diff --git a/simulacao.ipynb b/simulacao.ipynb new file mode 100644 index 000000000..b9ce18a48 --- /dev/null +++ b/simulacao.ipynb @@ -0,0 +1,1235 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Getting Started" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Here we go through a simplified rocket trajectory simulation to get you started. Let's start by importing the rocketpy module." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "from rocketpy import Environment, SolidMotor, Rocket, Flight" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If you are using Jupyter Notebooks, it is recommended to run the following line to make matplotlib plots which will be shown later interactive and higher quality." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib widget" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Setting Up a Simulation" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Creating an Environment for Spaceport America" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "Env = Environment(\n", + " railLength=5.2, latitude=32.990254, longitude=-106.974998, elevation=1400\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To get weather data from the GFS forecast, available online, we run the following lines.\n", + "\n", + "First, we set tomorrow's date." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "import datetime\n", + "\n", + "tomorrow = datetime.date.today() + datetime.timedelta(days=1)\n", + "\n", + "Env.setDate((tomorrow.year, tomorrow.month, tomorrow.day, 12)) # Hour given in UTC time" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Then, we tell Env to use a GFS forecast to get the atmospheric conditions for flight.\n", + "\n", + "Don't mind the warning, it just means that not all variables, such as wind speed or atmospheric temperature, are available at all altitudes given by the forecast." + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [], + "source": [ + "Env.setAtmosphericModel(type=\"CustomAtmosphere\")\n", + "Env.addWindGust(lambda x: x/abs(x), 2)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can see what the weather will look like by calling the info method!" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Launch Site Details\n", + "\n", + "Launch Rail Length: 5.2 m\n", + "Launch Site Latitude: 32.99025°\n", + "Launch Site Longitude: -106.97500°\n", + "Reference Datum: SIRGAS2000\n", + "Launch Site UTM coordinates: 315468.64 W 3651938.65 N\n", + "Launch Site UTM zone: 13S\n", + "Launch Site Surface Elevation: 1400.0 m\n", + "\n", + "\n", + "Atmospheric Model Details\n", + "\n", + "Atmospheric Model Type: CustomAtmosphere\n", + "CustomAtmosphere Maximum Height: 1.000 km\n", + "\n", + "\n", + "Surface Atmospheric Conditions\n", + "\n", + "Surface Wind Speed: 2.24 m/s\n", + "Surface Wind Direction: 206.57°\n", + "Surface Wind Heading: 26.57°\n", + "Surface Pressure: 855.99 hPa\n", + "Surface Temperature: 279.05 K\n", + "Surface Air Density: 1.069 kg/m³\n", + "Surface Speed of Sound: 334.54 m/s\n", + "\n", + "\n", + "Atmospheric Model Plots\n" + ] + }, + { + "data": { + "image/png": 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pQokTCifWQokTshhrMTdmREREpBko2k7zSlq0cm1a5n60hsrKSkpKst9GrGzRlpJ1Kxu2bI5ibKjKFm1hzYr8jrER32Fj9l29tlNHjCtXrnTOufz9kpuZkpIS16ZNm5+UZfp7lqvfqcZKjbMQ8lBjvtNC+F/Q4G02sG6NjbW2nFVsYzP9oE3LMr7//vucb7eiooJhw4blfLv1oRgbL9/jg7pjNLNVuYtG6tKmTZuf5axC+D1rqGKuGxR3/YKqW205K3+bxSIiIiIZUGNGRERECpoaMyIiIlLQ1JgRERGRgqbGjIiIiBS0rDVmzGyKmS0xs3fTTDvfzJyZdU4pu9DMFpjZfDM7KKV8oJnN9afdbGaWrZhFpHlT3hIpTNk8MzMVGFG90My2Ag4APksp2wE4HujrL3O7mZX6k8fh9RrYy3/9bJ0iIk1kKspbIgUna40Z59yLwLdpJt0AXACk9tZ3OHCvc26Nc24hsAAYZGZdgA7OuZnO691vOnBEtmIWkeZNeUukMOX0nhkzOwz4r3PunWqTugKfp3xe5Jd19d9XL5dC8mTUezXAFY+9xxWPvdfEAYlkLl/y1vtz3uSu++9p7GpEilLOegA2s7bAxcCB6SanKXO1lNe0jdH4A1mVlZVRUVFR/0AbacWKFYFstz5yHeOAD14CYHabzLdZFeMr73sdPlZs9FU2Qmsw7efmIdt5q66clboPH/i/t3liRS/WLhvHNttun2EN8lex/34Wc/3ysW65HM6gJ7AN8I5/L1w34G0zG4R35LJVyrzdgC/88m5pytNyzk0EJgK0a9fOBdHdciF0YZ3zGBd2BKjXNqtiHDd/pr/skCwE1nDaz81GVvNWXTkrdR/uvutAEtfcz/ULOjNj703o0ad/Y+sWqGL//Szm+uVj3XJ2mck5N9c5t5lzLuycC+P9we/inPsf8ChwvJm1MrNt8G6Ye905txhYbmaD/acBTgVm5CpmEWne8ilvtWm/ERPOHE4Lq2TU9LdY/t2Sxq5SpGhk89Hse4CZQB8zW2RmI2ua1zn3HnA/8D7wFDDWObfBnzwGmIx3c93HwJPZillEmrd8z1vduvfg9sO78umGTfjdbQ9QuW5dU6xWpOBl7TKTc+6EOqaHq32+Grg6zXxvAv2aNDgRkTQKIW8NHrwXl33+IJe9Feb6iZM4f+yvs7EZkYKiHoBFRArMKUcfxXFdvuTWz7fmiRl3Bx2OSODUmBERKTBmxpVjTmGXNl/yh5mtmff2i0GHJBIoNWZERApQq5YtGD/mEDqUrGH0gwv5bvEnQYckEhg1ZkRECtRmm23GhBP68mVliLETnmT9yuVBhyQSCDVmREQK2IAd+/OXoW14ZXWYq8dNgsrKoEMSyTk1ZkRECtzRBx/E6T2WcedXfXjg7olBhyOSc2rMiIgUgYvPOJY9OnzNxe9uwawX1LeoNC9qzIiIFIGyslJuO+dINi9byVlPreDLj2YFHZJIzqgxIyJSJDbusBETfzWE5a4tZ01/lTVLvww6JJGcUGNGRKSIbL/tNlx/8ObMXtedS26fjlu3JuiQRLJOjRkRkSLzi6F78Jt+63lg2Q5Mm3IzOBd0SCJZpcaMiEgR+t2Jh7F/56VctbAPr5RPCzockaxSY0ZEpAiVlBg3/Ppotmm1grH/15rP3/lP0CGJZI0aMyIiRWqjtq2YdNb+bLAyRt33ESsXfxR0SCJZocaMiEgR22bLzbj5qD58WLklf5z4MG5VMuiQRJqcGjMiIkVu2K478qfd21C+qi+3j78ZKjcEHZJIk1JjRkSkGRh9xH4c1m0l1305gH/fe3PQ4Yg0KTVmRESaATPjb6N+Sd92KzhvTjcWvPRA0CGJNBk1ZkREmok2rcqYOCZC61IY9cQykp+8EXRIIk0ia40ZM5tiZkvM7N2UsqvMbI6ZzTazZ8xsS788bGar/PLZZjY+ZZmBZjbXzBaY2c1mZtmKWUSat+aQt7bs3IHbTx7I525Tzr3zBTYs/SLokEQaLZtnZqYCI6qVXeuc6++cGwA8DlyWMu1j59wA/3V2Svk4YDTQy39VX6eISFOZSjPIW4O278EV+27KC+u255rxE2Dd6qBDEmmUrDVmnHMvAt9WK1uW8rEdUGsf22bWBejgnJvpnHPAdOCIJg5VRARoXnnrpAOHcFJvx4Slg5hx59805IEUtJzfM2NmV5vZ58BJ/PQIZxszm2VmL5jZ3n5ZV2BRyjyL/DIRkZwp1rx1+akHM2jj77ngk/7MLR9f9wIiecpcFlvjZhYGHnfO9Usz7UKgtXPucjNrBbR3zn1jZgOBR4C+QB/gr865/f1l9gYucM4dWsP2RuOd2qWsrGzgs88+m4Va1W7FihW0b98+59utj1zHOGDWxQDM3vnqjJepivGvr60C4MLd22QltoYqhv08fPjwlc65djkMqSDkMm/VlbNy8Xu2bHUlV7+0hJINa4kP+Aa3xc5Z3V6VQvgbaoxirl9Qdas1ZznnsvYCwsC7NUzbupZpFcCuQBfgg5TyE4AJmWy7bdu2LgjPP/98INutj5zHOOVg71UPVTEeO/4Vd+z4V7IQVOMUw34GvndZ/Psv1FdQeStdzsrV79nchYtdn+jD7uiLbnBrFs/LyTYL4W+oMYq5fkHVrbacldPLTGbWK+XjYcAHfvmmZlbqv++Bd8PcJ865xcByMxvsPw1wKjAjlzGLSPPWHPJWv/AWXHNoT97Y0IvYxHtg1XdBhyRSL2XZWrGZ3QMMAzqb2SLgcuBgM+sDVAKfAlV3/w8FrjSz9cAG4GznXNVNeGPwnjBoAzzpv0REmlxzzluH7bEj8z7/inGzBrH9hL9xym/+DKVZ+xch0qSy9pvqnDshTfEdNcz7EPBQDdPeBH527VpEpKk197x1/jHD+eB/M7hi8RB6338Nu59wUdAhiWREPQCLiAgApSXGTWdF6N5mLb9+J8yil/4ZdEgiGVFjRkREftChdQsmnXUga0vaMPqJZaxa8ErQIYnUSY0ZERH5iZ5bhLj5+J2Y57bij9P/jfvu06BDEqmVGjMiIvIzw/v34IK9N+XxtQO5fcKtsPb7oEMSqZEaMyIiktbZB+/OoT1KuG7pUP4z7UqorAw6JJG01JgREZG0zIxrfnUgfUPr+O3Hu7LgiZuCDkkkLTVmRESkRm1aljLh7BG0Kitl9MvtSc5+NOiQRH5GjRkREalV143bMu5Xe/C525xzH3ifDV/MCTokkZ9QY0ZEROq027ZbcMUvtuGFDTtyzeR/wPdfBx2SyA/UmBERkYycuM+OnLxjGyasHMaMyVfB+rVBhyQCZNiYMbONzayvmfUwMzWARCTvKW9lx2XHDWPQZhu4YPEw5j5wJXgjg4sEqsY/cDMLmdlFZjYXeBWYANwPfGpmD5jZ8FwFKSKSCeWt7GtZVsK40QfRubVj9Du9WfLSlKBDEqn1zMyDwOfA3s65Ps65vZxzuzrntgLiwOFmNjInUYqIZEZ5Kwc6tW/FxDP35TsLMeapZaz5qCLokKSZq3HUbOfcAbVMewt4KysRiYg0kPJW7vTt1pHrjurHOQ+Wcfk/nuGvv90K69Qz6LCkmaqxMZPKzPoD4dT5nXP/ylJMIiKNpryVfYfs2pN5i77itlf3ZIdJ13PqeX+F1h2CDkuaoTobM2Y2BegPvAdU9WXtACUFEclLylu584fDdmf+F09zxWcHse30S9njzBugRPdbS25lcmZmsHNuh6xHIiLSdJS3cqSkxLjhjP345d/LGfvJEB4t/xtbHXph0GFJM5NJ83mmmSkpiEghUd7KoY1at2DS6P3ZUNqaUa905Pu3Hww6JGlmMmnMTMNLDPPNbI6ZzTUz9WUtIvlMeSvHttm0PbeevDsfum6c/9B7VC7SvdaSO5k0ZqYApwAjgEOBQ/yftTKzKWa2xMzeTSm7yk8ss83sGTPbMmXahWa2wE8+B6WUD/QT0QIzu9nMrD4VFJFmSXkrAEO378JFB4R5csOu3DJlGiz/X9AhSTORSWPmM+fco865hc65T6teGSw3FS+RpLrWOdffOTcAeBy4DMA/HXw80Ndf5nYzK/WXGQeMBnr5r+rrFBGpTnkrICP37ceR27fjhpUH8fQdl8G61UGHJM1AJo2ZD8zsbjM7wcyOrHrVtZBz7kXg22ply1I+tsN7ugDgcOBe59wa59xCYAEwyMy6AB2cczOdcw6YDhyRQcwi0rwpbwXEzPjLiXuzU2fH7/93IPPvu0RDHkjWZdKYaQOsAQ7EO01bdcq2QczsajP7HDgJ/wgH6IrXa2eVRX5ZV/999XIRkdoobwWodYtSJo7en3atyjjzvb58V3Fb0CFJkavz0Wzn3OlNuUHn3MXAxWZ2IXAOcDmQ7nqyq6U8LTMbjXdql7KyMioqKhodb32tWLEikO3WR65jHLB0KQCz67HNqhiXLl0FkHffqfZzfiuUvFVXzir0fTh6QHv+9loJ5zy7hPO/uY5k511/mFbodatLMdcvL+vmnEv7Ai4BNqll+r7AITVN9+cJA+/WMG3rqmnAhcCFKdOeBoYAXYAPUspPACbUts2qV9u2bV0Qnn/++UC2Wx85j3HKwd6rHqpiPHb8K+7Y8a9kIajGKYb9DHzvMvhbKqRXIeetdDmrEH7P6vLAqwvc1n963F1+6e+dWzL/h/JiqFttirl+QdWttpxV25mZucBjZrYaeBv4CmiNdzPbAODfwF/q03Ays17OuY/8j4cBH/jvHwXuNrPrgS39bbzunNtgZsvNbDDwGnAqcEt9tikizYryVp45eveezFv0NXe8sS873HENx/72WmizcdBhSZGpbaDJGcAMM+sF7Il3tLEM+Ccw2jm3qrYVm9k9wDCgs5ktwjste7CZ9cHrXvxT4Gx/W++Z2f3A+8B6YKxzboO/qjF4Txi0AZ70XyIiP6O8lZ8uPGI3Plz8LJcsOoSe0/7EwFG3Bx2SFJlM7pn5CPiorvnSLHdCmuI7apn/auDqNOVvAv3qu30Rab6Ut/JLWWkJt5wxnMOvf4qzEvvw2GNXQcfhQYclRUSjgYmISNZ1bNuSSaOGs6q0PaNf68zG//1P0CFJEVFjRkREcqL35htx4wm78a7bhjve34D7dGbQIUmRUGNGRERy5oB+W/KH4d15dMMeTJh2Jyz9vO6FROpQ4z0zZnYLtfTp4pw7NysRiYg0kPJWYRh74I7839wF/O3rQ+kz5WKGnzMOWrYLOiwpYLXdAPxmzqIQEWkaylsFwMw4fcDGLHt7JecuOYRH7v0TPU+5BZrHeJySBbU9mj0t9bOZtXPOfZ/9kEREGkZ5q3C0KjMmjhrO4Tc8y6h5O/Hwc9cT2v8PQYclBarOe2bMbIiZvQ/M8z/vZGbqJEBE8pbyVmHotnFbxv1qLz5jC879z2o2vPdY0CFJgcrkBuAbgYOAbwCcc+8AQ7MYk4hIY92I8lZBGNSjE1ccuj0vVA7gmnufgS/fCzokKUAZPc3knKt+u/mGtDOKiOQJ5a3CcdIe23LyLp2ZsG4ED0+Jw/dfBx2SFJhMGjOfm9kegDOzlmZ2Pv6pWxGRPKW8VWAuP2o3du/agj8lj+KdaefD+rVBhyQFJJPGzNnAWKArsAhvsLaxWYxJRKSxlLcKTIvSEm4/fR82a1fK6M/2Y8mjlwYdkhSQTBoz5pw7yTm3uXNuM+fcyc65b7IemYhIwylvFaBO7Vsx6cx9WF4aYvQbXVg9c1LQIUmByKQx84qZPWNmI82sY7YDEhFpAspbBWr7Lh24/riBzHa9uPjxj3EfVwQdkhSAOhszzrlewCVAX+BtM3vczE7OemQiIg2kvFXYRvTvym/36c5DG/bmjn9Og28XBh2S5LlMn2Z63Tn3e2AQ8C0wrY5FREQCpbxV2H57UD8O6tWev6w6khfvvBjWLA86JMljmXSa18HMTjOzJ4FXgMV4yUFEJC8pbxW+khLj+pP3pPcmpZzz1REsvOcPUFkZdFiSpzI5M/MO3pMAVzrnejvn/uSceyu7YYmINIryVhFo16qMSWcOo7Rla0bNH8iyZ/4adEiSpzJpzPRwzv0OmJPtYEREmojyVpHYapO23H7aHiTYkvNerGTDnIeCDknyUCaNmcEa40RECozyVhEZ0rMzlx+yA/+p3IXrHngOvpgVdEiSZ7I2NpOZTTGzJWb2bkrZtWb2gZnNMbOHqx6ZNLOwma0ys9n+a3zKMgPNbK6ZLTCzm800RryI1OlGlLeKyil79uTEXTZl3LoIM6ZeC8u/DDokySPZHJtpKjCiWtmzQD/nXH/gQ+DClGkfO+cG+K+zU8rHAaOBXv6r+jpFRH5Geav4xI7clUFbtuKCZccwZ9rvYf2aoEOSPJG1sZmccy/iPQ6ZWvaMc269//FVoFtt6zCzLkAH59xM55wDpgNHZBCziDRvyltFqGVZCePO2JvO7VowetFBLPlXFJwLOizJAw0dm+nXTbDtM4AnUz5vY2azzOwFM9vbL6vaZpVFfpmISG2Ut4pUp/atmDRyKMnSjTl7VnfWvKxboQTK6prBOfc1cFJqmZldB5zf0I2a2cXAeuAuv2gx0N05942ZDQQeMbO+QLrrzDU2w81sNN6pXcrKyqioqGhoiA22YsWKQLZbH7mOccDSpQDMrsc2q2JcunQVQN59p9rP+a1Q8lZdOauY92Fj63ZGv9bc9k5vLnnyBU768nqWdtql6YJrAtp3Oeacq/cL+CzD+cLAu9XKTgNmAm1rWa4C2BXoAnyQUn4CMCGTbbdt29YF4fnnnw9ku/WR8xinHOy96qEqxmPHv+KOHf9KFoJqnGLYz8D3rgF//4X6yve8lS5nFcLvWUM1Rd3+/sRct/WfHnd3XH6qc1992PigmpD2XdOrLWdldANwGg26M9/MRgB/Ag5zzq1MKd/UzEr99z3wbpj7xDm3GFhuZoP9pwFOBWY0MGYRad6Ut4rMeQf15cBeHfjz6qN56c6LYdXSoEOSgNTYmDGzTWp4dSKDpGBm9+AdyfQxs0VmNhK4FdgIeLbao4xDgTlm9g7wIHC2c67qJrwxwGRgAfAxP71eLSLyA+Wt5qWkxLjh5CH02qSMc745ioV3nQcb1te5nBSf2u6ZeQvvOm+6BLC2rhU7505IU3xHDfM+BKTt1tE59ybQr67tiYigvNXstGtVxuQz9+GwG59j1MdDePipK9kocmXQYUmO1diYcc5tk8tAREQaS3mredpqk7bcdtoQTpn0Kr99eQmTtriL0oEn1b2gFI2G3jMjIiKSN/bo2ZnYod6QB9c+8jJ89lrQIUkOqTEjIiJF4eQ9tuGEXTZj/LoIM6ZfD8lFdS8kRUGNGRERKQpmxhVHDmRQ19ZcsOJ4b8iDtSvrXlAKXsaNGTPbzMy6V72yGZSISFNQ3mp+WpaVMO70vejcviWjvziUJQ/+QUMeNAN1NmbM7DAz+whYCLwAJNBjhiKSx5S3mrdO7Vsx6Yy9SZZ25Ky5fVhdcX3QIUmWZXJm5ipgMPCh/6TAfsDLWY1KRKRxlLeauR227MD1xw9kluvFxc9+iZtXHnRIkkWZNGbWOee+AUrMrMQ59zzeoG0iIvlKeUv4xY5b8tvhYR6q3Ic77r0fvnw/6JAkSzJpzCw1s/bAS8BdZnYT3mBrIiL5SnlLAPjtATswok+Iv6w5mhemXgrffxN0SJIFmTRmDgdWAucBT+F1zX1oFmMSEWks5S0BvCEP/n7iYHp3ask53x3PJ3edCxvWBR2WNLE6GzPOue+BrYBhzrlpeOON1NktuIhIUJS3JFW7VmVMGrk3LVq14cyFw0g+dnHQIUkTy+RpplF4g6hN8Iu6Ao9kMSYRkUZR3pLqttqkLeNOG8JnbMFvXw+x4fW0Q25JgcrkMtNYYE9gGYBz7iNgs2wGJSLSSMpb8jO79+jElYfvSEXlAK559C1I/F/QIUkTyaQxs8Y598PpWTMrwxuVVkQkXylvSVonDg5z6m5dmLA+wr+m3wzfJYIOSZpAJo2ZF8zsIqCNmR0APAA8lt2wREQaRXlLanTpEQMY0r0t0ZUnMmvq+bBmRdAhSSNl0piJAl8Bc4GzgCeAS7IZlIhIIylvSY1alJZw+2l7svlGLTnryyP4333nQWVl0GFJI2TyNFOlc24ScBJwNTDDOQ10ISL5S3lL6rJxu5ZMHrk335eFOGtef1Y/Fw86JGmEGhszZjbezPr670PAbGA6MMvMTshNeCIimVPekvros8VG3HjCbsxxPfjT8ytwc/8VdEjSQLWdmdnbOfee//50vDFOdgQGAhdkPTIRkfpT3pJ6OaDvFpy//7bMqNyT8Q88Bl/MDjokaYDaGjOpHUwdgN9Hg3Puf5ms2MymmNkSM3s3pexaM/vAzOaY2cNm1jFl2oVmtsDM5pvZQSnlA81srj/tZjOzDOsmIs2P8pbU26/368MhO2zCNWuP5LlpV8GKJUGHJPVUW2NmqZkdYmY74/XX8BT88IhjmwzWPRUYUa3sWaCfc64/8CFwob/OHYDjgb7+MrebWam/zDhgNNDLf1Vfp4hIFeUtqTcz49rjB9Fvs1b8NnkCH00/F9avCTosqYfaGjNnAecAdwLnpRzZ7AfUOZa6c+5F4NtqZc8456oGe3sV6Oa/Pxy41zm3xjm3EFgADDKzLkAH59xM/+a96cARGdVMRJoj5S1pkDYtS5k4cm9at27NmZ8fwHcP/wl0z3jBKKtpgnPuQ9IcTTjnngaeboJtnwHc57/vipckqizyy9b576uXp2Vmo/GOhigrK6OioqIJwqyfFStWBLLd+sh1jAOWLgVgdj22WRXj0qWrAPLuO9V+zk+FlrfqylnFvA/ztW5n79SGv72+KWNndeGyVefzv+4NG580X+vXFPKxbjU2ZrLJzC4G1gN3VRWlmc3VUp6Wc24iMBGgXbt2btiwYY0LtAEqKioIYrv1kfMYF3YEqNc2q2IcN3+mv+yQLATWcNrPzU828lZdOauY92G+1m0Y0HGrzzj/wVLunf80sT02wLb71Xs9+Vq/ppCPdcuk07wmZWanAYcAJ6X0+7AIb4TbKt2AL/zybmnKRURyRnmreTl61+6cOaQbUzccxD13TYavFwQdktQhp40ZMxsB/Ak4zDm3MmXSo8DxZtbKzLbBu2HudefcYmC5mQ32nwY4FZiRy5hFpHlT3mqeoofsyNBt2nPpqhN4beqfYNXSoEOSWtTZmDGzzc3sDjN70v+8g5mNzGC5e4CZQB8zW+QvcyuwEfCsmc02s/EAfr8Q9wPv4z19MNY5t8Ff1RhgMt7NdR8DT9a3kiLSvChvSWOVlZZwy6l70D3UgjFfH82ie86Fyg11LyiByOSemal4TwZc7H/+EO8GuDtqW8g5l663zRqXcc5djdftePXyN4F+GcQpIlJlKspb0kihNi2YdObeHHHz85z50WAeeuoK2h18ZdBhSRqZXGbq7Jy7H6gE8B9RVPNURPKZ8pY0iZ6btufWUwbzoevOH/7PqJx1d9AhSRqZNGa+N7NO+Hfjm9lgIJnVqEREGkd5S5rMPr035aKDt+OpykHc9K/n4fM3gg5JqsmkMfMHvBvdeprZy3gdQP0mq1GJiDSO8pY0qZF79+TonTblpnVHUD79Gkj+N+iQJEWd98w4594ys32APnj9J8x3zq3LemQiIg2kvCVNzcy4+piBfLLkef6w+ES2nnYe/cZMhxaZjJIh2ZbJ00zv4I02u9o5964SgojkO+UtyYZWZaWMP2MvNm7bktFfHMJXD/5eQx7kiUwuMx2G1+vl/Wb2hpmdb2bdsxyXiEhjKG9JVmy2UWsmjdyLb0s24ew5vVhTcX3QIQkZNGacc586565xzg0ETgT6AwuzHpmISAMpb0k29esa4rrjBvKW68Ol//4fbl6dY5hKlmU0NpOZhYFjgePwHm+8IIsxiYg0mvKWZNMhO23J/C++5ZYXhrHdvfdyxtgesNn2QYfVbNXZmDGz14AWwAPAMc65T7IelYhIIyhvSS787qC+fLh4KX/+8Fi2nXoJQ8+ZBG03CTqsZimTe2ZOc87t4pz7qxKCiBQI5S3JupIS4/qTBtO7UwvO+fY4Pvnnb2CD7jUPQiaNmcVmdr2Zvem//m5moaxHJiLScMpbkhPtWpUxaeRQylq14cyFw0g+fmnQITVLmTRmpgDL8a49HwsswxvzREQkXylvSc5stUlbxp22B5+xBee+thEb3pgSdEjNTiaNmZ7Oucudc5/4ryuAHtkOTESkEZS3JKd279GJKw/fkRcqBxCf8Rahpe8FHVKzkkljZpWZ7VX1wcz2BFZlLyQRkUZT3pKcO3FwmNN268Kk9Qczf3YFfPdp0CE1G5k8mj0GmOZfbzbgW+C0rEYlItI4ylsSiEuPGMCCL5Nc+tlJ9Jp6PgN/fSe0ah90WEUvk07zZjvndsLrdGpH59zOzrk52Q9NRKRhlLckKGWlJdz2qz3p1Mpx1pdH8MV9v4PKyqDDKnqZjM3UycxuBiqA583sJjPrlPXIREQaSHlLgtSxbUt+s1uI1WUdGDVvJ1Y+d03QIRW9TO6ZuRf4CjgKONp/f182gxIRaSTlLQlU1/Yl3HLSIN53Yf74/Pe4dx8OOqSilkljZhPn3FXOuYX+689Ax7oWMrMpZrbEzN5NKTvGzN4zs0oz2zWlPGxmq8xstv8anzJtoJnNNbMFZnazmVk96ygizY/ylgRu+PabEz2oF+WVg7n5/idg8TtBh1S0MmnMPG9mx5tZif86FshkVK2pwIhqZe8CRwIvppn/Y+fcAP91dkr5OGA00Mt/VV+niEh1yluSF0YP682RO3bihrVH8OSdf4EVS4IOqSjV2Jgxs+Vmtgw4C7gbWOO/7gV+V9eKnXMv4j1BkFo2zzk3P9PgzKwL0ME5N9M554DpwBGZLi8izYvyluQbM+Mvx+7GgM1b8Ptlx/He9PNg/Zqgwyo6NTZmnHMbOec6+D9LnHMt/FeJc65DFmLZxsxmmdkLZra3X9YVWJQyzyK/TETkZ5S3JB+1blHKxJFDCbVtyejPDuTrR6LgXNBhFZVM+pn5gZn1BI4HTnDO9WvCOBYD3Z1z35jZQOARM+uL1z9EdTX+BpjZaLxTu5SVlVFRUdGEIWZmxYoVgWy3PnId44ClSwGYXY9tVsW4dKnXz1m+fafaz4Ujn/NWXTmrmPdhMdcN0tfv7J3a8NdXN+bst7biipV/5KvuhwQTXCPl476rszHjnzI9HjgBr8+Gv/rvm4xzrupUMM65t8zsY6A33hFNt5RZuwFf1LKeicBEgHbt2rlhw4Y1ZZgZqaioIIjt1kfOY1zYEaBe26yKcdz8mf6yQ7IQWMNpP+e3QslbdeWsYt6HxVw3qLl+nbb+L7+5t4xp8xfztz02YNvul/vgGikf911t98yMMrP/AC8AnYAzgcXOuSucc3ObMggz29TMSv33PfBumPvEObcYWG5mg/2nAU4FZjTltkWkeChvSb47dEBXfjO0O/dvGMaUf/4Dvvk46JCKQm1PM90GlAInOucu8XvPzPgin5ndA8wE+pjZIjMbaWa/NLNFwBCg3Mye9mcfCswxs3eAB4GznXNVN+GNASYDC4CPgSfrUT8RaV6UtyTv/W5EPw7q3YGrVx/FC3deDKuTQYdU8Gq7zLQlcAxwvZltDtwPtMh0xc65mk7p/qznIOfcQ8BDNaznTaApr3OLSPFS3pK8V1JiXH/SEI66+VnO+fpIHrnrd/Q8fRKUlAYdWsGq7Wmmr51z45xzQ4H9gCSwxMzmmdlfchahiEiGlLekULRrVcbkM/ehZas2jFowhOSTVwUdUkHLpNM8nHOLnHPXOecG4vWXoIfkRSSvKW9Jvuu2cVvGn74nn7MF57zcivWz7g06pIKVUWMmlXNuvnPuimwEIyKSDcpbkq92C2/Cn4/ox0uV/fnLQ6/AojeDDqkg1bsxIyIiIk3nuN234fRBWzBl/UHcN/VmWFZjDyRSAzVmREREAnbx4Tuz99ZtuGTFUbwx9Y+wblXQIRWUOhszZvZcJmUiIvlCeUsKTVlpCbf+am+26lDG2V9EWPTABRryoB5q6zSvtZltAnQ2s43NbBP/FcZ7/FFEJK8ob0khC7VpwaRR+7C2rD1nzt2e71+4KeiQCkZtZ2bOAt4CtvN/Vr1m4HVMJSKSb5S3pKD13LQ9t50ymA9dd37/zFIqP1B/i5morZ+Zm5xz2wDnO+d6OOe28V87OeduzWGMIiIZUd6SYjC0z2Zc8otePF25Gzfc/Rgs+SDokPJenQNNOuduMbM9gHDq/M656VmMS0SkwZS3pNCdPrQ387/4llveidB7ytUceu5N0HaToMPKW5mMmv0PoCcwG9jgFztASUFE8pLylhQ6M+OqY3bnkyXPcv7iI9l6+vn0HzURSuv8t90sZfKt7Ars4JxuqxaRgqG8JQWvZVkJ40YO4/Drn2FUYjiPPhpj81/+Oeiw8lIm/cy8C2yR7UBERJqQ8pYUhc7tWzF51D4sLw0x+vVNWf361KBDyks1npkxs8fwTstuBLxvZq+TMraJc+6w7IcnIpI55S0pRtt36cANxw/krLtKic54hRs2exkL7xl0WHmltstM1+UsChGRpqG8JUXpoB27cv7wb7nueeg17R+M/e1W0LF70GHljRobM865F3IZiIhIYylvSTEbe2A/5i/+jus+iND7jss44JxboVX7oMPKC5kMZ7DczJZVe31uZg+bWY9cBCkiUh/KW1KMzIxrT9qTHTuXct5Xh/DBPVGorAw6rLyQyQ3A1wN/BLoC3YDzgUnAvcCU7IUmItJgyltSlFq3KGXiqH1p16oFZ84fyDfP6soqZNaYGeGcm+CcW+6cW+acmwgc7Jy7D9g4y/GJiDSE8pYUrS1CrZk4cihf0YkxFSWsnfNI0CEFLpPGTKWZHWtmJf7r2JRpNfbhYGZTzGyJmb2bUnaMmb1nZpVmtmu1+S80swVmNt/MDkopH2hmc/1pN5uZ1aeCItIsKW9JURvQfWOuObo/r7vtueyBmbgv3gk6pEBl0pg5CTgFWAJ86b8/2czaAOfUstxUYES1sneBI4EXUwvNbAfgeKCvv8ztZlbqTx4HjAZ6+a/q6xQRqU55S4re4QPDjN1jC+5dN5Spd94GK74KOqTA1NmYcc594pw71DnX2Tm3qf9+gXNulXPu/2pZ7kXg22pl85xz89PMfjhwr3NujXNuIbAAGGRmXYAOzrmZfk+e04Ej6lE/EWmGlLekufjDIbtwQI/WXLX8UF688yJYvzbokAJRW6d5FzjnrjGzW0hzWtY5d24TxtEVeDXl8yK/bJ3/vnq5iMjPKG9Jc1NSYtx42j4cdcOTjP3vATzy0GX0PPav0MyubNbWad48/+ebOYgj3bfuailPvxKz0XindikrK6OioqJJgquPFStWBLLd+sh1jAOWLgVgdj22WRXj0qWrAPLuO9V+zlsFlbfqylnFvA+LuW6Q+/qN7N+OP7+8jlGze3Ld6ijLtv5F1raVj/uutk7zHvN/TgMws3bOue+zFMciYKuUz92AL/zybmnK0/KfWJgI0K5dOzds2LAmD7QuFRUVBLHd+sh5jAs7AtRrm1Uxjps/0192SBYCazjt5/xUaHmrrpxVzPuwmOsGwdRv6z5fc9LkV7hh/jfcuUclZb32zcp28nHfZdJp3hAzex//iMfMdjKz25s4jkeB482slZltg3fD3OvOucXAcjMb7D8NcCowo4m3LSJFRnlLmqNBPTvz50O346XKHfnzP56Abz4OOqScyeRpphuBg4BvAJxz7wBD61rIzO4BZgJ9zGyRmY00s1+a2SJgCFBuZk/763wPuB94H3gKGOuc2+CvagwwGe/muo+BJzOvnog0UzeivCXN0HF79Gbkrp2YunY4d0+6FlYvCzqknKjtnpkfOOc+r9ZNwoaa5k1Z5oQaJj1cw/xXA1enKX8T6JdBmCIiP1Dekubqwl8OYsGXz3DZ57+gx7SLGTzqRigprXO5QpbJmZnPzWwPwJlZSzM7nx9vshMRyUfKW9JslZWWcMvI/dh6IxizcE8+e/xvQYeUdZk0Zs4GxuI9WrgIGOB/FhHJV8pb0qx1aN2CyWftT2VZa86cuQnL37o/6JCyKpNO8752zp3knNvcObeZc+5k59w3uQhORKQhlLdEYJvO7bj91MF87Lpy3r8+YsPnueixIBi1dZqXttOpKk3c+ZSISKMpb4n81J69tyD2ix5c+mQJ10y5hwt/1xU6dAk6rCZX2w3AqU24K4DLsxyLiEhjKW+JVHPKPn2Z/99vmDBnX3pPvpqjfnMdtGgddFhNqrZO86ZVvTez81I/i4jkI+UtkfQuP24vPlnyBBf+b3/Cd1/OwFPjRTXkQSY3AEMtp21FRPKU8paIr0VpCbePPpAubR1nzduJ//67qfuQDFamjRkREREpYB3btuSOs/ZnTUkbRv0HVr73dNAhNZkaGzNmttzMlpnZMqB/1fuq8hzGKCKSEeUtkdptu/lG3HziQD5w3fn9Pa9TueSDoENqEjU2ZpxzGznnOvivspT3GznnOuQySBGRTChvidRteL/uXLRvV55avws3TJwMK78NOqRG02UmERGRZmbkATtz7HatuGXFcB674yrYsD7okBpFjRkREZFmxsz488n7MqjzOs7/71DeeTAedEiNosaMiIhIM9SyrIRxZ/+Czq0qGTUrzP/+759Bh9RgasyIiIg0U53at+KO0fvyfUk7Rj/xHas/fiXokBpEjRkREZFmbLuuG3Pjsf2ZWxnmj9P+jfvus6BDqjc1ZkRERJq5Awb05IK9N+WxtQO5dcKtsPb7oEOqFzVmREREhLMP3p0jty3h70v34ak7/wyucDrRVmNGREREMDP+ctqB7Lzxan63cFfee+zmoEPKmBozIiIiAkDrFqVMGBNh45aOUa90ZMlbjwYdUkay1pgxsylmtsTM3k0p28TMnjWzj/yfG/vlYTNbZWaz/df4lGUGmtlcM1tgZjebFdEwnyKSV5S3RGCzDq2ZOHIfvrMQZz2UYPWiOUGHVKdsnpmZCoyoVhYFnnPO9QKe8z9X+dg5N8B/nZ1SPg4YDfTyX9XXKSLSVKaivCVCv6035YYj+zCrsicXTZ6BW/FV0CHVKmuNGefci0D1AR8OB6b576cBR9S2DjPrAnRwzs10zjlgel3LiIg0lPKWyI9G7LY9fxjcnn+t3oXx42+E9WuDDqlGub5nZnPn3GIA/+dmKdO2MbNZZvaCme3tl3UFFqXMs8gvExHJFeUtabbOOXwoh269nmu+Hsyz/7wmb59wKgs6AN9ioLtz7hszGwg8YmZ9gXTXmWv8Js1sNN6pXcrKyqioqMhGrLVasWJFINutj1zHOGDpUgBm12ObVTEuXboKIO++U+1noQnyVl05q5j3YTHXDYqrfof27sBH/1vEeR9sx/VTrmDd5rvmXd1y3Zj50sy6OOcW+6dilwA459YAa/z3b5nZx0BvvCOabinLdwO+qGnlzrmJwESAdu3auWHDhmWlErWpqKggiO3WR85jXNgRoF7brIpx3PyZ/rJDshBYw2k/NytZy1t15axi3ofFXDcovvrtNHAlh11XzpULwly90acMO2Rs0CH9RK4vMz0KnOa/Pw2YAWBmm5pZqf++B94Nc5/4p3SXm9lg/2mAU6uWERHJEeUtafY279iWSafvwTd05JbZ61mzZEHQIf1ENh/NvgeYCfQxs0VmNhKIAweY2UfAAf5ngKHAHDN7B3gQONs5V3UT3hhgMrAA+Bh4Mlsxi0jzprwlUrP+Pbty3aFh3qrclksm3ItblQw6pB9k7TKTc+6EGibtl2beh4CHaljPm0C/JgxNRCQt5S2R2h2yxwBeemsu9/13Z3pPvJFRv7kESkqDDks9AIuIiEjmDurXjYO7ruIvi3fhP/ffEnQ4gBozIiIiUg8lZvx99BH0bbeCc2d35cOX0p6gzG1MQQcgIiIihaVNqzIm/TpCm1LHyCeW8+2CNwKNR40ZERERqbcunTow8bRBfOk6cva0maxdWmPPKVmnxoyIiIg0yM69w1w7YgteX9eTS2+bjlu7KpA41JgRERGRBjt82GDO2bGS+5bvyB2Tbw5kyAM1ZkRERKRRfn/CIRy0eZK/fLYDzz9yR863r8aMiIiINEpJiXH92UfTp02Sc18L8dHrz+R2+zndmoiIiBSldm1aMnnML2hVUsnIR77g20/n5WzbasyIiIhIk+i6WScmnNSf/1V2ZMwdz7F2xTc52a4aMyIiItJkBvbdnr/t15HX1m7D5bfeiVu/LuvbVGNGREREmtQvDxjGmO1Wcc/S7blz6visb0+NGREREWlyfzz1KA7o9DV/XhCm4ol7s7otNWZERESkyZWUGDeOPY7erb7jNy+WsmD2y9nbVtbWLCIiIs1au7atmXz2Ad4TTvd/xHeLE1nZjhozIiIikjXdunRhwnF9WFzZkTETnmDdqhVNvg01ZkRERCSrBu40gPjQ1ry6emsuv20KrrKySdevxoyIiIhk3ZEHj2DMtt9x99c9mfaPKU26bjVmREREJCf+ePqJHNBxMVfO25wX//1Yk603a40ZM5tiZkvM7N2Usk3M7Fkz+8j/uXHKtAvNbIGZzTezg1LKB5rZXH/azWZm2YpZRJo35S2R7CopLeHGc46nd8uvGfvv1SyYN6tp1tska0lvKjCiWlkUeM451wt4zv+Mme0AHA/09Ze53cxK/WXGAaOBXv6r+jpFRJrKVJS3RLKqXfv2TB41nFa2gTP/OYelX3/Z6HVmrTHjnHsR+LZa8eHANP/9NOCIlPJ7nXNrnHMLgQXAIDPrAnRwzs10zjlgesoyIiJNSnlLJDe6bRVmwpFb88WGEGNuf4R1a1Y3an25vmdmc+fcYgD/52Z+eVfg85T5FvllXf331ctFRHJFeUskCwbuNoT44A3MXNmNaydPb9S6ypoopsZKdz3Z1VKefiVmo/FO7VJWVkZFRUWTBFcfK1asCGS79ZHrGLdd791isKAe26yKsUPlGoC8+061n4UmyFt15axi3ofFXDco7vo1Zd026diJsV1m0afLlo1bp3Muay8gDLyb8nk+0MV/3wWY77+/ELgwZb6ngSH+PB+klJ8ATMhk223btnVBeP755wPZbn0oxsbL9/icqztG4HuXxb//Qn0FlbfS5axC+D1rqGKum3PFXb+g6lZbzsr1ZaZHgdP896cBM1LKjzezVma2Dd4Nc68775TucjMb7D8NcGrKMiIiuaC8JZLnsnaZyczuAYYBnc1sEXA5EAfuN7ORwGfAMQDOuffM7H7gfWA9MNY5t8Ff1Ri8JwzaAE/6LxGRJqe8JVKYstaYcc6dUMOk/WqY/2rg6jTlbwL9mjA0EZG0lLdECpN6ABYREZGCpsaMiIiIFDQ1ZkRERKSgqTEjIiIiBU2NGRERESloasyIiIhIQTOvU73iY2aVwKpcb7eshLL1lazP9XbrQzE2Xr7HBxnF2MY5pwOaPJEuZxXC71lDFXPdoLjrF2Ddas5ZNXUNrFcDX5d3eDPwGBSj4iuUGPVqvvuwmOtW7PXLw7rpqExEREQKmhozIiIiUtDUmGl6E4MOIAOKsfHyPT4ojBildsW8D4u5blDc9cu7uhXtDcAiIiLSPOjMjIiIiBS0rI2aXVRioa2A6cAWQCUwkVjypmrzbAfcCewCXEwseV3KtASwHNgArCeW3DWgGE8C/uR/WgGMIZZ8x582ArgJKAUmE0vG8zDGBPnxPR4OXOVPXw+cRyz5f/60fPkea4sxQba/R/mpWKg18CLQCi/vPkgseTmx0FXA4Xj7aQnwK2LJL1KW6w68D8R+klN+nB4DRgFf+SUXEUs+kb2K1KC+9YuFwsA8YL6/hleJJc9Os95NgPuAMJAAjiWW/C6rdfl5DNmqW4xC3HfeMv2BCUAHf/puxJKrq603p/tOZ2Yysx74A7Hk9sBgYCyx0A7V5vkWOBf4ecLxDCeWHJDFfxyZxLgQ2IdYsj/ePzrvumcsVArcBvwC2AE4Ic2ywcb4o3z4Hp8DdiKWHACcAUwG8u17TB/jj7L9PcpPrQH2JZbcCRgAjCAWGgxcSyzZ399PjwOXVVvuBuDJOtZ9g78vBwTyz9DTkPp9nBL3z//Ze6LAc8SSvfB+p6NZq0HNslU3KMR9FwuVAf8EziaW7AsMA9alWW9O953OzGQillwMLPbfLycWmgd0xTtiqppnCbCEWCgSRIgZxvhKyhKvAt3894OABcSSn3jzhe7Fa5G/T1NqXIy5kVmMK1KWaAdU3XiWT99jTTFKEGJJh3emEaCF/3LEkstS5vrpfoqFjgA+Ab7PTZCN0JD6ZeZwvH+WANOACn48c5sb2atbfqh//Q4E5vx4xjz5TQ1rzum+U2OmvrxTiDsDr9VjKQc8QyzkgAnEktm9EzyzGEfy4xFfV+DzlGmLgN2zEluV+scI+fQ9xkK/BP4KbAZUNWDz63tMHyPk+nsUj3fm7i1gW+A2YsnX/PKrgVOBJDDcL2uHl/gPAM6vY83nEAudCryJd8Yut5dhqtSnfp5tiIVmAcuAS4glX0qz1s39xrvXiI+FNsteBWqRnbpBYe673oAjFnoa2BS4l1jymjRrzem+02Wm+oiF2gMP4d1/sKyu2VPsSSy5C97lh7HEQkOzEh9kFmMsNByvoVDVSrY0c2XvKKNhMUI+fY+x5MPEktsBR+BdDoN8+x7Txwi5/B7lR7HkBv+UfTdgELFQP7/8YmLJrYC7gHP8ua/AuwSxIt2qUowDeuJdHlgM/L3pA89Q/eq3GOhOLLkz8HvgbmKhDrkPOkPZqVuh7rsyYC/gJP/nL4mF9st5zNWoMZOpWKgF3j+Ou4gl/1W/ZatumkouAR7GuxzR9DKJ0btxazJweMrpwUXAVilzdQO+qL5owDHm1/f4Y0wvAj2JhTqTb99j+hhz9z1KerHkUrxT7iOqTbkbOMp/vztwjX+z9nnARcRC51BdLPml/4+oEphEPuzLTOoXS6754