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   "source": [
    "## Modes in bent and angled waveguides\n",
    "\n",
    "Here, we illustrate how we can use the `ModeSource` and `ModeMonitor` objects to study modes in bent waveguides."
   ]
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         PyPI. Future releases will be uploaded to the <span style=\"color: #008000; text-decoration-color: #008000\">'tidy3d'</span> repository. From now on, <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">               </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         please use <span style=\"color: #008000; text-decoration-color: #008000\">'pip install tidy3d'</span> instead.                                        <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">               </span>\n",
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       "\u001b[2;36m           \u001b[0m         PyPI. Future releases will be uploaded to the \u001b[32m'tidy3d'\u001b[0m repository. From now on, \u001b[2m               \u001b[0m\n",
       "\u001b[2;36m           \u001b[0m         please use \u001b[32m'pip install tidy3d'\u001b[0m instead.                                        \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><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> Using client version: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.9</span>.0rc1                                                  <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">__init__.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py#121\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">121</span></a>\n",
       "</pre>\n"
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Using client version: \u001b[1;36m1.9\u001b[0m.0rc1                                                  \u001b]8;id=545303;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py\u001b\\\u001b[2m__init__.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=379564;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py#121\u001b\\\u001b[2m121\u001b[0m\u001b]8;;\u001b\\\n"
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   "source": [
    "# standard python imports\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib as mpl\n",
    "\n",
    "# tidy3D import\n",
    "import tidy3d as td\n",
    "from tidy3d import web\n",
    "from tidy3d.plugins import ModeSolver\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Bent waveguide setup\n",
    "\n",
    "First, we will study mode injection and decomposition in a microring. We start by defining various simulation parameters, and the structures that enter the simulation. We simulate a silicon ring on a silicon oxide substrate, and the ring is defined using two Cylinders."
   ]
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    "# Unit length is micron.\n",
    "wg_height = 0.22\n",
    "wg_width = 0.9\n",
    "# Radius of the simulated ring\n",
    "radius = 2\n",
    "\n",
    "# Waveguide and substrate materials\n",
    "mat_wg = td.Medium(permittivity=3.48**2)\n",
    "mat_sub = td.Medium(permittivity=1.45**2)\n",
    "\n",
    "# Free-space wavelength (in um) and frequency (in Hz)\n",
    "lambda0 = 1.55\n",
    "freq0 = td.C_0 / lambda0\n",
    "fwidth = freq0 / 10\n",
    "\n",
    "# Simulation size inside the PML along propagation direction\n",
    "sim_length = radius + 1.5\n",
    "\n",
    "# Simulation domain size, resolution and total run time\n",
    "sim_size = [sim_length, 2 * (radius + 1.5), 3]\n",
    "run_time = 20 / fwidth\n",
    "grid_spec = td.GridSpec.auto(min_steps_per_wvl=20, wavelength=lambda0)\n",
    "\n",
    "# Substrate\n",
    "substrate = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[0, 0, -sim_size[2]],\n",
    "        size=[td.inf, td.inf, 2 * sim_size[2] - wg_height],\n",
    "    ),\n",
    "    medium=mat_sub,\n",
    ")\n",
    "\n",
    "# The ring is made by two cylinders\n",
    "cyl1 = td.Structure(\n",
    "    geometry=td.Cylinder(\n",
    "        center=[0, 0, 0],\n",
    "        radius=radius - wg_width / 2,\n",
    "        length=wg_height,\n",
    "        axis=2,\n",
    "    ),\n",
    "    medium=td.Medium(),\n",
    ")\n",
    "cyl2 = td.Structure(\n",
    "    geometry=td.Cylinder(\n",
    "        center=[0, 0, 0],\n",
    "        radius=radius + wg_width / 2,\n",
    "        length=wg_height,\n",
    "        axis=2,\n",
    "    ),\n",
    "    medium=mat_wg,\n",
    ")\n"
   ]
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   "metadata": {},
   "source": [
    "### Modal planes in bent waveguides\n",
    "\n",
    "As usual, when initializing `ModeSource` and `ModeMonitor` objects, one of the three values of the `size` parameter must be zero. In this example, we also need to define the axis of the bend and the radius of the curvature. The definitions are schematically illustrated in the image below. The bend axis is the axis normal to the plane in which the bend lies, (`'z'` in the diagram below). In the mode specification, it is defined *locally* for the mode plane as one of the two axes tangential to the plane. In the case of bends that lie in the `xy`-plane, the mode plane would be either in `xz` or in `yz`, so in both cases the correct setting is `bend_axis=1`, selecting the global `z`. The bend radius is counted from the center of the mode plane to the center of the curvature, along the tangential axis perpendicular to the bend axis. This radius can also be negative, if the center of the mode plane is smaller than the center of the bend, which is what we will encounter in this example. Finally, we note that the `'forward'` and `'backward'` direction parameter can still be used to distinguish between the two propagation directions as in regular modal sources and monitors.\n",
    "\n",
    "<img src=\"img/ring_modes.png\" width=800>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
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    "execution": {
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   "source": [
    "# xy-plane frequency-domain field monitor; slightly offset in z for better structure viz below\n",
    "field_mnt = td.FieldMonitor(\n",
    "    center=[0, 0, 0.05], size=[td.inf, td.inf, 0], freqs=[freq0], name=\"field\"\n",
    ")\n",
    "\n",
    "# Flux monitor along the ring propagation direction\n",
    "flux_mnt = td.FluxMonitor(\n",
    "    center=[0, radius, 0], size=[0, 3, 2], freqs=[freq0], name=\"flux\"\n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Running the simulation \n",
    "\n",
    "First, we visualize the simulation to make sure we have set up the device correctly. We will use `'absorber'` boundaries along the x-direction, because these boundaries work better than PML for structures which are not translationally invariant along the boundary normal direction."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
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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><span style=\"color: #800000; text-decoration-color: #800000\">WARNING </span> No sources in simulation.                                                     <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/simulation.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">simulation.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/simulation.py#494\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">494</span></a>\n",
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m No sources in simulation.                                                     \u001b]8;id=236568;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/simulation.py\u001b\\\u001b[2msimulation.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=282868;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/simulation.py#494\u001b\\\u001b[2m494\u001b[0m\u001b]8;;\u001b\\\n"
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       "<AxesSubplot: title={'center': 'cross section at x=0.00'}, xlabel='y', ylabel='z'>"
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\n",
      "text/plain": [
       "<Figure size 1100x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Simulation\n",
    "sim = td.Simulation(\n",
    "    center=[sim_length / 2 - 0.2, 0, 0],\n",
    "    size=sim_size,\n",
    "    grid_spec=grid_spec,\n",
    "    structures=[substrate, cyl2, cyl1],\n",
    "    sources=[],\n",
    "    monitors=[field_mnt, flux_mnt],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec(\n",
    "        x=td.Boundary.absorber(), y=td.Boundary.pml(), z=td.Boundary.pml()\n",
    "    ),\n",
    ")\n",
    "\n",
    "fig = plt.figure(figsize=(11, 4))\n",
    "gs = mpl.gridspec.GridSpec(1, 2, figure=fig, width_ratios=[1, 2])\n",
    "ax1 = fig.add_subplot(gs[0, 0])\n",
    "ax2 = fig.add_subplot(gs[0, 1])\n",
    "sim.plot(z=0, ax=ax1)\n",
    "sim.plot(x=0, ax=ax2)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Next, we can compute the source modes to make sure that we inject the desired mode. When a bend radius $R$ is used, the effective index $n$ returned by the solver is such that the field evolves as $e^{i n k_0 R \\phi}$, with $\\phi$ the polar angle and $k_0 = \\omega/c$. This definition is such that in the limit of infinite $R$, the effective index approaches that of a straight waveguide with the same cross-section. Based on our discussion and diagram above, we set the `bend_axis` to `1`, and the `bend_radius` at the position of the source is negative."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:16:44.087669Z",
     "iopub.status.busy": "2023-02-03T04:16:44.087492Z",
     "iopub.status.idle": "2023-02-03T04:16:48.440447Z",
     "shell.execute_reply": "2023-02-03T04:16:48.440009Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[22:16:44] </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING </span> Mode field at frequency index <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span>, mode index <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">2</span> does not decay at the plane    <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">mode_solver.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py#354\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">354</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         boundaries.                                                                  <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">                  </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[22:16:44]\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m Mode field at frequency index \u001b[1;36m0\u001b[0m, mode index \u001b[1;36m2\u001b[0m does not decay at the plane    \u001b]8;id=782507;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py\u001b\\\u001b[2mmode_solver.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=133506;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py#354\u001b\\\u001b[2m354\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         boundaries.                                                                  \u001b[2m                  \u001b[0m\n"
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         boundaries.                                                                  <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">                  </span>\n",
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m Mode field at frequency index \u001b[1;36m0\u001b[0m, mode index \u001b[1;36m3\u001b[0m does not decay at the plane    \u001b]8;id=161258;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py\u001b\\\u001b[2mmode_solver.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=884977;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py#354\u001b\\\u001b[2m354\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         boundaries.                                                                  \u001b[2m                  \u001b[0m\n"
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m No sources in simulation.                                                     \u001b]8;id=571256;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/simulation.py\u001b\\\u001b[2msimulation.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=889391;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/simulation.py#494\u001b\\\u001b[2m494\u001b[0m\u001b]8;;\u001b\\\n"
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      "text/plain": [
       "<Figure size 1500x1200 with 24 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Modal source plane\n",
    "source_plane = td.Box(center=[0, -radius, 0], size=[0, 3, 2])\n",
    "\n",
    "num_modes = 4\n",
    "# NB: negative radius since the plane position is at y=-radius\n",
    "mode_spec = td.ModeSpec(num_modes=num_modes, bend_radius=-radius, bend_axis=1)\n",
    "ms = ModeSolver(simulation=sim, plane=source_plane, freqs=[freq0], mode_spec=mode_spec)\n",
    "\n",
    "modes = ms.solve()\n",
    "f, axes = plt.subplots(num_modes, 3, tight_layout=True, figsize=(15, 12))\n",
    "for axe, mode_index in zip(axes, range(num_modes)):\n",
    "    for ax, field_name in zip(axe, (\"Ex\", \"Ey\", \"Ez\")):\n",
    "        ms.plot_field(field_name, \"abs\", f=freq0, mode_index=mode_index, ax=ax)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Note that the last two of the computed modes are unphysical. The fundamental mode looks like what we would expect, and we will use that mode for injection. Below, we also define a mode monitor, which is situated radially from the mode source, and so we use a positive value for the bend radius."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:16:48.444167Z",
     "iopub.status.busy": "2023-02-03T04:16:48.443995Z",
     "iopub.status.idle": "2023-02-03T04:16:48.454694Z",
     "shell.execute_reply": "2023-02-03T04:16:48.454291Z"
    }
   },
   "outputs": [],
   "source": [
    "# Mode source directly exported from the mode solver above\n",
    "source_time = td.GaussianPulse(freq0=freq0, fwidth=fwidth)\n",
    "mode_src = ms.to_source(source_time=source_time, mode_index=0, direction=\"+\")\n",
    "\n",
    "# Mode monitor after one-half round-trip around the ring; NB: positive radius\n",
    "mode_mnt = td.ModeMonitor(\n",
    "    center=[0, radius, 0],\n",
    "    size=[0, 3, 2],\n",
    "    freqs=[freq0],\n",
    "    mode_spec=td.ModeSpec(num_modes=2, bend_radius=radius, bend_axis=1),\n",
    "    name=\"modes\",\n",
    ")\n",
    "\n",
    "sim = sim.copy(update=dict(sources=[mode_src]))\n",
    "sim = sim.copy(update=dict(monitors=[field_mnt, flux_mnt, mode_mnt]))\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:16:48.456693Z",
     "iopub.status.busy": "2023-02-03T04:16:48.456532Z",
     "iopub.status.idle": "2023-02-03T04:17:42.072663Z",
     "shell.execute_reply": "2023-02-03T04:17:42.072056Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
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       "\n",
       "\u001b[?25h"
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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\">[22:16:50] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </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#262\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">262</span></a>\n",
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       "\u001b[2;36m[22:16:50]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m status = queued                                                                   \u001b]8;id=780992;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=246360;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#262\u001b\\\u001b[2m262\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[?25l"
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       "\u001b[2;36m[22:17:06]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m starting up solver                                                                \u001b]8;id=239558;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=35391;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#278\u001b\\\u001b[2m278\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[2;36m[22:17:16]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m running solver                                                                    \u001b]8;id=670348;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=95825;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#284\u001b\\\u001b[2m284\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[2;36m[22:17:37]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m early shutoff detected, exiting.                                                  \u001b]8;id=179752;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=619580;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#295\u001b\\\u001b[2m295\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[?25h\r",
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      "application/vnd.jupyter.widget-view+json": {
       "model_id": "b8987f53ac4849689871c24e60781727",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n",
       "\u001b[?25h"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[22:17:42] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> loading SimulationData from data/sim_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#415\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">415</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[22:17:42]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m loading SimulationData from data/sim_data.hdf5                                    \u001b]8;id=647965;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=55759;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#415\u001b\\\u001b[2m415\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data = web.run(sim, task_name=\"ring_mode\", path=\"data/sim_data.hdf5\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Finally, we visualize the results and verify that we get very close to unity transmission through the half-circle."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:17:42.844396Z",
     "iopub.status.busy": "2023-02-03T04:17:42.844284Z",
     "iopub.status.idle": "2023-02-03T04:17:44.247058Z",
     "shell.execute_reply": "2023-02-03T04:17:44.246615Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Transmission flux:        [0.99816895]\n",
      "Flux in first two modes:  [0.99704067 0.00301028]\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1500x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "print(\"Transmission flux:       \", abs(sim_data[\"flux\"].flux.data))\n",
    "# note: 'backward' mode amplitude\n",
    "mode_flux = abs(sim_data[\"modes\"].amps.sel(direction=\"-\")) ** 2\n",
    "print(\"Flux in first two modes: \", np.array(mode_flux).ravel())\n",
    "\n",
    "f, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(15, 5))\n",
    "ax1 = sim_data.plot_field(\"field\", \"Ex\", z=0.05, f=freq0, val=\"real\", ax=ax1)\n",
    "ax2 = sim_data.plot_field(\"field\", \"int\", z=0.05, f=freq0, ax=ax2)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The transmission through the ring is very close to unity, and all the power is in the fundamental ring mode!"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Angled waveguide setup\n",
    "\n",
    "`Mode` objects can also be set to inject and record propagation at a given angle with respect to the axis normal to the mode plane. The `angle_theta` and `angle_phi` parameters of `ModeSource` and `ModeMonitor` objects define the injection axis as illustrated in the figure below, with respect to the axis normal to the mode plane (`x` in the figure). Note that `angle_theta` must be smaller than $\\pi/2$. To inject in the backward direction, we can still use the `direction` parameter as also shown in the figure. Similarly, the mode amplitudes computed in mode monitors are defined w.r.t. the `forward` and `backward` directions as illustrated.\n",
    "\n",
    "<img src=\"img/mode_angled.png\" width=500>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:17:44.250037Z",
     "iopub.status.busy": "2023-02-03T04:17:44.249728Z",
     "iopub.status.idle": "2023-02-03T04:17:44.255772Z",
     "shell.execute_reply": "2023-02-03T04:17:44.255399Z"
    }
   },
   "outputs": [],
   "source": [
    "# Simulation size\n",
    "sim_length = 3\n",
    "sim_size = [sim_length, 5, 2]\n",
    "\n",
    "# Define an angled waveguide as a PolySlab\n",
    "wg_width = 0.45\n",
    "theta = np.pi / 4\n",
    "phi = np.pi\n",
    "\n",
    "verts_x = np.array([-10, 10, 10, -10])\n",
    "verts_y = verts_x * np.tan(theta)\n",
    "verts_y[:2] -= wg_width / 2 / np.cos(theta)\n",
    "verts_y[2:] += wg_width / 2 / np.cos(theta)\n",
    "verts_y *= np.cos(phi)  # this only works for phi = 0 or pi\n",
    "verts = np.stack((verts_x, verts_y), axis=1)\n",
    "waveguide = td.Structure(\n",
    "    geometry=td.PolySlab(vertices=verts, slab_bounds=(-wg_height / 2, wg_height / 2)),\n",
    "    medium=mat_wg,\n",
    ")\n",
    "\n",
    "# Modal source\n",
    "src_pos = 0\n",
    "mode_spec = td.ModeSpec(num_modes=2, angle_theta=theta, angle_phi=phi)\n",
    "msource = td.ModeSource(\n",
    "    center=[src_pos, 0, 0],\n",
    "    size=[0, 3, 2],\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth),\n",
    "    direction=\"+\",\n",
    "    mode_spec=mode_spec,\n",
    "    mode_index=0,\n",
    ")\n",
    "\n",
    "# Angled modal monitor\n",
    "mnt_f = td.ModeMonitor(\n",
    "    center=[\n",
    "        sim_length / 2 - 0.5,\n",
    "        (sim_length / 2 - 0.5) * np.tan(theta) * np.cos(phi),\n",
    "        0,\n",
    "    ],\n",
    "    size=[0, 3, 2],\n",
    "    freqs=[freq0],\n",
    "    mode_spec=mode_spec,\n",
    "    name=\"mnt_fwd\",\n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We will once again use `'absorber'` boundaries along x, since the angled waveguide is not translationally invariant in that direction."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:17:44.257885Z",
     "iopub.status.busy": "2023-02-03T04:17:44.257727Z",
     "iopub.status.idle": "2023-02-03T04:17:44.476062Z",
     "shell.execute_reply": "2023-02-03T04:17:44.475643Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot: title={'center': 'cross section at x=0.00'}, xlabel='y', ylabel='z'>"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1100x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Simulation\n",
    "sim = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=grid_spec,\n",
    "    structures=[waveguide, substrate],\n",
    "    sources=[msource],\n",
    "    monitors=[field_mnt, mnt_f],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec(\n",
    "        x=td.Boundary.absorber(), y=td.Boundary.pml(), z=td.Boundary.pml()\n",
    "    ),\n",
    ")\n",
    "\n",
    "fig = plt.figure(figsize=(11, 4))\n",
    "gs = mpl.gridspec.GridSpec(1, 2, figure=fig, width_ratios=[1, 2.2])\n",
    "ax1 = fig.add_subplot(gs[0, 0])\n",
    "ax2 = fig.add_subplot(gs[0, 1])\n",
    "sim.plot(z=0, ax=ax1)\n",
    "sim.plot(x=0, ax=ax2)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Examine the modes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:17:44.478380Z",
     "iopub.status.busy": "2023-02-03T04:17:44.478216Z",
     "iopub.status.idle": "2023-02-03T04:17:52.129301Z",
     "shell.execute_reply": "2023-02-03T04:17:52.128854Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/twhughes/.pyenv/versions/3.10.9/lib/python3.10/site-packages/numpy/linalg/linalg.py:2139: RuntimeWarning: divide by zero encountered in det\n",
      "  r = _umath_linalg.det(a, signature=signature)\n",
      "/Users/twhughes/.pyenv/versions/3.10.9/lib/python3.10/site-packages/numpy/linalg/linalg.py:2139: RuntimeWarning: invalid value encountered in det\n",
      "  r = _umath_linalg.det(a, signature=signature)\n"
     ]
    },
    {
     "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\">[22:17:49] </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING </span> Mode field at frequency index <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span>, mode index <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1</span> does not decay at the plane    <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">mode_solver.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py#354\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">354</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         boundaries.                                                                  <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">                  </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[22:17:49]\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m Mode field at frequency index \u001b[1;36m0\u001b[0m, mode index \u001b[1;36m1\u001b[0m does not decay at the plane    \u001b]8;id=417732;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py\u001b\\\u001b[2mmode_solver.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=203962;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py#354\u001b\\\u001b[2m354\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         boundaries.                                                                  \u001b[2m                  \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 1400x600 with 12 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ms = ModeSolver(\n",
    "    simulation=sim, plane=msource.geometry, mode_spec=mode_spec, freqs=[freq0]\n",
    ")\n",
    "modes = ms.solve()\n",
    "\n",
    "f, axes = plt.subplots(mode_spec.num_modes, 3, tight_layout=True, figsize=(14, 6))\n",
    "for axe, mode_index in zip(axes, range(mode_spec.num_modes)):\n",
    "    for ax, field_name in zip(axe, (\"Ex\", \"Ey\", \"Ez\")):\n",
    "        ms.plot_field(field_name, \"abs\", f=freq0, mode_index=mode_index, ax=ax)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Run the simulation and plot the results."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:17:52.131814Z",
     "iopub.status.busy": "2023-02-03T04:17:52.131639Z",
     "iopub.status.idle": "2023-02-03T04:18:52.824299Z",
     "shell.execute_reply": "2023-02-03T04:18:52.823746Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         <span style=\"color: #008000; text-decoration-color: #008000\">'a4a628c2-9fe3-43ca-adad-5e55ac150599'</span>.                                           <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "</pre>\n"
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       "\u001b[2;36m[22:17:52]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Created task \u001b[32m'angled_waveguide'\u001b[0m with task_id                                      \u001b]8;id=693678;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=167819;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#120\u001b\\\u001b[2m120\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         \u001b[32m'a4a628c2-9fe3-43ca-adad-5e55ac150599'\u001b[0m.                                           \u001b[2m             \u001b[0m\n"
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       "\n",
       "\u001b[?25h"
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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\">[22:17:54] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> Maximum FlexUnit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.027</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#253\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">253</span></a>\n",
       "</pre>\n"
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       "\u001b[2;36m[22:17:54]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Maximum FlexUnit cost: \u001b[1;36m0.027\u001b[0m                                                      \u001b]8;id=228548;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=650654;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#253\u001b\\\u001b[2m253\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[?25l"
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       "\u001b[2;36m[22:18:22]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m status = preprocess                                                               \u001b]8;id=340214;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=625014;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#274\u001b\\\u001b[2m274\u001b[0m\u001b]8;;\u001b\\\n"
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       "\n",
       "\u001b[?25h\r",
       "\u001b[1A\u001b[2K"
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       "</pre>\n"
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       "\u001b[2;36m[22:18:28]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m starting up solver                                                                \u001b]8;id=730792;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=196913;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#278\u001b\\\u001b[2m278\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[2;36m[22:18:39]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m running solver                                                                    \u001b]8;id=247805;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=891983;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#284\u001b\\\u001b[2m284\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[?25l"
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       "\u001b[2;36m[22:18:48]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m early shutoff detected, exiting.                                                  \u001b]8;id=687563;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=333601;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#295\u001b\\\u001b[2m295\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[?25h"
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m status = postprocess                                                              \u001b]8;id=419490;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=308197;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#301\u001b\\\u001b[2m301\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[?25l"
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       "\u001b[2;36m[22:18:50]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m status = success                                                                  \u001b]8;id=573400;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=402698;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#307\u001b\\\u001b[2m307\u001b[0m\u001b]8;;\u001b\\\n"
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      ],
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       "\u001b[?25h\r",
       "\u001b[1A\u001b[2K"
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      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Billed FlexUnit cost: \u001b[1;36m0.025\u001b[0m                                                       \u001b]8;id=370236;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=644291;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#311\u001b\\\u001b[2m311\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> downloading file <span style=\"color: #008000; text-decoration-color: #008000\">\"output/monitor_data.hdf5\"</span> to <span style=\"color: #008000; text-decoration-color: #008000\">\"data/sim_data.hdf5\"</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#593\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">593</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m downloading file \u001b[32m\"output/monitor_data.hdf5\"\u001b[0m to \u001b[32m\"data/sim_data.hdf5\"\u001b[0m               \u001b]8;id=815725;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=451259;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#593\u001b\\\u001b[2m593\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": [
       "\u001b[?25l"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "b112b50bb6d34cabb6d6adcee8abb990",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n",
       "\u001b[?25h"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[22:18:52] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> loading SimulationData from data/sim_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#415\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">415</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[22:18:52]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m loading SimulationData from data/sim_data.hdf5                                    \u001b]8;id=419827;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=305688;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#415\u001b\\\u001b[2m415\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data = web.run(sim, task_name=\"angled_waveguide\", path=\"data/sim_data.hdf5\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:18:54.030038Z",
     "iopub.status.busy": "2023-02-03T04:18:54.029925Z",
     "iopub.status.idle": "2023-02-03T04:18:55.400255Z",
     "shell.execute_reply": "2023-02-03T04:18:55.399798Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Flux in first two modes:  [9.99422277e-01 6.07121099e-05]\n"
     ]
    },
    {
     "data": {
