Plotly_for_Triangles.ipynb

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      "authorship_tag": "ABX9TyO9p/DIPXvqohGe6ai+UTfC",
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      "cell_type": "code",
      "source": [
        "!pip install plotly"
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            "Requirement already satisfied: plotly in /usr/local/lib/python3.10/dist-packages (5.15.0)\n",
            "Requirement already satisfied: tenacity>=6.2.0 in /usr/local/lib/python3.10/dist-packages (from plotly) (8.2.3)\n",
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        "import plotly.graph_objects as go\n",
        "import plotly.io as pio\n",
        "import numpy as np\n",
        "\n",
        "# Function to plot a triangle given its vertices\n",
        "def plot_triangle(vertices, name, color):\n",
        "    x = [v[0] for v in vertices] + [vertices[0][0]]\n",
        "    y = [v[1] for v in vertices] + [vertices[0][1]]\n",
        "    return go.Scatter(x=x, y=y, fill='toself', mode='lines', name=name, line_color=color)\n",
        "\n",
        "# Right triangle with 16 unit hypotenuse\n",
        "# Assuming a 45-degree angle for simplicity\n",
        "angle = np.deg2rad(45)\n",
        "adjacent = opposite = np.cos(angle) * 16  # Using Pythagoras theorem\n",
        "right_triangle_vertices = [(0, 0), (adjacent, 0), (adjacent, opposite)]\n",
        "\n",
        "# Obtuse isosceles triangle with 120 degree angle and 20 unit hypotenuse\n",
        "# Using the Law of Cosines to find the third side\n",
        "obtuse_angle = np.deg2rad(120)\n",
        "side_length = 20 / np.sqrt(2 + 2 * np.cos(obtuse_angle))  # Derived from law of cosines\n",
        "obtuse_triangle_vertices = [(0, 0), (20, 0), (10, np.tan(np.deg2rad(60)) * side_length)]\n",
        "\n",
        "# Plotting the triangles\n",
        "fig = go.Figure()\n",
        "\n",
        "# Adding the right triangle\n",
        "fig.add_trace(plot_triangle(right_triangle_vertices, 'Right Triangle', 'blue'))\n",
        "\n",
        "# Adding the obtuse isosceles triangle\n",
        "fig.add_trace(plot_triangle(obtuse_triangle_vertices, 'Obtuse Isosceles Triangle', 'red'))\n",
        "\n",
        "# Updating layout for clarity\n",
        "fig.update_layout(title='Right Triangle and Obtuse Isosceles Triangle',\n",
        "                  xaxis=dict(title='x-axis', showgrid=True, zeroline=True, showticklabels=True),\n",
        "                  yaxis=dict(title='y-axis', showgrid=True, zeroline=True, showticklabels=True),\n",
        "                  showlegend=True)\n",
        "\n",
        "# Display the plot\n",
        "fig.show()"
      ],
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        "![Screenshot 2024-01-21 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4zE8D9eDADAEBpcS8em85Oc6yzvYNiW2E3xWJVVhSCxJFxYngCnpkRLAKAu3AvhidlswqtbM7vuDia5NlvUd/i5cpMPdBMAMC9CBYBAPA+gkV4GsEiANdKpxS79rOKNP/JDJxSx81WqvEsZcMRMwG8gQczAACUFvfiPevuHhEn5l6TKXOhCJHct+2xkXFidWE2GQgWAcBduBfDy4KvvqRwS7OsHdvNZJgVCmnHsq8o8daLzAQA3IlgEQAA7yNYhKcRLAJwo/Bf/qjYkoWykgkzGaGyUsm5TUrNnGUGgLfwYAYAgNLiXuy0ZctwnGi/Dg2ZC0UI5/4jtuPE6mhWMft455hUUcLfMyJYBAB34V4Mr7MG+vPRYnDdC2biNPjO96l/8XL7CaKZAIC7ECwCAOB9BIvwNIJFAG5T/fWbVfkfvzQrp8yMI5RsnKdMbb2ZAN7DgxkAAErLz/finh5pfWvhSOfW3GvfOPxIIBQqHOUcrc4qFivsnFhZaS66BMEiALgLn4tRLoJrn1HFow8rm06bybD09BnqW3KrUnMazAQA3INgEQAA7yNYhKcRLAJwi9C65xW9/ioF214zE6fk6WcodcrpZgV4Fw9mAAAoLb/ci3t7d+6cWIgTRwZ7YxUMmjjRPta5urCLYlWVuehiBIsA4C58LkY5CWzuzu+2GOjIfdM1isF/WKj+v/+UWQGAOxAsAgDgfQSL8DSCRQBuUPnzH6r6jq+blVN26gFKNDQpc/B0MwG8jQczAACUVjneiwcGLLW2SutNnLh1m7lQhIA1Ik7Mv+a+qs1FjyFYBAB34XMxylH48UcVevIxs3JKzj1TfYtvUubQw80EAEqLYBEAAO8jWISnESwCKKVAb6+i139G4cceNROn9PEnKXHGWbm7bcBMAO/jwQwAAKXl9XtxIlGIE1vb7B0Us9q02TJXilM4znk4TrR3TywXBIsA4C58Lka5CrS+VthtcdsWM3Hqu+FLGrr4MrMCgNIhWAQAwPsIFuFpBIsASiXyh98otuxqs3LKRqNKNpyl9FHHmAlQPngwAwBAaXnpXpxJS+tbrfyxzvZr10ZzoUg7d0scuXuivaNiuSJYBAB34XMxypk1NKTwqmYFn19jJk5Db3+n+q9ZrmxFlZkAwOQjWAQAwPsIFuFpBIsASiH6xetV8dt7zcopfeTRSjY0KRuLmwlQXngwAwBAabn5Xmwf55yPE9ssdXSYYZGqq3Lff++ye2LQZxuYEywCgLvwuRh+EHphrcIrH5aGhsxkWHa/qepd+mUlzzjbTABgchEsAgDgfQSLGAdJPfStj+rT90kf/s5dWnSiGe9Jul9rH7xPP7t/hR56rEf5n73X1qqx8Vx96ANv1zkzqvN/7I0QLAKYTKFnnlBsyQIFukfZGiYQUKqhSckTTjYDoDzxYAYAgNJyy73YDhILxzpL7R2WMhlzoQhVdpy4y86JoaC56GMEiwDgLnwuhl9Y27bmj4gOtr5qJk6DH/qE+j/5ebMCgMlDsAgAgPcRLKJ4PY/o2vd+T78d2IdgcWCNbr/yG/rBut39UCes+Tfcpm+fP9WsR0ewCGCyVP3odlX9+Ltm5ZQ5cJqSjU3KHHCgmQDliwczAACUVinuxfZRzjt3T2xrs5RMmQtFqKwoBIkj48Qwz5tGRbAIAO7C52L4TfipxxV67BGzckqdcIr6r71FqaNnmgkATDyCRQAAvI9gEWM30K/2dX/W9792t+5dXxjtXbDYowe+8Hkt/GNSqjpM//CFT+kTc6apwt41YaBDD/3kG/rcPd0aUq3+4Y5v6qrZhR8AjYZgEcBEC3R3KXbDVQo9+5SZOKVOOlXJhnlmBZQ/HswAAFBaE30v3rSpsHNia2vutd0a7RTAfRaJSLGRcWJ1YYa9Q7AIAO7C52L4UWBDmyItK2RtGuXkmZy+q2/U0OUfMCsAmFgEiwAAeB/BIvZd9wP69Lvv0kNmOdJeBYsv3K0LPnG/2ncbJPbroW9dqU/fl5Rmv0+/v+NCTTdXdkWwCGAiVfz6HkW/vNSsnLI1tfldFdOHHWkmgD/wYAYAgNIaz3vxtm2FI53tnRPtHRT7B8yFIoRz/+fZcWJ1NKuYfbxzLPd9NXFiUQgWAcBd+FwM30qnFVnZrOBzT5uBU2L+29V39TJl6+rNBAAmBsEiAADeZ/eKAfMemBSr//SA2u03jZfq/aPunlitc94+vxAprvmzHsr/YQCYXLGlC3cbK6aPOU6Dl1xOrAgAAADP2LHD0po1ln73P5Z++OOAvvmPAf3kny098L+WXvjr2GLFUEiqrZWmHZzVscdkNefkrE4/NavjZmY14xBpyhRiRQAAgLIRDCpx5jlKnneBstXVZjgs8sB/q/7y+Yr8+Q9mAgAAAAC7R7CIfTN1vu548C49u/Prnit0jrm0Z6YRt+oAAHxQSURBVB1a82ThN0+nn3S49s+/G8XRs/XW/JsOPfUiuygCmDzhlStU/9bTFfnj/WYyQjisZNN5Spw7X6qsMkMAAADAXfr7CxHiA38M6Cc/K8SJP/yJpd/9wdKatZZ29Jo/uA8CAammRjr44KyOPiqrU07Kau5pWc0+LqvDZkj7Tcl9i1xp/jAAAADKVuqoYzR0ybuVPuJoMxmhr1ex6z6r6D9+2QwAAAAAYHQEi5g8iQ69/ELh7VFTpxbejCY4TUfOKbx94OVXC28AYIJV336b4gv+XlbviPPWjPT0GRq6+DKlZh1vJgAAAEDpJYYsrVtn6U8PBvTPPy/EiXf+0NJv77f09LPSth7zB/dRPCYddGBWRx2Z1UknZtU4N6vjZ2V1+Axp6v5SFb+/AwAA4FvZWFyJt7xNyTPOMhOnin/9mWo+eLHCz602EwAAAABwIljE5OnZVjgOOufIg2vNu90wx0YN9fRrqPAWACZEsPUV1X7wYlXe/VMzcUqdOleJCy9RZspu94UFAAAAJlw6Jb34UlZ/+N+sfvHLQpz4T3da+vVvLT25Wtq8xfzBfRSLSQcekNWRR2R14glZndmY1QnHZ3XE4dIBU6Xo60/8AwAAAJQ64RQlLrlcmYMONpNhoXV/Vfxj71Hlv/zYTAAAAABgGMEi3K1zm16/1xkAjI/KX92l2ve8TcF1fzWTYdkp+ynxtkuUPLXRTAAAAIBJkpXWt1pqXmHp7l8V4sR//G5Av7wnoxUrM9rYbf7cPopGCxHiEYcXosTGhqxOzL0eeYQdLUqx3HUAAABgb6UPOEhDF12m1Enm2KxdVP/TVxVb9EkFujaYCQAAAABIVjbHvAf2XfcD+vS779JDubcf/s5dWnRiYTyqvf6z3br32qu1rCX3tvEKPfiV+WJfMwDjKplU8jMfV/rBP5qBk3X8iQqcfY6ssNnuFQAAAJhA69uyevU16ZXXsvn3mYy5UAR7Z8RYzMof72yHiPZrIGguwjNWP5N1HO19+AxLH3o/v38MAADcJ/PyOmX+8pC0fcQ3L4YVDCr0lW8peMk7zQQAxqZvMKVoZcisAACAF1k5/IQTAOArmQd+r6FTZo4aK1pV1QrOv0DBN88nVgQAAMCE6NiQVfOjWf3i3zL60jfSuvm2tH76i4z+9JeMXl0/tlixusreOdHSkYdbOvkES01nWDr9VEvHHStNnybV1hIrAgAAYGIFjjxaoXe/V4HjZpnJsGw6reSiq5Radr2Uew8AAADA39hhEcWZ6B0WL71Kj3/udFUULjh0bO437wBg70S/drMq7v2lWTllDjtSiYZ5ytbWmQmAXcWrwvnXHQPJ/CsAAHhjm7otrW+TWnNfbe2WhobMhSJUVhZ2T4xGs/kjnu2vMJtLlK3n1ljavsMscg6ZntV7LudHeQBQKnwuBvZOaO2zCrc8LKVSZjIsM+1Q9d1wq5KnNZoJAOy92miEHRYBAPA4dljE5Kqt03TztntPsWGi8FJRWz1qrAgA+yL41zWqu/ytu40Vkw1nauitbydWBAAAwJht3Wrp6Wcs/ea/Ld35g4C++Y8B3fVLSw8+ZOmll8cWK0Yi0pR66dBDsjpuZlZnzrXUeLqlY4/J5ndOrKslVgQAAID7pGadoMGLL1N6+qFmMizQ0ar4Z69Q1Y+/ayYAAAAA/IZgEZMnMk1Hziy8fXnLtsKb0aQ79PKThbeNh+xMHAFgbKp+/gPVfuidCrSvN5NhmakHauiidyl10mlmAgAAAOzZ9u3Sc89Zuv/3ln7440Kc+NO7LD3wv5b++qKl/gHzB/dBKCTV10nTp2c185isTp2T1Wm5r5nHZmV/NLavRfiNPgAAAHhEdr+pSlx4qVKnzjUTp6of3a74lR9SsPUVMwEAAADgFwSLmETTNHtO4ciMtS1rtCn/bhTr1ugP+TdTdfZxtfl3ALCvAju2q8b+Td07vmEmTukTTtbQxZcpc9A0MwEAAABer69Pev4FS//zgKUf/6wQJ/7opwH9Prde+7ylHb3mD+6DYECqzX3cnXZwNr9b4pyTs5p7WmEXxRmHSFOmSBUR84cBAAAAD0ue2qjE2y5Rtj73Te4uwo89qtr3vE0Vv77HTAAAAAD4AcEiJtXJ580vHAvdcp9+uSaZnzn166H/fkDt9tvZ83XOjPwQAPZJxf/8RnXnz1Xo8RYzGZaNxZR489uUOOPs3F2Q2yAAAACGDQ5KL75o6Y9/svSznxfixO//KKD//p2lZ5+z1NNj/uA+sHJfNTXSwQdndfRRWZ1yUlYNc7OafVxWh+U+8+43RaqsLPxZAAAAoBylD5mhwYsvV/q4483EKfrlpYrdco2sgT4zAQAAAFDOKDUwuWbO11Xz7F0We/SDq2/R7Y91aChduKSBDj303Rv1ufvskLFWH/7UuYW4EQD2QeyL1ym6/GqzckofdYyG7B+MHXm0mQAAAMCvkrmPni+/YunBhyz9/F8KceId3w/ov/7b0uqnLW3ZYv7gPorHpIMOzOqoI7M66cSszmjM6vhZWR0+Q5q6v1RVZf4gAAAA4CeRiBJnnafEOfNH/Y2dyP33qf7dFyjyyJ/NBAAAAEC5srI55j2wZ90P6NPvvksPmeXuHa1b7lmmd001y5EG1uj2K7+hH6wbbYdFW1jzb7hN3z5/tP/hYR2b+807AJBCqx9XfMkCWZu7zWSEYFDJufOUOuFkMwAwFvEq+5cOpB0Du7uHAwDgTpmM1NpmqbVVWp977ew0F4oUi0nR6qyi0dxr7iuW+5pIkXDh904Tydz/Q/CF59ZY2r7DLHIOmZ7Vey7nR3kAUCp8LgbGR6Bnq0ItKxRc/4qZOA1+8OPq//QiswKAYbXRiKKVIbMCAABeZNkIFrFPxiNYtKX7tfbBu/X9Xz2llhd6lP/Ze22tGhvP1Yc+8HadM6M6/8feCMEigJ2qfvBtVf30e2bllDlomlJnnKX0/geYCYCx4sEMAMAr2tql1lY7ULTU0VkIFouVjxJzH1Wj0eFAMWCf9zyJCBb9h2ARANyFz8XA+AqtfkzhVY+alVPq+JPVd+3NSh8zy0wAgGARAIByQLAITyNYBBDY2KnY9VcqtOZpM3FKnXyaknPPNCsAxeLBDADAjTo7La1vtXdQzH1O3GDlj3ouVnWVFN1l98RgoRUsKYJF/yFYBAB34XMxMP4CG9oVWdksq3ujmTj1f36pBt/9QbMC4HcEiwAAeB/BIjyNYBHwt4pf/0rRL99oVk6Z2jqlGpqUPuwIMwEwHngwAwAote7uncc6S+0dloaGzIUiVNlx4i47J4aC5qLLECz6D8EiALgLn4uBCZLJKNzSrNBzq83AKfHmt6lv0TJl6/czEwB+RbAIAID3ESzC0wgWAf+KLVmgyP/+zqyc7CNCEmc0SRWVZgJgvPBgBgAwmbZssfK7Jq5vtdTeLvUPmAtFqKjIfS+ZjxKH48Swh55zECz6D8EiALgLn4uBiRV8+UWFWx6W1ddnJiNUR9W79MtKnHeBGQDwI4JFAAC8j2ARnkawCPhP+NGHFV+6QOrrNZMRIhElG5qUOu54MwAw3ngwAwCYKD09UmurVdg5sd3SjlG+3dtX4dxtK24f67wzTqzOf8voaQSL/kOwCADuwudiYOJZvTsUXrkiHy+OZug9V6jvc0vMCoDfECwCAOB9BIvwNIJFwF+qv/MVVf7yJ2bllD5khlINZykzZYqZAJgIPJgBAIyH3l6ptc3S+laprd3Kx4rFCgalmri96UpWMft455hU4fE4cTQEi/5DsAgA7sLnYmDyhJ59SpGWZo32GDN91DHqu/YLSp04x0wA+AXBIgAA3kewCE8jWAT8Ibj+FcVvuFKBl0b/jdrkaQ1KzWkwKwATiQczAIB9NTDgjBO3bDEXihCwcvekGnvHxKxi9g6K1VJlpblY5ggW/YdgEQDchc/FwOQKbOxSeGWzAp0dZuLU/+lFGvzgx80KgB8QLAIA4H0Ei/A0gkWg/FX+2z+r+ttfMiun7JT9lWxsUnr6oWYCYKLxYAYA8EYSiUKc2NpaeO3eZC4UqcaOE+1jnaulWFSqqjIXfIhg0X8IFgHAXfhcDJRGeNUKhVY/YVZOyXlvUt/iZcocNN1MAJQzgkUAALyPYBGeRrAIlC8rMaTY9VcqvOLPZuKUmnWCUo1nKRviQykwmXgwAwDYKZOW1o+IEzu7zIUixe0dE+04MWq/FnZPxDCCRf8hWAQAd+FzMVA69kk84UcflrW9x0yGWYGAdtx4mxJvu9RMAJQrgkUAALyPYBGeRrAIlKfIn/+g+NKFyqZSZjJCVbUSDfOUPuY4MwAwmXgwAwD+1WaOdbbjxA2dUmYcernCcc7DcaK9eyLeGMGi/xAsAoC78LkYKLGBflWsfESBF9eagVPi0veob9FyftEdKGMEiwAAeB/BIjyNYBEoP9Gv3qSK/3e3WTllDj9SiYYmZWtqzQTAZOPBDAD4w4YNO+PE3PtOS8lx+Nf+zt0SR+6eGLDMRew1gkX/IVgEAHfhczHgDqHnn1W4pVmjfVjJTpuh3hu+oORpZ5gJgHJCsAgAgPcRLMLTCBaB8hF8/jnVLFkoq2O9mTglG+YpddKpZgWgVHgwAwDlZ+NG586Jg4PmQhGqql6/e2Kw0NmhSASL/kOwCADuwudiwD0CWzYptLJZwbbcB5pRDHzssxr46JVmBaBcECwCAOB9BIvwNIJFoDxU/vOdqr7zW2bllDngIKUam5Q+8GAzAVBKPJgBAG/bvHlEnLhB6huHj1QVFbn7gx0njtg5MRQ0FzHuCBb9h2ARANyFz8WA+4SfXKnQ4yvNyil5WqP6F9+k9GFHmgkAryNYBADA+wgW4WkEi4C3WT3bFL/+SoWeHP2HSakTT1Gyocm+W5kJgFLjwQwAeMe2bdL6VisfJ3Z05P7d3WsuFCGSuw3E4844McwzgklFsOg/BIsA4C58Lgbcyd5lMbzyYVlbNpuJU991t2jo0r81KwBeRrAIAID3ESzC0wgWAe+K/O7Xit282KycsvEaJefOU/rIo80EgFvwYAYA3GnHDqm11dL6Nqm9w1JPj7lQhFBIqhkZJ1bnvoeLmIsoGYJF/yFYBAB34XMx4F5WMqFQywqFnn/WTJwSF1ysvsU3K2t/wAHgWQSLAAB4H8EiPI1gEfCm2C3XKHL/fWbllD7qGCUbz1K2mh8aAW7EgxkAKL3+3Mcge9fE1laprd3Slq3mQhECAam2RqqOZhWrlqIxqYI40ZUIFv2HYBEA3IXPxYD7BV9cq0jLCmlwwEyGZafsr74bvqhE03lmAsBrCBYBAPA+gkV4GsEi4C2hp1YpvmShrC2bzGSYFQwq0dCk1PEnmQkAN+LBDABMrsRQYdfEnXFi9+u/jRqT2lp7x8SsYrHCzomVleYCXI9g0X8IFgHAXfhcDHiD1bNNkZXNCrz2ipk4DX7gY+r/zOgnAAFwN4JFAAC8j2ARnkawCHhH1fe/raqffc+snDIHT1fyjLOU2W+qmQBwKx7MAMDESaek9SN2TuzsMheKVFNjjnWulmLR3PdlVeYCPIlg0X8IFgHAXfhcDHhLaPUTCq9aYVZOqdknqe+am5SeebyZAPACgkUAALyPYBGeRrAIuF+gs0PxJVcpuOYZM3FKzTldydPOMCsAbseDGQAYJ7lP4faxzutbc692nNgpZcahP4vbOybacWLUfi3snojyQrDoPwSLAOAufC4GvMf+GXW4pVmB7tF/K6x/4Q0a/NsPmRUAtyNYBADA+wgW4WkEi4C7Vdz3b4retsysnLK19Uo2zlN6xhFmAsALeDADAGPT0WHixLbCzonJcfjXqB0kxkbEifbuiSh/BIv+Q7AIAO7C52LAo7IZRVpWKPjsU2bglHzT+epbfJMyU/YzEwBuRbAIAID3ESzC0wgWAfeK33CVwn/6vVk5pY+dlT8COhupMBMAXsGDGQDYs64uZ5w4OGguFKG6SortsntiwDIX4SsEi/5DsAgA7sLnYsDbgq+sU7jlYVm9vWYyQnVUfTfcqqG3XGgGANyIYBEAAO8jWISnESwC7hN+9C+KL1kg9feZyQgVFUo2NCk1c7YZAPAaHswAgNOmTSPixE6pbxw+olRW5v59G7ePcx6OE4OFRg0gWPQhgkUAcBc+FwPeZ8eK4VUrFHzpr2biNHj5B9R/9Y1mBcBtCBYBAPA+gkV4GsEi4C7Vt9+myrt/alZOmUMPU7LhLGXq680EgBfxYAaAn23dWggT17da2tCZ+3fhiIBorCIRqcaOE0fsnBgKmovAKAgW/YdgEQDchc/FQPkIPbdakZZmZTOv/946c9Qx6r3mFqVOOtVMALgFwSIAAN5HsAhPI1gE3CH46suKL7lKgZdfNBOn5GmNSs2Za1YAvIwHMwD8Yvt2qbXVUmtb7nPHBkvbesyFIoRCUm2NM04M8/N17COCRf8hWAQAd+FzMVBeAps2KtzSrMCGdjNx6v/U5zV4xSfMCoAbECwCAOB9BIvwNIJFoPQq//Vnqv7HL5uVU3a/qUo0zlNm2qFmAsDreDADoBz19RXCxNZWqb1D2rLVMlfGLhCQ6mpHxInVhd0UgWIRLPoPwSIAuAufi4HyFH7sUYWeesysnFLzzlHv1cuVmXaImQAoJYJFAAC8j2ARnkawCJTQ4IDiN1yp8CN/MQOn9OwTlWw8S9kgZxoC5YQHMwC8bmjQPtLZPtq5ECd2byo+TrT/CnV1UnU0q1i1FI1JFcSJmCAEi/5DsAgA7sLnYqB8Bde/qlDLwwr0bDOTYZZlqe/G2zR44d+YCYBSIVgEAMD7CBbhaQSLQGmE//R7xZculDKjPCStjirRME/po2eaAYBywoMZAF6SSknr88c6W2pvlzq7zIUi1do7J1ZnFYsVdk6srDQXgElAsOg/BIsA4C58LgbK3OCAIitXKPjXtWbgNHTJ5epbtFwK81tqQKkQLAIA4H0Ei/A0gkVg8kVvW6aK+/7NrJwyhx+lRGOTsvEaMwFQbngwA8CtshlpfZuVP9a5rcNSV6eUHoeeqyZu75iYzYeJsahUVWUuACVCsOg/BIsA4C58Lgb8Ifj8c4q0NEvJhJkMy04/VL3XfkHJuWeaCYDJRLAIAID3ESzC0wgWgckTev5ZxZYsUKCjzUycUo1NSp44x6wAlCsezABwi7Z2qbXVyr92dVlKjMO/luwgMWbHibnX/Fe1uQC4CMGi/xAsAoC78LkY8I/Ali0Kr3pYgdb1ZuI08JFPa+DjC8wKwGQhWAQAwPsIFuFpBIvA5Kj62Z2q+v63zMope+DB+SOgM7lXAOWPBzMASqGzs3C0c1u7lT/WeXDQXChCdXVWcftIZxMn2rEi4AUEi/5DsAgA7sLnYsB/Qk+sUviJFrNySs1pUN/im5Q+4igzATDRCBYBAPA+gkV4GsEiMLGsbVsUv/4qhZ5aZSZOqZPmKNnQZFYA/IAHMwAmWvcmS/bmFfbxzl1dUt84fMtfWWmOdo4O754YsMxFwGMIFv2HYBEA3IXPxYA/BdtbFW5plrVlk5k49V9zkwbf+T6zAjCRCBYBAPA+gkV4GsEiMHEiv7tPsZuvMSunbLxWqYZ5SvFbo4Dv8GAGwHjassVSa1th90R758QdI4KcsaqISDW19nHOw3FisNB3AWWBYNF/CBYBwF34XAz4l5VKKtyyQsG1z5iJU/L8i9S36CZl4nEzATARCBYBAPA+gkV4GsEiMDFiNy9W5He/NiunzNEzlWxsUqaq2kwA+AkPZgCMVU+PpdZW5QPFDZ2WtvWYC0UIh6RaO04csXNiKGguAmWKYNF/CBYBwF34XAwguO55RVpWSAOvf0aVrd9Pvdd/Ucmz32wmAMYbwSIAAN5HsAhPI1gExlfoyZWKL1koa+tmMxkhFMqHiqlZJ5oBAD/iwQyAvdHXa2l9m/KBoh0nbt5iLhQhGJTqdokT7WAR8BuCRf8hWAQAd+FzMQCbtb1HkVXNCrzyspk4Db7/I+q/8lqzAjCeCBYBAPA+gkV4GsEiMH6qv/8tVf7sTrNyykw7RImGecruf4CZAPArHswA2NXgwM440VLHBql7k7lQBMuS6utGxInVUiRiLgI+R7DoPwSLAOAufC4GMFL46ScVWtlsVk7p2Seq75qblZp5vJkAGA8EiwAAeB/BIjyNYBEoXmBDu+JLrlJw7bNm4pSeM1eJ0xrNCoDf8WAG8Ldk7h/99a2WWtssdXRInV3mQpHqTJwYq869xqQK4kRgtwgW/YdgEQDchc/FAHYV6NqgcEuzAhs7zcRpYMH1Gnjvh80KQLEIFgEA8D6CRXgawSJQnMr//FdVf2W5WTll66co2dCk9KGHmQkA8GAG8JNMWlrfZuWPdW7fYKmrU0qPQx9VUyPF7DgxVtg5sbLSXACwVwgW/YdgEQDchc/FAEaVySi86hGFnnnSDJyS585X/+KblN5vqpkAGCuCRQAAvI9gEZ5GsAiMXfz6KxV+8H/Myik1c7ZSjWcpy9mLAHbBgxmgfLW1FY52bm+XurosJcbhH3M7SozHs/kwMRaVqqrMBQBjRrDoPwSLAOAufC4G8EZCr6xTaOUKWTu2m8kIVdXqveFWJea/3QwAjAXBIgAA3kewCE8jWAT2XfiRPyu2ZKGsgVH++amsVHLuvHywCACj4cEMUB42bCjsnmjHiZ1dlgYHzYUi2FFiPk6M2sc7F9YAxh/Bov8QLAKAu/C5GMCeWH19Cq98WMGXXjQTp8HL3q/+RaOffARgzwgWAQDwPoJFeBrBIrBvqr/9JVX+2z+blVPm0MOVaJynbN0UMwGA1+PBDOA9GzdKrfbRzrmvri6pbxy+hbZ3SqwZESfauycCmBwEi/5DsAgA7sLnYgB7K7TmaUUebVY2kzaTYZkjj1HvNTcpdfLpZgJgbxEsAgDgfQSL8DSCRWDvBF9ep9iSqxR89SUzcUqefoZSp/CDEQB7xoMZwN02b7bDxEKgaMeJIwOXsaqokGpr7DBxOFAMWOYigElHsOg/BIsA4C58LgawLwKbuxVuaVagI/dhfRQDn/y8Bj70CbMCsDcIFgEA8D6CRXgawSKwZ5V3/1TVt99mVk7Z/Q/I76qYOfgQMwGAN8aDGcA9tm0zOye2Wursyq17zIUihHP/iNfV2cc5D8eJwUIbBcAlCBb9h2ARANyFz8UAxiL82KMKPfWYWTmlzjhLfYuWKz19hpkAeCMEiwAAeB/BIjyNYBHYPWuwX7Hrr1T40YfNxCl9/ElKNJ4lBagQAOw9HswApbFjRyFOXN+q/M6Jm7cUv8VhKGjixBE7J9ozAO5GsOg/BIsA4C58LgYwVoH1ryjcskKBnq1m4tS39DYNveOdZgVgdwgWAQDwPoJFeBrBIjC6yP/+TrGlC6VR/vWerY4q2dik9FHHmgkA7D0ezAATrz/3LW5h50RpQ6el7k3mQhHsI5zr6qXYiDgxzM91AU8iWPQfgkUAcBc+FwMohjU0qNDKZoVeWGsmTkMXvSu/26IqKs0EwK4IFgEA8D6CRXgawSLwetHbblTFfb8yK6f0EUfnY8VsLG4mALBveDADjK/EkLR+RJzYtXHU3zfYZ/V1Uixm4sRqKRIxFwB4HsGi/xAsAoC78LkYwHgIvbBG4Zbmwg8GdpGddoh6r7kl/7N8AK9HsAgAgPcRLMLTCBaBYaE1T+d3VQxsaDeTESxLqcYmJU84xQwAYGx4MAOMXTotrW8djhM7uwqzYtXWSLF4VrFqKRqTKogTgbJGsOg/BIsA4C58LgYwXqytWxRZ1azA+tfMxGngw5/SwCcWmhWAnQgWAQDwPoJFeBrBIlBQ9dPvqeoH3zYrp8xBBys5t0mZAw8yEwAYOx7MAHuvtdXS+rbc96wdlrq67LjIXChCPJ77imUVixV2TqzkhCjAdwgW/YdgEQDchc/FAMZb6MnHFH78UbNySp8yV72Llit91DFmAoBgEQAA7yNYhKcRLMLvrC2bFL9hgUKrHzMTp9RJc5Rs4NgIAOOHBzPA6Do6pNY2S+25184uS4OD5kIR7OOca2qy+TAxlntfVWUuAPA1gkX/IVgEAHfhczGAiRDoaFWkZYWszd1m4tS3aLmGLnu/WQH+RrAIAID3ESzC0wgW4WeV9/+nqm+51qycsjW1+VAxffiRZgIA44MHM4DU1WWptU1qay+87xuHb0ntGLHWjhOjhVDRjhQBYDQEi/5DsAgA7sLnYgATJpVSZGWzgmueMQOnxPyL1Ld4Wf7n/4CfESwCAOB9BIvwNIJF+FX8pkUK//6/zMopffRMJRvPUpZtmABMAB7MwG82bdoZJxaOdR4ZjIxVZYVUWzscJ9q7JwLA3iJY9B+CRQBwFz4XA5howXUvKLxyhaz+PjMZlq2bor4bvqjE2W8xE8B/CBYBAPA+gkV4GsEi/CbyxErFliyQtm0xkxHC4fyuiqlZJ5gBAIw/HsygnG3dWjjWuS331bkxd7vdZi4UIZL7R6auzg4ThwPFgGUuAsAYECz6D8EiALgLn4sBTAZrx3ZFWpoVePUlM3EafP9H1H/l6CcwAeWOYBEAAO8jWISnESzCT6q/9w1V3vUDs3JKTz9UqYZ5yuw31UwAYGLwYAblYvv2Qpxo755oH+u8eZTfBdhXoZBUv0ucGCx0RQAwbggW/YdgEQDchc/FACZT+JmnFGp52Kyc0rNOUN/im5SadaKZAP5AsAgAgPcRLMLTCBbhB4GOVsVvWKDgC8+ZiVNqzlwlT2s0KwCYWDyYgRf19Zk4sdVSZ1dW3ZuK3+IwECjEibHYcJwYCpqLADCBCBb9h2ARANyFz8UAJltg4waFW1Yo0LXBTJwGrrpOA+/7e7MCyh/BIgAA3kewCE8jWES5q7z3blV/7SazcspOmaJkw1lKHzLDTABg4vFgBm43NCitz8eJUmeXpa6NuXvmOHzaqa/PKh4rhIn2V5ifiQIoEYJF/yFYBAB34XMxgJLIZhVe2azQM0+ZgVPi7Leof/FyZaYeaCZA+SJYBADA+wgW4WkEiyhbmYziN1yp8J8fMAOn1HHH52NFRQo/IAWAycKDGbhJKqX8ronr26TOTnv3RCmdNheLUFsr1cTNzonVudttxFwAABcgWPQfgkUAcBc+FwMopeCrL+V3W7R29JjJCJVV6r3hi0q89SIzAMoTwSIAAN5HsAhPI1hEOYqseFCxJQulwQEzGaGySomGeUofO8sMAGBy8WAGpZLNFI51Xt8qbeiUujZaSiTMxSLE41JNTVaxaikakyqIEwG4HMGi/xAsAoC78LkYQKkFBvoVamlWcN0LZuI09K73q2/RMvspsJkA5YVgEQAA7yNYhKcRLKLcRL91qyp+dZdZOWVmHKFk4zxlauvNBAAmHw9mMFna23fGiYVjnQdG6fj3VSxq4kT7aOdqqbLSXAAADyFY9B+CRQBwFz4XA3CL0NpnFH704VGPm8gccbR6Fy9Xak6DmQDlg2ARAADvI1iEpxEsolwEX/qr4ksWKPDay2bilJx7hlInn25WAFA6PJjBRLCPc94ZJ3Z2Sn3j8C1edVVWtXWFMNEOFauqzAUA8DiCRf8hWAQAd+FzMQA3sTZtVMWqR2S1t5qJ0+A/LFT/33/KrIDyQLAIAID3ESzC0wgWUQ6q7v6pqm6/zaycMlMPULKhSZmDp5sJAJQWD2ZQrO5NllrXS+0bpK4uZ4AxVvZOiXW1WUWjKnxVmwsAUIYIFv2HYBEA3IXPxQDcKPx4i0JPrjIrJ/sZg31EdObQw80E8DaCRQAAvI9gEZ5GsAgvs/r7FL/hSoVams3EKX38yRpqbJIVKDyQBAA34MEM9sWWLZZa2wrHO3dulLZtMxeKEIlI9XXDcaK9eyIA+AnBov8QLAKAu/C5GIBbBVtfU2hlswJbt5iJU98NX9LQxZeZFeBdBIsAAHgfwSI8jWARXlXxx/sVXbrQrJyy0ZiSjU1KH3mMmQCAe/BgBrvT0yO1tllqay/snLh59J+N75NQSKqvt6PE4UAxYJmLAOBTBIv+Q7AIAO7C52IArjY0pMiqZgWfX2MGTkNvf6f6r1mubEWVmQDeQ7AIAID3ESzC0wgW4UWx25Yqct89ZuVkR4rJhnnKxuJmAgDuwoMZ2Pp6pfV2nNgmdW20tLHbXChCMCjV1eX+HosNx4lBNhkGgNchWPQfgkUAcBc+FwPwgtALaxVe+XA+YNxV9uDp6r3mZiXPONtMAG8hWAQAwPsIFuFpBIvwkvBzqxVbulBWZ4eZjBAI5EPF1AmnmAEAuBMPZvxncKCwc6L9ZR/r3NUlFfvpwbLsY51zfz/Fh+PEUNBcBAC8IYJF/yFYBAB34XMxAK8IbNuqUEuzgq2vmonT4Ic+of5Pft6sAO8gWAQAwPsIFuFpBIvwiuqf3KHKH/6jWTllDpqmZEOTMgccaCYA4F48mClvydx/ra2tVn73RDtM7Mx9pdPmYhHqaqWamuE4MczPEwFgzAgW/YdgEQDchc/FALwm/NTjCj32iFk5pU45XX1XL1P66JlmArgfwSIAAN5HsAhPI1iE2wW2bFLshqsUWv24mTilTj5VybnzzAoA3I8HM+Ujky7snLi+tRAm2kc7JxLmYhFq4lJtrYkTq6VIxFwAAIwLgkX/IVgEAHfhczEALwpsaFOkZYWsTRvNxKnv6hs1dPkHzApwN4JFAAC8j2ARnkawCDer+O3/U/SL15mVU7a2TsnGJqVnHGEmAOANPJjxrjY7TmyTOjsLceLAgLlQhFisECfGqqVo7n0FcSIATDiCRf8hWAQAd+FzMQCvstLp/BHRoTVPm4lTYv7b87stZuvqzQRwJ4JFAAC8j2ARnkawCLeKLbtakT/8xqyc0scep0RDk1RZZSYA4B08mPGGDRt2xolWfvfEvj5zoQjV1fbRztl8pGjvnFhZaS4AACYVwaL/ECwCgLvwuRiA14VeelGhlQ/LGuUHRnas2HfdF5Q4961mArgPwSIAAN5HsAhPI1iE24Qff1SxpQtkbdtmJiOEI0o2zlPquBPMAAC8hwcz7rOx21Jra+77og2WujZK27ebC0WoqpLq6uwwMatYtLAGALgDwaL/ECwCgLvwuRhAObB6dyjc0qzgK+vMxGnovR9W34LrzQpwF4JFAAC8j2ARnkawCDepvuPrqvz5D83KKX3IoUo1NCkzZX8zAQBv4sFMaW3ebKm1zY4Tpc4uS6P18fuqoqIQJ8aiWUWjhd0TAQDuRbDoPwSLAOAufC4GUE5Czz6lSEuzRntUnJ55vPoXL1fy+JPNBHAHgkUAALyPYBGeRrAINwi2r1fshgUK/nWNmTilTm1QMvcFAOWABzOTp6dHWt9qqb1D6uqSNm+xzJWxC+f+66u348RYIU60d08EAHgLwaL/ECwCgLvwuRhAuQl0dSq8aoUCnR1m4tT/2Ws0+HcfNSug9AgWAQDwPoJFeBrBIkqt8t5fqvprN5uVU3a//ZWc25TfXREAygUPZiZGb6+JE9ulro2WNnabC0UIBgtxYjxudk7MfQWKbx4BACVGsOg/BIsA4C58LgZQrsIrmxV6+kmzckqe9Wb1LVqmzIEHmwlQOgSLAAB4H8EiPI1gESWTTil+w1UKP/RHM3BKHXeCUmc0KRsq/AATAMoFD2aKNzBgaX1rVu3tljo3WvndE4v9btwOEe1jnWtqhuPEYKFnAQCUGYJF/yFYBAB34XMxgHIWePVlRVY2y9reYyYjVFSq9/ovKnHBxWYAlAbBIgAA3kewCE8jWEQpRJr/pNiShdLQoJmMUFWtRMOZSh8zywwAoLzwYGbfJBJ2nCi1tRfCRPsrlTYXi2DHibUj4sRQ0FwAAJQ9gkX/IVgEAHfhczGAcmf19+ePiA6++LyZOA39zXvzuy3mj/cASoBgEQAA7yNYhKcRLGKyRb/5RVXc83OzcsocdoQSDU3K1taZCQCUHx7M7F46XTjWua2tcKxzZ5cdLJqLRaityX3VDseJYX4WBwC+RrDoPwSLAOAufC4G4Behtc8q3PKwlEqZybDM4Uepb9FyJU9rNBNg8hAsAgDgfQSL8DSCRUyW0LoXFFu6QIHXXjETp+TceUqdfKpZAUD54sHMsNZWS61tyoeJdqA4MGAuFCEes3dPNHFitRSJmAsAABgEi/5DsAgA7sLnYgB+Ym3uVnjlCgXbW83EaeBjV2ngo58xK2ByECwCAOB9BIvwNIJFTIaqX/5EVd/5ilk5ZQ44UMmGJmUOmmYmAFDe/PpgpqNjOE7s7LLU12cuFMGOEu2jnWPVWUVjUgVxIgBgLxAs+g/BIgC4C8EiAD+KPNGi4BOrzMopOfdM9S9ervShR5gJMLEIFgEA8D6CRXgawSImUqC3V7ElVym0stlMnNInnKJEw7zcHyw8MAQAP/DDgxl7t8TWVmlDp5V7L23fbi4UoapKqrfjxFg2v3NiZaW5AADAPiJY9B+CRQBwF4JFAH4VbFuv8MqHZW3ZYiZOfdd/UUOXvNusgIlDsAgAgPcRLMLTCBYxUSIP/LdiN37OrJyysbiSjU1KH3G0mQCAf5Tbg5lNmwo7J27olLq6LG3dZi4UoaLCjhOzisWkWLQQKwIAMF4IFv2HYBEA3IVgEYCvJRIKr2xW6PnnzMApceGl6lu8XNmqqJkA449gEQAA7yNYhKcRLGIiRL90gyr+6z/Myil91LFKNsxT1j67EwB8yMsPZrZtk9a3Wv8XJ27abC4UIZL7j6OuLqt4vHDEs717IgAAE4lg0X8IFgHAXQgWAUAK/fX5/G6LGhw0k2GZg6ap/5qblDjzXDMBxhfBIgAA3kewCE8jWMR4Cj3zpGJLFyqwsdNMhlmBoBKN85Q6/mQzAQB/8sqDmR07LK23j3XeYKmzK6uN3Za5MnahkB0nSjXxbD5OtHdPBABgshEs+g/BIgC4C8EiABQEerYq3LJCgfWvmInTwAc/roFPLzIrYPwQLAIA4H0Ei/A0gkWMl6of/5OqfvQds3LKHDw9fwR0Zv8DzAQA/MuND2b6+wtxYkeH1LnRUleXVOx3t4GAfayzVFNTiBPtr0DxzSMAAEUjWPQfgkUAcBeCRQBwCq1+TOFVj5qVU+qkU9W3aJnSx8wyE6B4BIsAAHgfwSJKoFv3Xnu1lrWY5R6cc+03dMeFU83KiWARxQps2qjYkgUKPf2EmTilTjldydPPMCsAQKkfzAwNFeLE9o7Csc52nJhKm4tFqK/LqrbWHOuc+woWWhAAAFyHYNF/CBYBwF0IFgHg9YIb2hVa2axA90Yzcer//FINvvuDZgUUh2ARAADvs3tFHscC8KWK39yruovPHjVWzNTVK3H+RcSKAFBCqZT0yiuW/vKwpX+/19I/fS+g795p6b9+a+mJJ618tDiWWLG2RjpsRlazZ2U19/SszmzM6riZ0sEH2cc9EysCAAAAAAAA+yJ98HQNXXy50sefbCZO1d/8Yn7zCGvrZjMBAACA37HDIibZiB0W33udnv3k7MJ4DNhhEWMVu/HzijzwW7NySh87K38EdLai0kwAADtN1E4S9nejra2W2tqlro2WOrukgQFzsQjxmFRfP3ysc5hfvAUAeBw7LPoPOywCgLuwwyIAvLHgyy8q3NIsq6/XTIZl6+rUd80tSpx3gZkA+44dFgEA8D6OhEYJECyidMKPPaLY0gWyenrMZIRIhZKN85SaebwZAAB2NV4PZtrbpbZ2O0wsxIl9feZCEewgsb5OisWyilbn/rUeMRcAACgjBIv+Q7AIAO5CsAgAe2bt2K7wqkfy8eJoht5zhfo+t8SsgH1DsAgAgPcRLKIECBZRGtXf/Zoqf/Ejs3JKHzpDqblnKTNlipkAAEYzlgcznZ1Sa1shTLR3T9y+3VwoQnVVVnV1hR0Uo7mvCuJEAIBPECz6D8EiALgLwSIA7L3Qs08psnKFspnXf35JHztbfYuWKXXiHDMB9g7BIgAA3kewiBIgWMTkCra+qtiShQq+uNZMnJKnNip16lyzAgC8kT09mOneVDjaOR8ndlnaus1cKEJlpVRXl1VNXPmdE+01AAB+RbDoPwSLAOAuBIsAsG8CG7sUXtmsQGeHmTj1f3qRBj/4cbMC9oxgEQAA7yNYRAkQLGLyVP7Hv6j667eYlVN2v6lKNjQpPf0QMwEA7MnIBzNbtlhqbdP/xYmbNucvFcU+xrm+Lqt4XIpFpaoqcwEAAOQRLPoPwSIAuAvBIgCMTXjVCoVWP2FWTsl5b1Lf4mXKHDTdTIDdI1gEAMD7CBZRAiOCxV1UTJ2qI487Wu+69HK9a85UVQTNhd0gWMRuJZOKL1mg8F/+aAZOqVknKtXYpGyIDzQAsDd6egrHOm/eFFDHBmlDV/HfPtr/Cq6vk2pqsopGC7snAgCAN0aw6D8EiwDgLgSLADB2wfWvKNzSLKtnlGNZIhXqvf4LSrztUjMARkewCACA9xEsogR2HyyOVHHihfrFV9+nWeyshH2U+d8HlFzwSWWHhsxkWMAuYprOVmDmLDMBAOyqt1d65bWs2jqkjg1Ztee+iv1uMRiQpkyxA0VL8Vhh90RZhWsAAADYvdXPZLWtxyxyDp9h6UPvL4SrAAAAgNdk+/uVXfEXZdauMROn0N++X6HltxZ+2xkYRd9gimARAACPI1iEe6ST2tH5on5z94/19d90y07NKuZdoV9/Yb6m72GnRWCn5C1Llf7FP5uVU+CooxVoOkeqrTUTAMDAoIkT26X2jqw6OrNKpczFMbI7RDtOnFJvKRaT4tHcjGfqAAAAY0KwCAAAgHKUffZpZZr/omwiYSbDrCOPUvimWxU4o8lMgGEEiwAAeB/BIlyp/Te36IKvr8u9C+t9X79TS04vHLMB7E5m7XNKLviUsq++YiZOAXtXxVNPNysA8KdkshAnrm/L5o91tuPEUTaj3Wf2sc77TbHyuybauycG+EUDAACAcUOwCAAAgLK1eZPSDz+k7PrXzMApdOXncl+fNyuggGARAADvI1iEOyUe063n3667c2+nf3yZfv93Rxfmu+jY3G/ewc8qf/EjVX/3a2bllD3wICUampQ58GAzAQB/yGSk1lZL7R1S10aps8vSwIC5WITaGmm/ekuV1RnZp+yHiBMBAJhUkXAhVEskczd7+MJzayxt32EWOYdMz+o9l/OjPAAolXhV4Zfrdwwk868AgOKFn1ipUO5rNMnTGtW/+CalDzvSTOB3tdEIwSIAAB5HsAiX6ta9116tZS25t++9Ts9+cnZhvAuCRX+ztm9XbMlVCj/2iJk4pU6co2TDPPvfdGYCAOWrrc0+0tnKh4ldXVJvn7lQBPs45/q6bP7VjhPDISIJAABKjXux/xAsAoC7ECwCwMQItrUqvKpZ1uZNZuLUd90tGrr0b80KfkawCACA9xEswqXW6QfvvUW3d0oVV1ynxz9CsAinyAO/VezG0Y8ByMZr8qFi+ojRd+YEAK/bsEFqa7fUtbEQJ/ZsNxeKUF1dONo5Hs8qmnsfiZgLuyCSAACgtLgX+w/BIgC4C8EiAEwcK5lQqGWFQs8/ayZOiQsuVt/im5W1f7savkWwCACA9xEswp26H9Cn332XHsq9fcdNd+orb6ouzHdBsOhP0VuvV8Vv7jUrp8xRxyrZ2KRMNR9WAZSHjd1WfvdEO0y0d0/cus1cKEJlZSFOrLHjxJhUsZs4cTREEgAAlBb3Yv8hWAQAdyFYBICJF3xxrSItK6TBATMZljnwYPUtXq5k03lmAr8hWAQAwPsIFjHpVt91m9Y0fkrvm1lrJrvqV8t3P6+P3tMvVZ2pH9/3KTXuJqQgWPSX0NNPKLZ0oQLdXWYyQjCYDxVTs08yAwDwns2bLbW122FiIVDclFsXy44R6+qk2trCzol2rFgMIgkAAEqLe7H/ECwCgLsQLALA5LB6timycoUCr71sJk6DH/iY+j+z2KzgJwSLAAB4H8EiJt3qO6/Q3/2rFD/9XC1+73ydc/xh2r8qdyGd1I7ONfqPO3+kr/+lJzcI65wbbtMd50/N/8+NhmDRP6p+/B1V/eifzMopM+0QJRqalN1/93+vAIDb9ORudetbC0c62zsnbuw2F4oQDkl19VJtTVaxaO7fnfb9dZwRSQAAUFrci/2HYBEA3IVgEQAmV2j1EwqvWmFWTqkTTlHfomVKzzzeTOAHBIsAAHgfwSIm3eqffFR/d9eefpgT1vzPLdNXLj1MFWYyGoLF8hfY2JnfVTH0zJNm4pQ+Za4SpzeaFQC4U+8OaX2bZXZOtNS1UcoU2RgEg4VjnfM7J0aV3z1xMhBJAABQWtyL/YdgEQDchWARACZfoLND4Zbm0U/gyulfeIMG//ZDZoVyR7AIAID3ESyiJHasX60/rFihh/60Tk+t79amAXsa1v5HT1PjvHP1/ovn6+S92CyPYLG8VfzXfyj6pRvMyilbN0XJxnlKH3q4mQCAOwzk7mmtrZY22GFip9S5UUqlzMUxsqxCnFhXV4gT7d0TS4VIAgCA0uJe7D8EiwDgLgSLAFAa2UxGFStXKPjsU2bilHzT+epbfJMyU/YzE5QrgkUAALyPYBGeRrBYvmLLPq/IH35rVk6pmbOUajxL2cgb7b8JABMvkTBxoh0mdhV2ULRnxaqrKwSK0WghUAxY5oILEEkAAFBa3Iv9h2ARANyFYBEASiv0yjqFWppl2cfa7CJbW6v+xTdr6C0XmgnKEcEiAADeR7AITyNYLD/hVY8otvQqWdu3m8kIFRVKNTYpeexsMwCAyZNOF+LEjk77WOdCoGjvplismho7TswqFrMDRSlYaBBci0gCAIDS4l7sPwSLAOAuBIsAUHpWb6/Cq5oVfOlFM3EavPwD6r/6RrNCuSFYBADA+wgW4WkEi+Wl+p++qsp/+bFZOWVmHKbk3LOUqa83EwCYWPk4cYMdJtqBoqXePnOhCHaUaMeJ8XghTgwFzQUPIZIAAKC0uBf7D8EiALgLwSIAuEfoudWKrFyhrP3b5rtIH3Oc+hYtV+qkU80E5YJgEQAA7yNYhKcRLJaHwPpXFFu6QKEXXzATp+RpZyg153SzAoDx19Fhqb1D6tpo5XdP7Bllk9d9Fa0uHO1cU1M41jlcJj8/IZIAAKC0uBf7D8EiALgLwSIAuEtw08b8EdGBDe1m4tT/qc9r8IpPmBXKAcEiAADeR7AITyNY9L6Ke36u6De/aFZO2f0PUKJxnjIHH2ImAFA8O0psbzfHOufeb91qLhShqqoQJ9bacWK1FImYC2WISAIAgNLiXuw/BIsA4C4EiwDgTuFVjyi0+nGzckrNO0e9Vy9XZhrPm8oBwSIAAN5HsAhPI1j0LiuZUPT6qxRp/pOZOKVnn6hk41nKBj14XioA19i0qbBz4s5jnTdtNheKUFFRONa5tkaKxnLrMo4TR0MkAQBAaXEv9h+CRQBwF4JFAHCv4PpXFV7ZLGvb639LPRuOaOD6L2jwwr8xE3gVwSIAAN5HsAhPI1j0pvBf/