W87lnwL+BjviL+6L4mFunjzhbrg3YganKasW6HuOy/PvUAs+TWx5ErgCbwHX6rL6b5TYyYTsZABdwDziCWvr+ey7YiFNvrhvXe98d2mDjGjGL0nI/4FnEIs+WHKlDeAXsRC2xALtQSOBx7Nqxjz63vc1p8PYqFdgJbAN+TX95g+xlx9j/JTsdCmxEId/fdtgP2BD4iFeqXMdRjwgTdPcm9iyTCxZBi4EfgLseStadbbJeXTLwlqX9a7fqFN/UsbEAv1AHrh3R9U3aPAaf7704AZTR98HbJVt0Ldd/A00J9YqK1/M/A+pL8vMKf7TvfMZGZP4BRgLrHQbL/sIqA7ALHkeGKhLfCue3qPqsVC5+E90dIZeJhYCLzv+25iyacCidG7G70TcLsfj/dYbiy53j/qexrvkeIpxJLv5VWMsDn58z0eBZxKLLQOb5Tj4/yb6PLpe0wfYyyUq+9RfqoLMM3/J1cC3E8s+Tix0EPEQn3wHm/9FKjtyRdPLDQZGE8s+Sbe2ZsBeJczE8BZ2Qm/TvWt31DgSmKh9XhdBJxNLPktUL1+cW9doZHAZ8AxuayUL1t1K8x9F0t+Ryx0Pd7BmwOeIJYs96YFt+/UA7CIiIgUNF1mEhERkYKmxoyIiIgUNDVmREREpKCpMSMiIiIFTY0ZERERKWh6NLtQxUI3AJ8SS97of34a+JxY8kz/89+B/wILgB2oz+jNsdBU4HFiyQerlQ/GGxG6lf+6j1gy1qh61B7Hr4BdiSXTdBYWOgLoTyx5ZT3XeSHwGbHkXWmm7YjXpfiv6h+sSDMXC10MnIj3OHIlcNYP3eJnZ3sVwPn+Y8CZzL83MB5vUMQhxJKrUqblOvYYsIL0I6GfB3xLLDm9nuucAEwnlnw5zbRD8Ea2vrwB0RYEnZkpXK8AewAQC5Xg9WfTN2X6HsDLxJKP1qshU7tpwGi/2+t+wP1NtN6GuAC4vQHLHQg8k3ZKLDkX6OZ33CcimYqFhgCHALvgjXi/Pz8dpywfnARchzdCdWpDJn9i9zqhOwOvx9362h1vcN50yoHDiIXaNjS0fKczM4XrZeAG/31fvN4juxALbQysBLYHZv3k7IZ3xmUZsCuwBXABseSDfk+xtwD7AgtJP8YQeAMWVg0ctoGqXh+9o4yeeAMtbgVcQyw5yZ/2R+BYvDM5D/9wZBALnQyci9cz7WvAr72uvUOnAxf62/kQb3j6n4qFegNriCW/9j9PxesYbjtga+B0vB4nhwCv/XCmxRsfpSWx5FfEQscAl+MdiSWJJavGJ3oMr+fedAOniUh6XYCviSW9v9eqv00Ab0iG+/hxoMITiSUXEAttinempOrg4TxiyZf9nqlvAXbE+x8VI5ac4fdOeydeZ6TzgDZpI/HGCbrOX/YNYAxeJ5PHAgcRC+1PLHlShrH/fF2x5Bq/Trt6XfqHdsVrJA3zc2F3oIf/80ZiyZv9dV2MN2jj58BXeAM7Vrcv8Dax5Hp/mQpgFjAQb1DHU/Hy4454Z8Yv8efbHvjQz6Hn4nVwtx54n1jyeL/DzAq8RluQB6FZozMzhcobX2e9fxZhD2AmXqNgCF5jZQ6x5No0S3bBGxzsELweGsHrSrsP3h/IKKrO+PzcDcB8YqGHiYXOIhZqnTKtP97IzEOAy4iFtiQWOhCvK+9BeIOpDSQWGur/4R2HN+DhALwGxUl+995X4PVwewBe0kpnT+DtamUb4yWC3+E1SG7Aa+Tt6PeyCd4R13P++8uAg4gld8LrqrvKm8DeNWxXRNJ7BtiKWOhDYqHbiYX2qTZ9GbHkIOBWvOEZwLtkfQOx5G54PVZP9ssvBv7jlw8HrvUbOGOAlf7Zk6vx/sH/lJeTpuL1eF3VGBpDLDkZr3v9P1ZryNQce03rqtt2wEF4ee9yYqEWxEID8Q6SdgaOBHarYdk9+XkjZ61/sDUeb0iAsXhnxn9FLNTJn+cXQFVP3lFgZ/97Su1Ruqhzmxozhe1lvIZHVWNmZsrnV2pY5hFiyUpiyffxhggAr/vte/xBz74A/pN2Se/+lF3x/vhP5Mc/HoAZxJKr/KOa5/H+kA/0X7PwGh/b4TVu9sNLRG/43fHvh3cksztQ4Z05Sa7FO5pLpwvekU2qx/whBeYCXxJLzvUHcHsPCPvzjACe9N+/DEwlFhqFN/RAlSXAljVsV0TS8Ub3HgiMxvvbvM8/K1zlnpSfQ/z3+wO3+jngUaAD3rhhBwJRv7wCaI13lmMo8E9/e3OAOWki6QMsTBnXbZq/XENir/+6POXe2Zvk13j5ZHO8RsTDxJIr8Ua4r2nMtnS5rWreucB7xJKL/bNIn/DjwLYH8WM+ngPc5Z/9Xp+ynqLObbrMVNiq7pvZEe8y0+fAH/AuJU2pYZnUyzapl5MyG9cilvwYGEcsNAn4KuXIoPryzl//X4klJ/x0HaHfANOIJS+sVn5EhnGsAkLVyqrqVclP61jJj7/ng6g6soolzyYW2h3vbNJsYqEBeCPdtvbXLyL14V16rgAqiIXm4l3qnepPTf27rnpfQvUbcaFqINWjiCXnVyuvvp50arpEXrv0sc+uZYn1/HgyoHW1aan5ZwM/5p9Mc1tN60uf27z7YDr6B6Lg5bSheGecLyUW6utftirq3KYzM4XtZbzLRd/6Z1W+BTriHfnMrMd6XgSOJxYq9S/1DE87VywUoWokZu8MywZgqf/5cGKh1n7jZhje9eWngTOIhdr7y3clFtoM71LP0f57iIU2IRbaGu8y2TBioU7EQi2oeWCyecC29agfxEJ9gQ/8pAWxUE9iydeIJS8DvubHI5zeaBRpkfqJhfrw01GWB+ANTljluJSfVbnpGeDHJxV/vBz8NPAbfhz1fWe//EW8m3ghFuqHd2m7ug+AMLFQVX44BXihgbHXtq4EP17mOqrW9f8Y+y+Jhdr4Z58OrWG++uc2L18/D1Q9DLIVseTzeA9JdATa+/MVdW5TY6awzcV7iunVamXJn9zEVreHgY/8ZcdR8x//KXj3zMwG/gGc9EPjAF7Hu2P+VeAqYskviCWfwbsrf6Z/tPMgsJF/iesS4BlioTnAs0AXYsnFQAwv2f2bn98XU+VFYOeUhlUmUq8pg3cdfi6x0Lv++t7xy4f79RCRzLXHG3n5ff9vege8v+UqrYiFXgN+i3dfG3gPAOxKLDSHWOh9fry/4yqgBTDH//u8yi8fB7T3138BXs75qVhyNd4DAA/4OacS716T+sde+7quAG4iFnoJ76CudrHk23iXzWcDDwEv1TDnk2R2KStVam4rBf7pxzsL756kpf60os5tGjVbGq+2PhOyt82b8O6T+XeG8z8LnOo3mGqapxVeQ26vH54mEJHGSX3yR+oWCz2M96TpRxnO/zawO7Hkulrm2Ry4m1hyvyaJMQ/pnhkpVH/Bu2E4M7HkARnM1R2IqiEjIgGK4t0InGFjJrlLBnN1x7ufsmjpzIyIiIgUNN0zIyIiIgVNjRkREREpaGrMiIiISEFTY0ZEREQKmhozIiIiUtDUmBEREZGC9v8LLKsxNTLcCQAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Env.info()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Creating a Motor\n", + "\n", + "A solid rocket motor is used in this case. To create a motor, the SolidMotor class is used and the required arguments are given.\n", + "\n", + "The SolidMotor class requires the user to have a thrust curve ready. This can come either from a .eng file for a commercial motor, such as below, or a .csv file from a static test measurement.\n", + "\n", + "Besides the thrust curve, other parameters such as grain properties and nozzle dimensions must also be given." + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [], + "source": [ + "Pro75M1670 = SolidMotor(\n", + " thrustSource=\"data/motors/Cesaroni_M1670.eng\",\n", + " burnOut=3.9,\n", + " grainNumber=5,\n", + " grainSeparation=5 / 1000,\n", + " grainDensity=1815,\n", + " grainOuterRadius=33 / 1000,\n", + " grainInitialInnerRadius=15 / 1000,\n", + " grainInitialHeight=120 / 1000,\n", + " nozzleRadius=33 / 1000,\n", + " throatRadius=11 / 1000,\n", + " interpolationMethod=\"linear\",\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To see what our thrust curve looks like, along with other import properties, we invoke the info method yet again. You may try the allInfo method if you want more information all at once!" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Motor Details\n", + "Total Burning Time: 3.9 s\n", + "Total Propellant Mass: 2.956 kg\n", + "Propellant Exhaust Velocity: 2038.745 m/s\n", + "Average Thrust: 1545.218 N\n", + "Maximum Thrust: 2200.0 N at 0.15 s after ignition.\n", + "Total Impulse: 6026.350 Ns\n", + "\n", + "Plots\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "Pro75M1670.info()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Creating a Rocket" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "A rocket is composed of several components. Namely, we must have a motor (good thing we have the Pro75M1670 ready), a couple of aerodynamic surfaces (nose cone, fins and tail) and parachutes (if we are not launching a missile).\n", + "\n", + "Let's start by initializing our rocket, named Calisto, supplying it with the Pro75M1670 engine, entering its inertia properties, some dimensions and also its drag curves." + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "metadata": {}, + "outputs": [], + "source": [ + "Calisto = Rocket(\n", + " motor=Pro75M1670,\n", + " radius=127 / 2000,\n", + " mass=19.197 - 2.956,\n", + " inertiaI=6.60,\n", + " inertiaZ=0.0351,\n", + " distanceRocketNozzle=-1.255,\n", + " distanceRocketPropellant=-0.85704,\n", + " powerOffDrag=\"data/calisto/powerOffDragCurve.csv\",\n", + " powerOnDrag=\"data/calisto/powerOnDragCurve.csv\",\n", + ")\n", + "\n", + "Calisto.setRailButtons([0.2, -0.5])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Adding Aerodynamic Surfaces" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now we define the aerodynamic surfaces. They are really straight forward." + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "metadata": {}, + "outputs": [], + "source": [ + "NoseCone = Calisto.addNose(length=0.55829, kind=\"vonKarman\", distanceToCM=0.71971)\n", + "\n", + "UnbreakableFinSet = Calisto.addFins(\n", + " 4, span=0.100, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956, cantAngle=0.5\n", + ")\n", + "\n", + "Tail = Calisto.addTail(\n", + " topRadius=0.0635, bottomRadius=0.0435, length=0.060, distanceToCM=-1.194656\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Adding Parachutes" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Finally, we have parachutes! Calisto will have two parachutes, Drogue and Main.\n", + "\n", + "Both parachutes are activated by some special algorithm, which is usually really complex and a trade secret. Most algorithms are based on pressure sampling only, while some also use acceleration info.\n", + "\n", + "RocketPy allows you to define a trigger function which will decide when to activate the ejection event for each parachute. This trigger function is supplied with pressure measurement at a predefined sampling rate. This pressure signal is usually noisy, so artificial noise parameters can be given. Call help(Rocket.addParachute) for more details. Furthermore, the trigger function also receives the complete state vector of the rocket, allowing us to use velocity, acceleration or even attitude to decide when the parachute event should be triggered.\n", + "\n", + "Here, we define our trigger functions rather simply using Python. However, you can call the exact code which will fly inside your rocket as well." + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": {}, + "outputs": [], + "source": [ + "def drogueTrigger(p, y):\n", + " # p = pressure\n", + " # y = [x, y, z, vx, vy, vz, e0, e1, e2, e3, w1, w2, w3]\n", + " # activate drogue when vz < 0 m/s.\n", + " return True if y[5] < 0 else False\n", + "\n", + "\n", + "def mainTrigger(p, y):\n", + " # p = pressure\n", + " # y = [x, y, z, vx, vy, vz, e0, e1, e2, e3, w1, w2, w3]\n", + " # activate main when vz < 0 m/s and z < 800 + 1400 m (+1400 due to surface elevation).\n", + " return True if y[5] < 0 and y[2] < 800 + 1400 else False\n", + "\n", + "\n", + "Main = Calisto.addParachute(\n", + " \"Main\",\n", + " CdS=10.0,\n", + " trigger=mainTrigger,\n", + " samplingRate=105,\n", + " lag=1.5,\n", + " noise=(0, 8.3, 0.5),\n", + ")\n", + "\n", + "Drogue = Calisto.addParachute(\n", + " \"Drogue\",\n", + " CdS=1.0,\n", + " trigger=drogueTrigger,\n", + " samplingRate=105,\n", + " lag=1.5,\n", + " noise=(0, 8.3, 0.5),\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Just be careful if you run this last cell multiple times! If you do so, your rocket will end up with lots of parachutes which activate together, which may cause problems during the flight simulation. We advise you to re-run all cells which define our rocket before running this, preventing unwanted old parachutes. Alternatively, you can run the following lines to remove parachutes.