{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Quickstart" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In this tutorial, the basic capabilities of PyWake are shown. Essentially, how to calculate a wind farm's AEP using the wind farm simulation tool and how to visualize and interpret the results. In addition, the use of flow maps is also shown." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Install PyWake if needed**" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "# Install PyWake if needed\n", "try:\n", " import py_wake\n", "except ModuleNotFoundError:\n", " !pip install git+https://gitlab.windenergy.dtu.dk/TOPFARM/PyWake.git" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Import and set up of wind turbines, site, and flow model" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "There are many sites and wind turbines available in PyWake, some of them include:\n", "\n", "- Hornsrev1 offshore wind farm\n", "- Lillgrund offshore wind farm\n", "- IEA Task 37 Site land-based wind farm\n", "- Vestas V80 turbine\n", "- IEA 3.4 MW turbine\n", "- DTU 10MW reference turbine\n", "\n", "For detailed information on the sites and wind turbine object features, please see the [Site](./Site.ipynb) and [Wind turbine](./WindTurbines.ipynb) examples." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "from py_wake.examples.data.hornsrev1 import Hornsrev1Site, V80, wt_x, wt_y, wt16_x, wt16_y\n", "from py_wake import NOJ\n", "\n", "#here we import the turbine, site and wake deficit model to use.\n", "windTurbines = V80()\n", "site = Hornsrev1Site()\n", "noj = NOJ(site,windTurbines)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Now we run the model using the initial positions of the wind farm**\n", "\n", "For more information about the `SimulationResult` object and the paratemers included, please see the [wind farm simulation](./RunWindFarmSimulation.ipynb) example." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "simulationResult = noj(wt16_x,wt16_y)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To calculate the AEP, we use the **simulationResult.aep()** command. This will show an xarray with the characteristics of the site, including the number of turbines and the wind speed and wind direction studied. In addition, it will show the AEP of each turbine for each flow case." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'AEP [GWh]' (wt: 16, wd: 360, ws: 23)>\n",
       "array([[[0.00000000e+00, 4.99347385e-05, 1.42930180e-04, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n",
       "        [0.00000000e+00, 4.99347385e-05, 1.42930180e-04, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n",
       "        [0.00000000e+00, 4.99347385e-05, 1.42930180e-04, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n",
       "        ...,\n",
       "        [0.00000000e+00, 4.99347385e-05, 1.42930180e-04, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n",
       "        [0.00000000e+00, 4.99347385e-05, 1.42930180e-04, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n",
       "        [0.00000000e+00, 4.99347385e-05, 1.42930180e-04, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07]],\n",
       "\n",
       "       [[0.00000000e+00, 3.22981375e-05, 1.07981910e-04, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n",
       "        [0.00000000e+00, 3.51397497e-05, 1.13612781e-04, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n",
       "        [0.00000000e+00, 3.82191783e-05, 1.19714904e-04, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n",
       "...\n",
       "        [0.00000000e+00, 3.71777590e-05, 9.99666402e-05, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n",
       "        [0.00000000e+00, 3.71648787e-05, 9.98936103e-05, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n",
       "        [0.00000000e+00, 3.74309185e-05, 1.00800249e-04, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07]],\n",
       "\n",
       "       [[0.00000000e+00, 3.71340563e-05, 1.05620267e-04, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n",
       "        [0.00000000e+00, 3.88954661e-05, 1.12693592e-04, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n",
       "        [0.00000000e+00, 4.08454658e-05, 1.19479314e-04, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n",
       "        ...,\n",
       "        [0.00000000e+00, 3.56657883e-05, 9.90388284e-05, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n",
       "        [0.00000000e+00, 3.56485529e-05, 9.89644383e-05, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n",
       "        [0.00000000e+00, 3.57746501e-05, 9.96806080e-05, ...,\n",
       "         2.47780973e-06, 1.00529802e-06, 3.84203469e-07]]])\n",
       "Coordinates:\n",
       "  * wt       (wt) int32 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15\n",
       "  * wd       (wd) int32 0 1 2 3 4 5 6 7 8 ... 352 353 354 355 356 357 358 359\n",
       "  * ws       (ws) int32 3 4 5 6 7 8 9 10 11 12 ... 16 17 18 19 20 21 22 23 24 25\n",
       "    x        (wt) float64 4.24e+05 4.24e+05 4.241e+05 ... 4.258e+05 4.259e+05\n",
       "    y        (wt) float64 6.151e+06 6.151e+06 6.15e+06 ... 6.15e+06 6.15e+06\n",
       "    h        (wt) float64 70.0 70.0 70.0 70.0 70.0 ... 70.0 70.0 70.0 70.0 70.0\n",
       "    type     (wt) int32 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
       "Attributes:\n",
       "    Description:  Annual energy production [GWh]
" ], "text/plain": [ "\n", "array([[[0.00000000e+00, 4.99347385e-05, 1.42930180e-04, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n", " [0.00000000e+00, 4.99347385e-05, 1.42930180e-04, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n", " [0.00000000e+00, 4.99347385e-05, 1.42930180e-04, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n", " ...,\n", " [0.00000000e+00, 4.99347385e-05, 1.42930180e-04, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n", " [0.00000000e+00, 4.99347385e-05, 1.42930180e-04, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n", " [0.00000000e+00, 4.99347385e-05, 1.42930180e-04, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07]],\n", "\n", " [[0.00000000e+00, 3.22981375e-05, 1.07981910e-04, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n", " [0.00000000e+00, 3.51397497e-05, 1.13612781e-04, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n", " [0.00000000e+00, 3.82191783e-05, 1.19714904e-04, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n", "...\n", " [0.00000000e+00, 3.71777590e-05, 9.99666402e-05, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n", " [0.00000000e+00, 3.71648787e-05, 9.98936103e-05, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n", " [0.00000000e+00, 3.74309185e-05, 1.00800249e-04, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07]],\n", "\n", " [[0.00000000e+00, 3.71340563e-05, 1.05620267e-04, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n", " [0.00000000e+00, 3.88954661e-05, 1.12693592e-04, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n", " [0.00000000e+00, 4.08454658e-05, 1.19479314e-04, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n", " ...,\n", " [0.00000000e+00, 3.56657883e-05, 9.90388284e-05, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n", " [0.00000000e+00, 3.56485529e-05, 9.89644383e-05, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07],\n", " [0.00000000e+00, 3.57746501e-05, 9.96806080e-05, ...,\n", " 2.47780973e-06, 1.00529802e-06, 3.84203469e-07]]])\n", "Coordinates:\n", " * wt (wt) int32 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15\n", " * wd (wd) int32 0 1 2 3 4 5 6 7 8 ... 352 353 354 355 356 357 358 359\n", " * ws (ws) int32 3 4 5 6 7 8 9 10 11 12 ... 16 17 18 19 20 21 22 23 24 25\n", " x (wt) float64 4.24e+05 4.24e+05 4.241e+05 ... 4.258e+05 4.259e+05\n", " y (wt) float64 6.151e+06 6.151e+06 6.15e+06 ... 6.15e+06 6.15e+06\n", " h (wt) float64 70.0 70.0 70.0 70.0 70.0 ... 70.0 70.0 70.0 70.0 70.0\n", " type (wt) int32 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n", "Attributes:\n", " Description: Annual energy production [GWh]" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "simulationResult.aep()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To obtain the total AEP, we use the **.sum()** command." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Total AEP: 143.151568 GWh\n" ] } ], "source": [ "print (\"Total AEP: %f GWh\"%simulationResult.aep().sum())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Plot AEP as function of wind turbines, wind direction and wind speed" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "There is also the possibility of plotting the individual AEP for each turbine for the flow cases studied. In addition, the AEP can be plotted against either the wind speed or wind direction." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 1.0, 'AEP vs wind direction')" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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zLCwsaiWvO4UEXkaWlJSEu7u7sYshhBDiNnHhwgVatmxZJ3nn5+fj5WFNyqXyF4a/VS4uLsTHx0vwdR0JvIzMxsYGKPlBsrW1NXJphBBCNFSZmZm4u7vr3xt1obCwkJRLWhJiPbG1qVmtWmaWDo/AcxQWFlYp8MrKymLWrFls3LiRS5cuERAQwJIlSwgODi43fXJyMi+88AIxMTGcOXOGadOmsXjxYoM0ERERPPLIIwb7zM3Nyc/Pr/Z11ZQEXkZW2rxoa2srgZcQQoibqo9uKdY2KqxtavY9Om7t/EcffZQjR46wevVq3NzcWLNmDf379+fYsWO0aNGiTPqCggIcHR2ZOXMm77//foX52tracvLkSf1nY3frkcBLCCGEEAa0ig5tDSeb0iq6KqfNy8vju+++Y9OmTfTu3RuA2bNn8+OPP+oXtL+Rp6cnS5YsAWD58uUV5q1SqXBxcbnF0tcdGdUohBBCCAM6lFrZoKSJ9PqtoKCgzPcVFxej1WrLNElaWlqye/fuGl1LdnY2Hh4euLu7M2zYMI4ePVqj/GpKAi8hhBBC1Bl3d3fs7Oz02/z588uksbGxISQkhLlz55KUlIRWq2XNmjVERUWRnJxc7e/28fFh+fLlbNq0iTVr1qDT6QgNDeXixYs1uaQakaZGIYQQdU6r1VJUVGTsYjR4ZmZmdTpVRFXp0FH1hsKK84Cyg8fMzc3LTb969WomT55MixYt0Gg0dO3alTFjxhAbG1vtMoSEhBASEqL/HBoaiq+vL5999hlz586tdr41IYGXEEKIOqMoCikpKaSnpxu7KLcFtVqNl5cXZmZmRi2HVlHQ1nBFwdLzqzp4rE2bNvzxxx/k5OSQmZmJq6srDz30EK1bt65ROa5nampKQEAAZ86cqbU8b5UEXkIIIepMadDl5OREkyZNjD6irCErnVA7OTmZVq1aNdp7ZWVlhZWVFWlpaWzdupV33nmn1vLWarUcPnyYwYMH11qet0oCLyGEEHVCq9Xqgy4HBwdjF+e24OjoSFJSEsXFxZiamhqtHNd3jq9JHrdi69atKIqCj48PZ86c4aWXXqJ9+/b6ebjCw8NJTExk1apV+nPi4uKAkg70ly9fJi4uDjMzMzp06ADAnDlz6NGjB97e3qSnp7Nw4UISEhJ49NFHa3RtNWH8hmRRr3766Sd8fHxo27YtX3zxhbGLI24iNzcXDw8PXnzxRWMXRVTi/fffp2PHjnTo0IFp06ah1LCJ5k5R2qerSZMmRi7J/5w5c4YDBw7wzz//ACXB4alTpzhy5AhHjhwhNTXVqOUrbWLUamtn5vjq0qGgreF2q4FXRkYGTz/9NO3bt2fChAn06tWLrVu36gPQ5ORkzp8/b3BOQEAAAQEBxMbGsm7dOgICAgxqs9LS0pg6dSq+vr4MHjyYzMxM9uzZow/MjMHogVdiYiLjx4/HwcEBS0tL/Pz8iImJqTB9cnIyY8eOpV27dqjVaqZPn14mTUREBCqVymC7cYjq999/z8CBA3FwcEClUumj5uv17du3TD5PPPGEQZrz588zZMgQmjRpgpOTEy+99BLFxcXVuhd1rbi4mOeff57ffvuNAwcOsHDhQq5evWrsYolKvP322/To0cPYxRCVuHz5Mh999BGxsbEcPnyY2NhY/v77b2MXq0FpSE1mzs7OeHl5GexzdXWlU6dO+Pr6cvnyZaPOat6Q7lV9GzVqFP/88w8FBQUkJyfz0UcfYWdnpz8eERHBzp07Dc5RFKXMdu7cOf3x999/n4SEBAoKCkhJSeHnn38mICCgnq6ofEYNvNLS0ujZsyempqb8+uuvHDt2jEWLFmFvb1/hOdfPVNulS5cK09na2pKcnKzfEhISDI7n5OTQq1cvFixYUGkZp06dapDP9W3NWq2WIUOGUFhYyJ49e1i5ciURERG8/vrrVbwD9Ss6OpqOHTvSokULrK2tGTRoENu2bTN2sUQFTp8+zYkTJxg0aJCxiyJuori4mPz8fIqKiigqKsLJycnYRRIVsLGxQaPR6D9rNBr9EjwajQYLCwsZfUntzuMlDBm1j9eCBQtwd3dnxYoV+n03/iVyo9qaqfbhhx8GMIiMy9OkSZMK89m2bRvHjh1j+/btODs74+/vz9y5c3nllVeYPXu20Uel3CgpKclg2YUWLVqQmJhoxBKJyrz44ossXLiQPXv2GLsoohKOjo68+OKLtGrVChMTE5544gnatGlj7GKJaigsLCQ3N7dBNY0aS22OahSGjFrjtXnzZoKCghg5ciROTk4EBATw+eef10retTVT7dq1a2nevDmdOnUiPDyc3Nxc/bGoqCj8/PxwdnbW7wsLCyMzM7PC7ysoKCgzi68QN9q0aRPt2rWjXbt2xi6KuIm0tDR++uknzp07R2JiInv27GHXrl3GLpa4RTqdjn/++YeWLVsyfPhw7r333nLT/fnnn6hUKg4dOsS+ffu45557aNq0Kfb29oSFhXHw4EGD9IcOHeKuu+7CwsICd3f3Wh2hJ25PRg28zp49y9KlS2nbti1bt27lySefZNq0aaxcubJG+dbWTLVjx45lzZo1/P7774SHh7N69WrGjx+vP56SkmIQdAH6zykpKeXmOX/+fIMZfN3d3W/x6qrPzc3NoIYrMTERNze3evt+UXV///0369evx9PTkxdffJHPP/+cOXPmGLtYohzbt2/H29ubZs2aYWlpyZAhQ6SPVx3Jyspi586dZGVl1Wq+iqIQHx+PnZ0dzZo1Y8qUKURGRpb7zlixYgVBQUG0bt2ae++9l1atWrF37152796NjY0NYWFh+qbKzMxMBg4ciIeHB7GxsSxcuJDZs2ezbNmyWi1/XdDV0ibKoRiRqampEhISYrDv2WefVXr06FGl8/v06aM899xzN01XWFiotGnTRpk5c2aZY/Hx8QqgHDhw4Kb57NixQwGUM2fOKIqiKFOnTlUGDhxokCYnJ0cBlF9++aXcPPLz85WMjAz9duHCBQVQMjIybvr9ldFqtTdNU1RUpHh7eysXL15UsrKylHbt2ilXrlyp0feKW6fVahWdTlfl9CtWrFBeeOGFOiyRqEhVnlVUVJTi7++v5OXlKcXFxcrgwYOVH374oZ5K2LDl5eUpx44dU/Ly8molv6SkJGX27NlKUlJSmWM6na7KP1eZmZn63+OKoigXLlxQzp49q/9cVFSkODs7K3PnzjU4LysrS7G2tlaWLl2q7Nu3TwGU8+fP648fOnRIAZTTp08riqIon3zyiWJvb68UFBTo07zyyiuKj49PhWWr7J5lZGTUyvuiMqXfcfS4k3L+okuNtqPHneq8vLcjo/bxcnV1LTOk09fXl++++65Wv6e2Zqrt3r07UDIcuU2bNri4uBAdHW2QpnQockX9wszNzStcLuFWaLVajh8/zr59+/Rzvmg0GhwdHQkKCsLPz69MHzMTExMWLVpEv3790Ol0vPzyyzK3Tj1QFIWzZ8+yb98+4uPjKSwsRK1W07RpU/1QaCsrK2MXU/wrMTGRmJgYTpw4QX5+PiqVCmtrazp37kxgYGCZwT89evRg8ODBBAQEoFarueeee7j//vuNVPrGpbi4mJycHPLy8tDpSupX1Go1FhYWWFlZlTsP1smTJ/XpDx48SOvWrUlJScHCwkLfRaRly5ZMmDCBiIgI/vvf/+pHGm7YsAGtVsuYMWNQq9U4ODjw5Zdf8tprr6HVavnyyy/x9fXF09MTKOmO0rt3b4PfxWFhYSxYsIC0tLRKB5IZm1Yp2WqahyjLqIFXz549OXnypMG+U6dO4eHhUavfU1sz1ZZOOeHq6gqUrAH19ttvc+nSJf0opsjISGxtbet0jpBjx47xyy+/kJOTg6enJ3fffTcWFhYUFhYSHx/Pzz//TGRkJHfffTfdunUzOPf++++Xl0I9unjxIhs3buTatWs4OzvTq1cvrK2tKS4uJjExkZ07d7Jz5066detG//79y12jbdKkSfVf8EYoPT2d7777josXL2JnZ0e3bt2ws7NDp9Nx+fJlYmNj+euvv+jYsSP333+/wcv07bff5u233zZi6RsH5d/O2jqdjmvXrpGfn49arcbS0hITk5LXmVarJTc3l9zcXMzMzLC3tzcYxejj41Mm36CgoDL7Jk+ezMKFC/njjz/o27cvUNLM+OCDD+qnONi5cyfDhw/Xr/lX2m2mtCwpKSllBoxd3x2lIQdeou4YNfCaMWMGoaGhzJs3j1GjRhEdHc2yZcsM2r/raqbaa9eucf78eZKSkgD0AaCLiwsuLi78888/rFu3jsGDB+Pg4MChQ4eYMWMGvXv3pnPnzgAMHDiQDh068PDDD/POO++QkpLCzJkzefrpp2ulVqs8sbGx/PTTT/j6+tKvXz8cHR0Njnfv3p309HR2797Nr7/+SlZWFvfcc0+dlEVU7uzZs3z11Ve4uLgwfPhwWrZsaTBHT3BwMAMHDmTfvn388ccfpKenM2LEiAaxQG5jc+XKFSIiIjAzM2PMmDF4e3uXeQ79+/fn0KFDbNu2jYiICCZMmFBmfkBRd3JyctiyZQtQMhH0gAEDcHFxwdLSsszcVzY2NuTn55OZmcmVK1dwcHDQB0NV1b59e0JDQ1m+fDl9+/blzJkz/Pnnn/q+lnl5eUyZMoWePXvy1VdfodVqeffddxkyZAj79u3D0tKydi7cSGqjj5b08SqfUQOv4OBgNm7cSHh4OHPmzMHLy4vFixczbtw4fZqKZqotVTpbrYeHh35qiNKZakv/oggMDCwzU+3mzZv1yxAAjB49GoA33nhDPxXE9u3bWbx4MTk5Obi7u/Pggw8yc+ZM/TkajYaffvqJJ598kpCQEKysrJg4cWKddYI+c+YMP//8M8HBwQwaNAiVSkW+NovjGX+QWXSZJiZ2tLftQ9OmDgwdOpRmzZoRGRlJ06ZNCQwMrJMyifJduXKFr7/+Gk9PTx566CFMTEzILyzit32nOZd8DUtzU+4OaouHazP69OmDi4sLX3/9Ndu2batwNJWoG3l5eaxdu5YmTZowceJErKys0Gp1/LX3DMdPJaPRqOnW1YsOPq4EBgbSokULIiIi+Pbbbxk3blyjnvCyvhw9epSff/4ZlUqFt7c3Fy9e5Ntvv2XIkCF06NCBnMJCsgsKUQArU1Oszc2wtLTEzMyMK1eucO3aNZo3b37Lf9RMmTKFZ599lo8//pgVK1bQpk0b+vTpA8C6des4d+4cUVFR+nzXrVuHvb09mzZtYvTo0bi4uJSZCf9m3VEaCh0qtNTs/21dDc+/Uxl9rcahQ4cydOjQCo9HRESU2afcZG6Q999/n/fff7/SNJMmTaq0Ccfd3Z0//vij0jwAPDw8+OWXX26arjb8/vvvtGrVSh90xVzdyB+XlqNVtKjRoKBlZ+oXBDn8h75OkwkNDSU1NZWdO3fi7+9vUN0u6tZff/2FpaUlI0eOxMTEhJ2xZ5jzxRay8wox0ajRKQpLv/uLu4PaMnvqvfj4+HD33Xfz+++/07NnT/2EjqLu7d+/n6ysLJ555hmsrKw4eSaF/779A5evZKHRqAGFiK/20MHHlbdeG46LiwsPPPAA69ev5/z587XeNUKUdenSJTw9PbnnnnsoKCjAwsKC7du3k5KairmzC3lFxZTGv5cVMNOo8bBvioWpKc2aNePy5cvk5eXdcl/KUaNG8dxzz7Fu3TpWrVrFk08+qQ+0c3NzUavVBoF36efS/mYhISH897//paioSN/fLDIyEh8fH2lmbMSkTeM2kZiYSFJSEiEhISVzyKRt5bfUZWiVYkBBRzHKv//tu/oduy+vAUp+8LOzs8v0pRN1Jzc3lyNHjhAUFISZmRkHTl7k1Y9/JDuvEIBirQ6druSPh52xZ5j1WUngHhQUhEajYf/+/UYre2OjKAoxMTF07NiRpk2bknIpg+mvfc3Va9kAaLU6tP/2ED55OoXnZ35DUZGWdu3a4eDgwL59+4xZ/Eajb9++jBo1CigZLGVvb8+IESNo0dGP/KKSJdoUpWQDKNLqOHstjSKtFlNTUywsLMjJybnlNTStra156KGHCA8PJzk52eCP9QEDBpCWlsbTTz/N8ePHOXr0KI888ggmJib069cPKJmSyMzMjClTpnD06FG+/vprlixZwvPPP1/zm1LHdErtbKIsCbxuE/v378fOzo62bduiU7Tsvryq0vTRV7+lQJuDi4sL7u7u8jKvR4cPH0ZRFH2T+BebKp7TSaco/LH/H05fuIyFhQV+fn7yrOpRfHw86enp+s7V326KJb+gSB8YX0+rUzh34Sq7ok6hUqkICgri+PHjBpMqi7qhUqnQarUUFBTQpEkTVCoV6fn5FOnKX5RGAXQ6hWu5eQBYWVlRXFxcraWApkyZQlpaGmFhYQbzHrZv354ff/yRQ4cOERISwl133UVSUhJbtmzRD8Cys7Nj27ZtxMfHExgYyAsvvMDrr7/OY489Vp3bUK+0/zY11nQTZRm9qVFUTVpaGi1btkStVpOYe4zs4muVptcqRfyTHU0Hu364u7tz/PjxeiqpuHbtGg4ODlhZWZGZk8++Y+crTa9Rq4jce5K27o76ILm4uPiWOwOLW3ft2jVUKhUtW7YEIPKP4+UGXaXUahU7dp3gnt6+tGrVCp1OR0ZGhiwxUw+Ki0tqtkpHk2bkVb6QtQKk5+XhbGOtb+YrLi6+5aXcQkJCKqwpGzBgAAMGDKj0/M6dO/Pnn3/e0neKO5v8Zr9NXP8iLtDmVOmcAm3JX+Kmpqb6X1qi7hUVFemfVW5+4U3Tq1Qqcv5thrz+BSGBV90rfVb6fjt5lT8vnU4hJ6cAQP985GerfpQGP6XPqirrAGpvOOdWmxobs9qosZIar/JJU+NtwtzcXN+kYW/e4iapSzQzK6kWz83NrbPpLURZFhYW+mfVzLYJFmaVB1BanY5WLk0B9Oc1tAXW71QWFhYUFRXpm6BauDalskGKGo2KVi2bASWjIQH52aonpSMHSzuum5uYVPqsVIC5xsTgHJmqpep0iqpWNlGW/F94m/Dw8CA+Pp7c3Fzszdxwb+KHqoLHp0KFrakTray6oNVqOXHihIy8qkceHh6kp6eTlJSEmakJ993VCY264l9AJho194b4AiWT47Zq1UpeEPWkVatWQMl9Bxg+2J/KKkW0WoWhYSXz+B09ehRra2tZ/aGelNZM5ueXNDE2s7Ss9FkpQDOrkrm0Ss+RP2hEQyC/3W8TAQEBKIqinzx2gMvTmKotygRfKtSo0DDIbQYqlZqTJ0+SlZVV7szMom60bdsWOzs7/Yi3R4f1wNnBpkzwVfrX+kvj78bO2pLLly9z7tw5goOD67vIjZaDgwNt2rTRP6vBA/zo0rEl6goC5ZHDAvHxdqGgoICDBw/StWtXmaalnqjVapo0aUJubi6KotDEzJRmTSqepNTG3IymFhYoikJOTg4WFhbyrG6BdK6vOxJ43SasrKzo0KEDUVFRZGZm0tzCg4e9ltDWJgTVdf9zt7LqzFjPhXhY+VNQUMDOnTtxd3dv8JP13UnUajWBgYEcPnyYpKQk7G2bsHzWWIbe1REz0//94m/XyomF0+5neN/O6HQ6IiMjsbKywtfX14ilb3yCgoJITEzkyJEjmJmasPDNEYx5sBvWVv9rQnRxsmXGk/15ekrJNAE7d+6kqKhIJiauotrqW2VlZYVOpyMrKwuVSoWbrQ2uttaYav73KtOoVThZW9HKvikqlYq8vDyKi4tvm/VQG0o/NC3qWtlEWSqloTzlRiozMxM7OzsyMjKwtbWtNG1WVhZffvklpqamjB8/Xr9eWJ42i5yia1ia2GJlUjIpX15eHuvXryc1NZXJkyfr15IU9aOoqIhVq1Zx7do1xo0bpx+GnptfSMrVLJpYmOLiUPK8tVotmzdv5vDhw4wZM4a2bdsas+iNjqIobNy4kWPHjjFixAjat28PQGFRMckpGWg0atxcmqJWq1AUhV27drFz507CwsLo0aOHkUvfsGm1Wk6dOoWTk1OtNclmZWWRlZWFra0tVlZWqFQlz6VQq0UBzDQa1NdNcpqenk6TJk2ws7O7LVYZyMjIICkpCW9v7zKLfN/K+6K6Sr9jx+FWWNnULHDKydJxj9/5Oi3v7UgCLyO71R+kK1eusGbNGgoLCwkMDCQoKEgfgEHJemYHDhxg3759FBUVMWbMGNzd3evyEkQFcnNzWbduHampqXTp0oXg4GD9ArkAhYWFHDp0iOjoaK5du8bw4cPp1KmTEUvceBUXF+uDr44dOxIUFISHh8f/RtD921dy3759JCQk0K9fP3r37m3kUt8ekpOTSU9Px8nJST8HV02UNh3m5uZiamqKpaUl5ubmBiMXi4qKyM3NpbCwEHNzc2xtbW+LoEun05GUlISpqSmtWrUqU2YJvO4MEngZWXV+kLKzs/nzzz85ePAghYWFuLi4YGFhQWFhISkpKQD4+flx11130axZs7osvriJoqIidu/ezf79+8nOzsbR0VE/mePly5cpLCykXbt29OrVSz+XlDAORVHYt28f0dHRXL16FXt7e2xtbVEUhatXr5KTk0OrVq0IDQ3Fx8fH2MW9bSiKQkpKCunp6bWab1FREQUFBRQXF6NWqw1GPep0OjQaDebm5rddh3q1Wo2Xl1e55a7PwGvbYY9aCbwG+iVI4HUDCbyMrCY/SIWFhfp+RAUFBZiZmeHo6EiXLl1kQscGRqvVcvLkSc6ePUtBQQEmJibY2dnh7+9P06ZNjV08cR1FUYiPj+fEiRPk5eWhVquxtramc+fOBjWW4tZotdpqzRx/M5cuXeLUqVPk5eWhKAoWFha0adMGNze326KW60ZmZmYVjmquz8Dr10NetRJ4DeocL4HXDSTwMrL6+EESQghx+5PA684gU2MLIYQQwoAOFboajkosfyVNIYGXEEIIIQzIkkF1RybZEEIIIYSoJ1LjJYQQQggDWkWNVqlZ3UxVFjJvjCTwEkIIIYSBkj5eNWsqrOn5dyppahRCCCGEqCdS4yWEEEIIA7paWGtRRjWWTwIvIYQQQhiQPl51RwIvIYQQQhjQoZZ5vOqI9PESQgghhKgnUuMlhBBCCANaRYVWqeEEqjU8/04lgZcQQgghDGhroXO9VpoayyVNjUIIIYQQ9URqvIQQQghhQKeo0dVwVKNORjWWSwIvIYQQQhiQpsa6I02NQgghhBD1RAIvIYQQQhjQ8b+RjdXddLf4nVlZWUyfPh0PDw8sLS0JDQ1l3759FaZPTk5m7NixtGvXDrVazfTp08tNt2HDBtq3b4+FhQV+fn788ssvt1iy2iWBlxBCCCEMlE6gWtPtVjz66KNERkayevVqDh8+zMCBA+nfvz+JiYnlpi8oKMDR0ZGZM2fSpUuXctPs2bOHMWPGMGXKFA4cOMDw4cMZPnw4R44cueV7UltUiiK934wpMzMTOzs7MjIysLW1NXZxhBBCNFD18b4o/Y6l+4OxtK5ZN/C87GKe7LqvSuXNy8vDxsaGTZs2MWTIEP3+wMBABg0axFtvvVXp+X379sXf35/Fixcb7H/ooYfIycnhp59+0u/r0aMH/v7+fPrpp7d+UbVAaryEEEIIYaB0rcaablASzF2/FRQUlPm+4uJitFotFhYWBvstLS3ZvXt3ta8jKiqK/v37G+wLCwsjKiqq2nnWlAReQgghhDCgQ1UrG4C7uzt2dnb6bf78+WW+z8bGhpCQEObOnUtSUhJarZY1a9YQFRVFcnJyta8jJSUFZ2dng33Ozs6kpKRUO8+akukkhBBCCGHg+hqrmuQBcOHCBYOmRnNz83LTr169msmTJ9OiRQs0Gg1du3ZlzJgxxMbG1qgcDY3UeAkhhBCiztja2hpsFQVebdq04Y8//iA7O5sLFy4QHR1NUVERrVu3rvZ3u7i4kJqaarAvNTUVFxeXaudZUxJ4CSGEEMJA6QSqNd2qw8rKCldXV9LS0ti6dSvDhg2r9nWEhISwY8cOg32RkZGEhIRUO8+aMnrglZiYyPjx43FwcMDS0hI/Pz9iYmIqTF+VeTsiIiJQqVQG240d9r7//nsGDhyIg4MDKpWKuLg4g+PXrl3j2WefxcfHB0tLS1q1asW0adPIyMgwSHfj96hUKtavX1/t+yGEEEIYm05R1cp2K7Zu3cqWLVuIj48nMjKSfv360b59ex555BEAwsPDmTBhgsE5cXFxxMXFkZ2dzeXLl4mLi+PYsWP648899xxbtmxh0aJFnDhxgtmzZxMTE8MzzzxT85tUTUbt45WWlkbPnj3p168fv/76K46Ojpw+fRp7e/sKz7l+3o7333+/wnS2tracPHlS/1mlMvwfICcnh169ejFq1CimTp1a5vykpCSSkpJ499136dChAwkJCTzxxBMkJSXx7bffGqRdsWIF9957r/5z06ZNb3bpQgghhLhORkYG4eHhXLx4kWbNmvHggw/y9ttvY2pqCpRUvJw/f97gnICAAP2/Y2NjWbduHR4eHpw7dw6A0NBQ1q1bx8yZM3nttddo27YtP/zwA506daq367qRUQOvBQsW4O7uzooVK/T7vLy8Kj3H09OTJUuWALB8+fIK06lUqkrbcB9++GEA/cO5UadOnfjuu+/0n9u0acPbb7/N+PHjKS4uxsTkf7euadOmRm0vFkIIIWqTrhbWarzVCVRHjRrFqFGjKjweERFRZl9VpiIdOXIkI0eOvKWy1CWjNjVu3ryZoKAgRo4ciZOTEwEBAXz++ee1knd2djYeHh64u7szbNgwjh49WuM8SyeBuz7oAnj66adp3rw53bp1Y/ny5ZX+j1BQUFBmThMhhBCiIdEp6lrZRFlGvStnz55l6dKltG3blq1bt/Lkk08ybdo0Vq5cWaN8fXx8WL58OZs2bWLNmjXodDpCQ0O5ePFitfO8cuUKc+fO5bHHHjPYP2fOHL755hsiIyN58MEHeeqpp/jwww8rzGf+/PkG85m4u7tXu0xCCCGEuL0YdckgMzMzgoKC2LNnj37ftGnT2LdvX5Vmla1oiYAbFRUV4evry5gxY5g7d67BsXPnzuHl5cWBAwfw9/cv9/zMzEwGDBhAs2bN2Lx5s769uTyvv/46K1as4MKFC+UeLygoMJi1NzMzE3d3d1kySAghRKXqc8mgudF3Y1HDJYPys4uZ1e03eb/dwKg1Xq6urnTo0MFgn6+vb5nOczVlampKQEAAZ86cueVzs7KyuPfee7GxsWHjxo2VBl0A3bt35+LFi+UuiQAlE8fdOKeJEEII0ZBIU2PdMepd6dmzp8HIQ4BTp07h4eFRq9+j1Wo5fPgwrq6ut3ReZmYmAwcOxMzMjM2bN5eZkqI8cXFx2NvbVzhBnBBCCCEaL6OOapwxYwahoaHMmzePUaNGER0dzbJly1i2bJk+TXh4OImJiaxatUq/r3TOrevn7TAzM9PXns2ZM4cePXrg7e1Neno6CxcuJCEhgUcffVSfx7Vr1zh//jxJSUkA+gDQxcUFFxcXfdCVm5vLmjVrDDrCOzo6otFo+PHHH0lNTaVHjx5YWFgQGRnJvHnzePHFF+v0vgkhhBB1SQtoubV5uMrLQ5Rl1MArODiYjRs3Eh4ezpw5c/Dy8mLx4sWMGzdOn6Y683akpaUxdepUUlJSsLe3JzAwkD179hg0a27evFk/KRvA6NGjAXjjjTeYPXs2+/fvZ+/evQB4e3sbfH98fDyenp6Ympry8ccfM2PGDBRFwdvbm/fee6/cecGEEEKI20VtNBVKU2P5jNq5XtRPZ0khhBC3v/rsXB8edS8W1pX3ab6Z/Owi5odskffbDSQcFUIIIYSoJ0ZtahRCCCFEw6OgQlfDPl5KDc+/U0ngJYQQQggDWkWNtoZ9tGp6/p1K7ooQQgghRD2RGi8hhBBCGNApKnRKzZoKa3r+nUoCLyGEEEIY0KJGW8NGsZqef6eSuyKEEEIIUU+kxksIIYQQBqSpse5I4CWEEEIIAzrU6GrYKFbT8+9UcleEEEIIIeqJ1HgJIYQQwoBWUaGtYVNhTc+/U0ngJYQQQggD0ser7kjgJYQQQggDiqJGV8OZ5xWZub5ccleEEEIIIeqJ1HgJIYQQwoAWFdoaLnJd0/PvVBJ4CSGEEMKATql5Hy2dUkuFucNIU6MQQgghRD2RGi8hhBBCGNDVQuf6mp5/p5LASwghhBAGdKjQ1bCPVk3Pv1NJOCqEEEIIUU+kxksIIYQQBmTm+rojgZcQQgghDEgfr7ojd0UIIYQQop5IjZcQQgghDOiohbUapXN9uSTwEkIIIYQBpRZGNSoSeJVLAi8hhBBCGNAptVDjJZ3ryyV9vIQQQggh6onUeAkhhBDCgIxqrDsSeAkhhBDCgDQ11h0JR4UQQggh6onUeAkhhBDCgKzVWHekxksIIYQQBkqbGmu63YqsrCymT5+Oh4cHlpaWhIaGsm/fvkrP2blzJ127dsXc3Bxvb28iIiIMjs+ePRuVSmWwtW/f/lZvR62SwEsIIYQQRvfoo48SGRnJ6tWrOXz4MAMHDqR///4kJiaWmz4+Pp4hQ4bQr18/4uLimD59Oo8++ihbt241SNexY0eSk5P12+7du+vjciokTY1CCCGEMFDfnevz8vL47rvv2LRpE7179wZKaqt+/PFHli5dyltvvVXmnE8//RQvLy8WLVoEgK+vL7t37+b9998nLCxMn87ExAQXF5caXUttkhovIYQQQhiozabGzMxMg62goKDM9xUXF6PVarGwsDDYb2lpWWENVVRUFP379zfYFxYWRlRUlMG+06dP4+bmRuvWrRk3bhznz5+vya2pMQm8hBBCCFFn3N3dsbOz02/z588vk8bGxoaQkBDmzp1LUlISWq2WNWvWEBUVRXJycrn5pqSk4OzsbLDP2dmZzMxM8vLyAOjevTsRERFs2bKFpUuXEh8fz1133UVWVlbtX2gVSVOjEEIIIQzUZlPjhQsXsLW11e83NzcvN/3q1auZPHkyLVq0QKPR0LVrV8aMGUNsbGy1yzBo0CD9vzt37kz37t3x8PDgm2++YcqUKdXOtyaMXuOVmJjI+PHjcXBwwNLSEj8/P2JiYipMn5yczNixY2nXrh1qtZrp06eXSRMREVFmFMON1Zfff/89AwcOxMHBAZVKRVxcXJl88vPzefrpp3FwcMDa2poHH3yQ1NRUgzTnz59nyJAhNGnSBCcnJ1566SWKi4urdS+EEEKIhkDhf1NKVHdT/s3L1tbWYKso8GrTpg1//PEH2dnZXLhwgejoaIqKimjdunW56V1cXMq8k1NTU7G1tcXS0rLcc5o2bUq7du04c+ZMdW9NjRk18EpLS6Nnz56Ympry66+/cuzYMRYtWoS9vX2F5xQUFODo6MjMmTPp0qVLhelsbW0NRjEkJCQYHM/JyaFXr14sWLCgwjxmzJjBjz/+yIYNG/jjjz9ISkriP//5j/64VqtlyJAhFBYWsmfPHlauXElERASvv/76LdwFIYQQomExxnQSpaysrHB1dSUtLY2tW7cybNiwctOFhISwY8cOg32RkZGEhIRUmHd2djb//PMPrq6u1SpbbTBqU+OCBQtwd3dnxYoV+n1eXl6VnuPp6cmSJUsAWL58eYXpVCpVpaMYHn74YQDOnTtX7vGMjAy+/PJL1q1bx9133w3AihUr8PX15e+//6ZHjx5s27aNY8eOsX37dpydnfH392fu3Lm88sorzJ49GzMzs0qvRQghhBAltm7diqIo+Pj4cObMGV566SXat2/PI488AkB4eDiJiYmsWrUKgCeeeIKPPvqIl19+mcmTJ/Pbb7/xzTff8PPPP+vzfPHFF7nvvvvw8PAgKSmJN954A41Gw5gxY4xyjWDkGq/NmzcTFBTEyJEjcXJyIiAggM8//7xW8s7OzsbDwwN3d3eGDRvG0aNHb+n82NhYioqKDEZMtG/fnlatWulHTERFReHn52fQuS8sLIzMzMwKv6+goKDMCA8hhBCiITFGjVdGRgZPP/007du3Z8KECfTq1YutW7diamoKlHQ1un5EopeXFz///DORkZF06dKFRYsW8cUXXxhMJXHx4kXGjBmDj48Po0aNwsHBgb///htHR8fauVHVYNQar7Nnz7J06VKef/55XnvtNfbt28e0adMwMzNj4sSJ1c7Xx8eH5cuX07lzZzIyMnj33XcJDQ3l6NGjtGzZskp5pKSkYGZmRtOmTQ32Ozs7k5KSok9T3oiK0mPlmT9/Pm+++eYtXpEQQghRf4yxSPaoUaMYNWpUhcdvnJUeoG/fvhw4cKDCc9avX39LZagPRg28dDodQUFBzJs3D4CAgACOHDnCp59+WqPAKyQkxKCNNzQ0FF9fXz777DPmzp1b43LXRHh4OM8//7z+c2ZmJu7u7kYskRBCCCHqi1GbGl1dXenQoYPBPl9f31qf3MzU1JSAgIBbGsXg4uJCYWEh6enpBvtTU1P1fccqGlFReqw85ubmZUZ4CCGEEA2JMTvX3+mMGnj17NmTkydPGuw7deoUHh4etfo9Wq2Ww4cP39IohsDAQExNTQ1GTJw8eZLz58/ra9NCQkI4fPgwly5d0qeJjIzE1ta2TEAphBBC3C4URVUrmyjLqE2NM2bMIDQ0lHnz5jFq1Ciio6NZtmwZy5Yt06e5cRQDoJ9zKzs7m8uXLxMXF4eZmZk+2JkzZw49evTA29ub9PR0Fi5cSEJCAo8++qg+j2vXrnH+/HmSkpIA9AGgi4sLLi4u2NnZMWXKFJ5//nmaNWuGra0tzz77LCEhIfTo0QOAgQMH0qFDBx5++GHeeecdUlJSmDlzJk8//XSF85QIIYQQovEyao1XcHAwGzdu5KuvvqJTp07MnTuXxYsXM27cOH2aG0cxQElfsICAAGJjY1m3bh0BAQEMHjxYfzwtLY2pU6fi6+vL4MGDyczMZM+ePQa1UJs3byYgIIAhQ4YAMHr0aAICAvj000/1ad5//32GDh3Kgw8+SO/evXFxceH777/XH9doNPz0009oNBpCQkIYP348EyZMYM6cObV+r4zlgQcewN7enhEjRhi7KKIKPD096dy5M/7+/vTr18/YxRGVePfdd+nYsSOdOnVizZo1xi6OqER5vwd79+5Nly5d6NChwx31O79UTSdPLd1EWSpFUZSbJxN1JTMzEzs7OzIyMhpkf6+dO3eSlZXFypUr+fbbb41dHHETnp6eHDlyBGtra2MXRVTi8OHDTJw4kT179qAoCv369WPLli1lRlGLhqG834OZmZnY2tpSXFxMr169WLp0KQEBAXVajvp4X5R+R/cfpmFiVbOWm+KcAvYO/6DBvt+MxehLBomGrW/fvtjY2Bi7GELcUY4fP05ISAgWFhZYWlrSpUsXtmzZYuxiiQqU93uwNJAoKiqiqKgIlUpqd0TVSOAlxB1EpVLRp08fgoODWbt2rbGLIyrQqVMndu7cSXp6OmlpaezcuZPExERjF0vcotDQUJycnOjfvz/+/v7GLk6tks71dceoneuFELVr9+7dtGjRguTkZPr374+fnx+dO3c2drHEDTp06MC0adO4++67sbOzo0ePHmg0GmMXS9yiPXv2kJWVxYgRIzhy5AidOnUydpFqjTEmUG0spMZLiDtIixYtgJI58gYPHsz+/fuNXCJRkccff5z9+/fz+++/Y2pqStu2bY1dJFENNjY23HPPPXdcU7HUeNUdCbyEuEPk5OSQlZUFlEy18ttvv9GxY0cjl0pUpHT+v5MnTxIdHW2wvpxo2DIyMrh8+TJQsv7u1q1bad++vZFLJW4X0tTYyBQXF3P8+HESExMpKCjAzMwMR0dH/Pz8yp17rH///hw8eJCcnBxatmzJhg0bDJZjEnVHURT++ecfzp49S15eHiYmJtjb29O5c+dyRy2mpqbywAMPACWTBk+dOpXg4OD6LnajpCgKiYmJnDhxgtzcXNRqNdbW1vj5+eHg4FDuOcOGDSMjIwMrKytWrFiBiYn8Oq4vV69e5fDhw2RnZ6MoCk2aNKF9+/b6GuMb3fh7cO3atbzwwgsUFhai0+kYNWoUQ4cOreerqFtKLTQ1So1X+WQ6CSOrr+kk8vLy2LNnD/v37yc3NxcHBwcsLCwoLCzkypUrmJqa0rlzZ3r27ClD2o1Mq9Wyd+9eYmJiSEtLw87ODmtra4qLi7l69So6nY4OHTrQs2fPCpemEvVDURQOHjxIdHQ0ycnJWFlZYWdnh6IoXLt2jYKCAtq0aUNISAht2rQxdnEbvTNnzhAVFcXZs2exsLDA3t4elUpFRkYGOTk5uLm50b17d/z8/BrkKMX6nE4i4Nvn0TSp2XQS2twCDox4T6aTuIH8idUIpKens2bNGrKysvD39ycoKAhHR0f98czMTGJjY4mNjeX48eOMGTOmwr/8RN3Kz8/n66+/5vz583Tq1IkHHniAli1b6l8CeXl5HDx4kH379vHll1/yn//8B19fXyOXunHS6XT8+OOPxMXF0bZtW8aOHUubNm1Qq0t6cBQVFXHs2DGio6NZs2YNAwYMIDQ01Milbrz+/PNPfvvtN1q0aMEDDzxAhw4d9LWMOp2OM2fOsG/fPjZu3EhCQgJDhgzRP0shapPUeBlZXf8Fk5uby5dffomiKIwbN07f7JFXXEhaYQ62ppZYm1ro03711VdcuXKFKVOm0Lx581ovj6iYVqtlzZo1pKSkMHr0aP2apYUFxaRdzsSiiRl2zUqaGIuLi/nhhx84fvw448aNo3Xr1sYseqOjKAo//fQTcXFxDBs2TD9yVKvVcjUpDY2JhmYuTVGpVCiKwm+//cbu3bsZPHiwNP8awd9//83WrVvp06cPffr00T+XK2k56HQ6mjezRvNvkBUXF8fmzZsJCgpi0KBBDarmqz5rvLp8+0Kt1HgdHLFIarxuIDVed7jt27eTl5fH1KlTsbe3Jyk3jc/PbGdr8iGKFS0qVPRy9OGxtv3xsXVj3LhxfPnll/z444888sgjxi5+oxIdHc358+eZMGECHh4eZGfksm7JVrZ89Td5OQUA+AZ6Mm56GIF9fPnPf/7DunXr2LhxI9OnT5fpCOrRP//8w/79+7n//vvp3LkzxUXFfLNwMz98+AtpqRkAuLd346GXhzNwYl/uueceCgsL+fXXX/Hx8ZGXUD1KT09n27Zt9OjRg759+5YEzb8fZvWmfVxITgPAoakVowZ3ZczQIPz9/SkuLubnn3/G19cXLy8vI1+BcdTGqETp41U+qUe9g+Xn53P48GF69OiBvb09F3OvMjHqY7YkH6RY0QKgoPDX5ZNM/nspB67FY2FhQd++fTl//jypqalGvoLGQ1EUYmJi6NChgz7oeuE/H7BpxS590AVw8kACMyd8xvZvo1Gr1QwcOJDs7GxOnDhhxNI3PjExMTg7O+Pv74+2WMsb/1lIxOvr9UEXwMWTSbw7+ROWv7YOgLvvvhtTU1NiY2ONVexGKTY2FjMzM/3apR+v3cW8T7dx8d+gC+Bqeg6ffvUn/31vM1qdjsDAQBwdHYmJiTFWscUdTAKvO1hcXBw6nY6uXbsC8M6xzWQX56NVdAbpdChodTpmH96ATtHRvn17rK2t5ZdOPTp79izXrl3TN0N9/dF2Lp5NRac17Amg0ymgwAevfkNWei5OTk54eHiwb98+YxS7UUpPT+fUqVMEBwejUqnYvmYX0T/vR9EZPqvSThzrF/zAmQPxmJub07lzZ/bv349WqzVCyRuf4uJi9u/fT5cuXTAzM+PYmWTW/Vjye+3GPjaKAn/G/MP2v06iUqkICgri+PHj+ilaGpvSCVRruomyJPC6g507dw4vLy+sra1JyUvn7yunywRdpXQoJOelE3PtLBqNBl9fX+Lj4+u5xI1XfHw8NjY2uLu7U1yk5Zd1e8oEXdcrLtLy28aSF0inTp1ISEhApyv/2YralZCQgKIo+lnKN3+yFZW64heMxkTNT59FAiXPKjs7mytXrtRLWRu7y5cvk5ubq39WP0QeRFPJs1KrVHy3LQ4oeVaKopCQkFAfRW1wFKV2NlGWBF53sLy8PKysrAA4n3PzX/Qq4Fx2yaSAVlZW5Ofn12XxxHXy8/OxsrIqGdp+NZvcrMrvvVqj5sKZkqbg0mcsz6t+5Ofno9Fo9PPeXTiRWKa263raYh3njp4H5FnVt7y8POB/9/3shatoK3lWOkXh3MWrAFhaWqJSqeRZiVonnevvYKamphQXFwNgaWJ20/QK0ERTkq64uFgmdKxHJiYm+mdl0eTmzwoULP8dcVR6nqmpaV0VT1zHxMQErVaLoiioVCosrCzIy6745axSq7CybQL871nJz1b9KP2ZKL3vTZqYoVJVXhNjaVFyjk6nQ1GURvuspHN93ZEarztY06ZNSUxMRKfT4WvbgubmNpWmN1Gp6eVUsuxFYmIi9vb29VFMAdjb25OWlkZOTg5WtpZ06dkWdSVNItpiHb2GdAHg4sWLWFlZNdoXRH0r/blITEwEoO9DoahNKv5VqugUeo8sWe3h4sWLqFQq7Ozs6r6gQn+fL168CMDdPXwqDbrUahUDerY3OKex/h6UtRrrjgRed7CuXbuSkZHBmTNnMFFrmOp9T4VpVcCoViE0NbPiypUrxMfHExAQUH+FbeT8/PwAOHDgAABjnwsr6fxbzu8ttUZFwF0+tOvSisLCQg4ePEhAQECDmm/oTubp6UnTpk31g08eeG4wZuamqDVlf51qTNS4eDnR96FQ/cjVdu3albvkk6h9tra2tG3blpiYGBRFIayXLy7Nbcvt56VWq7AwN2XEvSW/92JiYnBwcKBVq1b1XewGQTrX1x0JvO5gbm5uuLm5ERUVhaIoPODejafaDkSjUqNGhYlKjfrfl/XwlsE843MvUDLZYJMmTejQoYMxi9+oNGnShE6dOhETE0NRURGde3jz6ocTMLcwAxWYmGjQ/Pti9+/Zjv9++ggqlYoDBw5QWFhIYGCgka+g8VCr1QQFBXHkyBEyMzNx9XJmwbZZ2DqU1ChrTDVoTErmVGvp04J3f5uNuaU58fHxpKamygSq9SwoKIjk5GQSEhKwtDDlozdG4e5aUoul0agx+ffnyt62CR/MHIlLc1vS09M5duwYQUFB8geNqHXSNnGH69OnD1999RWRkZEMGDCASW36MrRlIFuS4kjJS8fezIowty60bFIyo33p0kFhYWHSdFXPQkNDOXbsGN999x0jR46k930BBPXzZecPsZw/nYqFlTk97+1M287uQMkUFJGRkfj7+8v6mvUsICCA6Oho1q1bx8SJE+kQ4sO680v5a2M0x/8+jcZETVCYPwH3lKz5d+XKFb777jvc3d1llYF65u3tTYsWLfj222+ZPHkybk7NWPPuJKIPJRBzJAGtVkendm70CfbGxESjX8HDxsYGf39/YxffaGpjVKKMaiyfLBlkZPWxBMTevXvZsmULfn5+9OvXr9w+C9nZ2URFRbFnzx6Cg4Mb3FIZjcXp06f5+uuvadmyJWFhYbi6upZJU1BQwIEDB9i+fTuenp6MGTNGZq03gkuXLhEREUGTJk0YPHgwXl5eZX5mtFotx44d49dff8Xa2ppJkybRpEkTI5W48crJyWHFihXk5eUxaNAgfH19y/zMKIrC2bNn+eWXX8jPz2fSpEkGa9o2BPW5ZFDbNa+iaWJRo7y0ufmcHv9/smTQDSTwMrL6+EECOHToEL/++iv5+fl4e3vj4+ODhYUFhYWFxMfHc+zYMdRqNb1796ZXr14SdBlRQkIC33//PZmZmbRo0YJOnTphbW1NcXExiYmJHDp0iKKiIgICAhg8eLAEXUZ09epVNmzYQGpqKg4ODvj7+2NnZ4dOp+PKlSscOHCAnJwc2rZtywMPPIClpaWxi9xo5ebm8v333/PPP/9gbW2Nv78/zZs3R61Wk56eTlxcHNeuXcPFxYVRo0Y1yE71EnjdGSTwMrL6CrwAioqKOHLkCDExMSQlJen3Ozg4EBgYiL+/v7wYGgidTsepU6eIiYnh7NmzlP6Y2tjYEBAQQNeuXWVkXAOhKArnz59n3759nDhxQj8rfelM9UFBQTg5ORm5lKJUamoqMTExHD58mIKCkuW4SieNDg4Oxt3dvcH+4VmfgZf36vBaCbzOPDxfAq8bSOBlZPUZeF1Pp9NRWFiImZkZarWMsWjIFEWhsLAQExMTqd1q4BRFoaioCJVKJfOq3QaKiopQFAVTU9MGG2xdrz4Drza1FHj9I4FXGdJ7upFSq9VYWNTsh0rUD5VKpZ8lXTRsKpUKM7OqTIArGgIJjoUxSOAlhBBCCAMyc33dkcBLCCGEEIaUf7ea5iHKkMBLCCGEEIZqY8kfqfEql/SqFkIIIYSoJ1LjJYQQQggDMnN93ZHASwghhBAGpHN93ZGmRiGEEEKIeiI1XkIIIYQwpKhq3jn+Nq3xyszMvOVzbmWCWKnxEkIIIYSB0j5eNd1uRVZWFtOnT8fDwwNLS0tCQ0PZt29fpefs3LmTrl27Ym5ujre3NxEREWXSfPzxx3h6emJhYUH37t2Jjo6uNM+mTZtib29f5a1Zs2acPXu2ytcpNV5CCCGEMLpHH32UI0eOsHr1atzc3FizZg39+/fn2LFjtGjRokz6+Ph4hgwZwhNPPMHatWvZsWMHjz76KK6uroSFhQHw9ddf8/zzz/Ppp5/SvXt3Fi9eTFhYGCdPnqx0DdVvv/2WZs2a3bTMiqIwePDgW7pOWavRyIy1VqMQQojbS32u1ejx+SzUNVyrUZebT8LUuVUqb15eHjY2NmzatIkhQ4bo9wcGBjJo0CDeeuutMue88sor/Pzzzxw5ckS/b/To0aSnp7NlyxYAunfvTnBwMB999FFJmXQ63N3defbZZ3n11VfLLYuXlxcxMTE4ODhU6To7derEr7/+iru7e5XSS1OjEEIIIQyUjmqs6VZVxcXFaLXaMmsIW1pasnv37nLPiYqKon///gb7wsLCiIqKAqCwsJDY2FiDNGq1mv79++vTlCc+Pr7KQRfAkSNHqhx0QQMIvBITExk/fjwODg5YWlri5+dHTExMhemTk5MZO3Ys7dq1Q61WM3369DJpIiIiUKlUBtuND1NRFF5//XVcXV2xtLSkf//+nD59Wn98586dZfIo3UrbnM+dO1fu8b///rt2bo4QQghxm8vMzDTYCgoKyqSxsbEhJCSEuXPnkpSUhFarZc2aNURFRZGcnFxuvikpKTg7Oxvsc3Z2JjMzk7y8PK5cuYJWqy03TUpKSu1d4C0yah+vtLQ0evbsSb9+/fj1119xdHTk9OnT2NvbV3hOQUEBjo6OzJw5k/fff7/CdLa2tpw8eVL/WaUyjLzfeecdPvjgA1auXImXlxezZs0iLCyMY8eOYWFhQWhoaJmHPWvWLHbs2EFQUJDB/u3bt9OxY0f951uJlIUQQogGqZY6It1YG/TGG28we/bsMulWr17N5MmTadGiBRqNhq5duzJmzBhiY2NrpyDVtGPHDnbs2MGlS5fQ6XQGx5YvX37L+Rk18FqwYAHu7u6sWLFCv8/Ly6vSczw9PVmyZAlQ+QWrVCpcXFzKPaYoCosXL2bmzJkMGzYMgFWrVuHs7MwPP/zA6NGjMTMzMzi/qKiITZs28eyzz5YJ4hwcHCr8LiGEEOJ2U5sTqF64cMGgj5e5uXm56du0acMff/xBTk4OmZmZuLq68tBDD9G6dety07u4uJCammqwLzU1FVtbWywtLdFoNGg0mnLTVPWd/eabbzJnzhyCgoJwdXUt8/6vDqM2NW7evJmgoCBGjhyJk5MTAQEBfP7557WSd3Z2Nh4eHri7uzNs2DCOHj2qPxYfH09KSopBu6+dnR3du3evsN138+bNXL16lUceeaTMsfvvvx8nJyd69erF5s2ba6X8QgghhNEotbRR0gJ1/VZR4FXKysoKV1dX0tLS2Lp1q76C5EYhISHs2LHDYF9kZCQhISEAmJmZERgYaJBGp9OxY8cOfZqb+fTTT4mIiGDv3r388MMPbNy40WCrDqMGXmfPnmXp0qW0bduWrVu38uSTTzJt2jRWrlxZo3x9fHxYvnw5mzZtYs2aNeh0OkJDQ7l48SKAvm33Vtp9v/zyS8LCwmjZsqV+n7W1NYsWLWLDhg38/PPP9OrVi+HDh1cafBUUFJRp7xZCCCEau61bt7Jlyxbi4+OJjIykX79+tG/fXl/hER4ezoQJE/Tpn3jiCc6ePcvLL7/MiRMn+OSTT/jmm2+YMWOGPs3zzz/P559/zsqVKzl+/DhPPvkkOTk55VailKewsJDQ0NBavU6jNjXqdDqCgoKYN28eAAEBARw5coRPP/2UiRMnVjvfkJAQg2g2NDQUX19fPvvsM+bOnXvL+V28eJGtW7fyzTffGOxv3rw5zz//vP5zcHAwSUlJLFy4kPvvv7/cvObPn8+bb755y2UQQggh6o/q362meVRdRkYG4eHhXLx4kWbNmvHggw/y9ttvY2pqCpQMrjt//rw+vZeXFz///DMzZsxgyZIltGzZki+++EI/hxfAQw89xOXLl3n99ddJSUnB39+fLVu2lKl4qcijjz7KunXrmDVr1i1dS2WMGni5urrSoUMHg32+vr589913tfo9pqamBAQEcObMGQB9225qaiqurq76dKmpqfj7+5c5f8WKFTg4OFQYTF2ve/fuREZGVng8PDzcIFjLzMy8pWGoQgghRJ27rqmwRnncglGjRjFq1KgKj5c3K33fvn05cOBApfk+88wzPPPMM1Uux/XvaJ1Ox7Jly9i+fTudO3fWB4Gl3nvvvSrnW8qogVfPnj0NRh4CnDp1Cg8Pj1r9Hq1Wy+HDh/Wzy3p5eeHi4sKOHTv0gVZmZiZ79+7lySefNDhXURRWrFjBhAkTytzw8sTFxRkEczcyNze/afu2EEIIIYzjxkCuNE64fqJWKDtbQlUZNfCaMWMGoaGhzJs3j1GjRhEdHc2yZctYtmyZPk14eDiJiYmsWrVKvy8uLg4o6UB/+fJl4uLiMDMz09eezZkzhx49euDt7U16ejoLFy4kISGBRx99FCi5WdOnT+ett96ibdu2+ukk3NzcGD58uEEZf/vtN+Lj4/XnXm/lypWYmZkREBAAwPfff8/y5cv54osvavM2CSGEEPXLCDVeDcXvv/9ep/kbNfAKDg5m48aNhIeHM2fOHLy8vFi8eDHjxo3Tp7mxTRfQBzoAsbGxrFu3Dg8PD86dOweUzA82depUUlJSsLe3JzAwkD179hg0a7788svk5OTw2GOPkZ6eTq9evdiyZUuZiVa//PJLQkNDad++fbnXMHfuXBISEjAxMaF9+/Z8/fXXjBgxoqa3RgghhDAeRVWy1TSP29SKFSu45557aNWqVa3nLWs1Gpms1SiEEKIq6nOtRveP30RtWcO1GvPyufD0G7fl+83S0pLCwkI8PDzo16+ffitvse5bZdQaLyGEEEI0PIpSstU0j9tVeno6e/bs4Y8//uD3339n3bp1FBYW4u3trQ/C+vbtW+XRkdeTwEsIIYQQhhpxHy8oGQhXGmDNnj2b/Px8oqKi+P3339m5cycrV66kqKiI4uLiW87b6ItkCyGEEEI0ZGq1GrVajUqlQqVSoShKtft/SY2XEEIIIQw18s71hYWF/P333+zcuZPffvuNvXv34uHhQe/evZk6dSpr1qyp9hycEngJIYQQwoBKKdlqmsftys7ODicnJ+677z6efvpp1q9fX+WFtW9GAi8hhBBCGGrkfby6dOnCgQMH2LVrl76ZsW/fvjg4ONQ4b+njJYQQQghxnb///purV6/yzjvvYGlpyTvvvIOrqyudOnXimWeeYcOGDVy6dKlaeUuNlxBCCCEMNfI+XgDW1tbce++93HvvvQBkZWXx559/EhkZydSpU8nOzq7WqEYJvIQQQghhqJE3NV5Pp9Oxb98+du7cye+//85ff/1FTk5OtdeVlsBLCCGEEOI60dHR7Ny5k507d7J7926ys7Np2bIlffv25YMPPqBfv354enpWK28JvIQQQghhqJHXePXo0QMXFxf69evHe++9R79+/WjTpk2t5F3lwGvz5s23nPmAAQOwtLS85fOEEEIIYUSNPPA6fvw4Pj4+dZJ3lQOv4cOH31LGKpWK06dP07p161stkxBCCCGE0dwYdGVlZaFct/ikWq3G2tq6Wnnf0nQSKSkp6HS6Km1NmjSpVoGEEEIIYWSloxprut2m4uLiGDx4sP6zm5sb9vb2+q1p06bs27evWnlXucZr4sSJt9RsOH78eGxtbatVKCGEEEIYT2Ofuf7DDz+kV69eBvtWr15NixYtUBSF5cuX88EHH7B69epbzrvKgdeKFStuKeOlS5fecmGEEEIIIYxtz549PPPMMwb7evTooe8+ZWlpyahRo6qVt4xqFEIIIYShRt65PiEhAUdHR/3nOXPm0Lx5c/1nV1dXUlNTq5V3tQKv/Px8PvzwQ37//XcuXbqETqczOL5///5qFUYIIYQQwtgsLCxISEigZcuWAMyYMcPg+IULF6rdl71agdeUKVPYtm0bI0aMoFu3bqhUt28HOiGEEEIYUlELfbxqpSTGERAQwA8//EDPnj3LPf79998TEBBQrbyrFXj99NNP/PLLLxUWSAghhBDidvXUU08xevRoPD09efLJJ1GrSyaB0Gq1fPLJJ3z44YesW7euWnlXK/Bq0aIFNjY21fpCIYQQQjRwjXyR7AcffJDnn3+eZ599ltdee03fqf7s2bNkZ2fz/PPPM2LEiGrlfUvzeJVatGgRr7zyCgkJCdX6UiGEEEI0YEotbbexBQsWsGfPHiZNmoSrqyuurq5MmjSJv/76i4ULF1Y732rVeAUFBZGfn0/r1q1p0qQJpqamBsevXbtW7QIJIYQQQjQEPXr0oEePHrWaZ7UCrzFjxpCYmMi8efNwdnaWzvVCCCHEnaQRTydx6NAhOnXqpO/XdTNHjx7Fx8cHE5OqhVTVCrz27NlDVFQUXbp0qc7pQgghhGjAGvPM9QEBAaSkpBjM41WZkJAQ4uLiqrw2dbUCr/bt25OXl1edU4UQQgghGixFUZg1a1aV5+kqLCy8pfyrFXj93//9Hy+88AJvv/02fn5+Zfp4yRqNQgghxG2sETc19u7dm5MnT1Y5fUhIyC2tZV2twOvee+8F4J577jHYrygKKpUKrVZbnWyFEEII0RA04sBr586ddZp/tQKv33//vbbLIYQQQghxx6ty4HV9L/8+ffrcNP2t9vIXQgghRMPQmDvX17UqT6AaEBDA1atXq5xxSEgI58+fr1ahhBBCCGFEpTPX13QTZVS5Oqque/kLIYQQooFoxH286lqVA6+67uUvhBBCCNGQFBQUUFxcjJWVVa3lWeXAq657+QshhBCiYWjsfbwuX77MhAkT2L59OzqdjuDgYNasWYO3t3eN867WItlCCCGEuIM18kWyX3nlFeLi4pgzZw7vvvsu6enpTJ06tVbylsBLCCGEEEal1WqZNWsWXl5eWFpa0qZNG+bOnYuiVB69ffzxx/j6+mJpaYmPjw+rVq0yOB4REYFKpTLYLCwsblqeyMhIIiIiCA8PZ8aMGfz444/8+eefFBQU1Og6