorqmubuRengZXAnBJHnLJGBbWeFAKH6K3/U6nMWqixskomy4oZrG2brAwYiREjR2G1Nk9GWNU8kVejqLX5tiPONze8UxG6ENnnRNbIupgrxYXIrI6CL+b7o5phQsNcbPNv57HPGuhrRFtlvmpzpFNP5rl1BIq6P/1W6WOGilPNIJC3BK9KscpkK6usjpEgElSYNTGGhIowxMChOr6hmrWujpAIdNaR6LybA5eEXOrazl3v9mj1Y3TNPlqjdbS2I+8CeH1pvPZw38M5/3I9eWHBtOPIiwI+9LzPW3yamfnndJ3zsfEmmX/KeF1CB1pSh9c1fl63ulxaRb5xerYKvBQHrG2eyaqLJ7n2t7VWbmwzxxi3xO4p7fnzd4HN2SkwDFeIRKbTAjHy5PA2Y7hGz4FggTzNVCJd6lAqx3xiYmK2s4PR+h1iHRK9Xd7FgSEkjqczYxSudk35rX2eEPxCtN/vqQZ3d/cO0BOaet7WDYD5eKIUbSIlipgxJpfPDATqvFJN2d3sGBLkdUIEinjCWTRyzhDTjq4T6nqHitJ3PdUiY9cxyjXDfM1N2nHdCVed8PZhoA9OoZIKx+OKFUXUQIWr/RNSMY7nWxRjGHYMcaCjp6P3rzgIqRsQM47TxKQrc52ZbWYcRkIs2KUNr2CF57fvMaeMdR2j7Xnn+gsYrqxWw+pSspZdwzsYx9MZQRgGP9zmaeY23PIkfQHTKzpLzLPDFdeorKkw25lVZnJZWPNClI5FZ/Z2YM/IVewYY+Stqx0xCOdndxQzunFHNuFuOrfvb4eEwKKFU4E4V2qF1AXGCDUnx0LEyLnA7XHibjWfXZhS8THMWipLgIyQLVJFKBKJfRv3pECsgQ/uFl7MkYXUZugdUQNhO77VSBJdv0Aa3gHj9v7WgYNhYWVGqQQC424HtnNQYq1UhHdf3NNH4cnNNcfjGTPlyfU1ve4gi5ufqHKc36dUlwNWXTke74DQ8C2BlAIixvm8fMyV4qEit5cq8tddH/TVG9qlIXyuk/mnarO/SeYfijfJ/BuJltCBS1L/+PjwielT5NeHtP8eTK/DK38/es1LtdxmdFYQov+UNs8nEiU16VkhWGTrBChGwSi4t3fmTKUSzVD6VqV3l0rpteAUe5BgLG3mmXWrgnxXJaBvUIG6dabxjxQRum22GwISjT48aFlvb6cGVRtC2mjVpO+HIJFgCRFHxPfsGayjD+7WNkafu0cH7buUprTugkUiPcjS5FDjKx/PMcnFzJ25zJokqU9cNyS+BKcbGglX/VPUKlUrWc/M3HlLOpyQxiXONlNZvVWLaw5sjnGqCwVBqy+YEhENSm8DPZ1/dyGTmZntRLXskra2+Iw3GiatXV19u/vi++BcnCZXimvqL+quc1GVaka8IOL9SOvXyBACNbdxUnIv+7k6payotT3hXP2swf3uC5wiDDUgGNFi69AIU3Ut87kaC8aqvi1lU1jkVSzC5XDz+bwohUyWhWpzu28lh4Vse3oGtI5tJBZZqz8v4GOthHh1bgOdDMTQO6B1OzNMgYJZAqRx5aUJQsUPgdm2Y+Xy+0sJ+dNbg3h35pM9BX6rxsdChbbHfHs25bsq3iTzzxAvgeHMWnL9dCvobSYeYwSzhm6HEButqWXIvGYQ4er6GvA5M8DcrCC3C8QwjIC2mbrSNaes29tbIND1IykKh/2Na5QvmUDmun/CwEC0plqHUqUgQQhUyuze4YsZnRSGcSASKUtFLdH3HX0MlFqdbYdfpta1kNW4nx0Rft1m6c6ld1mv85wRgd3+4AnC4P508uQh0trtQtcluhScq16MJ4e9c9dLJSje068wrStTXokpkKSj1gbo055Oe26GA1djT2+ZTowhuQb2/e09cxGur55Qe6MsmZmVZ/meUmtD9kPajQ6CC5WilbysVAkUbej245GTLeTODVUNdZndZvF6d3+PyEzfXVF15ZzvqWKk7COOErKDpayyrgtrPlLqTNe45PfHFwTpORyeYmHhbnmfHDJReobgnYxVZyqZigO4YgpQMyqV+3lmDmcWZqx7m1p3dKWQQiDj9qsiUAIsDc2dQvGOTQwkSUxmBBN+5fmZPhg0YJfawqm4ImAnSgqFqHCc7pys10eyGce1koBOHIMRrekc4HLAz8+ZF7OyWOZYCvd5plDp+oQQeLq/IUmgGwaiCLUqwZSxH1AxH2MgzHlGrRDFMKkQCktpi9H4hCSB87IQYkeMYBIYQuDtsWeQgaMk0gp9NqbphdPoknfiJMijLlngfDq28ZojzzcQ7Ovj5ST++or7Nbd9jitzX6x9fHx+985Hx5tk/hljWy1fWu5bfCTv+TUhr1bZj57fFMy2+vzhcY9/Pl6XvnpYt+2TwIMPeHjlGYbgRii1zclnO7LYibWeMKvEWt3bmx2Z0dvf1l2Y8/WhOdEsMI1F1eevpnT6UF3R+McxOAHnceEr4rzrJOFhDt80qrfXLua0tbV6Rb5qUxtrIiz+PoFI7xxz6+mspwuuVZ/MK/zwaB0GXFTEfE9tau0JCdtp8cAf11apFRFE/X0r1kB7XCrzINErc6mX/Q/m6GedkRDINhJIFMsUWx8qMXv1e62ordQ6swLU5LIi0mM2tv2z+rzd2sJAA7kh8h0RrhDwxY5Ur+prItfseAOLZAqzzFQpxBCIFlk1UaqxGGSNhOqca5SLwtpaoateUa/ms+4inuxXeuZmkXosga5AAaJu2BBXFTxl41yMFfeEX2WlUlvHJl5wFQGXOkW8GxYkEO1BsMl97FfXoZeZKiNGwoLS0ft3XgN9cFfBEK2dB9LUFpIzIKRHpEMkt++vtu01zLShIdybXtjGbfoSiO118XIS/+Tk/XmtymHrwH3CY95k8w/Fm2T+DcaHKWuvnHyvJOtttryd9Pu9V67vv/8+0Cr2R/fn1s6U0L1yfwKUktcHsJwppXltOx89cjqdCKEyi9In5a2rLyHAqqsnolJRCgywMpHlTK1nUt+sLEOGkMg6k8NCyUYwuOlHihr94OC6Wh0FvVolG6TDDqwyNY7tBrOD6KhjEaoq59aZkBCIzdgj4uCyw35kl4T5dETMudTgrdylAt2IRWOtC1ldA1sssOsPDvCj42Aju9gxdJGrbschNVAeIMFtM5/f3vNiNU5VOdsZxgYUNAe/lVzIMcPoQChSBIncn44O9ooQJDCOA8aOEhRlYF5XVDf8QyAEQYIhQTHJvDh+QCSxVjfjcQBcoes6giqlTJhpm9EGpvlEDIXrq6eEWAmhIl0FU4YUMes4zyuiSs6zu8ZJ8O8mVDQYpWYGObDWld4GuubNfTyfKZIZrvw4e+/0GwiRQ3dFT09cE6N0sBaGIPTJXdmGfqAEY5kXplpZrLLITJHii5+uUCzxwf2RJSXmObBLguaVIE4NXAvcLZXjWpipzLKQ9s2BUCtigjaj22HoSRIoeSUC7/RPmW1lup2IkpzRUTPnuXVVwsxh/wQJBdsVTI3705ldGkkErBQqxmqFWRYmmZGuSayGhNExDD6+WhZv4W8aER/NbOG1Sf0jE/lr5+if3yS+xQN88KPjzV76cLxJ5r+JeKlK/9Cd9kpC3363h5n4o+c+XAQe5uSXZz7iPb8uXnp/2f56rBnvSnEqrmhmog21XoDKqmeKncn13BTQFGs+7UlXqmRAKFSyqqOhq1e1pfmYz1Ubqjq3C7oLekQCyVJL5AEkEOxRRW0P+/Alne+GgjccrLapyOXqVdU2X63ttI8kxGguax1J4gX9bm1Ovyldb6jtoo0fvW1Lk9WUTd99ez6KSmmVnLfY/X3lovC1CQiJuCWuL7oeuiMA1QqCL8YUV5h7lYf8oWgVu1qgWkZ0QalIK11iDW0uP2NWqZZRW8FcIvWCuJZWoROpkikMGEoQoUjGSCiFRZtoESurjEjoWGzEqjFox6C+IPOFi6FirFZZKaxkP74wVlbXBCBgxTDpnOeeHSNu4kpvx1w5a2aNmUkmetzFzzCQsXnce32+uYxh3uUpmuitZ277fKuezZRslbWNXWbtsFCp4rV0TwcIhtPTNtyDnz4BCRGxCEQwvbATPu478pPuk4Brr0/kr3/tz3Hp+Wlm5m+y+YfiTTL/JsTHJnXAT3LDaS5OZ5OGYj9c3QAPM2afeUNoldPGM3dQyANyvu86b/hVb/mtrdLd7a8QCSzL2iwqlRKNJAOzZPa932/BxTJOx1uKnUk95DJdeud3t3ekuGfsCksybuIX/MIXhSrCXdsutZbMbWUOmVO+o1JIvZucRBLrMTPYwNPdDVUC53li6HsCwunsnvE311fNAlK4vT+6JGx0u87zybsaMSVWhbv3n7NUJYw9gtDF3vnNqq5mN68sAle7PUWFu9NCTkYf3Q72blqZKshwIFpl6IUdhRpnOhnY7a7B1Lsj5pK7xZQQ3Ot7OOxQjPvzPVUqeV6Ymel2Adn49FbBPMFs9qun04koK+OwAwl0KSEmYJEh7ZmXEyD0/QBWOZ6Ovo8b5fj+7jkhDMTQcTj48TKMPaaVWjNGZZqOHA57QChZCSERglCWhUogW8JE2V2NGELOK8rK7emWaivj3vUMjudnxNCTZCCHHZYi2UbOOdCROGkmIHRDz0rBesPEGLoepXA7PyNZxxeuvwexjmKJECLLkolByNn36YyyxswsM6tMnKcVqDy5fpuA0R06BtsRUyKGyLo4knyZZnKtvPPkHQbpWcMLlmos+UhVNzE6XLl64Vqd2x7Gng+OZ3rGBgKF83JkZSHLgsWVqb5AYqXUigRfHPSDd5tKedXF7AKnu/z9ePH26mM/XXyOk3iLTXzokx7zJl6ON8n8mxgfar2/FNtMfKvWvPKTi157eOXnJ8fmwIa0Qeal4n8ZXWumVPOEmK0hlKVQNbPWe7JOEANqM56uwgPf2apLVMpKZmW17KAwbZQ6q40iNLPIzFRvUSv02hMkkWRkFefnrhQEF0zpzF4CulQad968lV7EiE0pr5RWhTYU+VI3hbriWvNscpih9QLq5TWz4tSzImRzmt3UdNGlGmt7TZOH2bsgmISHS7T4SEJFsAtw0OflJnrpQiBGCI6oD5Jalf5wgTerINHR7/b6Tot3U4yXgFNmbW5fEatUxa1EJTQN+YpRm3BRaUwG8QXFhmtolXxuzITS0N+FhdqUzJTVNehRVp0IOlHjSA1tIRB2hNDTWcfAQLBID94KF2tKat7xyTajFGY5O+peB0rtWbQg6uJHBWW23I6dM8VmxxCgZHyRt8pCZx3ZOpK59K+fNzTQZKSzgSQjWaYmWqNgFdXFueN1waiIdiwoWRaiJMQCs5zJtlAtw8Xl8KFKNwutk/AJmBjTdm5/XEJ/9Njt14/Cv3yOS8+NGfNx8TnePR8Zb5L5tzz8xF6XxStyiUAlpQ6zwDC4u5mZt+i2WbpX5JVx3LW/J0AaL10fZvABfKHgiXwzy6AlrmHoSSGRy0SVzP3pOWZKiFA1++06U6obyHj1Iai6OEZ35R7n03LCEE73ZxKJEAKVCh2sMhEGJdvMOd9iZoT+QAoDKsGtV6VjLou3dhWWu/nSxgbocn5IniGgwN15avumIf3PZ9SMbjcgCKf5RJHC0kBV+2GPAbkWIoH78xlyZNclqkIvnlozyRcLBFSUF8fnHOXEEu/JNjlnzYz9uCNKz2k6ka0SaySQ0FahjYeRJMmxbhRiNAe+9UrRiLU2d84ZVWmUN6EUpw+mphkQCEznyaVAtTQFsdX1wIFh14NEauXyGrkpBbr8q1KLV+Y3NzecTt4qdx3/TJCOcTwQQ0JtQYI0Vy6Ylnv/HqWiWliLYVZZ14bYXk6kMBDoKWGhCztURqxRFnfjgCFMeaLIjIXiiTG4LPAH91+jkz1fevK9RCK1+EBinhcKiuzcSIW8jR2c0kdUkEwOM4t0xBoRVULXEwXG3Y5ixlzdyvSwuyFo5RCHNi5auLgcthHN9dVb3J1eUGWhiwOBRK0zYhUhs5aZUjNaM7UudL1rpNeiGPWiAfFqPGhQPE7ob+I3E5+Uq9/k8g/Hm2T+TYxXZ9cv3S4P1bjH5p4kbd4qLdnba+Zuj5HO+vD6rXXvr+UXeTduSA/vY+6L7hXfwtLAVaKGavaLnmZgx0VCUlzJ7PLu5mChhTNlQ28HodqCYOQ6kQoUXVjyhEigVx8tSIxUqs9XqRQCwYTaJDObbhZBc/vNKK3qP+npUaVKa58aO2mXacmoPPh3qfhrVioLmXYtZ1XcMS34+01rpagRQ2bBfccL+dG4JFwaKYp3NVZpfH0Sm+96lESlYKJNn715qIfB9fFDY163pKyiLy1gXjp2Lg5a7vOt9I8IDBun+TGH2T7ytR5kxDbmN40bTeNMQzVXCvQ5c72oCTq+IFPVFwlajRoWhEQKO7JM9GFPCbvmOd8BRpGNK18ptrrrF44QqWROjCwyUoISiSxNaVAEVjZ63XqZ/a81UcNMqoEcZnK4odg1qUYGiQzh4fjsiPSMZBkgWlPTy2yug6UWqi7MGab8nCiJvtsBwlodSaFayXXx57F1Oh7v1I9rnz+675LQPyI+cVb+JjZ/gE96zGeJn/qpn+J/+B/+B37pl36J3W7Hv/vv/rv8lb/yV/idv/N3Xh4zzzN/5s/8Gf67/+6/Y1kW/uAf/IP8jb/xN/jSl750ecxXv/pVfuInfoK/83f+DldXV/z4j/84P/VTP3VZmH8n4zu/Bb+l4+GkDsETd0qOcO66TWvdwT673Q5j01yHlFxRrVavAruutXd1+3tThvOjOsY9IsL19VOCxIbcDgyj85Hv711zvR8SZsbxdMRspe8SFnx2Cu7mJpJYFiOFgWVe0BiJeJVtnZ9l03pyKtA6U+qCTJ4Mrq+vCCG6PnmMqCg3VzcMXBFWt1s9Hu/pOte3nrMDuvLsQCQVbUlbkdRgZY3LtmRPEGVqGtlJ/PO3UeY0eyWfhkQgcHs8stBzvT8QqmDZH+ja6s6NzlKIQ6CTSIwd0YzT+Q7FWC0TJHHYXROJ3M8nAoHD6N2T03LvVVkHIOQ1U1FyrVSrbN7UIRqBQN/5gkvblciBd82Fz5Rx2FE103UHzArH0z2gpNSOFa3+eqFJxxoMww5QtO+bcJCyPxzAjONx0/03lmUiBAWL1KCUfSWgHPb7NqNcKZo4n29Ryw0fIKTk75VSR5TomI/glbxJ5bz4PFrFwXfD0BGsIw2uCBeju++9OL1HkpGb/dtEC1ipznFIPoMn9UStECLVincKzDhNz1jChA2+7BvTAbOekn0xk7WQKRx21wQqt/OCVkNV3afdKikJgnKebnnydEToeP78zkcR7bswFAkNZBcjatD3Lq7U926ysjScSDvxXlqwv6xB8REJ/XPMHf8s4cO1j8/Wn3Uh9Pf+3t/jJ3/yJ/l3/p1/h1IKf+7P/Tl+9Ed/lF/8xV/kcDgA8Kf+1J/i537u5/jv//v/nidPnvDH//gf5w//4T/MP/yH/xBwtc4/9If+EF/+8pf5R//oH/Ebv/Eb/Kf/6X9K13X81//1f/0NfdZvZrxJ5t+k+Niq/FPEywfn46pgq7Je+flSbBX/gyrV5dnNAEa1Am5Z6hXL4nNxHnjrTTC2zXzF578XRHxp6m7FRU70hOpK1plaVyJNvYwBVUecbx0HaZPobQrtTUuv11cyRTK1zaUr5RF326vk1JD1WbK/0ibAw4PwTbscOzJZ3KB2lomCu9IFS1ijFk22OOdalCLulFUpl87Aw573BKJWQLyaVQJZXGp361LEVktv+zBI8i5H6DFTNmVSaafbhpNwlHREpLb93BYu8lDlQ0PZS6DgwMit8yIEonQohcAmAtPQ8RsWY1MIZOv4hMsCUBq3Wtr+I1RC6DF13f8L6FJ8Rk9wLXXn4rtqnvLQepbL8edbow3/b6YUXSFAbnLBpX2XtG6K7xfXQzCrbWaaqTVTrRKroLFQJFPk4IwFSyhKad+dv0a6MAm8y7UdcRu1TBEplHomSKQ+KvFE/Bh2QZgC9O38ia8/714SjgofTuhv4hsK1W8+z/x/+V/+l5f+/umf/mm+53u+h1/4hV/g3//3/31ub2/5m3/zb/IzP/Mz/IE/8AcA+Ft/62/xu3/37+b//D//T37kR36Ev/23/za/+Iu/yP/+v//vfOlLX+L3/t7fy3/1X/1X/Gf/2X/GX/gLf4G+mWF9p+JNMv92hATGcY9IaLNuuyBjtwp7nifMjHH0BJDzwqY+BSCtkp9b9Xm8vwMJpORCKcOw89bu6lXrvqGdN0GS/cFd247HF2DVq44GKALXVBdJxNgTZCDtIyns6JIbkJj6drz77vtUW8llpuritpGWub7eEVo1GOPI05sDMSZi6FjmjNjKVbomEnjrrbe4O91723kApHKuZyoOnnrr6Vv+WZeViLAuM0l6Dtc7Aom8ZAThcDj4TLoWlMJ5PXmbt3Uv9td7BOXZ+QNfSrRW+Hg9EglM+UylEJNgVjmfT1QrlOqdgS4lBMh1JaLE3i/V96fnCJHdzvEOpXg7O3U+ngiiSBzIdUVQxqHZh+aMEBhGF3xZ89b6hqdP3mJZJ9RcBdCscn39BPCKQEQIYWhys4l19dc67K/bYsbtcEtduT/6Qq0fhu0ApO/3BBlY5kIKQ+vYB1AHDw7DSNGe/slI1onj6Tmq275Rhn5HCB3HO2c8jOPAGHaExlgoVtG2jwORpayoVvreP/u46wkSOS9HoqzE1BFEqMXlZodxT1Bc270WlnxGNbdOUabfQZcq83SLyopVN0npk1PsLBqYsN/vSaWSq7DmI2ZbVwzGIbrzmRnX1wMikdvb4+U03Ra6m2rhunrnZOuOLcs2Ongd0PU1Cf1j4k2L/aPDeDBh+rjHmBl3d3cv3T4MA8PluP/o2FhDb7/9NgC/8Au/QM6Z/+g/+o8uj/ldv+t38QM/8AP8/M//PD/yIz/Cz//8z/Nv/9v/9ktt9z/4B/8gP/ETP8E/+2f/jN/3+37fp/6M34p4k8y/CfFRVfnHxzbvpnFjXW3Kqye7VFT+mG0uHD7bRaBxlP05jkzf5qhiL3NnnecdEOkIocOT0uYERpsjWvNuzi2Rr832sWCa2sw/tFawV0iRDjE3dwFa7avNoW3xObzNZBzJjCmLeiVetID0rT5+/aHq9xV3NmPBKGRbvSJWr7JmltYVaNz7VlFn8Tm9U8g+rJ29OWGpSZv4Z4RItoUgiUrXatBtPzZEvaQmLRqxR52EsNmsvdI92fZxkOjgRImeGiRhGCF4hyOKISERJRIDl/l8aJV4FRfmiaG7eMc/zHQ39kTy5zGQGOhwgGUvHTH0ZNqoIswU3ODm8fG9WZJuWx5JBBLJXNY0irf/k1SyNFS9OtLeZ/eGtJGTC/Sbq7mRMOkxSlPge+gImXklrVZZi1Ligmmkk4HCSBAXb7E2s7/sVwkNhb41buVyftmGXLfl8n1sSHZr28XF1vjD59zLxkvy+vvexDcU3p35hMcYvPfeezx58uSl2//L//K/5C/8hb/wsc9VVf7kn/yT/Hv/3r/Hv/Vv/VsAfO1rX6Pve54+ffrSY7/0pS/xta997fKYx4l8u3+77zsd3zXJ/C//5b/Mz/3cz/FP/sk/oe97Xrx48Z3eJODjueWvxoeBbY/BbrW1P9sclY249UheamuHfpoLxcW5abtwmSd3/Cpvj9cf0EBWPUE6B9FZurTsH9q0jlRWXS8VuVkBK49ey1vFUTqS9MSt5fm4xd4S+Spnsp4pzN6uV+9aVB0IIaKmqKTL590oaNtrXdrgUim2NMMSNxsxq4QGpFvqgojT1iCQmgNdadvt7WK7JO9t/132entcUQeNVfNFQLUOk9SeE16qJgIBJYLUy3jhdeGt9su38LAYEgibrKxVRBIaKikkAj0xuMVpCoN/t6KIrWhQgvTukdLa5A/gukQUJYSexOBmNIxES/TWUcjE0BEIzGmFAiLVFzESW2u/MSckkGRo0rndZdEYzaVWFcWCt6hFnGrnCd0FjBywaQ/falv4mQyolbag8ZGAWUFtQWtlyQ6usxLIYWAIewQhWefHT3gkAMNjmuYrwDNr24Q+aolv3/12fH3KeKXdfnmPR9/xS+/92njl2iDyyRntt2hsdrof+xjgi1/8Iv/iX/yLl27/NFX5T/7kT/JP/+k/5R/8g3/wm9nMf+PiuyaZr+vKf/wf/8d85Stf4W/+zb/5nd4c4NPPwwFub58DoYl92AXINk0OqjkcDogY49A/JHIzlmXxWrYNibb2vBqIKbvd7mFOKYEQPdnNy/a63gpe5jOGNYtU49zEWlzvOlJKJYjSpUAgMc8rISgp+vuu2Vvq77zzlKoLz19kVCMxBIzeq08JdN1Iiju0NnU1gT41VbbBE9+zF7dYKphllnyi2Jn91Q5VT6jTcnTw3VJJQdmlGzrp2I17IpF1cZWx2/s7KitxDGSbMckoC1Un1Cp3TXRlOs8Eiex2VwQi0+pVbd9sV91kxi8ElYjRYVTmZQIquTQ52epKeKlzTEGMgGirnOMFpGitCxGqd1Km6YRhdMMGevRFxjiOLbFsbAUHnR0OVzz4YgNNYrZmhRCIYlyPTxBJ1NXn9RJ88RCl4wtf+DK1Ltzdv+CB/ZBIkhiuRvpwzYFrRvbc9E9clT4IWTL3WVBRvvzOgaXePSDMUQKRIAN9PLDvnnLFU1Lt6K2/yMMuVlhl5vr6msWO3J7fp2i5yBEfDh1RerQEOukRTSTrfNGBAxqTVHaDstaA6YMRDfgxaGRqDQSbIXjiP82uf2Civti0TAy+EPNzqnI6PbTUN7BkfSQEs51jV0+92ts6KpfOSmvXf3wd8WGe+ZuW+mcL+xQ8czX/Xm5ubj7Ta//xP/7H+dmf/Vn+/t//+/y23/bbLrd/+ctfZl1XXrx48VJ1/vWvf50vf/nLl8f843/8j196va9//euX+77T8V2TzP/iX/yLgAMX/k2I1ybyj6QKPRYO+bApg9lj+RTY2uz+28s/P9zWe/m1X3rORQBjOzNeruo3Ixf/LLFVX7G12x/LwSqqzgNW2+bwhZcuUxIAb62n0BGlI+DCHJfXoFKlkFkodma1yWVky0wpXChfWGCTSQ2XNm5PxG1OgwUXbMHJbjQRlGILpS5euVltoD+nzAWJFO1IIaHmc9xqrhzvNaXPyc0Uk8qDaI5etqVobhf2rbnfESyBVYIY1RzqZ4++u2084a9dX/meXmnPPurcOBjMrTpDrRchmiQ9kY4ko1ezElGrXslboIZAaodXDL0DuvBWvhvBeMektx2jjYzSuzGuOKpc1YiSCBhEyNYS4NbFkM5b9SQSLqc60NE3xkEwN0DBnIqXZEClXMBlXp0X3GmsiQGRWo2eHo7t9njF0Lpdpvw70Vpd3EZ773xIol4QU35UcAF3PsTrZFk/Wb3xU8ZL5+WrQlBv4rPE1pv8+Md8tgWSmfEn/sSf4H/8H/9H/u7f/bv80A/90Ev3//7f//vpuo7/4//4P/ixH/sxAP75P//nfPWrX+UrX/kKAF/5ylf4y3/5L/Puu+/yPd/zPQD8b//b/8bNzQ2/5/f8ns+0Pd+K+K5J5t9ILMtyAa0AHwJLfDtjv9/EYawlCj8YNwDcMAxgRlVPkm+//TYG3N05UGPbdq+sYV6WBsLaAaFV+OFCQXvnnXcAbZQzI6bU/m5GFDG1RO7mIfOciTHSpYqG2t4nUrILeVw/uUZ1ZZrvUatuuWo4oAgYhj0xDKQ40sWBecooK8qZwy6BwPPTcyor/XWgrAq1kDogBZZ1YluYpK4nEBjHkUEOHLprBnYcxiuEwLK6w1dQQygUmUELWl2adF7uMTOurw9sOAOf//s+98o6UmtBCQxxwAjMJ/dy3+28O1I0Y1pYGyVuHMcGMiyIQAhKEKUWb/ifp6UB1fwivnVVauMyLy0h7vY+p3ZRGWcZ7Hd7ui6iKKeT071yblxwhSAdu/FAF0YSPWN/IFqilEwgInHD/gcXQbHCzfVblxHBuhRSHEjsGMMVB9uzZ8c+dSQJ5JwJwI6E6IDU4C5qyT9PLjNmytVhTxcO9BzY64H1vGAidKkdx33HopX78xkV2Pc3RIVsE6ZKqYUYhKEfSCHRMzCwp2vI/VVXVtlxP3tSlpgINVDrgmlpDAwuHalf+ZWvAoHr66cAlNwqdBykB4UUPYmvj4SJhr51ZR4trDchpi1PbOfmdvsm4vPpE/+nSepvUO+vxqeSc/2MI4if/Mmf5Gd+5mf4n/6n/4nr6+vLjPvJkyfsdjuePHnCH/2jf5Q//af/NG+//TY3Nzf8iT/xJ/jKV77Cj/zIjwDwoz/6o/ye3/N7+E/+k/+Ev/pX/ypf+9rX+PN//s/zkz/5k5+qvf+tjt/SyfynfuqnLhX9NzM+yyr+VTBMbS3Wre24+ZGn5EPOrnFat0N1u6BsSnDn8xlhS+qBF8+fg8R24TJi9Dmht/Xhe7/3y7hi3MJLMq/mtdCLF3eIRPpuj1lhnmdCqFw1jfeUelQjucze7swurNH3CSz455DI+bwQxNj1AxYLT66e0sueZC4qolSkV4zCcbpFUsFkJSQjqVDFuwZBEiVXEsqTwzWDXNHrSLKO+eyjg77vWMXopMNs5XyayPVMUff0vr45AOruYSSePr1BJHE6TqSwzWqFEDz9nc4nDOXq+gq1DUldGPrk4LfWBTiefGE1DHsEF1dxYZxN8rPABtwDhrHDUM5nVyMr1ccIY+sMdL1rDhjK/fGOmPyY6JJ3R1RdZKaLPTH09HGgDyNRBlfhk0SIProwVTdTEZjnTFEldqBt/jtuiy3bs2NPXwfG0DGkRCeCrjOY8dbh2lXVmmPbXf0As4hWwbbOA+Ke8mrcjAfGENkPPQLucy+RlY5so2vGW5MwNlduC0iToXUqIhglVwRhGEYikbMdSQ31Dsr98YxahmbCO08u3ToMbmm6LPdI8zt/ONf8DLy9vcMwcl7befDQXvfjV14613zhG8hlsz91wZ6LcNNnnme/SdifJcw+efd+1sHFf/Pf/DcA/If/4X/40u1/62/9Lf7IH/kjAPy1v/bXCCHwYz/2Yy+JxmwRY+Rnf/Zn+Ymf+Am+8pWvcDgc+PEf/3H+0l/6S59xa7418R1N5v/5f/6f81f+yl/52Mf8X//X/8Xv+l2/6xt6/T/7Z/8sf/pP/+nL33d3d3z/93//N/Ranyo+1Gp7nTLUwxz0IdrjWsv75QP1gQf+4dh0wR8DeOTRz1fjARDkFblcbtt4y/4xGvp3c+zCqV9mm/73NofdlNISIo6i3gRNLj7TYmAFvWh3zxSbQGtrh3vlfwFqiTi6WUaS9CTpvfJswDfDnboU96+uLFSbHWWvGbMtedQLMMw/r1xU8pDwCgq9fUVtFKBaWqKuDeSXvd2uGzo7Q3AqmIlCk2qtWl6q9GpDTrsTnY8RzMxFUXDL1621Xm0ltCTvoKzXfX0NyIaz7yMR/6bEJ9qmIJEoGQvVFyvbewUHIwaLrUUe3f1OoIvSfN+FPgqQqBLJDCzsqZLR4EI4QRKJ/tJmTyHQRX9ekA2ZrywS6TVRGMnSU8nAAtaIdOq2e84KcIBdtNSOnEiSnmojMSgWKzH2WN2Q6G1MYdra6dvv26hi+w6Mj+R7X9r5j6vmTRchPjqPQZzhzzY4ufghvIlvSWyqkB8XnzWZf5Tj5OMYx5G//tf/On/9r//1j3zMb//tv53/+X/+nz/ju3974juazP/Mn/kzl1XRR8UP//APf8Ov/2k5h58lvtHZmqPJ60X2z9vdctm+vvfKWtUvSuOww2jteTOm84Rh9H2HIEybH7g02NSmVWGbeEbzhW4c2a1i2YQNnj+/BRxAIpIo2avAlCJBAqezz0qHccSsME1eGe12Y+Pi+kVtnheCdPSdU5uGdKALe+Z5puAX/3E3OoI5VbDCGBJ3xzuqzq7ShSuFheDgqC4MDGlPkpFkvScNifR9T6Fwmo+sMmNxperq/O4YmWcFcbCUiLDfHwjSU4oRRemTO45tF+td08Xf711r/P1n7zrdDtdIX/OE6kZ3UpCCEbi+2TchF2/Xn88uYRuSt/K3Nvs2I+/60C5P26LNvcjv7n0fG9ra7F7BdslpfnGakQbUi6GniyNDGEmMWHYceK1e0cYgQIdq4frwhMqe83znGAeUGH1hVBajUFjKQheMEgJRhSfXVxjG/XGiVGWajUkXtAeTwOHwBLVCakj4PU+4sWt6NfYponkBEeq6uFSuGVEDh3SFhpV1OQPSQIQbij1SbGYNA1aC29finSktvr+m00zWlbG/omjidH6B6SZ+pITo+3Q+nf39a2VL5rmNR7ZumFPztirczzt7hLRy3YDAsvqibTtXhv0BM+N8Pm5Y/ofv8ltVdX9Okeywodk/fr/qG1GeD8V3NJl/8Ytf5Itf/OJ3chM+c3w2DumDkMSni1Y5C16FWauwBa/a7XWLifbql8r/o6hr223hlb8fOgSbApo2kBKA6srFe9sec7EbSE4SSGxI53RRLdu2rFqmmjRXKqXq0qroFbVKvHCzI0IkxoFgA92jRP6g9Oa0tiLZ0eu2ON/d8iXpPl6Bi0S3ktVIDL0LmoSe2N7rMSBqo0x5ZZ6detdMT5qnG1uL11p1GcQ15qvlBvTbgG0PHQ6nsOUHUJxpa/+C6gOeQ83NWKCi5vKjvjArqCWkeZ9rA/0JD5r37dvwz2zO/Qa9fBeKvkLp29jij7UMtu6F/xnMFfaiRaIkYjsOnXoYLqWRXJ7b2Ozi+yUKJAm4qO3j42Jjcni9q2hTsXO72MLLKlpRElV6UnSttyAdGiqitbE2H4E+L/3Z+pEg0cux8WhfcPGv35Tjtk+0Kfb5AkMktm5P47VvVfqbNvo3NV6FA78u3uzxD8d3zcz8q1/9Ks+ePeOrX/0qtVb+yT/5JwD8jt/xOy6gsH8j4iPQ5rm4rKhZBgmXCmIYBkSE589fAFxQkjm3xJQdrT2Oex4D2LaqIa+rVySqCEaMASRc7t804GNsAKMG5tnmsdPUqkoJIMb98RYhMDQa1TC8jZjRJW/ppjbXPZ9PQGQcXBks0JHiiBavfoahvyTL8dCTzUAyUgMv3r9ltxswEsuyIOLyjSlGrAq73RV7uWY9ZQy4PjhVyESpUpjyPasdiVLdNcwKyEa7cx9ydyUbSGFknlaMQEoDkchhd+1Atrw2gFqhkLm5uXYBmxyoGlgWF/OZJq+gd7sRCM1+VC5o+XFogjktQVxQ9O27itGTRkoRM2FdnRYY00OCUc2cJ0/uB7lCJNINvkg6Hu/cejTOdGElychbV++QiFjypnsphQSELrHmlWqV3bBv5idKLd5NkSZAs9/vGEPPsq5QAyE4t30YRoIaHYJoJkYfoaisLy1Jl7wwq1uJZoxlXknBO0xiTdC1FN49PuMczpRQKLWg4uOKEHzEcJqPrKkg6hX/83ddrW9/2BHMRyKJSC0VVcEsYBqxJrGqTq+4dLwsPqDTtwWUU86M/X7nHvU8oFLUDMz16+/ujoDw9tvvAHA8OhDxeH/EsAZibS134ZMT+qeprj/HfPKPik+rAPcmXo7vmmT+X/wX/wX/7X/7317+3qTz/s7f+TsfAjV8q+MTq/PXqEJ9VDw4X8VHPzeqGNAcnC6tvY88+R+1cTcVua1qetRe3Ga6D+/rRh8mgliFbS6tG42qsomzeGX6sJ0PDm3x0XaD07zK5fds0St8yajm5kwVL9vjRiqJFAZSbO11tjnr1qI2qjR3LrxyFrU2y9fLa3mVL96yDz0pDsTo+u6Bzn2stypRQpvhNmESigOzNtT0RRDn9RcOp+fFCxXK92lFN6zBRUzHt09146FvMq6PAYl64TkbK2aJoMHxAeYOcEUEYXaNc+ZGmfPKt25uM66Sf3ndQKBuHaImhKO4OUm2BGoEUYp5NW7iSGL90OHbfMIRqhUEyBQWE4IKRc0BcvaANH7tBXfbL43iWDWTdYK6oqGQtTpNblM1ekzXax0ck4TIdrmvr21EvdxzeBwfrtIff8YHvMeGJ6Et1Pz9rXWkNsPC33SF/iaRfygczf5JbfY3++3V+K5J5j/90z/9bwzHHB4uVB+Z1F/DO33gin/UgbpN5DZLU8Wsoa9bm/0j36u9jz1qp34cTORitiHtea0K8sT4wNF1cJpxsSYDHgPmHv/01222J5e2cqFqaG32cgGBbZ/XtcZ7JPTEMNDJQGwAq7C1tTGyZASl2Ey1xUcB5vrMIs4EcJOSSAjeuu3ijhR2JAkOpGvytBfw2ybX2lq/SmlmMdvCRS/buX1ukEcLIdrjtv1mrVrcFkLra/e5tSS/2ZFu+w17WED50CN4CtWMibEdAIaRdUKlYA0MZ9tijcdKdo+T1qZS5wjyIoVsBdMCJFJVB7BJIKtSQ6A0OxxfTLnPuF62obDI4jgwhVwqKQihulpAMxFFRX3bH3/OyzZWVBdvPmlArbBqIUhP3xY+QeRiguPHa2hA0bawJcJlsfvh490u/5eXzpOXkjXAZXH5cLvweC6+nS+hPfbxImN77zct929GfBoA3Cfd/3mM75pk/m9qfGxSf5TQNyraMnsrdRjdT/l8ntpDXbjjg/fdAvX/Nrg60bLOgDk1zSrPnvuFfuidC70liIeWbsQQUqPcvPfe14FwUUqam42jg7SUEPwilLPfvlXu67rNxysiXBTjYAICQ+8832VxpTixQpBMSh0GlHUTXDH64gjueT5jVri+uSGvjmCuxZDQYRaoNVCbipwg7HYjivHs9AFZZmIvZJvYH0aqCWqVtC12cDCTBNdFFzr6eEWSkfHwBBBik0c9T0cqhd1uIAPTfEupK/24zUYBwgUkNe6cc78ttLY4n0+ti+H64Sk2aJd4XRjCBrbq2z53rHRqx8Lj7k3OmX7w7TudjjywGoK3rkWaxGtBgnB3fo8YOvJaidJzdbghSmLW5bI/lmVzLlNCEFSa+xsrE0eqVHb7HUbH7er69Q4yVI7ne2ZZsEGZORKkkm3B9EHYp4rS6Y7BRrrk6Pbb4x1mxrDfuWRvXKmsIE6dO59PzbM8wyVBZ/JaCSExTSuBxP3kNrbaAGr96OC+lNwcaLc7oNZze/sMM6MfRqDZvm4t9PbcrvP9Os3TBfAWokv7bnoKTgWEGLqLymJqz+vd45YXty8uuJHH1flrF+dvKsffRNhL3aWPesSbeDneJPNvUnyzlKQ+toX/Oo/kj3ieYY8q+ccnxqs61A0w1KwfH+631zy3bcar22F2qchL6886TcwTSbWBi7FFq25DSK0VHklxAE1elUu6fI7arEmLZK/sEezS6pdWaUuzBRW0SmvDrkTpSTJ6ld+Q/UJ46SKhH/HZgviCSB9ZkW7a5BAuVqohlKYj3vaS4FSwV8CK8ui1/Zf46tte9sur+5XN0hTFpDSQHGCNp62GSqFYj1nyjspFW3z7jhWIjWbY9OrxxZkEGojPNeSLGQVlloVVVpAHmp5ZoTTQnmmACIWFEg5E6+gskWkLBlFWVhY5Of+f9RV6kMsV+3nTDHu0p9YZbRS6zRIVICmNKvkAepMGnvwwFfOj6ZwvG6RsFbddjs0H1cTwkJA33fU3COpvS1T8GPy4UPQ3eaX9rRdvkvk3OT6UjFt1vixe0V6Aa83+0t3FArUJimxUtft7F7oYhgGzerFjfOuttwHl/u4OAwe8ASEMCHLxbD6dThegExIuNJ3T6QwoqT1v06jetst54g/VzPvvvQsSePLkKQ7+8qSUogueuBWn65aLhAunehh6DNcavz/egpmD90R42r9FriuYsB9v6OJING+vJ+kRApXC/ekOlUo3emvzNN151R0diDY2K9EkHUjg7vYek4hmT/bNDgURr1Cn+YyZstt75d/3PcUAvMrLxYV1huEAPNjNavXWa9d5hTyMA4pydfUUt6udqZa5u32OEui7Rq9qym+1VYOpVfqHgwsA6SNTZtXCs2fPgAfxEqcrBtaty6FGEKdaHQ4OkjuXGRFhWU8IiRAiXfJ9mNeHNv+hfb8bfuI4vWDizJOrdyhkZAhEIkudqVTO9USRDEsm20KdF6othOizc5d9PTP2V1TJYJEoPf2Vfye/fvse1VaKLaw6YbKQ68TV9Y6qUIof7/Psi4pSMu4zviKSGMedL9RaFyOXJhg07gkW3YmN4ja4VpjO9zjI8OGStp1j2yJqHLvLiGTrkKlW74FIQ7FLYF4mhPCKsBPNUlaZpuVR0v/G4uMqy48aGXxeYmNtfFwoxuuWxJ/neJPMv23xMVX15cIQX6LavGy2wWeuDF6a0b/ivPZoivnKT5+7v3QpuQDqHuawPqtuc2BR1OojMBAo8WF7H1U4gYgE55QnGUhhIMrgmusXKlVBUYqsrWWevLJvJ7hX74Fe3CPe/46MrY0t4okrNRGWDxW8bHrlPkEPzfksxYFqyaVuga6Z1lSMIIku9o8WMpBi8LarRiKFFH2W7/crlYdRBQRiGFrl3xJr9Kpwq5y37ZbW1pW2sHEOeXjAB2yfo0kDe0ckEEXBEmoO4tooaY9DcR2Daj6HX+1EaW5yIg64M5SFUwOqqYvz2OpiN+be77UWLCSWCkVnTANROrL6Ns/mC6/SbHJd17++fDw/PjY2oOWlC9AQ6+rdl41XbG2x+DBiavv4QuV86C59XJfscYVu4ufHBmDc2rxqGyq+iTNtx/tju9xv9Jz8TT7mt3IY7Tv5uMd8JIDo8xtvkvm3Olol8NZbTwHQTW6yXZSPx60yKYg8rPZ9lu1qY2bW5FOj05nMRTOAixPU1ZWLfrgLmjQKWbg8TprEaCku2rFVfw8XU//5MBuHjTrn2+m0nf3+BjPj9vaWB9ei0MRpHsBfWgtb8u8Hv8B3yQghcT4uXB2uiTLShx1ROqbzirKw+ZirFYhN6rO6xvl+v/fXaQIoSXYkeqbjRETY4RRFNa+oqZ68jscjRuX65opqhf1+h6KsqycYJDi3vfcFyGavq02+9ObwFJHA1KhjrF6dHp5eOzJcAV25OXwPhtOuFOX2xS0A19dvIwjr6vSuEhKYMu4GNkvaabpj6H37b2/9eU+f7ggS6bseF7nZPVzoW556+vQtAO7vjliAq3HH8f6EiHB1uLnM+DewIOr7xGWD4fb4PkJgv78iWODcKuWQmpLbOlE1e0Vtgbu75yiVXdM9n5Y71xgIzmywxY9bC9t2ZkQLUbxDpZobyt857V7tGqX6bUPvngHr4nKtsc22t8P0/rh1tPxzbZ2pGCOYtOPdAWo3T56AGfPygCPY8AvuXgj39/e+K0Vapyc24KK0rkG4nCsbzuTVqvwh+b6Z834zojaY5seFfsL9n8d4k8y/jfH6SuFhhv14Hvjws93daEWfak70IdQuvCxxaR8N0PkQre7Vd/WZtb20vQ+OYC8jskFE2ShFBNqcXAn0Xok3iVLf2ofXcrnW3KrLLbwK36hrI1ckOmjuZxd3M9vwsIbSaGDYh1SjhECUnk0jpJMOBHaNq+y6JIFdeIqY4OA/migLjNxgQbHQUcVlaSsuowpQmvnIVfcEgGQrmJKSg/SG1PlntcKQFNStQLvoI4shXV86ASLhYtmqjS7nC5H2WR5X7FTkInji8qSyiaGIIlTnn5tepGWLeit5NU/mSb1b4ZajH66qL12BWjAR1BxwWYu2StoeHoci5tv18c1Ru2A9jNoOVZ9XX5TaGojxYVs2z/ftO91+fZBI3u75qErd+P+3d7axslV3wf+ttfeemfN2L/fyUCoptJQmGFMtCZW+aCIo0fpBywf5qFgb0jbUpGnS2JoYPilGiZKQBkmaQNLYVK1BEl9ilZTWBFsrLQpVmoDyQC8P7eXlnteZ/bLW//mw1tqzZ5+ZOXPe7tzhrB854Z45e9Zee2bt/V//d1C+hPEwfkQaQjtkarSqvjUsUaMDjouqj4J8dmIA3EGIwvyioH2PXOUjZfWwE5PvA/36a68Clqpy2t+rr24CoYhM0FyERAf/n3uw575veei0lXoBsuz9fcGH6DRr6l7ag8Fg5IYoqxKFckVEUD4Se1gudHV1DdD1OF1fCvW1118dudLgx97YXPcmb83amnatN5MuGhfynfcLlLKsrfSwuNKp4AT60nLXCRBTYhGU67hNWbjWmakIiSRkukuHzHcXU1SFq4i22lvFYriwc4GSkrW1VQwVW9sbiPedKzRLS8tor/UlkpJ2Mme+N2suWM4IGk2vWkGjqUr3ea2trLlrrXpYLCldRFm2cycIXR90+D+d086MP3Df2VrX5aRvDzYRVVJUzkRuBHrZKba3XkcELjv1VhKV0EuX3YbHuOC4tOoguIp0g2ILYy1JphGpWOo5l0NRFP7fCdYI+IpsZekejp2uyxzQqcaIoeM3PXnRdw9Qb96srBPeLsJe+0jwitXVVawYtrc3ETHOuiDWx4RAWbrNQeiiFta58pH9OzsDQsvf2lwvtvZLhzLFobFQ4cdNvXacZW59hXiD0jdOCYWj0jSt13VROJN80OJXV1fr+2FldcWPN3wEJokLuhsM+iBCt+PuoRBXEsYJpvVRgTJZ+ETBsz+sstg9zOw2mtl3EYX5cTKi4bY15EDbXLfbh13/Pq0YxyRaWkJ476xjtLWZYURyMHMFbTr83dW1do1TnIkU3x8d1WjoorT35zp92jDsdV2KG6fyedrKF3wJDUY60vN9tDukJHXqkPXlTRMfta7FVeoKfcrdWBqNCzrs0HP57OLKli5bZ8bv2K7T8JwsZE1WsAz7a/fEp6yJCzo0YlBA6vPGl6XnAuXooBufX0JGJZbUZhSqwGpDRYnRFalWLCnjLQTOarGinOVBeR94T7pUVC7nXnWo9IBEQyUFoiqk3uwpH0eQ1n3lNa4caYcORrmcelSOVc5K4ILaKh/x3oz4D1rpMO5BifLf8fCokDvvStSq2r1jbOHiGupYi3ZkuMulnxSBXq9X8ZUP6pLCYR37KPTW8aM0tPS66NKE89XzClr3sBlOvcanCfEJ91tkdlzh3mqPY6KZvU0U5kfMJFOeNRbUsMRkeEAsLy0jCEvLTuPo933KkH/obHj/6dLyMhCCdIa+vzNnnM+0rZkHzSVo0pVvuLK25rTKzc1Nf7xbAoPBoI7whqHFwBo33x/+8IcA3sKg2fGNWJwPfqi1BM2q01ly6VwkbG/tkKiM06d6PrBJXBlXSqfx1QFHTpj3L6xjrfFxBJqVlVOkyoLJQFmybpeu7bH1xiYd5TRopUBKJ2w38z