\n", + "\n", + "```python\n", + "Calisto.parachutes.remove(Drogue)\n", + "Calisto.parachutes.remove(Main)\n", + "```" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Simulating a Flight\n", + "\n", + "Simulating a flight trajectory is as simple as initializing a Flight class object givin the rocket and environnement set up above as inputs. The launch rail inclination and heading are also given here." + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "metadata": {}, + "outputs": [], + "source": [ + "TestFlight = Flight(rocket=Calisto, environment=Env, inclination=85, heading=0)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Analyzing the Results\n", + "\n", + "RocketPy gives you many plots, thats for sure! They are divided into sections to keep them organized. Alternatively, see the Flight class documentation to see how to get plots for specific variables only, instead of all of them at once." + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Initial Conditions\n", + "\n", + "Position - x: 0.00 m | y: 0.00 m | z: 1400.00 m\n", + "Velocity - Vx: 0.00 m/s | Vy: 0.00 m/s | Vz: 0.00 m/s\n", + "Attitude - e0: 0.999 | e1: -0.044 | e2: -0.000 | e3: 0.000\n", + "Euler Angles - Spin φ : 0.00° | Nutation θ: -5.00° | Precession ψ: 0.00°\n", + "Angular Velocity - ω1: 0.00 rad/s | ω2: 0.00 rad/s| ω3: 0.00 rad/s\n", + "\n", + "\n", + "Launch Rail Orientation\n", + "\n", + "Launch Rail Inclination: 85.00°\n", + "Launch Rail Heading: 0.00°\n", + "\n", + "\n", + "Surface Wind Conditions\n", + "\n", + "Frontal Surface Wind Speed: 2.00 m/s\n", + "Lateral Surface Wind Speed: -1.00 m/s\n", + "\n", + "\n", + " Rail Departure State\n", + "\n", + "Rail Departure Time: 0.363 s\n", + "Rail Departure Velocity: 25.799 m/s\n", + "Rail Departure Static Margin: 2.133 c\n", + "Rail Departure Angle of Attack: 4.972°\n", + "Rail Departure Thrust-Weight Ratio: 10.143\n", + "Rail Departure Reynolds Number: 2.003e+05\n", + "\n", + "\n", + "BurnOut State\n", + "\n", + "BurnOut time: 3.900 s\n", + "Altitude at burnOut: 658.547 m (AGL)\n", + "Rocket velocity at burnOut: 279.444 m/s\n", + "Freestream velocity at burnOut: 279.317 m/s\n", + "Mach Number at burnOut: 0.842\n", + "Kinetic energy at burnOut: 6.341e+05 J\n", + "\n", + "\n", + "Apogee\n", + "\n", + "Apogee Altitude: 4715.192 m (ASL) | 3315.192 m (AGL)\n", + "Apogee Time: 25.905 s\n", + "Apogee Freestream Speed: 13.581 m/s\n", + "\n", + "\n", + "Events\n", + "\n", + "Drogue Ejection Triggered at: 25.905 s\n", + "Drogue Parachute Inflated at: 27.405 s\n", + "Drogue Parachute Inflated with Freestream Speed of: 19.577 m/s\n", + "Drogue Parachute Inflated at Height of: 3304.555 m (AGL)\n", + "Main Ejection Triggered at: 158.771 s\n", + "Main Parachute Inflated at: 160.271 s\n", + "Main Parachute Inflated with Freestream Speed of: 17.967 m/s\n", + "Main Parachute Inflated at Height of: 773.014 m (AGL)\n", + "\n", + "\n", + "Impact\n", + "\n", + "X Impact: 160.989 m\n", + "Y Impact: 1037.486 m\n", + "Time of Impact: 298.397 s\n", + "Velocity at Impact: -5.459 m/s\n", + "\n", + "\n", + "Maximum Values\n", + "\n", + "Maximum Speed: 285.763 m/s at 3.38 s\n", + "Maximum Mach Number: 0.859 Mach at 3.39 s\n", + "Maximum Reynolds Number: 2.136e+06 at 3.32 s\n", + "Maximum Dynamic Pressure: 4.145e+04 Pa at 3.35 s\n", + "Maximum Acceleration: 105.082 m/s² at 0.15 s\n", + "Maximum Gs: 10.715 g at 0.15 s\n", + "Maximum Upper Rail Button Normal Force: 2.222 N\n", + "Maximum Upper Rail Button Shear Force: 0.737 N\n", + "Maximum Lower Rail Button Normal Force: 0.644 N\n", + "Maximum Lower Rail Button Shear Force: 0.257 N\n", + "\n", + "\n", + "Numerical Integration Information\n", + "\n", + "Maximum Allowed Flight Time: 600.000000 s\n", + "Maximum Allowed Time Step: inf s\n", + "Minimum Allowed Time Step: 0.000000e+00 s\n", + "Relative Error Tolerance: 1e-06\n", + "Absolute Error Tolerance: [0.001, 0.001, 0.001, 0.001, 0.001, 0.001, 1e-06, 1e-06, 1e-06, 1e-06, 0.001, 0.001, 0.001]\n", + "Allow Event Overshoot: True\n", + "Terminate Simulation on Apogee: False\n", + "Number of Time Steps Used: 1190\n", + "Number of Derivative Functions Evaluation: 2483\n", + "Average Function Evaluations per Time Step: 2.086555\n", + "\n", + "\n", + "Trajectory 3d Plot\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "\n", + "Trajectory Kinematic Plots\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "\n", + "Angular Position Plots\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", 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", 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PkNe6b5HXu++Q17pv6Yvrvb3YwanqZm4Z7PKONTGxhfeO1vH+56tJiT5rFIxsKmPW0WUUGu/i+LZ9AOicw5kRkUSN9Q/ndJ49wWi2CuD7NoupGlCMZusawECItY1DEdpeA7ahGHyTwnVWBiJU/HkcBnL+ux4tatXXNDobxX4axZAOfIFiOIxi7yh2a8LccwCqJUq9mPLPXOxcbPl+Lmbkte5b5PXuO+S17lv64nq//NI2+ifW8YPbFqLXaaLAwLF1vPe3tdQkDObW2YPPNt7xXwAGm37I4DQfy2L9DaQd/OCczrMnuKNRPwQuc2+v7U4/wac5Vux/AL4OVAHVwNdR7H/szqABOAlk+2wPILDa8E7am0YV+2n331LgAzRzq0QikUgkkguUplYnm/MrWDwmwyuwAQxJi2NERlxHv7ZjX0DiQEgd0Xb/0CuguYYLnC1Gs3VaTzoIRdMGWtX7MLT8IvEohnl+tVndYzswHMUwGDiFJpjd3aGVliNuPnCPz75YQIdir3W/vwp4rJfmJZFIJBKJ5BywpaCCZoeLBSPTOhxbMjaTJ9fkUV7XTGpcJDiaoSAHJt0N7dOBDJkP4oIvt7UQ+JbRbD0O1KNZGFWbxTQh2A5C0LQZHgDWAcvRQlSXA0oIk+2if7sDzUdtOZALvINiP4hieAjF8JBPy5uBFSh23/pTGcAGFMNeYBtgRbGHZCeWSCQSiUTSt6w9WkZkmI6ZQ1I6HLtqbCYuFdYfK9N2HN8IrQ0w/KqOHUUnQf8LPnHENcBQtLxs1wPXuf8GTSiaNm9+ERT7QneFhJDyi3SJYv8M+Kzdvmfbbb8MvNxuXwEwsVfnIpFIJBKJ5Jyy9kgZM4ekEBWu73BsdFYC0eF69p20c/PkAZppVB8Jxrl+egJmPwKsPLcT7gZGs1XYLCbVZjEd76pNV32FoktsQrE3AaAYIt0VEkLKLyKRSCQSiUQCUFrTREF5PXOGpfo9rtcJxvRL4MApu7bDtl5LohsR47/D0dedo5n2mDVGs/V7RrN1oO9Oo9kaYTRbrzCara+g1XnvklA0bSdRDIm484ugGELOLyKRSCQSiUQCsLuoGoApgxIDthnf38A7O4pwNjegLzkEc37QJ3PrZZYA/wf8z2i2DkYL5oxCq/60AviHzWLaE0xHwQltikEA30exVwMKiqFb+UUkEolEIpFIAPYUVROmE4ztZwjYZlx/Ay9vslF4ZA/DVCf0m9KHM+wd3FUQngaeNpqt4UAq0OjO2RYSQQptdhXF8CHu/CIo9m7lF5FIJBKJRCIB2HOimtFZCX792TyM658AwIEjeQwD6H/xCW2+2CymVuBMd88PxadtC4qhR/lFJBKJRCKRSJwulX0nq5k8MLHTdsPS4ogK17H/ZBXEZUJCv76Z4AVKKD5tC4FvoRja5BdBsQedX0QikUgkEonkWGkt9S1OJmUndtouTK9jdFYCB4r1MPri1rL1BqEIbdecs1lIJBKJRCL50rCvSIsIndiF0AYwLiOaD05k4MqaEpJ58FKka6FNMQjNp80eML+It41EIpFIJBJJF+QW1xAdrseYEttl2zFRlbxGDKcNkxjQB3Pra4xm689sFtOfg2kbjKZtDYrhfeAjFPsJ717FEAHMQcstsob2CW8lEolEIpFI/HD4TC0jMuPb1BsNhNFRAPTHFj60x0Kb0Wz9L1olglKbxTTOz3EBPAFcCzQAX7NZTLt6OGz7Md7x2RTAJKDXhDZvfhF3XdBq2uUXQbHvCX66EolEIpFIvqyoqsrh4hquHpsZVPvBTYeA/hTW6pjT8+FfBp4EXg1w/BpguPs1A3jG/bc3qbFZTA94Noxm6zPBnti1eVixN6HYn0axzwYGAYuAKSj2QSj2b0qBTSKRSCQSSbCU1TZT1dDKqMz4oNpnVO0mWrRSWN7Q47FtFtM6oLKTJjcCr7rLTm0BEo1ma1aPBwaMZutl7rd/aHfoF8H2EUogAij2HuUXkUgkEolE8uUmt7gWgFFZCV03drkQ5UcwxjRTWF7XZXNddEKY0Wzd4bPrOZvF9FwI0+sPFPlsn3Tv6w3Z536j2fr/gMeBQgCj2fp3m8X0aLAdhCa0SSQSiUQikfSAw2dqAILTtFXbwNHI4NRwciu61rS5GmscNotpag+m58/JrrcCLUuBG4ClRrO1FogANofSwZc9elYikUgkEkkfcri4lixDFIkxEV03Lj0MwOCMJIoqG2h1us7x7DgJZPtsD6D36qzfA4y0WUz90HLfrgO2hdLBhaVpUwxL0KI29MALKHZLu+MLgI9wqxWBpSj2x4I6VyKRSCQSyXnnaEktIzKC82ej9BAAxgEDcOw8ysmqRgandp0mpAd8DHzXaLa+hRaAYLdZTL3lFlYEDAYO2yym02jm0lzgn8F20HOhTTH8DMUeVKhqF/3ogaeAxWiS7nYUw8co9kPtWq5HsV/XzXMlEolEIpGcJ1wulYKyemYOSQnuhLLDYMhmcJbW3lZe3yOhzWi2/g9YAKQazdaTwG+AcACbxfQs8Blauo88tJQfX+/2YB15BHjfaLbuAnahafHqQ+kgdKFNMXQ7v0gXTAfyUOwF7nHeQoviCEbw6sm5EolEIpFI+oDT9kYaW50MTYsL7oTSXEgf7RXUCsrrWdiD8W0W011dHFeB7/RgiM76PmQ0W6cAVwKTgWI0WSVouqNpq0Gxe/OLoBiCzi/SBf4iNvzlRpmFYtiLZmP+MYr9YAjngmJ4EHgQQKhOcnJyejxxSXDU1dXJ691HyGvdt8jr3XfIa9239Pb13l/mAKD21DFycgo6bStcTuaWHuZkxHDyt28iOgw27jvKUEfgAk0XOjaLqRmwul8h0x2h7ffttoPOL9IFwURs7AIGodjrUAzXAh+iJcALPtpDsT8HPAegWqLUBQsWdHO6klDJyclBXu++QV7rvkVe775DXuu+pbevd/6GQuAQX7lqDilxkZ03Ls+DdQ4GXnYVAyctZPjBDbRGhrNgQW/nur14CF5oUwxPAKMB1a3pehPFvgfF3lmSulDoOmJDsdf4vP8MxfA0iiE1qHMlEolEIpGcV/LL6kiMCSc5NojI0fKj2t/UEQBkJ8dw6HRNJydc+oSS8iMX+CtahGYp8DqK4bu9OJftwHAUw2B3XdM70aI4zqIYMlEMwv1+Otr8K4I6VyKRSCQSyXklr7SOoWlxCNF1zVEq8rS/KUMB6J8YzanqRlyu3kqbdv4wmq3B1fBqRwiaNvuzPlufoRieRBOWnuzOwH76d7iFwOVoaTv+i2I/iGJ4yGf8rwAPoxgcQCNwJ4pdBfyfK5FIJBKJ5IKhoKyORaMygmtccQxiUiE6CdCEthaHi4r6FtLiuzCtXvh8BkwJ9aTuRI8+BAwD4oHe1VMq9s/QPojvvmd93j9JICHR37kSiUQikUguCOwNrZTXtTAkLciUHeV5kDrcu9kvMRqA09WNl4LQFoSqsSPdqYjwGZqpdADwp+4MKpFIJBKJ5MtFYYWWkmxIsOk+KvK8plGAfolRgCa0XQI8352TQglEeAf4DYo9F3gRxfASsBv4tDsDSyQSiUQi+fJgK9eENmNKTNeNm+xQXwopZzVt/d2atlOXgNBms5ie7s55oZhHXwfedgcC7ATigHNeBEwikUgkEsnFj62iHiG0KNAuKXcHIfiYRw3R4cRG6C8Joa27hBKI8DHwMYphAloVBB3Sh0wikUgkEkkQ2Mrr6WeIJipc33Vjb+ToMO8uIQT9EqMvFfNot+hGIIJ9H7Cv96cikUgkEomkt6lvdhAb2fNS4z2lsKIBY2oQWjbQIkeFHpIGt9ndz53242LEaLZGArcCRnzkL5vF9FiwfXQnEEEikUgkEskFjq28ngV/XcPY3yznwVd30Oo8vx5NxyvqMaYEGzl6DJIGQVjbJLz9k6I5Xd10DmbXJ3yEVmvUgVYo3vMKmvMvekskEolEIulV6podPPDqDqobW7l35iBe23Kcn7y7l3/cMSm4xLa9THVDC9UNrcELbRX5bUyjHvonRlNZ30Jji5PoiCDMrBcWA2wW05KedNA9TZti6FYmX4lEIpFIJOeeVzfbyCut46m7p/C7m8bxyKLhfLjnNDuOV52X+dgqGgAwpgYhtKkqVOZD8tAOh7xpP+wXpYl0k9FsHd+TDrqraetWJl+JRCKRSCTnlhaHi5c32pg7PJXZw1IBeGj+UF7aWMgrm2xMMyb3+ZxCSvdRWwytDW1ytHnon6idf6qqkaHB5nu7cJgDfM1othYCzWgJdlWbxTQh2A66K7T1vW5VIpFIJBJJl1j3n6a0tpnHb5vo3Rcdoef2qdm8vMlGSU0TGQlRfTqnwvIQ0n1UFmh/k4d0ONQbCXaNZusStDrqeuAFm8VkaXd8AZr/WaF719JQggU64ZqedtBdoa1bmXwlEolEIpGcWz7ec5oBSdHMHZ7aZv89MwfxwoZC3tlexPcWDQ9w9rnheEUI6T46EdoyEqIQovtCm9Fs1QNPAYuBk8B2o9n6sc1iOtSu6XqbxXRdtwYJgM1iOt7TProntCn2bmXylUgkEolEcu6oaWplY14F980a1CHgwJgay5SBiaw6XNrnQltI6T4q80EXDobsDofC9TpS4yIpqWnu7lSmA3k2i6kAwGi2voUW0dleaDsnGM3WicBc9+Z6m8W0N5TzZcoPiUQikUguEdYcLqXF6eKa8f7jBeePSGfvyWqq6lv6dF4hpfuoLNDSfej965UyEiIpqfWf9kMXnRBmNFt3+LwebNekP1Dks33Sva89s4xm616j2fq50WwdG9zEO8dotj4CvAGku1+vG83W74XSh0z5IZFIJBLJJcIXh0pIi49kcnaS3+PzR6bxj5VHWZ9Xzg0T+/XJnDzpPgYHEzkKUFHg1zTqITMhilMBcrW5GmscNotpaie9+/PJV9tt7wIG2SymOqPZei3wIdAbqslvADNsFlM9gNFs/TOwGfh3sB2EUjD+u8AbKPZzFy+sGNo4B6LYLe2OfxX4mXurDngYxb7XfcwG1AJOwIFi7+xLk0gkEonkksLlUtmcX8H8EWnodP7jBcf3N5AUE87aI2V9JrR50n0MCkbTpqqaps04J2CT9IQodp2o7u50TgK+dtcBwGnfBjaLqcbn/WdGs/Vpo9maarOYyrs7qBuBJqN4cBJiYGcomrZMYDuKYRfwX2A5ir29dNp9FEMH50AUw8codl87cyEwH8VehWK4BngOmOFzfCGKvacXVSKRSCSSi46jpbVU1Lcwa2hKwDZ6nWDu8DTWHi3D5VIDCne9iSfdx+BgfNrqSqG1vlNNW0Z8FJX1LTQ7nESGhZxgdzsw3Gi2DgZOAXcCd/s2MJqtmUCJzWJSjWbrdDRXsopQB/LDS8BWo9n6AZqwdhOaPBU0wfu0KfZfoqkHXwS+BhxDMfwRxdAxkUr3mA7kodgLUOwtgMc50HcOm3w0fVvQJOQLDuXjg7yyyXa+pyGRSCSSC4DqhhZKA/hg9Sab8jS5ojOhDWDOsFTK65oprAipglK3sVVo6T4GJAWT7iNf+5vSiXnUEAlAWW3owQg2i8kBfBdYDuQC79gspoNGs/Uho9n6kLvZV4ADRrN1L/Av4E6bxdRjJZXNYvo78HU0AbACuN9mMf0jlD5C82lT7CqKoRgoRqudlQS8h2L4AsX+05D66og/58AZAdqCZhv+3GdbBVagGFTgPyj25/yepRgeBB4EEKqTnJycHky5Iy5V5eVNmio4zl5ASrSM9fBQV1fX69db4h95rfsWeb37jovpWquqyrtHW1l5vBW9Dr43OYoxKeeu9NInu5pIjxHk7d1GXiftHHVaDdL/rdjMopQqss58QWRzJaXpc6lKntSmbW9c762HmkiOFGzZuL7LtplnVjIK2HKsjKaT/sctKXMA8HnOZoYnhX49bRbTZ2hFAnz3Pevz/kngyZA7DoDRbN1gs5jmGM3WWjRZRfgcU20WU0KwfYXi0/Z94H6gHHgB+AmKvRXFoAOOAT0V2oJxDvTMZSGa0OZr9J6NYj+NYkgHvkAxHEaxr+t4rv05NLMqqiVKXbBgQQ+n3ZbC8npYngNAU/JQFswY1Kv9X8zk5OTQ29db4h95rfsWeb37jovpWn+05xSfFe7h+on9OFpcyz921fHxd+cwOivoe3TQuFwqj6z9giVj+7FgQecJ9l0ulT/tWEGDLppZB78PdSUQEUtWyWq49nGY9g1v29643v86tJER/fQsWDCz68Yr18KxMGZedVvA6NH00zX8fed6+g8bw4LxWT2aW19gs5jmuP/G97SvUNRAqcAtKParUezvothbAVDsLqA3EtB16RyojWeYgCY03ohiP2tjVuyn3X9LgQ/QzK19ztGSWu/7YFW3yscHmfTYinM1JYlEIpH0MU2tTv78+WHG9U/giTsm8daDM4kM0/NMTv45GS+/rA57YyuXGf1Hjfqi0wkm9Y9n98FccLbAQ+vh0VwYthisj0Lup706t+Mh5WgrgMTA6T5AS/kBUFJz7k3OvYk7WrTLfZ0RitAWiWJvm81XMWiDKfbcUAYNwHZgOIphMIohAs058ON24w0ElgL3otiP+uyPRTHEe9/DVcCBXphTyBwt1oS2iDBd0ELby5tsVDe04nC6/B/fWMiaI6W9NkeJRCKRnFve2naC0/Ymfmkag04nSIqN4O4ZA/l032lOuKMpexNPIfipg7oW2gAmuw5wxJFJ/a1vQsZYiIyDO9+E1JGw6jFwObvuJAhqm1qpqG8JLnIU3IXiA/uzASTHRhCuFxRfZEIbWqBle0IqbRWK0NbjwTpFsXdwDkSxH0QxPIRi8DgH/hpIAZ5GMexBMexw788ANqAY9gLbACuKfVmvzS0EbBUNZBmiMKbEUF4XmpNkhTvZYX5ZHY++vYcWh4uy2maUTw7x9Ze2n4vpSiQSyZea2qZWTlc34nL1XjIEgA92n2Jc/wRmDjkbFPCNOYMJ0+l4+RwEqu0+UUVSTHhwudAqC5hy+i1c6NiLTyyhPgwW/hzKj8C+d3plXsfdAmpQheJVFSoL/RaK90UIQXp8FKXdr4rQpxjN1oeNZut+YKTRbN3n8yoE9ofSV9c+bYrhYeDbwBAUwz6fI/HAxlAG63osewfnQBT7sz7vHwAe8HNeATCxw/7zQFldM2nxkcRFhlFe1zHjdFFlAzERelLiNPVus+Ps00xpTTMZCVH87L197DhexV0zBpIcG9Fnc5dIJJIvE3mltdz6zGbsja1MNybz+gMziAjrefBYYXk9e0/a+cW1o9vsz0iIYt6INJYdOMOvrhvdocxUT9h30s6EAYnB9bnxCSaF2aAZdp+o5vKhPjVKR98AWRMh548w/rYez8sjtA1MDkKYrC+DlrouNW3gropw8Wja3kQLnPwTYPbZX2uzmCpD6SiY1fkmcD2aqfJ6n9dlKPZ7Qhnsy0B5bTOpcZGkxkX6NY8u+ttaLvv9Sq8ptL7ZR2hzh4TXNWuRMaU1zdQ1Odqc/+6OIkb+8nMaW3pHdS2RSCRfRhpaHHz95e2E6wXfu2IY22yV/GvVsV7p+6M9pxACrpvY0Un+qrEZnLY3cfB0jZ8zu0dDi4OjJbVMHGDounFjFex7h8QJ1zIoJYYDp+xtj+t0MPdHUH0CCnN6PDebO63IoGA0bRVuf78ghLZMQ9RFYx61WUx2m8Vks1lMdwE1aNbBQcA4o9k6L5S+gtC02e2AHbirG3P90lFe18y4/gnER4X7NY+2uIW1wvJ6hmfEU998ViirdQtoYXrtSamoqoHEmHDv8aZWJz95T1N25pfVMa5/EP+gEolEcolQUtPEu0daOKjm8eC8IYTru68VW7rrFEWVjbz5wAwuH5bKGXsTz6zN556Zg8g0RPVonl8cKmHqoCSyDNEdji0alY5OwIpDJb32G37wdA0uFSYMSOy68Z43obUBpn+TsXUO/8Lj8Ksh0gD734ekO3o0txMVDaTFRxIbGUSyisoC7W8QQlt6fBTrjl5