      "image/png": 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tOPLII/HCCy/ggw8+wFNPPRWSMr5w4UI89thj2LJlC0aMGAFA3wn5zne+g0suuQRff/01CgsL8eCDDyIQCODWW2+1bvvSSy/h9ttvx9lnn42Kigrs27cPy5cvx5o1a3DHHXegtLQ05rETERElE+7LcV+O+3JE5LhETC1Hqenbb7+VF110kSwqKpJer1eOHDlSzps3T7a2tkopg1PNhpuOVkp9atmDDjpIut1uWVJSIq+88kq5f/9+6/rNmzfLSy+9VI4aNUr6fD45cOBAeeKJJ8o333zTWuett96SZ5xxhiwvL5cej0eWl5fLc889V65fv77bsUd7u7a2NnnnnXfKQw45RHq9XjlgwAA5ZcoUeeutt8q6urqQdR955BE5efJka70TTjhBrlixwrq+urpazpo1S+bm5koA1rSznaeaNT399NPW9gYOHCjPP/98WVlZGbLOnDlzZHZ2dpfHd8stt8hoPs4fffSR/M53viP9fr8sLy+XCxYskK+//nqX8TQ0NMjzzjtPFhQUSADdTjt7wgknRJw29pZbbulxTD0JBALyjjvukMOHD5cej0cecsgh8sknn+yynjkN75YtW0Iu37dvn7zsssvkoEGDZFZWljzhhBO6vEc//fRTedppp8nBgwdLj8cjc3Jy5LHHHiufeeaZPo+fiIgoWXBfjvty4XBfjoh6S0jZQ44rERERERERERGRDXsoERERERERERFRTBhQIiIiIiIiIiKimDCgREREREREREREMWFAiYiIiIiIiIiIYsKAEhERERERERERxYQBJSIiIiIiIiIiiokr0QPoT5qmYceOHcjNzYUQItHDISJKa1JKHDhwAOXl5VAUnr8gor7jvhwRUf/hvhz1JKMCSjt27MDQoUMTPQwiooyyfft2DBkyJNHD6LPXXnsNM39wBlav+j8cdthhiR4OUUbivhwRUf9Ll325q68+Ex99tAYff/wV3G53ooeTFoSUUiZ6EP2lrq4OBQUF2LBxI3JzcxM9HEpRIgU/MjIDz+Km4usUTiq/dgcOHMCY0aNRW1uL/Pz8RA+nTwKBAFw5hYAWgPDmQquvSvSQiDKSuS+nd21I3e9HIqLUIAFoabEv98033+DwwyehpGQAfvWrczFv3j2JHlJayKgMJTM1Ojc3F3l5eQkeDaWqVAxUpHJQordS8XUKJx1eu3QoS/FWnABoAbjGfB8da5/HG2+8gVNOOSXRwyLKOMHvEwEGlIiI+kc67Mtdd93luPTS72P69Cn46U/vxkUXLWaSiQMyKqBE6SNdggXRSoegApA+r1u6vB4UncbGRgSqP4dafhSEOwtKyWGYcca56GjYBVVVEz08IiIiIurG+++/j3ffXY31G55CYWE+7r7nWdx51zzcftvjiR5aymNnLUoqQsqollQhhXBk6S/RPv+9XfqTU899Il8PSg55o4+DcGdDFIwAACiFBwNaG7wjpyV0XERERETUPU3T8N+//AkWXHcuiooKIITAXXf9FPfe8yx27NiR6OGlvIwMKO3evTvRQyAiohRQU1MDbdeXUMqPsNK9haJCLZuCwM7P0NzcnOAREhEREVEkzzzzDHbu2INf/OJs67KjjjoYs2ZNxU03XZHAkaWHjAwo7dixA7t27Ur0MNJesmewOC3RmSyplkHUG8wiov5Wfsg0iJxyKDmlIZeLggoIlx85o45L0MiIMtuIESMSPQQiIkpyra2tWLjwWtx666XIyvKFXHf7by7H8uVvYs2aNQkaXXrIyIASAFRWVjKoREREEa1btw7avg1Qy4/ocp0QAkr5kdBqvmDWK1EC5OcXYOTIkYkeBhERJbH7H5iP3NwsXHhR14lURo4sx9yfnI5f/eryBIwsfWRsQAnQg0q7a2pSsj9MJPHugZNqz0d/SsRjT7Xnm72LKJUcfPQpUAaOgfCFnyZXyS2DyClF6fgT+nlkRAQABQUMKhERUXj79+/Hb25/Ar+98ycRJ1G54YYL8O9/f4W33nqrn0eXPjIyoGQ/CK+srETN7t390qiXQZzM0V+vSTwbT7OZNWWyDz74APLATiilk7pdTy0/Atre9diwYUP/DIyIQjCoRERE4dz+mysxZco4zJhxVMR1Bg3Kx/ULz8evfnUlNE3rx9Glj4wMKHXG8jciIjJJKXHCqWdBKT4Uwu3vdl3hK4AycBTGHfm9fhodEXXGoBIREdlt3boVDz34An575096XPeqq87E3r31WL58eT+MLP1kZEApXNaE0+VvzB4iIkpNzz77LGRbA5SiQ6JaXymdDHmgCv/617/iPDIiioRBJSIiMv3615fj7LNPwKRJo3tc1+fz4LbbLsMNN/wSLS0t/TC69JKRAaVIgZ7tVVVW+RuRUxhQJEodbW1t+K8LL4dadjiE6o7qNsKdBaXoUBx7yg8h+VknShgGlYiIaNWqVXjhhQ+x+LbLor7NueedjMLCPNx73y/iOLL0lJEBpe6w/I2IKHP5Rx4HKCrEwJ7PaNkpxYdCth7A888/H6eREVE0GFQiIspcUkr88ldX4Oqfn4WhQ4ujvp2iKPjtnT/Fb5c8hb1798ZxhOmHASV0zViyN+omcgozlYiSW21tLbTq/0AtPxJCxPbnUahuqKWTcdZ5l6C9vT1OIySiaDCoRESUmf75z39izZebcd1158Z825NOOhzf/e6hWLy4575LFMSAUgTMVCIiyiyDxh0H4R8IkTu4V7cXg8YAEPBVHOfswIgoZgwqERFllo6ODixYMA833nQR8vNzerWNJb/9CR5++GVs2rTJ4dGlLwaUwjAzSaq2b2dQiRzHhu1EyWfbtm3Qdn8DtfwIiF5mpwqhQC0/Alr1atTX1zs8QiKKFYNKRESZ45FHFqKtrQNz557W620cemgFzjtvOhYuvNzBkaU3BpR6wEwl6g8MMBEl1ohJJ0EUjIDIKuzTdkTeUAjfAAwYyywlomTAoBIRUfprbGzEokWP4je/uQIeT3STqkSy6NZL8M9//hsff/yxQ6NLbwwoRYFBJSKi9LVx40bI2q1Qyw7v87aEEFAGHwlt11eoq6tzYHRE1FcMKhERpbeHH34YQ4cV48yzju/ztsrLC/GLa36ERYs441s0GFCKEoNK1J/ClcUxi4koPvbs2QO4vBCe3tXbd6ZkFQIygAMHDjiyPSLqOwaViIjS165duzDl8LG9blvQ2RFTxmLXLk6yEg1XogeQSiorKwEAxcXRT0FIRESpQShqoodARHFkBpU2b96c6KEQEZHTpAQ0zbltUVSYoRQDKQS2V1UxU4mSArOYiIiIYsNMJSIiIucwQ6kXtldVQQqB4uJiHrRTUuvp/SkdSgslSn2CGUpEGYKZSkREacjJDCWNx/jRYkCpl8zyt5KiogSPhIiInMCAElHmYFCJiCgNOVby5tB2MgADSn1g76nETCVKRcxgIjIIBpSIMg2DSkREaURK53of8dA+auyh1Efm7G888KZ0xP5MRESUzthTiYiIqPeYoeQAlr8REaU2AQGhMkOJKBMxU4mIKA04OssbS96ixYCSQ1j+Rpkm0vuc2XqUqhSWvBFlLAaViIhSnISDASUez0eLJW8OMsvfiIiIiCi1sPyNiIgoNgwoOYxBJcp07LdEqUooqmNLrN5//32cdtppKC8vhxACL7zwQsj1F198MYQQIcupp57q0CMnIhODSkREqcooeXNqoaiw5C0OtldVAdDL3+LNqfIiHvRTPIV7f7E0jpKKEAmd5a2xsRGHHXYYLr30Upx55plh1zn11FPx6KOPWr97vd7+Gh5RRmH5GxFRCnK0hxKPjaPFgFKc2HsqERERdWfmzJmYOXNmt+t4vV6Ulpb204iIMhuDSkRERD1jyVuUYs2mkEJge1WVo+VvUoguSzy3HctCFCuWxlGyEYri2BIP7777LoqLizFu3DhceeWV2Lt3b1zuh4h0LH8jIkoh0smSNx6XRIsZSnG2vaoKUgiUFBX1aTvJHrTp6/gYTCCApXGUWE6XvLW2tqK+vj7kMq/X26tStVNPPRVnnnkmKioqsGnTJvz617/GzJkzsXLlSqgqZ6cjihdmKhERpQgpIaRTvY/YQylazFDqB2zUTUSUeR544AHk5+eHLEuWLOnVts455xycfvrpmDBhAmbPno1XXnkFn3zyCd59911nB01EXTBTiYiIKDxmKPXAqeyI3jbqzpTsjO4eJ7OXMpv99c+UzwMlgvNNuefNm4dFixaFXOZUI+2RI0eisLAQGzduxMknn+zINokoMmYqERElOwebcrPkLWoMKPUjNuomIkpeTgeUvF4v8vLyHN2mqbKyEnv37kVZWVlctk9EXTGoRESUxCScCwQxoSFqDChF0JtMiGgyaWIJKjEbQ2d/HpitlNmYrUTxIgQgEtiLqKGhARs3brR+37JlC1avXo2BAwdi4MCBuPXWW3HWWWehtLQUmzZtwoIFCzB69GjMmDEjYWMmykQMKhERJSnpYIYSjzmjxh5KYURzoNqXGap66qnEmdMi48xyZOLscJROPv30U0yePBmTJ08GAMyfPx+TJ0/GzTffDFVV8cUXX+D000/H2LFjcdlll2HKlCn44IMPHCuhI6LosacSERGRjhlKCcLyNyKiZOJ8D6VYTJs2DbKb4Ojrr7/ej6Mhop4wU4mIKMk4maHk1HYyAANKNtFmvTiVEcGgUt+YrxczVKjze4AZbNQbiQwoEVHqYVCJiCiZSEA6FQji8WW0WPKWYD2VvxERERFRcmL5GxERZTJmKMUgXpkwZqZSUUlJXLaf7pipRJ0JKZmlRDFTmKFERL3ATCUioiQg4WDJG48ro8WAEpKjPKayshJSCJa/9YEUgkElsrAMjmIiEttDiYhSG4NKREQJJqVzgSAeU0aNJW9JhOVvRERERKmJ5W9ERJRpMj5Dqb8bcfd0/2zUTRQf9s8ws5UoHGYoEVFfMVOJiChBHJ3ljRlK0cr4gFIiRTqoZVCp99hPiaLBHksUDgNKROQEBpWIiBLAyR5Kjs0Wl/4YUEpSDCoREfUn9lAiIucwqERE1N8khEMBJSYnRC9jeyhJIaLKUBBSOv6Giva+2VOJKH7i8dkmIiIysacSERGlO2YoJTlmKhERxZ8QLHkjIucxU4mIqJ9I6dzsbDzpHLWMDChFm5mUiPsNh0ElovgxP+vsqURCZUCJiJzHoBIRUT9wsik3A0pRy8iSN5/PZ5W7hAscJVMwyWQvf3My+Jquoi0rJDJ1951ARER9t2TJEhx55JHIzc1FcXExZs+ejXXr1iV6WP2C5W9ERJSOUiag5OROyKhRo+D3+x0eYfyxpxIRUfwIRXVsIaKu3nvvPcybNw///ve/sWLFCrS3t+OUU05BY2NjzNtqa2uLwwjji0ElIqI4Mmd5c2qhqKRMQMnJnRCXy4XRY8fCl5UFIDQzIVENuKNVWVmJ3bt3QQhmKRHFC7OUMpFgQIkozl577TVcfPHFOOSQQ3DYYYdh2bJl2LZtG1atWhXztjZs2MCgEhER2UhAc2iJ8VAgmuSXadOmQQgRsvz0pz8NWWfbtm2YNWsWsrKyUFxcjF/96lfo6OgIWefdd9/F4YcfDq/Xi9GjR2PZsmW9ebIckzIBJSd3QgA9qDRmzBhmKhERERElQF1dHQBg4MCBMd+2o6Md69atY1CJiIgSLtrklyuuuAI7d+60lrvuusu6LhAIYNasWWhra8O//vUvPPbYY1i2bBluvvlma50tW7Zg1qxZOPHEE7F69Wpcc801uPzyy/H666/322PtLGWbckezE9La2orW1lbr9/r6+pDrzaDShg0b0NzcHJ+B9kU3kdHK7ZWQMtiom+2CiJzFZt0ZhrO8EfUrTdNwzTXX4JhjjsGhhx4acb3u9uXa2/Wg0rhx4+DxeOI6XqexUTcRkcOcbMod43Zee+21kN+XLVuG4uJirFq1Cscff7x1eVZWFkpLS8Nu44033sDXX3+NN998EyUlJZg0aRJuu+02XHfddVi0aBE8Hg+WLl2KiooK/P73vwcAHHzwwfjwww9xzz33YMaMGTE+SGekTIaSXbQ7IUuWLEF+fr61DB061LrOLG+LV6ZSr0rdZKelB1XMVCKKOzbqzhyKIhxbiKh78+bNw5o1a/C3v/2t2/W625cDgkElZioREWU4J3soSQkpJerr60MW+wmO7kRKfnnqqadQWFiIQw89FAsXLkRTU5N13cqVKzFhwgSUlJRYl82YMQP19fX46quvrHWmT58ess0ZM2Zg5cqVvXnGHJGSAaVod0IWLlyIuro6a9m+fXvY9VK5/I1BJSIiZwhFOLYQUWRXXXUVXnnlFbzzzjsYMmRIt+tGsy/HoBIREQEyOB26A0t1dXXICY38/HwsWbKkx1FESn4577zz8OSTT+Kdd97BwoUL8cQTT+CCCy6wrq+urg4JJgGwfq+uru52nfr6+oRVXKVcyZu5E/L+++/3uBPi9Xrh9Xqj2q4T5W99Ko3pQwJEVWUlAL38jdU5RPEhpGT5GxFRH0gpcfXVV+P555/Hu+++i4qKih5vE+2+HMvfiIjISaWlpVi7dm3IZdH8PTKTXz788MOQy+fOnWv9PGHCBJSVleHkk0/Gpk2bMGrUKGcGnQApk6EkpcRVV12F559/Hm+//XZUOyHdbs8oSbMfINozlezXR3MQmegDzWgzlTrPaMdyHqLo8fOS3jrPvNGXhYi6mjdvHp588kksX74cubm5qK6uRnV1tWNnVZmpRESUwcweSg6VvAkhkJeXF7L0FFCKJQP36KOPBgBs3LgRgB7AqqmpCVnH/N3suxRpnby8vIRVW6VMQCneOyEmlr8REWUeAef6J7GHElF4Dz30EOrq6jBt2jSUlZVZy9NPP+3YfTCoRESUoSQATTqzxHgCuTfJL6tXrwYAlJWVAQCmTp2KL7/8MuR4fsWKFcjLy8P48eOtdd56662Q7axYsQJTp06NabxOSpmAUjx3QjpnI6lud5egUud1Ys1ginzn6FO5m0XoS2WnoFK0mUjMvCCKHj8vRESxk0aT087LxRdf7Oj9MKhERET9qafkl02bNuG2227DqlWrsHXrVrz00ku46KKLcPzxx2PixIkAgFNOOQXjx4/HhRdeiP/85z94/fXXceONN2LevHlWZtRPf/pTbN68GQsWLMDatWvx4IMP4plnnsG1116bsMeeMj2UZD8fvDnRUylRKm09lYiIKDpspk2UPthTiYgow5glb07QYos9PPTQQwCAadOmhVz+6KOP4uKLL4bH48Gbb76Je++9F42NjRg6dCjOOuss3Hjjjda6qqrilVdewZVXXompU6ciOzsbc+bMweLFi611Kioq8Oqrr+Laa6/FfffdhyFDhuDPf/4zZsyY0fvH2kcpE1BKhKQPKnVz7GMGlUqKimLbJBsPE0WNn5c0IhhQIko3DCoREWUQJwNKMrbt9JT8MnToULz33ns9bmf48OH45z//2e0606ZNw+effx7T+OIpZUreEiVpeiqJMEsPOpe/RX1XLOchiho/L0REyYvlb0RERPHDgFIUkiao1Au9DSoREWUaRQjHFiJKHgwqERFlACebcjuU6JQJGFCKUtyCSuEyj3qRjRSyyU5NuDMxqMSsEepvfL+lPqEIxxYiSi4MKhERpTupl6o5sTCiFDUGlGKQjJlKnWdxi3RQm4lBJaL+Fu2sikRE1P8YVCIiInIWA0oxSsagUrQYVCIiiowZSkTpj0ElIqI0xZK3hGBAqRcSFVSKNhupO+keVGJmCCUTvhdThwCgKMKxhYiSF4NKRERpyJzlzYklxlneMhkDSr3ETCUiojQiAKE4txBRcmNQiYgozUinspOknu1EUeFubx/0R1Ap9mwkGdVSWbkdu2qqGX0lijNmzRERJScGlYiIiPqGAaU+cjKoFHtJW7hgUfQqq6r0TKU0CSol+0G7FCKpFupfDCwlPyGEYwsRpQYGlYiI0oWDJW9aehwf9wcGlByQ0uVvZlCJiCjDsYcSUWZiUImIKA042ZSb54CjxoCSQ3oTVIq9wXbvs5G6U1lVFVL+lioZLMk2RXuqZQSl2njTRTK8V4mIKBSDSkRERLFjQMlBzFQiIkpVAkJxbiGi1MOgEhFRCpNST5BwaqGoMKDkMDOolOXzhe2J1Lcm2/GVSkGlRGZ5ZEpGT6Y8zkRIlqw6CsWAEhExqERElMIcK3njfnq0GFCKA5fLhdFjx8KXldXLLfRfEKmzysrt2F1T0+VgV8rul/6SiANxBlRCMcjkHAaViIiSD4NKRERE0WFAKU5SuvytsjJlMpWIiBwhAEUIxxYiSm0MKhERpRjpUHaSJgFWvEWNAaU4EVLCraoxBJUSl5UUSj8QqqystDKVokmiiGfGUiIabzP7JjZ8vnqP5W/JgyVvRGTHoBIRUQqRADTNmYU9lKLGgJJDIvVH6j5TKZmCSOYSZGYqJSpGkMjyNuo9lsP1DgNLiSXAgBIRdcWgEhFRinAyQ4m75FFjQKkfsPyNiIiIKDUxqERERBQeA0q9FOuMbaFBpURnJQlEykoKp2r7duzerWcqaVJaS3f6mmjBTI30wWyl2PC9nziKIhxbiCi9MKhERJTkJBzsocT98WgxoNSPrKCSz5foocSMmUpElO6EEI4tRJR+GFQiIkpiUjrYQ4kBpWgxoBSDPjWHlnpzL5eqJCioFF1GUrgp4c3MksrKSuzZvdtaN5pMpZhHmcA+MsygiT9mK0WH/ZSIiJITg0pERERBDCj1IB4zjMU/U6lzSVv0QaSeVFXpQSX7tNiRgkqxzPjGA+jMw+BSz/iZ6EcCEIpzCxGlLwaViIiSkew69XhfFooKd3sTJJXL36pY/kZEaSiRPZTef/99nHbaaSgvL4cQAi+88ELI9VJK3HzzzSgrK4Pf78f06dOxYcMGhx45EcWKQSUioiTjZA8lBpSixoBSBP2RMeMOKX/rTZZGuEyknrcT9bTuMsICPahkz1TqS/lborMwmCWTeHwNIot1AgBKTY2NjTjssMPwwAMPhL3+rrvuwh/+8AcsXboUH3/8MbKzszFjxgy0tLT080iJyMSgEhERZTpXogeQTBJxsOZWFYwdPQrrN25Cc0ur49uP+SA9hqegqrISAFBYVBTbfRh4cEydme9XvjciE1Iy+BYnIoGzs82cORMzZ84Me52UEvfeey9uvPFGnHHGGQCAxx9/HCUlJXjhhRdwzjnn9OdQicjGDCqNGzcOHo8n0cOJiRlU2rx5c6KHQkTUd2aGkhM0ZzaTCZihlASs8je/P9FDiVlVZSV2s/yNiFKeczO8mbO8tba2or6+PmRpbY39xMGWLVtQXV2N6dOnW5fl5+fj6KOPxsqVKx17Boiod5ipRESUBByd5Y0RpWgxoIR+aggdpkurtF3mVhWMGT0Kfp+3V5vvbna2yDcKs/TCjqqqmINKzECh7jADp3ssg0sNDzzwAPLz80OWJUuWxLyd6upqAEBJSUnI5SUlJdZ1RJRYDCoREVEmYkApiaRyplJlFTOViCh1CTjflHvevHmoq6sLWRYuXJjYB0pEccOgEhFRIjnUkJtNuWOS8QGlRJ/dl0KxMpWE1IKNuv3+iFlHMWcihdwh+pSNZKdBWgugB5Xss78JoS92yZZRwUyY5MVG3dFjtpIDhN5DyakFALxeL/Ly8kIWrzf2LNTS0lIAQE1NTcjlNTU11nVElBwYVCIiShAnZ3ljxVvUMjKglLCDL6GELX0DOpW/KcDYURXI8vn6dn8OlbTFYnvl9i4HPUDyBZIodTCoFJvO5XD83EVPVYRji5MqKipQWlqKt956y7qsvr4eH3/8MaZOnerofRFR3zGoRESUAE4GlLj/HLWMDCilglQvf9vF8jcioqg1NDRg9erVWL16NQC9Effq1auxbds2CCFwzTXX4Pbbb8dLL72EL7/8EhdddBHKy8sxe/bshI6biMJjUImIiDKBK9EDoCDZKXvJpQJjxozBhg0b0NzcHOYG/TSwCBREPgtfVVkJACguLu5S9kYUKzNLidk2vWN/3pjxFZnTmUWx+PTTT3HiiSdav8+fPx8AMGfOHCxbtgwLFixAY2Mj5s6di9raWhx77LF47bXX4OtrJisRxY0ZVBo3bhw8Hk+ihxMTM6i0efPmRA+FiCg6UkJqzhwrSB5zRI0BpSRnZipFDColMTOoVFJSnOCREBF1TyCxAaVp06Z1u/MihMDixYuxePHifhwVEfUVg0pERP3IqUAQ40lRY8lbInTTS6nLqloAbkVgzJgx8Pn8/doPyQlVlRHK36QW/UJkYKPuvmOWFxFR/2L5GxERpSsGlBLJDCxFCi7ZrnerKsaOHQN/Vgr2VNpeiZrdu/VAQG+CRHEILDEwkdr42vUNm3aHl6xNuYko9TGoREQUZ9KpGd6MhaLCgFIKMcvffKnYqDtSphIRUTIQDCgRUXwxqEREFEec5S0hGFBKFvZspW6ylvolqCTisMAIKu3eAwgFQmohS1QyuPxNyuBCOmaZOYdZSkRE/YNBJSIiSicMKKUgt9uFsWP7EFSKIvgTL9urqvTyNyW0H3zUASb2VWJgieIi08vfBACXIhxbiIgiYVCJiCgOnCx5y9xd4pgxoJSiWP5GROQk58rdWPJGRD1hUImIyGFOlryxh1LUGFBKYW53FEGlPmQgdW7c6+RSWVmJmt17ICOU9kVdBhejdCqTyuBkkhDp8nomi0zNVBJgDyUi6l8MKhEROUtq0pGFB1rRY0ApxaV0plJVFTOViIiIKGMxqERERKmMAaUU0V0WRkhQycFspPgTqKzagZrde8L2Ruq2n1KG91GiUOmUeZYs+ve7IDmoiuLYQkQULQaViIgcwB5KCcG93jRhBpX8UWQqRR88kv2yVFZVoWbPPr1RdxybbjPgQNQ7GRFUEix5I6LEYVCJiKiP2EMpIRhQSiOxBJWSDcvfiIiIKJMxqERERKmGAaUUJ4S+mFQ1fFAp+vIVe/ZQ/6qsqsKu3XsBoYRkKXVb+hYFlkNlDr7W8ZPu5W9syk1EyYBBJSKiXnK05C1993mdxoBSGkrtTKVK7Nq1O9HDIKIMxIASESUDBpWIiHpJSucWigoDSmnCnqkkZTBTKcvncyQrycwS6u0SLSkUbN+xQ89Uom4xEScyZinFT7pnKhERJQMGlYiIKBUwoJRmzMCSENFkKkUfROrzuGLczvYd+uxvUkR4i0a6vJN0DCx0LnMkSoR0DCqpQji2EBH1FYNKRETRkzI4v1Ofl/TbzY0bBpTSXGqXv7FRNxH1H5a8EVGyYVCJiChKjs7ylugHkzoYUEpzUgiobrctqJSYpttSKJGzjbpRWVXVfaZSl/sRIQtlLr4HKBZCMKBERMmJQSUioiiwKXdCMKCUIVS3G6PHjoXfn9Xjuk6VuZl6E0iyC8lUEkrEcrd0Dx6w1K13GFiKH/ZTIiLqHwwqERFRMmJAKYNY5W8+X6KHEjOWvxFRfAm4FOcWIiKnMahERNQN9lBKCAaUMozL5cKYseO6zVTqbXma/bb2xSmRgkqZkIGS5g+PUlw6ZCoJsOSNiJIfg0pERBE42kMptfdr+xMDShkopTOVKiuZqUREREQZi0ElIiJKFgwoZahogkrhso16WiITDi3BoFImZCaRc/heib9Uz1JihhIRpQoGlYiIwtAcWlJ7l7ZfMaCUwVxuj17+FpdMpa6BICdVVlZid01Nyh/A9oVZZhTtQplRHploKft+4yxvRJRiGFQiIgqSUkJqTi2x3feSJUtw5JFHIjc3F8XFxZg9ezbWrVsXsk5LSwvmzZuHQYMGIScnB2eddRZqampC1tm2bRtmzZqFrKwsFBcX41e/+hU6OjpC1nn33Xdx+OGHw+v1YvTo0Vi2bFlvni7HMKCU4Vj+RkRERJSaGFQiIkq89957D/PmzcO///1vrFixAu3t7TjllFPQ2NhorXPttdfi5ZdfxrPPPov33nsPO3bswJlnnmldHwgEMGvWLLS1teFf//oXHnvsMSxbtgw333yztc6WLVswa9YsnHjiiVi9ejWuueYaXH755Xj99df79fHauRJ2z5Q0zEylDRs2oLm5GdHn+EV3Fj4eGSFmBkRlZSWkECguLg7pxp+OSSh9zfrofPtMztSRQqRmFg3FjdmUm4go1ZhBpXHjxsHj8SR6ODExg0qbN29O9FCIKNVJ6OVqTm0rBq+99lrI78uWLUNxcTFWrVqF448/HnV1dfjLX/6C5cuX46STTgIAPProozj44IPx73//G9/5znfwxhtv4Ouvv8abb76JkpISTJo0Cbfddhuuu+46LFq0CB6PB0uXLkVFRQV+//vfAwAOPvhgfPjhh7jnnnswY8YMRx56rJihlGEiBRGsTCW/H7H0Mwq3/c5L+BVjWHq4HzNTyX5XUgaXdBCP4AcDKhRPqVj6xpI3IkpVzFQiIkJsx5g9LFJK1NfXhyytra1RDaOurg4AMHDgQADAqlWr0N7ejunTp1vrHHTQQRg2bBhWrlwJAFi5ciUmTJiAkpISa50ZM2agvr4eX331lbWOfRvmOuY2EoEBJbKEBpVSC8vfiIiIKJMxqERE5Jzq6mrk5+eHLEuWLOnxdpqm4ZprrsExxxyDQw891NqWx+NBQUFByLolJSWorq621rEHk8zrzeu6W6e+vt6oNOp/KRVQev/993HaaaehvLwcQgi88MILiR5SSuouiyiaoFK424fNRoox6yjyHUZ3+8rKSuzevSvu5W6xNsN2YtGfBy26pRePJROxQTd1xgwlIkp1DCoRUcaScKwpN6REaWkp6urqQpaFCxf2OIx58+ZhzZo1+Nvf/tYPDzrxUiqg1NjYiMMOOwwPPPBAooeS1pipRESZxuyhxIASUXzx5GD8MahERBnJ7KHkxCIBIQTy8vJCFq/X2+0QrrrqKrzyyit45513MGTIEOvy0tJStLW1oba2NmT9mpoalJaWWut0nvXN/L2ndfLy8hJ27J5SAaWZM2fi9ttvxw9/+MNED6Xf9FcWRedMI9XtxuixY+HLyoquJ5K1IYTNItIg+7xEcz9A10ylvvRSipgt1N9iyTzqRbYSM5UYAMh4ggElov7Ak4P9g0ElIso4MvqCDoeLPiClxFVXXYXnn38eb7/9NioqKkKunzJlCtxuN9566y3rsnXr1mHbtm2YOnUqAGDq1Kn48ssvQ5IjVqxYgby8PIwfP95ax74Ncx1zG4nAWd4oIjNTKTj7Wyc9xB+6BIH6SIOEEq4ZuHk3tqsqKysBoMvsbz1J1qCK6OFbTYoIsWHzdpGu73I/MmODK5z5jYgo/mbOnImZM2cmehgZgbO/ERH1j3nz5mH58uV48cUXkZuba/U8ys/Ph9/vR35+Pi677DLMnz8fAwcORF5eHq6++mpMnToV3/nOdwAAp5xyCsaPH48LL7wQd911F6qrq3HjjTdi3rx5VmbUT3/6U9x///1YsGABLr30Urz99tt45pln8Oqrrybssad1QKm1tTWkE3t9fX0CR5OaegwqJTEzqFRUVJzgkRBR8mNmEVEy4r5c3zCoREQZwyx5c2pbMXjooYcAANOmTQu5/NFHH8XFF18MALjnnnugKArOOusstLa2YsaMGXjwwQetdVVVxSuvvIIrr7wSU6dORXZ2NubMmYPFixdb61RUVODVV1/Ftddei/vuuw9DhgzBn//8Z8yYMaNXD9MJaR1QWrJkCW699dZED6PXEp0pYiZrqKoLo0frQaWWHoJKPWUlxfLZDPfoze1HzFTqdLE9Uyni/aRCVoo9QylMtpE9gylstpLUos5SymT2z1xKvC/IMWYPJSJKLqm+L5cMGFQiokwgZeylahG31YuSt574fD488MAD3ZZ8Dx8+HP/85z+73c60adPw+eefxzbAOErrI8yFCxeGdGXfvn17ooeUssxMJR8bdRMREVE/4b6cM9hTiYiI4iGtM5S8Xm+PndiTUbJkJnVmL3/rKVOpyzZ7Mw7jfyeejUiZSimThSIlgl3Gw4TMbdlHZrZSl0ylKPspmc9Jot+HiWY+/pR5j1CfqRn+nidKRqm6L5eMmKlERGkvQSVvmSylMpQaGhqwevVqrF69GgCwZcsWrF69Gtu2bUvswBySzLNNaVJCkxKKqobNVAo7E1uSsWcqpdysZlILTldnX+zXd9JTI2+KTjJ/LslZihCOLUREyYiZSkSUtsIcKvV2SfLD2qSSUgGlTz/9FJMnT8bkyZMBAPPnz8fkyZNx8803J3hkmYXlb0RERNQb6X5yMBUwqERERE5JqZK3adOmRdXwKhUlSwZENE+vmak0avRobNywAa0tLVaTbCezlGJ+RiLcoHMmUtX27RBSdtuoO9kIGeaZFUrwBRMi6pK26O9TJs37MhlIIVIrq41ipvLtThR3n376KU488UTr9/nz5wMA5syZg2XLliVoVJmH5W9ElG4cbcrNXf6opVRAKd2k+sG66nJh1Jgx2GQElQBEDCx1fqSRPqM9PSNhZ3cLd1EP3wIhPZV6mEEtKUgtWMJmjFHafg7bY0ko4fspORx4yiSdP7MMMKUPIQCFs7wRxV06nxxMNQwqEVFakWAPpQTgESX1icvlwmiWvxFRGlCFcGwhIkoFLH8jonQiNecWig4DSgmQik1+wzWaFcaiulwYNXo0vD5fcH0IawlHRFjC3nekbYW5Uc/NtmXI0iWolKzfJlpHl3GJ3o5RKMxOckiqfY6JiIg6Y1CJiIh6i0eV5IiUzlSqqmKmEhFxljciylgMKhFRqnNqhjdWZceGAaV+YmYlpWtGg4SeqRRu9jd7hlF3WUuRbhMiTDqTmZUUPjNJdlrCXd9DUCkZMpW0KDKn+A2YEOn+2c4kqnBuISJKNQwqEVFKkwA04dxCUWFAKU7sB5npdKAZ7sx7SNmaqmLk6NF6UKmbOrZwQaZYgkhApPK2ngJIkfWYqdTXwFIfinaF1qEHlTQtZHvCXvoW7i6FEtqQO5bhptH7tr+k2+ediIgyC4NKREQUCwaUyHEuI1PJz/I3IkoRAvosb04tRESpikElIkpVjjXlZtFH1BhQioN0z1DorkeImUikqCpGjx4Dn88fuQN3tIt9+2HL2yJnJAlbFk80CxCHoFJvMpvCfKuFZCP1JlMqymbczLLpu3TMTswEieqhtGjRIgghQpaDDjooTo+SiKhnDCoRUcqRAtKxJdEPJnUwoOSQTDyA7OngSVFVjBo9Gn6/P4rZ17qyB4+6L2+z36ZrgCi2+9Rv51hQyaneS/ZAkln6Zt+2UAAhjEUPHIWUukUIJHUuzYzm/Rvuden5tcpc6Vr+Ss465JBDsHPnTmv58MMPEz0kIspwDCoREVFPGFCiuGL5GxGlikQ25Xa5XCgtLbWWwsJC5x8gEVGMGFQiolQhpXMlbzG24s1oDCj1UbplHfT2oXRX+qGqwaBStNktkTNcui9vc4rjmUoOjKd3N+xa5taXbJlYMo+YtRReOn1fpBfnyt3MrM3W1lbU19eHLK2trWHvfcOGDSgvL8fIkSNx/vnnY9u2bf354ImIImJQiYhSgoMBpURP8J1KGFCifsFMJSLKNA888ADy8/NDliVLlnRZ7+ijj8ayZcvw2muv4aGHHsKWLVtw3HHH4cCBAwkYNRFRVwwqERFROK5EDyBVpXOWgfnQnEooEQKQEFDdbowZMwYbNmxAc3MTunTc7qL7AcSctSNlr1OwKquqAADFxcW9un2fhZtuwN4nyeydBNguC8aLk+X9KqRMmrEkkv05YOZWchACUB2enW3evHlYtGhRyGVer7fLejNnzrR+njhxIo4++mgMHz4czzzzDC677DJHx0RE1FtmUGncuHHweDyJHk5MzKDS5s2bEz0UIooTCUBKZ/blZI/HqWRiQIki6k1gqadYgZmptGH9OjS3tPR+bLEEkxw6YLeCSiWljmwvJlILPrmKLWBkCx51DiTZgxaRnoJoYztOBj06byvTA0ydHz8DTIkT6+xsPfF6vcjLy4v5dgUFBRg7diw2btzo6HiIiPqKQaW+EcZBqmSDFiLnSQGpORRQcmg7mYAlb9TvrPI3ny/RQ4kZy9+I0lcim3LbNTQ0YNOmTSgrK3PmgREROYjlb0SUjPQMJWcWih4DSr2QaRkV1mz0USwRt9GpKXNvg0pms+xeP4AoSXvGTyeVlZWOBZXMxxNpCa6ohP5sjs94XFIokIqqL2bT7Si+FJPhy5MZOaH60jSdUtMvf/lLvPfee9i6dSv+9a9/4Yc//CFUVcW5556b6KEREYXFoFLshK2ERrCchojSBANKlDApnankYFCJiBJPoPvZKnszy1u0Kisrce6552LcuHH48Y9/jEGDBuHf//43ioqK4vNgiYgcwKASESUVqfdQcmZJ9INJHeyhFANmDPROSAaKLetGSA1uVcHY0aOwfuOmPvVUckKkjKRIzcMrKysBAEUlJfpa4b55hBJ23slos6ys9YQCqRgfV+t/FVL1GGMPfvFpxg+dRxPuUXQ+8O1D33KKAzbv7l9ON+WO1t/+9reE3C8RUV+xpxIRJRPHeig51Nw7EzBDKUoMJsWuc5lbJC4jqJQVZvajzrorResNc3uxBpPMkqTttp5K0ZYpxVyyB+jBJJcHcHkgVbexeKBBQINAhybRbiwBCQQkoHVaJEIXQA8+ad28RtG+hn3VX/eTyuylcCyJIyKiZMFMpRjYWjAI4x8RUSpjQImSgl7+Nprlb0SUMIpwbiEiyiQMKkXBfiLInoHMwBKRI5xqyC3tZ9+pRwwoUVzElG1ilIX1JlOp5wyjWG8jOi3220fODLEHlXqVOSK18It5tdsL6dIXzVjaJdAW0NAW0NAekOjQQpeAbZEy+LM9Y6lPIo2509hjwUyl2ITLWmLmUu+pQji2EBFlGgaViCixnOqfJFjyFgMGlHrAA7TY9DUg4FIExoyqiCqo1Fm4gFF0AafwASR9mz0cpNtqyCq3V6KmZpce2Y72fdNT8MW4XrqzEFC9CKhetHZoaO3Q0BaQwcVW8mYuHbbyN3sJnJR6gMleBtdT6VuX8UYTMOpjcIl6j0EmIiJKBAaVuqPYFnSZgZhZSkSUihhQoqSTyuVvVSx/I0pJQiRuljcionTCoBIRJYKUgKYJRxZmKEWPAaUIeFbfYdFmqhhna1yKsJW/dS5D6+3rEm47kcvaurz+nbtaR0joqaoMZipF1Pn56KGQt031orFdQ2O7huYOqS/tGloCEi32TKWARIex6JlJEoFO2UhRP1udZ+frS6YRM5USjllLPVMV5xYiokzGoFJXAgJCqBBCRaRDMPZTIuoDB3sosQNH9LjbS0nLylTy+xM9lJgxU4ko9TBDiYjIOQwqdSKCJW960Mj4vVPpG8DAElFvSEd7KCX60aQOBpTIEX1upiwU4w+t+bsAtIDeU2n0KPh9nXsqRco26m4Jr9uMjR6ykQBAgwy7bK/cjupdu4MjlhpE5ywdewi8mwbX9a0aDrQFcKAtgIY2TV/aNTQZS7Otp5K9j1JAg77IYDNuey+lHnWTWWQ+HvsS1fYoaTBbiYiI4olBJSKi9OZK9ACSEQ+u+ofZKDtiIMJ4HdyQGDtyBNZv3oqm1uAOSawBrJhe1x4CSNHaXrkdAFBcXAzVfJzhHq/tsnDPx76WDrS065cHbI/bnE3KrQq4Ff35dKn6dW4gGDLWBBRFv113z4MQtue1hzGFvb19ZrooZt6j5NH5fZFps+0JgLOzERHFgRlUGjduHDweT6KHExMzqLR58+Y+b0sIF4RwAwA0DRCyAwAgrSbdGutsiPrIud5H3CeMFo/4KCXo5W9jWP5GRHHiXLkbS96IiEIxU4mI4k1KQJPCsYWiwwwl6jNHMxnMrBZ7Row9U2n0aGzYsAFNLS3OZ5L18DBiyUzqfLvtldshhJ6ppHS0hpa5oVMGUJhsoPV7GhHodPduRcDn0p+vLLeKLLeemuQLEydWFEAzIu1qmDFGOgAOm5kU8tpEjkmbt+2SqWTenhlMSc3++cq0bCUiInJepmcqKcILIfRDLymCe5UhmUrCzGbXrxUQkL3c/yQi6g88oqOUksqZSpXMVCJKapzljYgovjI5U0lRPHCpPrhUH1TFAyHcegmccAHCFbFRNxt0E0VHSgGpObQwjhs1ZijZsHdSHIXLPDJIoXTNhBFK13WFgAi0wS2AsaNHY/3GjWhubu7buKL4suhtZlKX7UiJbdv1nkqlA/LCjMXWY6nTY/+8sg6qor8/PUZWUn6WG7ke/SOc41GR79Pr8gPSyEHyqFCMHRBNCV+Wb77jzbe+kDI0a6qn3knhXrfO9yE19lNKcVKIjMhSYqkaEVH8ZXqmEhHFj2O7q+m/2+sYBpSo15w8wAzboDtcEMK43i20YPlbc4tj44gnM7hTub0SQg7Wy9/aGvUrpQZoesoztK7NsN9bUw2vXw8YDcrRd76Kcn0oK/ABAEpyg7PgGXEn+FwKNNVoxB2mDljYer3YG3ELcxz6DaN7cOaBuNRYypamMr1pNxEROScTg0puNQtutWuGfcA8n4juG3WbWUosgSOiZMIjP0pZZvmbj+VvRNRXIlhh4MRCRETdy7TyN797IPyuQfC7BsHryoVLzYJLzYKqeKwSOHv5m1UC1+kPC8vfiMKTYFPuRGBACfqZd5a7JQcplO7Lo4RiLULrgFsBxo4dA39W/IJKCoSVXeTU7SUEtldWoXr/AWhuv5GhpC/CyBISWgegBQAtgC2rN2P7uj3Yvm4PNm3Zj01b9uObqjps3t2IzbsbUXOgFXWtHahr7UBTu4amdg0tHRoCmn7mS5MyeLALfVHsB79GeZvQOvQzYVLq922WvUVarAckQxuN91QqRykv3b4z9d124diS6j744ANccMEFmDp1KqqqqgAATzzxBD788MMEj4yI0kmmBZWIKI6k0PsoObAgDfbl+gtL3ihmfSp16aaXkl3YvkoRuBWBsaNGYv2mzWhu6mNPpW5Y/YhiSDUOe2Bpu2j7jp2QiorSgflQOur0C7VAsOzMeA52ff0R3Nn5AIABww8FAHS0l1nb8btV5Pj0j3O+V/9fk8GPtyKEFT02ezGpQkBoAX1IVrldIPi8h3v+OwX7ZOfLpQwtfwtzm+6kW5Ai3ZmvV7qUv/Htp/v73/+OCy+8EOeffz4+//xztLa2AgDq6upwxx134J///GeCR0hE6SRTyt9y1GJkYwAAYJ/tCEza9rfs5W+AXgIXUv6m3yAkS4klcEQ6M0PJCZoEY0pRYoYSpYWUL3/bvTvRwyAiAgDcfvvtWLp0Kf70pz/B7XZblx9zzDH47LPPEjgyIkpXzFQiIkpNzFCipBXrzGBuRWDs2DHYsGFDv2QqxSxcspKR2bF9Rw1QWojioiKojXutBt32BtntjXoG066vP9KvU46H28hG2p3ntRp0t+fo2wxowQbdqrBnJhmPQwYgAu2h92MvVwvXIN3edNuWRdYlU4kySrpkKik8EwUAWLduHY4//vgul+fn56O2trb/B0REGSHdM5VK5DDkI0f/RQSzlMwMpVbbnCjRNurWN8Vm3UQArJI3p7ZF0eHRH6WV1M5UqmKmElECsSm3rrS0FBs3buxy+Ycffsiz8EQUV+mYqWQ22K5wD8ToXD9G5/oxWJahQJSjQJQjy12ELHdRnxp12++HKFNJAJqDC0Un4wNK7NkSG8cyEOKUySKkhFtVe27ULXqxODxO/bm0LaoLlTtrUN3QZjXlFu2tEO2tYbdR++0aHNjXjAP7mrG3oQ3NbQE0twWgaRKaJqEqep8kVQi4VAGPsbigwQUNoqMVoqMFoqMFaNcX0d4C0dGmL4EOa4G5RGrKbWdv0B32wStdezGxMX5aMF9Hvpap7YorrsAvfvELfPzxxxBCYMeOHXjqqafwy1/+EldeeWWih0dEaS4dg0pEROmKJW+UOFE26O4Nt6pi7OjRWL9xY7D8ra/HuJFu31OMrdPtwgXlhAymL2+v3gMU5qO4qBBq45aIm209sA9NdfUAgPbWfAQ0/fYuVX9evaoKj1Hf5lEE3EasXWk3no/2lpBm3OHHrm9LWI0gbbPwqcGvD/MhStttosXgQ3pKxcBSOszO5oTrr78emqbh5JNPRlNTE44//nh4vV788pe/xNVXX53o4RFRBkjH8reDClQM9hutAqQfWsNg/QrzT48bEGH2oXps1N1pv1JAsPyNMpIEWPKWABmfoUTpK6XL33bswK7dexI9DKKMwpI3nRACN9xwA/bt24c1a9bg3//+N3bv3o3bbrst0UMjogzCTCUiioWU+ixvjiyJfjApJGMzlFLtzHlaE0pcspQAWOVvGzZsQHNz+EbdsZbxdXnvOP1WkhLS5cP2XfugDMxCceGgiKu2HdgHAAh0DIHHpceHs9wqACDbo8Dv0geX5RJQWhv04bY16f93tAabf9uef2lrum1mG0nF+KpQbNlI4Zp294RNu4lShsfjwfjx4xM9DCLKYOmQqbRls55tfmxhE0YO0CdY6ZCl0JClr2jPVOrmyCxio24ri5yNuomoZ3PmzMFll10WdgKW3sjYgBLFJu6zNzlR/hYhWBFS/mYElfryeDrfNtbgpBSi+/uXGoSxA7Bt7wFovtyIqwY69LN2Lo+C/Cx9eu+Bfv1jneNWkOvVg0tK0z4oLQf08bcZz4HWYQWULEIBzOCRUABVDR0aEMxr1DRA7SZAZAajIrwu4Z63WF4WxoTJSQKc5c104oknQnTzAXv77bf7cTRElOlSPahUMbICmzdvRpumYPj5etb8tGV7oMlCAHr5GwCgcXDwrF0PgaWI5W8mY4eKgSXKLJzlLRp1dXWYPn06hg8fjksuuQRz5szB4MGDe709pgtQRjDL3/ypWP5WtQOyPXx2FRE5pze9+vuhh3+/mzRpEg477DBrGT9+PNra2vDZZ59hwoQJiR4eEWUglr8RUU8kAE06t6SrF154AVVVVbjyyivx9NNPY8SIEZg5cyaee+45tLe3x7y9jMxQYrlbErNnszhcBmdmKkUuf4vlmyP4HjKzjXr3vjLOHAkFQhqNsYUCyE5Nstsb9RRnd2hAzOXRfy/I9aI8zwcAKM7Wz94NynLBVV8NAFCaaoGmWv2+WlsAAFpHcKdMKEYmkssN4dW3KdxeSHiMUQbXNTOOhNTCP2Phngfb69r5eeptsph5O36ciZx1zz33hL180aJFaGho6OfREBHpUj1T6T++Mpz09ScAgLHn5EP7m94rU0OhsZZfz1ICeshUUiKXvxlbtHaObJlKzFIiIlNRURHmz5+P+fPn47PPPsOjjz6KCy+8EDk5Objgggvws5/9DGPGjIlqW8xQooySyplKaG9kphJRHClCOLakowsuuACPPPJIoodBRBkslTOV/Hk+YGBxoodBlL6kPsubI0vK55tHZ+fOnVixYgVWrFgBVVXx/e9/H19++SXGjx8f8QRjZxmZoUSxiXv/pIh33CneGSljKcZGz2ZQSc9Uaurl4OzPif6FEzFTKczTZ64T8tx2Opuk/9zpMXfKVMouKgcAHFyWh4MKswEA5Tl6LyX3vm8h9lUCAAL7d0NrrNc32RFMZRQud+j//mwo5vX+bAiPMb0t9OwnKJptTKH9lfQN2DORgs297c9Jot5ORD1J0ziQY1auXAmfz5foYRBRhkvVTKWABqz7ZjACDYMwXvsG436cp1/xjDmrbyEAWz8lIKpG3fZ+SoCZqWTsq9n2LdlPidKdhIDmUCAonQNK7e3teOmll/Doo4/ijTfewMSJE3HNNdfgvPPOQ16e/r30/PPP49JLL8W1117b4/YYUKLU4eAMYVZQaf06NLe0BO8iyjK70EbT1p/yMCtG2oD5n3Eb25GsXvGmRdpiSFCpZFgBAGBqxUCMGuAFAHhr1gIAOrZ+hY6d+swibbUN6GhpDdmM4nbBna3vuLhycvTL2logjdpZRQtAMUrhhNGoW0p3hAdkY58lDogYTNJ6iCyla5YHJS+m7OrOPPPMkN+llNi5cyc+/fRT3HTTTQkaFRFRUCoGlfwuQNMERJYf67aOw0Gu9QCAg84xAkt/2wPFXv4GRNWo217+BnRq1G0PLLH8jTKAUyeu0/kEeFlZGTRNw7nnnov/+7//w6RJk7qsc+KJJ6KgoCCq7TGgRBkrJFPJFlRKCUZQiYjIafn5+SG/K4qCcePGYfHixTjllFMSNCoiolCpGFQyuXL8wIBiYP+uRA+FiDLMPffcgx/96EfdZp0XFBRgy5YtUW2PASXKaPagUksM5W/2TCbZKXNKSBmSlROhdXUoCSjWdgSEal0cWXsjPntuOYQ7C8fM+w6ytn0KAGj6v7cAAHu/2oKmnfv0VVs6rJu5ffrH3pPnh2+QfuDoG5Rn/N8CVTOyo1QV0qN/0Qi3N/i4pVkGB1sWkjF2RbV+Np8DKXvORgrHvA0zlai/CL7XAACPPvpooodARBSVVAoq5bqBAp+eLd7Q5sGWtSUINOZhjGcTAOCg8/KgLLeXvwHRN+oGNKnvf2kaIIzMpODul8byN0p7+jGHQyVvvfhovP/++/jd736HVatWYefOnXj++ecxe/Zs6/qLL74Yjz32WMhtZsyYgddee836fd++fbj66qvx8ssvQ1EUnHXWWbjvvvuQY1STAMAXX3yBefPm4ZNPPkFRURGuvvpqLFiwIOpxvvPOO5g9e3aXgFJjYyOuvvrqmPtlMsOfMp7VqNuXeo26ZWsDZHtv+0ARkUkIQHFwISKi/pEqjbrzXBry85uRn9+MAVl6Zrya7cfWDRXY8H4utF0NGHuBgrEXKDipbA9OKtuDwwYAI7P9GJntx2A5GIPlYBSIcvhdg+B3DYLXlQuX6oNL9UERHn1RvNAP8RQIoUIIFSGHfPY2C8Y/onQgAWhGH6W+Lr3podTY2IjDDjsMDzzwQMR1Tj31VOzcudNa/vrXv4Zcf/755+Orr77CihUr8Morr+D999/H3Llzrevr6+txyimnYPjw4Vi1ahV+97vfYdGiRXj44YejHudjjz0Wdsbz5uZmPP7441Fvx8QMJYooYc24nRRlTySXy4XRY8di4/r1aG6xfcAiPQdhMxm66aWE0GyjcJs1zxIJAIrRs6iniG+grQloa8LPnvwXfrtJj3h/++5GAMCe7fWoaw9Y6+a79bSn3Hw92yi3LAe55foU4LnD9J0wGdCQbTTolr4syDajFDBgNvL22zKQlGC/JKPXkhQKpPmz8Rg1Gfv5L/szqEnJLCWiOBswYEDUGVr79u2L82iIiGKTSplKnak5fqCsEEBjoodCRH0wc+ZMzJw5s9t1vF4vSktLw173zTff4LXXXsMnn3yCI444AgDwxz/+Ed///vfxP//zPygvL8dTTz2FtrY2PPLII/B4PDjkkEOwevVq3H333SGBp3Dq6+shpYSUEgcOHAjJUAoEAvjnP/+J4uLYZ6JkQInSS5QBpHD0TKXR2LBhY8+zv5nREiGs8rfOpW/d3TQYbOl6vSIATZjlXnpwxpMzAFkD9RndfAWDAAD+HDc8Xv0jvPbrjeiYfxuKiopxZ+74bu+/qE4PEo3d14wh9aGNulW3C548fbY4kd0EJXdA1w2Yj1N1QZrNuq3/VQSMB2U+NPtjlLZIWriDVzOzQyJSWM42jBhjTL0NkHaZtY+6iPTcplpQOpNf6nvvvTfRQyAi6pNkDyoVeDqQVayf6HPVNsN9QG9H0NjihSvHjx1rB6Nc3QkAGHuRXt4intgNoEj/WWTpG2oYbO0f7gtzJNcRgHVGUtNajdtGLn8D2Kib0oOEg025ndlMF++++y6Ki4sxYMAAnHTSSbj99tsxaJB+bLdy5UoUFBRYwSQAmD59OhRFwccff4wf/vCHWLlyJY4//viQ77gZM2bgzjvvxP79+zFgQJhjN0NBQQGEEBBCYOzYsV2uF0Lg1ltvjfkxMaBEZBMMKq1Hc3NqNequqqxK9BCIUlom14DPmTMn0UMgIuqzZA8qdUfJyQLyi4C63YkeClGKEg72UBKQUqK+vj7kcq/XC6/X26ttnnrqqTjzzDNRUVGBTZs24de//jVmzpyJlStXQlVVVFdXd8kQcrlcGDhwIKqrqwEA1dXVqKioCFmnpKTEuq67gNI777wDKSVOOukk/P3vf8fAgQOt6zweD4YPH47y8vKYHxcDStRFqmUVOEkKBarbgzFjxkafqdRDWoO0rWr+H5Chl+nr6b8EJKx6dnPT0886BSMK9cyhklz9S6zA50aORz9D5XUpqGnqQM36b3HNHd9HUW42brj62bDj2d0aMP5vxneM+3eZjbpzfVaDbs+gNkjNKJkzy9gUV/Bn1QOp6uVxmnGmLKBJK0MpXPaVnYKu2UrmbZzoQePU+zjcdjIxaymTvxcyWUtLS5e+JHl5eQkaDRFRz5I1qFTgboNrsJ5lJPwtUL36d6urXt/Xamr0Ys/X2dAaFZR49ObcY+ZkA4/pASZFFBlbygIajJIZAdS6up4O6TA7HtgylUKTkoyMfjbqJoqourq6y8y3t9xyCxYtWtSr7Z1zzjnWzxMmTMDEiRMxatQovPvuuzj55JP7MtSonHDCCQCALVu2YNiwYY5NRsOAElEYqtsT7KnUOajUOYhkpQvbS98if0A1W8mb+Udbk51Lw4yZ1oz7mX/8CHjb9X5HSqPRv6SxFlrtAX39tjZA6nsPtUVDkFM8CEP9bmxvbkd31hglb4Xf6tH3vKF56Ggx+ykFIIzgEcySNtUD6TbqbVU3Oow9lY6APt6A7XHIMAEIIYQVLDKDagLB4JL9i627jlSRvv/6K+hhv590Cy5lcuCIs7zpGhsbcd111+GZZ57B3r17u1wfCATC3IqIKHkkY1Apx9sOUV4AAHD5GiA8+v6l4tFL31zuFjQ1uKFk+7H3m4EI1OxG8fRmjJmjTxqjPL7L2FIxAD0wpTSUdTv7mz2wFLH8rdOFDCxRqpJAr5ppR9pWaWkp1q5dG3J5b7OTwhk5ciQKCwuxceNGnHzyySgtLcWuXbtC1uno6MC+ffusvkulpaWoqakJWcf8PVJvJkCfGe7QQw+Foiioq6vDl19+GXHdiRMnxvQ4GFAiiiCVy98qd+1Fg+xI9DCIUgpnZ9MtWLAA77zzDh566CFceOGFeOCBB1BVVYX//d//xW9/+9tED4+IKCrJGFSKlsjOglpSBKA20UMhShlS9lwhES1N6ica45mVXVlZib1796KsrAwAMHXqVNTW1mLVqlWYMmUKAODtt9+Gpmk4+uijrXVuuOEGtLe3w+3WK0VWrFiBcePGdVvuNmnSJKukbtKkSRBCRDz5H+uJQwaUKEQmZyeEE7H8zf48hclqMJ/HYAJx+OZuZgtxPUPJLHmznRMyLnP/Yyn2bdOjz/VVejZR854mtDXo2URtbcEPvkvRs4YGF3mxY3sj/FAjPr6GDn0EO4xMpuL6VmhteiBKqCqER89Gkm49Gi89fki3fqasTbjQZqQZmWVugQhf5OaBuoC09TMX1nVWqZuZsQUR08F9It+3qZytxM97qNR69eLn5ZdfxuOPP45p06bhkksuwXHHHYfRo0dj+PDheOqpp3D++ecneohERFFJpqBSlrcNKDPK1rweqB79MEx4jAx0TzsUl75f13zADZGdhf1fSQyYoO/3jbpY3//Csl0Q0PusKPADDfrBqD1TSRgTqJinQzs36u7Ukxts1E3pwcEeSr3YK2xoaMDGjRut37ds2YLVq1dj4MCBGDhwIG699VacddZZKC0txaZNm7BgwQKMHj0aM2bMAAAcfPDBOPXUU3HFFVdg6dKlaG9vx1VXXYVzzjnH6m103nnn4dZbb8Vll12G6667DmvWrMF9992He+65p9uxbdmyBUVFRdbPTmJAiagHqZyp1AA9ONRdUImIyG7fvn0YOXIkAL1f0r59epntscceiyuvvDKRQyMiilkyBZViJbKzgDwPUL8n0UMhoh58+umnOPHEE63f58+fD0Cf+OShhx7CF198gcceewy1tbUoLy/HKaecgttuuy2kjO6pp57CVVddhZNPPhmKouCss87CH/7wB+v6/Px8vPHGG5g3bx6mTJmCwsJC3HzzzZg7d263Yxs+fHjYn53AgBIBYKZCd6xG3aNHY8PGjWhuau60QuhzJ6AZfZRg1KSH2aZ5ofGfJiUCMthPyfrZSGH6xx/fs7KJYhVNUMls1B1oC0Co+tiFLxtKdq5+uUefvlZ6stFifG20tmvBDCXb4+hMEcI66aUKAfPEgWrLRlKjPAkQLgEomd67nceSLBlLyfQcJSsBlryZRo4caTVsPOigg/DMM8/gqKOOwssvv4yCgoJED4+IKGaJDCqZf1q8vg5oxmxMwu2BcOn7ZYrxv/A0wuPST1wKxchUqnej7j8qtKZcDJigZzKNuiwL4hGzh0oJACNzyZ6p1GmXr1UoaDc7IXTqpwSwUTelB2d7KMW+nWnTpoUtIzO9/vrrPW5j4MCBWL58ebfrTJw4ER988EHM4zM99thjKCwsxKxZswDorQ4efvhhjB8/Hn/9619jDjgxoJTBeJAZG9Xjw+ixB2Hj+rVdg0pASGBJWMVsAor5x1jo1+slXl0L4cyfAlJagSQzUNPbYJKpp6BSi3GHiqrAk2c0eswfBC1bn05Sy9JrchulG01GeV1LQKKjmxndjLgUFNvPUgAuJXQGO0XKXgVewr5/ZZTPk+ifCeJFLx9bX++TeodNuXWXXHIJ/vOf/+CEE07A9ddfj9NOOw33338/2tvbcffddyd6eEREvZLoTCWXRwP8evBHFrsAt1HyZv2vQnUZf4dc+n6mUNrRVOsGfNnY/x+BQM1uFJ4CjLxcP+Gn/KUaijCCVMJo3n2gzCp5C7fb196BkPI3/bY9N+pmUImSnZM9lNJ5d/qOO+7AQw89BABYuXIl7r//ftx777145ZVXcO211+If//hHTNtjQIkoBi6XS89U2rCB5W9ElJauvfZa6+fp06dj7dq1WLVqFUaPHh3zzB9ERMkk0UGlvgg26j6Q6KEQUQrbvn07Ro8eDQB44YUXcPbZZ2Pu3Lk45phjMG3atJi3l3IBpQceeAC/+93vUF1djcMOOwx//OMfcdRRRyV6WEkvY7IWzDMy0Waq9ILq8WHMmDF6+VtjY5j7tmcqBQChB3BUW6ZS50SIznkR5hY6As6+bpGCSqoxIN8AH7LK9DNdruKhaM/Vf66X+k5XXWsATe36c9vaoaFdC32eFSGsbXldirFt2xeNAgjzIWlGU+4IyULmc2IvmbOus7+fe/Na228T52yleJbBZcznup+w5E23fft2DB061Pp9+PDhjtfbExElSn8FlTr/SVG9tr/Zbjdksd5YGy59pibhclllcC5r56gRWdAnTmnc7wH82di3Ghg4SQ8qjbgiH9P/bC9/AwA/cKAkdBCdziXay9+A6Bp1s/yNkp9wsOQtfeXk5GDv3r0YNmwY3njjDavXk8/nQ3NzmCqcHqRUQOnpp5/G/PnzsXTpUhx99NG49957MWPGDKxbtw7F5pcy8SCzD0Q3wQlpCzyElL+ZQaWQ2wbXFdBLxKTisq5Rrb/P+g+aAFSzDxGAQBy/xsIFlUq8+tgGjCqFe8RBAICOQSOwJ6A3idtrzAK3q7ENB1r127dr0uqZ5DaOxN2qgiy3vl1vh/4cZLlV+IznQ4H+VQ8EA0kaRJecqUgH9tZ7O8LrZH/9ZLSBIvM2/VgGR8kp0fGkZDlhMmLECBx77LG44IILcPbZZ3c7DS1RbyTLe50yVyIylUSEBHE5UP+OlS4XFKP8DaoZWBIA9N5JWZreV6lRy8bez/Xyt+JTgeFzCwAA0x/WA0vC3lfJHliy3b809n06zEmCo+mrZCt/AxhYouQjwZK3aHzve9/D5ZdfjsmTJ2P9+vX4/ve/DwD46quvMGLEiJi31z9HUA65++67ccUVV+CSSy7B+PHjsXTpUmRlZeGRRx5J9NAoA5nlb36/L9FDiVkDOtCMQM8rElG/ME+Y3HLLLfjss89w2GGHYcaMGdi1a1e/j+XTTz/FUUcdhcWLF6OsrAyzZ8/Gc889h9bW1n4fC6WfZHqvU2Yzg0ptbW2JHkrMguVvRESxeeCBBzB16lTs3r0bf//73zFo0CAAwKpVq3DuuefGvL2YM5TmzJmDyy67DMcff3zMd9YXbW1tWLVqFRYuXGhdpigKpk+fjpUrV/brWJIRsx76rrvsJPv1nTOVxowZiw0bN6KlyVb+Jo2sJCmszBfFyAwSQu0SypUIRsIVJZit5Ip2+rNesGcqjRmsN3csOnoiZMXhAICqDj/W79Uf0/Y6Pf1xT2MbmtuCgSiPUdaW49O/SrLdKnKMbKd8b/DrxWzKrSqKVfrXE0UEm3d3zkzq6bWKtE63WUtS67csJUpOSgKbcttPmADA0qVL8eqrr+KRRx7B9ddf369jmTx5MiZPnoy77roL7777LpYvX465c+dC0zSceeaZPImTJhK1P5dM73WieGYqmXvm5l+WSBlKlrxcaEaGkqIYKyv2gzUjU0m2oWG/F/BlY9cqgeLJtQBsmUp/rgZQatzGlqlkK3+TnfaROgLo2qgbGqS1w6p1Tl1io25KOnpTbodK3hzaTjIqKCjA/fff3+XyW2+9tVfbi/noqa6uDtOnT8eYMWNwxx13oKqqqld3HKs9e/YgEAigpKQk5PKSkhJUV1eHvU1rayvq6+tDFiKnWZlKPmYqEaUyIZxbYmGeMJk+fbp1WTKcMBFC4MQTT8Sf/vQnvPnmm6ioqMBjjz2WsPGQsxKxP5es73XKbKmcqaRk+4G8wkQPgyhpSAeXdFZbW4s33ngDTz75JB5//HFreeKJJ2LeVswZSi+88AJ2796NJ554Ao899hhuueUWTJ8+HZdddhnOOOMMuN3umAcRL0uWLOl1pC1V9HdmUl8bCqdDJlXnzBepuqGqbow2GnXbM5XMKnMgtFWPKoJnnuxrAgACsOrctX54vhrQgSe+roYfKqYd/QOs78gDAHzw7T6s+nY/AKByXxMAoLmlw7qdx6OiIEv/vA/M0XstFed6UZofGlhThIDbyLRyKwq0MGFs6+yd8f5SbY24hRYMeFnPfTSNuMNkG4XLMiOKF/Okhp3X64XX6w25rLsTJmvXro37OCOprKzE8uXLsXz5cqxZswZTp07FAw88kLDxkLMSsT/Xm/d6a2trSLklTw5SPCTN7G9+PaNIK9MzjISqQhj7LNZBm9aA7IAe/Gqo82L3Jx5ojQNQcri+zzZs7iBMf9g82W7LVDL6KUmhhT0CNPspSWHsKwEQssP4WYHVT8mG/ZSIUs/LL7+M888/Hw0NDcjLy7OOvwD9WOzCCy+MaXu9aspdVFSE+fPnY/78+fjss8/w6KOP4sILL0ROTg4uuOAC/OxnP8OYMWN6s+mICgsLoaoqampqQi6vqalBaWlp2NssXLjQ6loO6Dsh9plrUlUigjJOzUwVbjtxeTz9MNubdVfGfbi8fowZdzA2rv0azY22KV2NP8xCmMEQxbpMVc3UZnsTbwFhdpRzxX/8QLD8bf1183HvD24DAKz6shp7d9YBANob66x1Xf4cAEBWfg72FejBo11GEKm5OAcBY+xm+ZDX1qhb03dPQu5bQbAJt1nhJ0QwkCSkFnwde3qv2N9fvWm23c8Nuim5OP1d9MADD+Cee+4JueyWW27BokWLHL0fp/3v//4vli9fjo8++ggHHXQQzj//fLz44ouc6S0NJWJ/LlaZcHKQkkPSBJUAwAjoysHlgNFewNzDcWkS0MyTl604UOsD/Nmo+QwIVO9G+ff3Y9hcvSdKaGDJCFYdKLNtLPIQApqtbE92BMvfRNd9MgaWKBnoTbmdOWbVEj5VS/z893//Ny699FLccccdyMrK6vP2+nTUtHPnTqxYsQIrVqyAqqr4/ve/jy+//BLjx4/vshPdVx6PB1OmTMFbb71lXaZpGt566y1MnTo17G28Xi/y8vJCFqJ40svfRqVs+dveZjbdpQxmBi+dWADMmzcPdXV1IYu9D6CpNydM4un222/H0UcfjVWrVmHNmjVYuHAhg0lprr/253p7ctD+Gdq+fbtj4yHqLNXL39RSNuqmzCWh59E5saRzaLSqqgo///nPHQkmAb3IUGpvb8dLL72ERx99FG+88QYmTpyIa665Buedd54VsHn++edx6aWX4tprr3VkkKb58+djzpw5OOKII3DUUUfh3nvvRWNjo9XYMd2lQ7lYOPaspUQ8xmgaPIfoYX3V68eYMaOxYeMmNDc12r6RjFxioUAooaVbQlHhUcxsJUAJCONn5zNlcowzXeU+N4q8euaQN1c/E/f1Fztwy6IOFBcVInvJH7rdji+/CPlDDwYADBxcDACQUkI10o3MRt25HhXtmpE+bXt5rfI2RVi3Mf8XWgBCM8rrpIwh08z2fFnNI7tmHQmpseyNQgj04rugB+ZJjZ7YT5jMnj0bQPCEyVVXXeXomKKxbdu2kPRnSk+J2J/rzXs9XJkoUTw5nalk7vr09k+MLDGCrSKYqWQdwMkGSKmfDGyo81qZSiUwyt8uHwAAOPnhGkgYJW/SDzSUwdoYAC1sRryGgLm7is7lb9AzlTrtt7NRNyWWcKyZdpoedgMAZsyYgU8//RQjR450ZHsxB5TKysqgaRrOPfdc/N///R8mTZrUZZ0TTzwRBQUFDgwv1H/9139h9+7duPnmm1FdXY1Jkybhtdde61KLT5RoZqbShvXr0dzSkujhxKRyx85ED4Eo4yTTCRMGkzJDovbnkum9ThRJUpW/xUhv1K0C9XsSPRQiSkKzZs3Cr371K3z99deYMGFCl56Jp59+ekzbizmgdM899+BHP/oRfN2U9BQUFGDLli2xbjoqV111VULO2CZaIrOTnOqfFOt9JU1GVk+nlMKMU6oeqKpHz1Ratw4tLS3B9YQAzEbT5uNVVEDRP8xu1QXVpX80XX14ChQAh+Tpn9Mhw/IwYJR+lip3mB6AzSoZCKVAnxlEycrVh+P2AjWbUVmzGQtv+QmW3Pq/EbffUrcbLXW7AQBax3eMhzEUu7L1Ha8yo69Suyah2R662SdJNU5wqQJwGZlJSqBdv1ALBLO37D2UwrFlGkn7ZfbnG9C30VNWErOWMls/9FyLhCdMqL8lan+O73VKFY5nKnX0vE63ty8utn62t0DyocH4LZip1LlR9/C5BZj+sFlqWgKzn5I9U2lfDP2UACNTif2UKImYJW9ObStdXXHFFQCAxYsXd7lOCIFAILYZwGMOKMXa9Zv6JmmCKglgBpf69BwIJT4HieHGZLsfq1G3x4exoyqwftMWtDQZf/DtZV9W2nAHhGL8gQ6oUFU9uKQo0X1E81wqDjMaZJdM0nc4Cg8ZjuwxowEA7iFjEcjXU6abFL1edm97AI1t+jib2vQvjjYtOLjBogHZA0ugeHNwYOembu9/3+b/AAB8+YNQP1DfSTlgzAgXkNLWdFvAbfziMf9XlWAgyfhfaB2A1sOeV7hZ3Iz/ZYTribqV4O/bTD1hQomRyP05vtcpVXQXVAp3urW7vyJau0OlOJ0CS6qx7+ZDsFG3vfxNb9Rdh+GX5wMATv5TDTSp7xNqZqPuhlJowjiIjLDraS9/A9iom5KPlIDm0NstnQ/BNc3ZY2MecRHFmcvlwthRFSnZqFtrqYPW2tDzikRERERpiI26iShdtTjQmiXmDCXqP5mcnWTnSKZSr+88TAS38zg6rRM6zb0GqbigelwYM2pkMFOp83aFAmjG4xQuoKPNuFi1VvEaGT0VWfoZsmHlOSieoJcIDDxkJHxjJ+p3WToKAFDnysPaej39eeO+Zqxfq9fSf7tHP4PVUNuC1iY9I6i9zcgm6tCgmA2yXSqKRo3T163ZCuH2R3yaAm3NAICmvTvROkQ/A9YWCD5Gt9Fc3KMKeIyaN5/RHFwNtEJ0GLPLmY/bnp0kZbBszfZ8WU21FSWYjWTPSrKeY/M69oWh7sTS/J2IiDJJ50ylSHsU3WUttbcocOrUopWlJDUrK97cY9QzlUIbdVevAkon7wMAjLgiH9/7U7Wxtjm7YhbQMDj0QbgAKc1JVYJ/H9mom5KZjPjpTMx2klEgEMAdd9yBpUuXoqamBuvXr8fIkSNx0003YcSIEbjsssti2h4DSkmIgaTwpBC9e27MIENcSt+6lrmhU0DJKn9zezB29ChsWL8WLY2dsn5khy3g0WaN2QymnXfGOOSN0OvcsytGAADcIw5CxwB9Ku9d7Qo27NGDOp+vrgUAfLV1O3ZV6j/XbfsabQ37+/ZQgW6DSoDeV6mjfQwAvbwNALLcKvKNGd/8LgVZbiOQ1KFHxEVrA4RZ6hYwzv7ZXyt7jySzBFDI0JfVXMXsuwTEPosbS+QyntOzvKWSyZMnR92M+7PPPovzaIiIkk97ezvWr1tvBJXcPd/AYH6ztra4kOvwmKwZ4Gz3owLwaUb5mzED3AGZg+rPgUD1HgyeUYsRlxnlb3/W+yrpM8AZU4jbAkvSHeyl0tqpEwH7KlGykXCw5M2ZzSSl3/zmN3jsscdw1113Wf2UAODQQw/FvffeG3NAiUdQRP3I5XJh7MgR8PtScArk9kbI9uZEj4KI4mD27Nk444wzcMYZZ2DGjBnYtGkTvF4vpk2bhmnTpsHn82HTpk2YMWNGoodKRJQwwfK39kQPJWZKdhbU0sJED4OIEuzxxx/Hww8/jPPPPx+qGqyGOeyww7B27dqYt8cMpSTCzKSexWMWODOTpbfZCSGZSdZGjZ+10GwlwAgqVQzH+i3formp2baNrvdvNu0ectWv0OIrAABUNepngTbsa8Jna3cCANZu2YeaLTsAALVbv+zV44hKe2O3mUodLY1QjenbCrL0s3cDfG7kePTL8rwKPO36WTPRckD/v70JosPYMbPN7CbtZWzml535XCqu4FkxxZZqbV7fQ7ZRSPZShHVjnd2Qn980kMEZSrfccov18+WXX46f//znuO2227qss3379v4eGhFRUgktf4s+U6mxxYt4hHOsLCUjNUOgc/kbALTgQJ0P8Odg52qBskl6G4SRl+o5Uyf/ZRcAvYxOSn0fTzaUB1MPbA/TnqnUm0bdzFKieJEQLHmLQlVVFUaPHt3lck3T0N4ee7CcGUpECWAGlZipRJQkJILlqk4sKezZZ5/FRRdd1OXyCy64AH//+98TMCIiouSS6plKyGOmEqUhY5Y3J5Z0Pk88fvx4fPDBB10uf+655zB58uSYt8cMpSTB7IbYxdysWyh9O9Cz309324lwXUgGlJRwqSrGjRiC9Vu2obmlObh9LQBp+xkAXqwdgG92fgsA2PhtLQBgd+Ue7F3/aa8eSp9FyFQSigpftn4aa+hAvRZ/SJ4Pg/z6V423ZT+UJr2Xk2JkKMmWRshO0XCpKBBuvfm4cLkBlxF4U43mkKpmnTeQQuiZYACgdhMj75yJFCYzKdaspM635ec4lbEpt8nv9+Ojjz7CmDFjQi7/6KOP4EvB2SqJiJxiZtcIiPCZSt3sR9S3euI7trIy6+dgPyV9vD40AdB7V9bX+lCzKgtaYyHKJu4GAIy6LA/4yy4AgCaNht/IAhrK9W0rWkiWEhA5U6mnRt3sp0Tx4mQPJae2k4xuvvlmzJkzB1VVVdA0Df/4xz+wbt06PP7443jllVdi3h4DSgnGA9C+S+gscD3QZ3yLPC6XAowdXo71W7ajubkJAPRgkhFIkh36H+VlL3yFum1fA0Cfm2s7JkxQKWtQOSrK8gAABxVmAwDKclzIatSbPqr11QjsrTZuXg8AkG3B6SqFy9hbcXkgvPqBq+LLhvAbpXC2fTGrQbeUVrAu5Jm2SuaCO3cyzGxwfQkiEaWja665BldeeSU+++wzHHXUUQCAjz/+GI888ghuuummBI+OiCh5WEGlg/TZ37qzv80NUaPvA9mbaTstfGAJ8EljP1NrwYF6H+DPxo7VAh3VezDs1HqMMsrftL/sNm5VhGCj7iE9lr8BbNRNlArOOOMMvPzyy1i8eDGys7Nx88034/DDD8fLL7+M733vezFvjwElogTTy9+GYv3mrWhuaU30cGLTQ08lopSiMUMJAK6//nqMHDkS9913H5588kkAwMEHH4xHH30UP/7xjxM8OiKi5KIHldZj3LixPQaVko2SkwVXaSGAXYkeClGfSTjX+yideygBwHHHHYcVK1Y4si0GlBIoGTNqUllUJUeiU/Pm/hAuA8a8zBiP2tGKMcMGY/3WSrS0tXU5V7P764/iO8a+sAWVCitG4fixel3+wYV6kCmv/ltoRnZVy44taK+tBQB0NAeDZ6qRKu7KNrOSsqBk65lO6Gi3TooJxZZhpBmnxRQXgu0nwzCeYykU28/h/0iEe/vEksCUzNly1LPeNuZPRz/+8Y8ZPCIiikBCWhk2QHRBpdp2FWJLpf6LJkMyiRwfn7ltxdgvQXBPyW8rfztQ74PIzsLOL4qs8rcxl+mZSvjLbuhZSoBe/jbE2KZxUW8bdXfaR2KjbnKKkyVv6fyOHDlyJD755BMMGjQo5PLa2locfvjh2Lx5c0zbY1NuoiThcrkwdsQQNuomIiIiSjFmUKmtrS3RQ4kZG3UTZY6tW7ciEAh0uby1tRVVVVUxb48ZSkQGKZTuMxTMVJUYsk/s2zT79wihAEqnXj4uD2RjPVQAY4aUYUPVLjS3pl7527rXnsL0X08DABTu/QYA0PLJCuz9ciMAoLF6L9ob9R0tYZw1c/nd8OTqNfreAv2smG9QHvxFtkbdxvMl3PrpMKG6Aan/HK5vkp6NJII/G9eZGUSxJBDZ12W7pTSXwRlKAwYMgIjyDb5v3744j4aIKMUYOwvdZSrVtSvQvtV7SipSAsYBnRwyJH7DsvVqsvdT0rOUAHumUs3n2dAaRTBT6ZIc4NEI/ZQAPS2hN4262U+J4sipPbl0fCe+9NJL1s+vv/468vPzrd8DgQDeeustjBgxIubtMqCUACyHiZ+oS46iLX2LNDNcb0rnQgIbxs9GY2nh9gJmE+rGAxgztFQvfxNZ0W8/GbQ34vJH3oM3byAe2PIwAGDr2+uwa2sdAKCuPQDVeI3y3fpzkDPAh5yyHP2yIXqZW6AleHbPr6gQHv25ka36jo/wZYfcbZdm20IJNu22lblZk+dF8RlUwhxcmzeLdNzNz3aKy+DX79577030EIiIUop9xje7SEGl+nagbat+stCj7YFi1OYI439tyBCrRM3xsZaUWvtDevmbfj9+0ahfprTgQJ0PIisb1V9KBKr3YPD3GvSgEmAElmzlb0CvG3WHlL8BGf23l5wlJSClQz2U0vBtOXv2bACAEAJz5swJuc7tdmPEiBH4/e9/H/N2GVAiSkJm+duGqt0p16i7eT8bOxKlms47FkRE1Hsp3ag7OwsoLQSwJ9FDISIHacbkMxUVFfjkk09QWOhMmSsDSv2I2Qv9p7fNka2ytN6UvogwLckUANK8PFj6JszsGdWc7t5jZd0oALS6vVAAjB0xBOu3bIt9LP3AN6AEWQMHAwD8+Xqpmsfnwp5djcCuLWhaeAuKioqx/Lfju91OUW0LDt6j918qr9czk7SABsWjP0fubD+UbP0MmswtsG4XkpWk6utaWUmKCqno7SetrCQt+kRqgWAWU7hMJUpHMqNL3jrbtGkTHn30UWzatAn33XcfiouL8f/+3//DsGHDcMghhyR6eEREycmWytw5qNTUAdTt0jOu89ECD/YCCCb5KFJCG6LvV0HtZrKR3g6tuNj6WZiTwhi/+5RGQOhZ4A11XoisbNSsAUoO1YNKXcvfgN426g4pfwNCGnWz9I36QoIlb9HYsmWLo9tjQInSWo8zv0Uqaeu8DhBcTwjbDoNiS+MNvx1pSzE2VgwGPqzLOqw6KqG4oBrBJdnWgjHlRXppnNYph7gfCFXfMxg46jAAQOHgQSgr1dOfx5TkojRP3zEa6NPXy/Gq8Kj64/1s3VaUHmjHb/74I9xw9bMR72N3awD72vRa/u8Yz6vb54JvgP4c+AblwT3I6Kdkn9bdKhtUrdJBGEEkTXUjYKSQB2wvvwzzXgjXN0YRwdeLgaXMwVnedO+99x5mzpyJY445Bu+//z5+85vfoLi4GP/5z3/wl7/8Bc8991yih0hElBLsQaVUo2T79Ubd9cxUotTh1CxvTm0nWb311lt46623sGvXLitzyfTII4/EtC0GlIiSnMulAt48oLU+IUGlvqjeUYXyA42JHgYRxeD666/H7bffjvnz5yM3N9e6/KSTTsL999+fwJERESUfCdmljxKktE4UtrcHsG7dRrSXBLC7Qe8/pCgachU9K9uj6BMdKAgm+vRbppLxvwrAB6Ofki1Tafd//NAaC1EycS/GXGL0r+xjo257PyUgfKNuAcEsJaI4ufXWW7F48WIcccQRKCsri3pSlkgYUOonLHdLnB7L38I02O5N6VuXTCRT5wQnBYA0U3qNy2xNpKXLVmufPSh4fT8ElVz+HBSOmQwAKBlWgMkVAwEAE8r0g8rhBT4U+vRxupr2QmnSdyq0A7X62Pc3QraF9nyqLRqCPC+QI1zY0RJ+7GYW0Zp6/baFlfXIG6rfZ25LG6AZU1sas71J1QOp6s+TdPsgXV59O4q+F9MekFaGUk+fPGFlIAWzlTQZ7Itpz1RSOs0Sx6SlNCLBkjfDl19+ieXLl3e5vLi4GHv28Ew1EVFnkRp0m9rb25G9aw/UoV4It4raBj9U1dj/cOn7Pm6x35oB19zf0AaXxz2opI8bcFk7PuaJwFaj/C0LNV90Kn8DQhp1a9IILDX23Kg7WP6m/yCkFrZRN8vfKFYS6V2q5pSlS5di2bJluPDCCx3ZXpimL0SUjIRQ9EylzuVyKaBeBtAgUyu7ijKQ1JxbUlhBQQF27tzZ5fLPP/8cgwcPTsCIiIhSn9auoXX7Lsj2QKKHEjOr/I0oiUkpoDm1RAgOp4O2tjZ897vfdWx7qXdkStRLvemnJIUSzFKyZzKZqSlSdslwkkIJ/xVkX83MZjKntJfBhoTGFfrlrtCZQZzIVDL7IuWVj8IAI6V68NB8AMBRIwfi0GI9M2hIrgfZzfqMbbLyMwBA6+oN2LOpCgBQ/+1eNO7Sex817dfTo5sDGtqNp8s80ZWlChxSpJ+5+rSqCX5EPtNWZ9y45kAbihv0vklaQLN6IwmP3rNJur2QHr/xsx/tQv8qa+vQbx+QQKCb11pBMBvJHKcmAbMjVk+pn+GuZhZiGkjxQJBTzjnnHFx33XV49tlnIYSApmn46KOP8Mtf/hIXXXRRoodHRJS0QjKVrP0CPYBU6g3gkCNqAHUPtteMRX2jvk+j7NH/9mSrLXAp+/Xbm/soALQhZjmZ8we4VqaSDB4+Bw8OGwHo2VMh5W9mptKcbMhl+s8azGBTFrRG48RD1JlKrda+dqRG3cxSomg59U5J53fc5ZdfjuXLl+Omm25yZHsMKMVZOhxkCimtsrH+Es3T1pshOVL+Zg88dWrQbd42bPmbsP+R7PSH094MTVGsdc2yrpDN2IJK4044GQDQ1tqBQEfoY1JUAbdX/4j7s90oGaAHYEYU6jXwowuzUVGgX1aSpd+fe88WtK37AABQ++VabPm8EgCwdbO+g7P2QGsvZ09oDvmtu6ASoDfqDhhn8BRVCc6Al50HAAh4siE9+mUtcKHVCESZwayAlF3eQ0IE922EEFAVoyROBi8zKZDWmYnOpW+dpcNnnMjujjvuwLx58zB06FAEAgGMHz8egUAA5513Hm688cZED4+IKOnZAyBm6db/7VVx7gB9v2yoWI8du8ZAuFQ0HDACS0oz/Iq+v+QSwcCSWQYnzcBSPMZbUmobr04fabD87UCtD/Bno/pLIFC9B+UnN2DsxUb52zKzHLoQgNFryRZYki59B02DBhhBJSnNywKQxoUhgSWWvxHFRUtLCx5++GG8+eabmDhxItzu0MZnd999d0zbY0CJKAWZQSXF5YXW0drzDZJIg7HT0FNQiah/Sc7yZvB4PPjTn/6Em266CWvWrEFDQwMmT56MMWPGJHpoRETpIRBAW2UNPENKAHdqdSBRsrOA0kIAu3tcl6g/STg3O1s6ny/+4osvMGnSJADAmjVr+rw9BpQoqcTy4Q23brRZS33OVIpU/mbetqfyN9Fp50FoIZeZDbrNUq+wmxAKahu86Kjfh7suOwodxn2ajRw9qgKvqv+c5VGQa2xSPVCj/7DrK7R+vRYAUPPlJv3//1Tjq8p6AIjYQNsJPQWVmgMaVLd+nSc3G+oAo+lj1gDr/0apR9Ob2gJoM/56BGwZSibz5VGFsLKNVFtimWpcqCIOmXj2AEXn15ySj8aAkt2wYcMwbNiwRA+DiCilmVk16w804+OX9clWjpq1FyMm7wfUetTsGgW4VNTX+6wZ1nzQWwq4FFuGtJm9Prg8PuO0ZSkBRqNu68oGSKmfwNQzlXKw8wsFZYdWAwDGXqRnJWmP74GUevmbtGUqaWrw72uTuUkz5z0AK/vdnqlk7cnZqgGYqUTdkUAvKynCbytdvfPOO45ujwElSgpORYHDlTl1u75thbDBpWj6KtnL3yy24FCYbXbJhBCKFbCytmv7X/X4EWgLLRsDgOr/vAMpNWxrmoKTGlbpFxoHxbK1GVrzAQBA25592LtDT0eu26yfUdq7fh++qtV3XPa29X/D7O6CSn5VQVahXo7nKyuBUqineXfk6Ts7dQEX6tv0krjmDg1tRrlfuy0g4DZmhHMbQTVVAC7zrhTA3EUTthnbrJ+N9e0UIbq8n0LeMz1ltzC4REls/vz5uO2225CdnY358+d3u26sqdBERBSBPVPJlVqZ20pOFpBfBNQxU4koFZx55pk9riOEwN///veYtsuAElGKE0JB6bCR8G/6Es2tbYkeTkxY/kZJJZ3zm3vw+eefo71db4T/2WefRWxM31PDeiIiCm+7qMQ7u/TSYfmqwNGz9BN9wybXA2ojamoqUFdnTD4i9RN+fjRZB2vWt68iIMvK4jbOcP2UVE3Cpxn9lIyx1e73oXp1LrQGFeWH6DODHnRBNuQTewEEG3VrMhtak9H/KczuXhtg9i0PyVQyT/JJBLpUA7BRN4Ul45ekkA7y8/Pjsl0GlOKEjXqjF8+nSsrYyuAiZikBPZe/WVdqEbOVOt8+LCGCac3G/6WHnYj6ynUAgMbd2wEAWkcwePSzq+5E7bNXYv3mb/Hh5dcDADqa29FolK1VtwRQ2dIe+T4TKFxQabDfhfxRejNHz+iJ6CgcCQDY3aavs6e5HXua9MfT1B5AeyA0O8itKvCq+nPnc+n/Z7lV+OyvhZkEZrzkihRhO2+He/vElJkUTueZA/so1lI9fj9FkME9lO677z7k5elN7999993EDoaIKA3tl9vx1f6Rxm85wKv6T0fP3A1AoqRkC6qrR1rlb7oW+M3yN3PXwbbN/gwsmXtpPqkHlvICLaiv8wNZ2aj8qhwdO/dgxEkNOPh8o/ztST2wJOUgAHrzbtlUDk3Vo0earTjJ2qO1BZaC5W+2Ejc26qZu6CVvzpz4kg5tJ5k8+uijcdku6y6I0oTL5cLYkcPhVVLvY92ADjSbexFE1O8mT56MPXv0s+UjR47E3r17EzwiIqIMY5S/oSP19oeUbD9cZYWJHgYRJQAzlCgqZkaD402L+4E9GSPankqxZirptwmTddIlWykK9n5Kxv9DxgxCU8kUAEBb6yRj0xJev/4RHlCSgz9s0c9mHT+hDN82NGH5m5tju98Es2cqjRhfiEHfOQoA0DFsMrY16+fF1u3Vz4pVH2jB/mY9Q6m5LWA11vZ79PWyPS5kGU29c4zL9Ebd+vOlQLWi6Z17JQGAImA18DbpPZbM/OuumSzhZgjrNhOtl5z4DHbeBjOWdJk8y1tBQQG2bNmC4uJibN26FRoblBMROaqxfQ+2ylr9l/0FMLN28P/0/46eudsqf9u5cxSES0V9nd8qf8vSjEwlJCBLydb/UzUygrLQBEDv71lf54eSlYXKbwZjiKwEAIw/J0vfxl/3QcNAAIAm84DmoTA2FLyfzn9/A53L34z+oFZ6ucZG3RSWYyVvzmwmIzCgRBkl2qbd3Tbr7hwwsm7TQ3Ap2jGGuc1hIwehuV0/YxUwZjTL8bowZKDeuPrQ0jxMLtV3TMp+dxsmdnTgmYN/jI4U+zo0g0pPfbANR0yZCQD4sk7Be1t3AQC+2F4HANhZ24w2oym36lKsQNKgHC8AoDjXi6I8/edB2R5r+6rxurpVAZdqPs8ResUY/yv2IKPxukYbeBAR3h+9Ec9gbo/N6TOB7fXNRGeddRZOOOEElJWVQQiBI444AqoavrfZ5s2pFawmIkoptkbdItUadWf7gYIioJaNuqn/cZa3xGBAiSgNuVwu5MONOrSnZFBJSa0hU7rI4IDSww8/jDPPPBMbN27Ez3/+c1xxxRXIzc1N9LCIiNJGW8cBVHu2AgBk+zBg/0DjmmCmktWoe1ItoB7AjuoxqKvTTx5KqWcDZYdr1I04ZyoVF1s/W426AfiNfkpmFtWBeh92fFkArdGLIQfpmUqHnOOH9td9xq0GQu4z/raEyVQKEbafki1TydZPSR8XG3VnOglAc+gt4NR2MgEDSpTRoimH67Y8KIpspV6xmnLr9z1hSLArv9lkeoDfjWH5epnb4FwPBhz4FgBw4L1XAACnl+XhpZ31KRlUqkcHvlo8H4XZftwxci7Wr9V3sOp26TskgdZmCEXfA/HmFiArT38e9hkZW3sH+tHUlh2yTbeiWGVwWQEJX5hvP7PMTVWElZmkIFjmZmUcRRt4CJO1Fst7IxElpt2WfVJaO/XUUwEAq1atwi9+8QsGlIiIHBQItOBAoFr/RQVEm7E/sL/AWCMH4lX9b+9Rs/Q+duWlG1C1cwyE24W6+ixjvSZkI3z5GxC/wJI9qATjfl2avfwNEKLZKn/bsXYwOqr3YOjxzZjwI2Mf6Jn90OQAYwv63xiteUiXoJIQSkijbnv5G6DvU4WUvwFs1E2UIAwoEaUxBSJlM5V21DcmegiUabTUa4QaD/GaBYSIiGIUCKCtchc8Q4oh3Kl12KbkZMFVWgigKtFDoQwh4VypWmodNSVWan0zUcIJKVOyMXc0om3eHbHfTKTMk2iyWXrIWhlR4Lcyk3I8+sc236ei0G80oW6sQWDDZwCA3Z+vBwCsqdPTj5M1qJRl9DAakeVGsdHvKKtQP/vmzfWgbssu1AG45xfFGP3H/+12WzklIwAATSMOAQC0tXYE78for5TjdSHfSEsKhMm+UUWwQbdAMDNJaMa2pIYuTbikFv61M98jka7vQTJ8xqQQGZelJNmImoiI4kSTrWhprw1eYGbltI0AAIjaAijCyAx9Vf/v6NP2ouLwfYBa1ylTSc8IClv+pknIweVxexxWppLUrOQgF/RMcr+9UXe9D8jOws71g1E2Vg8qTTxbQnvOHGmB8X8e0DxE/zFM+VsbEFL+BrBRN0UgnStVy7Bd4D5hQIkojN4El6z1u2viHc19h9lmeZ4XHiPakW0ElnK9Kvyt+wEAyt5v0bJtAwCg7lv9svqO4MFxooNK5UYg56DSHBSP16eVzR+l7+xkDymDWqT/rOQZ/QQ8WZCqfpudX3+CC66+EFn5g/Dw7feG3X5DzVYAQHtTvXHJVHi8+u13GY26i/K8aA8EnxPzaVZtZW4uo+bNJQARMJKtZafAUmdhS9nMnZvYA0PJEEwiIiIiZ0nZgfZAU5fLhTlJSCts5W96YEl5ReLI0/T9usFlGyAKy7BjbT7q6/USfyGakaUY5W/WBMHB/ZG4BpbMGeAQDGa5sMcIKgGAfmKzQWSheoNe/jbkmBZMOtu4+jnz1gUA8gAASoS+SvbyN4B9lYiSCQNKRBki0UGlvmjYU5PoIVDakyx5IyKi5BUIQO7ZCdmRk3qzv1nlb5WJHgqlMQnnMouYoRQ9BpQoZmYGTqZkUoT7Qok1a6mv953nUeF1GRlKbv3Mk7e9EeoBfVrWwN5qtOytAwC0NerncdQww+iPoFJFlgcAMK5CbyReMnkIBk0YCwBwjzoU2kD97FOjqs9qUt3Sgb3N+lmm2pZ2AEBzcwAdgeD4Dh2sAGiGy+2G8GShvbEu7H23HtCbdu/f+hWy8qYA0Bt0A0CbLWNLFQKq8Tq5jCfKowq4zJK3jtZgRpI9M8ksX7RnIxk/C9iylKwyRwVWgnYPmWrJ+HnKqAbdEgwoERFR3EgZQEBribyCCj1LCbBlKuUBL+s/WZlK5Ruxc+coCJeKA/U+CKGXmGUZ/6vY07VRd5wylawsJc3MCAqWv5njEaJFH2d2FnZuHIKy0XpQKTRTqcD4xTYDnBEzUxDcfwpt1K2vII0njY26SSJYFunEtig6DChRWtMiHAgrfTx47+74ureb7m6bWW4FPiPa4QkYfzib6yBaGwAAWmM9Olr0P7OKkTqd51Kxu7XrAbJTQaUijwtjc/XgUfHBehlb4aFDkXfowQAAtWICAKA1fzC2H9CDMuv2NODL/9ODPltq9Fnp6vc1o9Ho99TeUAsA6GhrsvrZCEWBy6P3VsovHQY1eyB2rf2k27E11GxFU73eT6m5TX8OApq0XnevS7FKCH3G/25oEO3Gc9vRAhGw9U7qzJqFTwEUK8ccQnEFL++O7fqeAkmxBjSJiIgojQUCaKusgWdISUpmKqGgCKjdneihEJFDGFAiykCpXP4WaNwH2d4M4fYneiiUZmSAGUpERBQvGqTUM7ED4c5VQQn2DrJlKilGfyF7ptLwI+oAtQHVO0bqza+hZwIBgF80Q1X2Gts0KAKyrMzZh2NjbVuTEMYJQRX6CUSfbIKU+tjq632oWTsAWoM3JFNJeU4awxygj3tfnp6lBGBHmJhZOxR0GP2ogo26W3ts1M0spTTnZFNuZzaTERhQorQSKSMp1vX6ksEUj+ogn0vAI43mg+36H1DR0QKtuVG/z452a11PthsAMNjvwqbGNkRiDyqdfsIwAEBHcwc6bFlNLq/+V9yTp2ci+QdkI7tcz0bKGloG95AxAACtcDgAoM6Vhy/26zsNX3yrN8j+ZPM32LVNL1Hbt+VrtNQ5c1ZKAt0GldoaD+jrafpsJH6PilyjUbffpVilgz7F2Ilpa4RoM57bQHvPmUkAhKIC0rhMdVm3Md89PWYqhXtcUbx/uvR9Z8aSAyTAWd6IiChepISUwTL6cEEliy2wpOwfYPyiB5bEK8ARp9cCAEoHb0HNjhEQLhcaDhiBJaUFPqMxtrkZ+25CXANLg8u77Au5NIQ06q6v8wNZ2ajcMAwdO/dgxLGNmPhjY+1n9hvrDQD2GYG05qGoVkOjSk0ApBlKCuj7nRoCPTbqZvlbepNwLhDEd0j0GFAiymBmUMmnKGhJtYPp9sYeg0pEMWEPJSIiSiVaAO2VNXAPKYFwp9ZhnZrtB8oKATQmeiiUJiQczFBiRClqqfXNQ0nFqebcQjjzoY02O8mJbfW1B1Os9+0WAIwsJNHRZvzfbvUZAgCXT88i8g3Qz1AVF2djaKN+m+3N7YhEgYB3UwP2tLdi8sOLglkaQkC6PMYA9KBNwJ8Pox0StjcHsHm/fsbpq9V6NtJXW7ej5lu9GeOeDZ8aDyiOB+ndBJWkcb9ej35Wa4DfjcIsPXsr16sgR9GvF0169pTS1gjR3mKN2Tq7JYI9kmCeITN6JUG6IFW3cRsteBYsyswk+2enL29f+23j8daUQmRGY24iIqI4krLrPlFPmUpKq7FPsT/fuDAPeEn/6YjTazH0qAZAaUZN5QgItwsH6nwA9P0Ze6aStWuiiGAz7TiQ5YNDfhdSWgecfi1Y/lZX54fIysL2jSMwFFsBABPPMSYDeXofgIH6jfblQTQbgw9T/hbaqNsYgy1TKVL5m74e922I+ooBpTjJpNmRhJRJOUNVPDkZvIqGCLRBBIw/mWaAxlaSJVxuePKyAQD+Yj01umB4IybV60X4gT0SO1pss5V18sq2emiQ+M7+KryijNdvA6DFmBmttknfzq767fh2j34mqXZ3I2qrqvWft33lwKPspQhBJZdfn0WurEC/fHCeD4V+/StvgNoBtX4XAEBp1gNKsqUBst18jjVIo9m2cOtBNeFyAy6vfr1qBJtcCM7yJhTIcGVyBntgyvy8hHsb9TWYKSVL4HpLMkOJiIhSkRZAe1UN3INTL1NJyfYDA4qA/WzUTX0lILvMcdg7vTnSe//99/G73/0Oq1atws6dO/H8889j9uzZwW1KiVtuuQV/+tOfUFtbi2OOOQYPPfQQxowZY62zb98+XH311Xj55ZehKArOOuss3HfffcjJybHW+eKLLzBv3jx88sknKCoqwtVXX40FCxb04dH2TWp94xBR3CgQGDOkDO59PrS3dDOtbTJi+Rv1lQR7KBERUdxISAgjhybcuSN7ppIQtlQcq5/SCP3//fkQwugv9BJwxGz9xNiQI4OZSnqWEmDPVLL6KdnuJy6ZSopx0syWqWT1UwKQZWRNSdkMAKirz0Ll10XQGnIwDFsAABP+C8DTelNvBQOBffrBtGwuBwBoatcTQG2AfjYUoZlKkfop6eNio+50kuiSt8bGRhx22GG49NJLceaZZ3a5/q677sIf/vAHPPbYY6ioqMBNN92EGTNm4Ouvv4bPp39mzz//fOzcuRMrVqxAe3s7LrnkEsydOxfLly8HANTX1+OUU07B9OnTsXTpUnz55Ze49NJLUVBQgLlz5/bpMfcWA0pEqUDKYJNDexaMmUXj8cGdo2coZRUVAAAKRjZbqx29cT927tV/39qkl7/tbu1AoNOX5QOn3YrjvvgI2zZvxDX3v4tAq/5Hv62hFgDQUrsbgbYmJKVOQaX8wlwAwOThBQCA0QOzUOTWs7Rce7ZC7q3Sb1anz4Qi21qC2V+KCuExmlt69f8VXzaEP9u4LMtYTwk26lYiTN3bqfxNChHyRyrWbDf7+vEsvSQiIiKHmX/DhdZtUKktTFK54jL2M1oB7AuWvykv6Bs6/Ex9MpKSYd+iZttwCLcL9bX6PozUWuCXRvmb1jWHI66BpSFDrIsEAJfxwLOMgBJkM2oP+CFy/Ni2oQLtO/dg1PEH9KASADy9D5qt/A0A0DzUmv1NQ3C/2F7+pl/XufzNHIjxDLBRNzlo5syZmDlzZtjrpJS49957ceONN+KMM84AADz++OMoKSnBCy+8gHPOOQfffPMNXnvtNXzyySc44ogjAAB//OMf8f3vfx//8z//g/Lycjz11FNoa2vDI488Ao/Hg0MOOQSrV6/G3XffzYASpba+9lOyfa9npB4fdrhSKkWF8OrBEyU7Tw+IAMiyzfim+vQSrazCLAzYpZeqjaozyuDaNajGTGc5JXqgpOiw4Sja9gYmigBuKR6ATe+t7O1DSgxbUKlitL7zMXWIXgI43NsK9dv/AADatq5FW81O4yb6Do0MaBCq/ny4s/1WgE5k6zsvMqc9WLqv2HopWf2UwryKQoT2YDJWsweFon3Lh/tkmdvpHFiy9lcdijdlQukuIFnyRkREqc9W/gZXah3qKTl+uMsKARxI9FAoBen72M5sy+mc9S1btqC6uhrTp0+3LsvPz8fRRx+NlStX4pxzzsHKlStRUFBgBZMAYPr06VAUBR9//DF++MMfYuXKlTj++OPh8XisdWbMmIE777wT+/fvx4ABA9DfUutbhoj6hUtV4R04WA+WaJF7LyUlI6hEFLMUCSiNGDEC3377bchlS5YswfXXX5+gERERUUyktMqvwvZT1PSTUG0dYQIrLuhZSgDE/nwoQs9WUp7XNzT5rEYMOboRUL5F9bbhEC4X6up8VjNsv2yCC/oEKvbzTnFt1G1mKQnFuk839JK2LK052Ki7wWdlKoUrf7M36kbzUP1nW4J4l16Wgc7lb+bPxt9728xAzFRKD069ehJ6VlF9fX3I5V6vF16vN+btVVfrfWdLSkpCLi8pKbGuq66uRnFxccj1LpcLAwcODFmnoqKiyzbM6xhQIkpB/f1nx8x4EYoC4da/0IQvC0puAQDAZRwU59gadWeXDkR+o/7H2pwZTigKvAP0mvTsYfofeu/4o9AydAoAYOGAvbjwtb8DrfUpGVR6768vQvHmYMLZIwEA8pNXsesTfea5uk1VaNlvZiYZWT4eFd48/fn0DcqHf5CemeQv0tdzawEIY5Y3xaXP7Ka4vWEbcYdkJRk/a8aOiiaDuyrRnEVRzOw922UsdKPFixfjiiuusH7Pzc1N4GiIiCjpaAG0V9bAPaQEUFPrkE/JYaNuSrzq6mrk5+eHXHbLLbdg0aJFiRlQkkqtbxci6ldCKJDevJQMKmktdYkeAqWaFGrKnZubi9LS+J1NJiKiOLP1U7L/CtjKbTSgPdAYcjMhVCsrR2kRUPbrJ8AECvT//wFM+rF+Mmvod5sAZRt2bhmO+jq/cT8tyNL0fkouzchU0jTrLJcsK3PqEXYhB5cHH4fxvxv7kI1m47HpY6g94EfV14XQGrMxFFsx4UfG2J7ZDwDQ5ABI6CdStGb9pKhUI/wND9tPyRgPAl36brBRd+pyuil3aVkp1q5dG3J5b7KTAFj7bDU1NSizfcZqamowadIka51du3aF3K6jowP79u2zbl9aWoqampqQdczfE7VfyIBSnJk9hTKjB0lieykpQsTc4DgaSffKGf17pOoBjFkuFKPPj/164cuGL1ffCfF2tIc0nAYAJSsX6gAjrbJkBACgaeBIfL5Tv81L/9kBX34RAKC5FikXVGratxPATix+ezNyBgzCSf/zBLZ9rn/hVjV3IGC8V/xG36Qir4qBRi+pvCEHkD9cTxnVjA6ZuR5XsFG3z2jK3Tk7qXO/JKFYmUnm/WlST6GNhhDC+sOo2D5S5q3NizQp2aC7r6SEDKRGyRsA/Pa3v8Vtt92GYcOG4bzzzsO1114LV4r1yiAiyjRmoEKE74zYZf9XA6yASFgqgOZhxi/mvmABlGf0DU08R7+fsopvsXPLcMCloq7ODxgBHHPGNRds2c9mYMkW/HGStV1jx0YIATf0CVKyFHNCmWbUHfBDZGehctNwDIFe5j3xbGNf6jkBaQTQrMfdPCyk/K2LTuVvgB5YCil/A9ioO6VJx14zCf29mZeX1+O60aioqEBpaSneeustK4BUX1+Pjz/+GFdeeSUAYOrUqaitrcWqVaswZYpeMfL2229D0zQcffTR1jo33HAD2tvb4XbrFRMrVqzAuHHjElLuBjCgRHEipOx1UCkZJMufj5Aoe+dgheIC3MEouZJjlMIZjbplVjNga9BtBZqMWcuQVQAtW69Fb8nWA0fb6trx2U49s2fDlv1oqdNTjZM5Uylv8FjkFOmR/twB+mPzZXuQk6V/yX78xTpkDSzB/CcfxyNFx3a7rREN+vwgh+5pRqBd3+1QPPrXpDvbh+xs/WyYNJ9Xe88dRQ026Daea02oViApoNkCSt2Mwf6pUWxrmoEppR8/VpkSCI+X1tZWx2rv7X7+85/j8MMPx8CBA/Gvf/0LCxcuxM6dO3H33Xf3abtERJSmtADaKmvgGVJizRCcKtRslr9RamhoaMDGjRut37ds2YLVq1dj4MCBGDZsGK655hrcfvvtGDNmDCoqKnDTTTehvLwcs2fPBgAcfPDBOPXUU3HFFVdg6dKlaG9vx1VXXYVzzjkH5eV6IPa8887DrbfeissuuwzXXXcd1qxZg/vuuw/33HNPIh4yAAaUiChKyRxU6knTvhrs2s3yIOqBw025H3jggS5/4CPV3l9//fW48847u93eN998g4MOOgjz58+3Lps4cSI8Hg9+8pOfYMmSJX0OVhERUfxJBLNgQqdm7ab8LcKfKHOGWsVoUi2QB0XomQrqM3oz60POVTDiOL1Rd9XGEUaWEmDPVDIPCq3zVlILNtOOA3tpnVX+JvTxZosmQOjZUw0HfNi5diC0Rj8Gj9wGAJh0poT8u3nrAgCAJvOAFiNbK1Kmkq38DejcqNtWgsjyt5Tk5CxvvTmn+umnn+LEE0+0fjf31+bMmYNly5ZhwYIFaGxsxNy5c1FbW4tjjz0Wr732Gnw+n3Wbp556CldddRVOPvlkKIqCs846C3/4wx+s6/Pz8/HGG29g3rx5mDJlCgoLC3HzzTdj7ty5vX+wfcSAUj+RQvBsfwxsky5khB6//IRiZb+YNeICtkwXoQAB46+nqk8jKbzZobc3Gkprbr1cS/py0erRM25qGvUA0ab9TVi7U59RpKG2peswEhRUEqqebTRo9OEAgMKhAzF6qN4k76DSXAzO1b+Ii3L0x57tUuB26bsnLiNTbt3uRlw851AM8vvw+6Wfhr2frU165lGLJnH0Bn2nxmdkPfmLBiCr1XhO7OWD1uvigjTGGVD0/9s1aWUmBcwdlghvbGHL6DOzkDTZNSMp3GXkEIcDSvPmzesSPIoU8Pnv//5vXHzxxd1ub+TIkWEvP/roo9HR0YGtW7di3LhxvRkqERH1sy7lb1IGy66iDCwJYcs2MoMozUOtvkqKMSua+NteHHKevl84ePRW7NhkL38DgOaQ8jcgNEtZlg+O285HuMCSC0C2MR4hWnDggBdKth87Nw9FR/UeDP1uMyb90Mj8/od5q3x99jcgpsBSsPzNeM6hWH2t7OVv1ngZYEpaEv+/vT+Pk+Sqz3zh55yI3LOWrq61971bQisSaDEGiRFIvJhrBqwL2CzCXI2vLPAYga+FPYNYrtCLYYDXIAP2BbXwNQMYD/awXNtCCMMFCWFBAxKSulvdrV6qq3qrvXKLiPP+cU5ERlZlVWZVZVVuz7c/+ansyFhORG4nn/P8nlPbWd6Wyg033LBorIUQAh/60IfwoQ99aMF1enp68OUvf3nR41x22WX44Q9/uIwWrg4UlAghS6KZnUqnpzOVVyJtiUJxBsRaEYvFqq697+vrQ19f37KOc+DAAUgp5001SwghhMyjicvfZDoJe7AXwIl6N4U0IDUN5a7NbtoCCkpk1ahHQLcfTLwa4dy1ZMkfdkIEU9EL3xGD4kiOkpbOVAIg7OKP4mD6emlB2dq9o4xDKW/FMJbVQzTnjDPnzHQOF6ZzAAAnv7BbY7VFJSuaRM+uKwEAg9u6cdXOXgDA5UP6x/m27jjWR/V5WpMjUOcPAQDck7q+3p0agzOj3USeU2zfur1bkAWQgYvEIsmNI1kHx8b1dega1SHlXVOzUHOCzSFtHY4OQNlxeLZ2n+Qd3baCh1CGUvlj+QN+wnx1SZTmJQWh3P5IZuj9NDecu5bQUdmYPProo/jJT36CG2+8ER0dHXj00Ufx7ne/G29+85vrFsZICCFk+ZQ4lUrK3wDAA5QfEO34SwKHTT60Hwnd5xuxLIhZXyhKm92th/zveka3i34vjW0vnQHkcQwf3gLYFqYm4wB0vykpywR1w7iUgFVxKgUuJc+/FsUfqUk5CyF02yYn40AqidNHNmNohxaVXvg67azH/wAAM8V72KkU6u75jq7gupUN6va0SwkoKX8L9sEyOEJKoKC0hrTbjG8+Kw3obhVhaUWKuZDBHKeBcISQYKS8YMrz4DBSFgO8rSiUETtySi+bznmYzuttJrL6S3Qy52DWCEmyQodhpaKSndCdnPTAdnQPaWfF4EbdAbh6ew8uHdCPb+2KI53RU2iqk08AAGZ+8hSGD+qOxNhzYxgf1p2JESOQTToeMkbB8QWdiBSImZG4vqTE2dnFRaXnZnR3Y++YEabyBQh/hjwz25sXTUBFE+Z+EhkT5J03T7bjqqDULfxa9F+foqTvaK63BKQ/IxwErDUub2u3z6cApWpe8rYaxGIxfOUrX8EHPvAB5HI5bN++He9+97tLcpUIIYSQioSdSlZz/SSU6SSDusl8VO0iU9q1O7wcmuvTgxDSUDRz+du0GYlaTFQibUYTCEovfOEL8dhjj9W7GYQQQmrMQkHdgYMpyPhxSvKUCsZNMxvemW+kntVB3VKkILFe7+fL57DvzXrQbtsNM4A8gdOHNmFqKmYOqQfSEuWCuoHVDereuCG4H85TSgRnV3Qq+UHdG7bpoO4Xvm4K8hu+CtANADpLKqPzlPzw8jB5AMLTy11PDyQqFCCUY+6X5ikV2+a7xqg6NBIKoayxGuyLVAcFpTrQjk6llZa/tTtKSAS5i/73mhXVziSYToZVXFcvlIG9S1lR5Mx2GVOOlXO9wFEzW9A/pPOOB8s4k6KJCFJ9uiMyc3bhWvWwqHT1b78auZyxZDvFZli2blM6GUG/CdDesl47e7Z0J7C5Uy8bSOqTsC88D+eI/tE89stf4/mf687C0cNjAIBfT+UqX7Q55DyFaXPxzhuv82Ki0rS5TvkZXQ4oLAsioQMtZUc3AMCNdcCLa3v1dN4Lrm3e9YO41bwRDiHgG6lhyWKHKejneMUVLBS/0HyHWzWOpaW+zdrps4gQQghpVMoHdYfCouGXZPnlbxZcz0wYYvpdYWFJ+hlJMxsh4E/W0gv837r8bd9btbA0JE9h5NmNEBFbl5UBALKBkDO3/A1YA2Ep6OOq4AdrWFianEhAJpMYPrYFzulz2HLdLK58vY4pgJkBTqAbgAkoz2wuCm0oiksFZ6bk2K4XihRQTmn5W9DA0ueJwhJpZygokTVlJcLScmZ+k0Isq+wtyCZa8pbzqVk4XJCh5C/wAKG/GVVJgbgM1vfM4wVPBSJH+G/OdU0b9TJLCnTE9cdCMh1Fx4ZdABYXlICiqDQ6nMFnbrvctMk8BiBiVJCYLRB1dMdHTuvOjDp3GPmndQbS2aeOAABGDpzGoeOTAICjs+GEgNpTyakkTNujHUnITj2656X0rCluaj3GTdngdN5DztFnXTDlhwW3+OT7ZW4Rq1jGZinADk/pBl2pqFSog7LIe2W58iwFpPLUOpSbEEIIaQo8F4VTo4hsbMLyt1QC9lAvgOP1bgqpM7UM5a7VftqB5vrEIIQ0LEJIRNdtRDyeQDbbXLOpsfyNAM2RoUQIIaT1KR/UXXQqFcvfcvMn/XCArHHVjEf8yVkAzJhQbaQghJ7sRH5JD+7tua0Dm2+YAkJOpempYlB3SfmbP9AlZEmJWq0JQsBRWv4GAAlvFkrptk1MJIBECqeObsVGPA8AuPJWvYX1dQUp9IQV4kInRGYrAOC0Vezv+dcqF0pu8K+pAkrL3wAA3ryAVwZ1Nw4cM117KCjVESVE2zoFlhvUvdYB3QIrdynNMaAsD1G05qoyy8L/96+rUtqZBACOp+B4/mxjxVnH5nZCorZEV0LPWpbujqOrXztxnD0vAgCcO/jTRZt55AffhHvHvRg5+hz2/OzvTDsU3IwuUctMTOPCmXEAwMQJ/Xf8yDiendCdgtFc/XKYFhKVkqY0r2PLACKbdgIACl26A3U+B1wwgebjGScoHSyEnmzfjRQxNW0xSyJuSgDjkdBzaF4oUgX56xCieH+xUjcZei8t9LZq188aQgghhFRJ2KlkN9fPRCuVYFA3IXWguT4pCCENj2Xb2Lx9J+JPRpDNF+rdnCVBp1KbQ4cSIYSQBqJ8ULc3J09J97XCg4TzxuciCPIZ5cwmAEnzgHYqYf857LmtAwCw+eXTgBzGyNMbFsxTAoxryAyGqaGhFZzlAvj73rARwvOdQBpbKSSUdsMr83diMonhZ3rhzaSwWR4DAFz2Rgnx1Qt6d+iBHNOZUUFYuZRFF5dhrlMpnKcE+E4lc7FDI93MU6o/tQzlZghC9TSNoHTvvffi29/+Ng4cOIBoNIrx8fF6N6kmtGNAt0+75SmtxKlUco1MLtJcl5d/ap7vQFJhN5Iq3vfXgwqCoH33TCpiYX1aO5QGuuNwCv4PbD1Dhp1IY3rkKACdq6TK/AD/nXd+FgAw/MGbcPD4KXz19z+KWdPLmXI8jBUa+0f7XFGpd5/OTYrvuQSF/j0AgOGsvl7HJzI4Pa3dVxNZJ8hO8onIohspEdH7S0YseKooWEmz3ApeH+EgbxG8bmSFt0m5t1E7fq4sGwUot7Ffm4QQQtqPSkHdRaFDs6CwFDF/JYAZHagtRdIs6oV4UDt7dr9dC0uD0KJSMai7WP4GALYEhCwVY1ZLWPJMALh/NKEUIqZfm/RDyVUG41MJIJXEicPbUDh9DjteNoNLf1dvZX3lPCzRY3ZpAspnNhZ3aq6PEBI5x18oS8rf9LGd0vI3vRHL3xoBVcOSNz6FVdM0glI+n8ett96K6667Dl/4whfq3Zyaw/K35ih/A2ojLC1VVCrXXAURNCZ8Pr5gpJQK7rtqvtIuIYpB0UatSEYs9BhBaauTCmZ8s43okeqMITOoBZZ87goocyL+4+nuOF6wSz/+3c4NcPc52N73afw/R8eWdsJ1JiwqbXzpFXrhRS/B0Yz+yPzZ8AQA4Nkz0zhtyvUy+WKvLRHV66VjNrqTuofS16Gn43VixY9dKUQQWG6ZTpldIWpbiuJr0X/+SvTGNv0cWTkKYCg3IatKqw4OEtKSNHlQd2SoF8BMxXVJ60CHUn1omk+HD37wgwCA/fv317chhJCqsWwbm6Jx2BBwmkzq90UlQgghtaHVBwcJWU0WCuoulr8VnUpzMzLnOpUCZ9G0H6qdBNCn7z5gnErv6MTml0+WLX8D/KDuc6ZNoXauYvlb2KnkHzOCC+YMsgB0+VvgVDq4FZulnv3tBW9Ow/qyaa8JJRdImRLA4jUZt8vHHnhKP+55lYO6Wf5G2ommEZRIa7PS8jdgeU4lYOlupVoGdRfbsPR9hNsdniZTqWJpm1rk3ITQJVmAdiYBOkw6NNM9oqZcqyel3TUTmULgxHE8hWRUb9fXoTsZewc78MKhTgDAZev1x4v38Xfgf7zmLzCBQlOKSn//f3wVXdLGrlfeha//8hQA4EfP6s7W5PlZ5HPFMqloTF+PeMoEm3fGMNStQ73zju7dud1xSPMCiNsScVdfY3Mp9Ywi5vUZ7jD5ywTmO5Ma0ZWkhFjW+7muMEOJkFWFg4OE1Jg55W+AX5Klqar8DTDCkil/E1pYkl88g52/r/t0gxjG6ac3QNg2JicSZqNMKFdpjYWlLZshZLFfBGhhKWnELl9YmkASJ5/dDOf0OWz/DzPY91ZdzufPbifRG5T9CX8WPIGyv5Adv4sgi4bmBXOVQuVv+vHG66e1IgqL//ZZ2s74nFVLSwtKuVwOuVwu+P/k5GQdW0NI+yIh0IVIU4pK59zmChYny6dcJhghhBDS9nguCidHEdk0AMhI5fUbCCuVAIZ6AZysd1PIaqNWOKt2iFrtpx2oq6B0991346Mf/eii6zz99NPYt2/fsvZ/3333BaNhzUA7B3T71MKpBKx+rlLJCEz1h1qkDaX/n/shtlDbyi2t9AEYDnn283tixomUDoVFRyyBDpP3M9ilR10yoUDtqC3RYbKCBtPawbRtXRxbO3RHwzr4QwDAqYd/hC5/Bo0CmkZUSpqg8qMzBRxFAa/44f+FL/3zAADg/OGfAQAKMxPB+pFUF5LrtXU81adDzLv7O5CbM9VK1JaBIyzreEhHS69F+KUgRDGU2wqeNwHpXz9/U7WESm8hK6+zTJrOkUQIaXg4OEhIKSUzvwEl5W/68cWDuvNusR8gTH8EsujQEcKfAa4f+OIZAMDOd3Rh6ysmAXkaw08NhZxK2gkUdirN7QmsilMJgDLlbz5CCESkKX+Tul1CzmJqMg4rlcDw0xuwwR4BAOwxzivxwNnAkRWc9/TG0HRy84/ruIAKrrU5drmg7nDbGNRNWpi6Ckrvec97cNttty26zo4dO5a9//e973246667gv9PTk5i8+bNy97fWkFhqfTc17IMrp5h3aVtqbxO+HhehfI2IDQzhvlrCQGjIwUChyUELFEM6M6aMq3wdZHB4xI9CS0erYvrj5KBpIXI6LMAgOyvHwcAjP7iFCYKnmlD4zmVNsX1OezsjqFrSxcAID2URnydtkXbKV3O9+xjT+Dv3vt/Yn1vH6541SPz9lOYmcCEEZimhp/Ty3a9EMrTHR7LCFTpmB0Enxdcb95rTgoRzL5nCQTB6P5foVQgIIkqhSQVFpGUV3NRqSWEJAUohnITsmQ4OEhIG9HETiWZTgJdfcDE2Xo3hawSCpycrR7UVVDq6+tDX1/fqu0/FoshFout2v4JIUunEUWlahk5Rbt066Kg5qaYEkIqwsFBQtaekoDuYOHSgroBQPgDTDaKI47TJksISQD9er0vjmKHcfX4TqXTTw3NC+pOigysuXlKnoLa6Id/157AqSRkkDcZEdqpJKxZCKHdStNTcZz5ZRrejMSQ7QePd0AaF5Z/rkCyeA0WyFPyXUj+NVWYk6ck/AeK/VzmKa0+4UzZlcIeYfU0TYbS8ePHceHCBRw/fhyu6+LAgQMAgF27diGdTte3cWRVWcsyODnnGMstgwuOWfXW1TPXmVQtQdCzX0IlFfxW+8uEkEEZnOvNP38pBKK2CZS2JNJR3RFZFzNT3o+fhHvqIABg8thpAMDM6Oy8ttRLVNpjSvN2butC36Xagt1z8TYAQGTjDsj1ugOhkt3wYvpzxTMjcC4UBgFgYgSXvOIWRNLr8PNv/Peyx/GcPADg3MGfworp8MqEcSVN9OSRyevSQU+p4DUXdiVFzBMSsQRs35lk8n2E5yz+Yg6/hoXfofTmu5RCjy+XlnAmEUJWBAcHCakf88rfgCUFdZfg/yosEZZMYDUGgC+OAkAgLA1Bi0oiYmN6SgtLQmSRMGVwgbAUcv+qoaHqbPjLICxaBRVrUotcACCtLKYnY5CpJEaf7IU7chYbXjmNnb9vfkeWCEvVlb/5uN4C5W9lhCVCWo2mEZTe//7348EHHwz+f+WVVwIAHnnkEdxwww11atXqooRo67K3uQilVvQDNjTpQtWsZDY4oLZZS8vZvjgzWLGy2woaJSCkGeFSRtQQAq6cfyT/MlhCIGp2kLAlOiJmu2k90iOnzqBwXtenZ8/rnAsn66Acqy0qXdyhf4Ds2NsDABh84TZ0XXIRAMDefgmcdTrn6GxWCzWnp/IYntA5HaePZzE2o9s/a2a1K7heUA64tcdGer2Fn1dog/JcTA0fBgDM9Ot2TGUduEYJlEIgbuoOfREpahWvcUQAwjHZIb6gtECZWyAYKYSEoqJw5G+nKCItCB1KhKwuHBwkpIXwXBROjSKycQCwm+YnJQBAphLAYB+A8/VuCqkxtXIo8Sd49TTNu3///v2cZpaQFqOZy9+mz49AFTIQkUTllUlTwAwlQlaXdhwcJGS1qVT+pteRFcvfAsJOpZLyNz0xSdiptOUmXf428vQghG1jajIOv/yt6FS6UGyZ8qA2mH2uglMpcCn57m4pYZmg7rg1AyF126YnYhDJJEZ/CQxcpkWlUqeSLn9TKgE17e/THMN2ofxButAg34Llb4B+HlTp88TSt9qjzL9a7YtUR9MISu0KA7pLqVVYd7CPZcwGB6zcrTSX1X52JQAvKHUzdzxVLINT/iIFO9TSoBzLLLItgajZPmkLyKwOofb/uhPn4Rlnj1co6G2jMtjeLXOiYVHJM1eimp/1aePs2RSPYGOftiavN26k3ku2IbX3YgCA2PwCAMB0ohfPTOiOxK9Hp/Gzx7Vz6PSwbu/4mUnMnD0BAMhOnIVyCxXbYEWTcCuISv4+8xn9w8n1FKKm7cmIhaipdUuYZYmIRMRcAVHIQbi6fC4oUwuLHtLvqMhiDoKQoddTyKlUrvxtCaVvrexMIoSsDRwcJKQFCTuVmi2oO5UAOnuByXP1bgohTQsFJUJI3fFFpakmdCqhMKNHo+hUam4US94IIYQ0L0sJ6p6fp1RmYMkGpNCzAGN6EH6ukDJOpZtCQd2bXz4JyBGMPD0Y5CmFnUoWTEh2uL1+mPYqoIaGgvtB7rgUgJgxS3WcwPREDGd/Hoc3s77EqeR9QUc5eKoPxTwl7VRS0gPm6Ga5ULqDzlMqnY23XFC3gKALpsYoxZK3ekBBqUlgntJ85l6PtQjt9lmpW2leO1a8hyIhA1LxPgSkaacXchspVVx3bkukKM1OAkrzfWRuGiKnv5hFXtuaVXYWXkF/qwrjnol1xrAtqQOpn5vJL9xuCHQYp9Jb3nwF3Iz+svdcD9K4eKyEzkWKdaWQ6FsHAIgMbIQ9tA0A4HbrzskFN4qnx3RH5heHtAPpieeexMixcf344Z/Dzc8PC18qwT6qEJWcgs5AsqRAKqo/erviNlIR362k/0a9PETeXFcnH2QnleD3jvwnU0goyw7uC6nvlzqVahPE3aoozvJGCCGkBSgb1A3A7wfMLX8DFi6Bu1BS/jZo/mMEFgzgP3xBB1nv/P0OAMAgRuaUvwFAFnGl+0u2V6b/vtrCkl/+JmToh29RWAqXv7kjZ7Hhpinsfrsuf1NfPAcPvQAAT+nz9mY2wrPMtbT1Xw8elFMsg/Og+24Kpk+svGKfzO9cK8Xyt1WgVj+X+YxUDwUl0jLUIrTbZ7nikk8tRKa5+EcJ7zksHvnla0qp4DFfKJICwQkKs0wpFezUCp1CeDY4f7E/85stBWRBCzUoZCEcfV8VtPijXBfCiD+RlBZXkusT2J7SQzknMgXkFxk6CMrffnkau//y46ahHpQZIVO2FqayrsC4EWguZBw8P64Fraee1SNKz54Yx+gx3ck5f9hEZ5cTZmpJBVHJF8XWp2PoTerrsT4RQXdcn1vCMSJSdgqioDtewi0zo5tlFUvWfOHIihZfH5YdlLIFyxjEXRWeu8qvEUIIIaSVafbyt8E+ACx/a1YUAK9GUhAFpeqhoEQIaSgkBDYlEkjE48hks/VuztJg+RshhBBC6sy88jelQiOnpeVvev3Fg7ov2IAnzKBLSVC3Dq/2S8R2vz2NTTdMAfI0Rp8dCpxKSvnlb7Mlmd9Be1fTpTQwGNz3j1nqVNKDolPjcSCRwulfCgxeogcl97w1Ce9LWmBSSjuVFFLwZkx7rfnHywMwBqUgE1QhPEA4/0LTqUSaGQpKTQQDuitTizI4YPluJZ9yriWflbqXFnIq+cafsFMp7GAKr2tWLLtv/3EhROBc8oO8pVMMiRZuQTtogBL3j7T1iJSd0lbn1EAK/du6AAAvdDz8bFx3KhZzKn31J8P4yw4HB8+fxmeOJlAwad5TWX28sdkczpmStskLGUycHgYATJx4ZsF9rhkLiEqpLl2ut3sgjZ092jbdl7SQyOiafWtG/xW5aai8cX6FHDMiot1ZIhoHLH0fdrFTomAeR8iRFA7fFmV6PRVoF2cSAJ2hxFneCCGEkJXT1E6lJNDVB0ycrXdTyFJRNSx548/tqqGg1IRQWKqelc4KB6xsZrhyLCY2LUQ5EUpg4fI3oCgsAYCscsRDCBHsxxIi2E6YGc+EWwAcIyh588uxRCQCkUgBAOLdup4+NbgejhGCdgDoel7PCHd0Ru9zOOtg2in9IR+VAn/7kj+AqxQuefCv8ecf/SoAwDVZTbnp8dUvYVsJZUSlgU1aVLtyQxe2dWnxJz11CuL8cQCAc24EAKCyM8VzkxaEEej86yrjqeC+iKfnHVqJWHH2tiXM4jZ/P20kJhmYoUQIIaSVKHEqBQHdAuE8JaA0qNtTepkzt5s111o0vRFKJcw2fXrZA2ex+226b7LppVOAHMbIsxsxafKUlMoh6Zk8pSCcGkE/RW3csKLzXYwFnUpqWj/uaafS5Hgcoz9Pw5uWGLr4NPb9rh4EdP9vHSzuqvVwPJOxlNHt9SwXHooZSgFznEr6cb8RHlWLGqNL3mq3L1IdFJQIIQ2LJQQ2btsJISNQXqHezVkaLH8jhBBCSANQEtQ9p/xNP14M6g7MurKMqASUCEtq2heA/KDuPqj9ukRsz1v14Nfg7pM4fWgThG1jYiIBpfTgYNL8jeDCvAjx1RKWwqISoIUly4zExj2dZam8LCYm4kAyieGnhrBh3ykAwMVvNMLSly/AQ49e94IePPUym6D8oG5VvGi+uFTOAa0UOPMbaQkoKJG2oRZuJaD2jqWVsFhQN1DerYQF1vX35zuoJJR2IQFFx4zygilQER6BkbqcSthRiLjuQMR6tCPHLRSFoEgqilS/frz3nB6hKswU4JmStmhau3G6tnZh8OpdAID16tfoueg3UJgYxsiB75U9j4YlJCq95krdObp6QxodZ3VpXuHZf0fulHYo5camAABuwYEV0R/NVjyK2DrdWbFS+q/qXA9pno/AdyRkaOY3u9gbFBXGaco4l9rRmaThLG+EEEJIzfFcFE6OIrJpABDRerdmSch0EujuA8ZZ/tYMKBQnJ1rxvugeqxoKSoSQhkdIC5GuDXpWM1/kahaMqEQaHGYoEUIIaWEWLn8DygV1ex6gFhuYslEc2TJOJU8l4UGHV/th1vvemsaW35wC5AkMH96CiUnjZvKdSsggggumbaH2rlX5mxkgtUwfIO7NwjPlb1OTcQz/qhveTAwb95wEAFz6hjjUV8YAAJ5aZ/52AtkteoehX9dht5IbmJH8mXiL1zzsVGJA9wpQpbmxK9wVqRIKSk2MEoI5Ssuk3HWrVcZSyT5r9PSEc5cWylOad2zMdyAttI2/fyFC10Z587N4wsv8DYBizk80DmnyfeB0A9AmaDuuA6lj69JIDWpnkpPNB7ux43rEKr6+EwCQ3rkdsRdcCwAY778E771Nz7bxR49/B8hNNqWo9PHPfx92sgv/+x+kcf6hbwMAzv3yCKZO69p9N687HVbUQnydzhpIrk8hObhe3+/XnZZYOKjbOMNkNB64xGAVn6OlvPza15lECCGEtA/zyt+AirlKWgwpFZeU8qAiuk+ipHlsZhOK5W9aWMKXzmHfm3Xm0Ab1PE4d3gZhW5iY8iMBMkiiWP6mm1Psk6y6sGQUCGHyPG0PQc6TUllMTiaARAonn90M5/Q5bHvpLC77X/U23tfG9XroBi7oPqyX3QzPqpzz6XnhWfZCwhLL30iTQUGpyWFAd+2oVUlcyT6r3M1Snr5K4lJw7CXsx78rlArECKFCX2rlytyEBKT5ApT6o0QkUkE5VoAdRcyITNGuDnhOaRaStCOQHd0AAKtPT0UrhnZipmcHAODA8DS+eUDP4iatCFRiHVRmrClEJRmJIZruBgBMHD0AmejGP0f/EOfu+88AgKencsiYcr+EmVJvIGZje0oLdOu3dmHdDt2pcY0AJyyJmD/jW0wLTyKRAuz4/AaULWmT85ZTTNJ4LHkjhBBCVg/PRf7kKKKbBgBr6ROG1BMrlQCGegEcr3dTyAIoKHg1EuFqtZ92gIISIaSpEEJCxTqb0qnkZcYxfp51+I2IAmd5I4QQ0h6UlL8BFYO6FYolW2WJmL8S8GY2mv+kzK57of72PADgot9LY/tLpwGZwYlD24tOJaEHz1JCO5VscWHtyt+GhvQd36mkVDADnQ4O122anExAJJM4eWgLNu18HgBwxe/o9dTfA57q1vcvdMHLmfI3Yx5XIXdXMAucDEVehp1Kc4K6SfXoDKUa7YuXv2ooKLUITe1UUhV+xC1jyvOVUsuSuKqOV2HXCz2tskbh4uEyN1GuvK3Mc6SEDJxJkNqVJCIxIKUtv9IP6o7GofxA6ULB/26FiOjeh4ynILt0WZeb1tPO5rs24vi4duQcOD2J0VOTphnmOA0kKtkJbePu2rwPXX3dAIDO9druPdidwLqkPs9kVJ/5T546hD/7nx9F//p1uPOitwT7yZuOzEQhj4PT+twvz7rYm9HnJ0z9op2KI9Kh9y+N+wmeW/IcqbnvmbArSUg6ksqhKCgRQggha0LYqWQ3189RK5UA1vUBYxwgbDQUaucsYrlh9TTXO5gQQgyNJCotlRMjZ+rdBEIIIYS0OUsJ6i7NUzLbzx1wjKAY1G2cSgopAHrgEH93Hhe9STuXdr5sCpCzOHV4m84pAiCMQykpZ2EH42DFQbJVdSr5+1ZeMNAa8RSSXtYs138np+I4/fR6uDPJwKl05esVvK/7160LuKBzL5Ezm1qhQT/jVio4xdBz/9qGrzMABnSTpoCCUovRVEHdlZxJldZbY+fSQtd1Ldwe4UMs9+kt18ySAG74uUkVrLaB00UF95UdKT5slvlB3copaAeNj+9ciuigbi+WghPvAgC4aR3gODpdwNFx3ak4cmYGs9PFAO/Sc1pbUSnWqTtE63dcAgDo39KFK7bqTsPuvhS2dusOUadxI6WjArarM6OE6/cqFDyxGc/ngf/PVX34zhMLj3D9YiIL64R/bH29kv0TSA3pdlgmj0q5bnDdVSjbSgUOMiu4r4So+jXUXkYmxVneCCGEtCXVBHWHy9+AUmEpF+6ChcrfABhhSYtIHnrhfVmXv73gd/WyjbuOYfi5rYBtYWrSZEOKDJJGXLLk+Xm5oKsqLG3aBOGXv3kKEegZ3ZIwwhKyukwvmcKJw9tQOH0O239jGlf9jnn464BSul/rjXXrfea3FMvfwr9rzHULZoCDF7r+pQHd+vEm+Y1XR1jytvZQUCLNy2KC1BqKTYsJeKshNq10lyXtrVbUCzaWQTmVEF4gUvhNUjYAZb4xPdOjCIdFCwFl6W08s1zFUvCMoDSe1cLTRM7F+VktIk1k8lCLzAG6WqJSsncTAKB3xx4AwOZt3bhupxZyXtCnS/g2dESQyuqOEc4/B+epYwCA7MgIAGDy7DjyUyZUO1cMIxe2vkb2nvXIPDGCRFAIOJ8nJ7UQtfmkLvvr2T0NJ6OXxfwSQMsqvjCkFSpF1PtV0g5ei0otHuYeLqOcN1jZ4rDkjRBCCFljSoK6m+unqUwlEBnqBTBd76YQ1DaUm3pS9TTXu5YQQsrQzOVv02Z4ajFRiRBCCCFkNakU1B0uf9Przw/qDjuVlK0f9CwP3owepPNUGkH5m3EqXfzGJLb95gwgn8fpI1sgbBvTU3FISzuC4mK2mL8Zbu8qupS8Tbq9UqngmKVOJe2emphKQKSSOPHcdmzefgQAtFPp6/6e9IApxnoAY7ZXdtG1X3Qr6b+uF34MDOgmTQEFpRakqQO6a0WDl8ktlZU6ncq2I3SNxCLh2/Pwa9mVDOzMQe23kMUvx7A+Ei7HskwpXFQHS3vRFGYcvYeZgt52IutgtqC/VPOOBztiHD1xHYDtZOePBIVFpXjXehRmpgAAbn52/rpWBDETaB3v6gcApHp7sa5f73/3xi5cvlGHi+/r05bsoZSNyDndWcg/+wMAwPhTB3HiyVMAgLOHL+DIjHYhjeaqF7UiQiAHF1DlRSU/rPucKfvbMBN2OulrKaJxeBHj+IrEoWxdHqesKADAUYAyr4Gw2UuGg9nNX9+9tJLA92aFDiVCCCGkTnguCidHEdk0ANFkQd0ynQDW9QNjzMisJ5Vc+EvaFz1KVdNc71ayJBo+T8kXd5ZadrUSyh2rDrPIrSYVn/NyQlLJ42W2L3ONlJDFkSLLCEYVhDxlRwORwxc9sq5C1ghKOfM363hwTTuitkQ8pYWT9OA2AMD4sSfLH8aIStmJ83jz//4mAMBMrjjaYxkFJR23sc7ssz+p27GhM4a+pP5I7PBmIM8Y8einvwQAjP78IIafGAYAPHVaC1pLEY4WomDOs1DBqTTtFJ8XK2qEJDOjnoqm4EXN9LyRBFxLn1PBqEfuAiWDyjyBQohAXAoLSzJUJtfy+pICPGYoEUIIaXPKBnUDgVumUlC33zXyEFrod21mNwFIm/9op5L67xfwgjfpQcYtL5kF5HGMHNmCqQk/MiGLOGZLdrPqTiXTKfI2bQyioMJOpWKeknYqjU8lcPJgH9zpNLZ6R4I8JT+o20Mn1IUefb9gBvhsDwq6j5ox/WelQldNFV1h/rUXikJHJWp1fXidq4eCEiGkpfBFJTsag5PP1bs5S4Llb4QQQghpBEqCuoHSsGhUDur2A6dLfOIWjKgE+MKSUj3Af78AAIGwNLjzBEaPboKwbSMsmfK3kLC0JkHdlgVvwxAAlAhLc4O6lcriwmQCSCZx9OhObPMOAwCufp2+MuofAFfpQUDXCEuu4wRlgf6AbAYejMYEV3jzrq8+PgO6SWNBQanFYflbFTRIuPdi1OT5q7UTzLLnO5LCDg+/NE7IokPJikKZkreC+WoueAp50wNxg7IsBUv4bqIIEmntauoc2gYAyJwfRm7qwoJNE0Li4EwKs2fH8Jev2T6vfaIwC5HTLiMxpUvWnIPHMfu8nv71+aeP48yv9OxrvzqrOy/n82uTzVRJVIp1xhBdrzsj1jpdruclu+El9WxzOSWRL5Rez7DDSEI7koBiB8WCgmc6KHOdSu0ES94IIYSQBsBzUTg1isjGgSAqoVmQ6QTQ0w9cYPnbWqMA1Konp9CefeHlQEGJENKSCMtGsm8TEvEEMtlMvZuzJOhUqgcKynUrr0YIIYS0CfOCuoESp9L8oG5vXlA3nDIuJWCOU0kPlAVOpTfGsen6LCBPYvToppLyNwCIq1lYppxf+IOZUkANDS3rPBclogUtb9NGcxgBYUbfItDtTSEbXJbzE0kcfXYI7nQ3drkHAQAv+m0P7j/qa+UqPVOwc6EPjplIxrUL5jEHOb/8DV6xFD/sDqNJYEFqOcubB7AXXiUUlNqEhnYqCbm2OUpLoUHCvZfNIte1JD+pwvVX5nwrKvWWnHdtlLRDDqUIPKE/nguOPqbjKbjmZRkOhI7Zepv1qSjWr0sAALKz+gvXyb8IY0d+AQDIjI2UbcqPv/QgAKDjLZ/AuecOI//AvVCO/uLOT80ic0F3b6ZMHtK5kWkcNMHX0079X49zRaW+mP7bsXkAkU27AADeOt0ZK3QMYjKvxZCc44acXnpfUiBwfFkiiLyC5T+hUsAyX8Bhp1I7BXQrBShmKBFCCCHzmFf+Bhj789xcJQ8KOm7ADbSQ4nfrwsKSn6tkhKWvXMAL3qjvDmw7gZEjWyAiNibHtbDkuVkklN6bqRrTrTMdn9UqfwP0DHC+oOQ7viM4j5SXNW3L4NxUCiKVxDPH9iE3fB6XvvAMrnmVdr7nvqWvVc5NwRkbBAC4Qvf5PLsAz9N9XaU8KFGciEUvA/yaOJa+lUfVKpS7EX8zNygUlNqMhg/qbhYqCWD1FJwqtK1sEHfJCuHpYkuD00uCuIEFw7pLkJYWlQAoaQUB0f6rsHTWMfPFbAkkzcxuPekoNq3TNfV5I/RIIRBPXQMAmD53LhCVnOxMsK/EugEAwG9/7P+F8lx86eId+Mv/4yt6mwYQjKohLCptfEEvAKDnqsuAbZcDAKaS+hzPTxUwY2bFy4bOLWLKDqO2QMR0fqKWKH7w+x0iVRQLrQW0o2BwrPW1JUIIIYQ0CuHytyab/c1KJxDbsB4Ay99I69Jc70pCCFkGQlrYPdQLGwJOk43k+KISWX2YoUQIIYSUZ64TpmQWuJKgbv++dip5ABy36E0qcSkBZYO6gR54pvzt0jcobLrOzP52bAuEbWNyIgGltCMoYfYdUWreoPlqzQCnNpn2hhz8UZzXZ+Bl4Xp6+dmpJEQqgaeGX4B9uacAAC95uZ4xOPvQZuQ9PStvblyX6uWsWTgRc92UA2VKCV1zTQW8oOqEpW/zqWXJG51f1UNBqQ1RcywGDeFYmuOEaXpqfR6VHE+rfd1Cz888B9JC6/rBz6GSN9dTgUMpcCqFXn/+SzMiZeBQ6k5EsKlHl7xZxlHTEbdxrlvbnrNDHXDyW0qaEE3Y2DygOyUv26uDq8/vfBmuSe/HqJfHgcksmolpOPj+T0+iQ9q4+sWvxkmpp9o9OKzL9c7M5JFzivk//rVLx/RHfDpqoStmMgAiEnHzyR/MWCKK7jDVxlYkCkqEEEJIg+K5KJwcRWTTACCbK6jbTschevuhztGptJroUO5aCUqkWigokcYqg2s1YalW1OB6VCx1m7eBmD/6UVFMKooQfpkbhAxyeRRUSYmbjz+zmJ/zk4xYKJg8G9eLBMsTUS2UrE9HMb1ej9rkQiVeHUYpGeyOY3dPCgBwSb/+Ozh9BL/1npfDcT08+YFvNp1T6d+nZ5GGjd/7h8/hC9veBgB48tQEAGA66yDqZ06loxjq0gLcRiPE9SWjKJigqt5kFHJOJpYQIih1C5aphcvfCCGEENLelOQqlQ3qLjqV/J6a62XhG6+rDur+6gVceqve/+ZrZwD5PIaPbcf4hI5DUJ6eeCXpZRDxtEso3H1ZFZfS3H3LYsJUVJ1Dl2vylIxTaXQ6iV+f3AZnegAXzWqn0o0vPo6pH+uZiDOOyQqd2oyCpa+Ma+fghcLO9f68ea4woeimIfWFghIhpK2wLYkuRDCBQtOJStNwcHZqpvKKZBkoeHQoEUIIIVUzbxa4KoO6AVQUljylneYeeqC+NgYAuOx39PGGNh3ByeM7ISI2xqcS5tBZJE0wtl9+JvSMG/pxv0xtFQjPLieVQrSgA7i7HC12FRyJ0dkkZCqBA5OXInPqAl64eRSv2HccADBR0MLSVKEDMzntus/bGTienizGM7PBKVEons+qnU0zowLxbeV7Yp+wWigoEQANOAtcI8/81oos5AybW/YUfn2UK4kKO5j8md2EgOeVzjpWeggBYb4W/dnHorZAhyp+PEXMAwk/qDsRDWYgAxDMCNdlSrw2dsYxmNL31+X0l3r+Fz/Ayf/3WQCAhGhoUcm/invSMQyt06V9qQE9Evfv//zvuP2NKfT392PglnsAAHY8heR6PZ1t99AAjg/pTtiujV0AgN0DaUh/iltLIGJF9XayWOYWXM6wy2x1Tq8x4SxvhBBCSHPgucifPIPopn4g0lw/ZyPpOLCxB8BovZvScrDkrT401zuQEEJqRKOLSotx8uTJejeB1JF7770X3/72t3HgwAFEo1GMj4/PW+f48eO444478MgjjyCdTuNtb3sb7rvvPthNNkMOIYSQxqfEqVQhqHueGdgpH9StMqac7EInPLUOAOB9XQ96XfE6hR0vHgOsSZw4sStwKhXHGn2n0oXS8re1cCm5LmRBO4pijnZKrcvPIu/qQdGRTAIyncCBiRdg5/RhAMArNunZiscLQ5g+o3MyZ9UG5G2dlem42unkqTyUMNau0HUW5i5L30g9YM+SlBAO7K67W4l5SjVjyflJC+5ogVCdkDNpbmh3pZeRFMWwbT9iUSkAEWkejyBu68DpDpOh5IZ2GpESHTG9PBU4mCx0OJO6aaeeAQBMPXMQY0fGS4/dQKLSloQ++70bO9D3gj4AQNeODUhsHAQAWN06XFymuyBGnsaZkafxnrtej45163H3H92L6dFjAIALR9KYufSlAACnoJ93SwqkTb5UMmKhI6qXx2x93T2IwNjbzl2RZgnlzufzuPXWW3HdddfhC1/4wrzHXdfFq1/9agwODuLHP/4xTp8+jbe+9a2IRCL4yEc+UocWE0IIIauA6yJ38gxim/oBu7mCuiMdcdg9vXBOn6t3U1qGWs7yVqv9tAMUlMiCNEwZHIWltWMppYZlArqVkCWlbvrOApv7ry+oIHRbmU2iVlG7soRA3JS0hT/cpRlziloiEEY6o3q9pDsLa1xPy1oY1fXpMyMXkJvKz2tHPUSlTlsLX1f2JjD0Qi0Y9V2xCwAQ37EXYmgHAMDrGMCMpz+mZ8wsbjlHwTG1g3tFBgNdChfd/Dt4+l++DgBwstMYfuJfAACW/Sq9z2QE/R16atqeeATZuO50pTzdjoXe4u2Wya3c5ug8fPCDHwQA7N+/v+zj//qv/4pf//rX+O53v4uBgQFcccUV+PCHP4w//dM/xQc+8AFEo9E1bC0hhJB2oZqgboUCgMp5Sp5lZq/NbIZCh9l/t/77D8AVv613sOtq41Q6tQsT0zpPye9DCplFBBfMMlHso65mUPemTRCOPiHLOJUS2TH05PXZ+U6l4UwcT2U3IG/3YOPkCQDAS3qncD6nz3XiwhBmLZ0d5djaoeR6eZ2jBDBLqQxaUGKG0lpDQYkQ0vY0klNpqYwOn4IzM17vZpAy5HI5TE5OliyLxWKIxWKretxHH30Ul156KQYGBoJlN998M+644w489dRTuPLKK1f1+IQQQtqXSkHdIpi5TLOQsBQIAxbgZXSpmqc6zd9uOP+oxaGr/5dxAMCmoUM4eXo3RMTGxLTOnxRCISl1+VvEGgsGM/3phcNh2rXE26BzLWVGH9ueLSA1MwUAWJfTy2YdG6ezUch0As84WzF5cgzbk3lc3aMvwrlsChPmvLO27kvk3Rl4Sg+Olpa+afFNp5I2Vz+WND8UlEhFlBD1dykBpY4YupVWjzLOo4WYW95WzbZyjnFJqaIzyQ+JFqrojlEyHOatl1qhMrmoJZAwDqa4p2cRkbNjUJPaQuxN6Pp1ZyYDuVDJHlZPVNpgSs329qUAAIOX96P3sp0AgMTeS4Gh3QCAmZieHvf5jIPnx/VI1KmTYzg9rjseY7P63GZzbrHN5hps7rVwoqMLMprC7PlhKE+vc/7wLwAA3X3X48yg3n7b+iQKJnzaf1vrgHPfMVaeRS5d6Xqhz4qG+NyoEqVQ81ne7r//fnzyk58sWXbPPffgAx/4QE2PM5eRkZESMQlA8P+RkZFVPTYhhBBSF0Llb6LJgrpjnXF0bloHXGBQ90pRokYOJdE8fdh6U/0vR0IIaXF8UcluwmIvlZ2El5+pdzOaGAXl1e4GAHfeeScmJiZKbu973/vKHv3uu+/WMx4ucnvmmWfW8oIQQgghy0aZf/o/yoxiecXlygGUA6UKcL08XC8Px52F484i70wh64wj64xjwh3Gaes4TlvHcSQ7gSPZCfzqgofvj3bi+6Od+Ok/deOn/9QNqyuCXVePYfPGwxCOAwmFyak4MmctZM5acE7PQo2MQY2MQQyP6NvoKg2yRCNANAI1MAA1MAAMrkNkMIrIYBQd3Vl0dGfRHcuhw3bRYbsoeAIyncDRjkFMFCQmChIXdwtsFL3YKHqRtvqRtvoRszsgRRRSRCGErW8QetSv2pG/FsbPUKrFbalOrw984APz+m379u0LHs9ms7jzzjuxfv16pNNpvP71r8foaKmAePz4cbz61a9GMplEf38//uRP/gSOKZ9sZJpLviV1o6HCuoGlZf2QVWGeOylYvogLSAB+TI2/lhAClm+P9p3IShRzlcKOF7PMkkAk5FCKGvu0yE2bvzNwZ7W12M1pZ46wJGJdOjsmOiqQ98q/jn1RaVe3jQI8TDt6vVnHQ2HOaz8mBdLGHbU+ZiM9qF1IXVu0Jbtz+yDSO7bpY27TXyru+m244Op2PDOZw7PPaxHo6VPPAQBOjUxjyjiUZsfHkZ8e19sVtFMJngdh6QwkK66zAqKJLnRvvQgAkB0/C1h6/zNndU3+9HgWE7PaIl3wFOaeuhRi3uiCXEK/pCE+E2qAV+MMpVgshs7OzqrWfc973oPbbrtt0XV27NhR1b4GBwfx+OOPlyzzOy2Dg4NV7YMQQgipBfNylULlbwAglBPk1QQ9ezcLP/VSKQ9Kaed1kKuU2wZvzJS/wXzPfhN40Wt05tDGTYeB9UMYeTqNqSldZm7ZWQhb5xjZ0hzbsgBp8iT7+mp63gCgevTsdGJyAnJS91Hj47qNXdMZTOZ1f228oNswmYrjTH49zh8fQ1cU2NGpHz8zoUvzZuxzyDm6f1tS+hb0w4ou9naklhlKywnlfsELXoDvfve7wf/DM+u++93vxre//W38/d//Pbq6uvDOd74Tr3vd6/CjH/0IQHNPqEJBiSyZuYJB3X5MMqy7apSQNZvprayQtIQyOV8UkqEP6mIAvPk/FKzgZSbmbWsJLSQBgA0PoqAFGGn+CicLOIWS41rxGJLrkwCAPelpPDmZW7CNEgLHJ1yMo4A7PvYGvTCfD0rJhD+TSCwBmdDhiVb3eqgOPdWrl9Yzsk0qG0entdj13JgWjp46fBaHTk0AAM4NT2Fy+AgAYPbcyQXbUw1WVJ9bsrsPnrCD8jcAyGUKyDnF598XiyzztFkiLNYVS9/8EsFyGmGriEiNQl9fH/pq1Jm97rrrcO+99+LMmTPo79evxYceegidnZ24+OKLa3IMQgghpGFxXeD8acDZAZiJUJqFRGcc67esgzMyVu+mkCVi23bZgbuJiQl84QtfwJe//GW8/OUvBwA88MADuOiii/DYY4/h2muvbeoJVSgoEUJIGaQQ6FYRJKIRZPKFyhs0ECo7ybkplooCVI0zlFaL48eP48KFCzh+/Dhc18WBAwcAALt27UI6ncYrX/lKXHzxxXjLW96Cv/iLv8DIyAj+y3/5L7jzzjtXPRCcEEIIWZTQ7G+AH9Tt39eDfR7cxc02FuDltuj7Y91mYSfwTX3vRf9RD9wNbT6KM8NbIWwb05MxCBPQjYge5LMjEsJ3kZjcJdW9bkWnVw7V3QWxTrdJ9upjJ8/n0TmjXUbpvB6ojNsS4wVApOOYXNeFzKlxAMAmS7fpvOpHxtKz1jmuPhcPOQQXS4iSwdn2Q9VwdralX79Dhw5hw4YNiMfjuO6663Dfffdhy5YteOKJJ1AoFHDTTTcF6+7btw9btmzBo48+imuvvbapJ1ShoERWTN1Du+lUqgrfWbQcp9JC5W3LwXfHeCg6lfwSLN+VVFJiGdrWd89YArD9KWELOcAxxmjX/PWKvRDL/ICOdiSR3pAGAOw6PY0Leb3OcLZ8bbJfEtdz5hyOnJ/A1Ov/KHjMZFoj7ylMme0vZAs4Paw7QsfOaWfQ86NTGBvVHYfx06b8bPi5ssdbKa6ZjjY7fhbx7j5AOdhy9ctgJ7uRyxSQjOoRumTEQjKi7wcuL0sgYp5i//mRQpQ4k9rBkaRqXPK2Wrz//e/Hgw8+GPzf72Q88sgjuOGGG2BZFr71rW/hjjvuwHXXXYdUKoW3ve1t+NCHPlSvJhNCCCFrj+eicGoUkY0DReGoSUh2xRG31+Hc83QqVYsSgFejUG4PHpRSVc/We80112D//v3Yu3cvTp8+jQ9+8IP4zd/8TTz55JMYGRlBNBpFd3d3yTYDAwPBZCnNPKFKc72zSMPSEGVwnAWuKmopDi2l1A3Q4pD/yggLS4GQVOZ1I4QolmiFyuWEEY+E50B4JkMp/LybsjQR01PHxtd3omOjHuEpTOfxIuNGefq8LpM7OJ1HOf6//+fD8KBwx/+Wxu8/+FPdZiM25bMOsmZ0KTM1jVkjJGUuDFe+GKuEtCOIxLVwlhs/A6fg4TdvuhSb1umSuP5UFN1m5rlgdjxLBDPsBSVvSi1ncIasAfv378f+/fsXXWfr1q34zne+szYNIoQQQhbBd8uI8DBhyKlUzFPynUpOKE9J5yjpTVzzuAdlmTVy2/TfsW5Ik6dk/aPe91X/6ww2XZ8F5EmcfX4jZqd031COmj6kNQ3LDLIJkwOgpA10dtTmxP1TTaYhOnTOpuzS/dJodw7pceNQyuhlSctC1PTDxl0PmYhAvi+J/PPa3dTrDWHK1uKCn6XkehEdcA5222rNyMgIurq6SpYtNFvvq171quD+ZZddhmuuuQZbt27F1772NSQSidVual2hoEQIIRWQENi9ezdk5BfwCuWFp0bFnTmH7MQFwAhKZGFqHcpNCCGEkCIlAd3BwnJB3R4UtEjiAVDeIgPFfkRSbhvkmB44tKQWASJf93DZ7+mfu/17R3HhcB9g25id0Hk0IpKHsLUwI004t5QWPH8kM51e9rmWYNuA72pJ6r8yLRGP60iFdET/TeQjiPnucSmQdRzYnTawFTh17ByEkEhLnY04a/ulb7Nwg2oNhXYO5q5lKLeCwuDg4LwZdquNDuju7saePXtw+PBhvOIVr0A+n8f4+HiJS2l0dDTIXGrmCVUoKJFVoe6zwtGt1FD44c6eUkE3Yq5TCUDZ9OdwOLQf5C08p1jW5oVnt/B3agXB2SKpR6vi62fgZotikJ3QH3+pk7ojcdHoDMZm9Bd63lPBCFFfrx5VOPFHv4crX/l+TJx+Hv/4+WK5UaMgI/oLLtW/BR29vfp+p1527NhxvOayDehe34ut3Qn0xP3yN/0+sQUCl1e5fkiJq62WDrdGookylAghhBCyRDwXzvAI7A2DWuBpIjq6kti4rRfDxy7UuykNTW0FJQ9CiKpn653L9PQ0nnvuObzlLW/BVVddhUgkgocffhivf/3rAQDPPvssjh8/juuuuw5Ac0+o0lzvJkIIqSPSstE1tBWQthaymohzI6f0nZ4t9W0IIYQQQtqWSuVveh2UDBaqKgaHhSUhc3rQyxozDiWxDtGvngMAXHR7B/pfkQXkOMZ/3Qlh28iO2ZC2Hky0IzorR0YsSDMznOep2pS/KQ/KMqV1UTPgmbARMQ6luK1H8xKWh7gpvYtICdvYr3Iig2i3QGq7i3PHdBh3zNLtyskJeEpnePolgWTtee9734vXvOY12Lp1K4aHh3HPPffAsiy86U1vQldXF97xjnfgrrvuQk9PDzo7O/Gud70L1113Ha699loAaOoJVSgokVWHod0tyjKcKlIIeMrvSFReN7jv+5n851B5ZcPFg+BxaUMmdK26ypsZPZw8UmY9Kx5FrFt/EXdu0Q6lwkwWXkGLRDJiI7Fed0a692wGACRf+BL8t917AQBf+tg6IDsB5TZG+ZuMxLBu+6UAgHUD69Ddq8vbNpoyt950FMOTWQxPPocXDqXQnTCdo5BjK3g+pZnlREjA2L8FQi4l/7q3mFNJoZiNRQghhJAWxXPhDo/A2jDYdEHdnV0pbNk2iOPHGjukuX7Ubpa3pc6Sd/LkSbzpTW/C+fPn0dfXh5e85CV47LHH0NfXBwD45Cc/CSklXv/61yOXy+Hmm2/GX/3VXwXbN/OEKs31LiJNC0O7W4ilBnGL0oo0WaasbaHtAD8c2jP3fUFpgdePL4ZIGyJuwg/d0GiNrWvmk6lOJPr07GtuzozquB5kVG9vpTpg9W3U97dcBACY7tmFfzumQxGv+p3fhXJdPPHlz9XVqWQndG1/7+4r0btBW3J3bujENiMo9ab0iEZ33EbcBHD/8tDz6HZ70N/XC3vsJABARRNQtg6EVLYZBYnEi1+lsigA1jTUvaFQTTPLGyGEENLshH+wB26lwKkkAHjBImHuLxalJCADZ5GdMS6f8U5E5XoAQGL/CLa9S0cC9P7WDCCzmDwQQ/aC3iYR0f1BYU1A+FELngdl+nmqe93yTzabg3BL3UPCkrCi+nyjln4sJhVippsVswTsIPJB90/zahZ2RwG9W6KYOqLbZVtxOO6suQYi+M0l/LHYNorq1nJSbVxaSxWmvvKVryz6eDwex/3334/7779/wXWadUIVCkqEELIMhGUBsU4gN9l05W8nT+lZ6DbwG6AEjxlKhBBCyJozrwwuPHBYMgucCeou83UthAUhtDhkWbqszJqxYEs9+Ba3BnDzX+vy/6H37gIAdCanMPWYA2HbyJ3zXe5ZWNaEaQ8g/IP5A5CpNODP2mX5ieBz8B3PGT2TsJiZBjK+Yz4keJjNbTNjXUR4MON/sAVgm/PxS98sYSPrZJFKRzC0uRNHjx6HUh4sqQdMHZUD2rrsrX4OpXamLX9OCKUCh8xc5wxZGxja3aQs050iyvQPFlsPWOB1sdBzFdiZzJSvJpAbAKSpcxOWBWlcS14+G4R6235HwY4Ej8uuXrgdOhBvIq5Hs545O4t/ffoMAODUwWFzWAlVB1Ep0bMBANC/W7unNm3twuWbuwEAW9clMJg2Ad1RfT3iloTlj3IJYBYRHBydgpXKo7+3B+rcKYhufb7QRiUoISHs4v15NYrKa7myN0IIIYS0EcqFd3oUcmio6crfuro7sH37Fhw5cqzeTSFtTnO9cwghpMGol6hUC06c1jX4fdSFzCxvHI0ihBBC6sWCZXBBWHfRqTTXpZR3dJ8MACbMepa0EZveBACIygTicggAcPNfPQ0AWPenL0LXG6KAsDD7oyxg28idA2JSO4ssAMI4ikTWlMSlZ6HiZvQtYn5Kh51Kngc4uj8oTDYnMllgetrc1/mVKu/Om1nXkgqWqVWzhYBlZhyWrtm/kME5em4BHZ1xbNnah+eeO2r2IM0NKDttb4ujoOCJ2hgFarWfdqDtBSWhFF1Kdaah3Eo+dC2VUiMnSrVvtZLXwQIB3MWVJZT0rTTFwO9gD/5BrShkwoRuh/cXuJpi8GLaFl1IrsO00J2FU1N6Bo5fjU7jyeNjAICp4cNzzmvtRKXubZdigwkKv3xHDwDgkg2d2Nqt7dfdMQvpiD4naULDhZsp2q91gwEAXkc/np/2IBISvZN6FhThB3FLG8ryr6sHqFIXWCtCQYkQQghpQ5QLb+Q05OBQkMfZLHR1dWHHjq04cuT5ejel7tQzQ6mdaa53DGl56i4uBQdvY5FphYLBSspJ5wpJ1W0kAenPQGYVj+2fh6lLh+eUVkP7QpKl685VNAEvpmc/m3EFzs5qYejYuB6leu7MNKbHdf17bmpsfjNWSVSKpnUI5MC+KwAAO3f34NrtOmDyon4tgPUlbaSFEcsy5yGmTTij67fDgz9ipSwbymQL+LO4PZ+3oXrS6O/tgXDMCJznlJ2m1xf3WjecmxBCCCH1piRXKQjrLjqV/DwlpYxjx5PIO3rmXmn6POORCCJCxwBEpgYRN32++EHtWrrp048h9Wc3AQDSvxsFhETm+5PIn9c/kaPIwDKDTSJv+lTTGYi46UfZCziUfPtUwYgb+QIwazKYJnVf0ptx4ebNAJ9n/qpiwoCUQcQSLD9DCXbgUBJ+vw4OOrsS2LZ9CM89d6TCVSWk9lBQIoSQGtEK5W8D3ak6t6R+MJSbEEIIaSwUVJlZ4IpB3fCDugEITy/Lu3omXyltjJnZayMqiuikzsWMSr0s8avNeNknvgsAiL3v1XqZdRyZ741B2Dby5xWirhaAZNaUsaWyELE5QpIMDaK6btEVbsQolXehzPaeGbB0Jj0Usno/OVPS5ihZMvgpghnbRPB/gfkDekq56OpKY8f2zXjuyBF/49Jr1hYwlLseUFDCyhwVZPWY+3zU1bEELOzcWSvnUgs7Qpbz3KpghAaBPTlwzbhOMIJT3HOsdFtTzqVsXdrmReKYzuvnciLn4uyMLnU7M61HlM5M5VDImTr6hWb1QG1EJRnRbe3b+yIMmbK2a3dpV9Llg53Y3K0f71LaPSUnh6Emz+vzyUzBy+fMjsw1siMQJnBcxOKQ0aQ5d+POsjyoaArHz09BRRPo712/4Ou6ZZ1JClAeOw+EEEJIW6M8qNHTwMAQgtlJmoTu7m7s2LEdR44crbxyC6Kg4NVolrtyLn1SnuZ6l6wy4R+1FJcaj4Yph5tLq/7AXiEreo4qfYgLgaCEC/MnIIMdLQpJ/r6ELJa5yWLZl2P2k8l7mC3odWcLHiZyWgyaNH+nsgV4RnCIGHGmMDOxQPOWLiql+rcCALo3bUPfpi4AwIt29OCyoU4AwNYuLXytExlYYzrDyRnR9fKFsbMoTOvROLfgwDIhkVZCC08y2QFp3DdSSAgjWJVcG8OJ0fNQVhR9QxvmnJRc/P+EEEIIIatASfkbUBrUHepuul7e3NN9lJyQkEL3985bEUQcfT8y2Q0AiFlxRJ7Q5W+/8bFvAwCif/oaJN+gZ7LNfG8CufNmm7weaJQzLkTMOIasYg806Lq6XrFNBd+pBHh5fd/VY4HIzViYndUDexlH99vynoTrl795gCrXl/b7X0E/rBjEreCgu7sTO3Zsw5HnnguuGd02ZDWhoEQIIatAM5e/nRw+DWVH0d/XW++mrBkKgMdQbkIIIaRhWSxXCUpAQYs+nslVclyJnDC5SiKCc5YeULPz2mluT3TCEnpSE+vxjQCAaz/2TUT/+GYAQOIlDma+PwtYNjLn9TaRGQ8yoo8pQoZ13xijXMBztCikfHHIBVwjGjnmsVwugum8FpSm81q0mnUFcuZ0HFWcp02JJfRPlEJ3Vyd27NiBI0eOtJWYpGpa8kaHUrVQUFoAlsE1Ng3rViKriz8ao7zQlHGyWIZVztkUjOSIEoeSP2iUNyJCzvGQNS6e6byDWROkmMkXrbO2mT0t2qHL0GbPDy/e3JCotPdl/wEA4DrFNtoxG+kO3ZnY1qsDtnf1pbBzvS5JG+qIosvV08zKC88AAAonDmFmWB83e3Zcn8PUbJD/Y0VsRFLazRRbp0PG40JAxeLFa2SunZL+NLRWcUY3s+zk8GmoSBz9fX163XkjYoujhGiyz08FxQwlQgghhPgoD97p05BDQwCi9W7Nkuju7sKOHTvw3JHn6t2UNURB1WiWN1BQqhoKSoQQsor4opK0Y/DMDGrNwsmTpwAgEJUIIYQQQupNSVB3yTK/DM44lTwJx9SY5cUkpk0m0jlpytiyNqwJHWNgCT2Yh8c24pq/+BcAQPzO30THq2cBITD+IxewLUyPR2HbxqEUqsDzXP0f15NwXX/mOb3MURKOWeaY4PCca2HW0YN4k+bvjCORMab2nKvgmqgF14gkSgc+VnmNgC4jKh3xg7oJWQUoKFWATqXGh26lNkTIUP5P6L0pyoRlh3OTzLqOpwJnUvA3tKzgKjhz3CoxWyKW0B2Q5Hpti54eOQYnO125uULi7GgWztQZ3HfHy+CY12nclkhFdJvTUf23KwpYU6N6wxMn4ZzSI0vjx7QrafrkGcycM52jKS1Qea6CbWYciXVEkejVvRErrq3dnuMW5wSxbCg/ZNLkSCnLLt73r6G5bidPnoKSEfT395ecU8t9JipAseSNEEIIIXNRLtzhUVgbhtBsP591UHd7iEq64K02ziKvjUoFV0pzvSPqCAO7m4OGmxmO1IRgRrfwqMwipVclM5GZ+x5EMNJTCI36FPzRHw/zlgFA1Nbbp+MRxFNadEl369Gs3KY9OH/4Z1Wdw/nDP4NSHp66kMeb+sZNQxXEjBaHvBG9zDk/gumREQDA9MmzmDoxpu+PaOFqdiyLaVM25zczJoFU3P84TyPWaWZv80wQt21BmGlzRTQGZevzgGXs21YEyozW+TPDha/hyZMn4EGgv78frfzxxwwlQgghpMkIZykpU9IPPbDmwYLrZQEAeVcGMwBPmX6QJSOQmQEAgDQOJaWScE1Q94v/2w+R/v3LAAA9N04DchIjP1uPqUzCbKMP7amiG6ngWXBCziQAcJWYtyznCWSNa2nWuJumHIFZU7GVcxVyJpjJE/qvC2dZ2T7tIyrVLkNpgWl/SBkoKBFCyBohhETv5m1I4Glkss1V/nbq5EkAwMBAf4U1mxdfgCOEEEJIYzNv5rfwMjMAqVAIArpdL4+8q2fE9Wd+E7YFYQbSMKvL+z2VhKO0YJT55RZc+//7NQBg/Ru08NS/4XkcPrwXImJhzIRqKyCYna2gJPLBfd8ZL+AY3cvxlykBP6Yz4/91gBkT8jnrusiZ0r280H1GpZzidPYVSt/8q+IPlbWDqKSUglK1yVDSWUyUSqqBV2kZCKXoUmoSWA7XZFT4clTVTlUvZPDc+0+7q0K16Erfwo+Hra1SALZlArh9h1LMRneHdvnkevTIl1PYHGwzefo5FGYmKjbtg3/yMfzRD/8Shw4dwunPfACeo7/4HONUmj03g9lzswCAmdFZnM3qY42ZkPAZ1ws5k/Q5dkcsRKR+POG4EGa5FTMdpkgMMmGyASIJwMxyomzTEbKiQUD3QtdYKIXhkycAICh/48cgIYQQQtoKz0XuxBnENjffAFs7iEpk7aGgtEzmihMUmBqfcs8RRaYWYY4IooQoCkXmjqeKJWJKqeC+/3j4pWAJgYgRZfyMo+5kBP2deqa0fHimtsg2AECsqw+5ibMAgNzUBQCAm88GI1/+zHDrNu3Aa7/4c3iug/92xT784EP/oLfxZ5hzPIwb8Wi84GF2kZnHCmYELGUVz9+KWrATWjCKpPQIm0h1QCR0mZ6KxKAiRlAyJW9K2lD+WNYCbwn//XPq1EkIAfT1NV9HqhIseSOEEEKaFKV02RsAZZIjBbySgG7X9Bd9p5IQEsLvQ/ldqUwfXONQyntxZFw9ePii/0v38bbcEsPO7aOAdQ4HJq+EtC1MOHZQ0lbwRHEm4aDMDfC7jsFfAI5f3maWZVwPs2aFjOsgK3S5XsE4lFwvD0/5Ad1+/9BDuRnJFurRtLKoxAyl+lDlcH99OXbsGN7xjndg+/btSCQS2LlzJ+655x7k8/l6N40QQpaFtGzs3tCHaBPWZ588eRJnzpypdzNqijKh3LW6EUIIIaSFcV3MPH8ucJo3E76o1HooKLg1uZUT6Uh5msKh9Mwzz8DzPHz+85/Hrl278OSTT+L222/HzMwMPv7xj9e7eQAY2t2stFJJ3Fq87lb9GvlOo2qmRC1TmhUucwucR/5jSgX3PfP/uUizvRQCETNilTQOpZ50NCiZ84naErGE/hhNd8eRy3Tq/bvFL+lITG+f6tSuoF0bu3DDHl2nf2Hrlbjiym/h+GwG//NRXU6W86q/xn4YZMwSwQx0sc4Yol1p3b5O/ddKdwPxDtOgBJStnVZK6ra7KOYO+IRfTbKM6OU7lebO/kYIIYQQslaUy1IqPugFTh4PDoSnzQhOOU+FmeRWSQ9OVvfTHC+JrKv7SpMFnaF05f+YxMVX6GiCfevOArMX8IR8Aaag+2EFhSAbKXAqucWoBccrOucLwWQwuo15T2HW046qjMgiK2bMfvTxHJWDp0zguGecSsvsm7eyU4msLU0hKN1yyy245ZZbgv/v2LEDzz77LD772c82jKBECCHLwZYSW5IJ2BBwmsxee9IEdbeKqKQWKS8khKyMY8eO4cMf/jC+973vYWRkBBs2bMCb3/xm/Pmf/zmi0Wi9m0cIaQXCM75Bl74JIygpVQzohleschFzYxMsD57JpXTzfchN6siAGUcLRuOFbpx5VA/MXblpFEABg+dP4ExqK6yIhfF8USjKm25FwfMCISkQlpQHzwyg5s3fAhzkTHlbVswgh2mzH52z6Xp5eEZwKg6ZuqHchqX1Y1pPVFLF0PKV7qnJjQZrSVMISuWYmJhAT0/PouvkcjnkcsWZlCYnJ1e7WQDKuzjoWmp8Gj1jqRFeQ3V3dC0QGL3YtSlmJRXvl921KIZMx22JgqePVXD1kFWXAqANSLCMNSgdszGR1s6j6WwBOaf0SyxmS/SYxzet0/X4+/rTuGRAO4cGI3kM3v0OAMCLf/IhnPHyeGo6u3Aj59Bt3FProxaSvTp0O9mbQqK3CwAgu9brvx3d8KL6+CoSh7J0p8gx+yn7VIrqJkttHVFJMUOJkFWkGdzmhBCyHJTj4tzRc+jd3ovA6tQktJKoVMsMJcWSt6ppSkHp8OHD+PSnP12xA3Lffffhgx/84Bq1anEW+vHdCCIBWZi1FJma7bWghFg7UWmR2d3C1y0cxF2pZSIob9P/t4S+AUDEEoib2d28WPFj0n88bsrhupIRZIyvOe94QUmcPzNcImphfVKPvA8aYWlrdxwb0lrQsc8eRe7sKQDAb9y4FY7n4ci3nkZmkdGVmBSBkLTRlNt19yWRHtIjaMnBHkR7tdguu3r1dYmloaJacPLsWCAkGYc1PFW8Dst5GbaOqEQIWS3oNieE1AW/TyVQDOj2H/NQHF0Lb+I7lCwHOVcPzmWn9KjiTCGG8bwepBvN6sDuS7onsS1agBw9gzNdfZgxndCc6WgVlAfHhGk7MPsWLlxz35Fm9mDk4QjtnsqrDBxPl7q5Kmv+FkKh3HqbWjhpWklUImtPXQWlu+++Gx/96EcXXefpp5/Gvn37gv+fOnUKt9xyC2699Vbcfvvti277vve9D3fddVfw/8nJSWzevHmRLQghpH7YUqIbERSQZ/nbWmNCuQkha0cju80JIc2FgirmKIVK34IZ30J5SkBIWPIXOf6mHpSlF7oooGBmWstB/53NrMN0QQtKY3n9U3ok243dHQUAHiIj55Hp6oIdtTDl6W3yIo+8zJtjmgwk4cL175tcJBcOXD/nSWXhGQHMcfVnoOcVoNTc7CRvXg7mcmgFUUkpFVyfle+LDqVqqaug9J73vAe33XbbouuEE+iHh4dx44034vrrr8df//VfV9x/LBZDLBZbaTNXFZbHNR98for412JVnUqLuJOWigz1M9QcR44UgD9zbERJJCNzt7WDoO6YcSClYzYKZUQI//FkxEKPcRGtNzvsTdiIZcf0ilPn4Ezr+nhh7E/7OmJwJxXGUUB/3A6mLbVNQ9O2xHrjmkoNaNdR5+ZOdG7RQk564wCsnkG9zw79Q03F0lAR3flxIYJpasMt98sBrRW8vE+ePAmhVCAqNVLJaDV4TdZeQpqZZnSbE0JIJbyCh1OHz2Hjrt6mqwVqflFJ1axUrRYiXbtQ15d5X18f+vr6qlr31KlTuPHGG3HVVVfhgQcegJS1+5FJCCGNhBQC3SqCiAByTSZyNKtTSQFwm+xaE9II0G1OCGkGtIPJD+j2l3pB6Vh4Xg7f5eKpAlzLlKNJE5ZtzWDWlMFNTekZdMdyUZzJ6oHDTSmgP2rBOz2BmSEgErEwLcfhmLI1zy958xwof8Y2I154KC5zvUJoRrdCsKxY6hZYqsINX+7lCWhmUUnVMJS7qhmnCYAm0U1PnTqFG264AVu3bsXHP/5xnD17NnhscHCwji1bHehaIqT2SFGcWUMIAWG+vH1p2hKi+B+o4JF0VL/3ItJD3Da18Caou+CpIDfJkiJwQPn5S+mojWTE5C3F9DZpUYDMTAAA3KlxeAXdIbDj+uN4SzKCJydzAAQ6lY1NmxPIKw/C7NxORBDr0LlMKRPunRzsQXqjns7W6t8Eq0ff9+K6o+NFU3CEabM7P5x8oY8X6VvHyzy+mPvIF5Xi8fiC6xBCWgO6zQkhZD5uwcPzh85i6+4BoMk+wppZVCJrT1MISg899BAOHz6Mw4cPY9OmTSWPtcuUfuEfbxSXSKNRs9K3cqMBylty2ZsUIihf8kUeVxV1ESmKgzj+jG1aZfHr34rakhuUgllwzXSz/r7Do1mWLO4raurG4pYMBKWOiLlGM1OQuRm9fa44o1usU5ekdQymcMmsHol6cjKHK2aBU04BG16xSx/HtmCntFAT69KCUmR9L6x12u1p9QzAi3frdsb0454VDUrzXFU0Axf1MzFPVFroU6ba5/jkyZPo6uqqat1GgRFKhCwdus0JIQ2LUoAI9XpCAd364ULQJ/LdS/CKM3wpeHB9x5BxKBWsWeSFDsuexToAwGSuC+N5PTnKmUwU/Qn92TbgdsF5roDszgwcW/f9PGWylJQTuGn88ipPOcVje24xgDsUxB04kxDettghrVVXpigqPVejPa4FCgo1ylDiLG9V0xSC0m233VZx9IsQQloRSwhstGOI2xayTm2+JNeK4eHhejdhSbDkjZDVo93c5oSQtccXZkTZYbHSgG6zYjDzmz/MpoO6/dI4LxB9/LIzTxWC8rec1DmYs3ICU9CDaGO5LpzP64zL7kgU8IDRQxJiZwaRaAQFN2OO40B5vlDkHy9csqVCy/3+n1u8HwrlrkWpWzm6u7uxbds2HDvWLKJS7UremKFUPU0hKJFS6FYipIhQquiQmjO5R8l6QkAGI0D6/wBg+V8YUkD4JXEKQUmcZTolrgiP/8x/31lCBIHWURPeHbcFEqb8Teanzd8ZqLzuTMBzISP6YzjSqUe2Ojd1YtdkPtjvIyN6uzdnHTw/NYPum66DiOiSNxnX28h0F5DUHRkv3gEvZkrdLL1ezlUo+BclfG1CweQydJ8QQmoN3eaEkHbFKbh4/tDz2LV7a8ge3hx0dXXXuwmkwaGg1OTMLT+hwESakkqjCcFIUvXfwtK8F8Klb55RUCTKiLKeKs74poTOVELxh44nAaXmv7/8bSwhYKrbYBt1Jm5LWI4uaxN5bY8WhSzgFAUjGdUfw9EOPZqVHuqAk9V25r1RicELevsn/uUoXKXQ/8LzsF70crOxzkVSdhwqqsvgVCQR5CXlTQ2Xo5Q/2BZci0pIiBLdrNlmbFsqOpS73q0gpHWh25wQUhf8/osQKJaJhZxK8wYjQ2VwIYeSlLq/5ikHjtT9OEfqAcKCnEVWTgIAZuQYJtAJADhb0AN8nSqNlBrCuaMeOjbnEI1G4Lr5UCmbf8RQ6ZpSANzQffO4uV/OQdPu3ZhSh9eKd1ab/bQBFJQIIaRJsITArv4ejMRjyGRz9W5Oy8GSN0IIIYSsFoWCg0MHj2L3nu3+mCCpIbpIsDaCUq320w5QUGoxWA5H6okSYnWdLAs4lfxjhkvfVFDJVnQqBfnbKC1/A3SgtgiqwlRQvuaFbDolg1wG38lkifmh3NLJQfgOJccIQJ4L5RazkKRxFsW6dYC2m81DGTtRNBVBelJvN5DRrqVn/u5HuOovrsahs2cwu+kKsxMJT+iP84Kn4Ect+QKJG5rWTYii88jPGBChcyr3qdHq7iRCCCGEtB8KqiRPCfD7egXzuBUK6zZZSnDg+UHdnu6jOTKPgtCh23lrGhkxBgCYlrpvNyHTSCjtWoqIbpw6NoX+zRZs2+9fzXUi6SMVG1rOleSVPEZIvaCgRAghTYZtW9i9eQMOxuPIZLKVNyCVUSx5I4QQQlqBsuHcSoVGBIszvwXrlgR1h0vQ9CCma5YJIUvEJUCXwblmYM/xcpAyAgDIm9DujIjBljEAQEymARc4fnQEm7amEY1GywRtl55Hkfkik16P+NQslJtCXdW0paDULs6dcFgxIQ3Lcj74w9uE3Ephp9LcgG4pREmekr9C4EpSIVeSEsGXczlHsv+ukiIU7i0A23f5GDeScHI6MwkAXF1vLzwncCBBWhAx7VCKpBIAik4lvSyOZMZML1vQnRYZsXHya/8AANj3n/8UB4+cwVl7PTx/FhJVdF15oS/D8CeBf8WCzCgRuo9FrEotDkveCCGEELIWFAoOnn32MPbu3YVIpN6taRGUF5oRb6Ww5K1a2lJQAkKlMS3+A4Kh3e1NtS/vpn5ZlBGXSl73oZOTIZXEF1t8ESn83hALXLe5YdYCxTI34bkQrhZ9gvI2Jw/hFsw+fWtyaK64SATClLzZaS0kxTwvCOq2U3F4eaf0mJZEJKW3KfzgG9jsevBecAtOTYeDHOe0M9RuKUpL3fzH273UjaHchBBCSIszL7ug6ECa51QCjFsJoXUBQJa6lQAo14Hn90GFDeHp+45xLUlhB64lyyyLyATyTgxHnhvB9h3rEY1Gype0lWt/eFHls24bFMIB5yvdFwWlammyiQsJIYSEsS2J3bt2IRZP1LsphBBCCCFkCRQKBTz77EHk84V6N4WQZdG2DiWfVQ8RbjBYBtf6LOflvIChp/lYglvJD9Mud72sBa7B3GujXUl+WKMLYcra4BmnklsI7iMUxA1ptHxpQdh6xEokUgCACHRZG6DL4JRbOkIiIzaseFTf71in2/vU9/DiK34Lhw4dwqmxqcCJFQ7a9p1UJeVt/uNifqnbSj8XlRBN91lDhxIhhBDSOiio0hyl4IGwU6noPPK38dFupdIJYfSmc7exAquQEA6EWV7OteQ/JoSEJXV/LlewcejQCezatQFR41Kv1KFnl6UcihlKdaDtBSWgfcrffFgG15rU6uVbbiazpqTMF4ooY8qs+jSVV+wshMvXPC0UCc8pCklOMS8Jc0vdvKKwJKQFxBJm3WJ7LSM4WV5x//78suEyORFPmb9JpE//ApfGHRS60jg/OVtybnNndvMFM1/XEqGV2+VzsBzMUCKEEELaiLJB3cDC4pJZLxCXvLLbKj+Bs4zIFOwvlAEqRRSuAxw8eBR79mxFNBot39wqT6tdUap2ghJnz6selrwRQkiLYNs2du3azfI3QgghhJAmo1j+lq93UwipGjqUQrSbU8knfL50KxGfkkGbpWxX7ftoCSMIolb21SWsO++YyiuOVvhhjMoLOY+cIJQ7cBUpr2zbhWVGruwIlO9w8l1HUkKZMriwmynAjgbrSlMmJxMpwNLbdE+fwGUX7cHhw4cwMZ3Rj0vAwvySt2C2uhpO6dasnyEM5SaEEEJajyBse6G+TllrfrVupdD6Ja6luY/L+X1QNX8eYSEicAoZHHz2OezZsxORKKd/WxqKodx1gIISIYS0GL5T6alnDiKbzda7OU0DS94IIYSQ1mTBPKVghYUyH8qJQ/P7C6Ui09zcpXLixALLhETBcfHswYPYu2ePmf2NVIOqZYYSr3rVsOStDM06wl4L2s2d1Sq08tNWK3eSv695N88pe4PnzrvNX6d4E25xG3/fOmNJ34Jl0iq5CTuib7G4uSUg4qn5t2QnRLITMtUBmUhBJlIQ0bh2K9lRKGlDST1G0DE7inX587j0oj1Y15GABQEpENyEKAZxS+h8JaEU3/9Nwr333ovrr78eyWQS3d3dZdcRQsy7feUrX1nbhhJCCCFkWejyt2c5+xtpeOhQWoB2LX8DiufczsIa0dQzoLtqIWmlglO593honyXtmBuwrbximVu4/G3u37mEArbLPlam1E2YbSAlhK3DGkXMlMnZESg/3FHI4LidziQu27QeT526gJnZYvlb8HSWDeIO32+vz4BmKXnL5/O49dZbcd111+ELX/jCgus98MADuOWWW4L/LyQ+EUIIIe1AxfI3oIqpj8v17cq7lqDcRY5Xqf8qA1Fpz949CwZ1kzC1DOVmyVu1UFAihJAWxrZt7Nq9G88ePIhshuVvC6Ggmqbk7YMf/CAAYP/+/Yuu193djcHBwTVoESGEEEJWA19U2rt3L0WlqqiVENQcfcJGgCVvFVBCBLd2wy+BaUeXVrPRhi/PUkfQouupCjdv3i1cEhcsD5e4ufomXCf0uDtvG+EHec95DwkpIaQ0ZW8ycB3pWwQyGp93E+GbXx7nl7xJu1jHFj6OaUPKncG+PXuQTurZ34JSN7Kq5HI5TE5OltxyudyaHf/OO+9Eb28vXvziF+OLvaRX8QAAF5JJREFUX/wiFD/LCSGEEJ21U41gEO4vLoq3wK30eEv5p/OUdN/OKTg4yNnfSINCQYkQQtoA36mUiCfq3ZTGROmSt1rdAOD+++9HV1dXye2+++5bk9P50Ic+hK997Wt46KGH8PrXvx5/+Id/iE9/+tNrcmxCCCGkGVhS8PJig5MLspDQVM0NJfsvZipRVFoQpUveanPjIFy1sORtCTBXiblK7cpyspRW9f2ykDOp0rHKbFc2q6mc+8kP2A5v4zuQKrULCDKOhJAATEaStCAixr5scpOUW6rzC2vOtLLGxaS31x/hStpQlvk4FzKYVSTcrmh+ClEA+/buwcGDh5DNZBZs63Jp9s+HWpe83XnnnfjABz5QsiwWi5Vd9+6778ZHP/rRRff39NNPY9++fVUd+7/+1/8a3L/yyisxMzODj33sY/ijP/qjqrYnhBBCSGPB8rfF0d6uWs3yxgylaqGgtAyUEG0pKgGl4kCz/3gkdcYXPZYSerccIWkpItJi981MbSXL/JK5uftc7JyELIZyI1Sh7S+TcwK5g+Wy+H9fSPKvoWUVr+dcMWkOMTeLPXt249ChQ8gsKiq11/vbmMtrSiwWQ2dnZ1Xrvuc978Ftt9226Do7duxYdluuueYafPjDH0Yul1tQ1CKEEELajaqCuivuZIF+6HJ+Ky3SpxUQFJUWpYah3MxQqhoKSoQQ0mbYto3du6sRlcha0dfXh76+vlXb/4EDB7Bu3TqKSYQQQkiTQ1GJNBIUlJZJO5e/+bAMrrHwn4bVfEkq1UQB4JWcSeVK2srdD5e5LTbqsdDjwRMTXua7jQBhHEh+yRvkHIeR/3jIgRQ4k8xjKlTmpu+L4v3wtmaZLGQRBbBn164yotLyn2ChVFN/HjTLLG/Hjx/HhQsXcPz4cbiuiwMHDgAAdu3ahXQ6jW9+85sYHR3Ftddei3g8joceeggf+chH8N73vre+DSeEEEIalHCe0orcSiU7rW2/ItxGikrlUAhiJVYMS96qhYLSCqGw1Pw/IluNtRCWGopyJ7oUMakaIWmhYyqv/OPl8AUfhCQbIYvHtBYoVQsLRf7/fcGoXG5SuQyl0H7CRISHPTu24uCR5+lUQjFMu9F5//vfjwcffDD4/5VXXgkAeOSRR3DDDTcgEong/vvvx7vf/W4opbBr1y584hOfwO23316vJhNCCCFNw6qISytgofBwikqlKFW7krfalc61PhSUCCGkjWH5W/Oxf/9+7N+/f8HHb7nlFtxyyy1r1yBCCCGE1AWKSqTeLJ7eSqqm3R06Qqm2dmk1Iqv1kqw4Q+rc9ev83hBLcRH5eBVCu5fVEGFuumTNv6HMTUl73q34uICyzKxu/jJph/YXut5S6luFoO6IBHbv3o1EIrGyc2xiFHTJW61uhBBCCGl+1CL/1uq4lfBFpXw+v6ptanz8KVZqcWNfrlooKBFCCAmcSu0sKrmqdjdCCCGEtDaLiU3LEZxWsi1FJQBQxUzTFd/YmasWCko1RAlRdzdGvfGdSnQrkaqp4J6pKeHg7Lkh2nMcSGWdTdXas3ynkZBFl1DwmKjejSStorPJsgDLKnUmhY8z5/8ly6q8NrYl215UIoQQQghpRigqkXpAQWkVaHdRyYfCUv3xtYjVYKllb23xvigj4Ki5wpKUofK3BW5GPIKUQXlbuRK5UgFKb1texJorMhXL7+a217Ykdu/aiXgyubxL0MTve5a8EUIIIaRWVHIwrUYJXbuLSku95vUqaWwlKCgRQggpoR3L33SGEkveCCGEENLctK+oVP8Mpfvvvx/btm1DPB7HNddcg8cff3wlJ9QUUFBaJdrGkVEFzepWaCWa8aUYOGrCLKWEa60RpY6guW0tCeKWC9/CbqTS8jc7uJUL6i453tyg72UQsSzs2rNn2U6lZoQOJUIIIYS0Am0rKvnxFCu9LUNQ+upXv4q77roL99xzD372s5/h8ssvx80334wzZ87U/jwbiAb9ZUYIIaTetKNTiRBCCCGkFWhbUalOfOITn8Dtt9+Ot7/97bj44ovxuc99DslkEl/84hfr3bRVhYLSKkOnkqaZc1VahdXIU6o2ozpYf6EGrMR5tJbvrzIXscRJNfc85jqFFgninu86muNMKhvAXcxCKnE/zTn+vG3moMq1Gfp96zuVlioqNeN7niVvhBBCCGkl2ktUqmV+koJSCpOTkyW3XC5X9sj5fB5PPPEEbrrppmCZlBI33XQTHn300TU6//pAQWmN8IWldheXmvFH5lIJz3S30K2u7auzsLTo+2CBUOt6ULbkbi5zStpKlq/kFhKRwuVvcwO4y84mV02p2xIFvFYvf1u3bh2y8DADpyb7O488JIBUKlWT/RFCCCGELJd2EJV6enoALK9UbSF+/vOfo6urq+R23333lV333LlzcF0XAwMDJcsHBgYwMjJSszY1IhSUCCGEVKSVy9/27t2LrUjg3zFRk/09hjFcgg6sW7euJvsjhBBCCFkJrS4q/af/9J/MvVoISjrc+6GHHsLExETJ7X3ve18N9t9aUFCqA3QqoWHcOitlue6jRnAvrcZLcM2aPy+se47tqkwYdrB8sfI0H1lm+7KlZqJkuSpzW6o7SckFQrn940lr3vHmOZPmPh7ePkRVLiz/8oTK31rRqfSvh3+JQ5jBBayso3USGZxBHo+cP1abhhFCCCGE1IBWFpW6urrw6U9/GiuZoa2IB0DgpptuQmdnZ8ktFouV3aK3txeWZWF0dLRk+ejoKAYHB1fYnsaGglIdaXdRqVlZbfFnLcWl1Sh/q5aKpW8l684Rafx1FhOW5jw+ryQtfL9s2VnpbWGRKCQuSatE8KmUl7RghlKwn/n7VMLMBGfZ5cvc5l6nCtd23nWoQMSysGfXrpYTlXbu3ImLkMZPML7sfXhQeAxjeCG6jPWaEEIIIaRxaGVR6Q/+4A/MvZX8htJlc08//eslbRWNRnHVVVfh4YcfDpZ5noeHH34Y11133Qra0/hQUCKEELIkWrX87ZGzRzCCLE4hs6ztD2MGOXh4JDNc45YRQgghhNSGVhWVIpEIvv71r2NlLiXtTtq3b9+St7zrrrvwN3/zN3jwwQfx9NNP44477sDMzAze/va3L7MtzYFd7wa0O75Do9lLv1aCUKop3Fr1eI7Cx1zNaxTe9UpP09++2uaGz6vkGofdMsqbs42E8JeVW6/k4GVcSsoLthPhfZd5PNinFdrPnPYAALwyy+buvwrmOYtkGd0/7NKas6ysE2sVXjt++duhQ4eQyWgBptk/x3p7e3EluvAYxvE6xCFQ/XVz4OGnGMfn/+5LiMfjq9hKQgghhJCV4YtKe/fuRTQarXdzasbrXvc6c08BS+jHFbdROH369LKO/YY3vAFnz57F+9//foyMjOCKK67AP//zP88L6m416FAihBCyLFrRqfTI7DCycHEYM0va7leYQhwW3vjGN65SywghhBBCakcrOpWEEPjRj36EpbuUFAAXgFxR5tE73/lOPP/888jlcvjJT36Ca665Ztn7ahboUGoQlBBNP7q/XJrBndQIzH19rNZ1q+fTsaBjb65rR3nlM4LKuo6K2xSXWcVdqQV09TLOokXdRlb5bVblXV3m3Cs6kxbKk1pJM0xQ9+7du0ucSsXjNN97O5FI4K++9AD+8K1vx3akYFcxupWBiwOYwL888j3Ico4yQgghhJAGpBWdStdffz30DwAPuoNeDbrHPj09uUqtal3Y820g/JDidpkFrl3Oc7VolZnyylHxfVBpprRyt3Lh1+EA7Lk3K1J6kxaUFVn8Zscq36zoym/+eYSOXdL2MjPQrSZ+UHcyHq/brIW15Pd+7/cQg8STqK5T8TNMYBBx3HDDDavbMEIIIYSQGtOKTqWDB5+FX8JWGQXAw9/8zd8glUqtbsNaEApKhBBCVkwrlb9JKfGVh76Dn2MCWbiLrjuBAp7GNP6fp/59jVpHCCGEEFJbWk1U2r17N4oupUpo0anVw7NXC5a8NTALhhW3AHQm1ZZmCTZfM6pw5FRd9lUu/LtRWGabavVamfu55ItKhw4dwmw229SvyZtuugkDiOFnmMD16Flwvccxjt1I4eKLL17D1hFCCCGE1JZWK387c2YU/f390KLSQn1m7U769re/DcuqtjyOhGnAX0jEp9nLRsI0azlfMz0HzdLOpqNCed1a3ZS05t/mvK+qvVV96nPK16opZ/NFJb/8rZn59i8fx68xjUkUyj4+ghyOI4PvDR9c45YRQgghhNSeVnIq9fX1QcsdiwV0ewAEXvWqV61Zu1oNCkqEEEJqii8qxePxejdlRVx66aXYhSQex/i8xxQUHsMYLkcnhoaG1r5xhBBCCCGrQCuJSrOz0+ZeOUFJZyz9+7//FKKJDA+NRlsKSqsVGltpNH+pt0ZktR0Rq0EzPwfNdq3L0Yrvg3Is973RrM9rJWzbxs6dO+vdjBXz8Mln8TwyOINcyfKjyGASBXx/6mSdWkYIIYQQsjq0iqiUSCTwwAMPoLxLSbuTrrrqqrVvWAvRloISIYSQ1ce2mz+mb+PGjbgUHXgUY1CmI+JC4XGM4ZOf+yuk0+k6t5AQQgghpPYUCgUcOnSo3s1YMW95y1vMvbCgpN1Jx44drUOLWovm7+0vg9Ua8W9GF0Ej0EwulHK00vPe7M/FYtT7eWrlaxsmfJ3rfc1rxfcnTmCgax2eRwbbkMTTmIaAwDve8Y56N40QQgghZNVwnPI5ks2EZVn4l3/5F9x8883QM7/5s78JbN26tb6NawHaUlAijUWr/OhsBfhcrB68ts1LZ2cn/tv9n8af3/mfMYgYnsA4vvY//7ElHFiEEEIIIa3OK1/5SoSFJEBhbGysvo1qEVjyRgghhFTg9ttvhwLwTYxiHSL4rd/6rXo3iRBCCCGEVMmBAz+HLnXzAEh0d3fXt0EtQlsNrypTcjI1NVXnlhBCSOvjf9aqFij3i0QieOB/fA2vf93r8JPHH+dsIITUieLnSfN/rhBCSOOjP2tboS93+eWXw3cnZbOz9W5Oy9BWgpL/42b3rl11bgkhhLQPU1NT6OrqqnczVsx//I//EV4LdKgIaWaKg4JeXdtBCCHtRKv05ZTid0etEaoV5MYq8TwPw8PD6OjoWLPR5cnJSWzevBknTpxAZ2fnmhyz2eA1Whxen8rwGlWmHtdIKYWpqSls2LABUrLCmhCycta6L8fvl8rwGlWG16g6eJ0qs9bXiH05Uom2cihJKbFp06a6HLuzs5MfjBXgNVocXp/K8BpVZq2vUSuMZhFCGod69eX4/VIZXqPK8BpVB69TZdbyGrEvRxaDMiMhhBBCCCGEEEIIWRIUlAghhBBCCCGEEELIkqCgtMrEYjHcc889iMVi9W5Kw8JrtDi8PpXhNaoMrxEhhCwdfnZWhteoMrxG1cHrVBleI9JotFUoNyGEEEIIIYQQQghZOXQoEUIIIYQQQgghhJAlQUGJEEIIIYQQQgghhCwJCkqEEEIIIYQQQgghZElQUFojjh07hne84x3Yvn07EokEdu7ciXvuuQf5fL7eTWso7r33Xlx//fVIJpPo7u6ud3Magvvvvx/btm1DPB7HNddcg8cff7zeTWoYfvCDH+A1r3kNNmzYACEE/vEf/7HeTWo47rvvPrzoRS9CR0cH+vv78drXvhbPPvtsvZtFCCFNBftx1cF+XHnYl1sc9ucqw/4caVQoKK0RzzzzDDzPw+c//3k89dRT+OQnP4nPfe5z+LM/+7N6N62hyOfzuPXWW3HHHXfUuykNwVe/+lXcdddduOeee/Czn/0Ml19+OW6++WacOXOm3k1rCGZmZnD55Zfj/vvvr3dTGpZ/+7d/w5133onHHnsMDz30EAqFAl75yldiZmam3k0jhJCmgf246mA/bj7sy1WG/bnKsD9HGhXO8lZHPvaxj+Gzn/0sjhw5Uu+mNBz79+/HH//xH2N8fLzeTakr11xzDV70ohfhM5/5DADA8zxs3rwZ73rXu3D33XfXuXWNhRAC3/jGN/Da17623k1paM6ePYv+/n7827/9G1760pfWuzmEENK0sB+3MOzHFWFfbmmwP1cd7M+RRoEOpToyMTGBnp6eejeDNCj5fB5PPPEEbrrppmCZlBI33XQTHn300Tq2jDQzExMTAMDPHkIIWSHsx5FKsC9HVgv250ijQEGpThw+fBif/vSn8Qd/8Af1bgppUM6dOwfXdTEwMFCyfGBgACMjI3VqFWlmPM/DH//xH+M3fuM3cMkll9S7OYQQ0rSwH0eqgX05shqwP0caCQpKK+Tuu++GEGLR2zPPPFOyzalTp3DLLbfg1ltvxe23316nlq8dy7lGhJDac+edd+LJJ5/EV77ylXo3hRBCGgL24yrDfhwhjQX7c6SRsOvdgGbnPe95D2677bZF19mxY0dwf3h4GDfeeCOuv/56/PVf//Uqt64xWOo1Ipre3l5YloXR0dGS5aOjoxgcHKxTq0iz8s53vhPf+ta38IMf/ACbNm2qd3MIIaQhYD+uMuzHLR/25UitYX+ONBoUlFZIX18f+vr6qlr31KlTuPHGG3HVVVfhgQcegJTtYRBbyjUiRaLRKK666io8/PDDQTCh53l4+OGH8c53vrO+jSNNg1IK73rXu/CNb3wD3//+97F9+/Z6N4kQQhoG9uMqw37c8mFfjtQK9udIo0JBaY04deoUbrjhBmzduhUf//jHcfbs2eAxjlAUOX78OC5cuIDjx4/DdV0cOHAAALBr1y6k0+n6Nq4O3HXXXXjb296Gq6++Gi9+8YvxqU99CjMzM3j7299e76Y1BNPT0zh8+HDw/6NHj+LAgQPo6enBli1b6tiyxuHOO+/El7/8ZfzTP/0TOjo6gsyGrq4uJBKJOreOEEKaA/bjqoP9uPmwL1cZ9ucqw/4caVSEUkrVuxHtwP79+xf84uBTUOS2227Dgw8+OG/5I488ghtuuGHtG9QAfOYzn8HHPvYxjIyM4IorrsBf/uVf4pprrql3sxqC73//+7jxxhvnLX/b296G/fv3r32DGhAhRNnlDzzwQMUSBkIIIRr246qD/bjysC+3OOzPVYb9OdKoUFAihBBCCCGEEEIIIUuiPYq/CSGEEEIIIYQQQkjNoKBECCGEEEIIIYQQQpYEBSVCCCGEEEIIIYQQsiQoKBFCCCGEEEIIIYSQJUFBiRBCCCGEEEIIIYQsCQpKhBBCCCGEEEIIIWRJUFAihBBCCCGEEEIIIUuCghIhhBBCCCGEEEIIWRIUlAghhBBCCCGEEELIkqCgRAghhBBCCCGEEEKWBAUlQgghhBBCCCGEELIkKCgR0qCcPXsWg4OD+MhHPhIs+/GPf4xoNIqHH364ji0jhBBCCCGVYF+OENLqCKWUqncjCCHl+c53voPXvva1+PGPf4y9e/fiiiuuwG//9m/jE5/4RL2bRgghhBBCKsC+HCGklaGgREiDc+edd+K73/0urr76avzqV7/CT3/6U8RisXo3ixBCCCGEVAH7coSQVoWCEiENTiaTwSWXXIITJ07giSeewKWXXlrvJhFCCCGEkCphX44Q0qowQ4mQBue5557D8PAwPM/DsWPH6t0cQgghhBCyBNiXI4S0KnQoEdLA5PN5vPjFL8YVV1yBvXv34lOf+hR+9atfob+/v95NI4QQQgghFWBfjhDSylBQIqSB+ZM/+RN8/etfxy9+8Quk02m87GUvQ1dXF771rW/Vu2mEEEIIIaQC7MsRQloZlrwR0qB8//vfx6c+9Sn87d/+LTo7OyGlxN/+7d/ihz/8IT772c/Wu3mEEEIIIWQR2JcjhLQ6dCgRQgghhBBCCCGEkCVBhxIhhBBCCCGEEEIIWRIUlAghhBBCCCGEEELIkqCgRAghhBBCCCGEEEKWBAUlQgghhBBCCCGEELIkKCgRQgghhBBCCCGEkCVBQYkQQgghhBBCCCGELAkKSoQQQgghhBBCCCFkSVBQIoQQQgghhBBCCCFLgoISIYQQQgghhBBCCFkSFJQIIYQQQgghhBBCyJKgoEQIIYQQQgghhBBClgQFJUIIIYQQQgghhBCyJP7/WNkuXr4bdiwAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 1500x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "mode_flux = abs(sim_data[\"mnt_fwd\"].amps.sel(direction=\"+\")) ** 2\n",
    "print(\"Flux in first two modes: \", np.array(mode_flux).ravel())\n",
    "\n",
    "f, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(15, 5))\n",
    "ax1 = sim_data.plot_field(\"field\", \"Ex\", z=0.05, f=freq0, val=\"real\", ax=ax1)\n",
    "ax2 = sim_data.plot_field(\"field\", \"int\", z=0.05, f=freq0, ax=ax2)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Modes with both a bend and an angle\n",
    "\n",
    "We can also compose the two functionalities to inject and record modes in a bent waveguide in which the bend curvature is not in the same plane as the mode plane. This is illustrated below, using the same ring simulation but with a modification of the position of the `ModeSource` and `ModeMonitor`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:18:55.402666Z",
     "iopub.status.busy": "2023-02-03T04:18:55.402499Z",
     "iopub.status.idle": "2023-02-03T04:18:55.640648Z",
     "shell.execute_reply": "2023-02-03T04:18:55.640231Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot: title={'center': 'cross section at x=0.00'}, xlabel='y', ylabel='z'>"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1100x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# offset the source and monitor position by 'angle' along the ring\n",
    "angle = np.pi / 6\n",
    "\n",
    "# Simulation size for the ring simulation\n",
    "sim_length = radius + 1.5\n",
    "sim_size = [sim_length, 2 * (radius + 1.5), 3]\n",
    "\n",
    "# Note: angle_phi = 0, bend_radius = -r\n",
    "src_angled = td.ModeSource(\n",
    "    center=[radius * np.sin(angle), -radius * np.cos(angle), 0],\n",
    "    size=[0, 3, 2],\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth),\n",
    "    direction=\"+\",\n",
    "    mode_spec=td.ModeSpec(\n",
    "        angle_theta=angle,\n",
    "        angle_phi=0,\n",
    "        bend_radius=-radius,\n",
    "        bend_axis=1,\n",
    "    ),\n",
    ")\n",
    "\n",
    "# Note: angle_phi = np.pi, bend_radius = r\n",
    "mnt_angled = td.ModeMonitor(\n",
    "    center=[radius * np.sin(angle), radius * np.cos(angle), 0],\n",
    "    size=[0, 3, 2],\n",
    "    freqs=[freq0],\n",
    "    mode_spec=td.ModeSpec(\n",
    "        num_modes=2,\n",
    "        angle_theta=angle,\n",
    "        angle_phi=np.pi,\n",
    "        bend_radius=radius,\n",
    "        bend_axis=1,\n",
    "    ),\n",
    "    name=\"modes\",\n",
    ")\n",
    "\n",
    "# Simulation\n",
    "sim = td.Simulation(\n",
    "    center=[sim_length / 2 - 0.2, 0, 0],\n",
    "    size=sim_size,\n",
    "    grid_spec=grid_spec,\n",
    "    structures=[substrate, cyl2, cyl1],\n",
    "    sources=[src_angled],\n",
    "    monitors=[field_mnt, mnt_angled],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec(\n",
    "        x=td.Boundary.absorber(), y=td.Boundary.pml(), z=td.Boundary.pml()\n",
    "    ),\n",
    "    subpixel=True,\n",
    ")\n",
    "\n",
    "fig = plt.figure(figsize=(11, 4))\n",
    "gs = mpl.gridspec.GridSpec(1, 2, figure=fig, width_ratios=[1, 2])\n",
    "ax1 = fig.add_subplot(gs[0, 0])\n",
    "ax2 = fig.add_subplot(gs[0, 1])\n",
    "sim.plot(z=0, ax=ax1)\n",
    "sim.plot(x=0, ax=ax2)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:18:55.643057Z",
     "iopub.status.busy": "2023-02-03T04:18:55.642779Z",
     "iopub.status.idle": "2023-02-03T04:19:49.869463Z",
     "shell.execute_reply": "2023-02-03T04:19:49.868907Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[22:18:55] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> Created task <span style=\"color: #008000; text-decoration-color: #008000\">'angled_ring'</span> with task_id <span style=\"color: #008000; text-decoration-color: #008000\">'017c2804-b575-4aad-a770-5078fce4e8da'</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#120\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">120</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[22:18:55]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Created task \u001b[32m'angled_ring'\u001b[0m with task_id \u001b[32m'017c2804-b575-4aad-a770-5078fce4e8da'\u001b[0m.   \u001b]8;id=388992;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=860748;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#120\u001b\\\u001b[2m120\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
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     "data": {
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       "\u001b[?25l"
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       "Output()"
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     "output_type": "display_data"
    },
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       "\n",
       "\u001b[?25h"
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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\">[22:18:57] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </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#262\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">262</span></a>\n",
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       "\u001b[2;36m[22:18:57]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m status = queued                                                                   \u001b]8;id=972017;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=999999;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#262\u001b\\\u001b[2m262\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[?25l"
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       "</pre>\n"
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       "\u001b[?25h\r",
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       "</pre>\n"
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       "\u001b[2;36m[22:19:11]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m starting up solver                                                                \u001b]8;id=682374;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=988383;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#278\u001b\\\u001b[2m278\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[2;36m[22:19:21]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m running solver                                                                    \u001b]8;id=470887;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=130199;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#284\u001b\\\u001b[2m284\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[2;36m[22:19:44]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m early shutoff detected, exiting.                                                  \u001b]8;id=175488;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=329475;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#295\u001b\\\u001b[2m295\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[?25l"
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       "\u001b[2;36m[22:19:47]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m status = success                                                                  \u001b]8;id=563444;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=258425;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#307\u001b\\\u001b[2m307\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[?25h\r",
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Billed FlexUnit cost: \u001b[1;36m0.025\u001b[0m                                                       \u001b]8;id=749303;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=564283;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#311\u001b\\\u001b[2m311\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"
      ],
      "text/plain": [
       "\n",
       "\u001b[?25h"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[22:19:49] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> loading SimulationData from data/sim_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#415\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">415</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[22:19:49]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m loading SimulationData from data/sim_data.hdf5                                    \u001b]8;id=569744;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=562455;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#415\u001b\\\u001b[2m415\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data = web.run(sim, task_name=\"angled_ring\", path=\"data/sim_data.hdf5\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:19:50.653212Z",
     "iopub.status.busy": "2023-02-03T04:19:50.653094Z",
     "iopub.status.idle": "2023-02-03T04:19:52.031649Z",
     "shell.execute_reply": "2023-02-03T04:19:52.031182Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Flux in first two modes:  [0.99921589 0.00216821]\n"
     ]
    },
    {
     "data": {