qjYkoX5aHFX2epqJRualD56ppkAwN7Ztk1qbbOPdLbU2ZXVxm7LXBm7cNiOE+3dEws7J1ZWmgs+RiQBAEBpcS/2H4JFAHAXgkUAcDdrcEDhlSsU/OtaM3EauuRy9S1aLoV99pvoZYRgEQAA7yNYhKcRLHpP9ddvVuV//NKsnNJHHJWPFbPxGjMBgNHt2FGIE3funGgf75wp8ruZUFCqq8991WYVixaOecbrEUkAAFBa3Iv9h2ARANyFYBEAvCH0/HP53RaVeP3mGelDD1f/4puUnHummcBLCBYBAPA+gkV4GsGidwT/uia/q2Kw7TUzGcGylGpoUvLEU8wAAIb15/5V/39xYmfudaOUSpmLYxSwCnGifbRzNKr87onYO0QSAACUFvdi/yFYBAB3IVgEAO8IbN2i8MqHFWhdbyZOAx/5tAY+vsCs4BUEiwAAeB/BIjyNYNEbKn/+Q1Xf8XWzcsoceLCSDfPyrwAwNCS1thbixHyguNHKz4plh4l1dVIslvuKmiHGhEgCAIDS4l7sPwSLAOAuBIsA4D2hJ1Yp/ESLWTml5jSob/FN+VPA4A0EiwAAeB/BIjyNYNHdrJ5tii1doPBjj5qJU+rEOUo2NpkVAL+xd0m0d07c0Dl8rHP/gLlYhNoaqa4uq3hc+d0T7d0UMX6IJAAAKC3uxf5DsAgA7kKwCADeFGxvVailWYEtm8zEqf+amzT4zveZFdyMYBEAAO8jWISnESy6V8UffqPosqvNyikbr8mHiunD+W01wC/s7zTyceKGQpxo757Y22cuFsGOEu04scbEicHC83tMICIJAABKi3ux/xAsAoC7ECwCgIelkoq0rFBw7TNm4JQ4/yL1LbpJWfsHz3AtgkUAALyPYBGeRrDoTrEvXq/Ib+81K6f00TPzsWK2qtpMAJSj9vbCzon5Y527LPVsNxeKYAeJ9XVSTU02/z4UNBcwqYgkAAAoLe7F/kOwCADuQrAIAN4XXPe8wi0rZA28/jlj5oCD1LdouZJnv9lM4DYEiwAAeB/BIjyNYNFdwk8/kT8C2ureaCYjhEL5UDE160QzAFAuOrssdXTYYWLufe4f/61biz+DuarKjhOzqq0thIphfvbgGkQSAACUFvdi/yFYBAB3IVgEgPJgbe9ReGWzgq++bCZOg+//iPqvvNas4CYEiwAAeB/BIjyNYNE9qn90uyp//F2zcspMO1TJxnnK7DfVTAB41aZuS+0bhndO3LTZXChCZUXhWOe6OilaLUUi5gJciUgCAIDS4l7sPwSLAOAuBIsAUF7CTz+p0Mpms3JKzT5J/dfcpNTM480EbkCwCACA9xEswtMIFksv2LVBsaULFXz2KTNxSs05XcnTzjArAF5i75TY1l7YObFro5X7MheKEAlLdfVZ1ds7J8akCuJEzyGSAACgtLgX+w/BIgC4C8EiAJSfQNcGhVuaFdjYaSZOAwuu18B7P2xWKDWCRQAAvI9gEZ5GsFhaFb++R9EvLzUrp2z9lPwR0OlDDjMTAG62fbvU1m7ld020j3Xu6pQyRX53EArZxzoXdk+MRaXKSnMBnkYkAQBAaXEv9h+CRQBwF4JFAChTmYxCq1Yo/MzoG3Qkz52v/sU3Kc1pYiVHsAgAgPcRLMLTCBZLx95VMfLH+83KKXXcbCXnNkkVFWYCwE36+gpxYv5Y585CoJhKmYtjFAjYcWLhWOd4TKqqMhdQdogkAAAoLe7F/kOwCADuQrAIAOUt9Mo6hVeuyP2LfruZDMvW1Khv8c1KzH+7maAUCBYBAPA+gkV4GsHi5LO3xI8tXSCrd8TTkp0qK/OhYmrmLDMAUGqDg5Za2wrHOucDxY2WhobMxSLU28c610mxmBStNkP4ApEEAAClxb3YfwgWAcBdCBYBoPxZfX0Kr3xYwZdeNBOnwcver/5Fy80Kk41gEQAA7yNYhKcRLE6u6ttvU+XdPzUrp8yMI5RsnKdMbb2ZAJhsyaTU2mZ2Tsx/WeofMBeLUFtb2D0xHlf+aGf4G5EEAAClxb3YfwgWAcBdCBYBwD+Czz2tipXNyqbTZjIsffSx6lu0XKmTTzcTTBaCRQAAvI9gEZ5GsDg5gq+9nN9VMbjur2bilDz9DKVO4QMZMJkyGRMndhbCRPtY595ec7EIdpRox4k1NVI0KgUscwEwiCQAACgt7sX+Q7AIAO5CsAgA/hLY3K1IS7OsjjYzcRr45Oc18KFPmBUmA8EiAADeR7AITyNYnHiVv7pL1d+61aycslMPUGLuPGWmHWImACZKW3shTuzssvK7J/ZsNxeKYO+WWFeXze+gaMeJwcKzb+ANEUkAAFBa3Iv9h2ARANyFYBEA/Cn82KMKPfWYWTmlzjgrv9tievoMM8FEIlgEAMD7CBbhaQSLE8caGlTshgUKr3jQTJzSx5+koYYmWcGgmQAYL52dljo2SF0bC7snbtlqLhShuiqrujo7UCzEiSH+0cUYEUkAAFBa3Iv9h2ARANyFYBEA/Cuw/hWFW1Yo0PP6H9pnwxH1X3uLht7xTjPBRCFYBADA+wgW4WkEixMj8tADii1dKCVf/0O3bDSqZMNZSh91jJkAKEZ3t4kT7WOdu7LatLn4M5grKwvHOu+ME8N8bsc4IpIAAKC0uBf7D8EiALgLwSIA+Ju94Ud4ZbOCL6w1E6ehi96l/sU3KRupMBOMN4JFAAC8j2ARnkawOP6iX7tZFff+0qyc0kcerWTDPGVjNWYCYF9s2WKpo8M+1tnePdHK76BYrEjEjhMLX9FoNr8GJhKRBAAApcW92H8IFgHAXQgWAQC20Atr8uGihobMZJh9NLQdLSYbm8wE44lgEQAA7yNYhKcRLI4f+4NVbMkCBdrXm8kIgYBSDU1KnnCyGQDYk54eqb3DUleX1GnHibnXTJHPlMPhwpHO9u6JsZhUQZyIEiCSAACgtLgX+w/BIgC4C8EiAGCnwNYtCtm7Lba+ZiZOAx/+lAY+sdCsMF4IFgEA8D6CRXgaweL4qPr5D1R1xzfMyilz4DQlG+cpc8BBZgJgV729ltp37pzYVYgTkylzcYyCweE4MR4rHPMMuAGRBAAApcW92H8IFgHAXQgWAQC7Cj/5mEKPP2pWTulT5qp30XKljzrGTFAsgkUAALyPYBGeRrBYnMC2rYotXZD7ENViJk6pk07NHwENYNjAgKW2djtMLBzrbEeKo5z4sE8sq3Cksx0o1sSzqqoyFwAXIpIAAKC0uBf7D8EiALgLwSIAYDSBjlZFWlbI2txtJk59i5Zr6LL3mxWKQbAIAID3ESzC0wgWx67if36j6PKrzcopW1OrZGOT0ocdaSaAPyUSw3Fip9k5sX/AXCxCXW3uq74QJ0arzRDwCCIJAABKi3ux/xAsAoC7ECwCAHbHSqXyR0SH1jxjJk6J+Repb/Gy/HM4jB3BIgAA3kewCE8jWByb6BeuVcV//6dZOaWPOU7JhiZl2eINPpNJS61tljo3Sl2dyr1a6u01F4tQE5fq67OqqZFiUTMEPIxIAgCA0uJe7D8EiwDgLgSLAIA9Ca17IR8uWv2vf46ZmXqA+hffpMTZbzET7CuCRQAAvI9gEZ5GsLhvQqsfU3zJwtG3ow+HlWw4S6lZx5sBUN7a7DhxxM6JPdvNhSLEYvbRzlnV1krRqBSwzAWgjBBJAABQWtyL/YdgEQDchWARALA3rB3bFWlpVuDVl8zEafD9H1H/ldeaFfYFwSIAAN5HsAhPI1jce1U/+Laqfvo9s3JKT5+hVOM8ZabsbyZAeenoMGGivXti7nXLVnOhCNXVdpwo1dVl83FisPDcGCh7RBIAAJQW92L/IVgEAHchWAQA7IvQM08q3NJsVk7pWSeob/FNSs060UywNwgWAQDwPoJFeBrB4p4FOtsVW7JQoTVPm4lT6tS5Sp7aaFaA99lRYmdnYddE+1jnTZvMhSLYJ6TX1RV2T7TjxFDQXAB8iEgCAIDS4l7sPwSLAOAuBIsAgH0V3LhBoZYVCnRtMBOngauu08D7/t6ssCcEiwAAeB/BIjyNYPGNVfz6V4p++UazcspO2U/JhialD5lhJoD32DGiHSfaYaIdKNqxYrEqKgq7Jtq7J9pHPIf5zAs4EEkAAFBa3Iv9h2