cufSNZusDwCNogZZ7gJloZayuCLaPrle8Ytjg/luLYqjxeWnbEi8ul0pFfYtX09bQ4mwjlDW0nH1f1aAF39b6aNLq3ceFO/tJTWOrV+sGUN3QSqRbdV9Y3jdJESUSiaQ3cLlUVLX7fmPNDid3Pb+Fz22t/HX5Eb735u5u96WqKi9vsjG+v8GbiPZ7VwzD6VJ5b2dRF2d3TlltMwdP17BgZLrf4ylxkUwdlMyKg8U9GseXvUXVAEzoStOmqrD9BcieAVkTGdvPwPGKBmqaWtu2C4+C0ddD7ifonD3zG7NV1DMoOdjI0XwQekgc2GXTjIQo6podbe6RFwGPANOA4zaLaSEwGSgLpYMghDb7HPffeBR7gs9L25Z4qW5sxelSSY2LJCVO80WrrD/r1+brNFnVoO2v9xHkPAKeR7ira3a0MY9WN7YQ535aKa1t5qk1efx52WHvuaerG9vM57P9Z7jmifVtMnEfKa5l5/GQTOgSiUQC0G1n/YKyOub8eTVjf7Oc93ee7FYf/1lbQEFZPT+YEsmji0ew7GAxWwq6V1loc0EFeaV13H+50esDNigllllDUnh7R1GPghLWH9PuwfOGpwVsc8XodA4X11LaS+a9/afsZCZEkZ7QhYbw5HZNmzXlfgDGuPPF5frTto3/CrTUkly5s0dzO17REELkaAEkDQJ9eJdNPVURLiK/NoAmm8XUBGA0WyNtFtNhYGQoHch0/QHYbqvkm6/u4IYnN/B0Th7OIP6JPebQ1PhIEqI04cpXk1bq4+Nmd2vafIUyj39bU6vLe8z3KaK+2en9gamsb+avy4/wTE4+jS1O7nhuM5dbVreZ579WHSP3TA05h7UfEVVVufqf67j1mc1U1XcMkpBIJJc+RZUNIf//2xtb+fYbOxnzm2Us3RWa0OVwunjglR00O1yMyozn/32wnyPFtV2f6EOzw8lLGwu5cnQGE9LCeHDeENLjI3liZfd80JYdKCYqXIepXWLWO6dnU1TZyDZb9x9s1x0tIyU2grH9Aus0ZrkjSrcU9s4DtBaEEISpdf+7oI/UtGjgneOhM36EtsHzIDadjJKOOeqDpanVSXFNU3CRo6AJbUGYRkEzjwIXTQSpm5NGszUR+BD4wmi2foS/fLSdEELtUcMrKIZEn+0kFENIhU4vFp5dm89tz25m94lqIvQ6/rLsCL/95GCX55W7hbLUuAjiIrUnBV+hq675rArao2mr9WM+9fytbaf6bWhxeLVxJT4L9VR1IwdOaf90eaV13v2tbv+5Tfma3f+4T26gjfkXly+ARHKp43SpIQlTh07X8LP39vH5/jNBn/PaluPM/csaZv5pFdtDEEz+ufIoyw4UMzg1jh+9u5fdJ6q6PsnNZweKKSiv54+3jOf5+6YSrhP8Z21oCWZX5ZZS1dDKPTM1s1lUuJ77LzeyuaCCk1Wh5TxTVZUvDpUwb3ga0RFtSyBdOTqDCL2OVbklIfXp2/eGvHLmDE/ttBD72H4JxEeGsTm/5zXI7Y2tFJbXMzE7sfOGTgccWAojl0CUJqylxUeSGhfh369Np4fR15NcuRsc3XvIP1HpjhwNNt1HRfBCW1q8pmkLNbXW+cRmMd1ss5iqbRaTAvwKrZb7TaH0EYqmbQKKvdq7pRVunxzKYBcDjS1O/rzsMItGpbP+pwt57+HL+b/Zg3l183G2dfFUVOZePGlxkcR7NW1nBbU6n0hRj09bg68mzR0R2uD+W9fkaKOpsze20tiqHTvmI5wV28+qh1cfLuUrz2ziREWD9wnkwz2n2VZYyT6fKKENx6TQJpF4UFWVkpqmLn2uHE4X7+woYv9Je6ftAA6csvPAKzv4z9r8LvutaWrlqn+sZfLvvuCpNZ1VjdSobWrlvv9u5e0dRXz7zV1B3fyL7U387tNDTMxOJCU2gkff2RMwobcvRZUNvLb5OHdMy+bdh2aREBXOc+sKujzPw4sbChmaFsvi0RmkxEVy62UD+HTfmZCKfb+/8yRZhijm+pgcb5jYD4BP9gYvtAIcOFXDGXsTi8dkdDgWGxnGjCHJrD7cvWTmeaV1lNe1cHkXBdvD9DqmDU5mazfNu7541mKXmrbCHGgoh/G3e3cJIRjTz8ChQJGswxahdzXByW3dmpvN7XttDMY8Wl8OLbWQ3HmONg9pcd0vGn8+MJqtwmi2eqs+2SymtTaL6WObxRSSRByK0KZDMZxNtawYkgm14PxFQIvDharC5cNSvU9hP10yktS4SP69unNVfIU7L1tqXCRxbqGtjaas2VcA09p6hDBDdDgNzQ6cLpVmh8t7rq92zle7dsynXJavL9szOXnsOF7FS5sKqW12MDw9DoDb/7OZ1zbbiAjTMW9EGlvdAmhds4Pv/293rzzxSb4cNDucNLUGTjlTbG9qsz7bU93Qwuf7z3TqQLziYDEvrC+gxeFfqFBVlafW5PGjd/Z2+qT99vYTXPa7L/jr8sMB26iqyv+9vJ0Zf1yF+f3O81z+4oMD/PS9fdzw1IZOBbfGFicPv7GTlbkl/Onzwyw70LnT+d9XHKWwvJ4habE8vuIIBWV1nbZ/dfNxyutaeOvBmfQzRHf6+Ty8vMmGy6Xy5F2T+fX1YymqbGRlbtfCydJdp3CqKt+7YjhxkWHcPWMgyw8WU1TZtYbrREUDe4uquWNatlfzdM/MQbQ4XXwWpIawscXJhrxyrhmXhd5He5WdHMOUgYl8vDck6xJf5JagE7BodEehDWDhyHTyy+q7VbXAY+70TagbiJlZOgrK6yl54gp47RawdS/t6d6T1QBM6J/YecODH0JkAgxvmyd/TFYCx0pr/f+vGefiEnrIW9WtuZ1NrBtMwt/g032Ads8M1wuvsuRCx2YxqWhm0R4RitD2N2ATiuF3KIbfAZuAv/R0AhcaDpe2cMN8fhyiwvXcM3MgG/LKO3UcLa9rJkwnMESHEx/Z0afNc5NKiY3wat08/mspsRHUt7S9GdY2tVLX5CDGLTz6Olw2+ORpy/P5ga9xj7fDppkvvjV/KD+5WvNz3G6rYkxWAnOGpVBYXk9pTRMf7DrJx3tP89DrZ51N7Y2trDlc2qNIr1BRVdWv36C/ObT60Q40tDg6nO9yqW2CMDzUNTuobuj4cFNYXt8m2tcz/p6i6g5Cisulsimv3K85a+WhEr9Prrlnanh9y/EO2o2mVidPrj7GDj/mqoOn7fzig/1+b5DLDxbz6Dt7/JqHthc7uO3ZTezyY8Y6eNrOor/lYPm8443e5VL5wVu7mfzYCr9O3iU1TSz4aw4z/rjKr2BWbG9iyRPrWPyPdX5NTA6ni3tf3MbDb+ziW6/t8Pv9bswr58HXdvJ7ay7/XHm0w3GAj/ee5q/Lj/D+rpP85iP/rgslNU386qODVDe28tSa/IAmvc8PFLPmSBmZCVG8vaPI7zUDLc3O2zuKuHlyf1JiI/hLJ4LSJ3tPU1TZyCv/N52RGfE8sepYwP+nVqeLD/ec4vqJ/XjnW7OI0Ot4fn1hwL5dLpXXNh9n3og0Zg5J4f/mDGbXiWoOFwcO5ldVlc8PnGH2sFSyk2O4cnQ6/ROjeXPbiYDneM77aO8pZgxOpl+ilr7i7ukDcanw+YGuhS6rWzC71sd3bERGPMPS47oUZD1sKaig2eFiwciOjv1LxmWSe6amQxBWZ2w4VsaEAYkBE5cvHKVFfXandOCWggoyE6IY2FW0pG0Ds7Y/op0TPhOK98PL18Let0Iec9/JaowpMRhiOnHedznhyGcw/CoIi2xzaHRWPK1OlXx/DwpRCdQkjIT81SHPC+B4ZT2G6PDO5+ahwq1h7qIaggedTgTMh3oBs8Votk7rSQch+LTZXwVuBUrcr1tQ7K/1ZPALEaf7h7W9P8J1E7JQVe0HPhDldc2kxEWg0wnio7RF6iu0eQSttPhIr9bNo2lLio2gocXRRhjzhDNnuCOCPGZQT7FcD/5unvvdptB+iVF8Z+Ewr7p+fH8DMwafdYJd5zaT2htbvYLBd97Yxddf3t7mR7WstrmNqVdVVQ6csrcRlHbYKrF8frhN4t/HPjnE3c9v8Qo9DqeL+/+7jRuf3OD13XO5VO58bgvz/7qmjTD18w/2M+G3K8grPfv53th6nLG/Wc7b28/ebIoqG7jcspqvPLupjUD0q48OMP0Pq/jE50m8rLaZOX9ezRV/W9tGQ7PiYDELH8/hzue2tLm5vrihkJue2sg3XmlbRuzFDYXc/cJW7nq+bfsVB4t5wB3A0lbIdnD7s5v55YcHOpSweWLVMR5fcZT7/rutTbSxw+niodd38sbWE/zw7T1tzimva+aRt3azdNcpft1OaLE3tPLi/ma226r48bt7OwgLv/34EPll9Ty7tqMgs/ZoGR/uOU1VQyvKxwc7nPtMTj5n7E3YG1v5+xcdBarn1hVQ2+QgNkLP31Z0PL76cCn7T9kZlRnPxrwKb73E9mNkJkRx1ZgMXt183K9G7pVNNoalx/HtBUOx7j/jV3B9Z3sRrU4Xn3x3DglRYby6+XiHNqAlQs1IiGTlj+YTFxnG29v8p3x4d8dJwnSCn187mntnGll/rDygP9XbO4oYnh7HvOGp3DtrEIeLa71+p+3ZUlBBdUMr147PIjUukmvHZ2HddzqglnH/KTvFNU3cNEkzD948uT86AZ/tCyxEHSmp5XhFA1eN1bRLYXodpglZbM4v75juwYeDp2soKKvnxkn9vfuyk2MY2y+B5Qe79vtadrCYiQMMDEhqK8RcMy6TrYUVVAShJVlzpJTocD3TByd3OLZwZGgCVk1TK3tP2pk7PDVgm8GpsQxKiWFDXmguJKqqsrWgkhlDkjuvSlB9At6+l9GGVmLDdezodzf8YJ/m+P/Rd6BgbUjj7jtpZ3xX+dlObIaGCm8Agi+jMjX/tkDBIVVJk+HMXs18GSLHKxqCD0KoyANduFYsPkguQqFtIZrglu8uY7XfaLbu6/IsH0KNHg0HhM/7Sw6PEBLWTmgblh7PyIx4rJ38MJbXaTnaAKLCdeh1oo15s77ZQWSYjoSocG+qj+ZWJ1HhOmIjw6hvdnoFntS4CGrdPm2pcREIgTf7s2/4tF4nvJq2OD/JCzPdAt8DcwdjiA7npsn9GdsvgbjIMNYfLWNzfgXTjJrVe1N+OXXNDm+QwopD2o/y6epGFj6ew7X/Wu/Vcv1nXQHX/XsDv7ce8l63b7+xi2fX5vPKZhsAR0tq+e/GQjblV/DB7lMArD9WztqjZew9aefz/ZpQuKWwgq2FlZysauQ9dzqAU9WNvLn1BLVNDu/NVlVV/r0qjxaHi6dzzvoJvb7lONUNrew+Uc1mt3aoqr6F/7m1CM/knHV6fm/nSaobWqmsb+FD95xAE8JAuyHuOlHdpj3AxrwKb248T44ngMPFtewuOtv+9a3amA6Xysd7zgqL646We4NOXt183Dt3l0vl3R0nyU6OpqHF2UZ7sSGvnKLKRqYOSmLH8ao2JrNlB4ppanVx5egM1h4tayuAHiqmyQlfnTGQgrJ6rwAPcMauRcZ9Z+FQIsJ0fLSnrWnpg92nSI6N4LEbx3YQNBxujdB1E7J4YM5gVuaWtLnhq6rK8oPFLByZxk+uHsmhMzVtAmM8/afFR/LuQ7OIDte3EahBS5GzKb+c26YO4JvzhlDX7OigsSutaWLXiWpumNiPu6Zrjum+36WH5YeKmZydyJh+CVw1NpOVuSUdBKGGFgdrj5axZGwmcZFhLBqdzvJDxX61uSsOFTNjSDJp8ZHcMkUTYj7183tQWtvErhNV3DCxH0IIrp/QjzCd4NP9/s14nx8oJiZCz/wRmibpuglZ1DQ52JDnP33TikPF6HWCK9waoeTYCKYak73/r37POViCELTx41o8JoNWp8q6o4HTRK3KLUUIuKqd/9fVYzPZdaLKrybbQ3ldM/tOVvs1Q141JhOXCmuOdJ6iSlVV1hwpZfawFKLC9R2OD0uPY0BSNGsOB5fqanN+BU6XyuxhgYU2gMuHprCloCKorAEeCsrrKa9r9j4U+8XlhHe/Bi4HYXe/yeRByVpASHg03PEGJBnhk0egNbg0FqW1TZyxN3VdCSH3Ey1qdNiVHQ4NSYslXC84HEBoq0yeBKhQkBPUnHyxVdQHn+6j/BgkD9bqnwZJWnz3hDaj2brEaLYeMZqteUaz1eznuDCarf9yH99nNFunhDyIf64BhqAl070euM79N2hCiR59BHgDSAXSgddRDN8LZbCLAYdT+yfV+4n8WTIuk+3HK73pOtpTXtfsFdqEEMRHhXUwj8ZFhhETqfdq1BpbnUSF64mN0GuatlatfWpcJM0OF9UNrSREhRMTrvdqbnyfXAYlx1BUqZkGJg9MBGCK+y/gNWlcMSqDPb9ezGWDkgjT65g7PJV3d56krtnB12cPJjk2gm2FVWwvrERVNaFxQ145qqqydJfWrqiy0ev75hFIPtx9CofTxaHTNd6UJsvdSSM9N4NwvfDeeD1PzUkx4ax071t7tIxwvaCfIcr7xOw5d0haLMsOFONyqRwurqW4pokZg5M5XtHgFUZyjpRx2aAkosP1rHA//a/PK8elwpKxmRzyMZ/kHCllTFYCY/sleE03NU2t7Dhexf2zBhERpuPTfdpnO1nVwOHiWr4+2wjAp24B41hpHaeqG/mlaTQRep1XkG9ocbCloIJvzBnMuP5n+wctQ7ohOpzHbhzLicoGryli/yk75XXNPLp4BMaUmDbai5W5JcRE6Hn8Nq2sru9NeWVuCYNSYvjRVSNwutQ2GuBVuaUkRgp+cvVIwvWijWDh8WG6eXJ/Fo5M47P9Z7w5qRxOFzlHSrliVDrXT+iHXifaCJG7TlRT3dDKNeOyWDIuk1anylqfm+7B0zWcqm7kqjGZXD0us81aAM0Xbt3RMq4cnUF8VDhzh6ey8lBJG23emsOluFRNoLhsYBJp8ZFt+vC9DlePzSQ7OYbJAxM7aH1OuyOqF4/R5nHNuExqmxwdoqZzjpTR1OpiyTjNfHft+CyqG1rZWtDWVJ1fVkdBWT2L3QKIR9u00o+gtDq3FFWFxW6tliEmnFlDU1h+oLiD5tLpUjUt76h0r1AyZ3gqsRF6vggghK04WMJ0YzKJMWfNe1eNyeBwcW1AP7PlB4uZMjDJmyYBYMrAJO3/sBNhb/XhEiZnJ3prJXu4emwmqgorDwXWcK09UoaqntWG+TKufwIZCZGsPty5tq6gvJ6iysaAiWqF0ITXjXnlnfpZethwrJyYCD1TBiYFbuRoZpZjB7VNDg689hM4uqLLfgHvb+OszoIQdr4Ep3bCdf+AlKFMNSZxpKQWe2OrFtF5zV+gqhA2PxnUmGeDEBIDN1JVyP0Uhi2CyLgOh8P1OoamxQU0r9fGD4WoRChYE9ScPLQ4XJyqagyufBVomraU4SGNkRYXGbJPm9Fs1QNPoQlQY4C7jGbrmHbNrgGGu18PAs+ENEhgTgBzgfttFtNxQEUraRU0oWjavgHMQLH/BsX+a7TyC98MZbALDTUulQde2d7m9bP3NU2lvr1627aRWfn/1BJKP/U12PO/Dv156o56iIsMa5OHraHFSUyknpgIvdd3qqnVSXS4npgITdPmEeY8SRKLa5qIiwojNjLMax71fXLx9cv4483j+ePN4/nGnLOOnL5Pp74q++sm9PO+nz00lWnGJLbbKtmYV05EmI4H5w2hrLaZU9WNrDtazpC0WMJ0gq2FFZTXNXPoTA1jshKoamhld1G192b41RkD2VNUTVV9C5vyKxiSGstd0weyMa8Ch0vVNHuDk1kyLpP1x8ppdbpYe6SMacZkrpvYj22FldQ3O1h3VPMx+vaCYZTWNpNbXOONeP319WMQQrsplNY0caSklsVjMpg7PJXVbl+8tUfKSIwJ54eLRwCaWa62qZWdx6uYPzKNxWMyzs4zT3uivnZ8FpcPTWGtW2Bc5RZw7p05iInZiax2C5QeQcU0IYvLh6V4I80251fQ4va9WTI2kz1F1ZTVNuNwulh1uIQrRqV7tQ457j5WHS5FJ2D+iHSuHpvJpjxN26mqKjlHyrh8aCrG1FjG9zd4M6jXNzvYlF/BolEZjMqMZ0hqrPfG2+xwsv5YGZPS9CTGRHD50FSWHzwrLHxxqITBqbEMTYvj2vFZlNY2s8ftyLzjeBU1TQ6uHJ1OUmwEM4cks8xH0FiVW0K4XjBvRCqTByaRGhfRRqBacbDY7eCdTpYhmokDDG0Eza0FldS3OLlytHYDvnJMxxqMXxwqISMhknH9DOh0gsVjMtyC1dkb8vKDxRhTYhiRod2AFo/JYP8pO2fsZ/2aPA8EHnPgnOGpxEeGsWx/WwHws/1nSImN8Jre5o9IIyZC38Ffy3N9r/TROF05OoOdJ6o6BEJ8caiEAUnRjMyI9+5bMi4TW0UDR9q5Mmy3VVJe18K14876fEWG6Zk/Mo1VuaUdkrwWltdzrLTO+7k8eDRo7QVc0NwHDp6u4ep252jaugxWHy71q1ksrW1i70m7X03ZiAxNw9WZ0LX6SClp8ZF+85V5hK11R8sDmoFBE+IBv/5sHhaOSqex1ekNruqMjXnlzBicHLgofJUN/jOPWQd/A8AmWy28eRtYf6ylzOiELQUVZCREBjYH1pfDqsc0M+i4WwGYZkxGVTnrpjBsEYy6Dtb/DWq69hncW1SNTtBpTjhO74aak1q/ARiVGR84d57Qw6DL4fjmLufjy6nqRlwqwWnaXE4tR1uQ/mwe0uIjqahr9mpEfX8DOmE6kGezmArckZtvATe2a3Mj8KrNYlJtFtMWINFotnYsJBs6TwOzOFsWtBZNgAyaUIQ2Afg+yjg5ayq9OBF6ztib2rzsja1MGZh4NueN0wHLfg4vX8ukunVECBfbHMPhw4dg/d+9XamqqplH488KUXGRYW3ysNU1O4iNCCMmIsxrBm1qdWmatkg99S0OmjxCmzsHjb2xlbhITWjzRJV6nlz0OkGSW2gL1wsGJEVz94yBDE3X/kk6c6u4emwGX50xkF9dNwZDTDjTjMmcqGzgre1FXDYwyRv9tOFYObtOVHH12EzG9TewrVAT7ADM14xCCO2HcFN+BcPT47hlygBUFdYdK2NbYSUzh6Zw+dBUGlud7Cpxcqy0jsuHpjB/RDp1zQ6WHSjmcHEtc4enMX9EGq1OlY155WzMK2feiFSv78n6Y+WsO1bGsPQ4xvYzML6/gbVHy7x+J3OGpTJ3RBqnqhspKK9n/bEyZg9LZURGHP0To1l3tMwrOM4bnsa8EWmoqmaCXHu0lLjIMKYMSmLu8DQKyuo5WdXAytwShqTGMiQtjgUj0tjrFvJyjpYyMiOeLEM0C0akUVhez/GKenKOlHl9bzyagbVHy9huq6K6oZWrxmTQPzGa4elxXo3i6sMlTBmYRHJsBAtGpuNwBzjkl9VxsqrRe7NaODKNPUXVVDe0sP6YdqO7cnQ6QggWjkpnc34F9c0Or2A0KV0T1hePyeB4RQN5pXXUNrWyJb/Ce96CEemE6YRXIFmVW0KEXsccd1qFJWMzKXALCaAJQjMGpxAfFY5eJ1g0SjPNem66yw+WMM2Y7NXKXDk6g71uwRU0YSYqXOc1TXlqMHoEjaZWJ+uOaZo4j0/pVWMyaGhxetecvbGVzfkVXD020/sQ4jHd+WqMvjhUwpA0TTgFTRBaMCqdlbkl3h/4plYnaw6XctXYDK9mPSpcz7zhmsDkqxX74lAJY7IS2vhmLR6TgarSJj1EQ4uDDXnlXDk6o81D0uIxGQgByw+0FXKWHSgmMkzXQShZNCqD0tpmDpxuG6H6xaFib3++DEqJZWRGvF/tnEdwvsqtdfRl8ZgMapocfnO2eZJy+9OUCSFYNCqdjXkVfjVcLQ4X646Uad9xgHxlV4zKoK7Z4TcAxzuHI2UMT4/r4BPn5dgXzNrwDaJoYc07T8L2F8HlXwj0/DYENI3WnIFXb4TaYtLueYkRGXFs6v91uPx7sP15WPGLgPNUVZUtBZXMHJIS2J9t3ePQXAvX/NX74zwpOxG9TngDxwC46nfgaIItTwccz8PuompGZMR3Xtfz8Kea4DXymoBNRmYmaPe/AFYkBs7Sojtrg89f5ykUH5RPW/UJcLZAaoiatvhIXOrZykN1TQ500QlhRrN1h8/rwXan9Qd8HVdPuveF2qY7zLBZTN8BmgBsFlMV4D8iJgChCG0vAVtRDAqK4bfAVqB3k+sqhiUohiMohjwUQwc7M4pBoBj+5T6+D8UwJehz/SBqS7B+f26H19Jvz2ZYehw0VMLrN8OWp2DGQ0Q9sp1Jg1LZGn+l9qS0+ndwfBOgRW22OF3e3DEACaKRWvvZH6SGFs08Ghuh9+Zk85hHYyLCaPDVtMW31djF+CSBnDggkXC94IG5g0l2m0iSYyO8PxYjM+K5a3o2//1a4CCVML2OP9w8nm/MGQzg9Y+pa3Zw7YQsRmUmEBGm44lVx3C4VBaMSGPGkGT2FFWzwm3qmz0slXH9DKw5Usa2wgpmD0tl4gAD8VFhPLUmj7pmB7OGpDBrSApCwDtHtX+secPTmD0shTCd4E+f5QIwd3gqU42aifPJNXnUNDmYNyKNjIQoRmTEsfJQCdsKK72lYeaPSGPXiSqW7jpFalwkY7ISmOcW8J5ek09pbTNXjNSEk/kj09iUX8GyA2eIjwpjqjGJiQMSMUSHk3OkjFW5pcwbkUq4XuftY9kBrUTOIrdWaP7INFwqfLr/DFsLKlkwyj0PjyP04VJWHCpm7vBUIsP0jO2XQHp8JGuOaPs9qVZASzWwtaCSA6fsHDhV49XeXDYoidgIPWuPlnlvtGfHT8elasLr8oPFGKLDmebWDi0alU6L08XGvHI+P3CGmAg9o1O09XKlW0vyRW4Jqw+X0uJ0cfVY7eZtiAln+uBkvnCbKJcdLGbm0BSvb6QmGMHn+4vJK60jv6y+jYZn0eh0at03fFt5PUdKarlq7FnB4IrRZ53EXS7N323BiLNmwJS4SGYMTsG6/wyqqrK5oIKGFmcbbdblQzUNmUewyzlSisOlthlnaFocQ1JjvdespqmVLQUVHQSbxWMyqKhv8Wo11h8rp77F6TWNerhyTAbFNWc1gOV1zew8UdWhv7H9EsgyRLURFjccK6fZ4ergA5YeH8XUQUks89GEuVxaROeCkWkdbroL3QJt+5QcKw52FB59P992W2WHiOYVB4sZmRGPMbWjxmPusBQiwnRerbIvqw6XkGWIYnRWfIdj1JawMPwgja1ONu/rGEW7rbCS2maH/7QaLfWw6jFmf7aYCFpY9e5TcOTzDs3qmx1sLazwRnO2QVVh5W/hja8QVXeCy5NrWN00AvXTR+Htr/r1CdvgLi811195KadD8zWrK4N7lsLwK7l8aCrbj1fRcsVjMPM7sPVZvxYWgPwyzZ9tVqBUH1XHYceLMOmrkD7Kuzs2MowxWQlthebkITDmJtjxEjQFTiujqip7i6q9bjEByf0EjLMhpmMgh4dRmdp33F4T7GXQ5drfE8Fr2467fYCD0rR5I0dDF9rgbK42p6riaqxx2CymqT6v59qd5k+qbu+8GEyb7tDqNs+qAEazNQ3oOlmiD6FEj/4d+DpQ4X7dj2L/RyiDdd6/oYOdGcUQnJ05uHNDo3g/PDcfTmyFG5+Ga/4M4dFMH5zMgdM1NFz9dy3K5YOHoLWRMrdDrmcRse154kq2UXf6GJzYAmjJdWMiw4iJDPNGTja5AxHiIvW0OF1ex+72QltshPajHqHXkZ0cQ+5jS/h/14wmOc4jtJ1tL4TgT7dM8PuEHIghaXH88MoRzBuRxs2T+xMRpmP6QANn7E1eR+fLh6bS6lSx7jvDvBFp6HWCy4emsLeomqZWF/NGpBKm1zFrSApHS+qI0GuCiiEmnCkDkyhvVEmLj2R0VjzxUeFcNiiJ0/Ym0uM1oSsyTM/MIcnsO2knXC+YO0z7cV0wMp0dx6todrhYOOqs0OZya8quGZeJTicYlKJFfb2/6yQ6cVYQnT8ijbpmBx/uOc2CkemE67UgkbnDU3l/10lKa5tZNEq7uQxL1zRzv7fm0upUvT5REwckkhgTzq8+PIDDpXrL33gizX5vzaWkphnThCzvd7BgZBprDpfyzvYiFvrcmBeP0TRqj76zB8Dbl0ewW36wmE/3nmHiAANZBs0ncZI7IeqHu0+xMreExWMyCNdr/75TjcnERYbx+YFiPj9QzOIxGUTqtd+cTEMUEwYY+OJQCdZ9Z8hMiGrjz3Pl6AyOldbxwe5TFFU2ehOWgmaiv2xgEp8fOMMKt4bnSp+b8JzhqUSE6Vh+sJilu08hhGYG9DAmSxNqlh0odjutN3PN+LbanmsnZFFQpmnzPtl7mrjIsDY3vogwHQtHpbMytxSHO7dXWnwkk32yvwshWDw6nS0FFdQ0tbL8QDGtTrWDZmnB4DjC9cKrjfr8wBkM0eFtE6GqKguzWtEJvOZozUSMV9j1jltzmiv7O1h/rIwWty/s8oMlxEeFeQVqT58c38TVhiJyz9RwolzTXO4uqqakpplr2gmNVBaQvPtppiTUsmrXEW82+pNVDew4XtXmGgNQVwpr/8LiAgsuFVZ/8bFX21RR18x2W2UH0yiNVbDs58Q+MYLZrp2s3LwTdeer2lzxmNnLuWJUelvNkbNVM939azIzt36HaJpYvfQFzXzoIyitzC0hMkzHnPZarSobPLcA1v+dmP7juDylntV1RvjfnbDs/7XRkm3MK6fVqfo3ja75I2z4u1ZD8zvbWDhvAScciRTMeVxLbfHu/R3MmeuPlZMWH+k1q7ch509QtAWufwIGXAZovmlNrS72FFXD4sdg0Gz4/GdQ29EE7QmACpifLedPgIAFHfUJU41J7D1Z3dZMPPsRLdHsjsB6kcLyemqaHEzqrBJC6WEoPwqjOvd1H+UWzAOmjcmaCOExoQltlQ3EROhJjQtCkeQV2oYF3T90rIoQZODISSDbZ3sAHUtJBdOmO/wL+ADIMJqtfwA2An8KpYMgCsYbalEMNSiGGiAH+CPwB2C9e19vMR3IQ7EXoNg7tTOj2FUU+xYgEcWQFeS5HRC44OhyOGyFQx/Bgfdh3zua2fOFK7UfqK9/DpO/6j1n8sBEnC6V/WVOuOFfUH0cNj/prT6QHh+laehW/564qAjqRIz2A4OWXDcuUgs6aHWqtDhcbXza4OziS/NxGI6L0oIXAG+lhTD3DdujaQvoo9EVLqf2lPv2PTxy4nu8Gv0P4qzfhqdn8c2inxGGk68l7kH/3teYvuxGwt0W8msMx2HTv7muSsv6EhcOs1KaIPdT7k3YjQBunZSOQd8Ctg08OrCAGL2L7y8cgmipg4K1fCvzKHHh8P0FRnTNdji6gm8k7iZcB/dN64chrAWOb+beyA3Eh6uMzYzh8kHxkL+aybYXGJvQRLgO7piYBGVHYetzfD1d++e/cWwKSRFOOLqc+adeYECMAwHcM2OgZgbZ8RL3hmuOtWlx4SwZmwEV+YjtL3BfqpaqYlRGDNMGJsDJnejX/Zk7Um3u/bGMz4rXfEXW/oW7EjRBLj5Sr2kWqk/Alme5rfkDGlqc1Lc4uXP6QGiug/3vMXnvbxka08DRkjqmD0okOykaTu+BVY9xe8uHlNe1cOhMDbdM7q/dsI98jt76Q74Sf5BVh0upbXJw06T+0NIA+98j4uOHuT7+GB/sPkV1Qys3TuqHcLVq6/qDhzE517D7hKYhvW5CFjoBnNoFn5u5+sgv0OPi0Xf2Ehmm027urU3a/8JbX2VJ46ccLq7lL8uOMN3oztXVUAlbniXmjRu5Kuow/9tSyLM5ecwbnkb/xGhNO7D1OcR/r+ZGdTVrDxejvL+dyDCdJki7XFrep7fv5epNdyNQeWHp53y2/ww3TOqnaeIaq2HDP+CpGVx17DEq61tY+sE7rMot5caJ/TSTW2M15Fjg31O5aut92gPF+6/y7nYbg1NjtYAcVYUjy+DFq0n4h5HZ6h4+3rSXqr2fseKgj/DrcsLuN+Bfk0l5bhIzxQHeX7sDx553+HD3KYanx53VOJ3aBS+Z4B9jWHLstzS2uijf8TaNx3ey7MAZrhmX6RWoObkDXroGXrqGq3M189ry538BR5fzyd7TROh1Xo0krY2w6nfw5HRY+RuuarBysEpHwT+XwNHl3kjfmye7rTSqCvvfgyenwZo/MF5nI0NXwxfb9sOLV0LZUVbmluBSaaOZpGg7PDMHtj4DQxawaFQax53JHP3oz/D2PdBkZ1OepvX0aHoBt+XhVs0va+hCoh7OYfbQVFaHzUbd9jy8tARqNa3tqsMlzPFJUA5oAsR/l2hC5n0fwV1vsmjOHAqdqRSM+4FmDvz4u9p3gRZZGhcZxtRBbTVE2SeWwrq/wOR74Lp/Qlik9wFtTdQiuPZxOLoMvvi19xynS3O7mDMstaP5siBHE0Qn3wMTbvPunjlYsxBsyi/XIhpv+LdmtvzsJ7THk5/Nr9N98X4t/9qMB8EwoMPhacZkmlpdHPQ1hfebBEMWwJZnA5aQ2uOOWu+0fNWhDwEBY24I3AYty0BCVFjACFL04TBgqteyFAyeQvGdpj/xUH4MogwQ23lUb3vaV0UIMrXodmC40WwdbDRbI4A7gY/btfkYuM8dRToTsNssptBKb/jBZjG9AfwUTY46Ddxgs5jeCaWPrmNrFbsf3fg5wZ8NeUYQbfoHea6GYngQTUuHztUKb97ut1lV4gQOjfkRrXm1kJfj3V/foq2K99fupHFwBGNTZ5Gc81c2DBoGRGDL3Uv26hfp31RDY+JQqpt1qIXr2Lx8KRU1UWSEN3G6VVOFr1i9lrLKJgyRgiKb9s+yO1dLT3Eq/9DZD1OYR4Nd+yELU1vJyTk7n9JTmmausa6mzf7OiKvNI7voI2LrTxDZXEG4o5bmiCQaYvoTXnGGMEcdDTEDGDRkBF/UvUBW3QEaGiJoiBnIkynvkV8DV2/9GITKyHADr4evI1NUEP2UdlOZC2yLTCD5QB0c1J4eZwMHw0D9Igx1hROByhXAPp1AfCHgC63dHGBveCRRu1tQ94BAJRvYoIslsqoF3R+dgAs98L4aTmV4PP1eOWtauF+FqRFGRhwrQv2DisBFJDo+VOMojUhkxBvl4NQi7Kaj4/2IoaS3VBH510Zwaur8B1Q9I8LHMd5uw/nHVsKcDagIHhHRjAmfyDR7Ho4/NRHuqEVF8HURTXTYHKaQT9jfvw3N2lP3pLA4/ha+g1ZVz4ylP8DVUolOdeAMi+Mp5xre08/hq6Xraf5TPZEtFajomBmRzE/CjlOmGrh57Q9pXVNHuKMehz6GB3TJnNDdylBxmklLf4azuQy9q4mWcAPfZjtFutsximKmfvIropvOgLOBlvAEbglL5QsRSz2R3H/gMRoO1hDTeBqXCCc+zshD4Z/xn9Yl/FD/Aa3/+ROOmmOEORtoikzhyvCTvCRGUKYm8nDVX6n6ZxkG+yF0qoPauMF8LWIVK+qMOJxwT/k/qPhXKYnV+9G7mqmNG8pN0ft4rWYKB8p0/F/0OupfepYwey7RTSW0hsWjJk/iuog9vHN8MgIH1xQ9QcnTpaRUbCXM2URV4jjGpUeSdaKKn+5IIpwWrrL9jTPPVpNWtokwZwOVSZNIGTSMMYVn+Pn+DFRq+HbKHgpffY+0so3E1xXQGJVBafYtXFVXT87peK76XyV1JLHQ/jF5r71Ev9PLiWk8TU38MEqGPcgSu5NfFyXys3fWssMVyzf7Hefge5tIL91AetkGWsINnBx8LzFxw8jcU8+79jG0PG+h3vE1xjXuYu/S1WSdWUF62SZawhOxDX+IyuQpDN1Wz9K6sdz1xn282/IMM1JV9mxcTVrZJoy2N4luKqU4YyGFg+8hnUR0OU28UTeFX75xO+84n2SUwUD+vm2cbCplWN4LpJVvxZ4wkiPjf09DbDbjnM2sKppKWfH/SH5mNq/yBJkxiZQd3UXOURcDT7yP0fYWzZGpHJr8F2oThhPfrKLLbeClhG/zxyO/ovmf03kx7A/EhkfjOn2InOJcYutsjDvwRyKbKzg68vsUZy6Cw+UMiGplZXM0H45+jBuO/4GWp+ZiHapQVGlgUZbT+5sUV5vPhH0KqtCzb8Jj1J9Q4UQO0Y3a//1ztbP5lrGEwXveoOR0EYdGPoJ1TwujknRs2nC2YHnW6RWMLHiF0rQ5HEq4BdadPTYgTvD+5iMMmz6cYf2vY8CWpzhcpaM460qOVTmpamglw1Xe5ncyvKWaqTt+gCOmPzvjrsfV7jd0ULyOz3fmMylM+20bOPB2huS+xoF3/0R52ixAM1OuP9zA2FQ9a9d2zLE2ft9vSQiLZauYicPPb3RLk3YN3lq1A/vgs5m0kmPnMqEuh4NL/0xZ+twO51kPNROlh9O5Oyk+7F8wmrbtdVoNY9mz8zDQedWMzGgX246cJCenbVLturo6cnJyMLr6Mah4AxtWfoYzrGs/tUNFDQyI0wV1X5qYtx19eAa7/Fy/zmhyaPfjrXsPkVKbR4G96whim8XkMJqt3wWWA3rgvzaL6aDRbH3IffxZ4DPgWiAPaECzMnYbo9laS1vzqvA5ptospk4iSdpyIZWh6omdOXj7s2J/DngOwGWJVPnmatCFdXglJQ5kdoAnhMf3rKE2PIEFCy6DiUZ4cjqJtUeA8Vw3uR/xu5bBZfczJGwsa8sKEahcnlCMUwxj2KD+jM6K583D+5k8fSZhB7bRPyOOKeOyeOnAbqKT0qHwFFfPm8kft+YAMG3SOGoPl7Kt+CRpSfEsWHD2Hzj+eCXP79/MzTNGsGBBEJE3256HdWaIjIfsmRCXDkPmEzn6BiL1Z38wooD2HhAxwNWg+aRU/Aji+xERl8acpho4vhFqTkHGOEgdQVppLhSu04oOZ02E1BEcXPU/xiU2QUQc9JsC6aPQlRyEoq2a6j17OmSMI6bk4NknuqwJkDUJQ+1pLelkS73WbtDlRDlb6Xd6l6bxik6GoVcgEvoxrng/2DZASx0MnIkwziO1vozUo59Daa6WC2noIkTaKC47vVvT+tSVaL4mQ69AbxjIwlM74ejnmuNw9kzEsEXERMZz4/FNkPcFNNXAwFmI4YuJjE7i/pPbNc1WfRmkj4GR1xKeOoxbK/I1LW5JKiT0g5HXEJ49k1HOFn5ZuA6OhGsaM+McxOjriY5J5ju1JdrY+TVaGoBR1xE2ZCFpYRE8U3YUcj+CIjsYFsPYm4kYNIdsnY7XSw/DwaVQlM2ZBiNZix4mYshC0vRhvFdbrM3jaD/QDYKRP0U39mYSohP5ibOVR4+uRH9AQHUYGG+F8V8hyjgPo07HyuoSmvYuJSmvDpx6GPUtmHQX8ZnjmQqsOlFI6/4PGVJUpJmkptwDU+4lvt9kRgEfFRWzb+tKbqzYjr6+GLInwvjbCR9zAxlhkfyxqZWRyzYxuuIL5pZ9AfoIGH8rzPgWSVkTSQKeO1nN059t53qxjenFn0BYFIy5Di7/HslZE0gGHj9dw3df3cxA5wm+3/BvogobIW00LHqK6Al3MEgfTrZLZf0bO/j8INwTsxXTySe0ddb/MphtIWH0DSQIwVCXylv/Xs/7Z+bTX1/Fjyp+TVRlK0TEw9wfETH7BwxxF93+4cAT/Oz9/ex2DWWm/jD35j2m+ZlHxMH8nxFx+fcYEak9+34rrYifvrePxeH/oV4N51H7r5i83p1HMHMCXP0imYPn4dGLfVa6g3cKFhOVPYHjecn8ufFFFuwt0DT8+ki48rcYZn2X6e7cVukjalj1r/W8N/1t5tie5GChgf+XuJKF9ibNtFVZAGNvIfq6f3BZdKL3f/ujM9tZczoS1/2f0fLed9lZruPmfsVcmZWhpajY+6ymCfnqMkZlT8PjlTW5oZX/HVnJjoQruPkbc4h+43YKD25GJ67m4RvmkBEfCfvego2/gpgUuO9DprWLEHz+8DqOt0Yw+MFnYf0IMlb9lsKI4dS0LOJriyawwBPpfuB9WPsMFclTSP/WB6SHtTW7mRpzeXF9IZfNnE383DnwxlcYdexZRs2+ji0HEwnTFfDwTfMxRLt/51xOeOM2cDUSeb+VeRljO/xcXt2Qy383FjJt1hzNvcE5G57bw7jjL8P134YoA8dKaqlZvo6bZo1hwbSBbTsoyIGcXXDV75lzeeDozb/vW0N1WDwLFkw9u9M1D06+ztjaDXD7rzqec2ADkwbpuWLhLP+dluZCThFc+wgLpi8IOLaH1fYDLN11ivnz57fRjuXk5LBgwQIYCLz6FnMHRcDwzvtzulQqv1jGjVMHsWDB6C7HZmc5DJmvjRMiMeuWEZ8+gAULxpAQoJpJe2wW02dogpnvvmd93qvAd0KeTODxek35FbzQphgE8FVgCIr9MRTDQCATxd69SrId6YmdOSKIczugIrQf6xCZlJ14tnh8khHm/JDSlSeI1o0h7tOHICwaFv6ChO12WpwqzdlTiNj/HvXNPyYm4qwptKHZ4fZp06JHQUvQKwRt8iIZoiO8FRbiI9vmNL5sUDKffX+uFjgR8IOqmkCx+Sk4sQlGXAM3PwPRneQq6oyIWE0Q8xCV0DEyyThbe/lQnnY5tP+nNAyAEVe33Td4rvbyJSHL/3c17MqOCSMHTNVebcbpD9Me6Hj+gMu8PixtGDhDe7VnyHzt1aH9TO3VnpShMPfRjvt1UTDiKu3VnvgMuOxr2qs9aSMgraN5BtCEzvSfA3AkJ4cs3x/W+EyY8S3t1R59OPrR18Bo/9Fl0YkZRM9/GOY/7Pd49sDBMPCHwA/9Hh+Wncmw7HuAe/wej48K57s3zQfmA7/322b8gESeeXAxsBhUxW9o9Jh+Caw2u9dS671aNFpU2wdYnU7w9D1TKatrJj3uWrA/oGVhT8jq0O61b8xg2cFiFg5PJap1ima+zBijJUL14fap2ezcfxh9YiY/nD0ZUT5UazN4Xoe2t04ZwNojZSw7WMz352YxOeN7WhHvrEkwdBHo2ro5/MI0mmufWM9TeSlM7hfNLSMnQI0BJtwOk++FxOw27cf0S2DhyDT+ub6YF6PuJDWyiTuTj0J+nuYvtPgxLfVDu+v31RkD+cYrO3jj9DBOD3+epvJT3FvxBLztriIx5kYth1h8W386Q0w4pvFZfLTnNL8wLUL/teW89c9dXCF2kvHCj0F1aQ9E2TPhtpc7XGfQAlqeW1dAaW0T6XMfhbAoPv30KFGilSviiqCiUfPt2vwkZM/koPGHzGsnsAFcMTKd/6wtYGNeuRZccttL8PwiePseVvEM0wcnnxXYVFXzoctfpZlY/QhsAPNGpPGfdQVsyncHtujDNbeYFxbBSgWu+4e33FsHfzaXSzPRGrJhWufZsaYak9x57dSzApNOB9O/Cct/rlUk8PnNbWp1knumpk16pw4c/ACEDkZ3bhr1MDIznrpmByerGsn2V4ar/1QtCrVoKwzvmKTXlzP2RlqcruBqjjbXQe3pkNN9ePBNsNs+Rc6lSCiatqfRohyuAB5Dyy/yPtCjOlo+bAeGoxgGA6fQ7Mx3t2vzMfBdFMNbaOZPO4r9DIqhLIhze43J7iLFxfYmMg1RMO8nlGx5lvSaMkTxXrj9NYhLIy5SM7fVDbuR2PW/x+FSiY0M8wpoWq1Rlzd6FLRcbzHuZLsesgxR3soG/pL+juksR0/JIa00yuldmoB59R9hxkOaBkwiuRgJxkcmPEp7+T1dnE0ymzjQbxvQHpy+OsNTUidwXJMQgmuHRLBgwQRtR8ZNAdvqdYKnvjoFh9Pl9kud3MmH0CLvPvjObPYWVWv+dzFXdNoe4Hc3jePh13dRUtPEX+6egWFk1wnXrxiVzpxhqTz26SGcLpVbpgxg9HU5UFkISYM69TW6a8ZAlu4+xUsbbUSG6ahwxXL/gtFQP0cTGoZfBWNv6SCQerhtajZP5+Tzv61FPHLlcOwTv8lS63KuCdtGzKtuTSgCptwH1/wF18atfvu5bFASCVFhrD5cqglt0Ulw99vkvXA/x6pbuHO42wW7pQGW/z/Y+TLM+i5MDWz5mmrUIrrXHCk9Gz3cfwrMeFjLKjD2FjbkRdPP4Kfe6N7/acLWzc8FXIsephmTWbrrFIXl9QxJ83kAn/RVWP172Poc3HQ2ndehMzW0OtXAQQiqqhWIHzRbewgMAm8EaXGtf6EtMg4yx2lCWxd4CsUHlVjXUyg+xMhRD2k+pawudJnNaLZ6lV82i+kxo9k6EMi0WUxBK79CEdpmoNinoBh2A6DYq1AMIeUX6RTF7kAxtLEzo9gPohgech8PbGcOdO45wvOPsqeoiiWGLNCHUZp8GenRNXD/Hu1HjrNlpeqMixHrHwcgNkJPzKF3gcE01NV6AxFifQIRoiPC2qinMw1R3vxv/kq5dEBVNfPJiS1g/ZFmerzhSZh4V0glQiQSybnBE0gUDCMy4hmREbx1ZUBSDJ98b05I8xFC8O+7JvOv1ceICNPxwytHQLi+0zQRHqYZk7lmXCZ/XX4E0FLQzLl6Kgj//sLtGZway4KRaby2xca9swbx8sZCGhyCB7/1TaifqAlZA2dBaueRhWHuaPXVh0tpdjiJDNND6nDeHPo44TvLuGH3Q2BLhPoKaK2HOT+EK37daZ+RYXpmD0slx5202/u7fMUv4Ogymt5/mHX2v3LrZQPaOtxXF8Eys6ZhHH+b/859mDpIs3rsOF7VVmiLToQJd8CeN7X8be7vY4+71F7AdB+luVB+RAt+CBLPGjtSUtsm7U4bsmdoATtOR6f3Ek+OtqDSfZQf0/6GmKPNQ2pcpLeUYyhlx84TPVZ+hXIHb3Wn1tCuimIIOb9Ilyj2DnZmt7DmeR/Yzuzv3HPEmH4JROh17C6q9uZ4Kq5pYnz/NK/ABmcjPWujB6BLnQinIDbfSmzeC8AfqN/+Ok2tE4kK13mjQ8vrmumfpJlUUmIjqKhvISpc7y1Z4zdnkof6ci2R4s5XNM0aaL5jd76h+VNJJBJJAJJiI/jN9f7NhF3xjzsmMSIjH5eq8vCCocFFDPrw46tGcsszm7j1mU3YKuq5fmI/Rg/Opq3XS9fcPjWbT/ed4aM9p7l9ajaNLU7eO1jL1eP7kzb0F3Bqh+bPO+FO/+4PfrhiVDorDpVwpKTWW1ydiFi47WXWP/sjGltdXDXcx9rRWK1F4aouuPnZgBpGX4amxZEYE84OWyW3T233mac/qJW/2vWKJmiiRY5mGaLISAigwdv/TkimUdDcFAYkRZN7ppOkENkzYNtzUHqwrYtMOwrK6okO15MVaH6+VOQDQstP1w3S4iO9KVdcQYaPnkdm2CymKUazdTdoyXXdEaxBE4rQ5skvko5i+APwFeCXoQx2qRAZpmd0vwR2u592Wp0uTlY1cv2EtoJRnEdoa3IQNvH/4BTEHfuQmHFLYDfY87fhcE0gOlzv1cq5VIgJ194v/+E8r9p3wYg0nrp7StvyNU32s1UZ4rO0XEBN1ZA0GK7+k+YjMPQKzQ9DIpFIzhFR4XpvybjuMK6/gSfumMQza/O5fkI//vKVCd3qZ+7wVEZnJfBsTj6m8Vk8naMl6r5n1mAYMrXrDvxwxeh09DrBR3tOM2qJj3CWNYEVA75PfH49M9feC/qfaftX/0HLjXbH61oB9CDQ6QRTByW1rYzgIWMMGOdq1R5mfQ/0Yew6UcXEQPVGna2aZm741VqgWQh0Ws4KtCAwgKJtnQpt+WV1DEmLDVgNow0VxzS/v3b+n8GSFh+JvbGVZofzYtC09Ti5bhApPwxPAm+i2N9AMewEFqFFa96EYs8NecqXCJOzE3l7exEOp1YU1+lSO2Qc9wQN1Da1EjFwIbCZmOn3ETv7Fti9lkqntkijwvXEHP0I0NTintxGqXGRbQrQexK3annlPtZ8C6oKtScq1QUDpsO1f9X+mUJ80pVIJJLzyTXjs7hmfM/KOwoh+Pm1o7j/v9u44ckN5JfVc+e07MBJb4MgPT6K+SPSWLrrJD++aqTXr7ihxcGK05FcMURPRF05vOV2o04YAHe+6T/IqBOmGpNZmVtKRV1zm0A0QAsgevseyP2IE1nXcLKqkW/ODaCZOrZCC/6Ycl+oH5WRmfGsOVJ21rzcHkO2piAo2qoFSQQgv6yOSdlBBrqVH+vS9N0ZngS7FXUtF4Omzav8cifX/QrQMTS4E4LRtB0D/uZOYvs28D8U+54QJ3rJMXlgIi9vsnG0pI4SdzWE9jXWPObRumaH1xctdvx1xMS4F1nsMLBDZPkBYvZ8C3gDoE3JKkCr9/bSEohKhOGLYe1ftPD5xGy40QrJQ7WErgOmygADiUTypWbu8DT+fvskXtpYyM2T+6Pc0D2Try+3Tx3AQ6+Xsu5YmbfSzHs7T2JvbOWeq2ZB/52a9kl1aSWfwiK76LEjvn5t7atvMPJaSB0Ja//Khsu0aPeANVS3PQ9xmVoASIiMykzA6VLJL633H+AmhKZt6yQYoanVycmqRm6d0jGRcAdUVTOPZgdnqvaHb4LdC11os1lMbxjN1jbKL5vFFJLyK5jkuk8AT6AYBqFFZb6EYogC/ge8hWI/GvLMLwHOBiNU0+LQEvq1d7qM8xHaPIJYbGQYMW4BrjJpAtghetdz6PuPI+q4gyY1jJgwYPkv4MBSmPdjTdVdWaBp1E7vgkFz4J732qqT/YTSSyQSyZeRmyb35yZP5Yhe4IpRGaTGRfLPL44y1y0svbihkEnZiZqwJYT/VEAhMH6AgahwHZvyyjsKbTo9zP8pvP8NNu7eR5YhlqFpfpz8T++GgjVwpdKtoDNPBOnh4prAWQmyZ2g5H2vO+L3vFJbXo6qan16X1JzWynV1MwgB2tYfvbBFNjCara8Aj9gspqfc20lGs/W/Novp/4LtI5Tao8dR7H9GsU9GS6dxM/ClNY8OTI4hOTaC3SeqOFJSR3xkWIcaa/E+Pm31zZpgFxsRRpheR2SYjsoI7UkkKjIKbv4Pse5cbHEnVms5iVrqwfqo5jx7+2vwgwNw83/g7re7bf+XSCQSSWhEhOn4zfVj2HvSzp8+P8xP3tvH8YqGbgVdBCIyTM+cYWmszNUiVTsw9mZcKSPZWNTM7CHJ/sdd/zeINMDUb3RrDsbUWCL0ui782txasZP+s1TkuyM5gxLaSt0iRIA8ecHgFdrqmi8Gn7YJNoup2rNhs5iq6CrvTztCSa4bDixB07YtAtYCvw1lsEsJIYSWZNdWSavDxayhKR3+iSLD9EToddQ2OYiP0ooXe6JEYyPDKG/UBLnoW56EjExiokuoaGwktqUMJlwPt7wAe97Q8qsNW6R1OvHOPvuMEolEItG4bkIWKw6V8OKGQgAeXTyio0ashywek87K3BJyz9R21HTp9Byc8luqP3Exp3UjHe71to2Q+wnMN3dIKh0s4XodQ9PjAtcgBa1yhz5SMweP6VjiO7+0HiG0VC5dUuou15g2qvN2nZDiVpaU1TaTGH3BB93pjGZrkltYw2i2JhNiZapgAhEWA3cBJmAbWjH2B1Hs9SFP9xLj2vFZ/PjdvQB8f5F/9W5cVBi1Ta3UN7u1aO4o0ZgIPWU1mi+cR8PmydUWN+kmuHWOphKf1r0nJolEIpH0HkII/nXnJL67cBi1Ta1MNXadwy5UrhiVgRD7+eJQiV/z5PrW4cARZuf9FY5P0fznABqr4MOHtWTRsx/p0RxGZ8azKb8icIOwCC3BcAC/tvyyOvonRnsD6jqlNFcLbAgiH2AgIsP0JMaEU1bbzBB/JuMLi78Bm4xm63toEaS3A38IpYNgzKM/BzYDo1Hs12tRpFJgA7h+YhZzh6cyY3BywCeu+Kgw6pod1Dc70AmIDNMueWxEGGV1zd73oKngAeJT+smAAolEIrnAEEIwMjP+nAhsoJn6pgxMYmVuSYdjqqrywa5TTOofT1pSIrx6E2z6t6Zhe/VGzT/slhcgIogqBJ0wMjOe4pomqhtaAjfKng6n90BrU4dD+WV1wZlGQdO0pQdRm7QLPFURLnTzqM1iehW4FSgByoBbbBbTa6H0EUwgwsJuze5LQGSYnte+0XnUS1xkGHVNDupbHMRGnq10EBOpp9Wpet+DFkgDmulUIpFIJF8+rhydwZ+XHaaosqFNOaldJ6o4VlrHn28dD6NXwsffhRXuVKlRiVoS9SATBnfGSG8wQm3gVCnZM2DjE3BmT5uayy6XSkFZPTMGB5FixeWCsiMwNWgf/ICkxUdSVnfhR48C2CymQ8Ch7p4ffCCCpFvERYZR2+Sgodnp1agBft97FlycFNokEonkS8lNk/sRodfxzNr8Nvvf2lZEbISe6yb0g7g0uOstuP9TLYnvI3tgxNW9Mv7oLM0s22kwwgBPkt22JtKTVY00tjoZnhGEpq3aBo7GXtG0pbo1ba7erdHU6xjN1leMZmuiz3aS0Wz9byh9SKHtHBMfFU5ts4O6FodXowa0sfd79nuqH/RLlJGhEolE8mUkyxDNHdOyeXdHESertMLr9sZWPt13hhsm9TtriRECBs+F0ddDdJCJbIMgPT6SxJhwDhd3Us4qLk0rO1XUNoL0kLsElkfw65QSt7IpfUx3p+olLd5tHr3wNW19FD2qGAQwAMVeFErnEo9PWysNzY42GrRYX6HNk7etXvMhGNfP0LeTlEgkEskFw8MLhvL29iL+suwIv795HN9+YyctThdfnTGo65N7iBCCkRnxnUeQgmYizVup+fW43X5yz9QgBIwIRtNWvF/LPZre/chRD2nxkTS2OqltcvSoH3c059uAEbABt3siPdu1s6EVe3cCDpvFFGyNtB5HjwanadMKtX8YSscSjfioMG+etpg22jXte4oK1xGm176G1x+YwfeuGIYh5oIPW5ZIJBLJOaJfYjT/N2cwH+89zdTfr2RjXgV/vnUC4/r3zQP9qMx4jhbX4urMsT97OtSXaaUU3RwurmFwSiwxEUHIIWf2QuoIiOh5xKenKkJJTcfAiBAxA6tsFtNwYJV7OxALbRbTpBAENjgbPfo7o9n6O2AT8JdQJhiKeXQLimFaKJ1LzgYi1DU72vmxufO1+eybOSSFH101ss/nKJFIJJILi58tGcmb35zB7KEp/OHmcXzlsiDKQvUSY/olUN/ixFbRSaIIT5JdHxNp7pna4EyjoAUxZE3q9hx98STYLbb3WGi7EXjF/f4V4KaeduhLu+jRUuBBYGanJ7UjFLXcQuBbKIbjQD1a3SwVxT4hlAG/bMRFheFwqVTWtzAs/azK2PMkkhQbEehUiUQikXxJEUJw+dBULh8aoMboOWSiu0zjvpN2EgM1ShsFkQlaMMLEO6ltauVEZQO3Tw1CuKwtgdozkDWxV+brEdpKaprQRSeEGc3WHT6Hn7NZTM8F2VWGzWI6A2CzmM4Yzdb0AO1UYIXRbFWB/4TQP0AEMBAtR1sh8H4I54YktF0TSschoRg62JFR7FXt2mQDrwKZgAt4zl0XFRSDAnwTLe8JwM9R7J+ds/mGQLw7cW5xTROxPoEIWYYoABzOCzzcRSKRSCRfKoanxxMToWdPUTULAinOdHoYMBVOaBGkR0s0H7hRmUFo2or3aX/PgdDmaqzp1MfMaLauRJMj2vOLEIacbbOYTruFui+MZuthm8W0rpMxR6BVk7oLqECTd4TNYgo5pVoIZazsx1EMScBwIMrnyPFQB/WDGViFYregGMzu7Z+1a+MAfoRi34ViiAd2ohi+QLF78p38A8X+eC/MpVeJ9wk+SIw5q1Ub6w42qKjvJIGhRCKRSCR9jF4nGNffwN6T1SzoLLhz0GxY/TuoL+fQGc2UOjpQoXlfTu/R/maO7/FcAZJiItDrBMVB+LTZLKYrAx0zmq0lRrM1y61ly0IzYfrr47T7b6nRbP0AmA4EFNqAw8B64HqbxZTnHuuHXU7WDyEUjDc84J7UcrSao8sBpTuD+qFrO7JiP4Ni3+V+X4tWrL5/L41/zvCNGE3xMYWOyNRMpbdMvuA/gkQikUi+ZEzKTuTg6RocnQUjDFmg/S1cR+6ZGhKiwuhniArc3sOZPVrKkG7WSG2PXidIiY2gqbXHlquPgfvd7+8HPmrfwGi2xhrN1njPe+Aq4EAX/d4KFANrjGbr80azdRGai1nIhGIefQSYBmxBsS9EMYyi9wrGZ6DYzwBu4cwQyI6soRiMaLlNfDP7fRfFcB+wA00j1yFM133ug2jOfwjVSU5OTg+n3jn5lU7v+9KiAnJyTni3n1oUQ5S+7JzP4UKhrq7uS/NZzzfyWvct8nr3HfJa9w1hNQ5aHC6OltYTFuB6C5eT2foYSje+xbaqr5MVDWvXru28Y1Xl8vz1VCZP5nAvfo/RorU3urEA7xjN1m8AJ4DbAIxmaz/gBZvFdC2QAXxgNFtBk6HetFlMyzrr1GYxfeA+JxZNKfVDIMNotj4DfGCzmFYEO8FQhLYmFHsTigEUQySK/TCKIfhQR8XQG3ZkUAxxaI57P0Cxe7L/PQP8Ds058HdoYbX+a2Mo9ueA5wBUS5S6YMGCkIYPlbTTdti2AYC50yYyd3jaOR3vQiYnJ4dzfb0lGvJa9y3yevcd8lr3DcOqGnh6zxqKWyL5dmfXu2QBaSWHOVkPd08fxIJO7alART6stZM57SYyp3bSb4gMLtzG8Zqyrht2gs1iqgAW+dl/GrjW/b4A6JYzns1iqgfeAN5w52i7Dc0d7JwIbSdRDIlo+dq+QDFUAaeDPluxB7QjoxhKUAxZbi1bQDsyiiEcTWB7A8W+1KfvEp82zwOfBj2vc8xAn9pxKbGR53EmEolEIpEER//EaFLjIiiwd2FyHDyfw7m5NLW6mDIoseuOT2zW/g6c1eM5+pIad3HdX20WUyXwH/craELwabPfjGKvRrErwK+AF+m9HCZd2pHdVRleBHJR7H9vdyzLZ+tmurYv9xme6FEIMku0RCKRSCTnGSEEEwckklfl7LzhkPnscg0HYPLAIMppndisld1KHdELszyLJ4L0Uqd7lckVexdG65CxAO+gGNrYkVEM/YAXUOzXArOBe4H9KIY97vM8qT3+gmKYhGYetQHf6uX59Yg/3jwep6p6Kx9IJBKJRHKhM2toCqsOl3KqupH+gWpip41il348GaIxuCCEE1sgeyboevd+mHaRadq6S9dCm2KoRROGfCMdPNsqir3n4R+K3a8dGcXutSOj2DcQKNpCsd/b4zmcQ+6eMfB8T0EikUgkkpCYNyINrLlsOFbGHdP838dUYLs6hss4hHDdCPpOyjDWlkBFHkzu/Vv2ha5pM5qtAhhgs5h6VMM9CKHNHt+TASQSiUQikVx8DE+PIzFSsO5YeUChzVbRwOmWaB4O26uZPgfPC9xh/irt79CQc8p2yYUutNksJtVotn4IXNaTfkJIrmv4tf/99sd6MgGJRCKRSCQXHkIIxqXq2ZhXjtOlotd1NHZtzCsHYE7EUcj9tHOhLW8lxGVAZu9Xv7zQhTY3W4xm6zSbxbS9ux2E4tPmWzk2CrgOLcGtRCKRSCSSS5BxKXo2nGrm4Gk7EwYkdji+4Vg5/QxRGAdPhIMfwNV/BL0f0cLRDMdWwujrQXQrr2ynXCRC20LgW0aztU0Nd5vFFLQUG0oZq7+13TY8jhb1KZFIJBKJ5BJkTKpWM3vtkbIOQltDi4O1R8v4ymUDECPvgMOfQGEODPOT4St/DTTbYexN52Se8ZFhRIZd8MF+Pa7h3pNPGAMM6ekEJBKJRCKRXJgkRAimD07mnZ1FONuVtMo5UkZjq5NrxmfC8KsgKhF2vuK/o/3vaMcHzz8n8xRCXPDaNpvFdByoQauqMMjnFTSh+LTtRwsUAdADaWjVByQSiUQikVyi/N9sIw+9vouVuSVcPfZsYaOlu06REhvBdGMy6HVw2ddg07+g6jgk+cgidaVw6GOY9gCERXQcoJe40IU2o9n6AFpJ0AHAHmAmsBm4Itg+QtG0XQdc735dBfRDsf87hPMlEolEIpFcZCwek8mApGhe3FDo3VdQVseqwyV8dcbAszlIpz8IQg8rlbYdbH4SXK0w7RvndJ4XQa42Tw334zaLaSFaDfWQam+FIrTd6vO6A/g+iuEb7qS2EolEIpFILkH0OsHXLjeyrbCS1YdLUFWVPy87TLhex72zjGcbGvrDgp/BwaWw/z1tX0U+bHkWJt4FqcPP6TzH9jOc0/57gSabxdQEYDRbI20W02Eg+BruhCa0TQUeAvq7Xw8CC4DnUQw/DWVQiUQikUgkFw93TMtmeHoc33hlB3c/v5XlB0t4dPGIjibJ2T+EAdPg4+/DBw/DqzdBRAws8p81rDf5/qJh53yMHnLSaLYm4q7hbjRbPyKUGu6ElvIjBZiCYq8DQDH8BngPmAfsBP4SysASiUQikUguDuKjwvnou7N57JNDLN19igfnDeHBuX5iEfVh8JWXNBPpESvEpsHtSyGh3zmfozgHqUR6E5vFdLP7rWI0W9cABmBZKH2EIrQNBFp8tluBQSj2RhRDcyiDSiQSiUQiubiIiQjDcusEfn/TuM5raSdmw1deBJer12uMXirYLKZu1XAPRWh7E9iCYvjIvX098D8UQyxwqDuDSyQSiUQiubjoVGDzRQpsABjN1k5ruNsspqBruIeSXPd3KIbPgDnugR5Cse9wH/1q0P1IJBKJRCKRXGAYzdbbAAUYDUy3WUw7ArRbAjyBlv7sBZvFZOmsX5vF1Gs13EPRtIFi34nmvyaRSCQSiURyKXEAuAX4T6AGRrNVDzwFLAZOAtuNZuvHNoupS4uj0Wz1G41hs5iCruEeSnLdSLR0H8Y258mC8RKJRCKRSC5ybBZTLoDRbO2s2XQgz2YxFbjbvgXcSHBuYj2u4R6Kpu0jwI6mabskAg+am5tVIUTj+Z7Hl4gwwHG+J/ElQV7rvkVe775DXuu+5eK63vrwaKPZ6mvWfM5mMT3XiyP0B4p8tk8CM4I50WYxtanhbjRbQ67hHorQNgDFviSUzi8CdqmqOvV8T+LLghBih7zefYO81n2LvN59h7zWfculdr2NZutKINPPoV/YLKaP/Oxvj7+8IqqffcEQcg33UIS2TSiG8Sj2/aHNSSKRSCQSieT8Y7OYruxhFyeBbJ/tAQSZINdotva4hnsoQtsc4GsohkI086gAXCj2iaEMKJFIJBKJRHKRsh0YbjRbBwOngDuBu4M89zqf9w6gxGYxhWR6DkVou8bnvUCTLn8eymAXIL1p55Z0jbzefYe81n2LvN59h7zWfcuX5nobzdabgX+jacCsRrN1j81iutpotvZDS+1xrc1ichjN1u8Cy9G0Zf+1WUwHgxziVj9j2oGdNotpTzAdCFUNwRSrFYe/G7gdKATeR7E/GXwHEolEIpFIJF8+jGbrm2h13D9x7zKhae5GAe/aLKYuy4F2rWlTDCPQ1H93ARXA24BAsS/s3rQlEolEIpFIvnSkAFNsFlMdgNFsDbmGezA1Jg4Di4DrUexzUOz/BpzdnrJEIpFIJBLJlw+/NdxtFlMjQaZSC0ZouxUoBtagGJ5HMSzCf8jrRYMQYokQ4ogQIk8IYT7f87nUEULYhBD7hRB7hBB+y4JIuo8Q4r9CiFIhxAGffclCiC+EEMfcf5PO5xwvJQJcb0UIccq9xvcIIa49n3O8VBBCZAsh1gghcoUQB4UQj7j3y/Xdy3RyreXa7j3eBLYYzdbfuLVsG4H/Gc3WoGu4B+/TphWGvwnNTHoF8ArwAYp9RejzPn8IIfTAUXxKUAB3qaoqi96fI4QQNmCqqqrl53sulyJCiHlAHfCqqqrj3Pv+AlSqqmpxP5gkqar6s/M5z0uFANdbAepUVX38fM7tUkMIkQVkqaq6SwgRj2ZCugn4GnJ99yqdXOvbkWu71zCarZdxtob7hkD1TQMRSsH4euAN4A0UQzJwG2AGLiqhDXcJClVVCwCEEKGUoJBILjhUVV0nhDC2230jsMD9/hUgB5A3tV4gwPWWnANUVT0DnHG/rxVC5KJlpJfru5fp5FpLehGbxdSjGu6hFYz3oNgr0QqqBiyqegHT7RIUkm6jAiuEECrwH1VVvzQh5OeRDPePMKqqnhFCpJ/vCX0J+K4Q4j5gB/AjVVWrzveELiXcgvJkYCtyfZ9T2l3r2ci13SsYzVa/NdxDKRgfjE/bpUZvlqCQBMdsVVWnoOX6+47bvCSRXEo8AwwFJqFpK/7WaWtJSAgh4oD3gR+oqlpzvudzKePnWsu13Xt8hKYldqAVj/e8gqZ7mraLm26XoJB0D1VVT7v/lgohPkAzUa87v7O65CkRQmS5tRBZQOn5ntCljKqqJZ73QojngU/P43QuKYQQ4WhCxBuqqi5175br+xzg71rLtd2rDLBZTD2q4f5l1LRtB4YLIQYLISLQctB9fJ7ndMkihIh1O7UihIgFrgIOdH6WpBf4GLjf/f5+tCc8yTnCLTh4uBm5xnsFIYQAXgRyVVX9u88hub57mUDXWq7tXmWT0Wwd35MOQquIcIngDln+J+4SFKqq/uH8zujSRQgxBPjAvRkGvCmvd+8ihPgfmlN2KlAC/Ab4EHgHLS/QCeA2VVUrz9MULykCXO8FaOYjFbAB3/L4XEm6jxBiDrAe2A+43Lt/juZrJdd3L9LJtb4LubZ7BaPZeggYhlZRylvD3WYxBV3D/UsptEkkEolEIpH0JUazdZDPpreGu81iCjr33ZfRPCqRSCQSiUTSp9gspuNAEvAdtDQ1vwM+C6WPL2MggkQikUgkEkmfYDRb/dZwt1lMIddwl0KbRCKRSCQSybnjMJq/4PU2iykPwGi2/rA7HUmhTSKRSCQSieTccSuapm2N0WxdBrxFN2u4y0AEiUQikUgkknOMuzD8TbSr4W6zmIIuByqFNolEcsEhhEgBVrk3MwEnUIYWLv+qqqrfPgdj/gCtCPmrAY5fB0xTVfU3vT22RCL5cmE0Wz013O+wWUxXBHueFNokEskFjRBCAepUVX38HI4RBuwCpqiq6gjQRrjbzFZVteFczUUikUgCIVN+SCSSiwYhxAIhxKfu94oQ4hUhxAohhE0IcYsQ4i9CiP1CiGXukjwIIS4TQqwVQuwUQixvl+HdwxXALo/AJoT4vhDikBBinxDiLQBVe8LNAa7rkw8rkUgk7ZBCm0QiuZgZCpjQijC/DqxRVXU80AiY3ILbv4GvqKp6GfBfwF9FjtnATp9tMzBZVdUJwEM++3cAc3v9U0gkEkkQyOhRiURyMfO5qqqtQoj9aGXplrn37weMwEhgHPCFZt1ED/grwZMF5Pps7wPeEEJ8iFYSzEMp0K/3pi+RSCTBI4U2iURyMdMMoKqqSwjRqp510nWh/b4J4KCqqrO66KcRiPLZNgHzgBuAXwkhxrpNp1HuthKJRNLnSPOoRCK5lDkCpAkhZgEIIcKFEGP9tMtFi0xFCKEDslVVXQP8FEgE4tztRgAHzvWkJRKJxB9SaJNIJJcsqqq2AF8B/iyE2AvsAS730/RzNM0aaCbU190m193AP1RVrXYfWwhYz+WcJRKJJBAy5YdEIpEAQogPgJ+qqnoswPEM4E1VVRf17cwkEolEQwptEolEAgghRgIZqqquC3B8GtCqquqePp2YRCKRuJFCm0QikUgkEslFgPRpk0gkEolEIrkIkEKbRCKRSCQSyUWAFNokEolEIpFILgKk0CaRSCQSiURyESCFNolEIpFIJJKLACm0SSQSiUQikVwESKFNIpFIJBKJ5CJACm0SiUQikUgkFwFSaJNIJBKJRCK5CJBCm0QikUgkEkkPMZqtsUazVX8ux5BlrCQSiUQikUhCxGi26oA7ga8C04BmIBIoAz4DnrNZTMd6c0ypaZNIJBKJRCIJnTXAUOD/AZk2iynbZjGlA3OBLYDFaLbe05sDSk2bRCKRSCQSSYgYzdZwm8XU2tM2oSA1bRJJLyCEsAkhrjzf84DemYsQ4qAQYkHvzKj3EEIoQgjlfM/DHxfSGugOfT3/C3WNSSQhkG00Wy8DMJqtc/016E2BDaTQJrkEEULkCCGqhBCR53suoSKEWC6EeMzP/huFEMVCiLC+mIeqqmNVVc1xj33RCSMX8xpoz6XwWfytId81JpFcpDwH3GE0W+8D7u2LAaXQJrmkEEIY0fwJVOCG8zubzgkggL0M3CuEEO323wu8oaqq45xP7CLnYloDEHAdeI4ZucA/S189SEgkFyC5Novpp0ASMLMvBpRCm+RS4z40B9CXgft9D7if9n8shNgnhLALId4WQkS5j00RQuwWQtQKId51H/u9z7mqEGKYz/bLvsfbjWMWQuS7+zokhLi53Rx+JoTYB9T7ueF9CCSj3ag95yQB1wGvurf7CSHeF0KUCSEKhRDfD3QxhBCj3Zqaarc56gafY9lCiKXufiqEEE+2m+eVQojXgIHAJ0KIOiHET4UQPxFCvN9unH8LIf4ZYA7xQohTQoj57fZnu69rSqD5d5NurQH38QtlHQTzWfx+f118r6GsnYBt/c0/0Of1t4Z8+rjSp8/O1mqn31u7eYcJIX7lPqdCCHG3e93+ItBnlUi6yWcANovpCTSt27lHVVX5kq9L5gXkAd8GLgNagQyfYzZgG9APTTDKBR4CIoDjwCNAOHAL0AL83udcFRjms/1yu+M24Er3+9vcY+iAO4B6IMun3R4gG4gO8BmeB17w2f4WsMf9XgfsBH7tnvcQoAC4uv1c3J8lD/i5u+0VQC0wEtADe4F/ALFAFDAnwOfxvndvZ7k/U6J7OwwoBS4L8HkUYHmAY3XAghC+XwVQensNuI/1aB34uU49WgedfZZA319n32tXa6fddx5M2zbzD+LzXtnus/mOF3CtdvW9+blmFmAlYACud7c9BMSf798n+bo0X4N+9ultg372abz7/S8H/ezTpYN+9umUczGW1LRJLhmEEHOAQcA7qqruBPKBu9s1+5eqqqdVVa0EPgEmoam1w/4/e+cdHkdxNvDfnHo9yZIlWZLtc++9Y8CFYhthummhQwhJSEihKHwhbAqJIISQkIQESOi92AYf2KZYNhj33vvZ6sWSTr3efH/MSTpJd9LJOsmF+T3PPdLuzs7Mzs7dvvvOW5zH6qSUH6EeEKeElPJ9ZxsOKeW7wCFgaqs+ZEgpqzxU8SqwSAgR4ty+zbkPVCyg3lLK30kpa6WUR1FC3o1u6pkOhANpzrJfAcuAm5z9SQQeklJWSCmrpZTfeHl9OcAa1EMaYD5Q6BzzFggh/IAfAi85t3sLIQa6FKkHQoQQM4QQ64QQq4UQbwshArzpi5v2TnUOwBk2Dzq4Fk/3r7372pm5403ZFv334