      "image/png": 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4YC655JLdfdkmeclLXkJ/fz/nnXcef/7nf45Sin/5l3+ZciJ34okn8vWvf51LL72Uk046iUqlwutf//op9/vnf/7nbNy4kcsuu4x/+7d/m3TbCSecwAknnADsXp3xihUruPjii/nbv/1b4jjmpJNO4tvf/jb/8z//w9e+9rVJ6b+XX345X/nKV1i9ejUHH3wwkE0ETj75ZP7kT/6EBx54gIULF3LttdeSpilXXnll977/8R//wd/8zd/wxje+kVWrVrFlyxZuuOEG7rvvPj7xiU+wdOnSXR67EEIIsStkriVzLZlrCSG2azaWTBJ731NPPeXe9ra3uUWLFrkwDN0hhxziLrroItdut51z48sYTrXUoXPZsoVHHXWU833fLVmyxF144YVuaGioe/sTTzzh3v72t7tDDz3UFQoFNzAw4F75yle673//+91tfvCDH7g3vOENbvny5S4IArd8+XL3h3/4h+6RRx7Z4dine78oitynPvUpd+yxx7owDF1/f7878cQT3ZVXXulGRkYmbfvP//zP7gUveEF3u1NPPdXdeuut3dvXr1/vzjrrLFetVh3QXdJw62UMO77+9a939zcwMODe8pa3uDVr1kza5rzzznPlcnmb5/fRj37UTedX8Uc/+pE7+eSTXbFYdMuXL3eXXXaZu+WWW7YZT61Wc3/0R3/k+vr6HLDDJQ1PPfXU7S5J+NGPfnSnY9qZNE3dJz7xCXfQQQe5IAjcscce67761a9us11nicfVq1dPun7Lli3uHe94h1uwYIErlUru1FNP3eY9+otf/MK9/vWvdwcccIALgsBVKhX3spe9zH3jG994zuMXQgghpkvmWjLXmorMtYQQyrmd5DwKIYQQQgghhBBCiF0mPV2EEEIIIYQQQggh9gAJugghhBBCCCGEEELsARJ0EUIIIYQQQgghhNgDJOgihBBCCCGEEEIIsQdI0EUIIYQQQgghhBBiD5CgixBCCCGEEEIIIcQe4M32APYmay3PPvss1WoVpdRsD0cIIfYY5xxjY2MsX74crSW+LoTYO2SuJYTYX8hcS0zXfhV0efbZZ1m5cuVsD0MIIfaaZ555hhUrVsz2MGbEN7/5Tc590x/x8AO/4Ygjjpjt4QghpiBzLSHE/mZfmms98cQT/M7vvJD/83++yJvf/ObZHs4+Qznn3GwPYm8ZGRmhr6+PRx97jGq1OtvDEUKIPWZsbIzDDzuM4eFhent7Z3s4z1kURYTVhQCoYj92+KlZHpEQ+75PfvKTXH755bzvfe/jmmuumdZ9OnOtrIJdMl2EEPsyB9h9Zq4F8Ad/8Cp++ctHSJKUhx56kjAMZ3tI+4T9KtOlk+ZarVbp6emZ5dEIIcSet6+k9xcPeQVog3fIGSQPfZO77rqLl73sZbM9LCH2WT//+c/5h3/4B0444YRdut/43xyFBF2EEPuDfWWu9bOf/Yybbrqb+x/4Cme/4YP83f+5hPf/5bWzPax9wrwtPvvkJz+JUoqLL754tocihBBiDxoZGcGu/xVm2YtQQRm9+HheceY57EeJmkLsVbVajbe85S384z/+I/39/bM9HCGEEHuYc46/fP+7eN/Fb2TlysV88lMX8ImP/wtbtmyZ7aHtE+Zl0GV3z74IIYSYfwaOeAWq2I/qyeql9aJjcVGN//f//t8sj0yIfdNFF13EWWedxemnnz7bQxFCCLEX/Od//icPPfg0739/1sfld3/3Rbz4xUfzNx+/cJZHtm+Yd0EXOfsihBD7j2eeeQa76QHM8pO66bvK+JhlL+R/veXtRFE0yyMUYt/yb//2b/zyl7/k6quvntb27Xab0dHRSRchhBDzR5IkfOAD7+UjHz2Pnp5y9/pPfupP+eJ132H16tWzOLp9w7wLuuzK2ReZCAghxPx20PNeheo9EFVaOOl6NXAYaJP1ehFCzIhnnnmG973vfXzta1+jUChM6z5XX301vb293YusXCSEEPPL//2/l2Gt453vfN2k60844VDe9KZX8sEPvnOWRrbvmFdBl109+yITgflBOTfjl33Jnjg+8/2Y7a1jMp+P0b7g17/+NW54NWbpC7e5TSmNWfYi7PpfMTw8vPcHJ8Q+6J577mFwcJAXvvCFeJ6H53nccccd/N3f/R2e55Gm6Tb3ufzyyxkZGelennnmmVkYuRBCiN0xNjbGlVdezyc+8S58f9s1dq686u38x3/8mF/84hezMLp9x7wJuuzO2ReZCAghxPz1gpf//9ALj0aF1SlvVz0rUMV+Fhwp2S5CzIRXv/rV/Pa3v+VXv/pV9/KiF72It7zlLfzqV7/CGLPNfcIwpKenZ9JFCCHE/PCpT1/EYYcfwBvOnnpFyBUrFvHn7zuXv/jLd8oCBs/BvFkyeuLZl440Tbnzzjv5whe+QLvd3mYyEIahrC2+h8z1s/5Tjc/NgeXcZvO4zdbzn+vvFZgb7w0x2fe+9z1cYxPmoNO2u41SCrP8JJJH/4unn36aAw88cO8NUIh9ULVa5bjjjpt0XblcZsGCBdtcL4QQYn579tlnueZzN3LL9z6zw2Wv3//+N3PkEW/l5ptv5nWve912txPbN28yXXbn7IsQQoj5J01TznzDm9FLnofydhw4V6WFqL6DOPj5r9pLoxNCCCGEmP8+8pF389rX/g4nn3zMDrfr7a3w1x85j8suew9Jkuyl0e1b5k2mi5x9EUKI/UO46jSwMXrh0dPa3ix9IclD3+JXv/oVz3/+8/fk0ITY79x+++2zPQQhhBAz7P777+drX7uVX/36n6e1/bvf/Xq+8H++yT/90we44ILP7OHR7XvmTabLniINOXduvo/fKbVXykf25OveeQ7P5TIT499b7/WZeL4zeWzE3tNoNEjX/xKz7ESUnl4Gowqr6IVH88KXnyX1xkIIIYQQO/H+97+Dd73rdRx22AHT2t73PT7xiXdxxRVfplar7eHR7XvmddDl9ttv55prrpntYQghhJgh1cNejvJKqL5Vu3Q/veQEXHMTt9xyyx4amRBCCCHE/Hfbbbfx4x/fx4c+/LZdut/Zv/9yDjl0OZ/+2/fsoZHtu+Z10EUIIcS+Y3BwELvht+gDTtphQ7epKC9EL3k+r/39P5xyWVshhBBCiP2dtZa//MsL+MBfvYWFC3t36b5KKT71qQv47Ge+zrp16/bQCPdN+33QZW+XMcyXcob5Wkq0tb15rPfG+2U+lbzNp9+P2Soz3Fd+z2bKsmNPRVWWoitLd+v+euFRYBPCVafO8MiEEEIIIea/G264gU2bRnjve8/Zrfu/5CXHceaZL+YjH3nXDI9s37bfB12EEELMvkceeQS7+VHM8hft9j6UNphlJ5Kuv5dGozGDoxNCCCGEmN9arRYf+tBfctVVb6dY3PHqkDvy8U+8i69+9VYeeOCBGRzdvk2CLgLY9ky/2LPmWzbEXMhWkSyTfdtRLz4DPXAoqtD3nPaj+lah/BLVQ18+MwMTQgghhNgHfP7vLmZgoMpb3vq7z2k/hx++gne84ywuu+ydMzSyfZ8EXYQQQsyq3/72t7ixteilL3jO+1JKoZefhB38Dc1mcwZGJ4QQQggxv0VRxNWf+CqfuPrdaP3cQwAf/uu3cccdv+IXv/jFDIxu3ydBFyGEELNqcHAQ/BLKL83I/lRxAdhEgi5CCCGEEEAcx4yM1HnRi46ckf0tWtTHwQcvzeZwYqe82R7AbNheScF8aHA70/bV0oq5/FrO9WM+m8durh+bmTKX35+zSWkzMztydmb2I4QQQgixL7E2u8yE/WPaPiMk00UIIYQQQgghhBBiD9gvM11AzjR3bL0c8b6i81zkdRZiflAoyXQRQgghhNiTZjLTRVJdpk0yXYQQQswJSpsZuwghhBBCiK10gi4zcdkFV199NSeddBLVapXFixdz9tln8/DDD0/a5rTTTkMpNelywQUXTNrm6aef5qyzzqJUKrF48WLe//73kyTJpG1uv/12XvjCFxKGIYcddhjXX3/9bh2qmbTfZroIIYSYQ5RkugghhBBC7FEOmIXqhjvuuIOLLrqIk046iSRJ+OAHP8gZZ5zBAw88QLlc7m73rne9i6uuuqr7c6k0vshCmqacddZZLF26lB//+MesW7eOt73tbfi+zyc+8QkAVq9ezVlnncUFF1zA1772NX7wgx/wzne+k2XLlnHmmWfuvSe8lf0y6CIlJ1Pb+rjsC+VGc7HMyCm1TxzbPaHzOsnxEUIIIYQQYt/w3e9+d9LP119/PYsXL+aee+7hFa94Rff6UqnE0qVLp9zH9773PR544AG+//3vs2TJEp7//OfzsY99jA984ANcccUVBEHAF7/4RVatWsVnPvMZAI4++mjuuusuPve5z81q0EXKi4QQQswJypgZuwghhBBCiK3MZHnRczhJOjIyAsDAwMCk67/2ta+xcOFCjjvuOC6//HIajUb3trvvvpvjjz+eJUuWdK8788wzGR0d5f777+9uc/rpp0/a55lnnsndd9+922OdCftlposQQog5Rin0DJUXOSkvEkIIIYTY1ow20oU4jhkdHZ10XRiGhGG4gyFYLr74Yl760pdy3HHHda//oz/6Iw466CCWL1/Ob37zGz7wgQ/w8MMP881vfhOA9evXTwq4AN2f169fv8NtRkdHaTabFIvF3X+yz4EEXcR27UvlRso5KTGaR/bVVbU6Jj6nufS+FEIIIYQQYrq+8Y1vcPbZZ0+67qMf/ShXXHHFdu9z0UUXcd9993HXXXdNuv7d735399/HH388y5Yt49WvfjWPP/44hx566EwOe6+ToIsQQog5YeYa6aYzsx8hhBBCiH2Jm9lMlze96U1cd911k67bUZbLe97zHm666SbuvPNOVqxYscN9/87v/A4Ajz32GIceeihLly7lZz/72aRtNmzYANDtA7N06dLudRO36enpmbUsF5Cgi9gF2zsjP18yEeZaU11pGjs9+/pxmmvvy9mimMmgi/R0EUIIIYTYxkyWFzmH7/v09PRMY1PHe9/7Xr71rW9x++23s2rVqp3e51e/+hUAy5YtA+CUU07h4x//OIODgyxevBiAW2+9lZ6eHo455pjuNv/1X/81aT+33norp5xyyq48sxknjXSFEEIIIYQQQgixR1x00UV89atf5YYbbqBarbJ+/XrWr19Ps9kE4PHHH+djH/sY99xzD08++ST/8R//wdve9jZe8YpXcMIJJwBwxhlncMwxx/DHf/zH/PrXv+aWW27hwx/+MBdddFE3u+aCCy7giSee4LLLLuOhhx7i2muv5Rvf+AaXXHLJrD13kEwXIYQQc4JC6Rk6D+DkfIIQQgghxDZmuJHudHVKkE477bRJ13/5y1/m/PPPJwgCvv/973PNNddQr9dZuXIl5557Lh/+8Ie72xpjuOmmm7jwwgs55ZRTKJfLnHfeeVx11VXdbVatWsXNN9/MJZdcwuc//3lWrFjBP/3TP83qctEgQRcxA+Zb09O5Vs4x15rqztUmr/PtfSZ2kZLyIiGEEEKIPUk5i5qFVR7dTubuK1eu5I477tjpfg466KBtyoe2dtppp3Hvvffu0vj2NDkdKIQQYr929dVXc9JJJ1GtVlm8eDFnn302Dz/88KRtWq0WF110EQsWLKBSqXDuuedu06hNCCGEEEKIrUnQRcwop9Sky1ymnJszGRPz4XjNJVu/z+TY7QsUSpuZuahdy3S54447uOiii/jJT37CrbfeShzHnHHGGdTr9e42l1xyCf/5n//JjTfeyB133MGzzz7LOeecM9MHQQghhBBiz7FuvMTouV7myPeo+UDKi4QQQswJM1ZetIv7+e53vzvp5+uvv57Fixdzzz338IpXvIKRkRG+9KUvccMNN/CqV70KyGqQjz76aH7yk59w8sknz8y4hRBCCCH2JOuyi9irJOgihBBi9ilQZmZ7urTbbUZHRyfdFIZht8P99oyMjAAwMDAAwD333EMcx5x++undbY466igOPPBA7r77bgm6CCGEEGJ+mKVGuvs7KS8Se9R8KAGZKyVGIGVGz8V8P3adcre59H6c76655hp6e3snXa6++uod3sday8UXX8xLX/pSjjvuOADWr19PEAT09fVN2nbJkiWsX79+Tw1fCCGEEELsAyTTRQghxBygZry86OKLL+ZDH/rQpJt2luVy0UUXcd9993HXXXfNzFiEEEIIIeaKmcx0kROF0yZBFyGEELNOMZM9XbIkzjAM6enpmfbd3vOe93DTTTdx5513smLFiu71S5cuJYoihoeHJ2W7bNiwgaVLl87MmIUQQggh9jgLs7Bk9P5OyovEXjVXS0DmWlnHXD1OQuyLnHO85z3v4Vvf+ha33XYbq1atmnT7iSeeiO/7/OAHP+he9/DDD/P0009zyimn7O3hCiGEEEKIeUQyXYQQQsw+pdAzlOnidnE/F110ETfccAPf+c53qFar3T4tvb29FItFent7ecc73sGll17KwMAAPT09vPe97+WUU06RJrpCCCGEmD+kke6skKDLNO1qFoRkKexY5/jMpewSmDyeufAaThzDbByrzmPOhWMxXbN9zMTum6nyol0Nulx33XUAnHbaaZOu//KXv8z5558PwOc+9zm01px77rm0223OPPNMrr322pkYrhBCCCHE3jGTS0bLNHvaJOgihBBiv+amEZwrFAr8/d//PX//93+/F0YkhBBCCCH2FRJ0EUIIMQfM3OpFM9aQVwghhBBiXzKj5UWS6jJdEnTZgedSmrCj+86nUo09zSk1Z0tA5lppzVw+VnPVXC1jE1NQMxcskaCLEEIIIcQUpKfLrJCgixBCiDlAMl2EEEIIIfYkZR1qpoIuclJz2iToMoU9fVZ86/3PlUyK2TLXsxGUc3PmNZqtYzXXGgzvKmmuK4QQQgghhJgNEnQRQggx6xRSXiSEEEIIsUc5Jxkqs0CCLkIIIWafAmVmKOhiJegihBBCCLEN6ekyK/RsD2C6rrvuOk444QR6enro6enhlFNO4b//+79nbP/Kue5lb9tTjz1xv9u7iOmZa8fLKdW9CCGEEDNhT8+1hBBCiP3RvMl0WbFiBZ/85Cc5/PDDcc7xla98hTe84Q3ce++9HHvssbM9PCGEEM/JTDbSnTfnE4SYU2SuJYQQ+zg3g5kuc+d89Jw3b4Iur3/96yf9/PGPf5zrrruOn/zkJ895IjCXMhiea9PWXX0uu9MgdUcP8VwSL+bDkshzqalux1xvRDzXSFPduUt6uggxu/bkXEsIIcQcYF12mREyj56ueRN0mShNU2688Ubq9TqnnHLKbA9HCCGEEGKfMt25Vrvdpt1ud38eHR3dG8MTQggh5o15FXT57W9/yymnnEKr1aJSqfCtb32LY445Zrvby0RACCHmi5ksL5JMFyF2167Ota6++mquvPLKvThCIYQQu00a6c6KeVX4fuSRR/KrX/2Kn/70p1x44YWcd955PPDAA9vd/uqrr6a3t7d7Wbly5Z4ZmLO7d5lh2y2VmOZj76hZbGd1sZ1VYzyXVcjmS6nHfBnnnjLXmgqLfYNSoLWasYsQYvfs6lzr8ssvZ2RkpHt55pln9uJohRBC7JJO0GUmLvJ1YNrmVaZLEAQcdthhAJx44on8/Oc/5/Of/zz/8A//MOX2l19+OZdeemn359HR0T0XeBFCCPGcqBkKlszUfoTYH+3qXCsMQ8Iw3JtDFEIIsbueyxlysdvmVdBla9baSeVDW5OJgBBCCCHE7tvZXEsIIYQQOzZvgi6XX345r33taznwwAMZGxvjhhtu4Pbbb+eWW26ZvUHtoERIbec2pyZUdE3cRu240qsTkNzewjnblHvsrHxp69snPP7WK/TsTjDUuV1byWi+lavMxVWM9rbdWflqrpGVn+YWNUPvo5najxD7mzk51xJCCDFzrJvBni4yf56ueRN0GRwc5G1vexvr1q2jt7eXE044gVtuuYXf/d3fne2hCSGEmAEz1otFyouE2C0y1xJCiH3cjC4ZLaZr3gRdvvSlL832ECabIpNkm+yWKbJJJm7jppndsqPrpjyhmz/GlOOZ4jGd0uNj3er2qcZgp7hS78aZ5V3NLthZNsXezlaYa9kuE8cimRtCCCF21ZybawkhhBD7gHkTdBFCCLEPU0oa6QohhBBC7EluBpeMlnO80yZBFyGEEHOCBF2EEEIIIfYgO4NBF4m6TJsEXcjKMnapHGNC2c6kEp5J/56qNijN75Q37+w+vu6W/nRKRJybXMbT+dfWXyU0CqUmPAdnx8fk7Lbj6Iyh+wRUtr3Sk8axtalKiqa6fWdlRrtb9jKdMp7ZKK+ZayVGs6VzvOVY7D45dkIIIYQQQux7JOgihBBi1il2rzfU1DuTAJYQQgghxDZmspGuJLpMmwRddtVUWS7d/7vtb9O5u9LZG1RpIG9427m+s02e5eLIfifcVlkbSqnu4hzWuW62y6QxTpX1Mmknenw8+Vh2NI6JJv6eTsziV53xbPWF57lmnexOBoA0lRVinlFSXiSEEEIIsUc5O+WCMGLP2vHyOUIIIYQQQgghhBBit0imixBCiDlhxjJdpLxICCGEEGJbM1leJKZNgi65XS1HmbJZ7TZNbLct7VGdcp5O41oAPV5i5BykzpFah3WQdnY9YUxKgcmHqxUYDQaF6ozLOZRNwCbdZcGmLHPSOhuP9vKf6Tbz7YxjYnnT1r+fWmXj63zB0Wq80W/ncE46ltNJZZtY3jRDX5x2uVHyLpJmuuMmHuf5cEzmQunZfDhOe4ueqbIgKS8SQgghhNiWrF40KyToIoQQYk6YYuG03SOFs0Lsd9Q26zvOLdt2yBNCiFkgjXRnhUxNhRBCCCGEEEIIIfYAyXSZQifdf6elBxNWCcq2t9uW9EwsP4Ks7iYvLVImO/yOoBv+Sp0jTh2JdaQO0vz/Nt+HVgqlHCYfo6/Bc4DJM+ptikojSCJUGk8uM4LuqeROmZMzPk57KC/oljtNLHFK3fgKSp1EtE6krrOKknIue+ypVi3a0QpKE8aTHXedbbOd0907ezmkSmNu6fz+SPmMmA6lZq4Xi/R0EUIIIYSYgnUzWF4kpkuCLkIIIeYANWM9XZz0dBFin7ZNKdGUgda5kMw9oaff1mOeRk8xKUkSQsw4J410Z4MEXXZgWhkvEzM5bAJpkmeXpN0sE5VnvuBcNjHQGmcCnAmy+/kW5xXAZJktkXW0E0eUZpfYWuJ0PNPFN4og76QbGEVosomF52u0TVBRAxU3UVETFTdxSQw2xaUpys8eU3k+eCHOD3FeIZsWaA+UJnWdx3Uk6eRMmw6tFEY5jFYYBUYrlMsa/CoFqvP8J2QCZcfS5sdWd67oTpbUhOsnZkdMfOitx9EZy8Tt5CS32BFpniuEEEIIIYTYW+bCaQAhhBACpdWMXXbVnXfeyetf/3qWL1+OUopvf/vbk24///zzUUpNurzmNa+ZoWcuhNgZ1flP6fzsjgFlUMpDYVDKzy8hSoVo3bmU0LqEMZXndPFMz5SXrbfrPF722EW0LnbHlF064/S6l85zGb9kZ7CU0uOXnfwnhBDT0m1/MROX2T+ROV9IposQQog5YXeCJTO1n3q9zvOe9zze/va3c84550y5zWte8xq+/OUvd38Ow3C3xyiEEEIIsdfN5OpFYtok6DINE0sBVJ4c5GDbBrHOomyCStp5M9sYlUa4qIWLo6zESGuUMeiggAvK+d3KWKVxfpHUQTtx1CLLSDtmSzOhEae0E4t1Dq0UJV9TCbKXbqDo01fwMFpTBEgjVFRH1bZgRzZjx4awrQYkUTZGLysv0oUSutqPrvahSn0o7YGzpChaiaWZ2G55U+rcNr2AjVL4WuFpR2B0t6RHK5WVFk3VxJeJ+8ga+XaaCmf/3uq454/ZKSma6s+DYnKT4c79JlZvbLecZKrGvrDL69bOlVKRuVA2M5WJ45orx0qIrb32ta/lta997Q63CcOQpUuX7qURCSFgQi8UpYAs4yP7nO5kgfio/N/ZZh5aed0MEa387m2a8cyR8f2bXR+T0rgJcwhHmv3fWVKX4JzFuZTOEgTZzxaH7f4bJl+XGd9PZsI8U23d42XyHEahtjnrLD1hhBBibpCgixBCiNmnxgOnz5XLd9NutxkdHZ10WxiGu52hcvvtt7N48WL6+/t51atexd/8zd+wYMGC5zpcIYQQQoi9QzJdZoUEXXZi6+QBh8pKbdHZUsswnjFhbXfJZtWuY+ujpLVhbH0sy3ZpNwFQxqBKPZjebLJuFi7PlpAOyqRWU48ta0ZbPDPS5MnNDdaNtBhuRESJpRQYeksBK/qLABw0UOLgviIrdUhPYFBxGzW6kfjpR2ivfZr6us20No9g4wRlNH4pu19hQQ+lZQvwFh2At2QlyvOxxV5aiaUWpYxFlpFWQi1KaE3IsgEoeJqSb6gEHkVfAxajNflRyTJ9khYqibLjsVVGSTezRRuc8VDaw2kv+6akNE6p7rLVHZ2/DS6/rrMkbKeKoJPxstMvbdvLbtneNruY9SKE2D2KmS8vuuaaa/j0pz896baPfvSjXHHFFbu8z9e85jWcc845rFq1iscff5wPfvCDvPa1r+Xuu+/GmF0/Uy6E2L5JPUomZbh43ewWrQKMzi6eDjE6C6YaHRKoIp4K8VQB34UoNAYfDw/jPHznE+RTYJXlv3Qfzk4jO0SjQI1v67AkWGIVE6uINk1i1SZ1cff2lBjrYlJiUpeQ2nb2c54ZY12MtUl3++zfk7Nh1KRMmAlzle4iBZ2xZz+rbeaw8kVLiP2etTO3ZLT8SZk2CboIIYSYE2Y66HLxxRfzoQ99aNJtu5vl8uY3v7n77+OPP54TTjiBQw89lNtvv51Xv/rVuz9YIYQQQoi9ZUYzXSTqMl0SdNmBrXuKQP7WctlZWaPNpA2V1llWRxJnWS5DG7HDg8RDQ7SHx4hGG92Mk6BaorIy6w3gbIpZHmLLC0idphlb1o61+NmTQzyweojhjXXqoy1sEuEXCpR7Cjy8qATAMQf1w6oBBko+qXMEcYNk/dOMPfggm37zOFseHWJsXY2oEaOVorwku1//IX30HbaUvkNbFLXG61kIStOILZsaCetqbTY1IoabMbVWduYl8LKsj96iT2/o0V/0WVwO8fPjoBVZlkvUGM92SZNt0oWUMTjt4UwwaZnobo+XPMtlYnbLNn8bnEMrsIxnvEz1dW1Sn5PpZLnsIulRMj/M1X43Ys8Kw5Cenp49su9DDjmEhQsX8thjj0nQRYgZNGWWS2eVojzDxTMFPFMkMGUCXSFUFQpUACi5KhVXpqoKFJQh8FSWJ5P3oyt4ir4AyvkM2KjxpTwt2XeRbr7IhI+OiTHhiZ/8Lt8udYrIOsZiGGlbGmlKkn/2JM7icCQ4IhdTV01aXoNYtYldi4Q2icsuwKQsGGtjrEuw3V4xyba9YFSaZ8LkK4pgsqwWNTEbxm2zypFkvgghxN4hQZftmKqJq3Xj5S2d64wyGJ1/qGkPpzTaJthWAzu6mda6DdTWbqQxOERruElci0hjS1D2WfyCFgAD5R68xSu7QYHYWgZHGvz2kQ08c/9TbHnyN8T14XxQjmL/EnoPPAaco7GpF6+2gGJjId7SCj2bnyF65AHW3/MQa+5aw4MbGzzVyNJbNYrlWxoo4JR6jEsdWmv8aglv+SrQhpG2ZfVwkzUjTdYPtxgcazPciEito6/k5+MNWTGQlSmVfEM5yAIlRqmstCppo9s1VNLGxW2waX58DEpr8EIwnVRYPSkY4pTC2izIktrJx76jM/GxjqycaTqBj60CLmrSY+6ghMjZOV9iJAEFsa/QM5Tp4mZoPzuyZs0aNm/ezLJly/b4Ywmx3+l+ro8HXLQKMaaAb8oEpkzR9FFVi6m6fiq2RElnc5Sq77GkZDiwDCXj8JQjdYpmqhhLoK4MkTKMOoU2iraDFIdV4LJKaZzJgjSdiIzSCmcdNnXYLMKST05A2yy2oYHAgO/DQMGy1FrCPKgRaIdR2d0iq9jQ7GFLO6GVpsRYYpfSUi1qegyAtmkQu0Y3EJO4NqltbxOE6ZQjge0GZSYHYNR4YGWrAAxMDnBJAEaI/YT0dJkVEnSZBkcWAOic/ei8T2Pr8LUjMNkHvTFptyO+bdZJhrcw8uQ6hh9bz+iaMeob6ow2YlbXsyDIK+OU2DrigSpe/4GMRlXuf3aEH63ewF0PDrL28U0MP/lbkmZt0niiIUtU6QWg1ZMwMqQY3qLYqOvUNq6nsXYjz24YYe1YncejNrUJdb9b2tkqRk+vbnPsphFWrRtmVavNAeWFhMtO4MGNTe58dDMjzYjB0Tajwy1qwy1sYqn0FQCoDhRpxilGKyqhx0DJz84g2RgVNdCtMWgMY5t1bNTqPrbSBuX5qLCAKlazK7WHsz7K2WwFp3wuk1pHOjHTZeLr4bKeLlqNB14sCjNxgYNJL2CntnnqTBflJgSAdoFkuew6WclIbJdS0wugTmtXu76fWq3GY4891v159erV/OpXv2JgYICBgQGuvPJKzj33XJYuXcrjjz/OZZddxmGHHcaZZ545I2MWQuRBgDy7BcgDLmHWt8WUKPi9FEw/Zb2AXruQA/UClhZ9eoLsxA9AK3U0nOLRtiEyGuVr/IJHEPp4ocFTioJSlPPgbOfPhbXZibYs2yX7v3PbBiM6gQqTZ9iarNEfGoXFkVpH7LJLK7HEUUK7FRO1E+IowU9AWcfiok+P7xNohQOGoyrrGn0ANNOEtktpE1PTY7RUncg1SGgT20Y3CJPYbE5nXUxqo24fmCwAE+ezoyz7xTFhjiMBGCH2X056uswGCbrsgHWuG2TpnNhInSO1401eI6Ww+Zf2ol9ABVkGiK0N0xwcYvMDz7LmF+u4b6zJxjihaDRlH6q+4aEt2aoajUefobfnEdzBJXTqUfQ0vq/xfB/jh9sEXbZmdLaQtQJcmmCTFBvbLKCznUhmiiNyljHtGIxj2oNb4Jc/wafKQcTcO1Rn8OkaG9eOsvmxX5FELZY9/1UA1Ef7SeKUwGiWVkKiJPsoV3ET3R7DjQySDm3ENUZxSdx9TOX5qKCAKvdgAFXSOJt0Ay4onR9fRzIh6NLJMOp8kXIKsimKmpTuO/GZdr/c7yTgMpFydpcDL0KIfcMvfvELXvnKV3Z/vvTSSwE477zzuO666/jNb37DV77yFYaHh1m+fDlnnHEGH/vYx3a7R4wQYrLxL/1ZdguQB1wK+F6Joj/AAu8Qeu0Cem0FjaKeJqxOLH7BUCyFBKFHIQwoGI+y5xMa3T0hkz1Gli2rlZp0fUcn0GInljhPOda8rFmpbUqNOvMX6xyp56DgQ7XYDea0raVhIxpJzGg7xbYdpgm+S1lUyKblvYHfPbH0VK2HsTgmcil1WjR0nZaq03ZjRC5boCG2DRLbJLFRXpqUYG2UN+hNQKXgkglZv2bbDJgJJ0U6z0qCL0IIMTP2y6CLcg7l3LTPtDuXfYAm1hGlWSAjyQMaRimcy76oJ9ZRKfThWMv6hx/lyV88xJOPbeDnQyNsaCdowNeKPmtYqqBcy85QxGMN0towpl2n4PVT8Q29RZ+NRR+/1EN7dPOk8WjPR3t+/m+NVgqt8276nVIeskmFrxXtKQIvRa0pBR6FvpBCfw+6dwFJoZex4Zhnh8Z47JlNDK0ZZvTJR0lGnsWEZTbffwcYn5FiD2n6UozRPH9lL7UowdMBemwIRgZJNjxDvP4ZotE6bkIk1S8X8StldB6IMV6A8vPkW6WxKOLUEllHkk4Murj8+WRnpJzLAk1pHnjpZABv//XuTCi2E3jZjUCLZGkIMfNmKua5O/s57bTTJpWPbu2WW255DiMSQkyLUigUSmXTU8+UCP1eQlPF1yXabowtxTGSag89lSoD5YX0qwWUlN/tL+cpRaA1RU8RGoWnx/u+dU5QGT3el2Xix7nr9nNR+Qmf7Q5zG85BClin8qCL6gZuOkGYxEJgNaHVJCbEBaB6svs2bEycpDRqLbbUUlQzpV8r+kPDIVUPrWA0KrOh2UstSWi4mDGVlSM1zBgtU6PtakS2RpI2SWyb1EakNsK5BIvJgi8wqf9LNwNGsl+E2D+4HfxxE3vMfhl06ehkQ+zoC/R4lksWcGmllih11KOUdWNtjFYcPRDSqNco2hbr1z5C/eF7aW8ZYThJiHD0+oZ6aqklWfZJM3W0U0eSN6iNxhq42ggqqlMoLKC34LOgErK27FPoXUzcGO0GXpTx8UtVvPzsqudrQl/jaZ1nf2S1x9rXhEZTNppaMv5BWjLZh+uCwFBaVKS4sAevfwBX7qeeOLa0IgZHWjTrEe16C5vkTd3addJ2Pft3fYg1P95MOvY7/L9kjNe8cBUnLV+Ffeo+XLNO+5nVbLz3EdIoYaKwv0ppUR+lJMbTBl0oowp5mZFSpM51A1uJzTKKYHxJRp1t1g2wGJ3XKuevX3cC5dzkDBe37VmcybOs8b4t08l2mQsBF+njIvY1ihns6TIHfkeFENPXKStSGJQO0Go8g8z4MaVqQk8P9PdWqAQLCVSZgqtQsiXKKqDkeYT5/CY0ioKG0GSXQHeyW7JyZK3Ggy8ASrltslWmw7lONsh4A17rFEk+b7QwKWM3tYoESFJF5DRx6sa3s47AKpwHFIroRVkG81grpjbWYm0jwbQTig4O7fHxtU9sizxTKwMwGi+kZiNG1Cg1b4SmGaFlR0lsgzhtZf1g8uBLNp5ty48k+0WI/YSsXjQr9uugS8fOgi+O7HMnto7NeVPaRr2GXxul3axz39osY6U3NJSswQwswh/ZRFAtUegJ6fPr1BKNzfcB+YdsHgxJ2zFJo4nfrlM0MFDyWdxboNIb0qiVSdrLUcbDpQnaCwl7FlAoZ5kupaJPpeARGJ2NVBuU52X1y9WA/lZC4qCZWkKtGAiyM0FLKj6VZRXKSwfwFizFFXupx5bhVsJQIyJqxqRxa1Kmisp71/jFMqUFKwi8iEI0zPCaJ7g53sSxy45ggXqK9pqN3HHDb1i1ogdlFGmU7aNnZZXeA8dw1lINCthqH6bTT8UEtGJHK3U0E0uSjpdwWee6qcBGd16nPMBk1OSyIgVYOzm7ZesVjJQev67zmm+vYe5W18mXuflFglNCCDG/KKXo7++jv7+Xnp5+PM9DoVHaYIyZ7eHtVZ5vqPYX8RcYSp4mdA6/FRGPNYnHotkenhBCiGmSoMsEaqtMCI3q9hhRCqJWk/bQFp5av5Eoyj7sAqMo+dkkoJ06ikEJij3onn7C/iqFgSGqfQUWpI7UJUTWEWiFN+G7e5pYkmYL16yj4wblIGRROeCA/hLNeoJNF+CFJdK4hfZ8CpUyhXIAwEA5oOybCU1kFV4hxK+WKC4osLged0uMQq0YKOX1wgf30bNiAYWli1H9S4mCCrXhmKFmzEgjJk0czlqU1mg/RCmDX8zOqBT6l1JZ0Edvf5EDB0qs7C2wINSMPf0gw6t/y9jGIQ5+zcE0H97ChtUj/Gwoa6b7yo11lo+00UYTVMuYBUuzzBLjETtoJ5ZGbKlHlkacTlqqWyuFnx9rT2fP0zA5nqKVykvHtspucXbyakXd11h3uvJO6/0xFwIuEkQQ+yyVZenNyK72wupFQoiZVa32snDBAvr6+9G6U/LSwtoinufj6yK+KuKrEiVXpWzLlHRA1fMo+Zp8ekPRZJfQOAo6W/DAU9nqQVplxTTZ/zslNPlDqYlzDibdtrXxfn+KFEXqVLesqFNalLrxk0Kd65J89aLEQWwViYUkz4KJnB7vI5P3lPGNxrpsDmotbExStOcRLOihukhxTKNJc7iJiQ3tNOSpWpHReAFDtsGIHqKhR2iaIaK0TmybpLazJHXWdNflqyBtveT0zkqOJNtFiHmsk5o3E+RPwbRJ0GU7lMvSTW0Ss2XTZtYNbmas0aCdOLS1aLL3bJI6EpO942JriZVBhxV070KKizZS2jxKa7jNgiiro22kFqMUJaMw3ngWhUtSXKuOajcoF0osLgUcvLBErZVl1gQFjyQuo42iUPTp6clSbxdWQoq+wdMqCywYD8IiYW+F0sIaNnZ4Iy1c6vCLHqWFWaPfnoMWUDlwKd6iFdhyP7XIMdyKqbUSosTinEMbH69QQRkPbXzCngUAVAYG6FtU4oilVVYNlFhaDijFI7DxGZpPPcno6nVseWKYDetqPFWPObASUFaGJ2oRWx7cTFAJKC7up3hQPftw9wrUY8toZNnciBlpJ5OCLlopCl5WLmWdo+QbtMqa4/n5zKjT7yVbfiCduryo89p2jjnscuBlNknARezrZnP1IiHE3lcsFlm4YCH9/f34vjehp0unkW6A0T6eCvF0iVD3UHRVKrZC1YSUfU3F01R9KOcz2rJxFD1L0VgKOiU0Fk9bPO3y8iKHUm48sKLGgy8qv538dqUmB2MgKytyDqxVJE6TWkVqNYnNgiaJ03k/l/Ggy3jpkSZxishCbDWRVUQuC75EdrwcKbGKFEjseG+YxIHRfrbIg4MNcQS+B4uqEDkKzYjDgja+NaxvhjxbrzCWLmFIjTDqb6Fph2jbbGGGOK1v0/PFKTu9FY+ck1IjIeYzO4OrF4lpk6DLRPmXc5vEDI3W2Dw0xMjoKKnNmuQapdDaEeRf/qM0W1IwsZ2gi6OdOPywiqn0o/sXUVoyQlJvYpMUpRVRI8Y6RxAYvLxLvdYKZx223cSLGxSriv6Sx9JKgcbiFN8zbBrziKIUpRSVks/iarZ88+KekJ7Qy4IPzuKUhy6UKAxUiRsttFYUB7Jt/aJHYWEvANUViwiWH4RacABJsY/aWMxolFBrJdjUoo3ChEUC14ezFq9YoVTNAja9C4scurSHwxdXWNkb0u9b9OCzRGseo/bMBkaeHmXL+hrrWwn11PJgPct0SR0MRB4Lf7uB6rIKAydkPWJsUGJkNGJ9rc3a0TYj7ZhmlJLmx7UYGMq+oRJ63UCMrzXOjAdqFXmgzCYoO6FD/9ZBF6W7pUTdIqVpdN3cbunZVlVKe4IEW4QQQuwrgiDoLsVeKGTzEwXjS0Ur022kq5WP0SGeKVLQFYr00mOrVE1Ij2/oDRUVD3p8R9XLTm5VPEvZSyh5CaGXEvoJnkkxnkNp2w2kdD63u1OAzvUmu02ZfDgqH2A3CwVIs/M7NtGkscKmmjTJgi/W6nwFJLLlFskDJ6hugCaymig1xFYRWUPbKtpWEdts+9ipyZkwLgvAxJ4iSrNMGaWC7jwpNY5h31HvDfFalsBvc3igKKiAR0cKDMf9bGaMMTMEQN0Mbafni7edfi/kARg7vqIBkvUihBDTJUGXDmep1+sMDg4yMjKaLwOdlRg57dAuW57Y04rUOjylSUi7SwBC9oEYpY4k9NGFKmbBUgqNGjbKAhleYGiNtLGxzRrd9mQlQl4x+z9JgooamKhOJSiyvCckcY7QN/SXfFpx9sFXDg0LKtl9+os+Fd/DdE7ZGA9d7sHv7aUUJ/ilAmkUo7TGLxe6QRdv4TK8pQeRVhZSiyxjUUItSolTm5UoeZpCKSAN+rLsmpJPuTebHB2ypMqxy6scOlBiccnDDD1NsuZxxp7ewOjTQ9QHG2yOLPXUEk8IGIRaYTzHE1GLoTseo14pcLS1jC04lie2NFk72uK3a0cZacY0o4QgzwSqFHwWlAMW5dk9vtGUfEvoDDpvrGu0QiVtVBqDTSDNmsVtvVS0Uxr0eJBFda6bSn79xIDL9uIfMx18kUCL2B/NWCNdKS8SYs7p6+tj8eLFVCqV7W6TZbkoVD49NSbAMyGhrlCgh2oecOkNDL2BoteHXt/SF6RUvexzv+pHlMOYYjHGL6R4BYsOQAcKDNkHtYZJSRzd1ao1yqhsnuBlY8FsNUdwDpdaiC0uSnFR9n8b56sypxPmCm7C/MGCsyoLziSaODbEsaGdGtqJRys1RGn2WG2nifMgTGSzUqVORkzbQpxCwWjylnlEqcOobM4YFx2NEIqqTBCnHOzXKaeGJ8YKDLayOeCQXcyIHqKuh2iZkW75UZI2u8tNTwy+ZK+NBddZwMBK4EWI+WpGG+mK6ZKgCzA6OsqGDRsYGxvd9kYFymVf7D2d1d0a7fCMwnOKJHXdoEuar7zTShxeoQddaeMtblHKl0j2ikMURurEzWxiEOTNcE0xRPsG5yy23UK1G1SqZZLQsKJaoOBp+os+rbzxbmgUZT976foKHsVA5ZkuDmc8VCkrbyp4PoX+JjZN0H6AKpQxfQsB0H2LSauLaOkCtWbCaDulGaekzmU9V4o+yugs0OR7VHsCDhwoAXDEkgqH9pdZVPQIapuwG56iuXYNtTUbqQ82GGol3ZWaNNnEAKDqaZYWPPoWleg9pI/RcsgDmxosf+THnHLUyXzq8c3c8fNnCAs+7VZMWMiOT6Hss7C/SCMqY7QiNJre0OtOaoxWKJtmAZe4lWe6dE5JTc5yUcri8PKlC/T4Nnkq89YBmOkEXCZt/xwrlSTYIvZn0tNFiH3PwMAAS5cu7Wa1bG2qLBet86CLCvBVkUCVKdsqFR1S8Q09gaI/gD7f0h8k9AYRfWHWr6RUiihUEryqQ1c0uhCgCh4qMPlZGjPetGVrGtATtjN5qsuEkzVYi0pSSFKIEogSXJRkQZjYdpdjdVNl76cWFztIEtJWjG1D0tJEbY8o8oiSvEdgkgVgIjueDRNZRewU7TQLwLRTRTt/jGaqaBlDbLMFCUKbZWRvwVJY2ouKUgZ0nWWl7HmMRiFr6hWG0kWM6BHG/C007BCRqRGldVLbJklb3cwXIA/AJFkvPrSUGwkxX81k0EV+5adtvw26OOcYHh5mw4YNNBqN2R7OfiuxKc9u2Eic3MfopiYuTQB/toclhNjLVJ6xNhMk00WI2bdgwUKWLVtGEATT2n5ilovW2TzA01kvl4KrUKZI2TNU/fEMlwVBTH8Y0VtsU65kpcxhr8X0a0w1RFUCKBegEEDog+flQRQ1+UvHxHRVrbLAi5cHXbSZ9DdFpRbSFOIE4hiiGBXFkKTZbdZt2y9B6/w6l6WpxBbTTnCtBL+ZUmhGpM2IpJUFRZK2JooMSWKyMqREE1tDZDXtPBjTShUtm23fTBVNT9FMFC2raKdZybuXjzsKFW5ZL3GUMjJYo6wjju0PaFufp2sltsQDbGGYUW8LTZ2VHkW6TpI2SW22cIS1GovBEaNcMrnZrmS9CDF/yJLRs2K/DLps2rKFNWvW0Gq1drKlQznQKKzKly3W4KGweYmR1Wl368S68b4ugUeh1I9OYzybUvJ8/HKB1pYx4ka2FLPxsjMaXrmAV8hKZ4jbqLiBaY9RDSsoIPRCBvJMl87yyaX8vkVfUTQa35B19tU+hBXMAOhiCZcmWTatH6JLFWyhCkBa6qftlRhpp4y0E+rthHacYpSiUvAwGtKiT+hrBsoBy3oL3UyXg/uKLC75lKNh2PQ08bonqa3ZSGNTk9Zwm3b+ixxqTclAOc90WVwwLFxcZuCwfvoOX0Hp0MMxK48i7l/J+nrEkZUEVqV87xdP8/S9P2HRUScDUOjtp7W0Smod1YLHQMEnzic0Ji/5UlEbFTUgjVFptE3zXJQG7eG6vVy8bKKwg2WiO1kuu5p8sjvZLpLhsn+Z+HrPhVWxhBBipq1YsWIXlnjuNE8xKGUwKi+/ViGBKlJICxSNR8U3VH3o8Rx9fkpvENNbbFOptggX5POCPg/dV0D1laBagnIJigVc6IPnb/u5nyaTP+g7mS1G47S3TWaMsw7SFJUkELchTrKgS5puv0FlJ+iS35ckRUUxqh2jm21cM8Y0ErxWllVCKyVtJqRtsLEmiRVJZEhSQxRngZhWamgl2TS+mRrqqaaZaOqpopVCyypaiSF1WQAmcQ5rNIsO6qfWiNgy1KC3HXF8v6GelHmqFrIx6mMLw4x4m6jrTbT1KFGS9d9LlEbZCOs0zum8lmr7WS8gmS9CCNGxXwZd1qxZQ7lcnmIpwEnr2ky6WpN9wdcajM0a6vqewiaaJP+Atc6RWEc7tegYdFggqCxEK43nh+hCCb9niKTRxEZxd/faM3ilIipfSUclbVS7RqA9esMigdGUUpt9YNrxEzGQNZQNjMLrBAiMB2EJZTxUoZp9udMa5wWkfhEXZrXUTWsYa6eMtSzDrSQL6FiHbzS9JZ9qwcv+XfRZUA1YWgk5oCdLDV5Q8KikY6iRdcTrV1N7ZpDGxlFawy3aqSV12fLUoVaUPM2iMJt09Syr0HdwL/1HHUjp0MPRBx5Nu/cA1o3FPLqpzsODNR5aN4ZHg2VHHMWWJ3+JCioMPrCR+AWnoz3Nup4CK/uLpDY7ARUYhU7a6HYNFdVRSQQ2nbxEtMrPVBmL6gRenMV1muzuoJFuZx5mdxAU0c/xS7MEXIQAUJLpIsR+Zry0CECjlEHnF8jKiwJXokhI0WgKJlulqOKlVP2YShBRLLUJei2mLy9JGihCfxn6qlCt4CplXKkEQZAFULZmXR54YfyEjcqCLlNun3NpCkme7ZLEkOYBl6mavHWCLi4PuqRZ0IU4hlYb1YpQrQidr1jpWnGWCdNOsJGFlsVGKTaCtK1IIk3cNkRx9pwbkU8j9mgkHrXUUE80TatpedBKxhvz5q0BCaohaSWk1owY29Kkz7Z44QLDYKvEmnrI+nYPm3Ufo95G6nozAFEymvd9aeVZL2TNdrtZL5Ob7Gavr5QdCTHXOOey4PFedvXVV/PNb36Thx56iGKxyEte8hI+9alPceSRR3a3abVa/MVf/AX/9m//Rrvd5swzz+Taa69lyZIl3W2efvppLrzwQn74wx9SqVQ477zzuPrqq/G88bDG7bffzqWXXsr999/PypUr+fCHP8z555+/N5/uNvbLoMuumZzt4imFnZjtorNlAYF8RSMLnah/G8pBiaBi0F6AV6pgx4bR9TFcq56X0mSU8VB+gLMprt1EaR8YxgQxZa9AsRCQ5kGXibQmW1Wps2KP8XFK47w8c0ZpnAlwXkDsFI04+yVrJSljUZotEx2ltK1Fa0UpMJQCg2+yjJf+ThPbsk9/mL1dSskYZngt8ZrHaa5dT2NwiNZwq9urpmSyDJdQQ7UaUl2WBXp6D8oyXAqHHIk64HBalaWsG0t4YGONB54d5fFnRxneWKc+NER7dDNJYwwao4RhmeHVv6HU+xLWDBQ5YWXeDFgrQk+jamPo1ggqauLaDVwcdT/elTHgBSg/zGqsPVBKT5ld4JTOjteEDJcdBVs6OtlHu0qCLUKMU0h5kRD7q86Xc4VGaYNWnZ4uPoELCLQhMIqigaJ2lDxLyUsoFiLCcorp0eh8cQJ6itBThp4qrqeCq/bsMHiSlRPtRlmzMdklDLMATDph1cTOyZyJf4o6H/lpkme7ZKVJxAkqjqCdXwDV7pQtJehu35gUFyVZ496WxbYibDPbvlLXtFsejVZIPfKpJx61xMuCL954/5coT86OnSJKwSsFxEWfeqvElk0NyjT5nUWGh0cqDDYLrEuqDOkeAMaCjTSSzUSqTpzWUVZnKx4xRZPd7nMeLzvKDoHMe4SYdXnfqZnZ1/Q3veOOO7jooos46aSTSJKED37wg5xxxhk88MADlMtlAC655BJuvvlmbrzxRnp7e3nPe97DOeecw49+9CMA0jTlrLPOYunSpfz4xz9m3bp1vO1tb8P3fT7xiU8AsHr1as466ywuuOACvva1r/GDH/yAd77znSxbtowzzzxzZp73btivgy5Oqe188Z2wNuCEqzrZLp7Ol//T2VY2r6mNXJo31k2x1mA9i3VQ9EOKlcW4oIQKK3jVBi5q4JpZyqZLk+wMiM4mGy5JUHET7SwuTXCmjjYBxvhZnbHSuM4n+VZBGKdMlj6rNU4ZErLy4ShytNOUVpI9r1o7oRan1NvjWS6hbwh9Q8HTFH1DT+ixsBjQU9D0FQxhcxgAPbqeeN2TtNevo7FxmPZIi6SZ4KwjNJrQgAkNhb6Q8uIy1ZULAOg9ZDnhqqNg6WHUCwt4diTm4U01frVmhCefHWV4sE5t01raw5uIGyPd5xQ3RlCjG9n0UJFyz4sxz19OwcsyfExrFFPfDGObSMaGce1Wto6jziZYyvdRQQFdLKMK5fwYZaVG2TEnmxxNCLhMzG7Z0d+SiXOpXQ28SMBFCCGEGKfytZlVnvECYFSIZz28PKs3NBAYS6gtoZfiBymmCLpoUMU8cFIIsnKiYgFXquw44DJTOgGYafHBumzuV7RZtksnayZfeEG14/EsmnY0Xo6UpNCOoR3j2gmukZ3s8hoJhVpEaSymUvdpNn1qUUAt9qmnhmZeetT2snlKO4XIQCvNAjJe0SdcXqXZKPDo4BhlP+F3qh73D/WxqZ2Vlq93VbZ4RRp6My3lEaV1QOfNdttbZb3kJpQdgfR8EWJ/9t3vfnfSz9dffz2LFy/mnnvu4RWveAUjIyN86Utf4oYbbuBVr3oVAF/+8pc5+uij+clPfsLJJ5/M9773PR544AG+//3vs2TJEp7//OfzsY99jA984ANcccUVBEHAF7/4RVatWsVnPvMZAI4++mjuuusuPve5z0nQZe7Ls11Utny0cQpP55kQZCsZASROkeBIUkdiUyILsTW0raVtNAWvQqFawYU1VNRCFbMGvjqNcFELl+TBF2dxrSZOt1GehzYeGA+n/byhm0HlQQWUyUqKtMluNx5WeyTWESXZakpR6minjkacLQsN0Igt7SSlnTqSPMvFV6obcOkr+PQVPKr5soymvhk1NghAvP4p4vXP0li/mfaWMeJ6jE0dJjDZJTQU+gpUlpSprFhE5cADAPAPOhK78CDGvB7WjrZ5eFOdXz8zzDPPjjE0WKO+aS3NLRtIo6kbGzc3PcmmR3r5zwHNK950CgWjMJvXYdevJt28Dlsfw0YtlNYoLzvjpYpldKkK1mbxlZKHc/7kFGKlsuwglS0HPnE6sL3sO63Iz+7sOgm4CDE1yXQRYn+WnyxBYzpLRuNhMHiK7iVQDl9bjE7xfIfyAV+TNbcD/LwPi/G2Xe55rpiYXeMHWbnzhH4wLknH+8YkMURR3kMmyYIxeRaMama9CXUzxtXamLE2wWhEcTSmVIuoNAJqcUAj9mh6WfAFoJVqmjYLuDRTCFKFnxj8iqYWerRGWgzXGhzVmxK7LHP6weFFrG0X2agrjPohTT1MW42S2FY36wWV93qB8X4vW5UdSdaLELNshpeMjuOY0dHJKwCHYUgYhju838hIdoJ9YGAAgHvuuYc4jjn99NO72xx11FEceOCB3H333Zx88sncfffdHH/88ZPKjc4880wuvPBC7r//fl7wghdw9913T9pHZ5uLL774uTzN52y/D7psP9tlnHI27wMChizw4lBYl5UZpfkbN8t0yIMu+Zf6RmQpeJqmZyj62b+LXoVCpYKOs+CCipoor4lOWlnwJYogibJSo84YdGcC4aGCEOVlH9bOBOAXwAQ47eOUIc6DLM3E0k4d9SgLtnQCLQCtxBKnljRfDjvwsgyXntDLgi2hoTfwKOsEPbYJNTJIMrgGgHhwPfX1W2gNjRHVY9I4xXgaL/Tw8gyX4uJeyssWUFx5IP7KwwFI+w5gyBVZO9zmoU017lszwpp1Y1lJ0Q4CLtoPCasLKPYvxfMVTz/4GP/7WzF//fsnU7j/x7TXraU9NEZ7uJZv7xH0ZGdmwr4qXk8zz37RmKCAMj7O67z+eYaLNt2AS+fvkMvfF9ZNXl1SKdW9blcDLxJwEWJqsnqREPuxPFNUKZ31t8vLc5RTaFRWRt1ZWEiBUTaLp6hOhgzjmb9uQpmPtdPPQInjbPtkfIGE7AE72bDbuV/n9t39u6OzBsKTxpl/V3GdfjNJgouTLPCS/6yiLBgDQLOFarYxtQZ6tIUeaeONxIQjCaVGRKPp04x8mhMa7zbzDJh6qimmipoCXyuMMkQDJUbKPhs21hmIsqW4X7TQUBjqodoqsI4yW7x11HVIlIxOyHpJsHnwzBFPXXYkWS9CzK4ZDrp84xvf4Oyzz5503Uc/+lGuuOKK7Q/BWi6++GJe+tKXctxxxwGwfv16giCgr69v0rZLlixh/fr13W0mBlw6t3du29E2o6OjNJtNisXirj7FGTFvgi7Tab4zs7IASqcha7cxqzJZ01rt8vesItHZG7ezNF+S93aJk+w+o1oRaE0pMFQCQ9nXFD1Nyc8DA6UQ1fZQbYUGXJJkAZcowiXt8U74Wue9X8JuqYwuZvtwyqCy5E5ia2mlllbiGG0njLYS6nFCPU5p513U4rz22Dca39eERnUDLp0MlxIxurYJhjeQDK4h3pRlutTXb6G5aZioHpG0U4xvMKGHX/QIewuUFvdTXr6Q4ICD0UsOJunLMl02R5qnR1s8urnOfWuGWbe+xsjmBvUt62iPbtkm4OKXst4tYd9CygPLqPYX6VtY4pBFFVb1an7ws19z8pGnY//lffi+YfipEZRRlBaWKC3Ijk9p6QLKyxJCY1BhEVfugSD/Q2O8PODikVpH6tgm06UjdePzLY3brcCLBFyEEELMZXt/rrVjWchl8idsdnIkKwV2KbhseZ4sCwTyJZnzgES7nX3W7yggEsUQtfNln/NSnw6tuhmxk+hOz5Z8lSOVN931THZb5/bO/G1ik96J+9jZ2DoZMb4PRcZ7x6QJrtOMF7KVL1sRNBqoSh3T00BXW5hqC38spjCWEDUiWq3shF0r9mjFHvXEp5FkKx8VjKaWKAKjaCQKrX3KB/TSasRsWjvCyEjKwoJiVTXkgaElrIlKbNIVxvzBrbJe8iWmnca5GEeSnbzcTtaLBF6EmN/e9KY3cd111026bmdZLhdddBH33Xcfd911154c2pwyb4Iu02m+s7umk+0y/gGRgtJ4SuN0dmLFyxvppjrr9wIQJ5ZWYml3lzZWjEaaUt4rpa/gEef7LHuGUqEnC7g4h/Ja2edz0s56lMTjgRdnPFRYzM52ADiLNh7OZSsLpTjiNCstqrUThlsxY62sf0utlZCk4x/6ntEY7fB0VlJU8Q3VMPt/iRhdzwIu6eAaosH1NAaHAWgPjZI0ItJWmp3g8Qx+xafQV6K0ZAGlZYvwlh0Miw4k6VnGYDObwDw90uTRTXXuXzvK4GAWcGls3kBcGyaN8+W7tcELiwTlPgq9i7Pj099L78ISKxZXOHJphYP7ShzQEzJQNNSffZzwbeejf3or//a1+ziiEnBof4GeFVnjt/56dobGFAJ0pQ8XR/lqCXmGi/FJXLbcd5oHft0U74XOmTSt8syXPPAylamuloCLEDvnzVSGimS6CLFb9uRcS8xPQdFj+WEL8Opt7JYa2zQTFELMLzOZ6eLA9316enqmfZf3vOc93HTTTdx5552sWLGie/3SpUuJoojh4eFJ2S4bNmxg6dKl3W1+9rOfTdrfhg0burd1/t+5buI2PT09s5blAvMo6LKz5jt71MQuz86hsuWMMFrhuawXCkCSBzC0SkmBtrXUWkk3u8Q3imLo0YhTWknKQN70zRVAKUMpKOOSGO2HWTmRtRC3SRrNrN8LoDwPE7fHM3A8D1csZ+Uz+VAT52gnjlqc0oxTRtsJtVZCI0q7pVBGK0pK4RlNwdNUAo+egpdl4pgUXduMGt1IsulZ4k2DNAaHaQ9l9XrRWIs4b95mQo+g7BMO9FBa3Edh2bIs4DKwgqiykMFGwlPDWUDlkcEaD60fY9PGOiObm7SGtxA1RrBJglIGv9SLVygTVvop9C2gOpD9YixeXObwJVUOX1TmoL4iC4se5WQMs3kDyfpnqG9ay6bhGq970xHc+G8P0UwdS2vZmZaVrQQdGML+Cv7CFuNrbhucCbDKkKSWKB0PumxNK1DdczRqUuCl8/OOSMBFiJ2T1YuEmH2zOteagpv4BT//jE5d9lmcpJo00aRti2qnqHY+T6q3IPBROi/5SVNcoQCd5URTO57ZAtBuodrt8X4pNp/zdc6gdP6edLJXulSW2WLyRRC6vWRMXm7E5JKnictJGwOeh/N8KITTL4HqNuzN54+dSUuS4KI2qlJGlUpQq6PKdUxPEz3awoy18WsJhVp2jOKGJmp7VFoezcinnviMxX62LLc2jGkItKaZONr5Y9RKAcXyQvyxGi80DcKhXqqtAhuoTlFqBKmN8qWlTbfUqDsdUlayXYSYLTNaXjT9/TjneO9738u3vvUtbr/9dlatWjXp9hNPPBHf9/nBD37AueeeC8DDDz/M008/zSmnnALAKaecwsc//nEGBwdZvDg7OX/rrbfS09PDMccc093mv/7rvybt+9Zbb+3uY7bMm6DL1rZuvjOVdrtNu93u/rx1k5+JppftYrOPBpdta4yHb8aXjI6dwtNZMixAnDqaUUq9ndJOUrRWFJoJtYJHnAbjVUN5rbJf8Aj8EBcFWcop4JIYG8Wk7QhnHUorXDHE7/R0CQq4qJ11wKezzDFENqWVWOpxSiPKLq0JdcpGm6x5rlF50MVQ8jQVT6MbQ6j6EOnm9XnAZYj20CjRWBY86QRctK/HAy5L+iksX46/7GBc/wG0SgsYrCWsHm7y6MbsA/ihdaNs3tRgbEuT1ugQUWMka3DreXiFMkG5h6C6gEpfgZ6BEocsqQJw1LIqh/QXWVIO6NMRZngN6brVNJ59itqaQRrrt9DY1KS+scEpx/ez7okxfrQ5C7q8MHWUFhbpObiBS+JsVScvwPkFrF+gFWd9b9Jupsv4e0Ar1c2CVSpbvkpPnIhNgwRchJgmpWYu6LIbS7gLIbY103Ot3eFwpM6R5AGXxCnaqaadGOJY4zcVpm5xQd7fROss4OJslhVcbIEfdJaeRMXJePkRZKsDtbIVgkjttl9Gpvq7pMjLg/JSIt9DBX7WxHdieVFHkjL+5SQP1vhZwMWlKRQL2c+7qjO2wIfAxxWLuEIRVSqiykWo5OVGtRa60caMZc/Za6aEjYhiLSJqGCqNkHLLpxSHFLQj1IZQK+paUU+yx/CUInVQ662ig4Dl8SgHVoo8OrJtqRFAOxklURplI1ILzsXZ9KlTaiSBFyFmhbNuPGC7F1100UXccMMNfOc736FarXZ7sPT29lIsFunt7eUd73gHl156KQMDA/T09PDe976XU045hZNPPhmAM844g2OOOYY//uM/5tOf/jTr16/nwx/+MBdddFG3pOmCCy7gC1/4Apdddhlvf/vbue222/jGN77BzTffvNef80TzMugyVfOdqVx99dVceeWV095vZ6I+5RflPOCS/Z+skBjwjI/NP/R8pfC1wjOKzjmLKLE086WZO8sKNyJvqzIfRehpwsTh+0Wclwdd8g9tm6akUYyNU7RvUEajW1kARBUiSBNU3nQ3OwvkSCxEqaUdW9p5Zk2SuklzhyzgYih5hqKnKfoaE9dRzVHs8CbSocEs2DJaI6q3u8EWZy3aN/hFj6CvkmW4LF2aBVwGVtAqDjBYHw+4PLQum4Bt3tSgPtyiXRshadXy/YToICSs9FPqqVIdKLJsYYkjl/Vw6IKsX82BvQUWlTy8kWdx65+gvfYJRlevY/TpjdTW1ahvaDAcpdQSS7q+RuIcB1R8+pTHL4dbHL6hTtrKJhoqLGL9IjYo04gtzdgSWUdsXfcMTPfkVv5vo/IFEGwWeFF58+GpdO67vffQ1Heao6sr7AHyZVgIIeaHPTXX2hnnbPfzMtUJKZaULOASW4hSTcsa2qmh2QowxqFMDDo/IWRbaGuz5ZWbEYRNlBnPeiFOsz4ueWYMrRgXpdmKQdaNZ6d0Ppo7E6etvqQokwddPI3yNYRelk3jmTxFdrx3STd7ptPY1zMQ+qhiAVVs45IKrliAsDD5MXeVMVAu4QohrlhElRqoUhGqTVS9ierL5kK62cbVY7xGRDCWUhhrUBw1FGsxRVOgZHwKsUdgDEE+oW0kinaaLTddC33ClQOYwRFOWuQoD/dSaYSsV2WGvSytv65DWskwSdoE9NQ9XrYKvICsaiTEvqrT9+W0006bdP2Xv/xlzj//fAA+97nPobXm3HPPpd1uc+aZZ3Lttdd2tzXGcNNNN3HhhRdyyimnUC6XOe+887jqqqu626xatYqbb76ZSy65hM9//vOsWLGCf/qnf5rV5aJhngZdptt85/LLL+fSSy/t/jw6OsrKlSt3P/ugMxHofkBkfBPk/1d4aZY5YvJlCq2DVpzQjBLi2KK0Ik5ttvJRvk3B01R8Q9FT2IKPNkG2QlHny7hz2DjFJmme7aLxCnk5UZp0S4sgP4+S9yhxzhGnljh12M4KS50AkVGEvqHkGyphHnQxoJo1XH2YdGQz7eEx2iN1otEmSTPB5ak5Smu8okfQW6a4oJfC0sV4Sw7E9S2nXRqYlOHSyW4BqA+3aI4OE+cBFxOEeIUKhZ4+StWQngUlDltS5ailFQ7tL7O0kp31qSQj6GeeIn7qYcZWr2HkiXUMPz3K8IY6G9spw3EWcIknvK7PkuChOcgPSVoJ2vdQQQEKVWyhh0aqqEWWemyzpsfp+ApUnRUmfa2zf+f1RFqDy7vwTwweKMazYmCrgMv2Ai1bv6/2o8CLmKzzftnfA1JZedHM/B7YGdqPEPuz5zrX2iUu61bvnMVhSclP8uBIVEJsszLgtlW0rcpW3Uk8PO3QzTzTN83u48cJLrLoeowq+llQJM9ycdZCO8W1E2wr/3yOHDZx2UrHE6eHavyjedJH+YSEFeWBztaxRgU6u/hm2zMzFiae2VGBgYIPpRZU2qg4hnYxy3gBnB9mgRmlxx/c2vEsmp1lxRgDlQouDLPMl1YzW166lWcktduoZtZ8V9da6NEW3lBMMNSgMJwQNgoE7QJB5AhVFnUJtaKeZL23PO2RWIdaMYA/NsbzVJ3eoEi1tpS1cdb7Z5MpMao8WmoYpTRJqvNyI7YbeBFC7AUz3NNl2ptO4/e8UCjw93//9/z93//9drc56KCDtikf2tppp53GvffeO/3B7QXzLuiyveY7U5nOGuFT2WGpkXOobv8Um2eYZp/Kvjb4WhEYTWCy0p3OyYokdaSJzcp68yyXop99kFUKHtUwoTfxaKcO4wVozwfjZ71dOqzNslnyAEw2iHRyzxny3yWbLV1tJ/xSaZUFEgBC31D0DSU/a+5b8DQ6bqBbNZLRIdKxEaLRBkm9SRKluDQL9gCYgiEohxQGqpSWLMBbeAAMLCOpLmJzPeGZ0RZPbmnw6IYxhjY3aIxmWTmtsTHSdhOsxfhZwKXYW6XSW2DhojLHLO/hiEUVDu4rsLho8IaeBiBd8whjjz/K8KNrGHp8iOFnx1jbTNgUpTTSqYMaWSm1ZUzFPL5hjIFfPMGiV70SW+qjqQtsaaaMtFJG2jHtZHzpbN9o/PxFK/mGsNMZWSu02zbLZeuTUd33zXSCLRPNQOBlqi/tUt4k5pOZKi+y0tNFiOdkb8y1tpWV4DhsN9shdW0SFRO7bGGCdmpopBAkGk953c/g1BrSNAsoBFGK30gxBYsOY5Snuru3icNGYNuKpJ0vgpB4pImaGEvJFyxy3ZMp2TQrz8Sw46sWauPQxuL5DhMk6ACUD8pkZcndLxkTpgTKKPAUuqRRlQDVaEOzjaqUukEX5ftZj5hOE7kOY8DzcYEPxeLOe8H42cpHrljAlWNUnAddohjVamerOzWa6FoT3VNHVxt4pQh/c0o4mhLqkDA/sRjEhkBrwlTRTKCdKlpWsa5UIU4DSvEoJy70qIz0AVBsBKzXISP+ehpqM21GifNjsaPAi5QaCbGHdUojxF41b4IuO2u+s2conNIo1wlw2PGLtVmfD+e6X5Z9z8P3FH6Sle2EWhN4GqMUzmYBEJtkHzAtk1JrZ03cai2fZjGlneRlLibAaR8V5GVGE79M262+zKcWZ9Nu1s32vmNrrTBKUfCzsZYCQ9nTlDxD6CmKnkLVGtjGKLY+QlxrEDdaJM0ImzcC1vl9g3JA0FuhsKAPPbAUNbCMtLKIoWbKulrEMyMtnhissXlLk/pom3Y9C7qkUQPrUowf4pd6KVZLVAeKHLA4D7gsrLCyJ6SfOnrNE8RPPgjA8EOr2fLIerY8NswztYgN7WS7wRbIyrz68oDWwtDQ9h2PPDrIgpu/y8IT38CzozHra20G6xG1dkKc/+EJvWzJxEqY/VqkzpE6g1ImKzNy2Xui++7ormiUZbko57rBFrWToIubKsCym4GXHWVISCBGCCHEdM3OXGvbMTiXZa1kOS8xsUuIrEczcQRG4SlFp5A7tYoo1URJ9vlZbCcErQTft2hjs8UPAJtqklgTJx5RYojTbPvEapI8oJIltzq0cijGgy7WKfLicqxV2M622uEpi28sgZfieQme51DaTpq6OQc4BcqhtcP4DlNM8MopuhqhGm1UvZk11QUo+Chjsvlft+Y5L2cKAigUIIlxpUp2W7CTzJdO8IWsbJs0zRZoaEdZFkytDuUCuhTih2PooI3xm3gjFq+ZHT9f+YTaI0g0gdY0EtApgKHZE0JpAcmWEV68MAvsFIbK+LVl+CpgyPNQSqOUIU7rWQCMKQIv+cGSwIsQYl8zb4IuO2u+s6uUc7uVzq86NbnkpzpSBzoLnmjt4SuPwFMUvKzMKPQ0vmfQRgMpzmWBlzTJmtsCNNoJrcRmfVeswYVBtjS08cDz0cbkXfin+EKed83fHq1VN8PF6KykCLKgSzEwVEIvy3JJI1TcwDbGcM0aSbONbcfYvHmv0oqgnH2o+9UShQU9+AMLMQuXYssD1KxhUzNizWiLJzfVGRxu0hyLaDXaJM0akPWC8bwCXrmHUrVIta/IQcsqHHtAL0ctLHNANaDS2oxb+xCNxx5k8/2rAdj08GbWPVtjTTNmKE6nfqK5Hs+wKDQsLWRv7fKiEuWFJYIFRR7dOETPd67h50e8leFWzFObGow0s9eu6Bv6Sj4DlYC+PKCT2vz56iz7xdFJjVPd0IuCSQGXnQVbOpSzUwdepum5lKJMKo2SAIyYK5Rkuggx22Z6rjVdjixj16nsxJa1WdAl0RGRbtFWEe3Uo6kVfmLycIvCYbLGuk7Tttm1zcQjiC2+TjE6z5ixitRqolTTth5RqohcJ+gynuViVBZ0McphcCjyk8KobmDGOtU9SWyUw9MOX1lCY/G0JdAWo+02mbDWZYkrWjl8kxL4CUEhIRhL8MZSdLWdlUMB+CbrE6Mn1Dh5KusZUwiyJrlxlDX+BVylAruSbdRZBSkMcZUKrlTK+suEASrwMOEohaCZBV6GsnlXaAoU2gGh9rMehFrjJ4oscUfT1op4ST/teo36pjovXmDxdJFCbQm+DdDGZ4z142OYKvAC3awXCbwIsYfM6OpFYrrmTdBlOs13hNiRVpLy0JpB6stGwC/N9nCEEBPM5JLREnQRYvfM/lzLYl2KzTOMUxeRuphIRbRsgJ8aTKwATUq2klFkDS2jaOYN2ULt4ScWD4fRLv9+kQVZolTRspq2VSQ2+zuR5N89soAIeMph6GS80L1/55RP52cgW4hIOXzlCE32/yDPftFq8pca5xRKuayUWVtCL6XYSig2Iwq1GH84wRTzZsBh3sU/n6Uro7KypMCgSwFUstIgFefNgNMUV65AeTfmNlp1+78QBCjPQxmNpzXKb6D8fMWj4RS/lhC2QwqxTxB7BErja02goZ4oWqliuFyl6QKSzcMc35dS9QMKowvwIx/tdbKHNRFsE3gBJpUbSeBFiD1gq7YUz3FnM7Sffd+8CbpMp/nOjD7ezpaQtmlWDqINKumkfhpC36edakq+RzFIKIZelu1iFLFWWDVeExwn2QdMnDoS58ZX0cGA8cEPUcZDewbtm24fF2WyzJNJpioj0dkSrIGnMdrhG00pb0NfzJvo+iZrjqaiBipqYFvZSj9pe0LjXKPwAoNfyWqNC/1VCgv6Mf2LcJUFRGGV4VrC+lrEuuEma7dkWS7tZoSNxpeR1H6IV6xQqhbpGShy4JIKJxzQy5ELK6zo8SnW12OfvI/aQw+x6f6n2PTgZgCe2NJkTTNmRzkkoVYsCT0OKHpUF5fpWZEtN11ZPpCtrrRwAF3tR1d6edHYb7h2cBkPrk1I4hTPNxTKPgv7i6zoL5EOZGfzjFLZMfMtqdWQ12irfIlvk5+ZV86h8rNyO+3lMiG75blmu8yEvZH1MpsNYne4IpkQQohJ9vZcK3/QvHLXZqVFWGzeSNe6mMS1iHSTpvLQqc6+iDuwTucrNWYLEgR5VCQLemg6rVwcWTZL2ymiFCILbZuthNTdALIAis5KlD2dzQGyMXRWhsw2S/KfO31dvHzlSl9DqMHTLgvcqIkFyePbG+XwtSOMHUWTUop8iq2EQi0hCLLnbbw0W5VJg9IOZSzaA11I0KUY3ROh21G2EhNkS2PHCcRtXLGULZG9q8Fn38f1D2QZ1HkmjPE1ym9mYwoj/LBJYSyh0Aoptn0KcUCYmCybOp8b1R1Ue0I20cfaNcOsLDieN2DwhnvxWjpb9Sm3deAF2KbPi6xqJITYF8yboMvcYvNSEgdpMv4xkHpoLyEwWTCj5BsqvqFa8BgJDe0ozRuwuUmtO2y+ylBibdZHBIenPVQQguehw+zsgPaygIn2vG5TW4yf17do3FZnBIzKVkgKPU3qshWLOkGXgpc30DXZGQqVtLHtFq7dImlHuCTBpjYrTwoMfrlA0JPVDof9PejeBai+JaTFfsbalo2NmA21NuuGmzTrEe1mQhInOJeivOxtZsISxXKBal+RFYuzsqJuwKW2Drv6t4w+8AAbf/00gw9u4pGx7OzKxijZ4auxIPA4qOSxcHGZvoN7qR64mMqKRQD4Sw7ALDoAV+rDFaqkQYVmCn9YdVwfxfzXjXdS7F9CdemBNBZHNKPx8qViYKgEhjgd/zXpnAkzeUBL2TQ7OzNhVavtUuo5N8zd31e4Efs2M0Pvbyu/JkLMC51ARDavUqDyZrr5ggVWJcSqjXF1tDJoNDpVWOdhnaNtNG2jaKWQV08T5D3sJq70HFuIHbQSiK2jbR1JJ70+H4RRWa8Y3yg8NXmlaAuk+faJhRSXxYoUGLL7BBp8nT2+p9U2CxhBJ+iSVQoF2hEaTSnxKEYpBS+lYLLn7WmL0S4vdbJZ7xgvJQhSglKK12hjWim6nQddohjVjqBVgULWG8b5Afj5MtY7W+2oQytcX3+2T63AN2h/NPu50ESVW3hDEcFIQqEeEjZTCnGIrzw8DEap8QLsnpCRgwd4+qkhDggsL1igMVt6oLkSJlTFTwy8ZC+HNNgVYk/qfG2ZkX3Jr+S0SdBlOrb3RcB1ovCd7WLwYvy8iW7JN5RDj0rBo1LwacWWhotxLlvxyM9XxtETzqaQt4xx2qCNh/JCtPEwYYDLlzvUvkHlARhlPDB+9mVc6e4ZG63HJw+Jp/HJGsV2VkwqedmKRYFRqKSNilu4qJU1ZsszarTREHgY38Ovlgh6s2UAvf4BTP9iXLGHJj5jUcKmRsTgSIvNtYioGRNHKS6NUcqgg6zOuFguUO4rsHRhkSOXVjhsoMiyqk+xMYh96v5uwGX9Axt5pBazeSfBFg0cVAo4qL9A/6o++o9YSu8hy/FXHIZamK22kFYWUVMhY3FKvWUZHWlSa6dE1nJ0j+PJl7+AX3znv6hvfIb4iJPQSlHN+8Es7gkZKPjY/C+KUXntcj6hUzbNMlx20M+lm8miNN0Z2oTAy65ku+zpgItkhYjZpFBSXiTEfs45h1MJ1uVNcl2Mdi0iZ9DKQ6tOH5aAxHkE1iNOFU2TLWIA2QmmrCFuts8s6JIFWqLUEVlLbFOS/LMu+3qfzZk8la1C6SnVbZLvHCTOdbdPrSN14yssecpkWcVadUttjJ48BqDTsSRb9VllGbqBNoQGiloTJh5h3oPG1xZD1i8mK3myeUlSQqmZUGy2KbQSvFYDANNOslWQ6i1UMYRimC3G4Pu4Qpj1bikUpt33xfX147SXlRrlARtVquGV6+hKC1OJCIabFEZjwrGUUAcEOkQrg8qfaZYVHBAeupC1qzezHMsLFoDe0oNqHDRl4CV7PSTwIsQeJT1dZoUEXXaqU7ertyoNceM1cbbzSRFD0sbzwnxFIJ1nuvj0FRPacYq1jjh1GJ1NDCD/cNaT01jRBpTJskSCAB346DRbHtoEPibIlvBTJvtQdDrvcj+hNllphac1oefQWhFqTcHrrF6UL2utFSqOUGmCjduQ5oEOrbPHdBavEBJUSxT6e7PxVvuh3Ict9lJrp2yqRww1YzbX2kSthDTJokfK+GhPE+aN4UrVgEULShy+tMohA2UOqIZU2ltwax6m/sjDbH5gDZse2jytgEvF0xxaDli+soeFRy+m/8gDCQ85ErX0EJLe5WxuZvffNBqzvjbKxnrE5rE2Q42YejshTi3WOkJPc+jJL+Pxn9zFlsd+SaH8Ejb1ZWVUtVaS9UlWCqPpBlx8rTA2hm7QZauQ8cT3Sf5/17l+isDLdOzNDBdptCtmhTTSFWK/5nCobolRnuliY1LloVSbNhoUWGVJVEhsQ4LUp2UNQWq6fz+8JMty0dneukGX2Ka0XUqbiEQlJHp8nqFReM7Hsx6+9fCUxkwoa8n6x2RjSkhJVILFZpk3VuPbbCEFP+9x4qnxMcDkc3dKZSVJns6yYwIDhTxYE3R65k4oUfJU9u/AOAqxRzlOqCSGctSm2MqeQ9BoYWoRutJGlQMo+FDI/q/CMFuKulTM+r4AVCo7Lz/qqeLyZrsAqliAchFdbaCrdXS1hRmK8DY3CEZSvIZDqxCjsq8WWmk8wCiDOWwh61dvwbYTnjcAUME1psh4ge2vbCSBFyFmxkwGXeRXcdok6LIDO+3r4lxeWpL/nMaQxOikTWAKhJ6iEhp6Yo96Mct0AWjFFqOhFGSHv+BnDcs6n3+dL+hOG5QfoLwQEzTBBlmmS+BnSwZCVl7k+XlQSHXTM3X+ge5pBV7W6b/gjQddCp7Ja5AVKo0hjXBJ3E3pVVrjhT5onZUW9VZQPVnKqe5biCv00LSGRpww0ooZrkeMtRLSOMWmFlB4vo8fGAqVbKy9/UVWLSyzaqDEip6AXtWGTU/TfvJRhh5+hs2PbOHxWnunAZdFgccR1YDFRy9k4XEr6TnmSLyDjyUZOJDBpuXpdTVWD2U1yE8M1nh2KFu6OmomxO0Eay0uX5VJa43xNIsPP4HBR3/N2OAGWsuyfjCd1aV8kx3HMD9+Jm13jxl2coaLU/kqU1sFVDorIOww0LKd2+ZrSdF8HbcQQoi9rNPXxTlQadbbDrAuJXURKs0byZKVHCWqQKJjInw85+NbHy9fvcioLNShyb68W+eISIhVTKQjYlrEtLpf3B0pGg+tPTwXEBDiOR+FQjmFU46EhFR3gi4RiYryIJFCY7IxuBDf+gTWz7JfmLjW4TilVLeUyctPiGUnwbLyJBgPynRKkTwNhbwcqZkaWqlHK/Go5H3zyq04WwWp3MKU26iiQRUMquCjKgGUCqhyEdXOtndJkq14tLOlpsulLFMGcMUiqlJGVepQKaIrNVSljiqOr3JklMVQyF8HD08ZlMoCMMsPGWDdU0PQjjmhH6AHtgq8wLZ9XiTwIoTYF0jQZRqc0ijlskCIyj5is/8DE9u7WtvNdvG9AqGnKfuGntCjXfKJ02wJwUbe+KyQlwgVA5MHSMYDL50gShZU8VB+iHYOl1pMkAViAFQQoDwfpwxOmUnFdZrxD22lFKFnuo/pa4VnFNolYBNcmuRLYYMyGhN6uLyBb1At4fVUswwXgEIVW6jSjCyj7YRanDLcjGlHKdblGTa+RhtNWPKp9GYfwAcuKHPIghIregosKHqYjU8RPfMow4+vZcsTw6wfabO+teOAy4qCz2ELiiw+fhGLn38YpaNPwB1wFJt1D6sHWzw4OMZv14ywYX22THVtuElzaCPt0c3EzTo2jfPDqzF+ARMW8MISXqFC39IDaWxeSxKtArKz7qGnKQeGoqcpegqTtFBxA5VEWaZLp9t+ngmllAWnx0uGtAa9+79msx24kJIjsbcoskyymSCZLkIIMccoxaKD+ikP16BWn+3RCLHfmsmeLmL69uugi3Ju17/UdoIhMF7O0428J5BqSBNU0ibUWZlRJTC0Eo8kdRitKLRTrMtKWwBKQdZfxdN5DXH+UE5n5UXKC3FBhHYWfLJVjfy8vMgPccoDbXBKdfuPaLLv+55WOAvGaAJPdTNdskZxKisnsikuybvGa4P2PEyQ/TZ6xRC/p4quDKArWXmRDSu0XZblUosSau2sdKqz6oHxFMYzBKFHoRxwQL4a0MELSxzQmwVcvLENJOufovb0Wkaf2szYYJ2NUbrDFYoOLQccsqzCkuctZdELjiA8+kXES45kTS3lt+uH+fmTW3jqmRG2PLuZ2obVAES1oSn35VKwcZu4MYIJSvjlBkGpl7Dch00itBdQLXgMFH0qvqYn1ARxHdUaQyWtrKwoD1J1M1tUFmBx2usmrThLdnaGCdkujL+HJvV8mTi+OZYlMt2So7k2bjG/zFR50e7s58477+Rv//Zvueeee1i3bh3f+ta3OPvss7u3O+f46Ec/yj/+4z8yPDzMS1/6Uq677joOP/zwGRmzEMICJp9LZCenHDorMdIaUnDG4VxCqmIS1cKoEA8/y6ogy9rQLmu4m+3RYnVKQkykWiSuReribClqxk/yGDyU8jAqyLJndIhy2fJDTjlSEqzLtk+JSG2Cy2csBg+jfIwO8V2IR4DnPMyEFA7lxv8maZetwORh8JQm6PSR6WQnM57p4nUyXfKVJovG0DSals0vSfYYzSimWE8ojMX4YYpfSDGFBFOKUOUWuqeF6mlBOz/xFCdZD79qFYrFHb8sJn8elQquUsGVG3nGSxlVHMELR9BBHeVHaOO6U2Sjw+zfynRLrWoJ1PsqYDQnMMbOs10MjrZkuwgxk5z0dJkN+3XQZTqyEiNAqSyRVKnuakHbbpx3wU0jVBoReGGe7eKIAq/bKX/iakKQZbx0mtp2Gqxl3fQ1eH7eyCwYX8LZD1BhsftvjIczWSf/rBY60ykxIv8gD4wmyJfq8/IlEVWSomw6/rGV93JRWmUlRqUiqlRFV3qxhazsxgZl2qmjmViaUUortsRpPvnQKmu+62nCgseygRIHDpQAOKBaYGHRp+xaqOH1xOufprZ2E/XBBpsjy2g8vnLQRKFWrCoFHLiiytIXHMDCE4/BP+JF1PsO4rFNLX76zDC/eHQTG54eZvjJ+4gbI7v0Gk/MfgHL0JNPEAysYHlfkWWVkIGiR9gaQjeG0O06Lm53+/goz8+ykXQe+PImBlc6bVy26t+yg8DEfAhaTJX9Mh/GLcSO1Ot1nve85/H2t7+dc845Z5vbP/3pT/N3f/d3fOUrX2HVqlX89V//NWeeeSYPPPAAhUJhFkYsxL5hfAWj8b4u40EXhbUKRYzTFpc6nE5IiLMSINXGKA+NQedTWqXNpGWGncuCLqmNSFwL62KsTSZ9YU9QGB2QqBaJCjCuico/t521edAl7zNDgnNJ9tkOaOWhlMGogFgFGAKM9tGYbrBFbTVn1Gg0Hp7z8KzXLUny8nF7eV8YT2UNxn2tCIyiaaBoFK3U0Ew09fxEWtnzKMaWsJ1QMCkFLyEMY4IwJSgleGMJph6jO9nEUYyKYogTXDWBcmk8uLIz5RKuXMKVSqgwQAVelhWtxlAqBrLmvmqsExxxjH/dyAMv1RLaaE5ghK0DL52AWRZ4aeVlRtsPvHReZyGEmMsk6LIr1ISMhk7wBc14y/U0C8pYD5II5cUUjE/iaaoFD0sW6S8kmsS5bFs6vVay0h+DGv9OrrIgj/IDVNyGMJvYK29CpktYxBoPtId1k/sZaTWerh/kNcOmewYiz3SxaZaOYW2eGuNhAg/n56sn5QEXXenB+lmgJzE+rTillVhaiSXJAy7aaLzA4AFeYFjUE3JAX4FlPdm4l1QCegsaPbyJZNOzNNZvobmpQWu4TSPJlsueqCcvhVpV9lm+soclL1zJwAuOxTviREbKy3lwsM5dj2/ht49uYv1jj1N79vHdelnDSh+F3sWElV7CUoAfAM0N/PvPnuR/HbOIUn0DZnQ96dAgcX0sO2baoHwf5QWoQgkVFlFBdnycx3iQxans2Co7uRmz0ttkucy3wMV8G+9ct78HsRSzm+ny2te+lte+9rVT3uac45prruHDH/4wb3jDGwD4//6//48lS5bw7W9/mze/+c3PabxCCPJ+LtnS0eNfohNQmtSCxuKUw7oErTys+v+z9+dRlmVlnT/82Xuf6Y4xR0YOVVlZmTVQQFEoDdKCQlvK4M+WhW23iLzVgLBebOzGasfFUoa2tRtdStvygu36geiStlna4rBsG8Sx7QIskKGAoqasIefMmO90hr33+8c+98aNITMjsiIrMjL2p9apjHvuvfvuc+5w9v7u5/k+GVIE5MIJGH3TWoQcVNCxGIzVA6FEmxxjSwFlKL5eSIXWOVIEaJEiRcBwyKoZEln67Q2ei3T9kTmFSAkIy6iZ4SH2WtFFIFAoGaJsgCIitCFBOSwPdDCIhAlKc96oEKRK0gsEPQU9JWhr9/jlwpJIS6ICEmVIpCFJCypBQa2TU+lkxN2coCwxrbLCLboVBSLPsGnPebxcLuplmHodG4agFEIpJBCyTI18zQP7orTrq0HQKWCpklAfMYOIF9E5DMBJ5SKUYFh40Rf1d3HvgY968Xg2jYFLphZsBf+12zRedNkk63xdRACicPvtUIRGv5qRyRFFjzAOiZUTWWzsTnevEIOoF3CCSDWUKFFWHRqeL5QloUUYgyjLREcRhKWxmQxBOk8XXV6DLKWVCKV7voBAudKEfRFGSrf6IIyriOR2qPK1jBu6RDEiqSGrDUxYwUSuZHSmISssvcKVXNTGEipJFEhEWaZ6pBqyf6TC/pGEmdJIt5kownQZu3CO4sJZerOL9BZ6dAuNwRJKQW7cv6Oh4nDVhQpP3TTCvucdYuyu56Bu/WYWqjN89Vybv3n4Al976AJnHnyA3vzZrb+pUlGfvpHK+AHqownVekKl5kp8A9S65/n9B87wr/lHeqeOUywtYfICoSRBNUFWaohqE1lkyKKMlon6J9+1YdfGzK7lIoLL5SxU9uCc3HO9s43Vi/rtpGnK0tLSqvviOCbeZNnUPsePH+fMmTPcfffdg30jIyO86EUv4r777vOii8ezjVjsYFzlrqHaVS0yFiHKktLCLXL1BQ+BGESTDEeVWGuwdkh4MRpj9UBA6SOsa2+43WHhxmIGhQZsWWFp8FwhMOQbikGDx6wx1BUoJxIJSSAiJAolY1RfdLEhQWkSHJiAwChioUhNQKyd+NJRgrgcYiRlJEwkJYlyAkxFBdSUppsH1POARp5SyVyNoCjtIjON7OXQy8rUoxTqNVfhKLyMwW6fOMZOTLpjMmYgvABrxJfVwgul8NKqV9GF4XmiDbjKSsNVjQbv02WMdT0ez+axxmJ9etEzjhddNsH6FCMX6WKlcqLFmhmwMNp5pejcebsEMRqJtQYhAqJckOkh0UUJksAJIkoOXZqFBKQrGx1GbjKP83GRZdSLVWVaiwqcT8mQ5CilQBrrDHVFaZxbjgFUPwlmeKVHSRdBU1bgEVEFWWsgkjo2rGBL894ss2jLQDhSUhAqF80DEIeK8VrEvpGEqVrMWMXtbwQCuTyPXrxAOr9MutxFlz4ugRA0A5f3Ww8kByohYzePAjB5x35Gn3cH6pbns1Sd4evnO/zdo7N89cELnH3wy/QWz2/5PQ2rIzQP3UJzcoSRyRoHxpxANF6PqfV9bwJJPnuKM9/ynXT+3/8PRTdHRYqoWSUZHyGZaJJMtKFwgxgZhC7dyIQr57U/IFgT2WKHol76gstWxg7Dj/UCzOXxZbD3Ju9///t53/vet2rfu971Lt797ndvqZ0zZ84AsG/fvlX79+3bN7jP4/FcOcMpRn1vl/7ftvRSQTgBRVgXYSyEHAgewym8Yuj33lo3zrEYjNE4SWf9Mq+1clW7w+1Ya8vJf7/aUf+5Ln4Z60QUYzVSqDK9aUW0cW2tT0kXCKQMKOgiRYQU3YHookTo0o9kPBBgUhsR6ZDIBERaEZVp48Ag/SiSLiU7VoKqkrSUpGtctaO8kDSLMh0pz4jyFNVzwovoZYg0gzSDbJNeL32iEDs+DsYirEWWpye0S5sSXnpjddCGO8dc1Uljm5juIawy2OFFzSHhhf7+/nttrY928Xg81zR7XnTZspnucGrRqhQjQCoX5aLKtB2dIXRIoAJiqTDKeYZIFEnAwPRWlWZpoRQDs7GyQaxUriR0USBkGelS+riAE12sCrBCYqxxKUZ2yOMVJ7YEyrWtyralYCXKxVqElFjlTHtRgTM+q1QRlRomjLFhQl5ey3JjyLQZvEagJNUoIFSSUEnqScBkPWKyGjJZDamHrt+ytwjtBczyPHm7h0411lgCIagHkqqCaiAYacSM3NBg/PYDAIw++1bCY3fRqh/k4dkun318nq89dIFzD3/9igSX+swRxg7dxMSBBrfONDg6XWemHjNZDUkCQVwOYlT5uThz8km++ad+io+9+E2MV0IaB+qMHB6heeMkJi+oSQVBhIgSbFyBIFltCy5XxBaEGAguVyK2eDzXK9uaXlR+t97xjnfwzne+c9V9W41y8Xg8zyDWlgtcpWeHpRRbCspfidKcXmKtLoUSgIv9dgwLJf0IlY384xQWF+UyuCbbftFpVkW2rH++Kvvo+oQRA0FIsF5sGSAkwgokAUKkSKFcWhOUIowiIHVRMCImJCYVEZGNCExAaAIi3RddFKEQLg1JCRIl6ARQVZLMClIjKIwgL8tq54WknmUk3YKg20Z2MmS7B2Mpopc6r5cRDfX6xfs/TBxjR0cRWg8GNdLYQbrRoP7ERYSXdKKJOK/J2hl3jgv0bBPTuwGjdBlZ5KKT+t6G7j2BteKZF148nk2wnelFnk2z50WXyzK0/DJIMZIBVmqEcf8OSi1jnPBi+8qHdqWFVUgUKIxyAo0UBm2GjKNL7xWXCiRWxg6lqCNUAFGELQqEdNEoVpahn6Lv52JXBJf+BU+4/0khCMRK+hKA03+GLkxSutcJDBCsmPWGTkSwKqLoR3maldcQQpCEkv5HKVSCkUrIWCVkshpRCyVV6QYosreMaS1SdLoUvRRrLCKQVOLSuT+UxM2YxsEGo0dnGLndlW6Ojt5Jb+xGnpxP+ceTizxwfI7ZJ0/QnTu1pbdSRVXGjj6PfTeM86zDozxnf4OjEzXGKoqmMsjOAqLbRuisPNBydW0h4sl9+3jZ//ef8h//46d5zlLKbUupK98dBoS1CnGlhs0aKx45g6gWFz5sZVBGRwUDwaU/hjOXUV2kD2Xx7AnEtqcXxXFMs9l82u3NzMwAcPbsWfbv3z/Yf/bsWe66666n3b7H4xkabvW9XXDVi4QF0NiBTX3/d8IJJbA6umXQ3uDaqteIJv3ZxrAgUtB/6Y251AzFllqRwKJWhBs7FOmyofjixBkjchcZI1fMgKXIXBTMwCMmJRcRASFZGf3SN+IF5wETERIKRawViZQkWpIFgrwUWwojyMs+ZUaSFgGNLKXSyYlaGapToLoFopcj8hxRFBhjodm4xLEPUatitF51pFIKQrFMVeQIYcsx6MbCSzY1ytmlWaTQPGtUks01yfODGJU7wYUyVQyXdiQo04zApxp5PFvB4r1YdgAvulyKoQ/kxVKM+qk4gCsX3R8AWONKMZscihQhFLFy3iZSSArhUnT6KCFQpdHtIP2hn8IklBNEykgXhv+WEisUpqz+ZdZ8i5yZbmkzIlYmNVK4HOZVFykVuqGMVE50SapllEuMUSFF3jeRswOhIFaCIlIEyok6lUC5UstJSCNS1EKJSF01IZG2MJ1lim4Pqw1CCoI4gNGEGIjqIdXJKs0bp2kevZHoyLMBKCYOc7pV8LXzLb705AKzp5ZYPPnwlt7K2vRhpo4e4+iRMV548wTPnq6zvx4Qty7AqRPoC6dI586TtzoU3XTwPCElKonoNWscPHYT3zJe4TNzLgQ2rEUkYxXisTrR2OhKeNFw6lApsqwILxKDgCFxbPgd22jKuSKibTwhHfq4eDyeq8CRI0eYmZnh05/+9EBkWVpa4rOf/Sxve9vbdrZzHs/1yODCtjKxXol6GTxo3cNXYy5150DYuehrs3FVnLX+LM5zpr+QYoeuyUNpTsDausjD4oxAIqzCiNIfTgSu9PWQR8zqykoBigApVzxgFC4KJtIRiYmomIDcSAorKSwURpKb0u/KCHqFolsENNKcWrcUX9odVK9AZgVojSw9cQDsyMjG52uYZgNTjjP7VTClFIRqGRFkINpu8ZJ+6tKw8CKZOjLOmcdmORgZjjUDsvkxcpuhgwKLi3YptMEKJ8IIuyLO9YUXH+3i8XiuRbzocin6iyqrk41LoUWVUS1qxejLmLLUYUk/2kUXIFOkEIQqcI0JkGalUZdWNPTUgbDjUowEwUCMsSJwaUfg/pWyDK5xLrpmOLNFiIHYMihHXe53KTD9PCRVKjOxi6aJK1gVgYqwKqYwFl2qRP0AmUAJQiOpATpw0TrVQNFMAkaSgGokiYVGZK58oOl2sHnmLopKomJF3IiIagEqDohHEmozEzSOHCI88iz0+I0AnE/hkbkOXz+1zPy5Fu1zTwxKNl8WqZi85QXMHJnkxbdP8YJDI9w0klDrnMF+/Rt0Hn2IpcdPsXxike58l6ydY0pxyYlCirAWURlPuDD+MC9424v5zH/8Sx5qZRw8scTIoQaNG7KV/kgFSjmBBcpy3hFWhVipBpFI/eHAqmAjsV54Hv7YGWt91Ivn+uUqGOluhVarxSOPPDK4ffz4cb74xS8yPj7OjTfeyDve8Q5+/ud/nltuuWVQMvrAgQO85jWv2ZY+ezye9cOttVEv/Um149LjgKEr7dDeUsBBbCjGbPyctY/ZwJ9l0NRKn2y5ULdC/z45uH/gG4NCUCBsMHislQpDPoiAkUINKisJoZwZb1lgQRGgREgmEyKbkNmEQlcobIg2Cm0k2gqygegS0A2c30u3CGjkAfU0o95LSdKMMNeoQkNhEHolzNmOjq4MJC9GmZJklVqpbBQoQrVETfSADtYKICmjl/oLhwJUQHHjOKeemOOuZkG7CEkXJylEgVZlqe++OXJZ0ci92CbHhB6PZ3uNdL2+uWm86OLxbIGTC8ukGKLLVSXyeDxbYqdLRt9///28/OUvH9y+9957Abjnnnv4rd/6LX7yJ3+SdrvNW9/6VhYWFnjJS17Cn//5n5MkycWa9Hg8V8DGwotg4K9yKZ+UAReJchlOWxp6ldWRERdJVRkIKKWB7qo+X0TgWVPW2DEkzAz2uaMeeNkIgTYagUJY7VKQRLCqspIUamDQK0WAFBFKpC4iRtYwVqNNFWNDtA3IjCIL3Ov1DHS0pK0lrULSLhSNIqRXBIzmXWp5RqhbqMIg+in0hSsSYZtN2Iw3VqWCDQIIAkQQuMqPcpGq7YLtuJR4ylNk1cqpqoXoG0aZm53n+WMF2iTky9MUIsUEOdoWroS3WYnCGaQa+WgXj+fyeE+XHcGLLlvAlqa5g9LRUiGMAtGPcpBYEwzCHbHOyd2aHKEVyAIllTPa1QIty8gR3OXblTx0ryOlIqlUSGoJlcASCUEgQSmFUCGyUkMKiaiNQHWMdgGLvYLlXk4rzemkBYUuwFqU1QS2QOqM0ObkeTFIf+obvgohIHAfBxHGLjojKDcVUOiVqAwLpU+MK0/YL0MdKUk9dJEu1VBSDQQi7SByl65jsi6UpZVVoIhqsUsvEoKwXqEyMUL1wD6Cg0exY4dYFC789NRyj+OzHU6ca9Gaa23KPLcy7kx4p47dzi3HxnnpsUmeO1NnmhY8/A8sf/XLnP/K48x+Y46T8z1O9XJaxfpfoFgKJiLFRBQwORLTOLjEP33WKJ/9+iInuwUzSykmL1daAlfa26gI2y/pHSRYFWKEQpu+787GAwEzZHI8+MxxcXtAj+d6Y7tEF3kF7bzsZS+76HcT3G/ke9/7Xt773vc+na55PJ5NMGR5V+4YzqPdxGzhYum7AwFnRSgx2tDtdSmKAq2dwb/WBmMMWmu00RhjkFKilCr/FeW/AVJKoigijmOXbT7kJcOqFKMNxKJB5M6wZ81KFIyLgFHrKja545ErBRaQKJFhZIQWOUZqtCgopBNeiiImt5a8NN6NC0kvEHQ0dJSkqwVdLcm0oDASbSQNkxIVHVRfCNIGURQr1Y3q9ctHvYQhdmoKwsClGwGhsVRND2O6WCvQRpRzwKHFrEZM244yOzfP88YMPV0ha8+Qyg5FkGJs6fMyENFA2ML1VAgvvHg8l8Ca1fU+nl5j29TOHsCLLmyygtFg9iuGfF3EIMUI+sZepY/qQHgxgzQjdI5AoILYPUWXYkUYUqvVqderVJOEerVCLQCRtRFZF2GKVd8Ol/bjjHRtVMUEIZGw1IVChSHVqiU3Fr0mdKweKcYShdaaMGuRLl4gXZylvThHe6HrvFxUgJWhK0WtIqyK0Ajn4zJcjloIosDl6hpjCZQgCSTVUJEEgkogCUyByLuIouf6mmVgDTIIUElMJCUYg0pi4tE60eQ4wb7DMHmIXjLKfMuJGScXezx+oUV7qUfWmsfkKRdDqJCxm57LzFFnfPmCWyb51iNj3DKekJx/mO6X/i+nP/M1Tt9/hgcWe8znlw5JTY3lVK/gVK9gX1pwcDmlWYs41JBcSIvyNSUiTpBJDRtVXHntsAqACZMyNcsMVnXW9bl/TvsDQMSWhBefceTxeDye65FLiy9rH7z6CrtWcOn1UnppSq/Xo9frkZZ/a73J1JSLesOsXMWjMCJJEuI4Jk5i4jiiWq0Shor1YpGrjjQQY6xFDPvUDEQYjaUvroiBBwwAZbqQlAojNMZqlCz9T4TBCo2RBYWtkumYnnFjx1gruloSF5JOIOhqQU8rMiNKDxiBMZKm6RJrlyKucoPINaIoEHmGLQpsow5hePlTNzrm+m8sQhuC3FAtMozuUliJRpQpR2BKs185knBmuUqn2+HZo9Au6nSzgxTKiS7GFINzqo0epJ/5JXyPx3Mt4kWXK8CK/uqCxVrrol0ApBlMkK1hRW03uqx2pEHkREHC+OgEcaVGvdEAFWKtJZCCUAkXOaJzJ3oEBmy4It70K+AEzpTXqrAUjCxKQFSuJCghMKo0YEWgJMTKFaMOlKLSGKUWhzA2hkyXsWmXzvIiS92MpTSnnWpMGemiDRRm9QBGIoiUi76RQhIISRwI4lJwiQOB6HURReZ8XMDl3AqJjELCRoWgiBCBIqxVUCNjBJMHYHw/uj7FQk9zatmJNacWe8wvZ2S9AqPzi74v/VLQN948xkuPTQLwTQea7Fcd7AP3ce5z/8CJ//Mo//j4IuezYsvv+9m0wFiY0paxSBEEkqQZEzWqyPoosjmOjhuYygi5dO9PlhsKY0u3/ZW2ROnh01+xksJFEknhImE2inrxeK5ndjq9yOPxXF90u11arRbLy8u0lltOXLnKqxR5npPnOcvLy6uiLKIooNFolFudcBNChQfG9jeRp3PILz7283g8W8RrkzuCF122iKtiZNdHu4CbVcuN8pENtUqFsYlJRqYPoBrjaLPaTLUfSipgyDBXIoLI5az2I12GK+GUt/vPVXLlDZX9qJwSJSAcMtK1pXgjVIANKwgZUIsr1KzhgC4o4gZLOuD8cpcz5+dc/mx/gQlnoiutLI16XQnqWDqxJQkEMu+5ctm6wBalwCEURDGBLpChO2cyShC1BmpkEjE2g65NspzDfLdgvuMushdaKXmm0YUFKQmrI+QdVxFJhjHJyBS16cNMHGjynCPj/JPDozx7ugbAaPsUxT/+X079zed55P+e4P6F3tN496GwlqI0w5V1hR5PSCZGUFMH0fUpdH2KjhakmXu/cmPXlPEWqwQXJW251iVWCS8ez55jh410PR7PtcuGPi9ryPOChYUFlpeXWV5e3lhk2YaywsNiympDXn3RqOksK5idnWd2dhaAKIpoNBo0m01GRprIsgrmUDzxIPLFlulHIIfSjoCyPDVQ+r9orCwwlGazyqIpMKKgkBmZTehZl/ocm5jQBCQ6oFdIslCRaxflYuxKSQhroWl65XO6qFy7ykZZgcgLN8YbGYVok9EuZYqSzArCfJFanqGNxBjhjHShrOwp0UBuBL2JEXon5zjSELTmRukyQ646FEGGLfpVNYvVZaS9t4vHc1G2Nb3Is2m86HI5VlJsV6UYrYp2GXpoeV0Ea4mSChOjTcYnpoiqtdIjJSmjWMIhEWMlx1iKoReUqsxTXf3NcKWHy5xksZIj3I9wQYGyKx4sUjjRRUmxqoShq1gUYIPIiTk2BGuxkUCECc0goTE2wfT+g5yenefchTlay0v0o2qUcBWRlBCE0kW+xIFwaUVFD3S2kmNLmYYTRs4TBhAqQFZqiNoIojGOqY6SyphWt2Cum7PQc6JLJyswhUEFgqjiShbGzXFUGBPWx2iMVZmaafCCI+M8/0CTm8diKuddSenO5/+OJ//yy3zlS+d4tJ1t8c1fTSgEo6FiKlZUxxIq4xUePzPPsXoDpg6TNmZY6Gm6hSE3K3nZprTsUxKEsK48eClUYZwCI8voFrVmvOZFmO1neFAstmEA7vF4PJ6rz7pUI8AYy/z8PHNzcywvL2/wpI1/49cJJ5d5zMX7dDEBZi2rU5iyLGN2dpbZ2VmEEIyOjjIxMUGzUS8bW/EqwfYrLvV9alab7zoUCIMpxx6FBKutE2GEHhjsKulEl54NCXEiTFLE5DaksAqDLNsPBi/RH0s2dY8kz1CZKSsbFYj+WGd8HNTlCwzY0VHIMkSaobKCMG054UVLCtMXXSJMWWkp19ANFL3RBrd051nIIjpLU/RUy6UZGTdONKZYVUbae7t4PJ5rDS+6lFzS12VYeFm1X2CFQgzScS1KSibGphgfaVCPXblgZFlCWK6cbmH0IEJGCTHs7Qa2jHKBcrFjjflaP8UIYOBcD1b0u+kuMMMTeCXdhH6VV4iQIAN3eDJY7xsjFUYopDRMjo9Ta45SFAXz8wsszM/R7bQJynLUoRREAYRWI3SG0IU7RuuiU8AZ9ErABrETYKIEUalBpYmpjKCjBq2eZjnTtDJNJ3WDlFxbZCAJ4wDbaBDVaqhAEiUB9dGEm2eaPPdgkzum6hyqCeSTX2TpC/cB8ORff40vPnCBE72nF5paDyRHqhHTExVq+2pUxxOiZoWgWuH//o8/5/nf+TbOzqcs9gp6awx5w9LvJlaKKBCEkkFKGEPCi5PwNof3cfFcbwxE421gu9rxeDzXHsZalpeWmZubY2Fh4ZIG2FsVTp4OW2lHDD3UAvPz88zPzxMEAWNjY0yMj1OtVsoHDwkwq8pm63UCjMWWVX0sVlqMdZEuRkZOdBEu9TkQERldMpmQ2yqFrqJtjLUB/dIOEGAt6HIMqo2iWfSoZDm2aKEK7TxaAFSAHR+7/IErhW2OINIU0gzVK4jzDvWiR1Ga/PY9ZXKryLSgYiRFPaYr69xFi25Rpd3ZT646aJuWfcuwtlgpI+29XTyei7Od1Yu8nrlpvOiyWVaJFQLRF0ak0yrCMGDf5H4mmzUCMeSaL6QTN1QwSA1yTrty9Sp7341+XXlDl3yy+vbKv1YMlBaXrtK3Xlsz6RCspC+taquMplkXZybVIIqmHykTK0msIuLpKSYmJ2m1WnQXzpO2lgmlQNoCUaQurcjkzjwYEGVVJGsihAqc+34QIOLSdDauY5ImrcLQLQytVNMrDLl2fQqVIIwUSS0iTlzJxKgSMN6MOTpV59bpOkfHK+wLcsTjD7B0/2d46m8fBOBLX5992oLLkWrEkekqY0dGqR8cozo1SjRSRyUJCEnRbpPd/6d8rPtcRqohUSCJAnfuaqGiGirqcUA1NNQjdztSIKxA2v5AbeWdMZaBYDYskkk/kfRc14ht+4z774rHc/2htebcuXOcO3du8+a31yirImQGITyCoig4f/4858+fJ0kS9k1PMz4+5qKUNyqbbYeX2lZWCA1gtcGWBrva5kgRoIUTKYqyxHQhemjpqhxhQOYrpsCu1QBdpv0U1kWjjBSCapERFV0UuKpEYYCNQlfR6HLUqtheA9HtIXo5KitI8oymdmlM2kq0FaRGkBlFbqEwktl6A7WU86zRnIWsScfMkKqW61uQrSoj7dOMPJ6LY+22ZFq6tranmT2BF12GWPFSufyAvS+8RHHCzOQY42NjbqJsXF7p6oblivgyeK2hWkBrBZjBa0iXWjT0vOE2Vr1E/18hkFiGCxdJUe4fFo5sGcBTCkfY1cfsUpgkxtqBX8xgnUU4s9/KaBM51qTX65LOnWXh3ClE3gNTDAQXhECU5ZOFKj9uUmFV5Ix6oyo2rtPTgrTQpIUlK1dpQveiVKOAvGqJI4WUglqkmG4mHBqvctNohUONiHHaiCe+xvIX7+fUfQ/z4ENzAE9LcJmKAp49VWX62ZOM3nKA+o0HUVMHUCMTrt9SIawlKnqcOXue+mjGZx5dAmC06vKbpxoJ082YyVrEWGUl51kIhRAuDawf6WTLNLO16UTDN/1c0uPxeDx7iTzPOXv2LBcuXMCY6y96oS8GiDXDwF6vxxNPPsmp06fZt28fkxMTSLlafFlpY9gDBly56mDg9WKERAo1FB2tXIlpVWCMq3IkpXTN5kk51pCupHNZOamwUJiE3CjGjKSuU2K6BFJCECCiEBvFm/N3aTRdmlGWIwtNoJdJCjdea+oeuZakRpJpSRoIciNYzqEz0UScnWWmErK0PEFHuTFXoVK0SQdlpH2akcfjudbwossGbKaEdKVSYWZqkvHRkYHnirUGsSZNxzU4JLhscda8TmQZjnBhtVLZN2LtCy+Dp1zkNa0Q9B8pVu3vi0TuQtWPdOmrAWLNa1bqVeLRoxyYnuTcEw8zd+HcUKWlcKWTKir3KVAxNoyxYYUMRaotubb0Ck1hnNATh+5YRyohceAu+rVYMVqL2FePOdRImKoHjBRLiNMP0/n6lzn3xeOceGj2iv1bYil44bgr97z/m/YxeecRqsduRx24GdPcR6oSOrklN+5iHghBrCSVScGrWOa3PnEKFcWMTLo2Tk/VuHm6PijfLUv/mySQWCkGBuKKDSKRhrjUyv1WfUk2Iyp6PDvBWk+jnW7H4/HsHGmacubMmYH57PXOxfxh8izjxIkTnD59munpaaanp1BSrhlPrkTACOvSjmy5aIYIsFZiraY/2utHwFgsSAMShHQLW9IIRB6XRQDkINIlNwG5keTWGd9aKxCyB0GbIJSIKIAowk5OuS5dypAuCrGNRmnGa5BaExYuaqWmM4pCkhlJqiWpDcg0dAtoKUk2Pspzwnk6RZVWbx8AqWpRmK7zdrlEmpEXXjweb6S7U+xJ0WUzk86LRb0EQcCBAweYmpgAa0rBZSUcs59SNBBi1qQDrfsbBulGqzsgV+5b85xL9X9YeFm7/6LPEnL1JWiDaJp+6hIMHW0ZQaOE86iJo5Abj9zM/rEGT508xWLf1G5YcBKBy/0NImwQkwtFVka35Gbl0hhIQT1xH89+xEscSupRwHgSMl2PmKgE1PJFxLnjpI9+lbmvP87sQ3M80rqy6JYXjCYcfv4M+15wDID6s++CA7fSise50C04fT5ltj3PQi8nLwyy7ONoEjJZjZiuhbz9/znIT7/7I0ze+k8AyNPDWGNRUlApU4vyOCDXlqhfaZzVY6fhqCSndYnB/dth/DrchhdgPNcKQuBWcbeB7WrH4/E88+R5zokTJ5ifn9/pruwYGwkwuig4feoUZ8+cYXp6mpmZmfW/dcIMzHf7KUd98cVuUO0IawbR2RKJkM5jDg3WxmhrKawbrOQWciMprEs5MrjiAE3ZQ0ZtZOiiXQhcpMtlPV7qdazWbkxiDapvyqtb1LOUvJCkOiAzgkwrUi0orCKXglZR5VmjXRbPjQLQtjPkQYfCXDrNyOPxsL2eLp5NsydFl60wPEGdnJpi/4EDhGsd2gcihQH6kSgbpAEJMRSpsnGa0PrnrH7cpSbJ/Wzercw3Vkpgr38da92E35TRLiu+M+4xfSFHSYHQK9/eqNbk2JGAxYUFnji/SF64VCMrVWkqHGKDiAJBVkCmLYWxg7LKQRkJEpQHUgstgXCixWgSMJaEjMSKarGMXDhF/tTDLD52ioXHFzmzmLJUbC3X+45GzLFnT3HgRcdoPv8F2BueDcAFajw63+XBc2d58PQys/NdOsspRebaV4EiqQZUGjGHJqocnapxaKRCbfIA848/4I6lUieqBJyrR0w3Yiaq0cCrpo+LTCq9c6RYJZBtt+Di8VzLeCNdj2fvYq3l7NmznD59+pLmuHuNtZEZxphBBNANN9zA6OjI0IP7Jn9mTcqRGyEO7hYBCNAGt1BoSs/B/jBWuspQRR4OInULoyi0QFuXdgQQCIuUBhllhFELGaqBjx8SVyb6Usc2MoIVkuERaKAt5C2aeY+0COhpSU9LUiMorKCFYKlRJ1xO2Vemcs8vT9BVS+RBF2NzrPXVjDyei7GtkS7+q7Rp9qzoMhAbNkG1XueGG26gWq2ue44dimpZZ3q7losJLZsUYIYFl4t1/aKFlsp/5Zo2hNhk5M/Q3ysmr04QWG0IXJrzBgkj45M8t1blZFtz9ux5bFgBKTEioLCWXENuLIW1GAPGRbgSSYkMV15RCkgCRT1S1CLJSKRIihZq+Tz5mSfonDpL58w83bkurWLzvyK312OO3jLG/n9yhNFv+ibk0edzXjT52vk2AJ97/ATfeHyeCyfnaZ15jN7i+XVtRPUxquMHmJ2e5onpKrcdHOWVr3o+v//bf4oQgoXHH6A2NsLiRJVupgeCiyx9clQZ1TJcXUoNCS0wdH4v9wu5WSFv+Ck+6sXj8Xg8O8zy8jJPPvkkaZrudFeuefqCQZ7nPPbYYzSbTW644Qai2FUmElAO8IZMd0vxpT+4sLbA+b5EGJNT4CJqMiXAgJWWQmoKW6EoEqD0dLGSwq6UlVYiRglDGBpklCKCFiJ0UwtResTYkealy0k3GxgpVoSXwpWkTtIOo9mK8JKagMxAbgTzgByp86zS06Wd1+ikzlhXm7RMMzKXTDMaPpcej8dztdmzostmUEpx4NAhJicngYtHGvSjVlaZ3g5PkNdFkWxtcrzVyfDqAoJPn75Q049E6d8eCC7DopOQWNUvQ61ABhysKSZHGjx56gyzhSLTLqqlMKCNE1zAVZaOAomUpQBTnqZIKuJAUAkk9UiSmB6yPYeeO42eP09vfpneUkbRLS57LLEU3FqPOXRjk/0vuJGxu56Duu0FLFT28dVzbf7u0af42kMXADj36KO0zhy/ZHtZa56sNU/7wgk6S7fQbeXsm6lz8M5/SlCf4Mn7/pReO6PIdXmMglBJQiVQpSFxUAouTnhZI2QNfY7E0N9b/Qx5NsYOorf8wOtawFcv8nj2FlnpV7KwsLDTXdl19AWDxaVFlr+2zL59+9g3sw8p5ZDwsqbi0apqRwrI3L0GCiFcWpGyGGPQIkWLOgVubFXoCoWNMMaVlRYIAhkQiphw2aCCNpWoiyqrNw586qzBNpsQXsJgt14fSCJSa0ReEHQKqu2MZq9Hpwjolua6uREYq8iaFZY7XYpewW0jkvnzI7SYIlc+zcjjuRTbWb3Is3m86HIRarUaR44cIYzLyjsbfTr75Z9L1ke9rOZiprgX42Jiy2a/KJuZdtiVhY/1zxerX2t4InOx51gZDKoiDYsxUZhw7LYx6rMLPHrqPJl2Io4eVERyaUVSCKLSw6UfURNIQawE1VAS2xzRXYD2AmZpnmyxhe6mYCwyENQDyVQU0C4jSrS1xFLSDCQHKgGTN44wecc+Jp93K9Ht/4Te5M08ONfj7x86w2e/dpaT33iE1qlHN3HmVpN3Fll4/GuY4hZ0oZmcqlGdafDkfU5oUcqVka6GimooiZRYtfVFF2E0Yrg6w0aVsLiIAHMJoc/judYRbJ8Brrd08XiufS5cuMBTTz3lU4m2AWNdytHc3BxHjhyhVnNm/kP5RAxHeqwY7ipAu3u0i3CxWKws0CLHSE0hnU9ebnO0qUORIERAICWRlEQyIO7FREsaGXSJVQdgkCLeH9NsRngBsEWOSFNkOyVsFdTbKSNZSFcrMiNK0UVgC+iMNjjzyCx3jApmKhGL7Sm6colcdctqRitpRtiVqpor4pNPNfLsQawA4wdKzzR+ZrYB+/bt49ZbbyWKop3uynXHvulpjt1yK+EmSgrubizpwvp0JI/H4/F49jLGGI4fP86TTz7pBZdtJssyvvGNb3D27Lmd7sozQlyJqI9XdrobHo/Hc1l8pMsQQRBw00030Ww2V+2/ZOrBBtEum+ISj3umvTU2G+2y9jHrzosQgHTRLhudEyGxKmRiJOE5d9zBQ48eZ35xwVUtQYBway7gfE2C8gVDJUgCQWQLZLqMTDvozjK218aUaTsqUsTNmGkDzVAOUqFiJUmaMY39NZqHJxi77UbiW5+HPXA7J7KQLzwyz198/SyPP3iOC1+/70pPIQA669CdP0NUbRBXI+gtMnHzc6k2ExrVkPF6xEgc0IgDKoGkEkiSwKUXSZ1DMRT2etGolfWRVOsqZXk8uxRfvcjjub7pdDocP37ce7dcBZxdrvvtO3nyJMvLy9x0000EgdpgIGeGol36e8Bq57BpbIERBYYCLVx6kRXalZY2AlW4MVooBZFURDIikAa1aJBBz72UaqNcmUvn76LkZY11AWxzFLo9xFIbNdYlWerR6GZ0ipCOFmQmIDdQWMFSpqlO1dHnUm4fgYW0zpKZIlUtctN1x2ELrJUrKUa+bItnj+ONdHeGPSu6rBUMGo0GN910E2EYrhI9NuX1sFF6x+UeexEuJ7hcrDv9KkOX4kp9Drb0tL7wsqpEdr/8jsRKhTaWMFAcPXqUs+fOcfLECaywqHKw4MxlBUHf00UJQmERWRfyLjbrYLMMjEFIgYxD4qaLSkpGE4wxBGU95mQ0oTo9Sv3GGeKbbkEcuI3lZJKH5rp85vEz/MPXznHygQfozp26onOzFqsLdJ7Ta2cAjE9VGN9XZbQaMVOP2d+IaUaKRiSphNKJLVmOMKUfzSXKh7tzOlwpa/X9qzty8TQ3j+dapF8efTuQ2+Jm5fF4tpNz585x8uRJH91yFemnyggES0tLfO1rX+Pmm2+mXq+VDxgufLBWeNEgArSxWAxGaNeeLBd2pAEBUkqUlgRCEOUBsRSEQhHKiKhjUOXjhcpAtl3aaCARQYANwkEa0UWRAttoIEYbiKUOwXxGZTGjnoY0C+VMdQNJYcGGCkLFUr2BubDMdCVgYXmCjloiV50VU92NKhmV58OnGHn2HFYMKpB5njn2rOgyzOTUFIduuAEhxLqf3a1UObqo+LKJie9moluu5jjlUtEuG7FhFafBrY2P38pg1TEoCROTU9SrVZ58/DhaF+6Cjpt8hWXYS4BF5l1EniKKHFsULjdXSlQcEY/UUIEiGnF5x0EcEjZcPnNleoxg6hDqwM3osUOc7Fq+emKRv3v4PA9/4wKnv/IZTL5NK25SETcmiCoJYey+WtVGwMKp07z8Zce4Y7rOVDVkJJaEOkV0e4gi2/DzMhCtpBwYFK+qTCUuUQnA4/F4PJ5rBGMMjz/+uDfLfQYZVDgqch566CH279/P/v0zax5k1wgvKxV9rDEItDPBHRqjpFIiZUAgAkKtiHJJKCWhFIRZQECMFKVXn7JUZY5QHWQYQBAgohBbqVy6mhFAtYatVRGNCnK0TbyQUu9mtLOQulZk1nm75P1CDCMV9FKH51RzlvMKS+k0PbVEYbplJaPCVTKyGfhoF4/HswPsSdFlWDDYv38/MwcObPMLbH91os0ILpeKdnlGq3kMHb9d9bcYqAYuHsZFsYhajWO33sKJ449S5LlLNxKg+is2RQY6B5MPVilEEEJcIaznyEBhGm4VR0YhQa2GHHEVp4J9h9CNaZaCEU4spHzpzDJ//9AFTjx8gfNf+/ttO2QZxjQP3kpzeor6aEK97iJvGkkAQtPpdLixOUHN9pDLi4ii56Jbhko3WRmU0UABYiDgKXcOVbD63K5ardq2w/B4dg6xfUa629WOx+N5ehRFwcMPP0y3293pruxZLJZTp0+RZimHDx8e7B8uLe2EF7BoVgZqBj0cVFsuACkb0RMRkYmICuUEFylQQqJEgJKuAIVqWTeeC3KCoIWMAkQSQyW5fJqRFFCpQDVB1mOCkYxkOaeR5nS1omcEqVID0aUIJUtTTU6emudwHeazEZaZcGlGuos2GdjCLWD1o108nj3KdqYX+e/S5tmTokufQzfeyNTU1I689lZ8W7YS4bJWeLkaYsvlSmevf8L6/bJfracfYaMSjt16G6eeeIxep4OweiBICJMjdDH4hRBSQhgjKw2sCpD1cn8YISo11MgEpjYOQF6fYq5neXKuy5dPLfIPj85y+vg85x/8zNM8Cys0D97KyP6DjE5XmRmvsn+kQj1xX604lBhjefjxp6g/q4a6cBzbXsIaXYpHESJOEEGICGKsCp3AIt3zLRFClAMEFXj/lj1C/zv2TPs77SzCl4z2eK4jsizjscce8/4t1wizs7MURcGRI0eQUg4mS2IgvABWDiXbCBCsCC9CIoWioEMmQ3oyJjQBYSEIpCIQgkColUgXkSCFRSpDNcwQSQuRRIhKBVupQlkd9GLYOEbUqlBPkPUucSOn1ktp5AE9o8i0JCsrsKTGmeouJDFHRZfpJGK2M0lbzpOrFtpkG0S7MCgh7VOMPHsJ7+myM+xJ0UUIwZGjRxkdHd3U47eUYrSJtrb0+Ct42Wd8wrHGTHjdfWt34d4DVQaz9vsrZMjNx27hqYe/Tmt52QkvAEYP2rJSIWLnVC+DCHQVpHKCS1zBxHV0ZYSeculFs52CpxZTvnpmmX88Pse5p5aYP/6llTafBiM33M74DQfZd6DJ7fub3DBWYbIa0YwCwmDlPUgLw1Kv4HgvZvSPP0482kAlEapWR1ZqiGoTWWu4v5Ma2ATbD2wRK8bEdtt+IVfYW5P6i7NlHyePx+PxXJKHHnoIrZ/+tdazfSwuLvLwww9z7Ngx1HCKzyDHfDjdSAEWhC4fUlCYFCkCctulJ2MCERJoicwFUqhyTOfaVQKUiFFSE0RdRKVHUFmGSoyoJNjLLXpGMTaOEPUE0YgJGgWVdk49zejqgJ4WpMYNllINPSVQEzUunE451rTMpg0W7QQ9tbQu2mVQPtrj8XieIfak6LIVwaXP0xFernRiu6vmfmuFl7VpRWuQAgxiVRqAFKBEwNFbb+eJh7/O4sL8UHsCpMKWaTYiUQgMrlqSwgYRJqpikibtAhY6zpj2qaUej1xo87WTi8yfa7N85gmKbuvKj1MqJo49n6kbp3jW4TGec7DJzaNVJqoBzUgiix5C91Yer0J0WKGVhTx28hS3njzP7AOPE4/VqEyNUZ0eI5oYx2Y9bJGjAJGsPN2W4bz0Da82K7z4SBjPLkPgot+2g+1qx+PxXDlaF/j812uPdrvNN77xDW655RZXPILhVKO1wssKxmiE0GiTkYkOwgZIoZBGIgs3hhNCDX5/pVBOlJEJ0ZJGVVJktYusLiNqVWycQLNx8Y5GoUsxqtcQzS6ykxF1MmppRq8I6GlJtwzDiZUk0lBNAs4FEbfJlIk45FxnnJacJVctCtPDWDmoZAS4akbC7LIBt8fz9LDeSHdH2FWiy9/+7d/yS7/0S3z+85/n9OnT/OEf/iGvec1rttxO/XLO6Rdhs6vh2xE9sCt//zc50e+nQKkVi5dBxEvfz+XIzUc5/ujDLC4ulkaytky5KUWWwWs6N3wbJBRBTCe3LKaaU8sunPmpxR6PX2izON+ls9wlay1c0aElI1NMHL2D/YdH+ZZjkzx7qs4NozEjtotafAr92En08jym28YajQhd2KysjxCMTTM6ug8TCva/+S18+KU/wrNvHmXy9iWKdo9allMxBiElJgiRQYQo04swCmSAtdKlW22DluKjWzzXKtuXXrQtzXg8Hs91Sa/X48EHH+SWW24hSYZXetYILxigjHRBY0xOIQTCSAo6pDJASok0EpELJAJZDlRkmW4Uyoiko4kWCoJqjqh2ELVFRJJg4+iSaUY2qSAqFRipIbspQbeg0stpZBm9QtHV7rV6WtJREBSCcKzK+bMZNzfgXK/OAmN05TxKtjEmw4q8LB3NqogXn2Lk2StYI7DGD5SeaXaV6NJut3ne857Hm970Jl772tfuaF+u5sR1JwSXZ2oeLoQ7vr7w0n/ZvuDSF7OEEBy56SYefvQx2u12acLbL10Ylo1JUCEmiMmtoJNZWpnmQidntizZfG6xx4XljCwtMNnW8splGDN647OZuGGK246M8U8Oj/GsyRoziSWYPU72+a+y+NjjLD9xlva5Dr2lFFsYRCBJmm4QUZuuUj80TePIIcLDt3Hqtm/iQqZ58Pgit+ky7zkKCCoxolJDVGrYtDsQbYCLRhBtFS+27B726nvljXQ9np1nuxa4PNc2eZ7z8MMPc/vttxOG4UpM0nA5S2uHhAiNRWJMjiagECnYFkIIkBJhBKqQyHKYEkhJKCSxVFRURLUdEy10SJo9xEIbUV2CJMYGwcWrGVUq2GYdkeeQ5chcE3U7VEtvl07hpjEtJUmkJFKCWjXkjAi4XeWMRSGNdIxlWSeVyxSihxDhIF1b4E11PXsPa3fp4v4uZ1eJLq961at41atetdPduKrspS/B8Kr2QHDpCwxCIlXAsaNHeeihh+hker34ICVGBKTakmpLJ9csZwVLqdsAWmmBLtxKhoxiovooOu9tWCY6rI5QmzzESFlWcepAnecfHuOuAyMcGY1p9mYxj32e5a9+hfNffoILX5/lsaWUE718XVtV5UYdhyohN0xdYOpZZ5m8cwHylH/1r+/iv3zoftRTEDdjktF54tE6YbONrY+6iJb+sRqDyzlyg5pVJ6xkYKrrU4o8Ho/H8zS5lha4PFeXvvBy2223EazzeFlJMwIXmWyFwBiBZmUMlUqJkKqMeBHI3EXOhEIQS0ElkFSLgHoaUWnlhPM5ot5F1FrO2yWMLp5mJAW2Voe8QBQFIsuRvYKkm1JPe7RzN42pa0VHSzoaulISjle4cCHnxrriXNpgTo7QlQsUsosx2aBCpBtz+xQjj8dz9dlVosv1zk793m92UX27DEY39XpCYIVEBpKjR4/yjUePk+qVZCRbRsrk2pIbS6qNE14yQ1po8qE6hypQRHFApZYgxCGi+uhAdJFhTFRtUGnENMcrHJ1p8uwD7uJ/+1SdQ/WQcPY4+f2f58z9D3D6/pN89cQSp3rFJbvfKV//oVbKE52M5y30yNo5+9KMiZd+C3zofp7q5hw+12ZkqUvRy5y575BpsOtg6elSblsVWPZqxIRn9zFsqv108dWLPJ4rZy8scHlW6PV6PPLII9x6660IIdZEvJhBKo7AYG2xUtFISIRxYxNpJEIKAhEQlua2cSFoK0WlELSUZDmPqHYy4qUCuZii6l2othBxfOk0ozDEjoyC0Yi8QKYFQTun0i5olIterSxkWSpiKYiVYKSRcO58mztizWgYUStGaasLpMUSQgTOUBfWmer6FCPPXsB7uuwM17XokqbpqlKFS0tLO9ibS3M9C+ybKX87LOhYId1Fv9QVwqTKsaNH+cZjT5AW7kJpjEUbyEvhRRtLYSwGixCCsIw0qUYB4zWXjhSEAbVmjDZ1pHC3K7WAmdEKN03WODJW4fBownTk+hKcf4T0/vt56h++zon7TvLZC21Ss/U3KjWWf1zoob5yDhlKoiTm7ukqf3GuQ2cpRecG2xeJpEKE4UBUsTJw25Dw0j9HKyevv8//gHp2MWL7DHClN3XxeJ4xdtNYy7Mx7Xabxx57jKNHj67y2usLLwBYgWVlYciYHGeVLMiUQNiAnoiITARAVyviQtIuBLVA0ioUjSyi1s4Jl3Jko1dGvHSh0sFeqoR0FGJHx1zES5oiOynRcptay33u6mlItVBUioCudJWMookqF+aWmU4UZ5ZGWJR1eqoyMNR1hyd9ipFnz2Ht9nm6ePFm81zXossv/uIv8p73vGenu3FNc83N08sqSAPhBUBAXGtw9OhRHvjGQ1hjMRa3GWf31tdCAimJlKQWu4/2ZMOShJJmJSI3buAQSkkjCRirhUzXYw7UE6ZqASMiRV54iOzBzwNw6v4HOfmZE/zD+c4gcuVKya3lkVZO9dEFKmMnOPQ9t8D/+yWUEEglCJIIESduixKsckKRVRFIBcqJL0i1cp5KrgWxZbNRUNdCXy9Hv4++dLTH4/FcHj/Wuj5YXFzkiSee4PDhwzvdlW2hUo8Juz3I16eAezwezzPNdW0C8TM/8zMsLi4Otqeeemqnu+R5GtRqNQ4eOLjT3dgWLnR6PoTV41mDFNu3eTyeZwY/1rp+mJ2d5cyZMwDrRigW575prcVajbG5i3axKdqkFLZHRoee7LrNFKTa0C2gUwg6haSVh3S7IfmSwCz2YKkLrTa0u5CmbrsYcQyNBjQbiGYVNaJI6gVJvaAWFdQCQyWwxMr5ySgpMCM1jjZgXFWpMEIgKygZIUWAFMHA28X5uvgLh2dv0DfS3Y7Ns3mu60iXOI6JLxWueI1wrXu5wPas+m+UZrRhu/1oF7ny8bRCYC1MTU+zsLTM0uLiKtFCSoiUJJKGaiiRwj03CSRj1QhbhsKEgaQeKUaTgJEkYCwOqOoWcvYR8kcf4NxXHuL0/W7A+MDjC5f1btkKC7lmeaHH8skFRo/t41kjIZXRmGS0SjzWQNZHkdUGNqpho6p7kgqxYeLOhQoH52T4HF7qrbmaYwgfCeLZTgSgtukDu13teDyey7NbxlqezXHq1CkajQa1Wg3L0LV+yFi3f/W3SKzRaHIKmVKIiKw02U3J6ZmAVEu6haAdSDpa0UojKu2cYDlHLnYRtRhRrUC34tq8VAnpeh06HUSzgmzEhLUOAJXFnGpPU5EBsXK+LlUr6SUhyyKgGRkavTEWZRUlYwrRK1tUG/q6uGPzYxzP9Yn3dNkZdpXo0mq1eOSRRwa3jx8/zhe/+EXGx8e58cYbd7BnV8ZenbNuarK+Jn3GWtDlCsvBG26k132QNMuR0hJYgZWAtdTjgCiQZIVLB+onBQUSIqmohM5Jvx5LonQZNXeG/KmHWXr4Ec794+M89cA57l/ore/PNtBffTeFRQaKxmTC5G0T1G/cRzQ1jRqbRjQnsXENE7rBB6FLNXLeLmrwmTEbeMtsZB46fKq3ax76dMSW1d49/gff4/F4PJ5rjccee4w77rgDdbGKRhhcCWmBsQpBgTEZhcjIpRNdMpGRmohUK3pa0NOCVqGo5iHVTki0WCCrGUG9A9UEKq7qEZXqxU11lXKPSxJELUTV3TgiSXKqnYKKCqkqSSeAnhbkxiJGa9ycFZzq1bkgmvTkPHm5MCdFgLb5iq+LEHt3cO7xeK4qu0p0uf/++3n5y18+uH3vvfcCcM899/Bbv/VbO9Sr3clumO9ebFIeBAE33nSE4488BEa4ksoalBIoaYmVwkROtJEIpHShppGSVEKB6i0hZ2cx55+i8+SjLDz0BOe+coaHH1/k0XZ21Y5nXxxQq0cElYCimzLz0iMk9Sojxw4THjyKmDyEqYxg4zo2cAMOKwMMrlKTvYyJrxkaKFxKgLlW3vvNGCx79hY7Vb3o3e9+9zpPittuu40HH3xwW/rj8ewmrrcFLs/WyfOcxx9/fL2xbh9ry0gQi0VjjcYIjbYZ2q6ILpkp6JmArha0C0GiJDUV0MpikuWCoJoh6z1krYOolYtN1Uub6towRiQxVGJExYlCQWxIwoKq0sRlFaNECZpRQEdIMIK6DKnaEVqyipJtALTpIYR0FZqsZWWpzuO5fjEGzDYZ6Xo2z64SXV72spdhvQL9tLiSOc1OpJGsTZ9ZLShAUqmy/8ABzpw+hTICXZaQDsthwSBLVwhCBQEWmS4jW4vYpQsU507QeeIJFh87xfmvnueRUy2Od66e4HJrPeaGqSqjN41QmxmhMjlCPNYkLQri574YOzKDro5hohq5BV0KLKawq0Jc+2dl2LNClOdqeF//fG3XJNanEnmuNgJQ2+QydiXtPPvZz+Yv/uIvBreDYFddHj2ebcMvcHnAGeueO3eO6enplZ0bRrsojNUYW2CtRltnXFvIlFRkpDqgW0i6StBWgiUlSbKQSi8mWixQ1RxR7SCqLtJFJIkTXWrVjTsWhm6LAkRSii5JQRxoYmVIlCGWikhBT0MLS1CJOZBZzi2NsSjrZNJV2MpFgBAh1hpfxcizZ9hOPxY/Pdg8flS5g/Tnw8/EB/ZK597XymRblqKKEAKFBSkYm9xH2lpmabmFwmJLSUKwIjZInSOyHiLrIHtL6Lmz6POnaJ84zdLx08w+Ms/Js+2rJrj0xZaxo6M0D02QTI0Sj9QRlTpISXt+lvzGb6JnBD1tKboaw+qoFIkTVqQAVb6Pw6V1FddYCMsW8SlHHgCE2LFIF3Aiy8zMzLa8vsezm/ELXJ4+J06coF6vU61uIICU0S5CGKw1GKvRJkMLN57KbY9MVEhNTM8Y2oXzWllWikRaKmlI3I4JF7qIWg9Vb7l2qwmiWsEmsUsnWosAqxQiChBJmSaUpERRQaI0ibIkyhIVglAKKkqimwkzWY+R5QqJaNJV8wAo3caYzEW7WHCGui7aRZRfAe/t4rne8J4uO4MXXfYAu30eO5xiq4SbmAsL1lr2H7qB9te+jBwOfDUGoV14q8hTRN6F3jJ64QJ69gzdM+fonJlj+UyL9vkOs5ne4FWvjH1xwG0jCRO3jgMwdmya+o0zhNMzqJFJZLUOKgIMNuth6iNcWGpzNo9ItXaROVISlupKIAVKOmPQUAqCUmwZfk/7f4qhcYHapvf8WhHddoLLGj57risefvhhDhw4QJIkvPjFL+YXf/EXfSqFx+PZ8xw/fpw77rhjEFXbj3Zxud0Gay1CWKwtMFZT4CJdlO2RyS49ERFqRSQEbeUiUBIpqeYhSU+TtHKCxQJZd356otZGVBJsnECzsXGnAglBgAidKCMTSRgVxEFBIjWRlERKEGoIpSCNQ3IkI2FIvRilJc+5PvZNdW2xzlDX4/F4thMvulwDXE3frqcjuFxLE00X8eEOxljrRAUhCJKEfRPjnD3nLqBYAzpHFO6iL/IOIuugl+bQy/MUy8uki23S5S5FtyA3lstYpVyWGyshRyerTNw2zvhtB6kfuYHgwFF35+g+bHWMPEjoatd3KQSRgkDnyNFlikc+x/sfn+H2/U32NWKaSUgjcgOJehRQDRVJILFq5f3UQ33e0L+l/PdyPi8ez7XEdlcvStOUpaWlVfdtVGnlRS96Eb/1W7/FbbfdxunTp3nPe97DS1/6Uh544AEajYsM+j0ej2cPkKYpZ8+eZf+aSEAXXywYGOoagZHOUBcglwHKtumJmNCERFoRFtJVF5KSiuqb6kZEywVy2S2WqeUuVNuIWgWbJBCFqzskJQSh2x+7+2RVEiQFlbAoU4wskYSwrARdWEteTbipsJydHWVBjgDQkwvkMsBYibXSpxh59gY+0mVH8KLLNcJ2Cy9Pd+6y04KLsHZdqkn/Zn9CJawFa5jZv5/5uQtkaYowGnQB/UgXnWG6HWzahbRL0UsxhQbjKggloWIsMhTWMp9vboXjQBJwuBoyfniEidumGD12A/FNtyBnjqBH9rOQSxZT19a5dsrCXEo376CtJZCuZPVkNWKiGjCRjHOhe4FHn1pkoZNzaLzKobEK+0dcbvNYYhhJAowNADXwqgjlBkLL1ShV9AzjzXX3LsNpgU+Xfjvvf//7ed/73rfqvne96128+93vXrXvVa961eDvO++8kxe96EUcPnyYj3/847z5zW/elj55PB7PbuX06dNMjE8QrRJAjJu8lYa6QliMydH0KwNl5DYlkx16IiQyAVEh6KiAREGnULSKgFoWUm0HhK3CPa/VQzR6iHYXkg42aK4xspPOuCuKoOoEdFEJCaoFcVxQ7RVUioBYSSIpiJSgHio6lYhaq0tdRiTUAQhkBSVdipEV+ZChLoCPevFcnxgrMNsmuvjx+mbxoss1xNP1eLkWSgJvJ5fshzUIa8BoJIaD+6Y4/sSTLtLFFk58ASfAWOOsugEZBKgoJKhGJKMaqw0HF1Mm2hmtwtLRZhD5IgXEUlAPJPWRmPp0jfqBBs3DM1RvupHwhlswY4doqQYnOznH5zo89ug5Hj3fYr4sO91tpeSpxlqLChRxNaTWjDk8WeNZMw1umaxxY3OSZqXN44/MsTDVo9VrrJS8HnNu/koIQiWIjIuAGY7OMUOpV1f9vHs8u4h3vOMdvPOd71y1b22Uy0aMjo5y6623rqrg4vF4PHsVay0nTpzg5puP9HeAEGW0y1D5aCPQwkUaS6OQIiKzXQIRkdqYnlH0tKWnBV0j6GpJr1CkaUDSdqKLaueIbgZp6rZKsTraRQpsGEMcISql6FINkfWUuFJQ6RRUc00iFbESBIUbH5s4wASKZhhQy1yky6KsrqQYoYDiGTqjHo9nr+FFl2uQteLJRnPgqxUIcM1PuG3f4MyUAovbxpt1LtQbtJaX3CpIH6nKVZEQ4gpBLSMuCoQUBJWYZDSh6Obo3AxKMgdx6YZfjUhG6ySTIyQz0wRTh2DyEHrkABd6hhNLGd94pMVXTpzl9Kkl5s/O0z77BL3F8xftvlAhjZkjzB08xOmFLq2jExjb4J7njXPPR/9/3Pji/weAKHB9qESKOHDpRdVQYcIyEmTV+3TxD4NPKfLsJra7elEcxzSbzS0/v9Vq8eijj/KGN7xhezrk8Xg8u5z5hXmWliZprvVZGSof3fd2AdA2R9kMbUNymZKKlMRG5NqQakVPQ09LujogzQKKnvvhDroa2U0hzSDLIM/XpxglMVQqbgOoJ8hmSriYUmllVNKQigqIpHQpRgi0NehawjGtOXPOHcOsrNOT82UVo5UUIxiKuL3Wx8UezxaxRmC3q2S0/3psGi+67AKeqXnz7hNc7Kq/b5yZ4mudDhiNVeUF2hhEUkHq0uNFSJIoIRrpYdLcpRoBQgpEEBBUK4iquxirkQnkyBS6PkGWjHCuo3liscdDT5zjS08ucObEEnMnnqB16tHNH4LOWTr5EJ25U2S9b8JYSxJI7goV1hra50/Rmagy23LpUdONmMlaRG4CcmOwdgMn/xIx9EHZ6CNzuc/RtfT++4pGe5NtK3G+xXZ+/Md/nO/5nu/h8OHDnDp1ine9610opXjd6163Lf3xeDye64GnnnqKO+541pZ/Y68VqqMV9FJ7p7vh8ewo21oyenua2RN40cWzOygFlw0REqSiEinGxseZm5sbiA6W0iuiLhBxBZs3QBfY0mgXKRFhjIgTiOvYuI6puLDTFiELacHphYxH5y/wwIkFTpxY4sITp1h48qtP63CKbou5x75ClDyfBxoJU7WI6ugU6fIcnVbGcsf1Ly0MubHoMgqnP84ZHvBsYO/i8Xi2wIkTJ3jd617H7OwsU1NTvOQlL+Ezn/kMU1NTO901j8fjuWZwprrnmJnZN6hiZJHrUowAhHAlpKWI0DYlFzm5KUhNQG4smRZkRpAaSaYVReaeZ1ONzTUizRFFAUW+fmKnFLZahXrp39ftIls9VCMnWcypdAsquSGRlki6UtX1MGDZWMYqiqp0C3MJdVoiRsoAaQLn6+JnkR6P5yqwTcHcnt2MsPaainJYxyUEFyskCIkVEisD9o81sSrGhm4jiLFx1Qkp9XHE6DRi4gBy5gjiwDHEwduxh+6gOPAclkZu4pQc46vzmq/Oa/7Pkwv8zy+f4bf+7+N84i8f5bP/+z4e+btPPW3BpU/Wmmfp3HlOXmhxaqnHrd9yF62zj5N1c7Q2bhsyb5FCICk3wWAT9E1IV7bN0n/vr+n3f49ghRhsexEhtnfbCr/3e7/HqVOnSNOUEydO8Hu/93scPXr06hyox+Px7FIslrNnz2LWln20FltulKlG/RLShgKDRpORU1BYQ2ace0pmBflAdHGbScH2CsgLSHPQhg3LTFYqUOtv1TLFKCCqG6pRQUVpYmWIFQRlBcye1qhGlXqoqIeKqm0QyBgpQtyUqExJH0pTF+V/Hs/1Qt9Idzu2rfK3f/u3fM/3fA8HDhxACMEnPvGJVff/63/9rxFCrNpe+cpXrnrM3Nwcr3/962k2m4yOjvLmN7+ZVqu16jFf/vKXeelLX0qSJNxwww3riirsBD7SZY+zqyfbQpShLBJUgMWl+Y5MTLE4dwEAK0OEycuc4/I5MsCqECMCuoWlU2g6vYJz7ZTTyymPnnOhp4+eWWLuTIu5Jx6hc+HEVTmE3uI52ov7ePR8m396rMmX/jdIJQlCl0ZUjRRxIEkCSSjlwKtieFK5kcjST9PYaPK5q99zz3WN3KaB7Xa1s5P83d/9Hb/xG7/Bo48+yu///u9z8OBBfud3focjR47wkpe8ZKe75/F49ihaay5cuMD09NRFol3c+MVai6HA2oLCZmhZUAgnumhjKbSgMJAZyI0kL9yUxKQZZNp5upSRLugCZLiuL7bqqhBR7yGaHeRil6CekyQ51W5BIkMiCZEqS0dj6UQR+6uujyfTGqGsokSAHJSOfkZOo8ezY9gdLBndbrd53vOex5ve9CZe+9rXbviYV77ylXzkIx8Z3F5bAOH1r389p0+f5lOf+hR5nvPGN76Rt771rXzsYx8DYGlpie/6ru/i7rvv5kMf+hBf+cpXeNOb3sTo6Chvfetbr97BXQYvuniuO2ZmZgaiy27C6AJrvHO+Z++ybRXYdrnm8gd/8Ae84Q1v4PWvfz3/+I//SJq6EPrFxUV+4Rd+gT/7sz/b4R56PJ69Sj/aZWpqcrW3S2moK0RpRGuNE15MAcJgbIERmsIYCmvJrBNcMiPdVjghRGcS0zPItHDCS1448SVcL7oMDHYriYt8qUaImiRMNElYUFWaSCoiIYikoBmEZMB4RWC1pSoiIuEqGPVjiX0SgOd6x7CdJaO3xqte9Spe9apXXfIxcRwzMzOz4X1f//rX+fM//3P+4R/+gRe84AUA/Nf/+l959atfzS//8i9z4MABfvd3f5csy/jwhz9MFEU8+9nP5otf/CK/8iu/sqOii/9l2cPs6oiHfuhnmVZkVQRBhI1r1CJFZWScQgbYIMZENUxcRydNsqhORyQs5JJznYIzrZzH5nt8+ewyn318nr9+8BxfKrenvv4UJ7/491ctygUAYyhyw2InJ1CSiZufR3O8wkQ9YqIeMV6PqEcB1dBVMAqkIJACJVa2QQgeK6lGG6VY+DQij2d38PM///N86EMf4jd/8zcJhyYa3/qt38oXvvCFHeyZx+PxQJ7nzM3NuxvWAv00cLM6zcgaLBZNgaGgIMew4lWXaUhLX5e0UKSFIk8VtmuwXSe6iDR1wsslsGHsQp2rMbIaElQNcaCJlCWRllDhykcLQVtrVCVCW0hkQGQryDLSRQxXv/QCjMezKfI8Z2lpadXWXyy6Ev76r/+a6elpbrvtNt72trcxOzs7uO++++5jdHR0ILgA3H333Ugp+exnPzt4zLd927cRRdHgMa94xSv4xje+wfz8/BX36+nif032KLt58m2HBBdXElqAVFgVOfFFCMYmp8k15BZyK+hpQTe3tFLDUqZZTDVn2xlPLHR4dLbNV08u8vUTC5w7uczskyeYffIE8499CVtWPbpaRPUxglASKUGoBIdumaHajDk8UePwRI3pesxkNWSsElIJBZFyWygZbEqUmxSDrc/14Nmy2/vv2TzDvkRPa9vpA3mafOMb3+Dbvu3b1u0fGRlhYWHhme+Qx+PxrOHMmTOrbtuB3a3GpRkZt5XCi/N1KQa+Lqmx5BYyI+hpSa9Q9ApFmgboDthOBp0Uuj1E2gOtL96ZMMQGAcQRxAoVQxgUxLIglIZQOF8XgMIaOmHMbAq1QFGxNYIy0gUkQsg14ovHc33RTy/alg34+Mc/zsjIyKrtF3/xF6+ob6985Sv57d/+bT796U/zn//zf+Zv/uZveNWrXoUuv/9nzpxhenp61XOCIGB8fHzwm3TmzBn27du36jH922t/t55JfHrRHmNXTl6FXGema4cviGv+NggajZBKtUKn08Va0NaSa0tqDN3MstDLmevlnG+lPDnb4cSFNsvzPZYvzNK+mpEtQ1QnD9GcOUB9NGGsFlMLFY2K4VufM8Nt+1zZ6htHEiarEZVQUAkkiXKjhmBIWOmLLLvyvfXsWePcjfDpRY6ZmRkeeeQRbrrpplX7/8//+T/cfPPNO9Mpj8fjKbFY0jRlfn6BsbHRoTssK5ZaZp2vSyFzV8XIGgptSTX0NHS1pKtdelEvD8jakqCtEa0U0ekhOl1spQv1+sYdEkAYgJKIUCECQRAaAmWdp4sEJd14KRIKWVVkBg43FE9dqBHIBClDL7Z49gSGldi07eBf/st/yQc/+MFV+9b6sGyWH/iBHxj8/dznPpc777yTo0eP8td//dd8x3d8x9Pq507jRZc9wq6fkF/mQmiFwFow1qKtRVsYGRun1T6BAQpjyY0l19DKC1q5ZqmXM9fKmGtnZN2CrFuQ91ro7MpD4jZD3Jygsf8Yo/tGGJ2ocNNknZnRBCEEL7l5jOfNVDg27QYW9UhRKyNhIiUGYoswQys+2/XL6QcbHs81wVve8hb+3b/7d3z4wx9GCMGpU6e47777+PEf/3F+9md/dqe75/F4PACcPXt2tegCZWpRWetgyNfFCL2udHSqLakWdLUYiC6dLKTeC4hbGbKTITo96PUQ3S42jjf2dumjlNtCgQoModSE0hBISyhc6ehaoOgaw0JumIwVkQgJiFGin17k+tGvWLTLR88ez1UnDEOazeZVafvmm29mcnKSRx55hO/4ju9gZmaGc+fOrXpMURTMzc0NfGBmZmY4e/bsqsf0b1/MK+aZwIsue4BdL7hcgn6UwIrg4gQWbS2NkVGKJ08g5cr9mTaDLdcu+qVf+lBICIKEIK4CkHcWt62fycgUtX2HaU6O0ByvcnCiysGxCpP1mGYUOL8WJSi05WjNcmPT5SEmgUSZHIyG4iLqitigpNEGAoq9nKjSjyby4otnBxD46kV9fvqnfxpjDN/xHd9Bp9Ph277t24jjmB//8R/nR3/0R3e6ex6PxwNAp9MhTTPiOAJhcIJF30jXIoTzdVlbOjoTObkJyYwk1WUKuHZjj64O6KUhSbtAtQpkuwftLqJSwVbSjUWX/jBXuDwiEQpk0BdbDIGwzhOvvDRkxiKSAIslRBIIVzZasJJadP2OnD17nW2tXnSVDXlPnDjB7Ows+/fvB+DFL34xCwsLfP7zn+ebv/mbAfjLv/xLjDG86EUvGjzmne98J3meD3zxPvWpT3HbbbcxNjZ2Vft7Kbzoch1zPYstsF5wsZQlCi1oA1KFVGp18m5rdYllBAqQ0vmoVGNFN1FUahG6mADpLri9xXOkS3Nb8nWJ6mNUxvZRm3C5g7XRhLHxCjdO1Dg4ljBdjxlPQppJQBwIQuE8WFyfXTROkHdptE8DIIpe2ekAKwPnYQPYYMUcCuX+tnL467xeQBGlqHJZ8cXj2SF8epFDCME73/lOfuInfoJHHnmEVqvFHXfcQf1iofUej8fzDGOxCASzs7McOLB/1T6HKx9trEZiBilGueiRiwqpicm0cia6Bnql6NLTkm4eUE8ltltgOzmi2/d2SbFRvFK1aNCZcswjXTkBoQRCWZTUBNL5uQSyvBsorCaoBywsZSRKERtXwUjKAKH9GMlzfWPt9lUv2upMs9Vq8cgjjwxuHz9+nC9+8YuMj48zPj7Oe97zHr7v+76PmZkZHn30UX7yJ3+SY8eO8YpXvAKAZz3rWbzyla/kLW95Cx/60IfI85y3v/3t/MAP/AAHDhwA4Ad/8Ad5z3vew5vf/GZ+6qd+igceeID/8l/+C7/6q7+6Lcd8pXjR5TrkehdbYLXg0sdYt60450N9dIzFXhtZGs1GShIFkjhQNGJLUY8wFpQQzIUBUSUkG3F5iOnkJHlWUKQZpsgxpfgiVYiMYoIwJK6EJNWASiNmZrTCzEjCodGEqZprY6oaUo8UzUiiii6i10IUi4heBhisCEAF2LCCieuYIOHM3BI3f/kvAFAT+5GNUVRjFFlpYOIaaw98sMAzfH4GAsxQdIwXW64ZvI+LZzNEUcQdd9yx093weDyeizI3Pz8QXYZxkS7OSNdYPUgxMsJVMcopyG1Ipq2rYFROAntakhpFlimSboHqFW7MlOeQlf8GwYqC0kcIt2gWKJASGUCgLIFwES9B32hdutShaj0hnU/ZXw05sVwnEPGqSJeVMZPoH9BVOoMez97h/vvv5+Uvf/ng9r333gvAPffcwwc/+EG+/OUv89GPfpSFhQUOHDjAd33Xd/Ef/sN/WOUR87u/+7u8/e1v5zu+4zuQUvJ93/d9/Nqv/drg/pGRET75yU/yb/7Nv+Gbv/mbmZyc5Od+7ue2XC76nnvu4c1vfvOGhQ2uhD0pugxXQ7meJj97QWyB9e9ZP8qljyuh7P4eHR1l8cxJQgnGCrSy1CMXLSKlM6StxwGTjYhOqulkml7h/FLSXA9Sj6QUxKEiCRT1JGCsFjKahIxXXGWhRigZiRUqXUK257CL5wHQJ85RzJ2nM79Mttyh6KZuRUZIgkpM1KiSTI4QTO4nmD6EHtlPIZt89ff/llgppp9/M40b9xFMzKAmZlDjLhfRDEe19KNfhvcNUoXUFZxgL9TA3vk+XUusHUPvdDs7xctf/nLEJa5Nf/mXf/kM9sbj8XguTpZltNsdavXaTndlS8RJQE/t8ouFx3MFbGt60RZ52cteNlgY34j//b//92XbGB8f52Mf+9glH3PnnXfyd3/3d1vu3zCLi4vcfffdHD58mDe+8Y3cc889HDx48Irb25OiyzC7XXzxE0OQQmDK8yCFi/xQpVaQBIpKo0nRWcSWrhESl9tbDRTNSJMZS2EMhbHr2o2UJJKCaqSIA0FFSWqRJDI5sjuPbJ+iePw0xfkTLJ+8QPv0BZZOLtE63QZgvpUxn2mWC1ceUVtLLCX1QDARBUyOxIweHmHs1tOM3jZPdKtiZGqEp75ylqYKUKHEZAWNrCACRJQAIKLKoJ82KNVfuzlHXTH0OJ9q5LmW2K5f4d35a77CXXfdtep2nud88Ytf5IEHHuCee+7ZmU55PB7PRZibn18RXfrjUrGxr4u2OYXM0UKTG01hFYUWA9u63AoKIykKhckFNtOQF5DliLyAIsfqEORQipGQbiWtjHQRsUJGECiNkoZQ2EGKUSgE1cBNf9pRyIQtqNiYQMZIGQJ+XOS5vulnBnguzSc+8QnOnz/P7/zO7/DRj36Ud73rXdx99928+c1v5nu/93sHfjGbZc+LLn3WihfXqgiz10WWS70vUoBBIKwlHFrqHhsfZ76ziFUCgSCQlsJYqgHo8uLaN/GUAsJy5SOUgkiCzDuIdAnZWcIsXKC4cJLOmXO0Tpxj6cl5Fp5Y4qmFHk92cvJNvD+p0SwVcKpXwFKPo3NdbpnvYgrNRFxBJQ0W5rtIFTL3yDwqUsgoIKhWsGOuNr0ohnxmwrKS0ZCYMvBvscPltC/bNY/Hcw1wsbzjd7/73bRarWe4Nx6Px3Np5ubmOHTo4Bo/LcNGvi5aFGgKCgo0zs+usFCUw6fClKKLlphCYHMgN86sz+iNF5gEbrUtDJzfS6iQkSsbHZXVi5S0BDgfvf4QUccSmUJIgCIcqmAEXnzxeDxTU1Pce++93HvvvXzhC1/gIx/5CG94wxuo1+v80A/9ED/yIz/CLbfcsqm2vOhyEbZLhLmUSLJRm3tdVNkqriThSrSLFIAUKyULpWC0UWdB5wRBhBTO5s1al4LkHi6QpkDoDJH3oOeiVGTWwSzOUsyfIz9/jvapC7ROzbHw+CJnz7Z5tJ3RulhFoS3waDuDxxeJameoTDRpTB8iGk1oRDHnHl8krIVEzSqViRFU1/VNmWLlHPQFlqfdk36DfqBxNbhWhdxrhf53cTvYrnauNX7oh36IF77whfzyL//yTnfF4/F4nHGuBa01y8stms0GdrCY1f8d7o9RnL8L1mCtxgqDNgZtrZNnykGMq0IpMAiMdjussQhjyiX6DToShtgwhjBCRAEiVpAIgsgQBZpIGAKcLiNYWeW3oSDvWkIxVMHoImMgMbRyZX1tI88uZifTi3Yrp0+f5lOf+hSf+tSnUErx6le/mq985SvccccdvO997+PHfuzHLtuGF102ydUQQ7zAsnWEtesmr8PCC4ASq8PmkiCi2mjSaS2vrFsYjbAaUWSgM0TWhayDWZpDL84CUMzP0T51gfapCyw+ucTsyWUebefMZgXbzaPtjAOPLTBy+DzVI6eYetFBjkyM8N8++DkaJ5YZOdSk6KVQZO4Jm0wl2gifUnRp/PdyhxC+etHluO+++0iSZKe74fF4POtYXl6m2Wys7LDWiTICrDVlkQODwe3v/2tZne5grMAC2giMKQd4xrh/+9dnucE4Jgohid1WiZFxBxXlREoTSksgLbL0/OsvzMlY0sohkQGxdRWMRF806peOHkQM6+0/aR7PDmBwouZ2cD2PmPM854//+I/5yEc+wic/+UnuvPNO3vGOd/CDP/iDNJtNAP7wD/+QN73pTV508ewdhidZoh/xAmANwhjqlZju0rwTK8yK2CKzLrbXwrQW0Yuz5LMX6JxbAFglthxv55y/CmLLMGd7BdMXWujFWZp33sr+IwdZ/LXPkC5n5L0CqzdvcDsQVq7X2afnumS75MDdLiu+9rWvXXXbWsvp06e5//77+dmf/dkd6pXH4/FcnOXl5Q33D/u6OJFFY3H+Lk58cY/pl7C1gMYJLtZIrNaUD7p0B8IQG0aIOII4RFRCVCUnDAsiWQovwl0fVDk2iuKQ5dwwkQQ81am6aJdBUYIrKETg8ewChvVLz8XZv38/xhhe97rX8bnPfW6d3x64wgejo6Obas+LLp49QaNe5/zZne7F5rHWkhVXV+TxeDzXJiMjI6tuSym57bbbeO9738t3fdd37VCvPB6PZz39FKNOp4PRpl9QEYtErMkFsqXwYrAYDBqDsRY9FOniMooEGokxApPj/Fy0geIini594ggbx4gkQiQBMhaEoSFSzkxXlWa6qlyZq6qQZSXZVxHU2hVnpiucOebF0ow8Hs/e4Fd/9Vf5/u///ktGGI+OjnL8+PFNtedFF8+u45LpH+XFeFChx2iEKWiEgCnKKJccUfQQeRfTWsQszWEWZ+men6N9Zo7WqQUAlk8uc+Zch0fbGR399L1bLkenMOTtnGyxRe22O9Dj+wEIY0WYBAglIYjcg4cGA4NS0U93gOAHGJ4dRVyyTPKWWtrlEV4f+chHdroLHo/Hs2VarRbNkeaavc5M164SYPqyi/N00UNGutoIZ6arBVoLbAE204hcOyNdY9ymNohECSOIIogjSAJEIlCBIVSaSFoi6apXBmKlYEJPGUKpiESI4uKeLh7P9YJL59umcdJ1HDHzV3/1V7zmNa9ZJ7q0221+9Ed/lA9/+MNbas//sniuH6xBWIMoxZW+4ILOCGxBLSrFCVsgigzTbWPay5jWIr35RbqzS/Rml2mdbdM622b+QodTveIZEVwA4rJqkk5zEJJerrm1HlHfXyceqxE1aog4QcQJVgaDzTkCCyeaXGKz5eZZj7B2sHl2htIDe9s2j8fj8TyzrEsxGlxTS0+XfgWjsoqREQZjDdrYQTBLZlzZ6Myo1WWjM1c2mqJwostGSAFB4LYwQEQKFVlCaQiFIRAuaWj4OiFCiRKWEIkSIbL8Tww2scpE1+PZ7fQ9XbZju55Lo370ox+l2+2u29/tdvnt3/7tLbfnI1081wfD4abWrtw2BUIXLtoliWineTkIMKALbJFi8xSTFZgsI+8U6NSZpaUG8meokH0oBDNJQNSMULELbU3znLuOjDJ5+wSNG/YRTkyiGqPuEMN45XDLSJdBxAts3svFizAezzXB2NjYpiN05ubmrnJvPB6PZ+ssb1DS3nm69FOLzMq/WDSawtpyc4/PLeRGkBtBphVFKogyi+3liKxAZDk2zyGO170WgFUKEQYuEiaUyNASKIOSFimcmW5fcDFAkCh0bpBCoAgHni4+4sXj2ZssLS2Vxt+W5eXlVZEuWmv+7M/+jOnp6S2360UXz+5nOKVobXrR0P2VwK5EhZT0L6pCCkQQoBJFWHVfi/qioBlIloqr61hfVZI7GhETR8eoHxgnHm0gwojUSg6//GbqB6eoHz6ImjoItTF3SGFlpYENUo76f9sN9u02rmapZR/Zcm2xl6sXvf/979/pLng8Hs+VY+2Kr4sUIAx9M9oV4aWsYGQ1xhbkIqewTnjpL3LlWpAaF+mSFYoiV5g0R6UFpBlkmRNetN44xQjceEdJhJIIBVJaVOnposRKCqoEwigg7WUursVKhDfQ9VznbKeR7vU4ih4dHUUIl/J+6623rrtfCMF73vOeLbfrRRfP9U+ZXpOEIcgcZIiVISKMEFGMqNQJaxlRN8OM5Vi98hMSnO1QDSRnesW2iy9joeJILWRyps7oTSM0b5ymfsM0avIgsjlOEUccfsk3ISo1gn03oCYOoCvOYNNG1UE7NohXjrO/b1C9aHcKLZ69yXZ9Wneh5sI999yz013weDyeK8JiByk4vV6PanVoYWjg5bK6gpGmwFCgcelFRfmwAiiMIDOCTEuKQmJ6pa9LmrsUozx1aUYXE11gKPUapDQo0Y90WblGCCBKArrzqfN6MfFQhIsfP3muT6wV2+fpch3yV3/1V1hr+Wf/7J/xB3/wB4yPjw/ui6KIw4cPc+DAgS2360UXz/WFkGD1QHQQfR8TIUniCCszUAEEETKpIorCrWlISS0OCSoRYcMJGpXxFrXpDs2FHjcspPSWUuYzzVJuaGtDqzDkl5GKJVAPFM1AMhYpxpKAZDyhNlmlMlmlMjlKdXqUcGQEOTKJbI4hq01MUqeLIHrOtyDDCFMdo0ga2ND1zapw9TFzZREhPtLD47m26fV6ZFm2al+zudao0uPxeK4NemlKtVZdt79fs8hag7UaawuM1Gih0dZQlOORwggK63xdCitX+7rkBeT5yr9hGek7yBcaKoME0Le1ExaBi3SRZbQLuNLRSRzRyltUlSLS0aB60YC+COOHSx7PnuDbv/3bATh+/Dg33njjthVn8KKLZ/cjpFs9EdKlFQnBYIVCSCeyWIOq1JFBhtUZBDEGEI0AkVQQSQ1bH0GNdan02gCYbgfdTSm6KUU3Q/dSijTHZDmm0FhtsOXFXUiBUBIVhcg4JEhc9ElQiQhrFYJagqw2kNU6slJHVOuIqIoNImwQgYqwUmGlQguJLddhdGOabOImcuNyCweHPKRQy8G+lfvlBj8QG/1mbCTUXO9CzPV+fLsZX73I0W63+amf+ik+/vGPMzs7u+5+ra9uyqPH4/FcKWma7nQXtkwQKxc54/HsAZwEubvHSVeLL3/5yzznOc9BSsni4iJf+cpXLvrYO++8c0tte9HFc02wlSiNDSfNw8IL0A9nddV9Vqr3JJUunaJcNZYKghjiKlRHkTpHGrPiB2NdBaSB2GE0SOUmdFKBcCKJVQGoGBuEEMRYFVIIF/KaaciMZVkb8tKdvzDWVTwsl01kIQgRBAZCJYiVJAncURRxg/tPtRhJApJAUgmcxBIHK+crLFd4gqGSLbZse/is9s/M5U718HuxUwLF1fRx8Vy7bFfVod1evegnf/In+au/+is++MEP8oY3vIEPfOADnDx5kt/4jd/gP/2n/7TT3fN4PJ6L0uv1yr+G03M0A3+XcnxWFowu/7PocrxhLOhyK4yk0BKjBVZT3qERRQFFjtWlUCLL6JSyiuWq4gqyrI4nXeFqyco1QgpBKCRLVtCMJFEaI1mJlPZ4rkfWBoQ9Ha63Zcy77rqLM2fOMD09zV133YUQYtWidx8hxJYXwLzo4tkxrnRi3X/eOkGgn2Yz9Ld7nHHpOGGFKGnRbrexUiGCeNWPhV1rPmtBYyk0aOvyjXPjxJNcQycv6GSGVq5ppwVLacZSt81yr2Cx64SdVq8gyzQ6t2hjBr9yMpCoQBDHASOVkIl6zP7RhOl6zEw9ZjxxX80srPHnD57ipskaB5sJh5ougmYkHspjDssBwvC5KEcUaqPolqGD3qwA46NDPFeb7Sw8uMs1F/7kT/6E3/7t3+ZlL3sZb3zjG3npS1/KsWPHOHz4ML/7u7/L61//+p3uosfj8WzISqSLwZYll/v0Jy994aW/QGQH/3PDJIvznbC4VXksTnAxFopyLGVYP+MzawQXSlsX6SQgUaYXletXKCkIhKSwUA8hIhikF60TXYYHTH5M5NnFGO/pclGOHz/O1NTU4O/txIsunmeU7YxguGhbYrWxmkVhLRhrkWGExv3gWKvKa/iKoKIN5MYpl73C0Mk1rVTTzguW04L5ds6FVsqF5ZR2K6fbTum1c3rLy6TLs2StBfLO4qaPIW5OUBk/QGNyktHpKsf2j/DsAw2CiRoArbTgr790mttuGuP5h0cHUS2RWilfFkp38VdD50P2BzZD+0y5b6PUo8txLUS/PB12Y589e5e5uTluvvlmwPm39EtEv+QlL+Ftb3vbTnbN4/F4LslKpMta+kLL6n8HbDA0cWL807h+S+EiXUoTXSUgECuRLv1qRpkwRFIQEgwiXTwez97j8OHDG/69HXjRxXNVeabTRNbOrY116yjaWBeViixTfHARK8aQa0uqLa1M08qcuAKw0CuYXU45t9TjwlJKp5XRWerRWVigO3+G3vzZp93fdGmWdGmWpZMxnSPPRReWUAnGKm6lpd3LOfXIWaQU1OOAqaozjZss/wWolKlGwdDBK9uPUFl5racb9TJ4zlWMfvFpRXsbn17kuPnmmwcGbrfffjsf//jHeeELX8if/MmfMDo6utPd83g8no2xFmMMRVEQBMFgn8VecoyxKhW6rC4kxNBz3I7yAfLSP/L9CBU5FPFchlIKbPnv6te1ZfSLEhJRLtwJL754rlO8p8vm+OhHP8rk5CTf/d3fDbjU7//23/4bd9xxB//9v//3LYsyXnTxXBV2UmzpCy3u7xXBpTCW3Eq0dYJLqg2ptiz3CpaygoVewXwn4+yiC409vdhlaSmltdCjvbBE58IpunOnrkr/TZ4y9+iXCJNv4clmzNHpOgCdXLPw+APURxucmKyymLqqJelQHqG2at052EgOWTknlzbc3SzbFf3ihRYP4AbC3kgXgDe+8Y186Utf4tu//dv56Z/+ab7ne76HX//1XyfPc37lV35lp7vn8Xg86xguG51l+YrochHEmtSjvu+cpPRgwYkkUhqEsC5ERYnyDglKro+Okc6/T/TziRAIIVykSyn8SCzrnqgEAlO+phdbPNc32+npct2ZugzxC7/wC3zwgx8E4L777uPXf/3Xef/738+f/umf8mM/9mP8z//5P7fUnhddPNvGTk2eNxJc+j8mw4JLpi1FGQGijSXXlnbmBJf5Ts75VsrpxR6n5rsAtBZ6tBa6tC6con32SazOr+5x6JzWhVMszTRY7LrX6mUF3fkztJc6LLYyWmUUTq9YCcsdNp9b1+aVhLJcSd+vIPrlmfi8+LQiz27kx37sxwZ/33333Tz44IN8/vOf59ixY1t2y/d4PJ5nGmPM5R9UIi+S0HPRIcKw14pc67viomCscsKLCEphpiwZPfB1Wd+JwT6fXuTxeACeeuopjh07BsAnPvEJ/sW/+Be89a1v5Vu/9Vt52ctetuX2dt0vywc+8AFuuukmkiThRS96EZ/73Od2ukt7HivENSO4rOxfKbFsrS3d8C26/MibMps405Ze4cxwF7sFc+2MXstt3VZKb2GO3vzZqy649CnaS2S9gk6m6WR6ENGi0y5FrskKQ1aYgUp9MaV6W1XsLdD/LGxm83jWIsX2bbuZp556atXtw4cP89rXvtYLLh6PZ1egtS4HaKvFF2vXizGuitF6LrlmIoQretDf+kixsq+fp6SEM9O9xHVBqn5Bgo0eJNmF0yWP56L004u2a7teqdfrzM7OAvDJT36S7/zO7wQgSRK63e6W29tVvyL/43/8D+69917e9a538YUvfIHnPe95vOIVr+DcuXM73TXPLkGsXRW5xjFbLEfm8exmxDZuV8K1IurfdNNNfPu3fzu/+Zu/yfz8/I70wbO3uVa+C57diMRcZtXHWrf0NVy9qL/HDG6XVVaMxFqxUq3ImksrMgP1XYJSLopF2tIjZv3zDCA3UOpFP03J47nOcN+t7dmuZ77zO7+TH/7hH+aHf/iHeeihh3j1q18NwFe/+lVuuummLbe3q35NfuVXfoW3vOUtvPGNb+SOO+7gQx/6ENVqlQ9/+MM73bU9yW6IWOj/HvSjXYZFF1v+YFhjMcaSa0OhzSBKxhowOkdn6caNX0VM2aeiTCMSSqECiZICJcVVWdG31ldB9OxdriVR//777+eFL3wh733ve9m/fz+vec1r+P3f//2hUqwez9XjWvoueHYnWpuLhpYM0p6twVqNEXowRutvhXWCi7ZgEJgCyC22KCshaI0wRSnArImTGYgtLtpFqNWBLxv1SpSDKSkEAoVAbfAoj8ezl/jABz7Ai1/8Ys6fP88f/MEfMDExAcDnP/95Xve61225vS2LLvfccw9/+7d/u+UXerpkWcbnP/957r777sE+KSV33303991334bPSdOUpaWlVZvnytmN6SEDh3rhhIpAqtKgzYWbBlKglCRUgmqkqEQBQei2MA4IkjpxffQZ629UHyNKAuJQEocSrHZ9qNWJ44BKpKhEilDKwSZLO7ph+oKMM5ATu95YdCsIawebZ/cgcAPe7dq2yrUk6j//+c/nl37pl3jyySf5X//rfzE1NcVb3/pW9u3bx5ve9KZnvD+eZ56dGmvBtfVd8OxOVjxdhhe6hlPATRnn4qJbNAZjLcbaUnCB3AhyK8kLidESW1gnuBQatAZtwJTbMEI6wUeVRi2l2rJRlMvgKWLjxCKP53rEWuGiyLZhu54ZHR3l13/91/mjP/ojXvnKVw72v+c97+Gd73znltvbspHu4uIid999N4cPH+aNb3wj99xzDwcPHtzyC2+VCxcuoLVm3759q/bv27ePBx98cMPn/OIv/iLvec97rnrfrnd2i8AihRj4uvRFBudWL5DCEkhBEKxEiQQSkkBSDSXNJCTXzlx32BtGyDFkECLDmM6FE1e1/yqqUp2YoV6PGClLRishGDl0KyOTVfaPVmjE7iubBCsDmTIVefAvXFl6xS55mz3XMdv1GdxqO31R/2d+5mcG+y4n6j8TCCF4+ctfzstf/nLe9ra38eY3v5mPfvSjfvK7B9ipsda1+l3w7C70ZVKjndyiS7mlcP8vx16FsRRG4DQWgbaSIpeYDGxWIAoNReGEl0sZ9koJUoEQCGHKBTe74WqzUv0xox8Iea5/LNd10aFtZWFhgc997nOcO3dulUG4EII3vOENW2pry6LLJz7xCc6fP8/v/M7v8NGPfpR3vetd3H333bz5zW/me7/3ewnDcKtNXjV+5md+hnvvvXdwe2lpiRtuuGEHe7S72A1iS7+LfZ2kL7z0024MAiXsIA8nKs3UlBKEVlAJJCQhgZRESlKLA0Yq7mtxoR5zdiliuZHQmajTmbmJ7vw5uvNnyTuL23ocUX2MkRvvYGKmwU2TNcZK0SWJFNNHb2Z6f4Obp2pMViO3P1wZNgT9sNgN2h1OPxKDfdf+++rxbAf9aMdh4jgmjuNV+65E1H8mOHHiBB/72Mf42Mc+xgMPPMCLX/xiPvCBD+xYfzzPHDs11rqS70KapqtS33xUsWcr1YuuBcRud1/3eDzbzp/8yZ/w+te/nlarRbPZXJU18IyILgBTU1Pce++93HvvvXzhC1/gIx/5CG94wxuo1+v80A/9ED/yIz/CLbfcciVNX5TJyUmUUpw9e3bV/rNnzzIzM7PhczYaXHsuz24QW9YyLL4MiwoCi1QCZUEJyKRFCAhdbhFKWKLAiS+jSUAn00zXnLDRGde0Ms1CJ2OxkzPfybiwPEHaPUa3lZJ2CtJOm3RplryzRNpaALN549ugUicZmaIyfoCRiSqjk1Vu2dfg6FSNmbr73DbikGO3TvCcgyMcm6wxWXUD7cpQpEtYDhbU0KBB+QGEZxeyXSlh/Xbe//738773vW/Vfe9617t497vfvS2vc7X4jd/4DT72sY/x93//99x+++28/vWv54/+6I84fPjwTnfN8wyyE2OtK8FHFXtgdeUfedGiBXaVB4szzjVo9GDxTJeeLoUVbjMCbSS2oEwvKlxqkdYu1QhgeKgvWCklLYXLNlKr66ysHSFZs7JYJ8olLG+i67le2c7UoOs5Yubf//t/z5ve9CZ+4Rd+gWq1+rTbuyLRpc/p06f51Kc+xac+9SmUUrz61a/mK1/5CnfccQfve9/7+LEf+7Gn3cE+URTxzd/8zXz605/mNa95DeCU9E9/+tO8/e1v37bX2cvsRrFlLWsPQQ3tsFJQKHexDRUECKwSaAM2dCWniyQYpBcV1lIYizaQFZZeoekVhl5h6JR/t9OC1qDEc+G21JV2BtCFHvi8WSwCgQxABYokUoxWI5pJwHg9YrIWMVYJmaxGNCNn4laLFN99536mazH7ahGjifvKDosu/UgXNXTsK4OH4X0bufNfyVm+NvEeLtcBG5QTfTrtvOMd71iXd7uREH8lov7V5Od//ud53etex6/92q/xvOc97xl/fc+1xTM51rqS74KPKvasRanLG9HaoZpFALr83bblaMlYJ8BoKzFGYjTYviKjS1+X/jXDrEQ0r8wC+wOhvkluWcFoZdfgKVq7tCMh2NQssi8w2et6yum5XjGsLebu2YiTJ0/yb//tv90WwQWuQHTJ85w//uM/5iMf+Qif/OQnufPOO3nHO97BD/7gD9JsNgH4wz/8Q970pjdt60AA4N577+Wee+7hBS94AS984Qt5//vfT7vd5o1vfOO2vs5e47oQW9ZOuIcmb2LY3b7XQgHC6kG5Hvd3//FmSKmwoHBb1L94SxABlrC0w5dYobAINBZj3CBhINwY97e1oLGDCkEGO8gdlhIUzmtGKUEoBGE5Xqkqy0tvHCdSgkAKIrVeYFEbiC59rnehxXM9Yd13dRvotxPH8eC6dCmuNVH/ySef3FPm15717NRY60q+Cz6q2LOWjSJd1v6mXcq6drgUraVMIbeiX3JyJaf8cjVrS4VFCEDYssCAZXhJSuJMfv1PrmevYK1wZdg9l+QVr3gF999/PzfffPO2tLdl0WX//v0YY3jd617H5z73Oe666651j3n5y1/O6OjoNnRvNf/qX/0rzp8/z8/93M9x5swZ7rrrLv78z/98Xe6x5/JcD0JLn1WCSznZGkzeXN1nd9sU0FtGWI3QORQposhBpwhdIHSGzVNs2nNPzVNslmGzLjbPoMixeYrOCmxRoPMCrMVqgx268AspkKWrbRIEyEAh4xAZRhDGiDhBxhVElEAYI+MEGyTYIAQVglBY5b6aqhjjcBCBirAycKZw4P7uH/J19F56PDvFtSTqe8HFs5NjrWvpu+DZnSh1sdQc4RasBrj6ixKJKvcLBKoseCAZ6CYIad0qVb86Eaw2rtsCg2jgsp1+epFEIIUvF+3xeOC7v/u7+Ymf+Am+9rWv8dznPnedl9o//+f/fEvtbVl0+dVf/VW+//u/nyRJLvqY0dFRjh8/vtWmN8Xb3/52n050hVyPk/OLCi59bxVrEKaAIkPoHJN2QBeIvAd5F5l1sb0WprOM6Sxj28sU7TYA+XKbbLlLttgiXe6SLaWkSxlpKyNv5bQLTauwdApDaiyFteTWrlp4kQJiKYklVJRkJJTUo4BkNCYZr1AdT0gmR6hMNKlMjSNHJpAjk8jGOABhNgVf/TJqYgZqY5jErXDauLZy2IFbYRwWYtggF/l6fP891xGWbU8v2gpe1PdcS+zkWMt/FzxPl4t7ujiEk1ZKySVwqddiJWp3uMqkkgalNEKBCGS5U7lNrHi3bMggTGb4tdf2BczlImY8nuuI7Uwvup6/OW95y1sAeO9737vuPiHEZau0rWXLostWnXo9O8uemWgPCy5D6UTCFGAKhHGRLLrIECYHnSGzLqa1gGktYlpzFAuL9OaX6M26ykS9uTbt8x06F7osLqec62nOZwXpFi/OrY1+2s61ABgLFUdqIZMzdcZvHqV5ZIb6kRsIyv4H3Wku/M3fMHrLjQSHjhLsdyFuG37N1bDaU0bEDIkvYoP6Rnvm8+HZHWyXL88VtuNFfc+1wk6Ptfx3wXNF9IWTYU8XIQYRJUJIhBAIIQeCS4AiQA1SpAMpCAREwhJKQyQNQWCQEYhIOVO+MIAggOAiUSnGALZMR7Ir6Un9Lg39K4QAbekHuBi7tYmUx/P/Z+/PoyRL6zp//PU8d409cq2sfekqegG6aWCGL+IoDIygzjn6k6/+OI4Ko8IMgzqAM4oHZRUZGccBnTM6eNg8I785o7OcUUdHRFwGAdkaaOhu6O7q2nOPPeKuz/P740ZERmblVlVZnZWZz6tOnKyIuPHc596MyLj3fd+f92evofTWlXmGne/CdktBuoY7D3MSzeoTLq36pUMxIg6I4jQrN0oidBKigw6q0yCpN+jO1wiWGrSvZe0uO/NdaotdLvUS5sLktky1FqfU6ikT3YRnLgeoRGG5DoVi5nTRS9e49FePknQCJgHpZw4X4eZWNtHK7G6jSfvD98Go42Vw9X9UiBnZV+a9YzAYDAaD4VZZ3+kyKB+SffHFRggLqSwsIbH7xyC2AEeCIzWOULh2iu2kSE+AZ4HnguOsCC8boRQolR369Lu1KH39lXkJoDTayvL2DAaDYS1BEGzqPN0Oph/aHkQLseHNsAH9kqNeqhEqE150FKLjEOKQJAiJuwFRKyBohASNkPZyj9kgvW2CyyhLUcJjjYD6xSZhrZXlyEQ9ksuPc+mr89SemKVzdZ60VSdt1ZFRb3gTaZxl1Iy6fIYhwWp42wqh9Z7rADSY816bt2EDVr2Hb/FmMBgMhl1A4TjrO1CGjpdBjgt2/2cW/C9F5nLJbhpHamyZYjkaPIEYcblkOXj9MqO1aJ21lVbZT5UKFGIYIKpZLb4INTTFoPsdlbTObuuh+/8Mhr3IoIH6Ttz2M2ma8u53v5ujR49SLBZ58sknAfilX/olPvShD93weMbp8jRhBJHbjJAjTg6x8m06cHX0fwZRsmnpgVIalWbPpxrip/Fkfi5MCJYD4k7Qt8bC8lef4kov4chch7DeRnczFw5JOHydUJkopNWIODTIdxlNJ18n58VguHPY+e5Fe4kHH3xw2wG6X/rSl27zbAwGg+HmkFJeFzg5ytpSZ9H/NzDHSNnPcxEaS2hsSyNtjbAt8GxwHbRjry+2QHYsOGgpnaboOOujkCpBSia4rCqtEGBpQawg0QotsvKijQQXg2Gvs5PlRfv5mud73vMePvaxj/G+971vmO8C8KxnPYv3v//9/MRP/MQNjWdEF8OBQSlFFMd7Spddr+WzwWDYfwza80JmY/2P//E/ct999/HCF74QgM9+9rN8/etf51/8i3+xSzM0GAyGrbmR9uFCD7JeVuetZK2dwRIKIbK8FWGJLK/OGgTpbnAKowaii4JYQapRSpIqSaIFKSsnnKrf/MATgkgJYhQpa93NRnwxGA4iv/u7v8sHP/hBXvrSl/LP//k/Hz7+wAMP8Oijj97weEZ0uUWMg2V30UKsySWRmagi+o8JmbVfVimhltkXdppkwW6uh/By4OWwfQ8n7+MWXPxydsCQb0UUo5TlSDxtjpc0VWilQEpsS3Ll/2ZWtjRKSYIIHfXbWSfxyosGV2NGAp8GV/o11jqPjbCO+8XkvBh2jV3sXrTbvP3tbx/+/yd/8if5mZ/5Gd797ndft8ylS5ee7qkZDAbDNpEjuQcSsc5lLj0iYmiRhazo0eOONcsLofu9o8Vor+eNp5CmiFRB/3hKJxqVyn6mi+g7XvqL6kx4cQU0Y02gI1Li6+ZpMOwv9n9p0E5w5coVzp49e93jSiniOF7nFZtjRJcbwJyA3pkMhZe+gKBZ0RI02VUTDfRUX4AQAm05SNtD5kuZCKMU+cGAI7/n44AlBBe60Q13LboZbEdi5TyEmyOX8/jat5Yp2gJp9bdt0J5MjaTr78ETTINhXXZMdNnbftff//3f5wtf+MJ1j//Ij/wIz3/+8/nwhz+8C7MyGAyGrVA35HSBlXwUPXSfrOSrqH4Gy1D/2M5xmNIrJUaxQsWQpoJECRIFyUhpRaoh0RoHTS1U9ESA0n3RxRxbGfYppnvR9rjvvvv4m7/5G06ePLnq8T/4gz/gwQcfvOHxjOiyBUZo2RvoVdZUudIqWchMRBGSnrZA2mgr03eVEAhpYTkuwvWRfh67WMCtZB2C/PEm+cllCtfazFxpc6kdcb4b3bZtmHBt8pN5/LESslghVy1zpZdwX9nDKTpYjo1w3GxhuUEts8GwZ9EH2ukySi6X49Of/jTnzp1b9finP/3pW07PNxgMhtvJXvwblYSmTbTh4GBEl+3xtre9jVe/+tVcuXIFpRT//b//dx577DF+93d/lz/6oz+64fGM6LIBRmy589noYvYqy5ywELaF0JpOmKClDcJClXCs6gAAnbFJREFUWy5C+2gnRqRFyFWwqiFW2MaeaQOQay5TaS4zttSgu1BnerbOucst6nMdLnTjHe9q9IyiQ+VEmfyhcUR5gtz0NAClikduzMct5xFudjAj7JWQOm0CcvcEpmzLsF3e+MY38vrXv54vfelL/P2///cB+NznPseHP/xhfumXfmmXZ2cwGAwbsx2ni0b1/62IHcOvyIHjhX6XFd1vjqB1vw30oM3QOuK60llzgVRBkqLTrGW0UpJUS1KyttGDamylNUEYU3BgMVDEIiJVGzhd9riD0mAw3Bjf933fxx/+4R/yrne9i0KhwNve9jae+9zn8od/+If8o3/0j254PCO6jGBOhO58NvvOU/0n9arHslrhVEO71URLG41ADZZyBlXHGqFTSBNEmrlZrDjEjrt4UZdSu0HaqqHqi/QW6twzX6Mz26B1pUV9ocvlXszV4OZEmKIteXbZY+a+KSp3HcGeOYnKV7HHZjiasykfK1GYqeJPVBB+5sLBGukMIEYi/wf7yQgxhr2GZlUu0S2xU+PsEm95y1s4c+YMH/jAB/jP//k/A3DvvffykY98hB/6oR/a5dkZDAbDakazW3x/PdFltTt3tINRJr6sRulBW1uyFs+K/gHgJoIL9MvFgSTNvgcSDSmkqSTVIstwYXU0bhym5CxBrDQxIUoPjuX6S+1x56TBsJadbPe837Nh/sE/+Ad84hOf2JGxjOjSxwgudz4bCS5rxRalIVUrj6VK02h3STQkAuJUk2jdv2CiSbUeEWpsRP9jIe0CljuBXQJnSuBYAisOKEcdKlEXunVUY4l0eZ5gcYlgoU53vk53sUdnoQtAtxFQixTtRNFTGqU1UghyUlB2JJM5h+LhIpXjJSp3HaVw1xnk1HHiXBVn4ihnTlaYvHuK8unDuFPTWKVqtl32ykGNHrSHNkKLYY9zkFtGr+WHfuiHjMBiMBj2DkKQy+WwrmvlnB2biDU/JRKJ1f+55hViG1Gf64nrmkx4QfdTchUqBaXEMEh3bWlFGqa4cnAsqNCYUiPD/saUF22PM2fO8PnPf56JiYlVj9frdZ773Ofy5JNP3tB4RnTBCC77iYHgkg5D0jRJqmm22ihhEyWaKFVEShOlmijRBElKpLKfidLESfZFnrLikrEE2EJgWRLf9vDtHMX8IXIVgX9GkrMl4zJlMmghgiZ06tkY9SVUe5mk2SLp9ojbASrJvtCFFNg5D7dSxK5UscamsMYPkxbG6MWaWDicfPFdTDzrDO6hw9hTR5GV7IOvnJWaaT1wvciRj/Nops1gOSPKGAwGg8FguE2UisVNnxdIhJAgsp9CC6SWSCmHZl0pM9HF6gsvUiqERb/JgVhpdiA3OaZRCpRCpxqdiqy0aKDDrDnZTKIEW4BCk4h4WFZkgnQNhoPNU089RZpeL8KGYciVK1dueLwDLboYsWVvIcT1bpdRl8uglCizo2aPpwpipel2WsRpJriEqSZMNc0woR0ltKOUdpTQ7Ma0goRmv0yoFcR0w5QkTkgTjUrUcFwhBNKW2I7EdS0qOYexgsdYwWEiX2IsPw7A+NG7KXkWRcci5wjyKkHEPUQcgk5WNkg6aNshcfIoy6XoOORdi/FX/RDC9RG5AngFlJvLttfJrewEK/sYrxJVNntvbyG+mM+FYXc42EG6Y2NjiG1+9paXl2/zbAwGg+HGKZVK6z4uhoJJVtAtsZFYWLg42NhC4vT//jkCbKGxhca1FJZUCBtwJDgW2FbWTGCjYxmtVy7lK43uu1wSnbWNHogvg0XTMCXxINWKlJi0X140aBmtMZYAw/5ibYmdYTX/63/9r+H//8//+T9UKpXh/TRN+eQnP8mpU6dueNwDK7qYE8v9gRRiKLyMMvhjkmpNpDRJr0usNXH/fjvMxJVmlFDrRiy2IuaaAY12SK+ThagF7YheJyBu14g6TeJek6TX3nAuwnJwC2WcYhW/koXg5ks58kWXctXncDXH4arPZMFlLJej7NnkHQvXEthCZKJSDCpOOFYsZccL934HIglWbLTDS0ErH91hedFoR6NB+2zjbjHsJXYqqHAPBh6+//3v3+0pGAwGw82jNcV1nC4DMVkImV2wkjZSWFjCw1EONhaOzEq4AVwLPKnxpcKxUhwvxfIFwrfBdcBxwLHB3uAURquh8KJTUCmkQ+Eli3lJ+naXWCk8pUm0INQpasTpYjDsV/SgFbthXb7/+78fyP52vfrVr171nOM4nDp1in/37/7dDY97IEUXI7jsXdZzu2xF0OuhVEqa6n75kCZIFGGS0goTltuZ4FJrBHSaAe16AECvPktv8Rpp1N3WenQaEzaXCJtLtK8+cd3zTr5CYfIYxakpimM5JsZzHO0LMWO+Q8m38W0LW0IxkVxrx+Qdl5zt41oCRwqk7pcmrXNQsK7AcgOii/lcGAy7x9ovdoPBYNhLZHkua445hscVfcEFGyFsbOFiawcbG0dIXEvg968beRJ8S+HbKTknwfEVIicQvgs5D+15aMfLapA2Ik37N41KLRItSbQg6Ttdor7o0k1SZKqY7wl6hCQ6RPePs4z4YjAcTFT/Qvfp06f5/Oc/z+Tk5I6MeyBFF8PeZvAdPqzM6btdpACFQGg9DGWTQNhuofT1BtEUUEoTp5owTkmilChIiFpLADckuGyHuNugfrFB/SIgLSpHz3Hp8BEqkzmOTxU5MZFnquiRty06yxGXaHC07DNdcCm6WW6MN7wStPLRtfoHHuImru4bocVwR7FjB7l7/2D5iSee4CMf+QhPPPEEH/jAB5ienuZP/uRPOHHiBM985jN3e3oGg8Gwio1Ki8DKslz6eS5ZeVFWWuRqB9e28KTA7R+O+JYmb2l8O8XzEuyCRhY9yDng++B72W09tIJEZbXlqUYnGqUEiRIk/W7Ticpc0ABBGFN2BFe6KV3ZIVGj3YsMhv3JTpYX7T1f8fY5f/78jo5nRBfDnmVUfBkVXrRYESIsDe1GbfgaicC2wLYEriXxHIljCRxbXnfVRKXx7Zu8SmlcepTu0jV6p55FmmikFJR8h6VOxKXlGk4u5gV3TXB6LM/hksdYzqborO0KAIPm0daIgGK0lDsPI3BtjsB0LxrwV3/1V3z3d383L3rRi/jrv/5r3vOe9zA9Pc1XvvIVPvShD/EHf/AHuz1Fg8FgAFbaRW8sugwWzAQXCxuJjY2FjYUrMiev3z8j8aXGt1JydoKXS5B5iSi4UPAh56P9HFzXIamPUpnwkip0kqJjSBJJqgZOl9VBukmYUHYF51uKmJBUj5YXDQI09/b3icGwFtO9aPt88pOf5JOf/CTz8/NDB8yAD3/4wzc0lhFdDHueYZA9w/8g+n9Mut0uKo4AsKUg1RpHQ9GxSVJNmtqEJY8wUVlobpgQ9sYA8IpVgsbCbZ173G3Qnj1PrngPjbEcthR84akage0hREzOtVcEJCGGwoo1kto/0IpGK4kG+8Kc5xsMe4+3vOUt/PIv/zJvfvObV53I/MN/+A/5D//hP+zizAwGg+F6LMuiXF4tumRijBzeA0Y6F1lIZWVdIaXAlmD3j1c8qfBkiu/G2L5CFhzwHcjn0Dk/y3XZiDRFJAkkCTpKURGkI+VFgwDdwTGSjhS+1MRaEYvM5TIM0N3j4r3BYLg13vnOd/Kud72L5z//+Rw+fHjbzQ42woguhj3L2nKaYeWwANX/YLQatb4oIbKfQmIJjRQa23JxbYllZW4XKQSXRsuR1Rm0VoTNpdu6HWFriSRKiVOFVpqrl7p445lQdHm5y+GKT8mzKXk2BTe7upOkK9ueDsuLRkfN7gyFKIwAY7jD0Qe7e9EoX/va1/j4xz9+3ePT09MsLi7uwowMBoNhY4bd18So0JKxEqTb/8mgxKj/U2Siiyuz4xZHalxb4TgpMkcWoJv3wPPAdbMg3Q0QaQpxAlECUYqKBXEiidOVEqPM7ZKty44ViYC437lI6Y2DdE0XI8N+wrybt+a3f/u3+ehHP8qP/uiP7sh4RnQx7Fu01tRqta0XvMOQbm7rhQyG/YgRXQCoVqtcu3aN06dPr3r8y1/+MkePHt2lWRkMBsP6jI+P7/YUboqgHUHJXJEyHCyy8qKded/vwWaR2yaKIr7t275tx8Yz/WQNew6h9WqXi85qeIVKEGmESCOsuEt3eY44inEs8CyBbwnytqDoSkquRcWzmC44nKrmODNe4IGjZR48OcbZ0+OcPT3OzOlJps49m+KRu27/NknwHYljS+Yf+ypxmBCHCWEvpt6L6cYp3TglUVkHplQzvA1qM7XWKzeuV7G13t9/HA37gP5neUdue5hXvepV/PzP/zyzs7MIIVBK8elPf5p/9a/+FT/2Yz+229MzGAyGIY7jUCwWtrWs6NdBS6ws30VIJGCRuZSlAFtqbKGwbIV0BMKzwbXRroN23Y0HVxqiCKIYghgVKJJQEKUWsZbEmuyWajppSr0bUpDQiCHQEQkhWqvhbWfjRg2GOwe9g7f9zE/+5E+u6zq+WYzTxbCnuE5soR+aqdWwPEGoLHm+tryIIwUChUhj0Aqr/yfCFRY4EuXahKmm4lkcKjocrficGs8DcO1QkSfn21ycKlCbOUb98lN05i/s+Da5xSq5gst0KSsjCtoNok4LAJWOESWKKFGk/U5LsGKNhUxsyR5bUa0HEXOjy8m+tXd0F5qSI4PhzuNXfuVXeMMb3sDx48dJ05T77ruPNE354R/+YX7xF39xt6dnMBgMQzZ0uQgxUlo0kkOHRGiR3eSK2DI4brHR2JbCsjU4AhwJtg2ODdYmpy1JkgkuYYQOYnSoSGKHREkilbWLVhpSsotTnVbApCO41lG0RYdYd0l1ghFaDAYDQBAEfPCDH+TP//zPuf/++3HWlDb++q//+g2NZ0QXw01zMy2K4ea7uKy3vlHBRagEVIJIIiLLp9ZoI4VEJCGkMSJNQKeg0mF3EyktbGGTtx2qro/K+xwtZVdSzo3nefahItdOhjxV6/HotXEW557B8tUl6he/jorDm9qOtRRnzlCdzHPXdJHZIKt7lk42B2mJYZDuKqFl5PXrHR4MUsktI6oY9hCme1GG67r8zu/8Dr/0S7/Eww8/TLvd5sEHH+TcuXO7PTWDwWBYxcTExBZLSIQQa9pGy5FMl4Hwkh24WFIj0QipEY4Ex8pEF2mBtYlBPwoRcQRhBGFC2oM4tghTi1j3W0arLODXlpK4EzPmwpPNlFAEpCrZNNPFYNgvmO5F2+OrX/0qz3nOcwB4+OGHb3k8I7oYNuRmRZWbHfeWWuoOxJc0gTRmvtZBaRBpiIgDSCNEHCLSCB2H6CiCJEKrdDiEdDwsx6XqZ06XslvgcKHI3RNVmkfKNM5OcrHR48nFIzw6e4q5ay2WrszTuPToTQsw1VPPZvJolfuOVDhV9fnAX84xfuYBqtNVAPIFl6Jnk3MsHEtuerxhMOxtdHZEvBPsk6OJEydOcOLEid2ehsFgMKxLLpfD873sTj9EV6y0NQCsodgihY0QFvQFFwuJJTIXrhQrF4mkANtSSFsjLJGJLbaVuVzExgdBou9yoRuiegkqFISRTaQkYSqIdRaiC+BLieil4AhClRLKLqkKUWqle9GwTNXUZRv2GTtZOLefPx2f+tSndnQ8I7oYhtwukeVG13/T4otWCK1IkSzOXUOoFJFEkISIOIS4h+o0Ub0uOuiggw5pEJAGESpJ0Gm/XMnOTK6252Lnc4h8ifHqJJPVSU6Pj/OiY4epBdPMtiMu1E/zyOx9PDnbpDbXoTU/S3vuImnU3XSqfmWK0tFnMHWswn0nx3jm4RJHSx6LlxtMnDxDdSoTfo6N55kuexRdG8+SwxIhY2AxGPYXb37zm3n3u99NoVDgzW9+86bL3qil1WAwGG4Hhw4duv7BkW5F2c1CSAspLCxsbJz+LWsZ7chBFVF2DOaIFMtSCAdwrRWni9WvRVqPKIY4hCCEMEb3UuJAEqUWoZLEWhCnECtNJ0kZEzDuZC2kI50S627mckEZp4vBcMD5gR/4gS2XEULw3/7bf7uhcY3ocoDZbZFlIzYSXwb3R+ethbyulGCh3iSNguxOmiDSGJEEqF4H1W2hOg2SZouo0c5urS5RKyDuJsRBjIr7608VwpLYnoVTcPAqPrnJKvnpKuMzR5iePsazZ47winMnWeolzLZjLtWfwZOLHZ5a7ADQbIYEnYg4TNAqu0jj+ja5osfEWI5nHCpydrLI6WqOip1i5UtUpwucOFQE4OREnsmCS9G1yDsWdv+AQ47sG2N+MewLNDt3RfEO/du2GV/+8peJ4xiAL33pS8MshLVs9LjBYDA8nbiue12ei1h1SchCYCOFhcRGShdb+jj4uMrDlZmD17UybcXrt4x2raxdtOWBcK0sy8W20fbGraKJY0QYQxChewmqp4lDiyC1CFOZtYum34BAadIwwpHwZEvRFB0i3SNREUolQOaANi2iDfsV01hjcyqVym0Z14guB4g7VWS5UYbiC5KhkiE0CEkqJPMLCyvbqhPQGp0mWVlRGKB6XaJGm95Sg95ik+5il95SQLcRUIsUzST7wm0nmlAplM4urnhSUrQFVcdiMudQPFykcrxE6eQhJk4c5dCR0zxw6Bjp2aM0omz1zShloR3RCGI6iSLpl08UHIuSZzOZdxn3bSq+xMkXuOsBwT3HKpyZyjoBTBc9xnIOFc+m5Fk4fdFlNKtlcBI2egFoo4tBBsMdzQFuGf2BD3yAcrkMwF/+5V/u7mQMBoNhCwYul+svAWU/R10ulhy4Wzw8cni4+FLiWwJfgi8Vft/p4jsJjpsichKRc8B30b4LziaiS5pCPAjRTVAhRLFNlFpEShApSPpfC64U5OMI6cFT7ZSuaJOoEKVjME4XwwFAZS1Gdnsadywf+chHbsu4RnTZx+wXkWUjtBAgLNASAWjhsTR7jThJV/6UCJlZXWX2xQ+Zg0UlCWkvJGqG9JYCFpd7XO0lLETJBiuDUKU0E7gaJNAKYb4NX5klbz3BiZzD0ak8Y3dVqZ6ZoXzqCADjR05zevwwqlpF+dWhxVWjsYTAswVW2EIuL7HkPYd/9pK7kEKQd7K5lvoOF9+RuJbA7ast1oiqYgQWg2Hv8+CDD3Lt2jWmp6c5c+YMn//857cRUGkwGAxPP7ZtMzk5ufLAwIEnBEJkpxYDl4sl3KHLxSWPqzx8aePZkpwNeRsKliJvZ8dfOTfGKShk3oWcB74PngfuxqKLSJKsXXScoMOEZFBalEqCVA5Fl0Rr8rZF3A2RAoJ0TZ6LEVwMBsNtwogu+4x9L7SMbN6gm48UAmE5iCRifrkOQqL7AovQNtpykLaHdn2E52O5LtK2ETK7GqMSRS/V1ON07eq2RTdVPNoOebQdwvkaRfsCzyhm3YcOHSszdtcYpROHKBw9hFudxi+PIXMFtMwOIEQSkMxf5vD9L+WEnxs6ayA7jrH6IXO2FEOniz2itAz+Z8oODHudg9y9qFqtcv78eaanp3nqqadQOxUqbDAYDDvMoUOH+h2JVsjuyZFjETHMcrGFh42H2/e55CyLvC3JW5C3FEU7peBm5ZV+LsYuCWTZg6KPLuTQufz6ExmEpicxxAkECTrQJJFFkNiEShJqQaggSDWtKGXSgsVu9rqODgl1OxNd9CBEd/C31/wNNuxPdrKa27B9jOiyD9ivQsvabJfBZg7EFk32fZv27zfmZglSwHKhXxuMtBBCooTIDK9pgk4T3CAk7gS4jS5OzsZrZMLGTpTwthPFl+r9TJl6QPHRRZ5RvMChY2WqpyoUjkySnx7DrlYQfgGZLxF98zHOvqZCqjSJ0qT9eaRrurAMHC5incdGHS/D3gHrCDFGmzHcmegDXV70yle+ku/8zu/k8OHDCCF4/vOfj2VZ6y775JNPPs2zMxgMhgwpJdNT0yOO4kxsoR+cOygvknIky0W4wywXX2aNAXIWFG0o2oqSE1P0s7psr5Qiyw6Uc1AsQL6QOV3WI+27k+MkC9ANEtKeJooswsQiUJIohVhleS5SCHJRxLVudpGtKVvEukuiQrTulxbtwe8Pg+FGMN2LdgcjuuxB9qvIciOkGrTWfdEFbJ1wdX4JZTmr/gIIy0FYLsJ2UdLJaout7G1fAHSSkIQpE52YqSjlchDv+FwHIozXDLnnUpPDx+pUT2biS26ygl3wOXrqCPbX/gx35jRpbgztZld1tOOhpUWq9FBkgvVLikYfWk9sMRjueA6w6PLBD36QH/iBH+Dxxx/nZ37mZ3jta19LqVTa7WkZDAbDKmYOzSA3rGvOWkRDlrsnhERiY5GJLh4urhT4liBnQc5SFK2UgpuQy2eii10SyIrfd7nk0YUNXC4ASSa6iDiCqC+6BBBFNkEqCdIszyVSWVm3Zwmi5S7tvrM5oEOsepnLRa+E6I5iAnUN+w2tV84nnm7++q//mn/7b/8tX/ziF7l27Rr/43/8D77/+79/ZG6at7/97fzO7/wO9XqdF73oRfzWb/0W586dGy6zvLzMT//0T/OHf/iHSCl55StfyQc+8AGKxeJwma9+9au84Q1v4POf/zxTU1P89E//ND/3cz/3dG7qdRjRZQ+x58WWtSdCQq5+Tmzdh0dp3bfFZYJLojIz6MLVq4SpIlXX2+aksLEdG9vJId0cws3h5ApIv4Dte0jXQUgB31wmXtTMhRvkutwiodJ8pRHQSzWn4n57aimwOj3i2SXCiYdwkxh7+jgqlyVnK7cAjo+0HLS00f0r3zfzVjA6jMGwM5w6dYoLFy6seuy9730vb3nLW25p3Fe84hUAfPGLX+Rf/st/aUQXg8FwR+G67vptovcISZQS93b+4prBYNgenU6HBx54gB//8R9ftzXz+973Pn7jN36Dj33sY5w+fZpf+qVf4uUvfznf+MY38H0fgH/yT/4J165d4xOf+ARxHPNP/+k/5XWvex0f//jHAWg2m3zXd30XL3vZy/jt3/5tvva1r/HjP/7jVKtVXve61z2t2zuKEV32AHtWbNnqavPa50fvjwgwQuvr2kdDv/WfhrDbZn5xiVitCDHpSAkSgBVn5UOulccr5rH9CjJXwalOUimP4VYKeJXLuN9Y4FuXWwCc70Y3vMnb4WoQc2g5IIlSnILPwl8+RnW6QmPqCmN+PnPjTPT3hUrQaQyOB7aPsLIcGC1XPrrr7RuDYe+hQd1crtJ17NQ4m/Cud72L1772tcP7OymQ3K7kfIPBYLgVjh07ttrl0i8nGuS59B/s/5BZu2hhZRe/lI0rJK4l8Szw+3kueTsh70W4xey4R5YdKPpZaVFxk9IiQET947QwhiBEBVmIbi+2CVRWXhQoCBNNI0oodUNSLeiqTHgJ5Oo8F63VirNlrx57GwxboNm9sqDv/u7v5ru/+7vXfU5rzfvf/35+8Rd/ke/7vu8D4Hd/93c5dOgQ//N//k9e9apX8cgjj/Cnf/qnfP7zn+f5z38+AL/5m7/J93zP9/Brv/ZrHDlyhN/7vd8jiiI+/OEP47ouz3zmM3nooYf49V//9V0VXba2FhgMdzBaa65cvrTb07glypu1QTQYDgoatFI7drvdlEolZmZmhrdCoXDb12kwGAy7Rblcplqtrv9kP88lu8n+Lfu/hY2Fja1tbGHhSIEnwbc0OVuRsxM8L8EqgFUAUXKhmIPcJgG6A8IwuwUBuh2hO4oosAlTKystSiFJIUUjEbjdgPOtlLpoURctQt0mUdFI56K9V5pqMNwoSu/cbSc5f/48s7OzvOxlLxs+VqlUeMELXsBnPvMZAD7zmc9QrVaHggvAy172MqSUfO5znxsu8x3f8R24rjtc5uUvfzmPPfYYtVptZyd9Axinyx3OvnW53Mjrhcz2gxBIBGm/tEhrzdLiPEEQkmhNmmpi3Q+i7b88URqlQPU13UEHIM+2yfvT5ItTWKVpSjMn8Y98i+LRJyk+nIk4M1+b50v1gHCH/6rE/fGkFKA0V75ZwzuSMnZ6ifz0GLJQRtiZECOFXHUIMJjJKm+LvP5jfFDcL6PbuWc/K4Y9yb/5N/+Gd7/73Zw4cYIf/uEf5k1vehO2bb5SDQbD/kKQiSknjp9Y88SoywXAYrR7kcRGiOxmawcHG6t/DOZa4EmNLxU5J8HxU2S+nwWT9yDnoXM+OC4bEoaIXr9pQbuH7kYkbQgim15q00sloYJQgVIgwxQ7TWhGKV2ROZrjtIvSMZnYkvaPPY3wYjDcCHEc02w2Vz3meR7eJi619ZidnQW4roTx0KFDw+dmZ2eZnp5e9bxt24yPj69a5vTp09eNMXhubGzshua1U5gjxDuUPX0CudMhlv3xxCAdv99SOQgCFmZnh4JLojVJqokVdOMslyVINEGSEqU6y4NRGiEFrpTkXYuya1Pyq1SmJ/DHjzN+6l5K5x4DYPzux5j66iUuPLLIVxrBjm1O2bbIjfv4EyXKBZ8v1UNm/B5BvUvU6uB1mqhSNdvmsICwXJBRdoDTF1j0aPnVYDeNiC+bvX8OiiBj2IPscHlRGIY7ciCwlp/5mZ/huc99LuPj4/zt3/4tv/ALv8C1a9f49V//9Vsa12AwGO40NJpDhw7heiMCiFhdYiSE1W8hbSFEdiwihdUP0bWxM8kFVwgcCY4AVypcmeK6CVZOIwr98XMu5Hy056/fNWCw2k4X2p3sTjtAtROirkUvcuimWWnRoFV0M44phyGRErRVTCDaAKQ6RKmkH6RrxBbDwUDrnaue0xr+63/9r6vCcAHe/va38453vGNnVrJPMKLLHchBFlzEJq/XZMKLFAKB4sJT50lVlpy70j4agiQlSLJ92I4S2lFKN0poBwlhooiSbB2WFORdi7GCy1jOYbrgMlm6i/HnnwVg4uxzqD74KIe/8Q1Of/FJLn5jcaUV9C1wuuBQPVWheu44i//7q8PHVapJowSSGB1m69FxhEwjSK1MVFH9kN9Rd4vuH5RskImzlht5fxmBxvD0sfOZLu9///t53/vet+qpjQ4E3vKWt/Crv/qrmw77yCOPcM899/DmN795+Nj999+P67r8s3/2z3jve997y4KOwWAw3CkIBI7rMDMz078/ymiWi4XAztpEiyzw35IulnCwhIOtHBwhsa1MdHGtrLzIt1NcN8XKgfD7pdY5F+254G3hcmm3od0FQLdD0qYiDDy6iZO5XPqlRRqNIyT5IOCxVkqDNpHORJdERSOCizKdigwHgp32c/3QD/0Qv/Vbv7XqsZs5Fhr8nZmbm+Pw4cPDx+fm5njOc54zXGZ+fn7V65IkYXl5efj6mZkZ5ubmVi0zuD9YZjfYM6LLe97zHv74j/+Yhx56CNd1qdfruz2l28JBElw2E1jWG0v0OxxJIbl8+TJRGGZf+EKvOhBQWhP164uCRNEKE5ZaIbVuTL0b0QsSkkiRKoWUAikFfs5msuQzU/E5NZYD4GT1EIfuPUr53N+j8oInOPHoQ9z90Le4+oVrfHWpRy2+8RPEZ5d9Zu6eYOzuY+SOn+bjX/gzTuddclUPx7cR1hqxRKlsXyiF0CtZFaP7TmOt89hgp91abNN670cjxNwYZn/tHm984xt561vfuuqxjQ4EfvZnf5bXvOY1m4535syZdR9/wQteQJIkPPXUU9x99903NVeDwWC4kxiUDZ06dQopR44lRsuKhNUvIbIQwkLKTGQBkMLFER6uzuNpF9e28C2Jb4EvFb5M8ewU21PIvETk+yKL52W3Tco1RacLnc5QdFGNgLgt6YUuvcSil0iifmlRkmrsMMVH0YxS2qJBmPadLipcaRVtnC4Gw03hOA7lcvmWxzl9+jQzMzN88pOfHIoszWaTz33uc7z+9a8H4IUvfCH1ep0vfvGLPO95zwPgL/7iL1BK8YIXvGC4zFvf+lbiOMbp52Z+4hOf4O6779610iLYQ6JLFEX84A/+IC984Qv50Ic+tNvTuS3sacHlBthUbIGVL77R/TF8TUqt3mRxcRFb9hdRAiRIrbEEyJGTXK01YZzSChOW2yHtdkS3FRJ0YuKgSxqF6DRGWA7nXQ8vXyBfzk7KqhM5zh0qcfd0kXOT93P4Fc/lxP9zmSNPPcwzHn6Eha9eYO7RJb7ZjlmKNm8zPeHa3FNymb53kukHT1G+/wEqno1AMOVZFKYLeGMFnIIPtgPSWne/DPbdKhvsYD+td26/TffLjWCEGMNtQYNOd8bpMhAnPc/b9oHA1NQUU1NTN7W+hx56CCnldXXGBoPBsJc5fOQwxWIRWOcQYzQ8l4Hg4mJZWVtXV+ZwRQFf+fjCxpcSX0LOgoKlyFkpOS/CKShEwYN8XxAflBZZ6xwHAfR6mcul2UE3M1dw2lKEXZdO5NBJLUIlCFWWoRcoRa7T41oPGmlITzZJdQiwTmmRGh5TGdeLYb9yO0Jwt0u73ebxxx8f3j9//jwPPfQQ4+PjnDhxgje+8Y388i//MufOnRu2jD5y5MiwfOnee+/lFa94Ba997Wv57d/+beI45qd+6qd41atexZEjRwD44R/+Yd75znfyEz/xE/z8z/88Dz/8MB/4wAf49//+3+/GJg/ZM6LLO9/5TgA++tGP7u5EbhNGcOkzKrjoEVdH/xaGIU9dncUWIjsC0CClJkmzKy8aRc6xCPolRB0hsPo1wVGiiHoxvVZIrzZPrzZH3G1sOBUnX+FbE4f5v4cOMz5T5Nknqjxzpsq5e/4R0/e/jIlXPMWZ89/g2Y8/Sf2JazQvNeku9OhGydC250lBruxRnClSPTVG9exx/LP3wdF7uPgL7+JFEzmOn6pSPVnBH6/glgrIXAHRV2aF46yIJVuJJrdBYNkuRogx7Ag71XXoNnYv+sxnPsPnPvc5XvKSl1AqlfjMZz7Dm970Jn7kR35kV6+gGAw7wUFxFRs2RyAolorMzMysFlvWtIgWwkbgYPUdLrb0cETmFnZEnpwqktM+Odsm70gKDhQsTdFOKbgxfi7GKgpk0YNCJtbofA58f+O59YK+y6WHamYto5OWoNdz6CY2QV9wSfoafk5I/DDgfCelIZqEuk2c9sUaFZnSIsOBYydbRt/oOF/4whd4yUteMrw/KNd+9atfzUc/+lF+7ud+jk6nw+te9zrq9Trf/u3fzp/+6Z/ij/xN+L3f+z1+6qd+ipe+9KVIKXnlK1/Jb/zGbwyfr1Qq/Nmf/RlveMMbeN7znsfk5CRve9vbdrVdNOwh0WU/c6AFl8Fja0WCEVdHVl6TZZ08eXkWkgg5SIESAikElm1jqcE4irKXvbWDRFFKFHknwrYESmnSOCZq1zYVXADiboNGt0Hj0qNcAh6fPslfHj/N1LEKzz89xn3TRzh9/xnGn5sy1riKmr9IuniVqN4k6YX9qSss38WrFLEmZrBnTpKWZ7AnjnHxiQbPuHuCyXsmKJ04RPHYFM7YGCJfRvr99rO2i5Y22rqxj+rQETO6Xzfa17eJwfvaiC+G7bHzmS63A8/z+C//5b/wjne8gzAMOX36NG9605tW5bwYDHuVg+AqNmyOQGDbNqdPn95YcBGiH5grsxwX6WBbHrbM4Yns+CWnS+R1joLlULAtig6UbCg5KSUnppQLccsKWXGhkodS5qjRhSK4zvqTi2Lo9aDbQ7dDVCtzGUddm27s0EsteqkkSLPSomacMhlHuBa045S2bBAlbVIV9gcc7VpkMBwMdtPp8uIXvxi9yXmvEIJ3vetdvOtd79pwmfHxcT7+8Y9vup7777+fv/mbv7nped4O9rXoEoYhYRgO76/tYrHb7DuxRcjtf3FtmueiVy+jEkQS8cSVObqdDkL3vyAHbhghsQZf+o6LLVYaGCrlkqSaTsmj1o1o5yIsxwF548JDZ/4CnfkLXP4ifOvIXUyePMXxE1UeOFHl7slpDp86xtg9Frm4iwizemHSOPtpOWivSODkqQUpLw6fovT/3kduokJuuoo/UcGujiPLE8hCCZHLDlqEm0NLC4RE9297jY3e5/tZjNnP23bQee5zn8tnP/vZ3Z6GwXBb2O+uYsP2OH36NM5GmSrrdCvKAnN9XJHDJQ+Ar3zy0qVgW5QcMRRcqk5C2YvIF2PsqkSO5aBcQPdFFwr5jScWBIgggE6Abkf0o1no9Vy6iU03FQSpINZZvp8vJXajw2MNzZLq0JMNUhWidCbWbFRaZDAYDDvNroouN9It4mZ473vfOzyAuNPYd4LLJmwemNt3Q0g5DMrNvvhGllGKi9fmqdfrCK0RKs2uZI+KL/2rLsJ2yDt5nH4Kvi0Edr++OE4V3Sgl7EYEjTGC2hw3S/vqE7SvPsGlL+Z55K4HmDxa5dSRMnfPFDlWyTGZy8oMcq7A6Zc3xbEm7MU0tIPTeZLjL/82hGUh/ALC75cV+XlkrgB2VtusLQdtu1m3ImmtiEV7UHxZy047YQbjHKTP1n4i01B3KtPl9jldDAaDYT9zaOYQpYEAAiPtodfvVmQJB0v2Q3NFgbzKXlsQPgXLouBIig6UbU3VSam4IaViiDeusMbzUC1CpYwulbLVbJTlAog4gl4A3TBrEd3JjoW6kZ0F6Kb9NtFJ1io6F0WUdEw9UjRlg0i1idMeqt8J0pQWGQ4iGoFeNwjScDvZVdHlVrpFbIdf+IVfWGX5bjabHD9+/KbHM2yD7bhd1gbljpTCiNESmL6wMLuwyMLSclZypNKs1CiNESpFpEkmvgyGlg7abuO5mVPE8Uu4lo0lfGyrL34kiiQ6TNRp0lu+ekubm0ZdFh/5DIuPwLXj9/DIkaOMHSpwcjJb/+GqT9V3cGyJBSRa85xn3otX+TZQCTqJ+5srMzeMtNHSWiknknbWKlr2W0bvA7FlLTudBzP62qdbgDEOl1tB74lMF4PBsJo73VVs2D5jY2PDMEpgWFIEjJQVZTcQWXiudLCFhy18XJ3D19lFo5xtk7MlJRvKjqbqplTciHI+JFeNscYdxHgBxsroSglyuc0nF/dLizq9vstFEfSydfVim05qEaSSKIVUQ6o1NDp8syVYigI6skasev0cl0Hzg+tLi4wAY9jv6F0sLzrI7KrocivdIraD53k31Sf8dnPQrsQPSmI2ynQRWg2X0X3RRqgELSSLS0tcnZ3rv76f49IXW0QaocMeOo4g7QsYUiIse1ieY/klSrkKudIYOVvi2xLPsfiCFGj9DBaSkLC5tCPb2bj0KI0r36Jx7B6WZw4B8MR4jrGKz3jBxbMl2vb4vulxmpUZcjpChG1EGiPUSvcjPSI4IcSwtAhrRXRZt8xoHwkyOyXEbPc1W30mjZhiMBj2KgfZVWzYPqVSiVOnTu32NHaMsBPhduPdnobBYDAAeyjT5eLFiywvL3Px4kXSNOWhhx4C4OzZs8N2dnuBAyG4bMvtsrod9KqTWpFlmDSWZ7l48RJC2tkyWq2Y4bRGxyE67KF6XXTQQSchJH3xol+LLPwCVmkMtzLFZGmK/HiJqu9Q9W0+59vY7nOYffThWyo1WoVKqV/8OlE/pDcKThMGCa2yx1TZo2kVOV/rYUnBuO9QzE3gCZUJL2k04gJaE3o7EFukvfpxGLH+Gm4WI6rcGZjyIoNh5zGuYsNW5PN57rrrrr6Dpc/a70VxfWmRxEZKF0u4OMLHUx6+yI5Tcpak4AgKNpRsRdlJKLsRhVKEPS6R4zkYK6LLJXSpvPUkwzDrXNQNUe2IuC3phS4AncTOAnQVhClEqSapdRlzNY83FHXRItBNYtXLclz6PSZNnovhILKTQbrmU7N99ozo8ra3vY2Pfexjw/sPPvggAJ/61Kd48YtffGODGev57WebZUaDdtC6H3oG2Qe416zz1OUrYNlZyrXuVx9qDap/IKAUOk3QUQ/dbRG3OyS9kDSK0Wk2lnQsnEIOt1rGmpihNHWcfPUI5SNlJnIuXyz7fCHncPWxJ2le+eaObX538TIATq6I4x7GdW0aHgTS4u8u1FBac9d4nii1KLoWvu1hOz4yjVdyavr7aBWjDphN2IuBu1sxKlgakWQfotkT3YsMhr3GQXUVG7aH53mcPXsWKQdlRKMMclz6/xd2P0TXWiktwhmWFnnaxbezTJa8LfuCi6bkpJSdLMvFHVNYY5ngQrmUZblskuMyQPR60Omimz1UMyXsunSiLL+vm9p0UkkvyboWtToRY2lMLRUsRxEtWRt2LdI6QeuBA8bkuRgOHjvZMtqwffaM6PLRj350x9L0z58/z7Puvx9rG3/kd5K94HK5kZPZLbdnjfAyzGwZhOXSf14rlNakGrTWNOs1Ll64kIU8CQspBAI9FBqESkFGYDtD4SUJQqJWl6DWIm73SILsC1UlCmlLbN/BH79A8cgTuIePMXnsGVRnTnK45HJ8PM9fT+Z54tEZZh/+9I6fsElL4uZs5mY1diHkm3MtZqo+ecdCiizkN9USV4osf8YSw307LDvaSHwxGAwGg2GH2C+uYsP2sG2bc+fOYQ/cwYMnVrWHtvoP9bsW0RdchIuULrb0ccnh6czl4tvZ8UnOhoINRTulZCcU/Ri/FGNVbcRYDkr9jkX5wtYT7fUQnQ40O+hWSNyCXs+hk2Tzbif9NtF9l0tU6zDhKr64BMu06OoaSZrluazqWGRaRRsMhqeJPSO67CStVotvfetbnD17dvhFY7gzWFiYZ/bqld2exo4jbRvpl3Z7GgbDHYwJ0jUYdpsddRUb7mgGgovrZiU6Gwkug5IjIVwEFpblYQkHW3o4Iocj8viqQF775GyLfF90yVtQsBQlO81aRBdCnIpAVj0o5qFUROcLILe+2CdaLWi0oNEjrccELYd25NLuiy4Dl0ugoNmLmU5COkJQiyKaok6o2iQqRKlk2LEIBqG5K+5i43oxHAR2srzIfGS2z4FVHHqdDo899hhnz559Wmyxd7rLZSdCStfdxo3cLmuQQnDx8mXm5+bW+UOgsSTY0kEK0XfHpMg0QTguQkhQiqQXEbe6dBc6BI2sk0LUiVFxtj63sIBfvULxyJNUTn+L/F13cfzUs5g6c4wzYzk+O1PiMzNFrjzyJJAF494sTr6SrbM0Qa7kMnnoEF/6k//K0b/3PSw3QxaaIVN5l6JrYwkHUGhbogFbQ7/REpbl9AOEVX8fX7/v9mMpkeFgotMdynTZoXEMhoPGTrqKDXcuruty7ty54fHvZoKLEANRZkVwcawctszhiQKeLuBrn5xlk7ct8v0zi6IDRVtRdGMKfohXSpFVF1HOQ7mALha27lgEiEYD0WhCvY2q94jrgm7XpRU7tJN+y+gEeimEqSZe7jDpab64BItph66sEaftYdcirWPjcDEcaHT/n+Hp5cCKLgBREPCtxx7jzNmz5PP5HR37ThdZRtmpfIwNW/UORIHR1tAAqKxFMoLL57/F7GITpbM/BmtVWKkyIcKxLBy3iASUShGFMqLbQvRriJMwIWxGdBd6ACz2Ypqxoqc0LEBONpl4bImJh2YZO32eifsepXTvPdx75gGOPeswz5op8+mTYwA89Ohxrj32TTrzF25oPwjLoXT4LgDGDxU5fWKSrz7c6u+CFJUqulFKN85uecfCtiSW0itRLf0rP1ppLCEQ0kJovSKw3MwBgxFn7kh2umW2wWAw3AlIaaGM6+yOI5fLDUuKVn3TrBJcxFBwEWTHV5blYcvBLYcniviUKaoiRelRsC1KjqDUP7Mo2SmVfnhuvhhjVyWy6kMlKyvS+fzWLpdOF1FvwHIDvdgmWU7otVyaoUczznJcYEVw6QQx03FAyxIsBjENWSNQTeKR0qKByyXDuFwMBsPTw4EUXUZPaOI45vFvfpOTp09TqVRueKy9JK6sx+06uRuMu5H4MmiLnCQJFy9cYqnVQQMpGqUgVZq0/wU4GEIKsFOBa0lyXgmLLN9FFqtYnQZ2roFlS7TWdKMsC2UpSpkLV9oxA1wOYmgETFxtc9dDc8zc/RTT93+d6gPP5u/d9VzOPf8oAF8/WeWzz5jia9+6m8WnrlC/+PUtt9srT1A+dg9Tx7L30t3Hqxw5fYo//S+/hVcax8t5SCvbD6mGWGlipUiVJOkLLHLki9/qNwsQOnMDDX5dgoMtoAzeV/tVnNjv27cu/XbwO4I50TMYdp1z587x5JNPEsembe+dQrFYXBWaO+Q6wcXKQnP77hZgKLg4soAnCiuCixgILpKSCxUn+/tbdVIq7kh47kQOqgWolGA7LpcwRNTrUKvDUpN0OSBckrS6Hs0oc7l0+4d3YQpBqomWusz4is8vCRbTDm25SKRWXC6QfccYgcVwkDHdi3aHAym6QHYyMzixSdOUJx9/nKnpaY4eO7a6Zd4G7HWxBZ6eE7p1S5D6JUftdpsL558gimJCZWcOl77gkmhN2v+LkGTNixACJJpIaVItyblFXECqFCvs4bfb9BYb2Ll2VoYERJv8VVmKEpaiBD57mfu+vsDpz59n5nlfZezB+wF40V3P5ZkvOMa37prgy1dm+MqFMyzPtmktLhI05kmCDjpVWK6HW6ySGz9CZSLP5KEizzyStT988NwJ3vmhLwBQOnwX+bJHMe/g2RJLZB2blNb97k2Qao3UAtGftmAguGTLDjxCbOQqMuwJzO9sA0z3IoNh3+D7Pvfccw/f+ta3CIJgt6dz4KlWq5w+fXolo2XwxIaCS9adKCuBZkPBpejYVF2LigsVR1N1sr+/Y25EpRCQq8bYEw5iLA/V0vZaRMdxVlZUb8BSE7XUJVlSdNo5moFLO7XopZJe/099pCDsJYxHAbNCMt+LqcnlvsslQOlkJUB3JNPFYDiImO5Fu8OBFV3WY2F+nk67zakzZzbNedkPJ0w7Kbhs2cRoZFWD9c5dm2P26qXstVr3RQUBZA6XVGnCftvnKFVEaSZOSCGwJRRcmzAVlN0ifkkitcYJexTbXYJam/y1DgBud3tX2L7RCvnGl2c5/dgy93w2y3Q5/PcfYuy59/P3zjzAsx48zEvPTfL4cpfzi8e4sNSl2YlIE4WQ4Hk2kyWfo1WfE+N5TlVzWJZF6ehRFr/5W5QO30XlyFHK4zmmyz5F38axJI4USCGypoVaDMUXPeJ00FqjEBu6cNd1FRkMexC9Qw4Vber1DYY7AsdxuPvuu3nyySdptVq7PZ0Dy6FDhzh69Ojw/taCi50JLtLDsTJHyiDDZSC4lKRPybYpu5KKC1VXM+GmTHpZpt5YPqA4FuJMSeRkHiYr6PEqulLdskW06LSzHJdaE73UycqKGg6tnksryVwunRR6fadLO06RS01OFxL+77xkPm0PXS5J2kOpiMzlsqZFtCktMhxAdjRI17BtDrToMup2GdDtdnnskUc4ceIE1fHx615zkE9sb3bTR18XxzGXnnqSVrNB9rWfWVgcCXG6Ut6b6kxsAejGWQZKpBRaaYQU+HZC2bUJfU3Vz1GsHMbWilwcUW52CZazq2rTrei68qLNON+NOP/wPAAnnqhx3+fOM/O8LzP+wL2cu+tZnD52nOaxMo0gpR4ktKMEpcC2BEXHouLblH2LsqU4fuwYL/13f8fhB19GabzM2KECR6cKTJc8xgsuOcfCsWS/pGi1ojI4ZRQ620uyv59Uf2eOLn+QKlAGHKiyG4PBYNjDWJbFuXPnmJ2d5erVq7s9nQOFZVmcOnVqWD6/eYbLiuAipY2UDrblYYvsImSW4VIcOlzWCi7jTsqEGzKez46/StUAd1JiTRVgqoKeGEOPj4PrbD7pXg/RbEOzBbUOaS0iqklabY9m7GVlRWnWIjodHF+2AnJJzMOBxZVuQE0u0lV1oqSzuk20EeQNBsMucaBFl41I05Tz588z2W5z9Nix62tfDwg3I7KoTV7UbDa5cvECcRwN811EX16w0GhLkGqw+mLMYKwgSekmKb04pRulKK2xLdkXORx6RZeJnMP4+AkcoJwmJEGUvbYZshQlXA22L7wMuNiLufj1BU6fb3Du7y4w85yvMHbPKSonzjI2eQxVrKLdAsrKDiCkShBRF9lcJp65B3dsmiROmTk1RWk8x7HxPMfGcsxUfSqeTcm18CyJYwksubV4oka6Gq3HhkHGhjsC8zvZip3MdDHlRQbDncbMzAzFYpHz58+bnJengUKhwJkzZ3Cc7BhFwJoDjbVdilYEF6uf32IJH1cWAPAokB8pKVoruEx6EeP5HuVqJrr4hzTWTB6mKzAxhh4bh210CxW9ADodqHdQ9R5JTdFte/0W0RadxOoH50InVqhUM9ltU84p/moOFmnSZmlVx6LVLhe16gDXuFwMBw2tb/5C+nVj7cwwB4IDL7qs53YZsLiwQLPR4OjRo+u6Xm5lnevxdJyUbcchsBNiy+g9lSRcuXKFWm25v40rc9DCAjQy7mE7OZQUJHK1uKAUBImi0YtpdGO6cYpSGs+2KPk2y4HPTNElKvtMT92FIy0Gvy0VRcSdmOa1Fu3k5q5wnO9GnH90kWdcbnHqS1eZvPeblE4conD0ELI0hl0og2WDStFpQrw8y5/oe/lk/TLf9bKzuJakmneo5B3Knk3Zdyi5FkXXJu9YOFJmeTVia+Flu78aU3K0Pxj9/e17d4/GiC4Gwz6nWCxy33338dRTT9FoNHZ7OvuWmZkZjhw5stvTeFqoz7UY1wq2MNAYDIaMvvRoeJo58KLLVkRRxPnz5ykvLXH0+HFy21DpN2OzE6fNBKDNBx356NxCW+CdFlu01iwtLHDt2rVhVsP62y8QUQ8JuE6eRAosKbBHHEaJUrSDhFo3otGNCaMUrTWWbXGl1uXoWJ56kHB2PM+R6kly92Rv7cn+GPpvLvDXV5q