6lKqHjHtmDvI8V40rnokEUqXTQVTayKVB9Vw0tta7/+rK3MjgLrCLpLSMidSvWaidHK8Vbzl4OCtLCuDS1jiZRiix1nck6vjTu6+ubiBUuy5bJpUt/MKBQCRUVJq84232r++x0RkqKKjQdUlaXlkmVq/FfWUNhLYlNyNUAnTrT+Bubr/r6+cLqyioa36JWOr5mvgskW0qXESyvbZ53Ru8sw2KcP18MSZaiJJTrdbnWCl2XEc6yDgJ0O0uuyEs+8CZ4txFNfYna1177ob8f3O9nzp7BWXp8PQRfVrbX6wB2uPEVJ2LDugr+6jx3GnhorOLiJ1StkYf1r/XwkebiN4ZrOkmy+t+E2alh74SwhkPJYlMFV5HPRkhbZvYm0bR+ZAwrTk4/JjJKFObHjntopWmCq7DmHlLBHF0WLrgrmPuy1D2c+v3+iJ83CP+lJWd+DGbJsDkIQvTMZaNmSBWEswnFYJy26+pMU6dDpYkzT7ocaq9Zo+h0/ObAP5eqytX32t7aHBln4DchrniH5tVXX3UCRGdkSRetO4gdmtu7nTBPQ8j51eI0tu2dPlYq1tZOk6jE56KnICkZGdpotCiKvEQrzYqfg1aaUgwYZwnYKrZclbLUfU5VadBKcXblcjp0kD50yTi9vELmo6ETpSjL0ldDk/q6rf8mrYLLfPBUkiSkSpGKJVXK5ZwDnW7q6pT7tqDWDLAinF3KKK1gdcLAJCSVkEtKJYalpR5F6VwdUlpSNBhDN4FTaUKmFYnWlDalsILkpRPopkBUxqnu5a44i8bXnIdex7eRlQ6VMa7G+bZrIdtTK1SqIE1x5XY7lsoOSFJXia271KnXmUL779VVehMREp34VMplRAybW+uIGMqij9Cs4e/Wxfq6dw/5gMrUm9Gr0lkU1tZOA9YHsoWgteH6DsI8bGZDYGYIgAv3hTtO12tVoShx99zG+nq9+XX3gbj3+Xz3Td/FLnQY3PH3VO7vtW7YCMxQECYK8oMTWhFPY6/UtZNIFOZHyIhW3q7NrkKBi0YgWvuGr83oB3sYtIvG7Pt9I6Usm9fiapgjIT1teI5ZzfbOf97Mv/dm2FAD3Zt5jZSYUJhEKqxSdciUa7nhzeIoMqVI1LAmW7tAp/X/qbp0rSaVjA4dOtJFK+jphNU0peMrdCYKqmD4VQojYNFU4gS7EUXqc7VT7X56qfu/pIpMQy9TdLTQSdx4NnHvzS3kVlEpTaoEm2oyq6kkoau7pP56bGLoKI3Srk/4mY4mTSBRCgMMKkWVpWSVZkdSEqupKMnpo5QQ6od36LliLmSkWNfLXFzMghJFQUriv5NCD3waoNTadFtoKeWcFChIdIISjdYuzU37Kn6o0vdQb5uxx/mZG2vDf8MK7dOOnAsmWKj2zr1uBmoOUygbk3frWDWvza8YhS/yM87w3nR8Te/JEAX40WB9Q6Wpx0Qz+y6iMD9WJueWHyWqFal75IIcWg/2IMSbKTqjUe/K+8mDf5yRdxvvkXSC3NgClGCkcI1O6oh4W2tmypfcTCQlRZOELmXKtd20rUu2jY0GgFYJid8MpKT0VAetDcupppdCL1Eo68Yqa9+oC04rUWCgCuZY5dKqEuUEe6oVXQ2kiq4WljOho4Ve4uqdi3GNTDqSkBkolfuETarJrVBZzVKSkCUJWilEQUdDIoquVqx1oKtduqKxkClF4U35ulJo26OwHZR2FcwsyrdC9YJcOs6Ejvb9wkGLkJC4yHFlSBhgtEGpsuGXpq4jAK5pi4uad61kNcaVqLWKRLnGOEplfi2N1qVvpGXUK8h9f2H9DZvfKL9+6kp2Pq1N7dqutZklIK0du6KG/5uhg5m01lXk6LEzaObRzL6bKMyPiElauXtgDTXy4OsuChcotLzsfOavvnoeROj1eoScahia04PPMpgt19bWUCheeuml+ndw5nVB2NjYAIY+8eAPDD7Ioii8z7IHKvgVde0nzDpDM6u7DseWN68bM7pzLnwUfMebz5VSoBK00iwvLZPqDp1O1xVoESjKPiKW/mDbdUDT4nt6hxQoRVWVJFrTL3awOuHyU2dYskv0d1yTkU6akKrQ/MTFBZTWECpI6UShlWJlZQWtNKpK6LFMJhmZ0qytdllJNamtSESBNSTK11pH0VtapgIubOdY6yq5VVawXnetihKbQEf1kBTOrC6xlILpb9MRoQOkCMtrPUCxPhCyCi4McrRRXLa6TOHHNaJIsxSt3LhdBZlW9BIhswWZCB2dUOKE/ZnlDlklJLklqRJyBVoUF7YvsObr8O9s9DFYUgxrnRWn+ftYiDRZIhVDP++DSkjISEgoypzKVrUmHOoWDP3PrrhPng+j1K21aBV86SuIlD6q3fj1MKxsmGjXIMVVZ1M+31vX9dBDr/ckyXz6m6CwXH31O0CEvMgB63sVSO1DD/dHv79TbxKsdxlp6+5BFxfwBjA004cqca52gwFx7WIFqdd4uHeaFfsix8ksPvO4oWoThflFpBkBrEIwXLNyldq7clX4+2FrwO/WyDUjmtIYhjdQHbo+UZOZmNPbaA8q4vKYrVQosV6Qh5avaR0IM9SlkubZEcFXLMO17fQ/RlmsCh3ahlHT4To1mlRpMq3JtCL1mrCIK5cq2hVZSbTrsw5O8xdxr2s/KyXDuSicVp8iaC10taWrIdNCTzsze1dbSq1JNaQatPYWBa3q3l9aQaKhmyg6yrKUwJK2dLW4uWoFlcYmbgNQpQrjTeeVuMC5UPkuocDV3HMav1bauQgA8daSSjIqShLVQUvaqjBnfeyEr1muXECbQtdV+BRgtEISDVajVIExoFUHKy6S3Vm021pvYw3VS8UVnqlXUB18bl11PGVRynWzUySIktoMP2ahjV1/QF3SdrgucGOjGt3nDnd/RQ6OFeN7MUw5Zo9o95NIFOZHwCw3/iuvvALAlVdeCQw15LLMQYImPjQrh4fR8rKvE+6DcQa+pnSIUg8PpbLWbJxqs7Ky4scPAXehHrgLCtKp05Aqf7zT4LXP59X+d+sD3iz9nR1crXhfctRfV9Dc3fUoiqJCKZcXrFWGVgmmMlhdoovcCwthMOhjxJBmzkw7GOSu2YYvqqKUq1KXJh0SlugmPbZ2trACPVmm8pHRidIUZYkV0J0U0YZKDEZZllZ7pIJ3iApaaxJJEOPT6awBUShxVeTFVFgFaZJgggDCaePGWgaloTQW5XPvl7tdLLC5tU2VgmQKm8Llqz2WE8NKpkm1dfnyVpGlXTIUaSKkoqiswRjfbNX4TYuCpW6HXgKnekssJcKSNmTeYlAZt/mzlSCVYqnbo1LOMpKgXd3yyu1A0iRBS0pKQlWUzgzv1+vK6gpiFVIMnA6kvKdZu4DDze3Nuh2sEnFZElrY2t5Eq4y1ldMu5U1rn4tQYaXg1dd/iLEWrTMQIU0NSMVgUOA0ame5cZqxZmNjHVTqa81rKp+nHiq0BZHsagyIzzM3oBIUxqc8CmfPnB3R1hSK1994w43gctpQSrteBeg6YLTb7TQyTJwloD8YgAhFXjh3QIgrKFqug8ix4Dbx0cy+X6IwP2qmaLbj0UOtAM2w1vQe/rt9n2fS+9t+SD323yNmrV1V4qadpznesN689bnJoY916KpW9/oOecn+xg4++gqDVYZKXDa5iEGJzzMWQ4WhVIXv0uXeIWhfwS2rHwKhH7KVodZdyfCKrUBl3WvGCqURSmMpxKKtExaldbXPrQiZKAqr6IhQWUWllBtPlPtdNIVAJco1GgnjgzPhi8uWDgFpSvlwybp/uKrnKTJMcQRnEQj57NpbbSaZIZXX/t37VG2Tafui657oYhE1tKiISF0X2xXzSUYEXqLdZ6ytQUhRKvMbiGJ0Rg1f/K45ereU07rDawqwaJVgRbnSseKuONwzuzbVM67T2kpWfwqzW8kiR88sjVaimX03UZgfG6NBXyHF6403LgDDilWh0lpIvVn2HbXKsqCZlx406NDJKaTi9PuuWlXokKWbtapp+srdV50PnGB0Wob24yhfzKPhQ8TF1BdFDuKjihHn2xSp64x3G3m7dVMKsXW+uwJWVpbBa+jhVs1SjZGEfn/ba+TDqHblA8w2NzdI0x5ryxlWVSQ6QyEMcle9bqWzTIIm62RUGC5sb7ge2qpPwQDly090sg6iLGnWA4H+9oBEC2vdjotUt2W9mbLihEklsLGxRW5AdZbQ2lAUOYVY8NaNjAwtim53mSRTlEWfQQWvbW6zkwjVcpdMW0xlKEXYMZZtoxjYhEFl2SkrcuNcA2makSXOdJ9YtyHoly5tT7SQKqEoDLm1FFbRL4V+pdjub7FdWuj0nJsg0ZTGFYHZyfukkmJI6aZdEGH11Ck0sLG5RWENKtW1IBacJaewBcY4U+dSyLX3jSlLY0it8z+nWlP5zVde9DFUrK1chpGcvNh2RX+kh7E5OzubiNh6XQayjmtek2UZrltaD6VSlPaFcvz5nSXKuiY2Yp1VAe0sVaEJj4j7rn1wnfJ2elclUVOVJeerkmFFxmF+OnirlvjPHF+SVqT2rwe/fuR4sWKwe5nZJX4XbaIwPzYa6TF117FQGW1MlPtIZSoa/9et/09KoNmbUT/58NWpUfft+tON9LlZEHHFYDTDG9DaCivWN91oCHIZauAEjdxHt1eSI6LIlXZamTebusruJVZV7KgtCjXAMKCUHCWCSIWyBqsrUkmdFqoStNXsVK5ynTZCpnHqMc5nXglsF0JhBKtKCjFsyoBKVSNKbG67SOXSy6QQilTRR7GUQJU637wxitLCjlH0KyEXITfCTmEofY/uDEVmXT55qcVp7ihKUfS9T70sE0oDheCEuQk/FmxFTkmucqxyWnWhCozyeeGSgCQUxqCUorCGyltIKlVSUSA2CEX3nSEuhsF9j96SYQ1Wa4wUKFEjfnblo92VpCidoo3xfm3nwlFjq6WJj1pvdghs19APFefCxiP1v/vXSUHKke9l2DGwtVK97991oBujdY+85jX0mdPjIkeBLyG15zGRUaIwP2aClhD8bd2u06jfeMMVawn9x4MGXdW1rTuNv3vtlmG96eAzdyeRuvtU8GFvbTmN4/Tp0wC+4lqovT6s8CbWPdycD1HXRTXCA3VlZQVBXEWuhiAPtbarqulzV67DFymdrOM0LJUwyF11uVrL2h6QZRlaK7QPPAvakIuYdu/Nsh5adciLPjaBbqKdxqYzUMM69Ttb21hlILFU5GRdZ57tD7ax1pCk7jMq7ABXuCdFieL8prCkU9Z6PTKBrq/7vb65RWWF3FgKa9gutihVSe+0i8zeHmyhRLMlQlcqin5BT2Us6RRRCtXtkSSwJSmpQGk1lRW2CkNuoG8qBsZSiqUKG5iyYrnboysJZWmprKa0ljwBTOXN7y7PvLJgdIdSoLSGMinZ7m8w0H0KcvLBAOsjyBNxRvTcuO57FwbbzrfeSVEYBmab3OZIYhFtvcneWWiszzII37NWGZ3OkhdwrhmJpUKRsLSyBCGlSFmK7QIjJcvLXRJRdDpnEFtSVoUTjP67czUANFtbmyiVYq1LI7QDZ5nq+Ipz4MzhaZoiImxsrCMirK4tI1JRFM7qM7QkQLfXBZSLN1HOClDkRUNbV8N66ww7ChY+ziRY04J/3fVJgMHgh0SOj9l85jHPvE0U5odkZp+aWO8/bmrfsCsfdqKP7+Aa+Z6MaER25PXD7YBdm5RhVrpvj2oNIprQNGRYB1vq9wVNTZTBWoNRKZXO3Z+k9ELEzXXge29rlDPtWo2xJZVx/dCNdMAKpdWgvZ/aa6zG9lBVQqoTcn/6zbKiEqG0hgElfb1DSQ6qpJKCXLb9LHuUekAqPSpZojAdcptSoekmmo4VEgWmslQibOcVhRX6tqL0NdYr7ZrJaKWxCIVN0ZWiZ1Nyo8i0K1ebaLcprKyP3NdOu+7bioHK2dJbVCqnlJxCBj5wzWBURUWKJnN12L2wVso1fcnVgIIdDAXGFhhKX6O98g9Mv+kTi1BhbQkal06oFGKdOVyD1+IFYWj2HkGFjIJWVoQ/1q0HjeD6xCtSrLggtxDr4Pz2oQDNcK1O1ppHc89DV7bdf5udqKEfL9Z39Zt6jAy72UUcSqR9x7152djY8JpqwlEthLHCvJ320jxunIl9ErLb1DS2d3KtMU//KkfN7Lr1WmteI52h7MRztMdUKvMFY7La7No244v3cYqU3rze2In7oCVFAipF6y6J7pEmPRLdJdUdEtUl8edxb/FlJqyLiK9s4XPW3XkUGq1TEt2lk6yQ6SV66jQ9VumxQle6ZOLyrN01WgovbHM1oK82KGSHStz4wQToUty6ZGqZHqt0WGJJluhJj65KSVCkXkgbsfSlIqegUDm5GlCq3AlPMb6oTUYmXbrSoydLdMnoqoRMJT4gTmFEKMWQi6FPTqFy+mqbAVtU5M4dUQeEJSQqc4VyVI9MuiS470WwGEpKlVPIDoXdcj/VNqXZwdoCKznDNqDuu9TKlebVKnW56rrjiwMlzi3i26paW2Ks20wNx6qcwA+me0LQmfLR6QpUuuf6CRs957bx6Ydh8zFmne52L+np9+O0rmitx+XFE+oCGNbX1znl6wi8GXnf+97Hs0+/QTe7fOpxefkGV78z5ZlnnrlIM7v0iZr5sTKmrGStoc9AKKM6A4d+qEzcOOw3BcR3sfK+SVoBxSFKOgTKjWj/jbQ8Ua5YSIhwN3aYFiQ+j3w4z/FCpCmIghZXj6JBlKFSJTldMtX1+mUwFleUKqeUgRNy0neC3KfPgQ+UUzlGl1QqJ2OJQi3TV0tk4pu3WO3mi5DrAQV9SpVTyYDK5i6qH4MSJ3hTuuS6Sy7LZHToSpfEpj67W1HhSl2GjUaudihlh0L69WYjxGUoNFZlGJXh4/ype8vjyrBW4uciud8EVSPf0bDDmUVIXX6vX9bG5ogYtM5GPrs6Et5/37sYm6lhcVkHlfOBUyKhD3st1IfjjaYmTbcg1dXmGtHtw9f8OHWlwz3We2vuUUs/ekLjpb2OiowShfkh2ate89jj9iPQ9xx4tkU9PvhtyrDNm2VGzX94uB2N5wsyuvGAdw1nGub9iddhnAZmh5+XpUTrhjAX1xvbSuU1QV/r3ZvqFHqkelflNxuiLUZXVHQpvCYY5hmC7irJKe0Oxgu7cC5wpupEVc4a0BDqOTskOnPFW/zHbZWlkB0MJZXNRwSvG8sJrVR3SSSjUjmp6jIgq7Vr92k4oVypsp5bmGewRgSU0lhVoVWJVRmiDEq5muoAVsp6PsbmPiDRfXZNQV5r0FINt3eWoYC1FjuSxtgS6DMEMykBlBfo2FruhjXU3hS43834zcKkc9QCPWzwWvfkAYkC/WgRqfaOZqcCsoszoQUhCvN5MatA34d2fqBpjNmMjDXlH3T8xkPd0eiD3vLJj5hdsSDKvzf4a/F/d7npTW0tmF2DJj/ULE2t4Y27HBfNPSCRDKWCf9i4TFevuRqb16b72qJAEJYlWjJEu/NXukuiUhJxRXPcdbkCNUFwWv+wCn7BoEknvre4VilGl/UYwTQexnJ+bT83KTGS+yY1Vb3RcPNLSJRFdKPErYxqueH9pvGZhc+t+Z2Ef7s4BYOg3cZB4/qtt9byqGVkRoKgFUVTkXbXlLQOPmwA1FCgwyyxL5r6WsZYFqJAPzoE2XuTdnK8wzMThfmxMzS1z6rFXxx2z2vsw2gPrXzXNdWpP00jQHgQDxuoDMecrJU3hYcV/zi1Qy12aJ0fapJDIdLU2iyQeRNxU8N3Jm6rMiryWpgDteB2gjyvtf62MFfKmdGdudkLaZWhfVlSpRLEV1ILmnMQuu1cWatSlCpIdacW6iE2QNX+fDMihMN44zYaTsM1aKwT6spila418+acrA2Bbw0T+7hUMVEIw8I+ze+jueFozqWJW2eTvuuGCbyxjtz1jHnPiBuA4YFT11NzcYb36YnreyJRoB8bzSDHacdERonCPAKME9ZHo5U7jW1UiO96ALfOPzS74rV3VyJW0CA+4lmgqS2N+uKbJvwwlxJXAc5p+LXgEUuiqlow12P5oLpxPvhmvXcRL8x9bndwAeiWnzf4kpuBebtMx8p9XmFjkKgUo3JCx7jhdZpdQnw4v/pDRPtgsrBvE7FonY5sDOrNBcGC0p5XI/BLqVrQumut/KfoPod2XffdY01nl7k9xF0wST7vf42O85+PjW05IFGgHx5Xmz22QN0vUZgvEJPM30f/8DikIK8fwnrMw3y3eX3aPMQXG3XjjAZFUQugtg9192bBzWeo4RvrNUhla1/yyCUEbdoGjXyotQ6PCf3TNEZCU5ihC6CpqQK1EA8+/eG8nXZr/OZHlBPO1ufpu+I4owFmbSEuLZO9/6TrOTivReI6nNGyToipNzBjhW+zX0AtaCtQ2n+e6RhFdfRzGsVt8KZag5oCvf7+xnAYF9RhBfoMLVMjB2EYlzKJ/WwSTwpRmB+SYzebT1u0x/IgaWp3+wt8Gwrf