ARANyFYBEAMCbZrMIrmxV65ikzcEqc/Rb1L16uzNQDzQS7Q7AIAID3ESzC0wgWdy+2ZIEi//s7s3JKHXe8kg1n2U+6zARwv23bLHVssKNES512nJj7yhT5jDac+0dg57HO8VjuH4mIuQBgt4gkAAAoLe7F/kOwCADuQrAIAChG8JWXFFm5Incj6TGTYdl4PH9EdOKtF5kJRkOwCACA9xEswtMIFl8v/OjDii9dIPX1mskIlVVK2LsqHnucGQDutGNHIU4shImF3ROTKXNxjILB4TixpkaqIE4ExoRIAgCA0uJe7D8EiwDgLgSLAIBiBQb6FWppVnDdC2biNPSu96tv0TL7Sb6ZYCSCRQAAvI9gEZ5GsOhU/Z2vqPKXPzErp8xhRyrZOE+ZmjozAdyhv99Se0dhx0T7SOfOLktDQ+biGAVyn+Hrcn+r15s4sbLSXABQNCIJAABKi3ux/xAsAoC7ECwCAMZLaO0zCrc0S6nX79iQOfJo9S5artScBjPBTgSLAAB4H8EiPI1gsSD46suKL71KgZdeNBOnZMOZSp10mlkBpZMYstRm4kQ7TLRf+wfMxSLsjBNra6SqKjMEMCGIJAAAKC3uxf5DsAgA7kKwCAAYT9ambkVWNivQ0WYmToP/sFD9f/8ps4KNYBEAAO8jWISnESxKlf/2z6r+9pfMyikz9UAlG+Ypc/B0MwEmTzoltbVb6tw4fKzzjlFOKt9XdpRoH+tcWytFq80QwKQhkgAAoLS4F/sPwSIAuAvBIgBgIoQfb1HoyVVm5ZRsaFL/4uVKH3KYmfgbwSIAAN5HsAhP83OwaA32K7ZkocIr/mwmTukTTlYi9wFGgcLDLGBC5e4i+Tgxf6xz7rVT6tlurhUhHpPq6rOqq5ViUTMEUFJEEgAAlBb3Yv8hWAQAdyFYBABMlGDrawrZuy1u3WImw7LhsPoX36yhiy8zE/8iWAQAwPsIFuFpfg0WI3/+g+JLFyqbSpnJsGwspmTDWUofebSZAOOvo8NS10b7WOfC8c5btlrmythFo8NHO9vvA8X/JQFMACIJAABKi3ux/xAsAoC7ECwCACbU0JDCK5sVemGNGTgNvf2d6r9mubIVVWbiPwSLAAB4H8EiPM2PwWL0qzep4v/dbVZO6aOOUXLuPGVjcTMBimcf57wzTOzcaGnTJnOhCFW5z9F2mGgHirGYFGQjUMAziCQAACgt7sX+Q7AIAO5CsAgAmAyhF9YqvKpZGhw0k2HZaYeqd/FyJc8420z8hWARAADvI1iEp/kpWAw+/6ziSxYq0NFqJiMEg/lQMXXCyWYAjM2m7kKc2LmxECrauygWq6JiOE6Mx3MfsoPmAgBPIpIAAKC0uBf7D8EiALgLwSIAYLIEtm1VuKVZgdZXzcRp8EOfUP8nP29W/kGwCACA9xEswtP8EixW/vOdqr7zW2bllDlompKNTcpMPdBMgL2zdaulDZ3KR4k7d1HMFPnMMxK2j3XOqt6OE2ukMJ8XgbJDJAEAQGlxL/YfgkUAcBeCRQDAZAs99ZjCjz1qVk6pU05X39XLlD56ppmUP4JFAAC8j2ARnlbuwaK1dXN+V8XQkyvNxCl18mlKzj3TrIDd275d2tBpFY51tndOzL0mU+biGIVynwXtXRPt3RNr4lIkYi4AKGtEEgAAlBb3Yv8hWAQAdyFYBACUQmBDmyItK2RtGv1orP5FyzR42d+ZVXkjWAQAwPsIFuFp5RwsRn73a8VuXmxWTpnaOqUampQ+7AgzAYb19UkbNhSOc84f79xlaWjIXByjQMAOEwu7J9bWShXEiYBvEUkAAFBa3Iv9h2ARANyFYBEAUCpWOq3wymYFn3vaTJwS89+e320xW1dvJuWJYBEAAO8jWISnlWuwGLvlGkXuv8+snNLHzFKicZ5UWWUm8LPBwUKcWAgTC0c79w+Yi0Wwd020P8/W1eT+Vqs0QwDIIZIAAKC0uBf7D8EiALgLwSIAoNSCL/1VkZXNhR0sdpHdb6r6Fi9X4ty3mkn5IVgEAMD7CBbhaeUWLIaeWpU/AtrasslMRohElGxoUuq4480AfpNM5v6e77DUubEQJtrHOu/oNReLUFsj1dVnVV8rVdHBAtgDIgkAAEqLe7H/ECwCgLsQLAIA3MDq3aFwS7OCr6wzE6eh935YfQuuN6vyQrAIAID3ESzC08opWKz6/rdV9bPvmZVT+pAZSjU2KVO/n5mg3GUyJk60d03cWHjt6TEXixCPSfX1WdXVSdFqMwSAfUAkAQBAaXEv9h+CRQBwF4JFAICbhJ99Kh8ujva4PzXzePUvXq7U8SebSXkgWAQAwPsIFuFp5RAsBja0K750gYJrnjETp+RpDUrNaTArlKuOjkKYaO+a2Jl73bLFXChCNGqOdq4rhIoAMB6IJAAAKC3uxf5DsAgA7kKwCABwm0BXpyKrVsjq7DATp/7PXqPBv/uoWXkfwSIAAN5HsAhP83qwWHHfvyl62zKzcspO2V/Jxialpx9qJigX+eOcN0qdudfOrqw2bbLMlbGrriqEifW5r1g89+G0+L8kAIyKSAIAgNLiXuw/BIsA4C4EiwAAtwqvbFbo6SfNyil51pvVt2iZMgcebCbeRbAIAID3ESzC0zwbLGYyii9dqPCffm8GTqlZJ+SPgM6GCj/8gndt6rbUmY8Th0PFYlVWSnV12XycGI9LwcLzSgCYFEQSAACUFvdi/yFYBAB3IVgEALhZ8NWX8+Gitb3HTIZlY3H1LVquxAUXm4k3ESwCAOB9BIvwNC8Gi+FH/6L4kgVSf5+ZjFBVrUTDPKWPOc4M4CVbttg7JtpHOxfiRPt9pshniJHI8LHONTVSKGguAECJEEkAAFBa3Iv9h2ARANyFYBEA4HZWf38+Wgyue8FMnIb+5r353RYV9OZDJ4JFAAC8j2ARnua1YLH69ttUefdPzcopc/iRSjQ0KVtTayZws56ewpHOXV1m98SNlpJF/owylPtsZe+aaO+eWJv72yDMZy0ALkQkAQBAaXEv9h+CRQBwF4JFAIBXhNY+mw8XR3uAlTn8KPUvvkmJUxvMxDsIFgEA8D6CRXiaV4LF4CsvKb50gQIvv2gmTsmGeUqddKpZwW16e6XOzsJxzvlIMfc6OGgujlEgUNg50Q4U7TjR3kkRALyASAIAgNLiXuw/BIsA4C4EiwAALwls7lZo5QoF21vNxGngY1dp4KOfMStvIFgEAMD7CBbhaV4IFu0dFe2dFUeTOeCgfKyYOWiamaDUBgYKceLOXRM7O6X+3KwYVu6rrn5498QK4kQAHkYkAQBAaXEv9h+CRQBwF4JFAIAXhR9vUejJVWbllDz9TPVfs1zpQ48wE3cjWAQAwPsIFuFprg4W+/vyuyqGH/mLGTilTjxFybnzClvtoSQSCWmDvXPizmOduyzt6DUXi1BXa4eJhR0UKyvNEADKBJEEAAClxb3YfwgWAcBdCBYBAF4VbFuv8MqHZW3ZYiYjhELqW3yThi55txm4F8EiAADeR7AIT3NrsBj+0+8VX7pQyrz+AVI2XpMPFdNHHm0mmAyZdO7vlw0jdk7Mvfb0mItFqIkXdk20d0+srjZDAChjRBIAAJQW92L/IVgEAHchWAQAeJmVSCi0slmh558zE6fEhZeqb/FyZauiZuI+BIsAAHgfwSI8zY3BYvS2Zaq479/Myil91DFKNjQpG42ZCSZKR0chTMzvnph7He2XxfZVLPdfm71ror17Ysy9n9MAYEIRSQAAUFrci/2HYBEA3IVgEQBQDoJ/XavIyhXS4ICZDMtOO0R9i5Ypcea5ZuIuBIsAAHgfwSI8zU3BYnDtM/ldFQMdbWYyzAoGlWhoUur4k8wE48mOEnfummgf69y9yVwogr1bor1ror17or2LIgCggEgCAIDS4l7sPwSLAOAuBIsAgHIR6NmqcMsKBda/YiZOg1f8g/o/dbVZuQfBIgAA3kewCE9zS7BY9bM7VfX9b5mVU+bg6Uo0Nim7/wFmgmJs6rbUubEQJnblXu1IsViVlYU4sb4+q3g89wHNMhcAAK9DJAEAQGlxL/YfgkUAcBeCRQ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