39Efmm+2Qx78Zcs+1NscOL1I6epHCTAWvUsTOuWiliTsBp3723/D/KRwC4Fo7pBtnJ4COFPi2xLMlvi2HgottZc9lZUaZ+LLVb3F0vw9Kjfb7ObnBYDAY9j6WZXHXXXcxPz/P5cuXd3s6+wrbtjl9+jSlUmmDJQYuY7FSXiTsrLQIC0s6WVmR9LBlHlcW8CgCUNAlCsKnaNuUXYuSs9rlMpHrUakE+FPZ8Yl1KIeYrsDkGGp8Agr5zScfZe4n0W5Ds4Nu9khrCUHTptXzaMV2v7RIEKRZkwU7TVHNHqUxzVfrktmwS03O00tqq9pEmwBdg8Gw2xjRhe2JHc1mk9Y3vsH09DSHDx++bSVH23YobFSXOnj8BsWXGxVc1isj0sPnoNtucfnSJYIwWJ1XsuZlqv+AiDpZoC6QcwrESuLZ2XO2lQkSqdJ0o5ROOybsRSSJQitouZK55R4XlzssHC5z73SJ09XsCs/4fT7Tro+wbb7zr57k/15uEt+C+0ORhe4uhCmnF7pUp1rkJ3O4ZQ8pBZYlmZ45TCKykLiKbxEmg7bQYMms9bMlspKiVT8FWDJrCz3oLrBReO52MSVHhr2D3rkgXdMy2mC445menqZSqXDx4kUTsrsDTE1NceTIEayNQmqFyMSWwf9HMlyEsJD9TkW25eGIHLbMk6NEQWedhgrkKFo2RdeibMOYqxlzUib6gku50sOfVliHsuBdMVWG8Sp6bAzKG4lAI9PrtrP/dDrQ7qJqAXFT0O64tCOXVmLT7XcsitPsWLPabFAoQaxhrpeyKJbpqRpx2iFRwUppkU5WyohMaZHhgGOCdHcHI7r02c7Jqdaaubk5arUahw8fZnx8fFvtpXec7QSBabVt4WU75+KbZbXAipYSBgHXrl2jXq+tvHaDL7VVj4YdhMquQlhCkrN9IpXt26JjsWxJLCmIE0USJwTdmKDdIwm7CCmxvDyNRZ+FpYDLR3s8eLwKwDOnKxx95ndwqFDGLeZx/uJRPvtknWZya+UHC1GCAo6pDhNRSjHR9JZ7fNfr/xHjS4+SjJ/I5l6o0I0VQSpJlR6GvknRD8gVot8Ke0VwGf2tGfOK4UBhyosMhgOF53mcO3eOer3OpUuXTNbLTVAoFDhx4gS5XG6LJSX0Lwit526xhINl+TgihyvyWYaLLlLQ2birHS5QcVLG3ZgxP6RUDshNKexpHzHVF1gmBt2KtmgPDRDH0M66TtJoo2s90oai13JpRx6tpO9ySQS9FBqxphgETKQBePCZRYvZqE1DLtBL68Qq61iUuVwGmX5GjDcYYGczXQzbx4gu67CVABNFERcuXODatWscOnSIiYmJHXe+3HSp0apBthZe1lvFVgLLdWMAvW6Xubm5VWLL6PNbrVs1lxFuDqkzMcPLWeTt7O1Z8m2KgUXetXBsidIQhwlBa5G4XScJegC0cwValWmay9NcXuoCMHtmnOcfq3Du7P/DRKmKP14i/5cP87WvzPNEJ7qh7VxLL1X0Uk2vGaJTzbHTYzjLLaInvoY72O/lBCdXIefYRKkmVnrYFnrAIMtFkjlc1rpb5Ijz5VYwOS8Gg8FguBOpVquUy2VmZ2eZm5tDm++pLbFtm6NHjzIxMbGt5QUCKQehuivuFlt6WXto4ePKHI7I4+kCeZUflhNBdgGs5AoqDlTdlAk3YTwXUCl3yU2lWFMuYqIAE1mnJF2toMvlLdtDA4hWG1FvZnfqbdJaSFiTtLoercihFVuZyyWBREFeaqxak4da2dgXOyELcp6uWiJKOyRp0BdcYtDqOpeLcbgYDIanmwMpugithyeeW4VTbnaiGkURly5dYnZ2lqmpKaampja2dd4E6wovN9ru7gYcLzcqtgC0Wi3m5uZotZrrr369x/T1/1fNGsLpQBIhS9lViUJxCoDYkUzmHepFj5IfsNRXJdKgR9hcGo6VRl2CxgKt2fO0Fu8CoF3rcWm5x4vumuDZ089g8jsmuWt6htLRL3Dsb57is/Mdwpv02BUsSdEWeDmHxXrIubmQqNUhXbpGOpbN3bIclFa4fhnb8YlSTar6+flrVjsQW8Sax3aq1MiwOxiRa5uYIF2D4UAjpeTIkSNMTExw+fJlE7S7AUIIpqamOHz48I0dcwqB6KfNStkXXIS3yt3iksNXBfI6R044FG2bgpMdQ5ZcQdWBCTdlzIkZ8wMqxYDceIo96SKnizBZQVczZ4suV7bVrYh2G1GrwXL2+1ZLPZIlRaedoxm4NGKbViLpJNBNIVIw1W6iSJnrZt+v87pBWywRpk2SNHO5aB2zUccig+Egs5PpRuZTtX0OpOiy08RxzNWrV5mbm2NycpKpqSlc193tad02tNY0Gg3m5ubodju7PZ1dRwCT0kGaJFuD4RbQ6HRnxBKdGhu5wbBX8TyPu+66i16vx+zsLLXa9Q7ag4iUkqmpKaanp4dtoG8EIbJSomys0bDc1e6WvPDJWTZ5W1JwJOX+mULZhbF+SdGEHzJW6pGfiHEOOX3BpYqeGENXq9kLtgrOBeh0kUvLsLCMXsgyXZLFiE7Npd7zacQuzdiilQg6MTQiRSmKyHfa/G3d4mqYHYMuW7N0k8zlcn147mqMy8Vw0NHsoAZpPk7b5sCLLkLr7bVR3ka5T5qmzM3NMTc3R7FYZHx8nLGxsR11v6yHWPOlom8iy2U7LpdWu02tVqNRq5GkyZbL3wiqXUdICxV0kUEPK02w+ukmldIUkXKYLqRMlzyu5R1s10JsUNKVRl3qT30NgPbceeqLz+bKYpsr90zzgmNjnHn+P+bIzAkqd32Oic88ysWvzPGVRnhDAbuHPJszBYfxkxWiCx0eakScnVAkvYi41cVu1QGQpTGE7SKERAKe7aGkJNUapTMBa22p0ShrXS6bvVNHp7/ZW9qE6xruWHYqANcE6RoMe55cLsfp06c5cuQIs7OzLC0tbf2ifYhlWUxPTzM9PX1Lx5NC2Fgyc56MhuX6ooiv8xRUgZxwyNs2BVtScAQlB0r9pgYVJyspGvMDxko9CpMxzoyDPFSCqQqMVTPBpVjc3oTa7UxwmV9CzzVI57JS8d6CRb3tUw9c6n3BpZtAqMDRGm+pzkMdiwvtkHk5D0BHLY4ILhGrw3OVKSsyGEYwfbx2hwMvutwu2u0W7XabS5cuUalUGB8fp1wuI9b5wlx73jt6wrxK7FlHsV8ruIw+NhRftigxGhVc1n4dBUFAvbZMbblGGIXXvVaukQHWhuaKdcZcj7DRzroX2W2cXhudhNj9EycbGC9OEqUejfEc862QTiOgk6/QZfN2k0mvzeIjn6Ezd4Tm0r08ca7Nt5+d5P7pZzH10hPcdddXmLr/K5z46gUWH1niyWbI1SDub8tqHCEYdy2O5mzGxnKUj5Y4fvdh/n9ffohx18L2s4+TThU6CrL/hz2EHyIsF/oikbQchLSyMiMhsNg4RXxUhFlddnS9qmKMNgaDwWDYb3iex8mTJzly5Ahzc3MsLi6iDoCw6jgOhw4dYnJyckdyAwU2jl0AwBYersjhUSSnihR0noLlULAtCo6kYEPJhrKjqDjZvh5zI6p+SKUYZA6XgeAy3Xe4jI1vz92SpohWE7Fch4VlmG+QznYJ5rODmEYjRz30qcU2jVjSSqCbQKoUhcUaFoorHcW8btAUmegSJPVVZUV6VHAxGAyGOwAjutwA2w+31cOfWkO9Xqder2NZFqVKhWKxSLFYxPfXT5rXeusT6PXElrXiitBqQ9fLMEtlqP5npGlKo9mi123Tarbo9UNq105nrdiy0eMKveoRTbZtg/UP/h+3eqRRJnZY9TZeu4cOM+HCThI8IZjMTXB6LE8rTFhsBbQbEziLFeLu1nXfveWrXPjcVZoLD3BlvsMT5yZ5wckx7nrGd1I5fi/l+x/hyBPf5OQTV2hdqQPQXewRdWJUrJCOxC04uGWX/GSe/HSV6uEJHv1PnwXgiG+TG/Oxcy7CkiuZEkmMSCNEGkFigcw+ckIrhLTRQmS/b1b/HtZi9BTDvkdrk+liMBg2xHEcjh07xpEjR6jX6ywvL9Nsrp8nt1eRUjI2Nsb4+Dil0tZtlm9sbBtPZKKLI3K45IfdiQp2JriUBu4WByp2StlJqbhZ04Gq1+9SNJFiT7vImX5J0eQEenwMtuyeBEQxolHPBJflOnq+STrbJZzTNOvZ62uBTy2yaSQWrRjaMbSjlFNRhxwBn65bXA27w5IiYBiem6ro+rIi43IxGFahtTZh5buAEV12nLVvYs3glDlNU2q1WlafrMGybUqlEsVikXyhQCG/coVgM+FlleCyVnwZvS/kivCyjttFaU2aprTabdrtFs1mm16vu/LyDdZ/neCy3nKD1sgjT64SYPr/GWxnGoRErS5pGCMsSdho47eyWt1i2MPWisI0HClO0J0oUOvEdDsxQfPEsJRoO9Se/Aqd+YvU5+/n0WtNXnh2gvtnqhx9xndSPPUAhedeJpnP3DNpbYGo0SYN+2KQ52Dnc9iVKnZ1gtLXvsoX6yEzvs3ZyTyFQ3ncUgHp2CBHHE1aIVSCVimoBCHkyrtC2iDEcD9tVeZlcmMM+xm9Q2LJTo1jMBjuPKSUjI+PMz4+TpIk1Go1lpaW6Ha7W7/4DmXgiK5WqzvSrXA9pHTwZCbk+LqIr3wKwqdg2xQdi6IjKDtQdTRlJ6XqJFTckHI+czkXyhHehMKa8pCTRZiqoifG0ZMT2wvMjWJEvYao1WGhhl5oks71COehWcux3PUBqEUO9diiHZOF58YK1Y3wek2+WLO40O4xL2dpp/OESQtgy7Iig8GwgtIbO+xvFPMJ2z5GdGH7uS47TZok1Gs1lmvLAEgh8TwPz/fxfQ/f88nlfHzXxbbX/KrWUfFXIcSK0KJSgigmjGK6QUgUhXR7AUEQECfxlt9Jgz2zldiyqiPUOrtT6r6wsI74koQxUSsgaEagNNLuENT6oWqdgGIQ4qcJpcNwemycKC3TChKiXkzUrtFd3LzMaJSoXePqQ39Fe+EZLM6d4OGTVR48Oca5iTyHJu6jevTZADi9Om7URcThULzStoP2ipzIpbzvdf+JZ5U9zk7mmbx7nNKxMfyJMnaxiHD9/kavLicTaZKJYEKCFgiVgLSzMqwR8cVwPbvxGTUYDAbDnYtt28PukWEYUqvVaLWy8u47+UqubdsUi0XK5TLVavX6Y7zbgCVciqoKQE77q/Jbym4muFQcxZibUnViKn5IuRCQK2cXnpwJiTWRQ0yVYKKSlRSNj29PcFE6KymqNVYJLsGcoFX3Wer6LEXZOPXYop0I2gmEqUYqRb7W4InE5kIrYlYs0dSzw05FAGkabFpWZFwuBoNhtzGiyx2E0ope0BuW9EBf6BBgS4klBVJKbCmRAqRlIYVAin4gq1IolaJ05qpROmtPnKTZ140WYihJqlv5ChrNGVnnoGbtY8OT5f6Pgfgy3G40aEXcTYhaIVEnRqca28uuWgXLAVGrS7kXUIhDqieexbnxcaJEEyYpUfgMZoMOUfvGOhw0r3yTzsJlmovP5vK1FieOlrn7cJmjpUwwmS7mKLgFfE9i98NVEqWpVqs89rrX8X3PmcEruxQPFSjMVCkenSI3PYYslBBeNoZwnKHDSOiVxBuhFVpLsisxqu9KWrE3PV3HiiZU9/Zg9uWNowG9QzkNOzWOwWDYO3iex8zMDDMzM2it6Xa7tFqtO0KEGYgspVKJUqmE7/u7Npe9xsKFGjNyxTVuMBhuDY1xqOwGRnTZUTZ6C9/6l0WapqRpNr7QI5bJ9UJ2B2VEQoAQ/VyXdYJXN5nxGp1kKP4Mnx8evGz9sRVrFlnrWMjGlmiliDox7UZIL115UXG5R1APiFoBaRBRSmLGTz+HZ05PoNDEqUKlDzD7jS+Q9NpbzmeUNOqy+Njn6C4do7F0mktXW0xMZmVeR6s5JkseZc/GtyWWJcnn8/zTa/+D1vc/h6QTICyJXfDxqyXcahFZGstuflY3je2ipZ25ZEaDjQc3Ya2IMX3hRQuxbmnXRseLxgBi2BdovWOtno3oYjAcbIQQFAoFCoXCKhEmCDKXbxiGw587KcZYloXnefi+P/yZy+XuCJHFtnKUyToL+ZZF3rLIOzLLbxm6XBKqbkTVDyiVQvxqij2ZOXblWA4xUYSxMnq8un2XC0C7jWg0odZAL7WGZUXthket61OPXOpRtp5mLPsuF6jPtThiJZQd+PxCyjVVpyau0kvrhEmLVGXZf+u2iDZZLgbDuugdLC8ybB8jutwg2w/TvXWuLzXZRCbZZpvo0bEHvosNs2NG53Gd4KJH7m9+grM2zHetCANg5zyElOhU00s1S1FCqAbrh3LY4mg9JGhGJL2Iahwxfu65PHDo0Mh+ej5zj3x5W8G6a+kuXiZsLtM7dILm8iEA5soeuaJDznfIexa+7/Pxn/p2vC9fxRmbQvU6WWtaKRFeDunnEbkC0i8gcpnoIhwPLa2Nfz86s8EOf7MDx8tw3404UYy4YjAYDAbDDTMqwqwliiLCMCSOY5RSmVO4/3Pwf6UUlmUhpVz3p+u6eJ73tJQJ3SyOyFG2HQByliRnC4o2lN2sHXTVSZnwQiq5kFIlwBtXWOMOcrwfkDteygSXahldHdu+4BLFiFYL6k1YapEu9oiWNO2GT73rU4tc6pFNK8mOkwbdirqtgOmgw4Sv+Nyi4FLYYtG6RidZIkya/RyXBACtY9Mi2mAw3NHcud8Oe5KtGyQP82NGFh0VQDbiOrFnVV/pDTJdbnLG12W4DH6scbeI7eTKrF2O60UYAK9SwCk6CEsQK0070TSTlTDMhQiWo5QTj2QlSHGnx2TUY+yeF/CcmWO4tsBzLB52n8/sow8T1Oa2sfWrSaMujSvfIupk3RCCsRncQhEv5+DmXP7f73suroqQdz2I3a2hOs2sNfRAeJEWwvOzPBc7OxjRloO27H5grlzJc9mI6zpQ7U7ekMGwG+yY02WHxjEYDPsf13VxXXe3p3Hb8USBqpe5SXIWFGwo2pqyo6jaCVU/Yizfo1gJ8SZATnrI8QKMZ+4YyiV0pYyuVLYvuECW5VJvQK2JWu6SLCo6dZdG16ceujRji3Yi6WT6Cb0E6u2I0lKdKU/xxWXJU93uMDw3SBokKhi2h85Q1wkuBoNhfUyQ7u5gRJc+t//kdvMSo+0IL8OR+l2JgM3FlfWeGzykr39o7XxGn9zQ3bLZl9va5zYQYQD8iQp+NY9baOIsByTrjFuLU2qNlFqUEnVikm7AoaBH5Vn/D8+ZOUvetqjmHL6Qc5h9/BIA9Ytf33h+66FSwtbSyt14jDSpUpg5yfNPTTEbu0yPn8TyS8h8Cxn1sjDc4e9DoqUNVnZgo2UmuGQ/LZByuNxaNuo0ZYQXw0Fhr2S6vOc97+GP//iPeeihh3Bdl3q9ft0yFy9e5PWvfz2f+tSnKBaLvPrVr+a9733vHX0l3GAw7F98ikz0tZKcBQVLUbQVFSeh6oVUCj0K1Qh3QmBN5RDjhczdUsk6HulSCV0qg+tse52i0UAs12CpjlrsEM8ndGsOjU6ORuRmbaGTrJyo1xddWr2E1qUap4qKLy9Lnmz1uCZmqesrBEmdJO2RpgFKh+i+0yU7BjPhuQbDdsjO6Mzn4+nGHP3dBLdaYrTK7QJby4R9vSZbb/aAHglnHYorgzmNnKCv5yoZMGxTPDKBVSVNYv3slusEl+2GjWyyz6zJo+SmlsmNNShea+NJQXeDrq8XezGtKy3ua0VEnYiZdo/8/W2eeexZlPxppsoen65m9dNXJidZfupb9JavbrjuzdBagVNk7PAYFxs9pgsuloCqP4Zj+8iwDWm8WniBoWii+w4XpLXicrnBUjA42MLLQd1uw51LFEX84A/+IC984Qv50Ic+dN3zaZryvd/7vczMzPC3f/u3XLt2jR/7sR/DcRx+5Vd+ZRdmbDAYDjo5XWDCzY5TMsElpeTElLyYUiEgX42xJyTWdA4xUYJqCV0tQ6kvuuTz4GxfcKHZQiwtw2INvdAmnQvpLVs02jnqoUc9smkmFq0kO94LFKhU0bi4zIyjeKItON8OuSoWhoLLIMcly3BZOe4ankCasiKDwXCHYkSXp5Wt3S7ANhwvK0VB64ovg7UNT+43P2ndqBX0tsqJdsLGqTX2zEkKjUVKCzU68x1KvYRavIHqQuZ6+cxSl2f+3TWiZsShepvq8xqcOvUApZNjzBSzyzlfnCzwjekii1fP0pq9QHfpKjqNNxzXLY7h5MvD/+PkUWlCmigWmiGL1ZiyZ2NJQcnN4UgLkYToJMqEl7UMxBchwbKHostmYlj2ghXnzHCoAyy87BVM16JbYCeDdG9zedE73/lOAD760Y+u+/yf/dmf8Y1vfIM///M/59ChQzznOc/h3e9+Nz//8z/PO97xjgNRymAwGO4sCuQ45GXHP3k7peDEFLyYfGElMNeayMNkCcYr6HIJXSpBsbj9laRpFpgLiFoN5pfQs3XS2R69BUmjmWc58KlFNvXEohkLOn2Xi1Ka+fPLTMisC+f5ZsI1vcSyuEw3XeoLLhHpoKxIj/bhNDkuBsN22cnyIsP2MaLLLrHqBHpNsMr1Abqscrtkr1/95MYn8Vuk5Or1F3vaBJc+afUI9tE65Vqd7mKbo4tdFqNMdOlucAKlgK81A9oPLxDUA8JGm8nnLTJ57nm84MhpAI6Vfe6eKfHItRbfulahuXyWbjMkbDdIom6WxwJYjofl5rG8HF4uu5ITU2D+kc8x88BLkFIQJYpunNKJUnxbZG2kbRfbtRHShoHbZW35lBgpKRr9PQl5w+m4g9+LEV8M+5G9IrpsxWc+8xme/exnc+jQoeFjL3/5y3n961/P17/+dR588MFdnJ3BYDiI5KTNVK4DQN6NyeVivGKMUwFrzEVO5GCsL7hUK+hyefvZLWkKnS6i087yWwCWGui5Julsj+6soFYvsNTzWQ5tanEmuLQTCFJIU4WzUGeCGN+CryynXE5rLInLdJNMcEnSAKWj60NzweS4GAw3gNY7+JExH71tY0SXEW7khHbjEqOtwnRX3C6r1rd1Bu8qgWRVV5ttvOE33KYNxZaVFW4rv2U4wHo5Mhuse6QcqqE8qlMn8U81qC436S31OPGtGgCPtsNNV3m+G9F8qsGzmiFBrc304jL5e54NwMnD55g8PsHdkwXOH6twpdHjcq3HYmuKbi8mjfXwqohlC2zHprXcxSlN8Ohf/jn5iSOUxqv4OQfXliSpIlaKKNWEiUIKCZbEdnKQRqDSNQLV6nwWLTbOdDEYDjJag0o3drfdCINxwjCk2Wyues7zPLwbCIG8GWZnZ1cJLsDw/uzs7G1dt8FgMKxH3pZMVLoAeIUEu6CxKhJZ8RFVH8bKUC2jq1V0qbi9UqKB2NLrIJptaLZguQ2AWmyTzEf0FizqjTyLvRyLoU0ttmnF0Imhk2iUBr/WwgpCbBu+sqy4EDaZl5dppwuESXMouCgVsllornG5GAxbo9DbzhHdCvOJ2z5GdLkFbj7bZYMyo+0IL4OXj7xmJ1wP64kt2eObCC43GuK70TJac6UV4lQmKBx/BuVei6jVJWpFADQvp1wN1indGWEpSvjsfIdnfvYK3cUu07NZGG71ngsUT91LYfwYh4+PU5vKU+slLPdi2lFKL06J+1fFpRQ8dq3Fl//3JxBOHq80TvXUsymN55gouuRcCykFqSK7aYiVxhKAFNiWixBJlgMzdANt4HoZ3f4b6GY0fOkGbaX3C/txmwxPP+9///t53/vet+qxt7/97bzjHe+4btm3vOUt/Oqv/uqm4z3yyCPcc889OzlFg8FgeFrI2ZLCdFZeJMsSWXSRJQ/KeSgXoFJGV0rochXkNr6Dez1Eu41otaHVhkYbXeuglnoAxEuK7pJDo51jqeezGDnUI4t6RD84V5NoTanVwe10eaiWHdc8FTSZsy7RSmYJkxZx2iVVQb9TkULrlLWhuWAEF4PBcGdjRBeDYYTCxAzCye/2NAyGA4jewe5F2cH3G9/4Rt761reuem4jl8vP/uzP8prXvGbTcc+cObOt9c/MzPB3f/d3qx6bm5sbPmcwGAxPN74F9pHs758selD0+7ciuljI8lvKpe0N1ukimg1EswW1JtTbqKUeaS0iWs4Em07To97JsRx4LMU2jdiiEUErgW6iSJSm3Atxm20eWtac72WuxFnrMs10liBpEKedYWtorZPVgsvoxScjuBgM22ZHy4sM28aILreF7dYKrZQZbZTvApt0F+L6ZbfIzF296HWfOL3m+Rs8AdowyHer18Gjiw1caXGyehTvTMxk2ENF2RWZJEyJ5zosRJu7XUKl+VI9oPaNJbqL2ZWWyavLVM9do3j6ON7MaWbGDnGoNEE8ViRINFGq++2pBXV/gt94429QPvYMACpHzzF+uMT4ZJ6ZSo6ib+OMXP1JtSZVglRmJV5SCKS0QasRh9AWv5D1So9ukFvJeTHBr4Y7iZ3OdPE8j3K5vK3XTE1NMTU1tSPrf+ELX8h73vMe5ufnmZ6eBuATn/gE5XKZ++67b0fWYTAYDDeCL0HOVLI7RR/yOcjn0fkcOl+AwjYvOIVhJrgs16HWRC+1UEs94iVFULdot7LukVmHIpdaZNOIJY0Y2jF0YkWiNWNxhFdr8NVaJrhctS4B0EivEiR14rSzujX0OtmCRmwxGG6c6xusG54ODqTostXJ6Y10ibm19tErIS1bCS8DNqrBG4ox2xRhNhNcti22bCmyrL/y9fbZVy/WsaXEtkocnzyNe0/CVJKJLipV8MVrfGO+w1y4ufACWcZL+2q2DacbIRNX21QvzFE6eYnC4UmsiRncyiR+voxyPCzHo3LPC/ief/MZTn/79+DnszrmQtlnbMzn5ESB6bJHybXJOxaONdKSW2tSlW2pFNk+EdJa+Wsm5KYZLwaDYe9x8eJFlpeXuXjxImma8tBDDwFw9uxZisUi3/Vd38V9993Hj/7oj/K+972P2dlZfvEXf5E3vOENtz1PxmAwGNbDtYDJanankEPnfPBz6Fwe3G22go5iRL2WCS5L9awV9EKPaEnTrbs0uj6NMPsb14idvtgiacbQSaAdp6RKUwpCnHpz6HC5al2ilWZ5V0FSJ0pa1wkua3NcjOBiMBj2EgdSdNlpVjoKrQlb2fYXQua0uJWWwBu6YTbvUj2yUMaGgssG81ottIyIEestP9IQSSNWveTi1dbIqkocmzqH96zs/oy0sBwb+8tXeexKi4u9jVs+Dxi4Yjqp4lismJnvUrrSonR4lvz0ZfzJCk4xj1ss8ozv/zF+/nNz3P+8I6RK49nZNlXyLhMFl/Fi9rPs2Xi2xJHyut2hydqvCXS2/6WVbYteOSwQGwgumzpcbkCg2e85L3cqxi20Q+gddLrsUJnSRrztbW/jYx/72PD+oBvRpz71KV784hdjWRZ/9Ed/xOtf/3pe+MIXUigUePWrX8273vWu2zovg8Fg2AhXgp4cy+74ObTvg+NuL78Frhdc5lukcwHBoqDd8Kn3fBqhQzPOTi0ayUqHok6s6SSKVGnyrS5eu8NXaoqneq2h4NJNlrPVGMHFYLitaK3Rpn3R044RXXaQrVwvo4LG9Sfaa4SXTTSbjdYw+NocCDCr3C8DjWMnHC6sL7asOtEfWc2mCdn9p+rz7VUPp6rI8cmzAHjPcpjyclg5D/drVxh7ss4TnYh2svV8u6ni8XZII06ZCRPG5rvkJ9vkp5YolHy+88d/iKdyp/mue7rMdyI6UULaz4NwbYlvW5Rci5xjUfIyp4trCyw5ur/Bov9HTAiU1iv7XggEMjtoeBodLpuVHN3JIoERiw4yO5npcntFl49+9KN89KMf3XSZkydP8r//9/++rfMwGAyGvcTi5QbjcUTe3+2ZGAwHF62zC8U7MtbODHMgMKLLBtyK62RkFDZ6O24mwKwVXiRiKFxs1Yx6sFbIxI7rMmDWfcX2BJctXS16Zb3rr2VjOvMX0OlRdJq1Y46SlCjNAt1OVE5SuM9jslDBH/s6hamLjD+yxMXlHpd7MeEWfzkUsBAmJBraiWK6F2OFKd/2qmdReN5LOVFy8OwCh7ourTAlHLnaLoXAkQLfluQdq+90EVhCIIVACMHoXlEarLUumIHwAtd3M9qIHRJo7mSBxWAwGAwGw9ODLUFX+06XG3G49LKMvGGOy0INPd8ime0RzEtazczlUotcmrFFI8mcvu14pUtRO0qZvVBnPI2Z8OArS1lb6GvWxX5oblZSBBiXi8Fg2JcY0WWHuZmMFzF0QWyrFmjrOdzgKFsJLhtltWwktqxqPr3NXdGrzaHSGJUcJU0VYZzSjVIAujNlTlWmGX9GkUp1gvyhr1M8coHKN2c5fqHJbCNkLkyoxemG4yuglypipalYFs+5/yhT951FdpbI5ypM5Yq4UlDxNHH/KnmcrkzesQSWzAQYWwoskYkr6x2zZKVGK24jIUbeF6P7csNSLpP5YjiA6H5+004MtUPjGAwGw37BEhpuJFMqihHdNqLZdyLXG7DURC+0SGYDeguSZiNHPfCoRR712KKVSFr9CvBOAt1E04tSrp1fZoKUsgNfWU55KqozJy/SThfoxcvD0FxgU8HFYDDcOgq9eRWC4bZwYEWXWwvA3fmx1wov2ykzusVZbm+pzcqINhBbNtr0zXaJTmOCxiI6TVBpTBIpgn5obqMb0zxa4dx4jpljD2CXp5iYfpziiSeoPHmFsaeWOD7bprHUox4r2klK2D/nGooffUfKcc/liOVgSUHSbpPW5pH5MQplDzwH19KEabZ9sdLDOQuxIqBYAiyZuVyEALGFI0prVgsvw91pxBXYuyVFxkW0s2h2vnuRwWAwGDKsrRZQGpIEohARhtDrITpdqPcz9+od1EKbZCGmu2jRaOapBR61yKURS9p9waXT73fQSTSdIGbpqRoTUuFbgq8tx1xMl1mQl2in88O20AN3C7Cp4GJcLgbDrWNaRu8Oe0J0eeqpp3j3u9/NX/zFXzA7O8uRI0f4kR/5Ed761rfiuu5tW+/tLjHamOu9KoMSo1vRYNY7Sdx+jou4LrNlI7Hlpj/IKiVsLqGSBBWHxNEMAFGYUutGLB+rcHa8wNHSIcafMUVu+gTe8aeonn2K9uUFurNLdOa7BPWAqJNdaomDZDjfCenwmcWABw7nsX0brRQ6CpBhBxG0yOfHkEJgyUwMSVJNqlcLN5n4kgktlmRYWrTdd8ntFPsMhj3NTgbpGtHFYDAYtofSEAaIMIBe0BdcAmj3oNlBN7PyonQ5IFlUdJZd6m2fWuBn7aATi3aSBeYGSSa2ADTaIbULdSad7ALW15ZDruhFFsRFuukSQVwnTrsoFa24W8AILgbDbWYnnS7mU7l99oTo8uijj6KU4j/9p//E2bNnefjhh3nta19Lp9Ph137t13Z7euuy3sm1Xts+eA1iTdjqjrldblI3WpnL9a16RgWXWxZb1hB3G6RxQBJ2AUjCo4TdiMVWxJVDPe6eKXGmmmeqfIJyeQZ/5jTeqatUFq8QzC0QLDWJGpkdNuqE5CyL+AsLfGKuy70lj/LxEl61iJASlEKkESIJkXEP3y0MnSuR0KRao7UYBk4NyolGxZfNyqKV1kghhm4XMMLLgL3qcDEYDAaDYV8Qx4huF7pdRLcHnS50A+j00O0QVQ9J65kYEtUk7WaOes+nHrjUYptGbNFKMndLkEKYapTWBJ0Ib77O2YLmYltzsRtwVcxRF1fpJPOESYskDUhVgNbx0N0CGMHFYDDsS/aE6PKKV7yCV7ziFcP7Z86c4bHHHuO3fuu37ljRZTXbV002LDNi+26Xwans+iG6N9qtaKSkaM1KNxJcRnNtNxIk1p5v+5UpgtYyqCyXRcUh3eVrAKRRj7g7Ra89TbcZcK0RcPVQkVMTBU5UfCaKxylXj2LPnKF8eplCbYG0VQNgPOnxh2//E7pK89yqz5kjJcbOVPEnKtj5XH/CKSKN0HGAkDau4w/nHqeQaq5rrTYqtoj+slsJMAaDYTP2Tvcig2E/sluuYsPTw3Wpd1GMaLcRrRa0O9DqQKuHbgaoVohqpsRNQa+V/e5bXY9G4FGPHeqRRSOWQ8ElTDRh/+9usdMjnmtRduDhWsqVsM28nKWurxAk9aHgonSEUiGg0DolS9/rY0JzDYbbxo6WF5mP6LbZE6LLejQaDcbHxzddJgxDwjAc3m82m7d7Wqu4GbfLhqzpZDQ4t1/7Xt/onP9GnRWjjpu1jgS15mvwRgSX0aFG/184dBJhOYStJVTc/531BZiwuUTcaxN1mkSdGbqtiOVawFOTHc5MFzkxludIyWPcn6RyaBp74jT+3GOcPjrDh17+89xT9shVPfITecrHS1ROHSI3UUHkCmA7/Y1QCJWASpBpVppkW9lzUmmU7otPg7mPbNNAcLkRDqrbxbhbDJthyosMht1jL7qKDdsn1SPfv71eX3BpQ70JjQ662UXVQ1QjIW5B2HbodB3aYRa+24gc6rFNM7FoxoJOAp1Y00kUYaqRSiEXW8RRRM6Cr/UDcxesK8MORXHSIVUBqYrQOgadrDhbBhjBxWC4rZgg3d1hT4oujz/+OL/5m7+55UHAe9/7Xt75znc+TbPaip1xu6w36noMXS47dY67ztTX0wy2K7SsXWz8yAS269NZ9AgaCyS99qrnVRzSW75KEnSIOuP0OjN0Wnnm6z0uTRY5WvU5XPG5a6zAc8shrY/9Aeel5Du//RhuwcEtuLjlHP5EhdxUFW9yHJkvIV0fpLWyQSoBZffnKrGlhSBzu2SLrJOLM3AirbNtchOR4aAKL3sZ8/syGAz7lb3vKjZsRqKAZhaKKzptRLOVheTWWqhaD1WLieuasG3T7bq0Q5dW7NKKs2OkRr870Wgr6F6q6CYJupfCQouCUHylkV24upgusSSv0E7WBuYm6wsuppzIYDDsY3ZVdHnLW97Cr/7qr266zCOPPMI999wzvH/lyhVe8YpX8IM/+IO89rWv3fS1v/ALv8Cb3/zm4f1ms8nx48dvaI63GqZ7u9wuA9ZTKteWFa2s/+ZKizZb16avFqt/jo4oEauGP3eyygXXxvFs2n6RoDablRvB0PECWd5LEnZJem2SzjRBZ5yol3Bl0ebvn53kx8/aHJIR4f/3HwDQm6+RxgmWY2P5Lk4hh10uI0tjiEIZ4fkgRz4GWg3rioVKQEgsKUD1DwGEWOXmgdVC042+Uw6C8GLcLYZtYYJ0DYY7ju24ig17g0SDXF7K7jTbUG+ha11UrUeylBI1JN2OR6vn0Y4d2olNK7Zop5nzuTVwtyTQjRVRv5zoUBCh620ux/DVdsA1sQjAkrhMJ1kgTJrXB+Zu0g7aCC4Gw+1FaT1sEnKrmE/r9tlV0eVnf/Znec1rXrPpMmfOnBn+/+rVq7zkJS/h277t2/jgBz+45fie5+F53q1Ocwe5+U5GG4XqDgQWhb4+w+WWA3RvjrXOllXOj77YIrTub0e2MS84Pc54weXrORvHs2h5eSwvD0BQXyCNuivzS2OC1jJpHBF1G3i5u7n73Aw/9Y9fxPS4j7V8Ab8/CWdmAR10MuFGWgjbQfgFRK6AzJcQfgEt7VXCy0CQ0lpmwou0sWQWhqu0xro+3ua6Xb2Zw+WgYMQWw42g0agdymLZqXEMhoPMdl3Fu13KbdgeYQrMZoIIrR661iVdDomXNb2mQ6vj04oc2pFDK7FoJxadVIy0gO67WxJFK4mxlcBdamOlEQ/XFZfDDvNylqaeBaCbLhEmLeKki9LRqsBcE5ZrMOweuv/P8PSyq6LL1NQUU1NT21r2ypUrvOQlL+F5z3seH/nIR5Dy5oUBofXT6i7YUbcLrKvdbCS4rHW53PQ615uGYFVXnrXPDaaxttQpm5PO5tJPc3rWdIGq71AtuDxScLiSd2nmskBbxy8SNOaJus1h3osQEpXEeKUJpu46yUu/7QGUk6ODQ7F8iH7BELJQRvc6qCjIXjcQXjwf4fpoy0XbDgi5/oZAlvdC9rxEoLTeVM+6UcFlP7ld9qvQsl9+PwaD4eBxu13Fd1Ypt2EjIgX6WtZkQDVC0lpKWJN02j7NnjcsJWolFp1U0k2gm0K3L7p0E0WSakKlyYUauVjH1vClRsKluMGCdYV2Ok+Q1LP1pZ3NA3NNdovBYDhA7IlMlytXrvDiF7+YkydP8mu/9mssLCwMn5uZmdnFmRl2FcfHrhzBLVZvOMjWYDDceexYedHaGkCD4QBzu13FO1HKbbj9hCkklzLX8KArUavr0QxcWsnA3SLpJIJevwV0oKCXZH+X23GKJwRj7S52s8Ojbc1cEDArlqjJq3SSJYKkQZL2ADYPzDWCi8GwayhWRVcbnib2hOjyiU98gscff5zHH3+cY8eOrXpuvWDTneZWc11g1M2wYlMZLePZjgNl1Tw2al80+tzTwMDtMvj/2imMZres53DJXCSaabrkxytUfZuxnMNjRY9v5rPuQY28TbtYJWwsEPfahJ0GxaP34uQruKVx/JxDqjXtKKEbW+TyVUizSzPSdhG5HnYaoZMs3E1ICZaDtlywLJB29rtYW1alFWiR/caEzObfd7vczH7az+xXh4vhaUSDTq9ranpzQ+3QOAbDfuB2u4rvvFJuw+2g0whYnG9z1IOqs9uzMRgMN4ve0e5FRjjdLntCdHnNa16z5VWam2X0ZPHpKyG4vj5o8xyVgVizjgC0ybnuTm/PaH7M6BZsKLb0HxgtcVpPcEElcP4hSkfOkq8cJe8Uqfo2k6XsIO6xosvsYo92KY9TnqDT0cw+9Emm73sRk0erHK7mcKQkTjWR0vRiRcEv9ecKUtroNEKkCQz2n5TZPpd2P9PFWl94GaDV8LnB9m539+4HPcKIKobbj0bvUBbLTo1jMBwkjKt4fxOmmtbVTC3pdl3akUsjcmj1A3M7qaCXQi/NXC5hoomVphcmLF1p4AQx067AFoIvLydcjposy3laep5uukSUdIaBucCWXYqMy8Vg2B201jtmWjCf4u2zJ0SXp4u1J5ajosXg/zvXyWh0nNv9lt2B8UdUFokYCi9r2Si/Jfv/OoJL/7HmV79Cod3APdFiZuwYuckC474LwETBpX6Xz2Mth0988CNUTz0rE1xOHqY6VWC65OHbEikEscqEF9/NBBvL0ygpEYmDVmkWjAtDAUVLG4ToCy+biC4wzHYZvAe2I75s9+1yJ+W6GIHFYDAYDh677So23F5irZlvFAH6Ybl2v5xI0ulnt4QpBKkm0Zp2mNJb7FDo9pjQMFYUPNZQLIYh89RYltfoqCWipLkqv0XrzFVsQnMNBoNhhQMtumx1crneifBOtJAejDMyKpsLI9eLQVvN4XafwG9YYrNOgO+wdGqTOc198UkqtRZj7Qbu8TrVmbOUxqcZGxvjXneMN3z8a1x+5JscfvBllMbL5EoulYk852ZKzFR9co6F1ddLUgVRPxvCt/uWZyGzkiPtDFtCDx7PHC8rgsvQdbSm/Gvw+Nr9v180CiO2rOZOEcEODKZltMGwq9xOV7Fh94lSzWw3a1DQTrJW0IOw3CDJnDCR0nQThW5H5JttiqkiABDw0FLClaTBsjVPRy3SS+qESZNEBSgVreS3DB0tRnAxGO5E1I6WFxm2y4EUXVzfv6UTzBtyvaxnbGE9QWcj58vOngivCAfrn5RsWua0zRyZdd0twxWMfvEKhJBAysJjy4TNCBXGlGotTo1XqR9+IYnn8b7/8xgzM0X8wlm00jiezUTRZarkc2w8x0TepeRaOP3ac601qc4mlGiwrcxOK0SE1mq16AIr4spm5UXDSWdlRjuR83MnsB+2wbB/MKKLwWAw3B4SrZkPs8P+br8VdBaYq4lSTaQUYZiQLrTRvZiiJ3iskbDU7/64IJdoyFk6yRJx2iFKO6QqQqlonVIiWFtOBEZwMRjuBIzosjscSNHlnnvuQSnF3NwcnU5n02U3K/u4VfFl4zyZnT4RXj9DZrvto7ebI7Nue+oNBJcVV4kABN9sRUyFDY5MlXjhm15J496XE/SyMMzve+AIV5oBy+2IMFHYUpBzLSp5h2rOoezZ5B0Lz5YruTP9VaUaLMvKnCq4WXnRets96nLZSnhZs717TbjYa/M1GAwGg8Fwa6RKsxRm3/+9FHqJ7rtbFL04JVru4TZ7zOTgsUhxvhUxT526NQ9ARy0Spk2ipDN0twzElutKiQYYwcVgMBiAAyq6AFSrVarVKq1Wi9nZWVqt1k2PtVPOl9GxNh1ih06aNw/vXc1mzo7Vcx4RXDYdUIAQKGkTSY9OpHnVg0d43mtehleqMG4npJ4FwN2TRcq+Q7McE6QKpTSOJfFsSd6xKLoWecfCEmJYYjScjdakCoS0V6Sn/txG57heSdF264b2iutlL8zxTsCUFe0OWmvUDjlUdmocg8Fg2C+kWtHI4lboJYooVbSjmHApoBKETDuaBQFfXIyZTZvU5SItPU+QNAEIkxZJ2svcLf3slsw9vMbdsuY71IgtBsOdhe57XXZqNMP22P5Z9z6lVCpx7tw57r77bqrV6tO3Yj1yG31YiOFt3Zdt88T5+uVu/YRbaL3urb9GrhNcBs8NwnPX4DouR48eY/zU3bzxH9/LiReewsrlQVqIoEXJsyh5FuM5ixMVn+OVHEdLPkfLPtMFl8m8y5jvUHJtfEdiW9lWCiFWJXNrBvtVgrSym5DofueiobtlKLyIFcFlPWFqHUHpVk/UzYm+YT22+nuw39BK7djNYDAYDCtoNN1Y0Y0V9U7E4pUG/uU6x5MAC83XlhO+2mjxuL7CFfktFtMnacdz9OJlevEyUdIiSbukKkCpsO9uGe1MZAQXg2EvkH1a9Y7cbvQT/o53vAMhxKrbPffcM3w+CALe8IY3MDExQbFY5JWvfCVzc3Orxrh48SLf+73fSz6fZ3p6mn/9r/81SZLc+o65zRxYp8taCoUCZ86cIQxDlpeXqdVqBEFwQ2PctONhC/fLzbL93JhbZbTL0+ahuVJKKtUK4+MTFKoTKCAfK5onxyidOIQslDLRJY3xRDZWwZFowJYOpdQiTrOxZd/Z4shMcHGkwJICKTLhBbIyI2swHWmBGuyF0ZOyEbHlFrjZcqPbKbgclJN1g8FgMNxZXLt2jZmZGWzbHGruNgKwhYWKUhoLbfxewIQj6Ar4ei1hOQ5ZkEu05BJdtUSYNonT3rCMCNiglAjWE1vACC4Gg2F9nvnMZ/Lnf/7nw/uj3xFvetOb+OM//mN+//d/n0qlwk/91E/xAz/wA3z6058GIE1Tvvd7v5eZmRn+9m//lmvXrvFjP/ZjOI7Dr/zKrzzt23IjmG/CNXiex+HDhzl8+PD/v737j46qvvM//rozyWTITxISg5QfNVKwqIDCEqK19QcVPD1WznGt63pYsJY968ZuFWyBY2u0XZuerl+WrlDqnlbw69EVW6seqe6C+IP2FJCiacF+4St8a4NAAhJCfgiTOPP5/jGZIZNfTJI7uXPvPB+ce0Imd+68750QPnnf9/vz0SeffKKmpiY1NzWps7Mz9S/eT/JlWIfst23pfAmYZILoubJTH3eXjZEsS4UFBSouLtbo4mL5srK7Vg2yZCJGOVk+5X2mTLljx8jKLZTl80WXZw5Hr/mo7BxFJPkto2yfpXCWic/Z4rMUbyvyW5Z86p07iRjJkpHfsqKv2/3sTKT3E/qobhlsK1bic/u/llS4pAfeh/TARLqAdxw/3qgTJ06otLRU5eXlCgQCToeUsdo/OaOGk00a74soV9EVi/7S2qHmT0M65WvWad8JnTGn1NE1QW7PNiJJ0VYiRXrP3cK8LYCrOD2RblZWlsaOHdvr8dOnT+sXv/iFnn32WV1//fWSpA0bNujzn/+8du7cqblz52rLli3685//rNdff13l5eWaOXOmfvCDH2jFihV6+OGH0/r/GZIuA8jNzVVubq7GjxunlrY2NXdVwEQGKF0/X7VLX9/kvZZfTsgK2GPgOWOG8mLn+cdqWcoNBlUypkTFo0crOzv73GS13XbzWdGZVvLGjpGvoFi+UXmSP1uWiUQnvZWUlR1UwGdJWdH8SDjSe30nn2XJbyla6aJoMkbdPkpd4wLLkiXfoPJbg0m49MWJX+ipcIHrGMmE7fm3YtdxAAyPMUYnTpzQiRMnVFJSovLyco0aNcrpsDJGS0uLGhoa1NbWpuzi/6dWXShJOh05o2Zfs9p9pxKSLeFIqPeKRH0tAS3RSgS4VKTrjx2G8q/+gw8+0Lhx4xQMBlVVVaXa2lpNnDhRe/bsUWdnp+bNmxff95JLLtHEiRO1Y8cOzZ07Vzt27NDll1+u8vLy+D7z58/XPffco/fff19XXHGFDWeVGiRdkmBZlooKClRUUKAJEyaoublZp06dUktLS3zekOGIyPSdeJGSz4cMVMjSfbd+V0waPmP5FMzOVnFJsUpGFyk4KrfPfRLCtKJJJ/+YUvmLxsgK5p6bZ6Ur6eILdyrbnxU/xXDXnC2xHxfR6pZYW9G51qIBWdFqmmEtoZ1mSLQMHhUuADAympqa1NTUpGAwqDFjxqikpCR6Qwa2OnPmjE6ePKmmpqaEeQ5ORA4q7ItWrXziO6WQaes32SKF+2gjkqhuAdBTZ2enWlpaEh7LyclRTk5Or30rKyu1ceNGTZ06VceOHdMjjzyia665Rvv27VNDQ4MCgUCvOVbLy8vV0NAgSWpoaEhIuMS+HvtaOiPpch49fynz+XwqKSlRSUmJwuGw2tvb1draqra2Nn3yySe2JGES9Ff1cr6XSWIF6sGsmNSf7KxsFRTkqyAvT/n5eQoGg328To/ERV+Jl8Ix8uUWyDcqT8bn73GAiLL81rmWIhlFZCWuQG31SL70E2+82sWYeOKlzxgBjDAbVy9iIl0gbZ09e1ZHjhzRkSNHlJ+frzFjxmj06NHy+/3nfzL61NHREU9q9TcfYVtHo9RVed8RaVNn+Gw82WLMp93mbImuSCRJLAENeJAVkbHsW73o+eef18KFCxMeramp0cMPP9xr75tuuin+9+nTp6uyslKTJk3S888/7/kqSJIuAzhfMsLv96uwsFCFhYWSlJCEaW1vty8J07PqZbCHPE/VzGCSL9nZ2SooKFB+Xq7y8/N7JVmGerb+ojGyRuXJZI+SyQokJma6VknyR/uI4ks/R4zi1zdW3RJLuMTaimJJGEmKGNPVztRtkuFuiRe3osIFXmEi9gzi7ToOgNRqa2tTW1ub6uvrVVRUpJKSEhUVFSVXsZrhwuGwTp06pZMnT6q9vf28+3d82qa22HMjHfFki1HkXLLlPHO2xJBwAdzL7jldvva1r2n9+vUJj/VV5dKX0aNHa8qUKTp48KC+/OUvq6OjQ83NzQnVLo2NjfE5YMaOHat33nkn4Rix1Y36micmnZB06cdQqj9iSZiCoiJJ3ZIwLa1qbWuL3n0IhyX1PbdLUobzb+Q8c8X0TL5YlqVAIKC8vLxokqWg8FySZaiJim7JlO7z3/jyCqSsHJmsbMmXFV1pKCG4iPw+f/SXKZ+lcCSahElol+r66BvsWC0WU7LnlAZVMSRaho6WovRkjBRhThcgIxlj1NzcrObmZvn9fhUXF6u4uFj5+fkkYLoJh8NqaWlRU1OTTp8+7XQ4AFzIzjldpOgN+VgBwmC1tbXp0KFDWrRokWbNmqXs7Gxt27ZNt956qyTpwIEDqq+vV1VVlSSpqqpKjz76qI4fP64LLrhAkrR161YVFhZq2rRp9pxQipB06YNdv5R1r4SJHfLTTz/V2bNndfbsWXWEQjobCikUCkUTMv29rtXj78NNvPQ4ZnZ2toLBoHICAQVzcqJ/7+rFs3WwM0CywgTyJL9fxh84N6dLQoImIhlfdAUiRRMvsSqX7isZxffvVvnS72v2XFI7meRLGiRcAADwqnA4rI8//lgff/yxLMtSXl6eCgoKVFBQoLy8vIxKwoTDYbW1tUUrqFtbdebMmaEfK3JWHV1TvMTaiaJzt1DhAmBkPPDAA7r55ps1adIkHT16VDU1NfL7/brjjjtUVFSku+++W8uWLVNJSYkKCwv1zW9+U1VVVZo7d64k6cYbb9S0adO0aNEi/fjHP1ZDQ4O++93vqrq6OunqGqeQdBlhWVlZys/PV35+fsLjxhh1dnbq7NmzCoVC6uzoUDgSViRiFImEFYlEFA5HP3766bnPe/6n6PP75fP55O/zoyW/zy+f369Ro84lVrr3UVMFAMApLBkNoDtjTLwF6dixY55PwtiZZOnJmJDO/Wg8N1GuxNwtQCYxXQ1G9hxrcD766CPdcccdOnnypMrKyvSFL3xBO3fuVFlZmSTp3//93+Xz+XTrrbcqFApp/vz5+ulPfxp/vt/v1+bNm3XPPfeoqqpKeXl5Wrx4sb7//e/bcj6pRNKli13Jhv7aPiyr/0KW6NejrTzd1xdPZhwRTcpEonOX+M5fhWHb2GQwLTlJVIfE2opMrLWon3OxLMmKFroo0lWu4+/jnBKqXuKPdc3nYs5zHdK4moW2oqFxWzIxI99nW5eMtuUwANLMQEmY3Nzc1FTppkgkEonfaIvNB2hnkqUnY8KSQl2fdF+ViGQLkEkiVkQRGyfSHYznnntuwK8Hg0GtW7dO69at63efSZMm6dVXXx3U66aDjE662L9k8sD/yZ8v8dJz32T4fJYsy74Z/3u13JxPzwSFiQwpaWGygtHnWda51qI+j+2Xz7K6JsU996W+WoySet3Bni+AjPfoo4/qN7/5jerq6hQIBNTc3Nxrn75+6fuv//ov/d3f/d0IRAhkhu5JmO4CgUC8VToYDMb/3v3G1kjFF+rWRh77ePbs2YTlnEdGpMcYlDYiABgpGZl0sbpWw7HLYO5Kp+LmS+yYA1fS2P+6fb/QEKtE/NnRZIuvK9kSm9el5+G7ylR8iiZeYvqqbOnON8AFcEviJSOrH4bJDe8rzrFrIl27jtOfjo4O3XbbbaqqqtIvfvGLfvfbsGGDFixYEP+8+2z8AFKno6NDHR0dvR63LCteDZOVlTVAO3bvj7EW72Q+xubv6ysGxxgjWX1XtUgkWoBMEW0uog17pGVk0gUAkGaMcc2cLo888ogkaePGjQPuN3r06LRfwhDIJMaYeKVJRqKqBch4dq5exM+P5KXv5BUukU7VB5bV/zYYI3VO3V/HZAelrIDkD0RXMOreYtQjHssYWVa0eiW2WVJ86y729YTn93F66fQ+9iXd40snsUo2qlzgtOrqapWWlmrOnDl68skn4yuuAcBI6/7Lken2BwCQelS6AAAcZxSdGNwOseOEQiG1tLQkfC3WWpBq3//+93X99dcrNzdXW7Zs0T//8z+rra1N//Iv/5Ly1wYAAOiLnasXIXlUugyTV++mj3RlhYlVuPiyuuZ08Xcr1RlgJaOuMLtXvXTfBhUD1SSu072qxe3VLcay4lumMmFjz9aVdFmzZo2KiooSttra2j5fe+XKlbIsa8Bt//79SZ/L9773PV199dW64oortGLFCn3nO9/Rv/3bv9lynQBgKKhuAWAUVsSmDcmj0gUA4DwjRWyaiyV2nPvuu08PPvhgwtf6q3JZvny5lixZMuBxKyoqhhxTZWWlfvCDHygUCo1IpQ0AAEBP9la6kMRNFkkXG8TurnvtDnWqVvXp8zr5+l/2ur9VjGLH6X64/sJN9q1Jx5WMvPZ9NVTp9r4g/eXk5KiwsDCpfcvKylRWVpayWOrq6lRcXEzCBQAAIMOQdAEApAVj01LPdh2nP/X19WpqalJ9fb3C4bDq6uokSZMnT1Z+fr5eeeUVNTY2au7cuQoGg9q6dat++MMf6oEHHkhpXAAAAAOJWBFZlk2rF3FfOGkkXQAAjjPGuCbp8tBDD+mpp56Kf37FFVdIkt58801de+21ys7O1rp163T//ffLGKPJkydr9erVWrp0aUrjAgAAGEhEEVm2zcdCFXqySLrYqGf7gxfaQuItPDa1dvR3TfpqIeoliX08cMkleeN7ZzgyqZUo099rN9q4caM2btzY79cXLFigBQsWjFxAAAAASFskXQAAacHuiXQBAABwDktGO4OkSwp5qfKle+yDrUJI6ryTqXQZIXZX9wz19b0okypYBuLl93jIjOJLPQ/7UDYdBwAAwEsiJizL2NNexLA+eenzmy4AAAAAAICHUOkCAEgLEZsmwLXrOAAAAF5ib3sR461kkXQZQd1bK9zcXpBMq9FInJ9lTEpfx1jWiLfDuPn7QqJ9aCBuf29Tz8jYNBeLXccBAADwEqOwjG2rFyFZtBcBAAAAAACkAJUuAADHGSMZm9qCmEgXAACgt4gismgvGnEkXRzilZWN3Bp3unHjdaSVKDlufG+dYtucLiRdAAAAemHJaGeQdAEAOM9IJmLTnC42HQcAAMBTTETGriWjqXRJGkmXNOGVSXZH0khcp5GYTNdt7zcVLufntvcUAAAAQGq4ZiLdr371q5o4caKCwaAuvPBCLVq0SEePHnU6LACATSJhY8tm19wwAAAAXhKx8Q+S55qky3XXXafnn39eBw4c0AsvvKBDhw7pb//2b50OCwBgE9OVMLFjAwAAQKLYktF2bEiea9qL7r///vjfJ02apJUrV2rhwoXq7OxUdna2g5HZLxNbjWLnmSmtK255XzPl/bCLW95XAAAAACPDNZUu3TU1NemZZ57RVVdd5bmECwBkImOMTDhi00ayEBgKWrkBwNuMidi2sWR08lyVdFmxYoXy8vI0ZswY1dfX6+WXXx5w/1AopJaWloTNbSxj4lsmSMdKAbtiMpYV39JZpn3PDZdb3lc3sGtOF7uWngYyDa3cAOBtds7pwmgreY4mXVauXCnLsgbc9u/fH9//29/+tt577z1t2bJFfr9f//AP/yAzwC+GtbW1Kioqim8TJkwYidMCAABwnfvvv19z587VpEmTdNVVV2nlypXauXOnOjs7nQ4NAADXcnROl+XLl2vJkiUD7lNRURH/e2lpqUpLSzVlyhR9/vOf14QJE7Rz505VVVX1+dxVq1Zp2bJl8c9bWlpIvABAOjKyrS3IRLj3AgwXrdwA4D1GERlj1yS4jLeS5WjSpaysTGVlZUN6biQSXaYqFAr1u09OTo5ycnKGdPx01Fe7hxdbGoxlJdXaYhkzYuc/2Il+3fi+0E40OG58j9NdxKbvQbuOA2SiFStWaO3atfrkk080d+5cbd68ecD9Q6FQwljMja3cAJApjCIyLPc84lwxp8uuXbu0du1a1dXV6a9//aveeOMN3XHHHbr44ov7rXIBALiHkRQ2xp6NOy9AHK3cAIAYeyfSRbJcsWR0bm6ufv3rX6umpkbt7e268MILtWDBAn33u9/1VCULAACAnWjlBgDAWa5Iulx++eV64403nA4jLXVvCfFSu8NgWoxi+48EL11jiZaiwfLa+59u7Fp0iMWLgHNo5QYAxETrge0azzLgSpYrki4AAG+LtRfZwa7jAJlk165d2r17t77whS+ouLhYhw4d0ve+9z1auQHAQ4yxb04XRlvJc8WcLkiOZUyvzenXT2ZL5WujN65Pcoxl9doAwKtirdw33HCDpk6dqrvvvlvTp0/X22+/TSULAADDQKULAMB5hvYiwEm0cgOA99lZ6SJu4CaNpAsAwHFGxra2IJaMBgAA6M0ooghLRo84ki4e118LiR2tEna2BvWMx85jd5fJLSK0EyUnk79HAAAAANiLpAsAIC3QXgQAAJA6xhiJSpcRR9IlQ6Vb1cNIxePVJbb7k27vc7rJhO8BN2H1IgAAgNQxJmzn0Ww8lreRdAEAOC66ZLQ9x6LSBQAAoLfoJLr23HRkuJU8lowGAAAAAABIgYxMuhjLoq0Anm69sYzx9PkNVuzffM8N6SVs7NtS5cMPP9Tdd9+tiy66SKNGjdLFF1+smpoadXR0JOz3pz/9Sddcc42CwaAmTJigH//4x6kLCgAAIAnGRGzbqHVJHu1FAADHRduL0n9Ol/379ysSieiJJ57Q5MmTtW/fPi1dulTt7e167LHHJEktLS268cYbNW/ePP3sZz/T3r179fWvf12jR4/WP/7jP6YsNgAAgIFEkyXceBxpJF0AAEjSggULtGDBgvjnFRUVOnDggNavXx9PujzzzDPq6OjQk08+qUAgoEsvvVR1dXVavXo1SRcAAIAMk5HtRTG0F8BLLTixliIvndNg9NdCxL9zl7CxtWikJ9I9ffq0SkpK4p/v2LFDX/ziFxUIBOKPzZ8/XwcOHNCpU6dGNjgAAIAuRhHbNiSPShcAgONS0V4UCoXU0tKS8LWcnBzl5OTY8jqSdPDgQT3++OPxKhdJamho0EUXXZSwX3l5efxrxcXFtr0+AABAsowxkm0Jk8y80TsUGV3pIjGpLtwvE6tbqGZBMtasWaOioqKErba2ts99V65cKcuyBtz279+f8JwjR45owYIFuu2227R06dKROCUAAAC4DJUuAIC0YFdbUKTrOPfdd58efPDBhK/1V+WyfPlyLVmyZMDjVlRUxP9+9OhRXXfddbrqqqv0n//5nwn7jR07Vo2NjQmPxT4fO3ZsMqcAAABgu+hEunYdzL5DeR1JFwCA41LRXpSTk6PCwsKknlNWVqaysrKk9j1y5Iiuu+46zZo1Sxs2bJDPl1g0WlVVpQcffFCdnZ3Kzs6WJG3dulVTp06ltQgAADiIuVickPHtRTG0KWQmt77fmTRpLq1ESCdHjhzRtddeq4kTJ+qxxx7TiRMn1NDQoIaGhvg+f//3f69AIKC7775b77//vjZt2qSf/OQnWrZsmYORAwAAwAlUugAA0oJd7UWpXL1o69atOnjwoA4ePKjx48cnfM10JUGLioq0ZcsWVVdXa9asWSotLdVDDz3EctEAAMBRdrYXGfqLkkbSpQ/d76RnQiUB3MPr349UsWQ2u9uLUmHJkiXnnftFkqZPn67f/va3KYsDAABgsFjq2RkkXQAAjrNzAUOGEwAAAL3ZOpEuksacLgAAAAAAAClApct5xNodvN7WkYnc0sripe89t1xzOMMN7UUAAADuFZZ9az0z3koWSRcAgOOMccdEugAAAG4VnfSfFqORRtIlST3v0Hup+gDpxwvfX1S1AAAAAMh0JF0AAGnA0F4EAACQUhFJdt0YZbyVLJIuAIC0YFdbUIQxAAAAQG/GzqQLkkXSZYgGap3wQmuI16Vb64tXvmfS7boCAAAAgJNIugAAHGfE6kUAAACpZGgJcoTP6QAAAJCi7UV2bQAAAOgpYuM2eOvWrdNnP/tZBYNBVVZW6p133hnW2bgFSZcUMJblqTaL2Pl46bzSoZ3HMia+uZ2XvjfgjFili10bAAAAejKSsWkbZNXMpk2btGzZMtXU1Ojdd9/VjBkzNH/+fB0/fjw1p5pGSLoAAAAAAICUWb16tZYuXaq77rpL06ZN089+9jPl5ubqySefdDq0lGNOl354ofogWYOtUOhrfzder1jMTlRouPF69URlC+xmV1tQ2J7DAAAAeIy9s7p0dnaqpaUl4bGcnBzl5OQkPNbR0aE9e/Zo1apV8cd8Pp/mzZunHTt22BhReqLSBQDgqJKSErUrrDM2pUtOqlNZshQMBm05HgAAgJtlZ2fbfMRo6uaVV15RUVFRwlZbW9tr748//ljhcFjl5eUJj5eXl6uhocHm2NIPlS4AAEddccUVGqeg3tVpXa2SYR3LyGiXTmm6CpWbm2tThAAAAO4VCAQUrbcIS/JLGm7FekSSpbVr12r16tUJX+lZ5YIMTrp4ob3DLpYxw24VcXPL0UBxpqqFpudx3XKtuuseM61GGK5X9+3WjMsu12UqUJGGfjfmQ53RaXXq/7acsDE6AAAAd2tra1F+fr6iVSrDGbtHJ9F97733FAwGk6osLi0tld/vV2NjY8LjjY2NGjt27DBicQfaiwAAjrv00kv1OeXpHTUP+RjhriqX//XTtSooKLAvOAAAAJfLy8vTz3/+c0WrVIZzwzda5TJz5syknxEIBDRr1ixt27bt3FEiEW3btk1VVVXDiMUdMrbSJV3vzDtV8WDH6/a8pqm+xiNxrYbyGkM578E+J90qY5yoFhpJw7neXjj/kbLtyAFN+sx4NSqkcg2+NHW/2mRJ+sY3vmF/cAAAAC63ZMmSrnHSUKtdolUu9fX1g37msmXLtHjxYs2ePVtz5szRmjVr1N7errvuumsIcbiL6ypdQqGQZs6cKcuyVFdX53Q4AACbjBs3TtNVqJ06Nei59TsU0R41a8OLv0zBZHEAAADu5/f79Zvf/EZDq3YxilW5TJgwYdCvffvtt+uxxx7TQw89pJkzZ6qurk7//d//3WtyXS9yXdLlO9/5jsaNG+d0GACAFHir5bBOq1Mf6sygnvdHtahI2brllltSFBkAAID73XTTTYpWuUQG+cxolUtz86khv/a9996rv/71rwqFQtq1a5cqKyuHfCw3cVXS5bXXXtOWLVv02GOPOR1KyhjLGvLmNMuYpDa7DOdapfLaJXsdhnON7Dz3VF8XO66H0+1UTl/DTFJQUKDV69dpl04pnOQdmHZ9qj+pRS/tfFsW1xwAAKBflmVpz54/KJZESU6sysWnoqKilMXmVa5JujQ2Nmrp0qV6+umnk14GNBQKqaWlJWEDAKS3b3zjG7IUnaMlGbvVrIkalTF3SwAAAIbjyiuv1OCqXaLJmVBocJXIiHJF0sUYoyVLluif/umfNHv27KSfV1tbq6Kiovg2lN4zAMDIysrK0lMvv6A/qFkd5xkMnFSHDuoTbT20d4SiA7yP+fMAwPs+/PAvSq7aJVrl8stf/lKBQCD1gXmQo0mXlStXyrKsAbf9+/fr8ccfV2trq1atWjWo469atUqnT5+Ob4cPH07RmaSHkWo5ibVMdP/o9naLdGnFiUmX1pp0alfyQpsSknfzzTerWNmq0+kB99ulU5qmfFVUVIxQZID3MX8eAHjfpEmTdK7aZaAxcvRrt9566whE5U2OLhm9fPlyLVmyZMB9Kioq9MYbb2jHjh3KyUlcQnT27Nm688479dRTT/X53JycnF7PAQCkP8uy9NKu7bq6cq4uVYHy+vjv6iOdUaNCeu/jjxyIEPCm2Px5L7zwgl577TWnwwEApNCpU00qLi5W/0tIR6tcfve73zFv3jBYxqT/rd/6+vqE+ViOHj2q+fPn61e/+pUqKys1fvz4pI7T0tKioqIiNTQ2qrCwMFXhAoDjWlpaNLa8XKdPn3b1z7vJVp6yZOlalSY8bmT0azXoYuVqpxn6LPoAzmlsbNSsWbP00ksvqbS0VBdddJHee+89zZw5s9/nhEIhhUKh+OctLS1d7dx+9T2ABwCvMJLCrh9rWZZf0WqXvn5uhyVJxgx2pSN052ilS7ImTpyY8Hl+fr4k6eKLL0464QIAcJ8th/ZqysWTdbk6NEbn+og/ULvOKqy3zhxzMDrAO3rOn/fhhx8m9bza2lo98sgjqQ0OAJAyodCZru6QntUu0fleDhw44ExgHuKKiXQBAJmpoqJC05SvXTpXzfKpItqtZq1/eqOCwaCD0QHpj/nzAAADCQQC2rRpk3rP7RKRZGnKlCnOBOYhrmgvsgvtRQAyhVfaiySpqalJF44p05dVqvEapTqd1iF9osbwGfl83DsABnLixAmdPHlywH0qKir0ta99Ta+88kpCz344HJbf7x9w/ryeYmMt2osAeJ832oukaLVjdEwV26Lndvz4cZWVlTkbnAe4or0IAJC5SkpKdKUKtUvNGqOA3tNpvbbtdRIuQBLKysqSGjD/x3/8h/71X/81/nls/rxNmzapsrIylSECABxmWZa2b9+uL37xi4omzMOSfCRcbELSBQCQ9t48c0xlo/K1WY0qV46uv/56p0MCPIX58wAgs11zzTU6l3CR2ttbHY3HSzIq6RLrpGpt5RsIgLfFfs55pYM0GAzqiWf+txbdeafe3vuu0+EA6Me5nzne+NkDAP2L/pzzylhLkvbv/z+65JJL9OSTTyo3N9fpcDwjo+Z0+eijj7qWMQSAzHD48GHuUgMYMYy1AGQaxlo4n4xKukQiER09elQFBQXxieJaWlo0YcIEHT582LUTILn9HNwev+T+c3B7/JL7z8Hu+I0xam1t1bhx45j7BMCI6T7Wam1tdfXPZcn9/7fEeOE8OIf0wDmcw1gLycqo9iKfz9dvFrKwsNC1Pzhi3H4Obo9fcv85uD1+yf3nYGf80RVEAGDkdB9rxW5wuf3nsuSNc5C8cR6cQ3rgHKIYayEZpOQAAAAAAABSgKQLAAAAAABACmR80iUnJ0c1NTXKyclxOpQhc/s5uD1+yf3n4Pb4Jfefg9vjB4CevPBzzQvnIHnjPDiH9MA5AIOXURPpAgAAAAAAjJSMr3QBAAAAAABIBZIuAAAAAAAAKUDSBQAAAAAAIAVIunTz6KOP6qqrrlJubq5Gjx7tdDhJWbdunT772c8qGAyqsrJS77zzjtMhJW379u26+eabNW7cOFmWpZdeesnpkAaltrZWf/M3f6OCggJdcMEFWrhwoQ4cOOB0WIOyfv16TZ8+XYWFhSosLFRVVZVee+01p8Mash/96EeyLEv33Xef06Ek7eGHH5ZlWQnbJZdc4nRYAGArN46xJHePsyTGWunAa2MtyZ3jLYkxF5xD0qWbjo4O3XbbbbrnnnucDiUpmzZt0rJly1RTU6N3331XM2bM0Pz583X8+HGnQ0tKe3u7ZsyYoXXr1jkdypC8/fbbqq6u1s6dO7V161Z1dnbqxhtvVHt7u9OhJW38+PH60Y9+pD179ugPf/iDrr/+et1yyy16//33nQ5t0Hbv3q0nnnhC06dPdzqUQbv00kt17Nix+Pa73/3O6ZAAwFZuG2NJ7h9nSYy10oGXxlqSu8dbEmMuOMSglw0bNpiioiKnwzivOXPmmOrq6vjn4XDYjBs3ztTW1joY1dBIMi+++KLTYQzL8ePHjSTz9ttvOx3KsBQXF5uf//znTocxKK2treZzn/uc2bp1q/nSl75kvvWtbzkdUtJqamrMjBkznA4DAEaEW8ZYxnhrnGUMY6104saxljHuHm8Zw5gLzqHSxaU6Ojq0Z88ezZs3L/6Yz+fTvHnztGPHDgcjy1ynT5+WJJWUlDgcydCEw2E999xzam9vV1VVldPhDEp1dbW+8pWvJPx7cJMPPvhA48aNU0VFhe68807V19c7HRIAZDTGWemJsZaz3D7ekhhzwRlZTgeAofn4448VDodVXl6e8Hh5ebn279/vUFSZKxKJ6L777tPVV1+tyy67zOlwBmXv3r2qqqrS2bNnlZ+frxdffFHTpk1zOqykPffcc3r33Xe1e/dup0MZksrKSm3cuFFTp07VsWPH9Mgjj+iaa67Rvn37VFBQ4HR4AJCRGGelH8ZaznL7eEtizAXneL7SZeXKlb0mTOq58Z8nhqu6ulr79u3Tc88953QogzZ16lTV1dVp165duueee7R48WL9+c9/djqspBw+fFjf+ta39MwzzygYDDodzpDcdNNNuu222zR9+nTNnz9fr776qpqbm/X88887HRoADIgxFkYSYy3neGG8JTHmgnM8X+myfPlyLVmyZMB9KioqRiYYG5WWlsrv96uxsTHh8cbGRo0dO9ahqDLTvffeq82bN2v79u0aP3680+EMWiAQ0OTJkyVJs2bN0u7du/WTn/xETzzxhMORnd+ePXt0/PhxXXnllfHHwuGwtm/frrVr1yoUCsnv9zsY4eCNHj1aU6ZM0cGDB50OBQAG5NUxlsQ4K90w1nKWF8dbEmMujBzPJ13KyspUVlbmdBi2CwQCmjVrlrZt26aFCxdKipZdbtu2Tffee6+zwWUIY4y++c1v6sUXX9Rbb72liy66yOmQbBGJRBQKhZwOIyk33HCD9u7dm/DYXXfdpUsuuUQrVqxw5QCgra1Nhw4d0qJFi5wOBQAG5NUxlsQ4K10w1koPXhxvSYy5MHI8n3QZjPr6ejU1Nam+vl7hcFh1dXWSpMmTJys/P9/Z4PqwbNkyLV68WLNnz9acOXO0Zs0atbe366677nI6tKS0tbUlZJb/8pe/qK6uTiUlJZo4caKDkSWnurpazz77rF5++WUVFBSooaFBklRUVKRRo0Y5HF1yVq1apZtuukkTJ05Ua2urnn32Wb311lv6n//5H6dDS0pBQUGvvu68vDyNGTPGNf3eDzzwgG6++WZNmjRJR48eVU1Njfx+v+644w6nQwMA27htjCW5f5wlMdZKB24fa0neGG9JjLngIKeXT0onixcvNpJ6bW+++abTofXr8ccfNxMnTjSBQMDMmTPH7Ny50+mQkvbmm2/2eb0XL17sdGhJ6St2SWbDhg1Oh5a0r3/962bSpEkmEAiYsrIyc8MNN5gtW7Y4HdawuG0Jw9tvv91ceOGFJhAImM985jPm9ttvNwcPHnQ6LACwlRvHWMa4e5xlDGOtdODFsZYx7htvGcOYC86xjDEm9akdAAAAAACAzOL51YsAAAAAAACcQNIFAAAAAAAgBUi6AAAAAAAApABJFwAAAAAAgBQg6QIAAAAAAJACJF0AAAAAAABSgKQLAAAAAABACpB0AQAAAAAASAGSLgAAAAAAAClA0gUAAAAAACAFSLoAAAAAAACkAEkXIAVOnDihsWPH6oc//GH8sd///vcKBALatm2bg5EBAAC4H2MtAG5hGWOM00EAXvTqq69q4cKF+v3vf6+pU6dq5syZuuWWW7R69WqnQwMAAHA9xloA3ICkC5BC1dXVev311zV79mzt3btXu3fvVk5OjtNhAQAAeAJjLQDpjqQLkEJnzpzRZZddpsOHD2vPnj26/PLLnQ4JAADAMxhrAUh3zOkCpNChQ4d09OhRRSIRffjhh06HAwAA4CmMtQCkOypdgBTp6OjQnDlzNHPmTE2dOlVr1qzR3r17dcEFFzgdGgAAgOsx1gLgBiRdgBT59re/rV/96lf64x//qPz8fH3pS19SUVGRNm/e7HRoAAAArsdYC4Ab0F4EpMBbb72lNWvW6Omnn1ZhYaF8Pp+efvpp/fa3v9X69eudDg8AAMDVGGsBcAsqXQAAAAAAAFKAShcAAAAAAIAUIOkCAAAAAACQAiRdAAAAAAAAUoCkCwAAAAAAQAqQdAEAAAAAAEgBki4AAAAAAAApQNIFAAAAAAAgBUi6AAAAAAAApABJFwAAAAAAgBQg6QIAAAAAAJACJF0AAAAAAABSgKQLAAAAAABACvx/olndUU2XHuMAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 1500x500 with 4 Axes>"
      ]
     },
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   "source": [
    "mode_flux = abs(sim_data[\"modes\"].amps.sel(direction=\"-\")) ** 2\n",
    "print(\"Flux in first two modes: \", np.array(mode_flux).ravel())\n",
    "\n",
    "f, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(15, 5))\n",
    "ax1 = sim_data.plot_field(\"field\", \"Ex\", z=0.05, f=freq0, val=\"real\", ax=ax1)\n",
    "ax2 = sim_data.plot_field(\"field\", \"int\", z=0.05, f=freq0, ax=ax2)\n"
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