5gOyRVvrm+UaWqZ7kXZQVVPzH79ZUGM0fNvQWNs+31FNvx3hHR40SS3AVcvk3P7Imq6A0bH8/OoNihPqWqf1vJTS9RlroTtmbs1z+SatiOhhYzCsq2PvNwjtwMGxGvmu7yIEkCWEQEcrw/nv6ro2aZwJgrAdqFavp3bUOUy9N6ZpyKOBb22BDuOF+uzCI2rnh8OOcUG12UvYn0SiMD/RHJ15cRfjAvxGfOWzjCG7TK7u+W9HzM6OYA5uCvJRn6iqhUsJKvMC3bpyo8JuQTTGD988p2qagBVjXACB3a6AdgCXswQkuzYG4+bl/j9pg+GP82NplY4EqtWbBGkWYmlsNBgf/LbrqyGkDo5GnTffctDOVqNxGO77B0aFeuv44S8zZlxMFOjunIclCvRDMJPPPGrmbaIwP3aORlhenAfDbq18Zqbl8DYPG+MqGHdt7cC6ZlCUO11r7HZQ3QjNTYv1lxYEOhACukQ3jt8tfNuaazM4qymMoWHeZijUxgfmUc9tVChW9evDeYXzTpqX3TWWpaoFutbu/6MV1aZozw1Gor4nRp2zyxy+3xSy1psbgWrjI88Pk3mxS6DDzKmbNVNM7VGgH4xZ8szj57qbKMwvIvs2yY99ADYCko7kvHO8aWYysbfygicIhWmV8YJA2K3hl/sUwOM2CewS6sH8PkprjLZJWwWNPlzr5HntthI0YwSGYzVdEkpRC/ShGX443lSfeYNpUecHcSFPEnjjI8+H2RdHxe5sjLaWfjiiQN8/ImakXsKkYyKjRGF+CKaXcl1gjsAXP06zHnIQE9l47WyWkptNgdAW6HsJYPf2SUIY70rwc2uZ34fvbcxvjKuhtmK0rL7j5zVeiI+M17q+ZpBa0MybFo72RmUmgT4m6nxaOuJY9pD+01LJRjmcyTUK9EuNcda1ccdEmkRhfqnSeKDu5bu8tNhLg5r9wbs/7WwPi0XbDTCioe9+dk8SwrvHDYFZo6faNS9/7CQtFBiJ3N57Xpa94gNGNiwE//vo/NpBeYelnY44OucmjSIs08bbtQaY6X37ZaxAh72FeoxmP3JmshBFn/kuojA/ILNp5Qf0l08U5Ps3se//3MOx971RGCN0R9ltAt9fMFxTO5twTPhnW/Otx2ib7INZerqwnjbP3fEBs8UK7D4mtAXdY17jhHgtfMJ8J7sUQtR8PVwdVDc03++V8nUxcsJHzjVth1MfeLj7YmxRpyO616J2PjuC3TuaPeaZ7yIK84vEvlqljmWagLgUaQv0gz3MZwpS2qOT1e6HdMtkP4PgmnmOU987YTPWynXeFUDYagIyUZA3/z3WBD7sCte+pMNp5c1zDd0OszKLoDuSYLUZOM4qjVGgz0pjUzn1mEiTKMyPiqPQyltCZVp51VnZ14PpyDX+SdruIc+zh591z/ceuJRn83paeel7jjHFqtIK1JvWBGSSIB9fY3xYdMdhhqffy60wK2PdF7OZ0N08Zo+am2gKP2Jmr9ceOQ7GB5u2j4mbojZRmB+AI7vJZ/b7HOEu9IiDe+B4tZn9jL93XvR+C4U0/z7p9b02bbtdC3szajmYOOYYV8VYH/OuALVQ8KWdqz85hWycVtnOB68/i3E1BsLrC8Rxr+vIBMQS0kUnHxPN7G2iML9Embc57sDn32uzcMAd9V4P1lnmO91Ue1BBM82kPF6Q76pON3GTMSXuYErMwbiiK7sjzpOW4D7Ew3FajYFZ+4TPeqqLLGCjQL/4uDW9t9slMsoxlf86Wl544QU++tGPcu2117K0tMR1113H3XffTVEUF30uxxr45pmYxnWY4LQ9T3qE402LKG/+us9rmFae88BjiBzBtbfNgpPNhNOi2ev5TB13H4y9rmaeevOnbWqf8RRj1uro9UzJBGiwH4F5sR/k4v+LXCxCatq0n/h9tFkIzfzZZ5/FWsuDDz7Iu971Lp555hnuvPNOtre3uffee+c9vT25lB9U7qTHcM62hn5E5ziKz+fQUcsTLQ8HjxHYV3nR/Y63K0CNETN7+L0+1xFVa5u36+WoA84O60uPG4JZsTMs8cVy2VwMlCxoJMEf//Ef88ADD/A///M/M79nY2OD06dP4wpa7P+GnL1IzKhmPuvNPzF3Gg6klU887x5C9iAPnYM84Ob9cDuUsJk17mAf39vIfGZwVcw8nlLQbICjRlPThgQTflPDtnueb/Q8jIzd/oynRfcfx7o7zjV2cTfpAhjW19c5derUIce6dBluMJOpxx3GmvRmZSHM7ONYX1/n7NmzU4/J85yNjY2Rn+PnYB/pVEF+1AQBc4T7uHkL5oMgjf/2/+ajv97J5vaDnbctOOvfpWmuHP598ntnPE89t9Ho+1k/50XbEM5yXdFEvz/++7//C/b0mbu/f/e737k4k1oQFlKYP/fcc9x///187GMfm3rcPffcw+nTp+ufq6+++sDnPEzp1llyaKcfcExm8DlyqT3g2kLnUIK+HvT4UvAOOs74TWPTAnTITeQYgX7cXApr6cjXzgnlx3/8x3FW02nrxwKKG2644aLMaVGYqzD/7Gc/i1Jq6s+zzz478p5z587xoQ99iNtvv50777xz6vif+9znWF9fr39eeumlA83zuH1/u5lWJezSfUBcynM7DBOv62JsiMYVhDkwDfP5uMC0XYJ8doG833V81OwZWBhZGF555f8xWTt3r7/44v+9uJNaAObqMz9//jyvvfba1GPe+c530ul0AHj55Ze5+eabef/738/DDz+M1vvbixzUZ35QX/le48z0ADxgBPi8gnQOmw9+KTNTDELgEJH7B4+x2GMs7zvf6xzDcffn057s85+ttO8s59iLyc19Fp2T4TMPuGqFltFndYhyj77yccw1mv2KK67giiuumOnYc+fOccstt3DjjTfy0EMP7VuQH5Sj1Mr3frgcjSCPHA8TI6iPKXJ/L/ZdBhXYK9r8MGtscoT5/sq7HoZ4j7w52NraYHV1FSfAm8JcuHDhwtzmdSmzED7zc+fOcfPNN3PNNddw7733cv78eV555RVeeeWVYz/3VBPrrof2tLzIWY5rjNvSVo4qJ/uo3zNujPZ830x+xD3XwxG1jz1KRgLUJGg3doqPt7UeD3TS9mcx7X6IREZZWVnhC1/4AsOc8rButbeuRtosRGraww8/zEc+8pGxf9vP9A+bmrZfjlrziVy6HFeK1HG5LfZrcTrO+R9m/JPDyTKzAxhjSNOUoc5pyfO8drtGRlkIzfw3f/M3EZGxP5cyMbr15DAtGv6wpuvjGHuWcS/W/ON9ERlHkiT83d/9HcGa81d/9VdRkE9hITTzo2J9fZ3LLrsMt4eJ9ZYjkcii4MzMFy5cOFFmZhFB6wQQrLWoY2h7+2ZhIcq5HhWbm5v+X9FnF4lEFo/Nzc0TJcyVUjFyfUZOlGZureXll19mbW2t3uFtbGxw9dVX89JLLy2sLypew/xZ9PnD4l/Dos8fJl+DiLC5uclVV1110TJ5IovFidLMtda87W1vG/u3U6dOLewDIBCvYf4s+vxh8a9h0ecP46/hJGnkkf0Tt3iRSCQSiSw4UZhHIpFIJLLgnHhh3u12ufvuu+l2u/OeyoGJ1zB/Fn3+sPjXsOjzhzfHNUTmw4kKgItEIpFI5M3IidfMI5FIJBJZdKIwj0QikUhkwYnCPBKJRCKRBScK80gkEolEFpwozFv86q/+Ktdccw29Xo8f+7Ef49d//dd5+eWX5z2tmXjhhRf46Ec/yrXXXsvS0hLXXXcdd999N0VRzHtq++L3f//3+eAHP8jy8rKvpX/p8/nPf553vOM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      "text/plain": [
       "<Figure size 1500x600 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f, (ax1, ax2) = plt.subplots(2, 1, figsize=(15, 6))\n",
    "ax1 = sim_data_final.plot_field(\"field_mnt\", \"Ez\", z=0, ax=ax1)\n",
    "ax2 = sim_data_final.plot_field(\"field_mnt\", \"E\", \"abs^2\", z=0, ax=ax2)\n"
   ]
  }
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