oZrzeAkhhBDiDlYLTY23UuO1YMECli5dysqVK+nYsSMxMTE88sgj2NnZMW3atHLPWbp0KeHh4Xz++ecEBwcTHR3N1KlTsbe357777tOns7W1NeijrlLdfLRlUlKSwXrUbdu2xdzcnOTkZDw9Pat+YeUweo1XYmIi48ePx8HBAUtLS/z8/IiJiakwfXJyMmPHjqVdu3ao1WqmT59eJk1VIlxFUXj99ddxdXXF0tKS/v37c/r0aYM0np6eZfL5v//7P4M0hw4d4q677sLCwgJ3d3feeeed6t8MIYQQoiGo56bGPXv2MGzYMIYMGYKnpycjRoxg4MCBREdHV3jO6tWrefzxx3nooYdo3bo1o0eP5rHHHmPBggUG6VQqFS4uLvrN2dm5SmXSaDRlPt+sBq4qjBp4paWl0bNnT0xNTfn11185duwYixYtwt7evsJzCgoKcHR0ZObMmQbR6I1sbW1JTk7WbwkJCQbH33nnHT744AM+/fRT9u7di5WVFWFhYeTn5xukmzNnjkE+zz77rP5YZmYmAwcOxMPDg9jYWBYuXMjs2bNZtmxZNe+IEEII0fiEhoayY8cOTp06BcDBgwfZvXs3gwYNqvCcgoKCMpUqlpaWREdHU1RUpN+XnZ2Nh4cH7u7uDBs2jKNHj960PIqi0K5dO5o1a6bfsrOzCQgIMNhXHUZtalywYAHu7u6sWLFCv8/Ly6vSczw9PVmyZAkAy5cvrzBdaYRbHkVRWLx4MTNnzmTYsGEArFq1CmdnZ3744QdGjx6tT2tjY1NhPmvXrqWwsJDly5djZmZGx44diYuL47333uOxxx6r9DqEEEKIBqsW5/HKzMw02G1ubo65ubnBvldffZXMzEzat2+PRqNBq9Xy9ttvM27cuAqzDwsL44svvmD48OF07dqV2NhYvvjiC4qKirhy5Qqurq74+PiwfPlyOnfuTEZGBu+++y6hoaEcPXqUli1bVpj39XFJbTNq4LV582bCwsIYOXIkf/zxBy1atOCpp56qlZEDpRGuTqeja9euzJs3j44dOwIQHx9PSkoK/fv316e3s7Oje/fuREVFGQRe//d//8fcuXNp1aoVY8eOZcaMGfplkKKioujduzdmZmb69GFhYSxYsIC0tLRKa+6EEEKIhqo2p5Nwd3c32P/GG28we/Zsg33ffPMNa9euZd26dfpKjOnTp+Pm5sbEiRPLzX/WrFmkpKTQo0cPFEXB2dmZiRMn8s4776BWlzTohYSEEBISoj8nNDQUX19fPvvsM+bOnVth2Sv6ztpg1KbGs2fPsnTpUtq2bcvWrVt58sknmTZtGitXrqxRvqUR7qZNm1izZg06nY7Q0FAuXrwIQEpKCkCZdl5nZ2f9MYBp06axfv16fv/9dx5//HHmzZvHyy+/rD+ekpJSbh7Xf8eNCgoKyMzMNNiEEEKIO9WFCxfIyMjQb+Hh4WXSvPTSS7z66quMHj0aPz8/Hn74YWbMmMH8+fMrzNfS0pLly5eTm5vLuXPnOH/+PJ6entjY2ODo6FjuOaampgQEBHDmzJlKyxwdHY1Wq63weEFBAd98802leVTEqDVeOp2OoKAg5s2bB5SsB3nkyBE+/fTTGkWb1Y1wb/T888/r/925c2fMzMx4/PHHmT9/fplq0qqaP38+b775ZrXOFUIIIW43tra22NraVpomNzdXX0tVSqPRoNPpbpq/qampvtlw/fr1DB06tExepbRaLYcPH2bw4MGV5hkSEkJycjJOTk76a4iLi6N169YApKenM2bMGEaNGnXT8t3IqDVerq6udOjQwWCfr69vrS+ufWOEW9pnKzU11SBdampqhf25ALp3705xcTHnzp3T51NeHtd/x43Cw8MNIv8LFy5U65qEEEKIOlPPoxrvu+8+3n77bX7++WfOnTvHxo0bee+993jggQf0acLDw5kwYYL+86lTp1izZg2nT58mOjqa0aNHc+TIEX1lDpQMkNu2bRtnz55l//79jB8/noSEBB599NHKL/+G0YvljWas7ghHowZePXv2LLP+46lTp/Dw8KjV7ymNcF1dXYGSDvwuLi7s2LFDnyYzM5O9e/ca1JTdKC4uDrVarY+AQ0JC2LVrl8HoicjISHx8fCrs32Vubq6P/qvyV4AQQghR30r7eNV0q6oPP/yQESNG8NRTT+Hr68uLL77I448/btBKlZycbFAxo9VqWbRoEV26dGHAgAHk5+ezZ88eg3m20tLSmDp1Kr6+vgwePJjMzEz27NlTptKnWveoCvOBlceoTY0zZswgNDSUefPmMWrUKKKjo1m2bJnBdAzh4eEkJiYazEYbFxcHlHSgv3z5MnFxcZiZmelv5Jw5c+jRowfe3t6kp6ezcOFCgwhXpVIxffp03nrrLdq2bYuXlxezZs3Czc2N4cOHAyUd5/fu3Uu/fv2wsbEhKiqKGTNmMH78eH1QNXbsWN58802mTJnCK6+8wpEjR1iyZAnvv/9+Pdw9IYQQ4s5gY2PD4sWLWbx4cYVpIiIiDD77+vpy4MCBSvN9//33G9w72aiBV3BwMBs3biQ8PJw5c+bg5eXF4sWLDYaP3hjhQklfsFKxsbGsW7cODw8PfRNgaYSbkpKCvb09gYGBZSLcl19+mZycHB577DHS09Pp1asXW7Zs0c8JYm5uzvr165k9ezYFBQV4eXkxY8YMg35fdnZ2bNu2jaeffprAwECaN2/O66+/LlNJCCGEuP3dxmst1oZjx47pB8opisKJEyfIzs4G4MqVK9XOV6XUxjSsotoyMzOxs7MjIyNDmh2FEEJUqD7eF6Xf4f3KPDTmN1/TsDLagnzOLHjttny/qdVqVCpVuf24SverVKpKRz5WRNZqFEIIIYS4Tnx8fJ3lLYGXEEIIIQzU5gSqt6OqDPI7cuRItfI2+iLZQgghhGhg6nk6idtFVlYWy5Yto1u3bpWuF10ZCbyEEEIIISqxa9cuJk6ciKurK++++y533303f//9d7XykqZGIYQQQhho7E2NULL0X0REBF9++SWZmZmMGjWKgoICfvjhhxrNAyY1XkIIIYQw1MibGu+77z58fHw4dOgQixcvJikpiQ8//LBW8pYaLyGEEEKI6/z6669MmzaNJ598krZt29Zq3lLjJYQQQghDjbzGa/fu3WRlZREYGEj37t356KOPajRp6vUk8BJCCCGEgfpeq7Gh6dGjB59//jnJyck8/vjjrF+/Hjc3N3Q6HZGRkWRlZVU7bwm8hBBCCGGokdd4lbKysmLy5Mns3r2bw4cP88ILL/B///d/ODk5cf/991crTwm8RK27cOECffv2pUOHDnTu3JkNGzYYu0iiEvHx8fTr148OHTrg5+dHTk6OsYskKvDAAw9gb2/PiBEj9Puio6Pp2LEj3t7ezJkzx4ilE9cr71kB6HQ6unfvXma/aPh8fHx45513uHjxIl999VW185HAS9Q6ExMTFi9ezLFjx9i2bRvTp0+Xl3kDNmnSJObMmcOxY8f4448/MDc3N3aRRAWee+45Vq1aZbDv6aef5quvvuLkyZP88ssvHD582EilE9cr71kBfPnll3h6etZ/gW6V1HhVSKPRMHz4cDZv3lyt8yXwErXO1dUVf39/AFxcXGjevDnXrl0zbqFEuY4ePYqpqSl33XUXAM2aNcPERAY7N1R9+/bFxsZG/zkpKYni4mI6d+6MRqNh9OjR/PTTT0YsoSh147MCuHbtGuvXr+exxx4zUqmqrrH38apLEniJOhUbG4tWq8Xd3d3YRRHlOH36NNbW1tx333107dqVefPmGbtI4hYkJSXRokUL/ecWLVqQmJhoxBKJyvz3v/9l1qxZaDQaYxdFGJEEXqLOXLt2jQkTJrBs2TJjF0VUoLi4mD///JNPPvmEqKgoIiMjiYyMNHaxhLjjHDhwgLS0NPr27WvsolSNNDXWGQm8RJ0oKChg+PDhvPrqq4SGhhq7OKICLVq0ICgoCHd3d8zNzRk8eDBxcXHGLpaoIjc3N4MarsTERNzc3IxYIlGRv//+mz///BNPT09Gjx7Nr7/+2qCbHKWpse5I4CWqRFEUrl69SmJiIikpKeTm5laadtKkSdx99908/PDD9VhKASX3Pz09naSkJJKTk8nMzKwwbXBwMJcuXSItLQ2dTseuXbvw9fWtx9KK7OxskpOTSUpKIi0tDUWp+tvKzc0NjUbDoUOH0Gq1rF+/nvvuu68OS9u45eXlkZqaSmJiIlevXkWn01X53CeffJLExETOnTvH+vXrGTRokLQGNFLSi1ZUKjc3l7i4OGJiYkhLS9PvV6lU+Pj4EBQUROvWrVGpVPpjf/31F19//TWdO3fmhx9+AGD16tX4+fnVd/EblaKiIg4fPkxMTAzJyckGxzw8PAgKCsLX19egf4mJiQnz5s2jd+/eKIrCwIEDGTp0aH0XvdHR6XScPHmSmJgYzp49a3DMycmJ4OBg/Pz8yoww7d+/PwcPHiQnJ4eWLVuyYcMGPvroI8aMGUN+fj4PP/yw/JzVMkVRSEhIYN++fZw4ccIg2LKzsyMwMJCAgACsra0NzivvWYWEhNR38auvNpoKpcarXCrlVv68ErUuMzMTOzs7MjIysLW1NXZxDBw5coRNmzahKAodO3bEz88Pa2trtFotSUlJxMTEcOnSJVq2bMno0aOxsrIydpEbrQsXLvD111+Tk5ND27ZtCQgIoGnTpvqaytjYWBISEmjatCljx47F0dHR2EVutNLS0li3bh1XrlyhZcuWBAYG4uTkhEqlIiMjg4MHD3Ly5EnMzc0ZOXIkrVu3NnaRG628vDw2bNhAfHw8zZs3JygoiBYtWmBiYkJOTg5HjhzhyJEj6HQ6hgwZQteuXeu0PPXxvij9Dt+n5qExt6hRXtqCfI5/8lqDfL8ZkwReRtZQA6+4uDg2bdqEn58fYWFh5QZViqJw7tw5vvvuO8zNzZk8ebIEX0aQkJDAmjVrcHNzY/jw4djb25ebLjU1le+//57MzEweeeQRnJyc6rmkIi0tjS+//BJzc3MefPDBCvtjZWRk8OOPPxIfH8+YMWPw9vau55KK/Px8IiIiyMzMZPjw4bRt29agZr9UXl4e27dvZ//+/dx777107969zsokgdedQQIvI2uIgVdiYiLLly/H39+foUOHolKpuJB7mc2Jf/NPVjIWGjPucuzI3c7+mGtMuXbtGsuXL8fR0ZEJEyaU+8tJ1I3s7Gw+/vhjXFxcGDduHCYmJly7ksWWH/ZzNO48KrWKrt1bM+C+AGxsLcnPz2fFihUUFBTw9NNPY2pqauxLaDR0Oh1Lly5Fp9Pp/0jJycrjt+/2EfP7MbRFWtoFeDJoXCiObvZotVq++eYbzp07xxNPPFFhQC3qxvr16zl37hyTJ0/GycmJomItOw6cZvv+0+TkF9LatRn/6eVHG7fmKIpCZGQkUVFRTJgwAS8vrzopU30GXh1qKfA6JoFXGdLHS5Tx999/07RpU4YMGYJKpeKb87v46PSPaFRqtIoOFSp2XznK8vhtLA54nBbNmnPfffexfv36MvMKibpVOk/ayJEjMTExYc/OE8x79RuKtToUXcnfVDF7TrP6s53MXTKOTgEejBo1io8++ogjR44QEBBg5CtoPE6ePMmVK1eYOnUqVlZWnDl8gdfGfERWei4qQFHgwJ8n+ebDbbyw5GH6PRDEgw8+yPvvv8++ffsYOHCgsS+h0bh8+TInT55k+PDhODk5kZqWxROLvyPhUhpqlQqdohBz6gJf/R7H40N68PjQEAYMGEB8fDxRUVF1FnjVK+njVWdkVKMwkJ2dzbFjxwgODkatVvPX5WN8dPpHALRKSadS5d+fpisFmbwY9wXFOi1t27aladOm7Nu3z2hlb2x0Oh2xsbH4+fnRpEkTzsdf5q2Xv6aoSKsPuqDkhZ6XW8jMaWtIu5qNg4MD3t7exMTEGLH0jc++fftwd3fHzc2NnMw8XhvzETmZeaCUPCMAnU5Bq9WxcNoqTh08j5mZGQEBAcTFxVFUVGTcC2hEYmJisLKyomPHjiiKwnOfbOLilXQAdP8+LO2/P2Of/fw3v0afQKVS0a1bN06fPm0wEOl2JdNJ1B0JvISBo0ePolKp6NKlCwDrEn5HTflNh1pFR2LeVaKuHketVtO1a1eOHDmCVqutzyI3WufOnSMrK4vAwEAANq3fW2FaRVHIzy9iy6b9AAQGBpKUlMSVK1fqpayNXVZWFvHx8fpnteO7aLLSc9Fpy38zqVUqNi77DSh5Vnl5eZw5c6beytvYHTp0CH9/f0xMTNh38gKnLl7WB1o3UqlgxdZoFEWhU6dOmJubc+jQoXousbidSOAlDGRlZWFjY4OlpSX52kIOZ5xDV0l9sUal5u8rJwBwdHREq9WSl5dXX8Vt1LKysgD0neSjdp1Aq614XiFFp7B310mDc0rzEHXrxmcV89uxStNrtTr2bj8ClKyfqVar5VnVk+LiYvLz8/Ujf/ccO4dGXfGrUlHgTNJVrmbmYmpqir29PdnZ2fVV3LojM9fXGenjJQzodDrU//6SKVaqVnNVmq50fqhbmVRQVF/pfdY/r6KbP6+if9OUniPPqn7c+KyKCotv+lLSFpWco1Kp0Gg08qzqSZlnVayjKuOFirT/+9m6Y2r9JXCqE1LjJQxYWlqSnZ2NVqvFSmOBq0WzChoaS+gUHe1tSxbAzsjI0Och6l7pfS69776d3VFrKv6R1mjU+HYueVals9nLs6ofTZo0Af73rHwCPFFrKv7JUmtUtPNvBZRMYlxUVCTPqp6Ympqi0Wj0PyMdPZ0prqQmGaCZjSWOdtYoikJmZqb+eQtRHgm8hAEfHx8KCws5caKks+gI914VplUB5hozBrqUTBp48OBBWrduLVMU1BMvLy9MTU05ePAgAMMe6o6ukheEVqdj6IhgoGSeNltbW1xcXOqlrI2dvb09zZs31z+rQeN7QiV/0ui0CsOm9AVKfq7UarXM5VVPVCoV7dq14+DBgyiKwj0BbWlqZYG6gmovtUrFQ339MdGo+eeff8jOzsbHx6eeS137pHN93ZHASxhwcnLCw8NDPzrxgZah9HLsBIDquheFRqVGo9Iwp9PDWJlYkJyczMWLFwkODjZKuRsjc3NzOnfurJ9Somv3Njz0yF0AqNXXPat/a8Geemkwnm2cyMvL4/DhwwQGBuqbU0TdUqlUBAcHc/z4cbKysnBu2YwZi8aiUqkMailLn9vQiXfRc3AXFEUhJiaGjh07yuTE9Sg4OJjLly+TkJCAuakJCx+/D1MTDZrrfq5K/xXs487EAUFAychVFxcXWrZsaYRS1zLp41Vn5LeuKKNbt24kJCSwf/9+TNQa5vg9zKu+o/C2ccVUpcFKY0GYSyBfdJtOj+btKSws5KeffsLOzo527doZu/iNSnBwMNnZ2Wzfvh2Ayc/05833x9I50BMzcxPMLUzp1qstC5c9wrCHuqMoCj///DNAnS9vIgx17twZMzMzfvzxR3Q6Hf1HdmfRphn0HNwFiybmmJqb4BvkxWufTeapt0eiUqnYtWsX165dkz9o6pmnpyeOjo788ssv5OfnE9i2Jev/O54HevphY2mOqUZNazcHXhtzNx88MxwzUxOOHj3KqVOn6Natm0wiLSolM9cbWUOcub705bx//34GDx5MYGBghb9I8vLy+Prrr0lKSuKRRx7B1dW1nksroqOj+fXXXwkJCaF///4V1mIVFxfz448/cujQIUaOHEmHDh3quaTizJkzrFu3Dh8fH/7zn/9U2CyvKAp//PEHf/zxB/369aN37971XFJx+fJlli9fTrNmzRgzZkyZRbCvd+jQITZt2kTHjh154IEH6izwqs+Z6/0enYfGrIYz1xfmc/gLmbn+RhJ4GVlDDLygZGTPli1b9FXnQUFB+Pn5YWZmBsClS5eIiYnh4MGDaDQaxowZg7u7u5FL3Xjt3buXLVu20LRpUwIDAwkICNA3TWVmZhIbG8v+/fvJy8tj+PDhdOrUycglbrxOnTrFt99+i6mpKQEBAQQGBuqXA8rLyyMuLo6YmBiuXbtGv379uOuuu6QGxUhSUlJYu3YtBQUF+Pn5ERwcjLOzMyqViqKiIo4ePUpMTAyJiYn6JdZKR3fXhXoNvKbUUuD1pQReN5LAy8gaauAFJX91//PPP+zbt49Tp04BJf2KiouLS0Y9WlnRtWtXgoKCGlzZG6OkpCSio6P1k9iW1qYUFRVhZmZG586d6datm35+ImE8165dY9++fcTFxZGfn4+JiQlqtZrCwkLUajUdOnSgW7du8sdMA5CTk0NMTAyxsbFkZWWh0WgwMTGhoKAAAG9vb4KCgmjXrl2dB8gSeN0ZJPAysoYceF0vPT2ds2fPkp+fj0ajwc7OjrZt29bpX3eienJzczl9+jS5ubmoVCqsrKxo164d5ubmxi6auEFRURGnTp0iKysLnU5HkyZN8Pb2rrRZSxiHTqfjzJkzpKenU1xcjIWFBZ6enjRr1qzeylCfgVfnybUTeB1aLoHXjWQCVVElTZs2lc7Yt4kmTZrol3wSDZupqSkdO3Y0djFEFajV6sY1eEgWya4zEngJIYQQwpAEXnVGppMQQgghhKgnRg+8EhMTGT9+PA4ODlhaWuLn50dMTEyF6ZOTkxk7dizt2rVDrVYzffr0MmkiIiJQqVQGm4WFYVu1oii8/vrruLq6YmlpSf/+/Tl9+rT++Llz55gyZQpeXl5YWlrSpk0b3njjDQoLCw3S3Pg9KpWKv//+u+Y3RgghhDCS+p65XqvVMmvWLIN37ty5c7lZN/SPP/4YX19fLC0t8fHxYdWqVWXSbNiwgfbt22NhYYGfnx+//PLLrd6OWmXUpsa0tDR69uxJv379+PXXX3F0dOT06dP6odXlKSgowNHRkZkzZ/L+++9XmM7W1paTJ0/qP9842uSdd97hgw8+YOXKlXh5eTFr1izCwsI4duwYFhYWnDhxAp1Ox2effYa3tzdHjhxh6tSp5OTk8O677xrktX37doN+Gg4ODrd6K4QQQoiGo56bGhcsWMDSpUtZuXIlHTt2JCYmhkceeQQ7OzumTZtW7jlLly4lPDyczz//nODgYKKjo5k6dSr29vbcd999AOzZs4cxY8Ywf/58hg4dyrp16xg+fDj79+832rQ6Rh3V+Oqrr/LXX3/x559/Vuv8vn374u/vz+LFiw32R0REMH36dNLT08s9T1EU3NzceOGFF3jxxReBksVrnZ2diYiIYPTo0eWet3DhQpYuXcrZs2eBkhovLy8vDhw4gL+/f7Wu4XYZ1SiEEMK46nNUY5cJtTOq8eCqqo1qHDp0KM7Oznz55Zf6fQ8++CCWlpasWbOm3HNCQ0Pp2bMnCxcu1O974YUX2Lt3L7t37wbgoYceIicnh59++kmfpkePHvj7+/Ppp5/W5PKqzahNjZs3byYoKIiRI0fi5OREQEAAn3/+ea3knZ2djYeHB+7u7gwbNoyjR4/qj8XHx5OSkkL//v31++zs7OjevTtRUVEV5pmRkVHu0OH7778fJycnevXqxebNmystV0FBAZmZmQabEEII0ZCoFKVWtqoKDQ1lx44d+jkjDx48yO7duxk0aFCF5xQUFJTpRmRpaUl0dDRFRUUAREVFGbzrAcLCwip919c1owZeZ8+eZenSpbRt25atW7fy5JNPMm3aNFauXFmjfH18fFi+fDmbNm1izZo16HQ6QkNDuXjxIlAyGzGAs7OzwXnOzs76Yzc6c+YMH374IY8//rh+n7W1NYsWLWLDhg38/PPP9OrVi+HDh1cafM2fPx87Ozv9JhMkCiGEaHBqcZHsGysbSiefvd6rr77K6NGjad++vX5Vh+nTpzNu3LgKixgWFsYXX3xBbGysfkH5L774gqKiIq5cuQKUvO9v5V1fH4zax0un0xEUFMS8efMACAgI4MiRI3z66adMnDix2vmGhIQQEhKi/xwaGoqvry+fffYZc+fOveX8EhMTuffeexk5ciRTp07V72/evDnPP/+8/nNwcDBJSUksXLiQ+++/v9y8wsPDDc7JzMyU4EsIIcQd68Z33BtvvMHs2bMN9n3zzTesXbuWdevW0bFjR+Li4pg+fTpubm4VxgOzZs0iJSWFHj16oCgKzs7OTJw4kXfeeafCNWsbAqOWzNXVtcxCvb6+vpw/f75Wv6c0ej5z5gwALi4uAKSmphqkS01N1R8rlZSURL9+/QgNDWXZsmU3/a7u3bvrv6c85ubm2NraGmxCCCFEQ1KboxovXLhARkaGfgsPDy/zfS+99JK+1svPz4+HH36YGTNmMH/+/ArLaGlpyfLly8nNzeXcuXOcP38eT09PbGxs9Eujubi4VOldX5+MGnj17NnTYOQhlCwg6+HhUavfo9VqOXz4MK6urgB4eXnh4uLCjh079GkyMzPZu3evQU1ZYmIiffv2JTAwkBUrVlQpgo6Li9N/jxBCCHFbqsWmxhsrG8pbviw3N7fMO1aj0aDT6W5aVFNTU1q2bIlGo2H9+vUMHTpUn1dISIjBux4gMjLS4F1f34za1DhjxgxCQ0OZN28eo0aNIjo6mmXLlhnULIWHh5OYmGgwN0dcXBxQ0oH+8uXLxMXFYWZmpq89mzNnDj169MDb25v09HQWLlxIQkICjz76KFAytcT06dN56623aNu2rX46CTc3N4YPHw78L+jy8PDg3Xff5fLly/rvL42UV65ciZmZGQEBAQB8//33LF++nC+++KLO7pkQQghxp7nvvvt4++23adWqFR07duTAgQO89957TJ48WZ/mxnjg1KlTREdH0717d9LS0njvvfc4cuSIQT/x5557jj59+rBo0SKGDBnC+vXriYmJqVILVl0xauAVHBzMxo0bCQ8PZ86cOXh5ebF48WKDznTJycllmh5LAx2A2NhY1q1bh4eHB+fOnQNK5gebOnUqKSkp2NvbExgYyJ49ewyaNV9++WVycnJ47LHHSE9Pp1evXmzZskU/QiIyMpIzZ85w5swZWrZsafD918/AMXfuXBISEjAxMaF9+/Z8/fXXjBgxotbukRBCCFHfbnUC1IryqKoPP/yQWbNm8dRTT3Hp0iXc3Nx4/PHHef311/VpbowHtFotixYt4uTJk5iamtKvXz/27NmDp6enPk1oaCjr1q1j5syZvPbaa7Rt25YffvjBaHN4gZHn8RIyj5cQQoiqqc95vLqOfrtW5vHav/6/8n67gSySLYQQQggD9V3j1Zg03PGWQgghhBB3GKnxEkIIIYShel6rsTGRwEsIIYQQZUhTYd2QpkYhhBBCiHoiNV5CCCGEMKQoJVtN8xBlSOAlhBBCCAMyqrHuSFOjEEIIIUQ9kRovIYQQQhiSUY11RgIvIYQQQhhQ6Uq2muYhypKmRiGEEEKIeiI1XkIIIYQwJE2NdUYCLyGEEEIYkFGNdUcCLyGEEEIYknm86oz08RJCCCGEqCdS4yWEEEIIA9LUWHck8BJCCCGEIelcX2ekqVEIIYQQop5IjZcQQgghDEhTY92RwEsIIYQQhmRUY52RpkYhhBBCiHoiNV5CCCGEMCBNjXVHAi8hhBBCGJJRjXVGmhqFEEIIIeqJ1HgJIYQQwoA0NdYdCbyEEEIIYUinlGw1zUOUIYGXEEIIIQxJH686I328hBBCCCHqidR4CSGEEMKAilro41UrJbnzSOAlhBBCCEMyc32dkaZGIYQQQoh6IjVeQgghhDAg00nUHQm8hBBCCGFIRjXWGWlqFEIIIYSoJ1LjJYQQQggDKkVBVcPO8TU9/04lgZcQQgghDOn+3WqahyhDmhqFEEIIIeqJ0QOvxMRExo8fj4ODA5aWlvj5+RETE1Nh+uTkZMaOHUu7du1Qq9VMnz69TJqIiAhUKpXBZmFhYZBGURRef/11XF1dsbS0pH///pw+fdogzbVr1xg3bhy2trY0bdqUKVOmkJ2dbZDm0KFD3HXXXVhYWODu7s4777xT/ZshhBBCNAClTY013URZRg280tLS6NmzJ6ampvz6668cO3aMRYsWYW9vX+E5BQUFODo6MnPmTLp06VJhOltbW5KTk/VbQkKCwfF33nmHDz74gE8//ZS9e/diZWVFWFgY+fn5+jTjxo3j6NGjREZG8tNPP7Fr1y4ee+wx/fHMzEwGDhyIh4cHsbGxLFy4kNmzZ7Ns2bIa3BUhhBDCyJRa2kQZRg28FixYgLu7OytWrKBbt254eXkxcOBA2rRpU+E5np6eLFmyhAkTJmBnZ1dhOpVKhYuLi35zdnbWH1MUhcWLFzNz5kyGDRtG586dWbVqFUlJSfzwww8AHD9+nC1btvDFF1/QvXt3evXqxYcffsj69etJSkoCYO3atRQWFrJ8+XI6duzI6NGjmTZtGu+9917t3CAhhBDCGEpnrq/pVkVarZZZs2bh5eWFpaUlbdq0Ye7cuSg3yWPt2rV06dKFJk2a4OrqyuTJk7l69ar+eFVawOqbUQOvzZs3ExQUxMiRI3FyciIgIIDPP/+8VvLOzs7Gw8MDd3d3hg0bxtGjR/XH4uPjSUlJoX///vp9dnZ2dO/enaioKACioqJo2rQpQUFB+jT9+/dHrVazd+9efZrevXtjZmamTxMWFsbJkydJS0srt1wFBQVkZmYabEIIIURjtmDBApYuXcpHH33E8ePHWbBgAe+88w4ffvhhhef89ddfTJgwgSlTpnD06FE2bNhAdHQ0U6dONUh3sxaw+mbUwOvs2bMsXbqUtm3bsnXrVp588kmmTZvGypUra5Svj48Py5cvZ9OmTaxZswadTkdoaCgXL14EICUlBcCgFqz0c+mxlJQUnJycDI6bmJjQrFkzgzTl5XH9d9xo/vz52NnZ6Td3d/caXasQQghR20pnrq/pVlV79uxh2LBhDBkyBE9PT0aMGMHAgQOJjo6u8JyoqCg8PT2ZNm0aXl5e9OrVi8cff7zMOZW1gBmDUQMvnU5H165dmTdvHgEBATz22GNMnTqVTz/9tEb5hoSEMGHCBPz9/enTpw/ff/89jo6OfPbZZ7VU8uoLDw8nIyNDv124cMHYRRJCCCEM1XNTY2hoKDt27ODUqVMAHDx4kN27dzNo0KAKzwkJCeHChQv88ssvKIpCamoq3377LYMHDzZIV1kLmDEYdR4vV1dXOnToYLDP19eX7777rla/x9TUlICAAM6cOQOAi4sLAKmpqbi6uurTpaam4u/vr09z6dIlg3yKi4u5du2a/nwXFxdSU1MN0pR+Lk1zI3Nzc8zNzWt+UUIIIcRt4MYuNeW9B1999VUyMzNp3749Go0GrVbL22+/zbhx4yrMt2fPnqxdu5aHHnqI/Px8iouLue+++/j444/1aUpbwDp37kxGRgbvvvsuoaGhHD16lJYtW9buhVaRUWu8evbsycmTJw32nTp1Cg8Pj1r9Hq1Wy+HDh/VBlpeXFy4uLuzYsUOfJjMzk7179xISEgKURNLp6enExsbq0/z222/odDq6d++uT7Nr1y6Kior0aSIjI/Hx8al0ZKYQQgjRkKl0tbMBuLu7G3SxmT9/fpnv++abb1i7di3r1q1j//79rFy5knfffbfSrkfHjh3jueee4/XXXyc2NpYtW7Zw7tw5nnjiCX2ahtgCZtQarxkzZhAaGsq8efMYNWoU0dHRLFu2zGA6hvDwcBITE1m1apV+X1xcHFBSfXj58mXi4uIwMzPT157NmTOHHj164O3tTXp6OgsXLiQhIYFHH30UKGnvnT59Om+99RZt27bFy8uLWbNm4ebmxvDhw4GSmrd7771X3/RZVFTEM888w+jRo3FzcwNg7NixvPnmm0yZMoVXXnmFI0eOsGTJEt5///16uHtCCCFEHbnFpsIK8wAuXLiAra2tfnd5rT4vvfQSr776KqNHjwbAz8+PhIQE5s+fz8SJE8vNfv78+fTs2ZOXXnoJgM6dO2NlZcVdd93FW2+9ZdCiVerGFjBjMGrgFRwczMaNGwkPD2fOnDl4eXmxePFig6rF5ORkzp8/b3BeQECA/t+xsbGsW7cODw8Pzp07B5TMDzZ16lRSUlKwt7cnMDCQPXv2GDRrvvzyy+Tk5PDYY4+Rnp5Or1692LJli8Ew07Vr1/LMM89wzz33oFarefDBB/nggw/0x+3s7Ni2bRtPP/00gYGBNG/enNdff91gri8hhBCiMbO1tTUIvMqTm5uLWm3YCKfRaNDpKl53KDc3FxMTwzBGo9EAVDgNRWkL2I39wOqTSrnZJBmiTmVmZmJnZ0dGRsZN/8cUQgjReNXH+6L0O/oG/xcTk5rNd1VcnM/OfW9XqbyTJk1i+/btfPbZZ3Ts2JEDBw7w2GOPMXnyZBYsWACUbQGLiIhg6tSpfPDBB4SFhZGcnMz06dMNpn0qrwXshx9+IDY2tkwf8/oii2QLIYQQwkBtLPlzK+d/+OGHzJo1i6eeeopLly7h5ubG448/zuuvv65Pc2ML2KRJk8jKyuKjjz7ihRdeoGnTptx99936QA2q1gJW36TGy8ikxksIIURV1GeNV7+g12qlxuv3mHnyfruB1HgJIYQQwlAtdq4XhiTwEkIIIYQhBai4X3vV8xBlSOAlhBBCCAP13cerMTHqBKpCCCGEEI2J1HgJIYQQwpBCLfTxqpWS3HEk8BJCCCGEIelcX2ekqVEIIYQQop5IjZcQQgghDOkAVS3kIcqQwEsIIYQQBmRUY92RpkYhhBBCiHoiNV5CCCGEMCSd6+uMBF5CCCGEMCSBV52RpkYhhBBCiHoiNV5CCCGEMCQ1XnVGAi8hhBBCGJLpJOqMBF5CCCGEMCDTSdQd6eMlhBBCCFFPpMZLCCGEEIakj1edkRov0SCkp6cTFBSEv78/nTp14vPPPzd2kUQFTp48ib+/v36ztLTkhx9+MHaxRAUeeOAB7O3tGTFihH7f008/jbOzM0FBQUYsmbhRec+qb9++tG/fHn9/f3r16lV/hdEptbOJMiTwEg2CjY0Nu3btIi4ujr179zJv3jyuXr1q7GKJcvj4+BAXF0dcXBy7d+/GysqKAQMGGLtYogLPPfccq1atMtg3duxYfvnlFyOVSFSkvGcF8O233+p/3sTtTwIv0SBoNBqaNGkCQEFBAYqioEg1dYO3efNm7rnnHqysrIxdFFGBvn37YmNjY7CvZ8+eODg4GKlEoiLlPSujKW1qrOkmypA+XqLBSE9Pp0+fPpw+fZqFCxfSvHlzYxdJ3MQ333zDhAkTjF0MIe5oY8eORaPRMHLkyHr81toInCTwKo/UeIkGo2nTphw8eJD4+HjWrVtHamqqsYskKpGZmcmePXsYPHiwsYsixB1r7dq1HDp0iJ07d0rz8B1CAi/R4Dg7O9OlSxf+/PNPYxdFVGLTpk0MHDgQCwsLYxdFiDtWixYtALCzs+OBBx6ovy+WpsY6I4GXaBBSU1PJysoCICMjg127duHj42PkUonKfPPNNzz00EPGLoYQd6zi4mKuXLkCQGFhIZGRkfX35TKqsc5IHy9RJ3Jzczlw4ABnzpwhPz8fjUaDnZ0d/v7+tGnTBrXaMOZPSEjgscce03eqf/bZZ/Hz8zNS6RuXwsJCjhw5wrFjx8jNzUWlUmFlZUWnTp3o0KEDJiZlf01kZGQQHR3Nd999Z4QSN15arZaTJ09y6NAhsrKy0Ol0NGnShHbt2v1/e/ceFlW19wH8u2dgmAHkKldhEOSmEGAMV4+oiRKpHco3eQs185ZHz1GzOmUnNa30+FZqeYwy8RKJJJWKnbxFkhdQuYiSGgJKEg6oiDPInZn1/kFMjoyAMsyM8vs8zzyP7Fl78Zu1l7N/rL322ggMDNQ4+hgdHY0zZ86grq4OLi4uSEtLw+eff44DBw6guroaLi4uWLt2rY7nDz36GGMoKyvD6dOnUVNTg5aWFgiFQgwcOBDBwcEaJ9Hffay+/vprzJ8/Hy0tLVAoFBg7diwOHDigh09DtIljdOuYXsnlclhaWkImk8HCwkLf4fRYfX09Dh48iF9++QUA4OXlBXNzcygUCkilUlRWVsLKygrDhw/H448/rudo+7bW1lYcPnwYeXl5aGpqgoeHB6ytrcEYQ3V1NX777TeYmpoiJCQEUVFRHZJlojuMMZw4cQLZ2dmora2Fi4sL7OzswOPxIJfLUVpaCj6fj8DAQIwZMwYCgUDfIfdp586dQ2ZmJm7cuIH+/fvDxcUFRkZGqK+vR3FxMRQKBXx9fRETE3Nf3/u6OF+0/45o8VwY8Ux6VFersgk/Xvn0kTm/aQuNeBGtkclkSE5ORn19PUaNGoWhQ4eqlogA2k4eFRUVOHnyJPbu3YsbN25gzJgx4LiePomV3K/m5makpKTg999/R3h4OCQSCaysrNTK3LhxAzk5OThy5AgqKyvx3HPPgc/n6yfgPowxhvT0dBQUFGDo0KEIDQ2Fo6OjWpna2lrk5+cjKysLFRUVmDx5str/PaI7x44dQ0ZGBry9vTFu3Di4ubmpfcc1Njbi7NmzOHbsGJKSkjBlyhTDvIObVq7vNTTipWePyohXY2MjNm/ejObmZkydOhU2NjYAANZaBrQWAZwQMA4Bx2s7GZw8eRL79+/H6NGjdbsaM4FSqURqaip+++03JCQkQCwWAwCuNdTi7M2r4DgOQ21dYGPSdqwuXryInTt3ws/PD3FxcZQo69iBAwdw8uRJxMXFISAgAAAgb25E7rXf0axUwN/GES7mlgCAyspKJCcnw9bWFlOnTtV4mZj0nvz8fOzduxdRUVEYOXIkOI5Dq7IFpXUX0KRohJ2JE5xErgDakuXk5GQ0Nzdj5syZMDc377J+nY54DZijnRGvis8e+vObttH/SqIVOTk5qKmpwezZs2FjYwPWegVM9i+g5eSfhThTMNPp4Mz/jrCwMMjlchw+fBhDhw6lBTh1qLi4GMXFxXjhhRcgFosha27Asvx92Pf7BSj/+DvMiOPh2YEBeDsoBt7e3pgwYQJ2794NiUQCV1dXPX+CvqO6uhonTpzAmDFjEBAQgGaFAv93OhPJRfloUioAAByAUQMG4d/hsXB0dMTzzz+PpKQknD17li7n61BzczMOHjyIoKAgjBw5EgCQee2/OFj1HRoUdapyYlNPxLvOhnM/MRISEvD555/j+PHjiImJ0VPkRNdo0gbpMaVSiby8PPj7+8POzg5MUQl2cxLQkqtekNUDdf8Bk78DAPjLX/4CHo+H/Px8ncfcl+Xk5GDAgAHw8vJCQ2sLpmR+hf13JF0A0MqU+ObyGcw4ugOtSiUCAgJgbW2N3NzcTmom2pabmwuRSITQ0FAwxjD/2B4kXchVJV1A2xKVP1+9hGf3J+NWUwNcXFzg7e2NnJwcevqDDv3yyy9oamrCiBEjwHEc9ld+gz1Xk9WSLgAor7+ET4qXoqqxApaWlhg6dCgKCgrQ0tKip8jvgZaT6DWUeJEeKykpgUwmQ0hICACA1W0ElDIACs07NKSCtZZAJBLB398feXl5dILQkZs3b6K0tFR1rL777SwuyKqg0ND+SjDk3LiCH68WgeM4SCQSnDt3DvX19boOu09qaWlRzesyMjLCqWvl2H/lIpiG1cAVjOFqvRzbivIAABKJBJWVlaioqNB12H1Wbm4uvL29YWVlBVnLTRyq2qWxHIMSLcpm7K9MA9B2rBobG1U3JBkMBi0kXvr+EIaJEi/SY1KpFGZmZnB2dgZjCqDhW9wz6QIA8MEa2r6UvL29IZPJ0NDQoJNY+7rKykoAbXebAkDapdPobMYWDxzSLhcAaDtWCoUC169f7+UoCdD2CK3GxkZ4e3sDANJKC8HvZH6dkjGkFp8BAHh6eoLH46mON+ldjDFIpVLV/6v8muPoLOtQQokzt06hQVEPa2tr2NvbQyqV6ihaom+UeJEea2pqgonJH5MwWUPbq1MMULQ9Dqh9v6ampl6MkLRrbm4GANV6T5UNtZ3+UaoEg7ReBoCOla61H6v2dq+sq9U4Mnmn6w1tl7U4joNAIKBjpSPtlwnbj5WspQa8Lk6vDErcbpWr9ms/3gaDLjX2Gkq8SI+pfcFzIgBd3QnDAby226fb96N1h3SjvZ3b291OaNbliJeDyEJtHzpWunH3sbI3Ne90xAsAbIRtd6IyxtDc3EzHSkeMjY0B/Hms+hlZQtnFdTYOHMz5/VT7GdyxUiq18yId6D3xal9zxtbWFiKRCI899linE3ilUileeOEFeHt7g8fjYeHChZ3Wn5qaCo7jEBcXp7a9qqoK06ZNg7OzM0xNTfHkk0+iuLhY9X5ZWRk4jtP4SktLU5XT9H5qauoDtcXDysHBAXV1daisrATH8QHRMwA6W+9JAU70VwBt88P69esHkUikk1j7Ont7ewBt7Q4A/+Me1Gl5JRgmDgxU7cPj8QxzzaFHkKWlJQQCAUpLSwEAEz38Ox3x4nEc4j3blpu4fPkylEolHBwcdBJrX8dxHOzt7VXH6nHrYejsUiMPPPhbSiAyMoNMJsP169fpWPUhek28ampqMGzYMBgbG2Pfvn04f/48PvroI1hbW99zn6amJtjZ2eHtt99GYGBgp/WXlZXhtddew/Dhw9W2M8YQFxeHS5cuYc+ePTh9+jTc3NwQHR2Nurq2oXpXV1dIpVK11/Lly2Fubo7Y2Fi1+rZs2aJW7u4k71Hn4+ODfv36IScnBwDAmc0GOHNoTr44QBgHzngwGhsbUVhYiODgYFoVXUf69+8Pd3d31bH6H/cgePSz1TiSwuM4BNo4I8bFF4wx5ObmYvDgwd1ab4j0nEAgQGBgIPLz86FQKBDp6IZRzh7gaRij5HMc7IVmmOYrAdB256q9vT0t/aFDEokERUVFkMlksBb0x0j78RrLceCBzxnhSce2RzTl5eXB2NjY8B6RRpcae41ez3arV6+Gq6srtmzZgtDQULi7u2Ps2LEYNGjQPfcZOHAgPv74Y0ydOhWWlpb3LKdQKJCQkIDly5fDw8ND7b3i4mKcOHECiYmJCAkJgY+PDxITE9HQ0IAdO3YAAPh8PhwdHdVeu3btwqRJkzqceKysrNTKaXpe2qOMx+MhODgYhYWFuHnzJjgjF3C2OwAjv7tKCgDTl8BZrgQAZGdnQ6FQ0FpDOiaRSFBeXo5Lly7BzEiA7SOnIspxkNrpnAcOsS6DsSUqAcY8Ps6dO4fq6mrV3ZBEN0JCQlBXV4e8vDxwHIfEEc8g3isQRpz6V3eIvSu+eXIKbIWmkEqlKCoqQkhICC12q0MBAQEwNjbG0aNHAQDjnZ5HrONzENy1CKmD0Bl/91oGZ5EYt2/fRl5eHgIDAw3vUiMlXr1GrwuopqenIyYmBs899xx+/vlnDBgwAHPnzsWsWbN6XPeKFStgb2+PGTNmqP4jtGu/Dn9ngsTj8WBiYoJjx45h5syZHerLy8tDQUEBNmzY0OG9efPmYebMmfDw8MCcOXPw0ksv3fMLr6mpSW3Cq1wuf6DPZ2hCQ0NRWFiI7du3/5EUe4Lr/w1Yy4U/V64XRILjtc0Xys/Px5EjRxAVFaXxYbGk9/j6+sLd3R1paWmYMmUKnJ2dsfEv/4srt2twuvp38DgOkv5iOJm2HavLly9jz549GDJkiGqVe6IbdnZ2kEgk2L9/P/r164fBgwdjVfiTeDVwOLKrrqBFqUCArSM8Ldsu/964cQM7duyAo6Njl1cEiHaZmJhg9OjR2LdvH6ysrDBs2DCMdZyIEXbjUFR7Fk3KRtibOENsOggcx6Gurg7bt28Hn8+np3f0MXod8bp06RISExPh5eWFAwcO4G9/+xvmz5+Pbdu29aje9mdgffHFFxrf9/X1hVgsxuLFi1FTU4Pm5masXr0av//++z1v6U1KSsLgwYMRGRmptn3FihXYuXMnDh06hIkTJ2Lu3LlYv379PWNbtWoVLC0tVa9H5VKASCRCQkIClEolNm3ahJycHDQ1NYEzHgxOFAdO+CQ4ngWqqqqQnp6OvXv3Ijg4WLXCM9EdHo+HSZMmwdbWFlu3bsWRI0dw+/ZtiM2t8Ve3xzBB7A8nUwvIZDJkZGTgq6++gpubG5555hkaQdGD2NhYDBkyBDt37sS+fftQXV2N/iIzTBg4GM96+MPTsj/q6+uRlZWFpKQkCIVCvPDCC6oJ30R3QkNDERUVhYyMDHz77beoqKiACV+IAKtQhNhEwc3ME62trTh9+jQ2bdqE2tpaJCQkGObjdJRMO69uUigUWLJkCdzd3SESiTBo0CC8++67Xa7xuH37dgQGBsLU1BROTk6YPn06qqur1cqkpaXB19cXQqEQjz32GH744YcHahJt0euzGgUCASQSCbKyslTb5s+fj5ycHGRnZ3e5/8iRIxEUFIR169apttXW1iIgIACffvqpai7WtGnTcOvWLezevVtVLi8vDzNmzMCZM2fA5/MRHR0NHo8Hxhj27dun9nsaGhrg5OSEJUuW4NVXX+00pqVLl2LLli0oLy/X+L6mES9XV9dH5llWt2/fxg8//IBff/0VxsbG8PHxgbm5ORQKBSorK3HlyhWYm5tj2LBhCAsLoxO5HrW0tODgwYMoKCiAUqlULf7IGMPNmzdRUlICY2NjSCQSPPHEE/SAbD1ijOHIkSM4efIkGhoa4O7uDjs7O/D5fMjlchQVFYExBj8/P8TGxva56Q6GpqCgAJmZmZDJZHB2dsaAAQNgZGSE+vp6FBUVobGxEZ6ennjqqac6ndN8N10+q3G09Ysw4vXs8mershkZNdu6Fe/KlSuxZs0abNu2DX5+fsjNzcVLL72E999/H/Pnz9e4z/HjxxEVFYW1a9diwoQJqKiowJw5c+Dt7Y3vvvsOAJCVlYWoqCisWrUK48ePR0pKClavXo38/Hz4+/v36PM9KL0mXm5ubhgzZgw2bdqk2paYmIj33nuvWysua0q82ld6vvMkofzjllYej4eioiK1OWQymQzNzc2ws7NDWFgYJBJJh8uJycnJmDFjBioqKmBnZ9dpTP/9738xfvx4NDY2/rm2VScelYdk300ulyMvLw+lpaVoaGgAn8+HpaUlgoKC4OvrSydxA9LQ0IAzZ87gwoULqKurA8dxMDMzg7+/PwICAgxv7kkf1tLSgvPnz+Ps2bOora2FUqmESCSCj48PPfPUwCiVSpSUlCA/Px81NTVobW2FUCjEwIEDERwcDBsbm/uuU6eJl9VUGHE9TLxYMzJufdmteMePHw8HBwckJSWptk2cOBEikQhfffWVxn0+/PBDJCYmqu4mBYD169errmABQHx8POrq6vD999+ryoSHhyMoKAifffZZTz7eA9PrHK9hw4ahqKhIbdvFixfh5ub2wHX6+vqisLBQbdvbb7+N2tpafPzxxx0u7bVP0C8uLkZubi7efffdDnUmJSXh6aef7jLpAtoSP2tr624lXY8yCwsLjBo1CqNGjdJ3KKQLIpEI4eHhCA8P13copAvGxsYIDAyk+VsPAR6PB29vb9WTB/qyu+cym5iYdDhHRkZGYuPGjbh48SK8vb1x5swZHDt2DGvWrLlnvREREXjrrbfwww8/IDY2FteuXcM333yDp556SlUmOzsbixYtUtsvJiZG7QqYruk18XrllVcQGRmJlStXYtKkSTh16hQ2btyIjRs3qsosXrwYFRUV+PLLL1XbCgoKALRd1rp+/ToKCgogEAgwZMgQCIXCDsOHVlZWAKC2PS0tDXZ2dhCLxSgsLMSCBQsQFxeHsWPHqu1bUlKCI0eOaLwmvHfvXlRVVSE8PBxCoRCHDh3CypUr8dprr/W0aQghhBD9YQw9ftjiHxfU7h7wWLZsGd555x21bW+++SbkcrnqiohCocD777+PhISEe1Y/bNgwbN++HfHx8WhsbERraysmTJigdtWqsrKywxppDg4Oen2cll4Tr5CQEOzatQuLFy/GihUr4O7ujnXr1qk1tFQqxZUrV9T2Gzp0qOrfeXl5SElJgZubG8rKyrr9u6VSKRYtWoSqqio4OTlh6tSpWLJkSYdymzdvhouLS4eEDGj763PDhg145ZVXwBiDp6cn1qxZo5W7MgkhhBC9USoBrocrz7O2/cvLy9UuNWq6IrRz505s374dKSkp8PPzQ0FBARYuXAhnZ2e8+OKLGqs/f/48FixYgKVLlyImJgZSqRSvv/465syZo3bJ0tDodY4XeXTneBFCCNEunc7x6pegnTletdu7Fa+rqyvefPNNzJs3T7Xtvffew1dffYVff/1V4z5TpkxBY2Oj2tNkjh07huHDh+Pq1atwcnKCWCzGokWL1J5ys2zZMuzevRtnzpzp0ed7ULRcOCGEEELU6XgB1fr6+g5PMOHz+aqb4+5nn7bw2353REQEMjIy1MocOnQIERER3Y5N2/R6qZEQQgghhocplWA9vNTIWPf3nzBhAt5//32IxWL4+fnh9OnTWLNmDaZPn64qc/ec7wkTJmDWrFlITExUXWpcuHAhQkND4ezsDABYsGABRowYgY8++gjjxo1DamoqcnNz1eaS6xolXoQQQgjRq/Xr12PJkiWYO3curl27BmdnZ7z88stYunSpqszdc76nTZuG2tpa/Oc//8Grr74KKysrPPHEE1i9erWqTGRkJFJSUvD222/jrbfegpeXF3bv3q23NbwAmuOldzTHixBCSHfoco7XE6J4rczx+qnhazq/3YVGvAghhBCiTskATjvLSRB1NLmeEEIIIURHaMSLEEIIIeoYA9DTdbxoxEsTSrwIIYQQooYpGVgPLzXSFHLNKPEihBBCiDqmRM9HvHq4/yOK5ngRQgghhOgIjXgRQgghRA1dauw9lHgRQgghRB1dauw1lHjpWftfBHK5XM+REEIIMWTt5wldjCS1ogXo4a9pRYt2gnnEUOKlZ7W1tQDansxOCCGEdKW2thaWlpa9UrdAIICjoyOOVf6glfocHR0hEPRsBfxHDT0ySM+USiWuXr2Kfv36geM4rdYtl8vh6uqK8vLyh+5xDQ9z7ADFr28Uv349zPEbcuyMMdTW1sLZ2Rk8Xu/dG9fY2Ijm5mat1CUQCCAUCrVS16OCRrz0jMfjwcXFpVd/h4WFhcF9gXTXwxw7QPHrG8WvXw9z/IYae2+NdN1JKBRSstSLaDkJQgghhBAdocSLEEIIIURHKPF6hJmYmGDZsmUwMTHRdyj37WGOHaD49Y3i16+HOf6HOXbycKDJ9YQQQgghOkIjXoQQQgghOkKJFyGEEEKIjlDiRQghhBCiI5R4EUIIIYToCCVeBuLf//43OI7DwoULAQA3b97EP/7xD/j4+EAkEkEsFmP+/PmQyWQa96+uroaLiws4jsOtW7fU3svMzMTjjz8OExMTeHp6YuvWrR3237BhAwYOHAihUIiwsDCcOnVK7f3GxkbMmzcPtra2MDc3x8SJE1FVVdXr8X/33XcYM2YM7OzsYGFhgYiICBw4cEBt33feeQccx6m9fH19DSL+zMzMDrFxHIfKysqHov2nTZumMX4/Pz+ttf+Dxq4prtTUVLUyhtz3u4rf0Pt+V/Ebet/vKn5d9H3SRzGid6dOnWIDBw5kAQEBbMGCBYwxxgoLC9mzzz7L0tPTWUlJCcvIyGBeXl5s4sSJGuv461//ymJjYxkAVlNTo9p+6dIlZmpqyhYtWsTOnz/P1q9fz/h8Ptu/f7+qTGpqKhMIBGzz5s3s3LlzbNasWczKyopVVVWpysyZM4e5urqyjIwMlpuby8LDw1lkZGSvx79gwQK2evVqdurUKXbx4kW2ePFiZmxszPLz81Vlli1bxvz8/JhUKlW9rl+/rla/vuI/fPgwA8CKiorU4lMoFA9F+9+6dUst7vLycmZjY8OWLVumlfbvSewA2JYtW9R+b0NDg+p9Q+/7XcVv6H2/q/gNve93FX9v933Sd1HipWe1tbXMy8uLHTp0iI0YMUL15aHJzp07mUAgYC0tLWrbP/30UzZixAiWkZHR4cT5z3/+k/n5+amVj4+PZzExMaqfQ0ND2bx581Q/KxQK5uzszFatWsUYa/sCMjY2ZmlpaaoyFy5cYABUX2q9Fb8mQ4YMYcuXL1f9vGzZMhYYGHjP8vqMv/3k09lnepjaf9euXYzjOFZWVqba1pP2d3V1feDYAbBdu3bdcx9D7/tdxa+JIfX9ruI39L5/v+2v7b6fnZ3d7d9NHi10qVHP5s2bh3HjxiE6OrrLsjKZDBYWFjAy+vMRm+fPn8eKFSvw5ZdfanxoanZ2doe6Y2JikJ2dDQBobm5GXl6eWhkej4fo6GhVmby8PLS0tKiV8fX1hVgsxhtvvNGr8d9NqVSitrYWNjY2atuLi4vh7OwMDw8PJCQk4MqVK6r3DCH+oKAgODk5YcyYMTh+/Lhq+8PW/klJSYiOjoabm5va9gdpfzMzM7i7uz9w7EDb/5/+/fsjNDQUmzdvBrtjWUJD7/tdxX83Q+v73Y3fUPt+d+Nvp82+LxaLVZ+R9D30kGw9Sk1NRX5+PnJycrose+PGDbz77ruYPXu2altTUxOef/55fPDBBxCLxbh06VKH/SorK+Hg4KC2zcHBAXK5HA0NDaipqYFCodBY5tdff1XVIRAIYGVlpVbGyMgIZWVlOHr0aK/Ff7cPP/wQt2/fxqRJk1TbwsLCsHXrVvj4+EAqlWL58uUYPnw4fvnlF/Tr10+v8Ts5OeGzzz6DRCJBU1MTNm3ahJEjR+LkyZN4/PHHcePGjYem/a9evYp9+/YhJSVFbfuDtH9qaiqUSiUkEskDxQ4AK1aswBNPPAFTU1McPHgQc+fOxe3btzF//nwAht33uxP/3Qyp73cnfkPu+92J/07a7Pvtn/HuuW6k76DES0/Ky8uxYMECHDp0qMunwMvlcowbNw5DhgzBO++8o9q+ePFiDB48GJMnT+7laDsqLy/HlStXMHnyZJ3Fn5KSguXLl2PPnj2wt7dXbY+NjVX9OyAgAGFhYXBzc8POnTsxY8YMvcbv4+MDHx8f1c+RkZEoLS3F2rVrkZyc3NVHvid9tP+2bdtgZWWFuLg4te332/7tfd/Dw6PDCER3YweAJUuWqP49dOhQ1NXV4YMPPrhn4qIt2mh74P7iN7S+3534Dbnvdyf+O2mr7xMCgCbX68uuXbsYAMbn81UvAIzjOMbn81lraytjjDG5XM4iIiLY6NGj1SZ+MsZYYGAg4/F4qv15PJ6qzqVLlzLGGBs+fHiHuQ+bN29mFhYWjDHGmpqaGJ/P7zDXYerUqezpp59mjDGNc3/a47/z9/dG/O127NjBRCIR+/7777vVvhKJhL355psGE/+dXnvtNRYeHs4Ye3jaX6lUMk9PT7Zw4cIuWr5NZ+3fHvud8d9v7Jp8//33DABrbGxkjBl23+9O/O0Mse/fT/x3MpS+fz/xa7PvtxOLxWzNmjXdqo88emiOl56MHj0ahYWFKCgoUL0kEgkSEhJQUFAAPp8PuVyOsWPHQiAQID09vcNfd99++y3OnDmj2n/Tpk0AgKNHj2LevHkAgIiICGRkZKjtd+jQIURERAAABAIBgoOD1coolUpkZGSoygQHB8PY2FitjKurKwDgyy+/7NX4AWDHjh146aWXsGPHDowbN67Ltr19+zZKS0vh5ORkEPHfraCgQBXbw9D+APDzzz+jpKSkW3/Fd9X+o0ePRnp6ulr89xv7vdrV2tpa9XBjQ+773YkfMNy+3934NZUxhL5/P/Frs+8DQFFREa5cuaL6jKQP0nfmR/505505MpmMhYWFsccee4yVlJSo3a7c/hfd3TTdRdR+S/3rr7/OLly4wDZs2KDxlnoTExO2detWdv78eTZ79mxmZWXFKisrVWXmzJnDxGIx++mnn1hubi6LiIhgERERvR7/9u3bmZGREduwYYNaHbdu3VKVefXVV1lmZia7fPkyO378OIuOjmb9+/dn165d03v8a9euZbt372bFxcWssLCQLViwgPF4PPbjjz8+FO3fbvLkySwsLEzjftpo//uNPT09nX3xxRessLCQFRcXs08//ZSZmpqqjdQZct/vTvyG3Pe7E78h9/3uxN+ut/s+6Xso8TIgd355tJ8ENb0uX76scf97nTgPHz7MgoKCmEAgYB4eHmzLli0d9l2/fj0Ti8VMIBCw0NBQduLECbX3Gxoa2Ny5c5m1tTUzNTVlzzzzDJNKpb0e/4gRIzTW8eKLL6rKxMfHMycnJyYQCNiAAQNYfHw8KykpMYj4V69ezQYNGsSEQiGzsbFhI0eOZD/99FOHfQ21/RlruyVeJBKxjRs3atxPG+1/v7Hv27ePBQUFMXNzc2ZmZsYCAwPZZ599prZGVHtdhtj3uxO/Iff97sRvyH2/u/1HF32f9D0cY53cP0sIIYQQQrSG5ngRQgghhOgIJV6EEEIIITpCiRchhBBCiI5Q4kUIIYQQoiOUeBFCCCGE6AglXoQQQgghOkKJFyGEEEKIjlDiRQjRq7KyMnAcB47jEBQU1OP62uuysrLqcV2EEKJtlHgRQgzCjz/+2OHZig9CKpVi3bp1PQ+IEEJ6ASVehBCDYGtrC1tb2x7X4+joCEtLSy1ERAgh2keJFyFEa65fvw5HR0esXLlStS0rKwsCgeC+R7OmTZuGuLg4rFy5Eg4ODrCyssKKFSvQ2tqK119/HTY2NnBxccGWLVu0/TEIIaTXGOk7AELIo8POzg6bN29GXFwcxo4dCx8fH0yZMgV///vfMXr06Puu76effoKLiwuOHDmC48ePY8aMGcjKykJUVBROnjyJr7/+Gi+//DLGjBkDFxeXXvhEhBCiXTTiRQjRqqeeegqzZs1CQkIC5syZAzMzM6xateqB6rKxscEnn3wCHx8fTJ8+HT4+Pqivr8dbb70FLy8vLF68GAKBAMeOHdPypyCEkN5BI16EEK378MMP4e/vj7S0NOTl5cHExOSB6vHz8wOP9+ffhw4ODvD391f9zOfzYWtri2vXrvU4ZkII0QUa8SKEaF1paSmuXr0KpVKJsrKyB67H2NhY7WeO4zRuUyqVD/w7CCFEl2jEixCiVc3NzZg8eTLi4+Ph4+ODmTNnorCwEPb29voOjRBC9I5GvAghWvWvf/0LMpkMn3zyCd544w14e3tj+vTp+g6LEEIMAiVehBCtyczMxLp165CcnAwLCwvweDwkJyfj6NGjSExM1Hd4hBCid3SpkRCiNSNHjkRLS4vatoEDB0Imk913XVu3bu2wLTMzs8O2nswhI4QQXaPEixBiECIjIxEUFISsrKwe1WNubo7W1lYIhUItRUYIIdpDiRchRK9cXFxQXFwMAA+87MSdCgoKALQtNUEIIYaGY4wxfQdBCCGEENIX0OR6QgghhBAdocSLEEIIIURHKPEihBBCCNERSrwIIYQQQnSEEi9CCCGEEB2hxIsQQgghREco8SKEEEII0RFKvAghhBBCdIQSL0IIIYQQHfl/SzxXKUO9sPAAAAAASUVORK5CYII=\n", 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\n", 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "%matplotlib inline \n", "\n", "plt.figure()\n", "aep = simulationResult.aep() \n", "windTurbines.plot(wt16_x,wt16_y)\n", "c =plt.scatter(wt16_x, wt16_y, c=aep.sum(['wd','ws']))\n", "plt.colorbar(c, label='AEP [GWh]')\n", "plt.title('AEP of each turbine')\n", "plt.xlabel('x [m]')\n", "plt.ylabel('[m]')\n", "\n", "plt.figure()\n", "aep.sum(['wt','wd']).plot()\n", "plt.xlabel(\"Wind speed [m/s]\")\n", "plt.ylabel(\"AEP [GWh]\")\n", "plt.title('AEP vs wind speed')\n", "\n", "plt.figure()\n", "aep.sum(['wt','ws']).plot()\n", "plt.xlabel(\"Wind direction [deg]\")\n", "plt.ylabel(\"AEP [GWh]\")\n", "plt.title('AEP vs wind direction')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Plot flow maps" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It is also possible to plot the wind farm wake map. This shows the wake behavior for each turbine given the flow cases studied.\n", "\n", "You can change the values of the wind speed and wind direction to visualize the wake maps for different flow cases." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 1.0, 'Wake map for 10 m/s and 270 deg')" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "data": { "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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IVl3Q6ohDAtJCyHIUSuTOA6O4AQBx2rJli84991zt2rVL/fv315FHHqmPPvpI/fv3lyRt2rRJpmkmtM8zzzxT8+fP15w5c3TNNddo1KhRevHFF3XkkUd2xEeIm+G0pXkVWlRRUaHc3FyVl5e76qGBzqM2mOojAAAA7S0Qiq+dQLTrgmQ/ot0ZRhImeP3UaXSGv/tYmoariXyWVPR5Tce/63Q8pnh11Z/Jvj0Zf9YdkLdE1/D3MuCip2T6slN9OGF2oEbbn7yQ/19RcMYCAABAl+W2T6vtOHGPeDWdzhvMoPNzexPAdhwFm2xrqfV9ebpomIf0RS9iAF0ZwSwAAAC6pLqgRTsBdGl1QSscWrXUWgPojGw78Uni+DkA6lmWJcdKn9+B7DQ6lnRDMAsAAIC0VRMIuZ5AK6H+l0AK2I7jelS3xEhCpD/blvxx1njT0diW3XKfbwDoCghmAQAA0KHcBk+BkB33BX1TPG6NZLEdJ2ZA2lr/UX/IJnhC2mvLDYBAyJbVpMY9MX4uQgyoA9ANEcwCAACgQziOo8q6UDiY5RFTdDW2Xd9OoGnwFE2sMApIFdtufQKwkOWolpYwANBhCGYBAADQqkDIVl3QSmgG8qa9AaONDCSsRaqFrOaTYMXLcZy4QllJ4fUIaJFsrfVpbek8TEsYAOhYBLMAAADdhNuWArbjqKouJMtxCJWQ1tw8cl0btFrtY9zaqEIgWRINSi07nnN/yz831D8AdByCWQAAgG6gJhBSZV1IUuIj9uIdEQikUm3AbtNEWkC6qwtaEX23E3mCAQCQnghmAQAAOomqupBslyFptd8Kj3oiaEW6qvG772XZ0kRxBFhIB7bTcr/Wlm6aWVEmmYvn3wNqHwDSG8EsAABAErkd0VcXtFRZF+IiG2kv1qPWptNy7dYGrRZ/Pqh9pAPbcWTZksfc83W8agN2wq0IqHsAbtiWXd/LJE3YaXQs6YZgFgAAIEnKagKqDcQIreKYGRtIZ7bjqNpvxQ5mWwmY3I4GB5IlaDmqCYQS3s40DOobABAVwSwAAECcHMdReW2w2fJ4RjRFu6BvvJ3t/gluoN2EbFu1AdvVZD8hq/mj1o3ZjSYYYjIhpEogZCuYwI2uxrUaCNmydm9rJDCStaH2qXsAQFMEswAAoFsJ2bZsO/ELZNuWSmsCqosx4lXiohvpIdFHpRtYdn0f44btE5kkLpGQCmirRILVxhzHUVVdKGaf7UQnRgQAoK0IZgEAQLcRCNnaUelPeLuGx1BpJ4B0Vxe0VFUX+1HrlgJUx3GYGA5pr9pvhZ8+SPTmgdubFgAAdBSCWQAA0ClV1AYT7tlXWReKmFwo3ot6RgMimWqDVos3AVpqndFSKFuPR6qRetV+q9n5O95Jrqob1bglJ67zs2lK4qYDACANEcwCAICUcTt6qbwmpJKqQIvrEDwhHbT2yLWnSZ1W+y1VROljHLFNK0EUNxLQkRom1nbiDDqb1mNNIKSKmj3hakvnaloLAAC6OoJZAACQEtsq6lrs19og2kV7rd8ifEJasx1Hu6oCcU8U1FDndS4n3gKSqbI2GPH0QTSxar617QAA6E4IZgEAgGu7Whm12ljjkYG1ATs84pXRUkhXDZNhNUgkMK0L2PIHrZjvc2MB6SAQqq/TROoxELLDPV4bi3W+ptYBIAVsR46dRi1c0ulY0gzBLAAA3Vi8j6I2ZTmOtpbUqawmMpjlwhzpwmrjoLyQXX/zoNq/J1w1Y5SxJ8Yb3FhAMliOI49hJHw+94ds7az0R223kWitAx2ptUkJG59r3f5eAwCpQjALAEA3FQjZ+nZnTdT34hkZ2PokQ0BqBUK2dlX6o74X62ZBQ+1blqM6HrlGmqv2WxE3yBK5OeYPWQrYtrwGvTOQvsprg81+32itzgv7ZHb4cQFAeyGYBQCgE6sJhFTjj/24dINoF+XbK+pUXhc5yVC0C3RGTiGVqupCUSeJi2c0anFlnfxNwtVodeuNtoywCklSWt18srd422ZsKasNj5htKt5aBzpa48nemmqp1i3L0ZaKWknRz/nUOICugGAWAIBOqqI2qNXFVSrx148IbBokNb2I4QIGnU1ZTUDrSqoU2N2XoLWajham0k4A6aZxkFpSFdDqksqI993UOZCudpT7tba8St5GdR3X7yfUOYBugmAWAIAU2lnpV3FZXcSyaKNbo40o2VUTUE2IdgJIbzsq/drV6FHreEenmob0XXVthx4b0B6Ky+pUtvvpg2Yhaiv1vqW6Zvey+G8ghBzaDyC5NuysDj99kOhTBw013ljTUd6W7fAUDoBui2AWAJASZWVlOvnEKQqFQrJCIV31y2v1s0suS/VhuVJUVhf3Y6eNL0T8IVvLtpYoYNkRyxtfnDS9WI+1HtLP+rWrNf2KC8Nfb1i3Rvc+9ISm/ODUFB6VOyVVrfewlJrfVPAHLX2+vax+u8Z1bcZf14kEVkiuX17yEy1b8r6+P2my7n/sWUnSrJnT9e/XXtKgwUP1t4Xvp/gI49e4xqXYj1c3rf+KupBWllTsed9lnSM9Na7xeY8+I0m66Ecnauf2bcrMzJIk/fUf7yirR49UHmaL7N2TYZUl2DKjoV6LKuu0qXJPuEqNA0D7IpgFAKRE7969tejt95Sdna3q6mqNG3uATj/jLPXt2zfVh5aQddur9O7GnZKkDE/zC5LGFy1NL1gCbZ02Hmnte/vsq1fe+kiSVF1dpf85fIwmHv0/KT6qxK3ZXqVPi8qj1rckZTT+8+51Gt63bGbH7souuOQqnfXjC/XKC8+El51y5jn64bkX6tbrf5nCI0vMiuIyrdxRLSn6eVyKXueSFLSciK/RtUSrcUma98jT2nf0ASk6qsSELEefF5fq29L6p3OocQBILwSzAICU8Hg8ys7OliT5/X45jiPHSV2IE7JtfbS+JGJZ05EgjR8dbXjrP5tLwhcsdaE9FzmxLnDCF0EW/V27k7f/9ZomHHmMsnv2TMn3/3jLrnBImsiIbMt29OW2KklS0G5+AZ/hMSL2G7QdZZiGgpYTfh9d1xETj9bSD9+LWHboERO0dfO3ST2OkOXo4627JLXcuzJaj0u/bWvVjj2jARvqvGkdR6tzdH3RajzZbMdRrd/S8t1PH0ixR6ZGq/FSf1Cby/zh5S3VeMO+qHGg87NsW4bV+gTByeJEmcgV9QhmAQApU1ZWpqnHTdbatWv0h7l3qV+/fm3aX00gFDG7tdnCI9BNH99bsmmXlnxb2WjEX/3yxgFUg2jhK9CSN179u844+7w276esOqhQk19so7UWaNxS4IsdZVqyof5Ra0+TEa3e3T8ITeteil77QEepqgup2l9/Adn01BrrkeiG2n9v8y6t+K4qXM/x1jk1Drd+/YufyWN6dNqPztXFV1wT1za7qvxq/BBBtLKOVev/WL1dW8vqImq8aX1L1DgAdEYEswCAlMnLy9PHn36hbdu26dxzztKZZ/1IAwcOdLWvnZV+PfHZZm3ZPSrEYxoJXYyX1KTPHWV0LVWVFfp82Ue6b/6TbdpPUVmd/vzpZvmDeyZg8XoiL8wbB1INyypqAxEX7kC6KakK6LFPtqikyi+PZ0/thoOnxsuahK6SVONnEkQkz51/fFwDCwarqrJCV118jobvva+OmXJii9tsLKnWn5dtDn9NjQMAGhDMAgBSbuDAgTrwoIP18uuL1PuQoyXtecy/YURU+OIlymN6krR4Q7m+3VEVXtfTKLBqfOHTsEyKPeIEaE9vLvynJh1znDKzsvRFUZmWF9XXadN+rE1vGDTt/ffvb3aqxh8K17FpRgZYnqb13aTugWR4a/12fbnqO+2qCegvy7fErGdpT61/sLZUuyrq6mvaY0bUuBR5Ho8V3ALJsniXVFO8RRmmoT5j/0fP/fsdFQ88sMUaf/ObHaoL1N8AblrjTeuZGgeA7oVgFgDQrr7duadXX9Oss3FrgZ3btykrO1u9evVWZUW53np7sT7r/X3VbVolj8eU2Shoqv+zWR+k7h72Gu0CnnAVybCxpDr855Zmp27oSfzK3/+mU8+5SIs37NAdL3xTv53HqK9ZrxlR0w3LG5Y11Hw4oPJQ4+h435bWRHzd0kzrJTUB1YVsFVXU6t1vS/Tk66tlVe1QaWVAL767Ie4aB5JpXUlVRN/4lnoT76iur/Hiyjr9vy+36vU3v1JGr3yZCqno3wuVf/AJKv1gU/g83dp5HACAxghmAQCuVVVV6c8P/0mnnfkjjfjePvrn19/pt89+GRE4Nb4QlxQOWKu3/FdrXrhT9Usd9T74ZGV4BvIPE9LKmq8/13+/WKrTpl0pSXrw40164fWvZZiGPB5P+L/m7rpuWvsKVuurpUvlP+Z/teu5ryRJJiEU0sh7rz2v3D79dfCEYyVJv339v1q67Nu4anz9X65X3bZ1soJ1mnrEfup74g2qXLFQdZs+k1VbqXX/d74GnXCl+hxwTGo/JLqt6ooyvfPq05p4whnqN2ioJOnKv36udau3u6vxqder5N2HJduSHFu99vm+cvY7KsWfEgDQmXH9CwBwraqqUn6/X2tWr9IbxaZuuvOfkumVPF55fD6Zprn7Qqf+wqfxnz2eAepz1j0RF0NAuvnvFx+rtrpKt7+1RjX+kN549l+SJ0MyPZLHK2VkyfB4ZXrMmPXe//zHtG1bTfjiH0gnO4o2a0fRZv2zplAbiyq0/N/vx13jPY69Qb0aBVuGaaj/CaObBVxAqlRVlCoY8OvF95drZ36dPv2qWJs//ay+xjMyw7+zRKtxT4ZHvabcqN6Nzt2GaWjwufdH1LjRwkSjAAC0hmAWANBmOyr8uue15ak+DKDdBa36ibZefPD/1QdVmT1SfERAx3h5/vPUOLqs/37ytd5f96WUkSV5uQQGAKQP/lUCAAAAAAAAugjbsmWYdqoPI8yx0udY0g3PFgEAAAAAAABAkhHMAgAAAAAAAECSEcwCAAAAAAAAQJIRzAIAAAAAAABAkhHMAgAAAAAAAECSEcwCAAA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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "wind_speed = 10\n", "wind_direction = 270\n", "\n", "plt.figure()\n", "flow_map = simulationResult.flow_map(ws=wind_speed, wd=wind_direction)\n", "plt.figure(figsize=(18,10))\n", "flow_map.plot_wake_map()\n", "plt.xlabel('x [m]')\n", "plt.ylabel('y [m]')\n", "plt.title('Wake map for' + f' {wind_speed} m/s and {wind_direction} deg')" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.13" }, "toc": { "base_numbering": 1, "nav_menu": {}, "number_sections": true, "sideBar": true, "skip_h1_title": false, "title_cell": "Table of Contents", "title_sidebar": "Contents", "toc_cell": false, "toc_position": {}, "toc_section_display": true, "toc_window_display": true } }, "nbformat": 4, "nbformat_minor": 2 }