nrbo7256tqeu/vmOmaRwM+Ae6WUdmADMBx4Q0pZ5qt5ptG04jFbWkqZJdV6PjAP9Xv9fHc0pIU2zbnE7cBKKWWhc/stWi0pAbku/1eiHhSJQJaU0jX+TcapdkIIcZsQYrtzmacEGA3Eelu38yFbAFzpFHCmoK4F1EM8sbFuZ/2PAvFuqkoEMqSUDpd9x4EklIbkuDx1G7lXgcb4Q7cAr3soNxqIA1Y4t38B3AvgFEojUFq648BcKeUslEbnylPs16nOATjD5gHtX4un+9fefe3M3PGmbIv+e3G97dHeXG3E031zZS5w0ClkgtLa2YHnXOr0xTzTaFxpcP5NAZ63paUsRc09n+NbA1LDHAZUY9gbOiyr0fgQpwBwPeAnhGj8cQ8CooQQ46SUO9o5PQdIEkIIlwd2X5Rmo5FKINRlOwHIdNOP/iiNxEXAOillgxBiO+DqWOBNcMTXUBq2YagHd55zfwZwTEo5xIs6soG+QgiTy8OwH3DQWU8/IYS/F4Kbu/4uAZ4XQoxG2ds97OHcJKBYSlnq3J5Ps4A3CygGtrV6WNcDrtte0cU5AGfQPOjoWvB8/9q7r52ZO96Ubeq/F9fb0Zxvb652hkRnXY3cixLEywCklK7HTmmeaTRuyLKkWv+DMkt50pJqDaKblGJdq9QwmzDMN2OYrRjmfGA/kINh3oNh/jOG2ZsfB43GF1yFetsZiVo2GQ+MAL5GCT/tsc557v1OI+Yrabussx24WQjhJ4SYjxI43BGGekAVAAgh7kRpHDrLa6gfgO/TvDQKarmu1GkEHuLsz2ghxBQ3dWxA2RU9LIQIECom1kLgHWc9OUCaECJMCBEshJjpoS95KJumJqSU1cAHKO3PRinlCQ/nFgGRQogBQoibUG+fI4UQUSj7tGddBTYhxABgAWpprLNcxanPATiz5sFVtH8tnu5fe/e1M3OnM2W9ud42c6gV7c3VzpAJjBdC9BFCTEN5XccJIVpoPbo4zzQaACyp1hmWVKtAvWCtAObb0lJKUHaXD3VHm12VBFukcMCw98Wwt0jhgGH2aQoHjcYDtwMvSylPSClzGz/AP4DviXbCEkgpa1FG53cDJajlvmWoPHKNPIB6iJSg8swt8VDXXuAvKAEgDxgDrO3sxUgpbcC3qIfhxy77G5z9GA8cAwpR9mJmD9d1BerhVAj8C7hNSrnfpZ7BwAnUw+4GD935E/Br57LXgy77X3Ven6elUYBNqAfvdtT4XgGch7J32gA82VjQaY/0KnCrs++d5ZTnAJxx86Dda0FpsNrcv/buayfnjtdlvbxeT3Oo8XyPc7XjoWrBcmAlyvngbdT93A581VjAB/NMo2nkdpTDzv+ASJTzDLa0lBxbWsrK7miwa2msDHMAhr39aL/elNFozjCEEBuAf0spXz7dfTlTEUL0Q2nXE1yWP0+1Ln9gKfAXpxG6p3IGgJTS6Ep7neiXngfnEN7OM42mM1hSrcNRLxzzUC82q1AvEGttaSk+NRfzTe5Rw7wIWI5hL8MwPwZMAP6AYd/a9co1mu5HqBhiB1Bv+d8D/g0MdHpKalohhDABzwCRUsq7fFDfragwFbudu553eiC2LmdA9wlteh6c23g7zzSaU8WSag0B5qCEuBm2tJTJvqzfV44Ij2HY38cwnw9cCjyNcned5qP6NZruZhjwHsoj7QhwnX5Qu0cIEYZaAjuOcizoMlLK12l/mbWRdF+01w56HpzDdGKeaTQdYkm1/qKdw8dsaSk/8XWbvhLaWri7YtiXYpgNH9Wt0XQ7UsoX6KmI1mc5UsoK3Idb6Im207u5fj0PNBqNt0Q4/w5DhWZqtD9eiIpl6XN8tTy6DMhCebtNAqqAjRj2cV2vXKPRaDQajebMxJJqXQlca0tLKXNuRwDv29JSfLIS4YqvNG3Xo5ZJnsawl2CY++Brd1fDPB/4GypNy0sY9jQ3ZWYDz6JSohRi2D254wNgMplkSEhIe0U0PsThcGAy6XjOPYEe655Fj3fPoce6ZznbxruyslJKKXu6w/1QKe8aqQUs3dFQ14Q2wzwDWI9hrwQ+at5vz0HFCvINhtkP+CdwCcqFfROG+WMM+16XMlEoN/H5GPYTGOa4jqoNDAykoqLCZ93UtE96ejqzZ88+3d34TqDHumfR491z6LHuWc628RZCeEoP2J28Dmy0pFoXo+IVXk3L+Jo+o6vSqIpRYpjfwTDfgWFO8EWn3DAVOIxhP4phr0XFfWqdfuRm4CMMuwryadjzu6kvGo1Go9FoNADY0lKeAO5EZXgpAe60paX8qTva8pVNm8cYJT5JaWWYr0Np0O5xbt8KTMOw3+9S5lnUsugolHHg3zDsr7mp616cuQ9D/lQ56bMVn3e5exrvKC8vJzz8tNivf+fQY92z6PHuOfRY9yxn23jPmTOnUkoZdrr70V34xqbNsO9HBdn8K4a5MUbJIlQcJ1/EKBFu9rWWNv1RThAXASHAOgzzegx7y9x1hr3JO0ymBcuzSe17tnO2qdnPZvRY9yx6vHsOPdY9S1fGW0pJbmk1MWFBBPp7sbBXXgDhvU+prdONJdUaDQwBghv32dJSfO5B2lWbtnZjlGDYfRWjJBOVuLmRZFomBW4sU4hhrwAqMMxrgHF0PuGwRqPRaDSaLlBd18CdL29i3dGTRIcG8Pwtk5g+MMZ9YYcDVjwKG56HUVfDvD9BZJ+e7XAXsKRa70GluEtGpU2bjkrpNtfXbXXVpi3C+ZkM/BBIcn7uQyU69hWbgCEY5gEY5kDgRlzyMTpZClyAYfbHMIeiAvvu82EfNBqNRqPRdEB9g4OfvL2N9cdO8uM5g4gJD+KuVzaRUVTp/oQvfqMEtsGXwP5P4b+XQH33pIW1pFr/Z0m15ltSrbs7Lu01D6DitB23paXMQWWFKvBh/U10TWgz7L/FsP8WiAUmYth/iWH/JWqZMtkH/Wtspx64H1iBEsTew7DvwTDfh2G+z1lmH8qObiewERUWxJc3RaPRaDQaTQe8tu44n+/Nw1g4iofmDee1u6YigN9+srdt4fJ82PACjLsZbvkAbngd7Bmwr7Vexme8go8yubhQbUtLqQawpFqDbGkp+1EBd32Or+K0dX+MEsP+KfBpq33/brX9Z+DPPm1Xo9FoNBqNVzQ4JP9be4wplmhuP88CQGJUCD+cPYinVx5kf24pwxMim09Y/zw01MKFD6rtwZdAr4Gw8QUYc53P+2dLS1ljSbVafFxtpiXVGgUsAT63pFqLaWvC5RN8JbS9DmzEMLvGKGnruanRaDQajeac5fO9eWQWV/HrlBEt9t8yvT//XHWEl7+x8eR1Y9XOumrY9F8YeQXEDFL7TCaY8n1Y8SvI3g6J4zvVvikk0t+Sat3ssusFW1pKt6Wms6RaBfBTW1pKCWBYUq2rUFE0lndHe77yHn0Cw/wZcIFzz50Y9m0+qVuj0Wg0Gs1Zwf++OUZydAiXjGwZtjUqNJCUsX34dFcOv71yFMEBfmD7GmrsMOHWlpWMvxm++j1sfbXTQpujqrTelpbii6gVXmFLS5GWVOsSlFkYtrSU1d3Zni9TPRxDeUtsAyIwzBf6sG6NRqPRaDRnMLbCCjbairh1en/8TG0jdV01PomymnpW7XfGvt9vhcBwGNBKXAiJggGz4Gi3yj++ZL0l1TqlJxrykabN3GPurhqNRqPRaM48PtudC8Dl4xLdHp8xKIao0AC+3J/PglHxcOAzGDQX/IPaFu5/Hhz8DMpyIaK7ki35jDnADyyp1uNABSq2rLSlpYz1dUO+0rQ1ubti2LvV3VWj0Wg0Gs2Zx/LdOYxNNpMUFeL2uJ9JMHNwLGsOFiCzt0J5LgxPcV9Z/5nq7/FvfdpHS6r1bZRSaZgl1ZppSbXe7YNqFwCDUIqqhcDlzr8+x1eOCNUY9moMMxjmIAz7fgxzt7i7ajQajUajObMoKKthR6adBy8d2m65WUN7Y92Zw/4d6xkBMPhi9wX7jIOAMCW0jb7GZ/20paXc5Ku6LKlWYUtLkba0lOMdlfFVm74S2jIxzFE43V0xzN3m7qrRaDQajebM4pvDanFt1tC4dstdOESlqVpzsJARscMgLNZ9QT9/6DfN55o2H7PKkmr9EFhqS0s50bjTkmoNBM4HbkflYn/FVw12XWgzzAL4KYa9BDAwzN3q7qrRaDQajebM4uuDhfQKC2RUYmS75RLMwQxPCGdNQTg/mD6j/Ur7nwdf/QEqiyC0lw976zPmA3cBb1tSrQOAElTuUT9gJfBXW1rKdl826AOhzS4xzEtwurti2M8adw+NRqPRaDRdQ0rJN4cLmTk4FpMbr9HWTIuH93MHUJ+c3L4Q0mjXlrEBhi3wSV99iTMLwr+Af1lSrQGo7FBVzpht3YKvlkfXY5inYNg3+ag+jUaj0Wg0ZwEZRVXkl9UwbYB32rCJASd4lV4cCBnFqPYKJjidL3N3n5FCmyu2tJQ6IKe72/GV0DYH+AGGuYW7K4bd5+6uGo1Go9Fozhw22YoAmGyJ9qr8xOr1wGVsLQ5uX2gLCodoC+S7yVn6HcVXQtuZLQJrNBqNRqPpFjYfLyIi2J+hcRFelU8u/IZY/zlsO1HCrR2YtRE3EvL3db2T5whdE9oMs1A2bXaP7q5NZbqKYZ4P/A1l4PcShj3NQ7kpwHrgBgz7B11uV6PRaDQajUc22YqZ3D/aK3s2qooRJTYmxtSz9URxx+XjRsChlVBfC/6BXe/sWU5Xg+uuwjD/BMPcr8VewxyIYZ6LYX4V5fLaNQyzH/BPlEZvJHAThnmkh3JPAiu63KZGo9FoNJp2Kaqo5XB+OZMtXnp35uwAYGK/aGwnKzlZXtN++biR4KiHk4e62NPux5JqvcSSan3Rkmod79y+19dtdHV5tMndFcPs1t0Vw769i20ATAUOY9iPAmCY3wGuBFovdP8E+BCVnUGj0Wg0Gk03suW40pZN6aTQNnb4UNi0lz3ZpVw4tLfn8nEj1N/8fRDfrgXcmcCPgDuBX1tSrb2A8b5uoIvLo/Ymd1cMc5O7qzNmmy9JAjJctjOBaS37Yk4CrkalkfAstBnme4F7AYRsID093bc91XikvLxcj3cPoce6Z9Hj3XPose5ZOhrvjw7U4i+g5OgO0o93vDw6cs9KIoPiKMqyAfDJN9twZHte9hSOOi4QfmRs+oxjJz0E4j1zKHCG+3jQkmpNoxsUSL5yRADD3p3uru5mQms7uWeBRzDsDRhmzzUZ9heAFwBkWrCcPXu2b3p4ijz8wQ7iIoJ5cN65n/UrPT2d0z3e3xX0WPcserx7Dj3WPUtH4/3P/d8ypq/k0otmelfhzp/DgKlcfukc/rT1K6pDopk9e0L75+wbQv+QSvqfoffdkmqdZEtL2QJYG/fZ0lJSLanWn/i6LV8ljO9uMoG+LtvJtE2TNRl4B8NsA65Daf+u6pHenSINDsl7mzP5x6rDp7srGo1GoznLKKuuY/XBArJKqk5L+w6HZE92KWOT2lGUuFJdCkVHIXE8ACMTI9mbbe/4vLgRZ3rYj9stqdYPgPzGHZZU6zO2tJTnfN2Q7zRt3csmYIjTbi4LuBG4uUUJwz6g+X/zK8AyDPuSHuthB1TVNnDTi+t5eN4wzhusVLzHCiuajkspEUJQXdfAiaJKhsZ75zqt0Wg0mu8eh/PLuP4/6ymqqCXAT/C7K0dz09R+HZ/oQ44WVlBZ28Aob4W2ggPqb/xoAEb2ieSLfXlU1tYTGtiOOBI3EvYshtoKCAzrYq+7hXzgCuBDS6q1DAgE1nVHQ2eHps2w1wP3o7xC9wHvYdj3YJjvwzDfd3o75x0bjp1ke0YJD76/o2lfQVlNm/9/+8leLv3rmhbHNBqNRqNppLqugfvf2oYAXrxtMjMGxfLo4l1sOHqyR/uxx6klG+O10LZf/e2tzIFGJUYiJezPLWv/vF4D1d9i2yn0ske4BRhmS0tJRCUbWANs7I6GfCu0GeZLMMwvYpjHO7d95+5q2D/FsA/FsA/CsD/h3PdvDPu/3ZS9o6djtDU4JE+vONBCe+bKzkw1uYVoNs+zV9U2/V9SVQfAuiOFzvIl3dRTjUaj0ZzNpH22n/25ZTy9aByXjIzn37dMJCkqhF8v2U2Do+thUb1lV6adQH8Tg+PCvTuhYD/4B0NUf0AtjwLsyS5t/7xGoa3o6Kl2tbvJAAYA2NJSsm1pKbcDP+iOhny9PNrk7oph7hZ31zOVz/fm8o9Vh7HuymHVg7PbHM8rrQagora+aZ/dKaiBsk0ACPRXcrTtZGU39laj0Wg0ZyP5pdW8sf44N0/rx5zhcQCEBvqTumA497+1jRV7crlsTJ8e6cuuLDsj+kQS4Oel/qdgP8QOAZMfAElRIUQE+3MgtyOhzWn9VHSsC73tVh5ALY1uBbai7O7da3C6iK+XRwsw7CUY9geBS/kOxUt7bZ1KCnGssIKjBeVtjhc6AwiWVNZR1+Bo+r+R0molzNU735JcBTqNRqPRaADe3ZRBvUPy/QsGtti/YHQfBsSG8b9vekawcTgke7NLGe3UlnlFwQHoPaJpUwjBkLhwDuW1fWa2ICQagqOg+MwU2mxpKXuBicA7QBiQi4ol63N8rWlb1vSfYU/FMPvc3fVMpL7BwZbjKo3H5uPFHM4vZ2DvlupiVxu1oopa4iODW2nalNBWVdsAgL2yFo1Go9FoGmlwSN7eeILzB8cyILalQb6fSXD95L48uXw/x09W0D+mew32jxdVUlZT7709W00Z2DOg9x0tdg+Nj2Dl3ryOz+814EzWtGFLS6lBhfywdlS2K/hG02aY/4ZhXgn8GMP8VLNNm93n7q5nIocLyqmpd3DF+EQAbCfbakULy2sJci59Nmrd3C2Pltco4a1Ea9o0Go1G48Kq/flk26u5Zbp7L9GrJiQiBHy4Navb+7I7S9lpj/ZWaCs8qP72Ht5i95D4CIoqapueix6JHnDGatp6El8tj+4D/oxK6J4PvIFhvt9HdZ/x7HI6GZw3KJZeYYFunRGKK2ubjDWLKpQWraKmnthwFQm6rLoeKSUVTqGtUaD7+5eH+GBLZrdfg0aj0WhOjaKKWv6y8gA/fmsrG48VdVs7i7dlERsexEUj4t0e72MO4fzBsSzZloWU3euQsDvLTqCfyfvwVPmNnqOthDbnc/FgXkcepAOgJAMavtsKDR9p2uz/xrB/7vTwfBoV6LZbPCfORPbmlBIa6MeA2DAGxIZxtKCl0OZwSMpr6kmMCgGal0LLaxqIDQ/CzyQoq66jus5Bo+NPo73bM58fbBEmRKPRaDRnDtV1Ddz1yib+lX6Ebw4VcvOL61m2s3Xs965TU99A+oF8LhkZ167h//zRCZwoquRQfgd2Yl1kd7adYQkRTc5zHVKwH/yCINrSYnej0NehXVv0AJANaon1DMaSak3ozvp9HfLjPgzz0yiNWwfuIOcOh/PLGRwXjp9J0D8mlOOtPD8rauuRUnnKQPNSaGVtPeFB/oQG+lFR09C0NApKC1dc0WzXVlvv6IEr0Wg0Gk1n+OOn+9ieUcI/b57ImofnMDrJzGNLdmOv9K1GaP3RIipqG7hkpHstWyMXDVfHv9yX3265riClZHdWKaOTOumEEDsE/Fqa0sdHBhER7M+hfC80bXBG27U5+bQ7K/e19+inqKXSZOBPPq77jOVwfjmDnI4H8ZHBFJbX4HCJldMojCW10rRV1DYQ6hTaqmobmpZG/UyCipp6ThQ1C38lVbU4HFJ7lWo0Gs0p4HBIvj5U4NPly+ySKt7eeILvTevH/NEJmEMCeOLq0dir6nj2y4M+awdUWKnQQD/OG9R+0vQEczCjkyL5cp8Xxv2nSEZRFfaqOu/t2UBp2nq3zbEthGBofAQHO9K0NQXYPeOFNne50n2GrxwR3sMwj8Cwn8Cw/xdYCDzhk7rPcMpr6smxVzfZq8WGB1HvkJRWt/UMjTcHI0RzeI+KmnrCAv0IC/Snora+SbhLiAymrKaeYhcP0rLqel5bZ2Pcb1eSWaxjuGk0Go23VNc1cM3z33Lrfzdy/X/WkfrhTp/YfL2w5ihSwg9nD2raNyrRzLUTk3l74wmfvWRLKflibz4XDulNcIBfh+UvGh7P1hPFlHRTFILdnc2EUFsBJcfb2LM1Mrh3OEc6Ws4NT1CBec98TduL3Vm5rzRtbwDvYph3OfN+vgd8J9bzGmOyDeqt3KsbHQtcPWEal0PNIQGEB/o3L4/W1BMW5E9okB+VLpq2+MggymvqW3zhS6vq+PaISlHyuTfu0RqNRnMWI6Xkgy2ZPPflIWweMs14y9MrDrA9o4Qnrh7NPecP4J1NGSzZ3jUPy4qaet7bnMEV4xNJjg5tcez28yxU1zlY2sU2GtmdVUpuaTUXd7A02sjMwbE4JN3mFLEry46/SXjvhODBc7SRgb3DOFlR276QazIpe7gzN5UVALa0lH91Z/2+ckT4GMM+Fvge8BUqXts8n9R9hnPY+XbgqmkDFeKjkUbNWniQPxHB/i2WR8MC/QgN9Keipp5KZ4y2+MhgpIRce3WLOhqNTzt0jdZoNJrTiMMhST+Qz8o9uaes0fr1kt08+P4O/vL5Qa55/lsyik5theFQXhn/XXuM703rx/em9efRy0Ywrm8UT1j3t7Aj7iwr9uRSWdvAjVPaht8YnWRmdFIkb2044RON3ppDBQDMHtbbq/Lj+poJDjCxrptyke7OsjM0PsIrrR/QnCjeg9DWGHPOUxrIJs4Coa278bEjgn0nhv01DPsrGPbus4I8gziYV06An2gKZNgstDULVuVOIS0y2J+I4ADKquuawnuEBvkTFqg0beVNmrZgALJKqprqKK2qI8eutosqtF2bRqPxHscp5KPcm12K8fEevjlU2KnzpJSkfrSTO17exL2vb+HHb23ttOCy9nAhb244wV0zB/DFLy6kvsHBL97bfkoC0Mvf2gj0M/GLS4YCYDIJfnP5SArLa/ho66mHU1q8LYvk6BAm9492e/yGKf3Yn1vWcTJ0L/j6UAEj+kQ2PV86Isjfj0n9o1l/1PeaNuWEYO+kE8J+MAU0OxO0YmDvRqGtgyVSczLYv9shsHydEaH7MMzzUV6pfsBLGPa0Vse/Bzzi3CoHfohh7/ZYGYfyyhgYG96kBWtaHi1zXR5VwlhEcAARwf6UVtVT2+Cg3iGV92iQPxVFlU3Lowlmp9BWXNWijmKnN1J32SloNJqepbK2nuySagb1DkOIju2X1x4uZPnuXK6akMik/r06LF9T38DP393Oij15LBzbh6euG+dViIatJ4q54T/rqGuQvPKtjX/cPIHLxyZ6dU2f7srlvc2Z/ODCgYQE+vHsF4f4cGsW101K9up8gKdXHqBfr1Aenj+M4AA/Hpo3jMeW7mHdkc5pjkoqa/loayZXjU8ixkXgmdQ/mjFJZt5cf4Jbp/f3auxdyS+tZu3hQn48ZzAmk/tz549K4DdLd7N8dy4j+nRCwGlFZW09W4+XcMdMS6fOmz4ghme+OEhJZS1RoYGn3H5rskqqKK6s896eDZSmLWYw+AW4Pdy3VygmAccKOtC0mZOhukRlVwjycmm2B7CkWoOAawELLnKVLS3ld75uy9feo92DYfYD/gksAEYCN2GYR7YqdQyY5Vym/T3wQk907VB+OUPim1NWRYcGYhJwssLViUAJWxHBzuXRmjoqa9RSaGigH2FO79FyF5s2UF+OiGB1/0ur6yh1rvcXVWihTfPdpay6rsMQOBlFlWy2FbWrmWlwSJbtzCb9QPuLAvUNDv72xSEe+WBnC5MFd+zOsjP/2TVc9/y3HZbNKqni4r+s5uJnVvPAO9s71IZtOV7Ebf/byOvrj3PTixs44IUG59kvDvHprlxmDIxhyfZs/rP6SIfnNDgkv168m9jwIDY8ehFjk80YH+/1yqje4ZA8+8VBhsSF8/D84fx07hDG943ir58fpL7BOzPnw/nlbDtRwq3T+zctvy2a3Je4iCCe96L/rizdnk11nYPbz7O0OXbL9H4cyCtjy/HiTtUJsGJvHg4JC8d5FmR7RwQxxdKLFXtyO12/KxuPFVHb4OD8we17jbZmxqAYpMTn2rbdWSqa16jOCG35+9x6jjYS5O9HcnQoRztaHjX3VX/t3Z/xoZMsReUarUclim/8+BzfC22GuTsCy00FDmPYj2LYa1FJWVsmYzXs32LYG79961FhR7qVqtoGMoorGRLXLPGbTIJeYUGtHBHqMQkloKnl0WZP0bBA/yabtgqnIBcfoTRt2SVVJEQG42cS2KvqmjxSS1rF/7FX1fH2xhOntASi6TxSSrfCgJSS6roGt+fklVbT4Ob+lFbXcdKDjeKB3LIWXsiN1NY7+PpQQdPLgCvVdQ1Yd+ZQUt32AelwSJZsy2K9BzuXbSeK+dsXh1rkyXU996Wvj/LU8v1ur7G+wcHjS3fzwDvbPMan+tsXh1j43DesPex+ue1oQTnn/elLLnlmtUeB5/O9eUz6/Rdc+NQqTpx0b+O0P7eUS/+6huv+vY5nvzjktgwobc79b23jjpc38daGEx7L/WfNUf76xUHe3ZzBva9v9vg9q65r4EdvbiXHXs2uLDs/fWdbu0Lj40t3U1pdz+Vj+/Dxjmw+aScgq5SS3y/bR+/wINY8NIeQAD/+9Nk+j+VBaYP+980xrp6QxBv3TOOyMQn8M/1wi/iP7li1P5+9OaWkLhhOfGQwf7hqNIXlNby7yfMYNbL6YAGH8sv58ZzB+JkEJpPgR7MHkVVSxYo93jlQfbg1Ez+T4MoJzQJRcIAfN03txzeHCyl2M7c98cmObIYnRDDSTVLzheMSCQnwY/G2zgsAK/fkMjA2rCmavyfmj0pgf25Zx7Za7fDNoUIC/U1MHdCxZtWVsclRhAT4efy+nyq7s+z4mQQjvdUe1lUpO7S4Ee0WGxAb1vE4mZ2P9TNviTTZlpZygy0t5SlbWspfGj/d0VB3LI9+isp270uSANcwyJnAtHbK3w185vaIYb4XuBdAyAbS09NPuVM2ewNSQm3hcdLTm7/4wdRywJZNerp6w9l/pIZgP1i9ejVlRTUUldazeu16VceRAxSWOqioqWff4WMEmuDQXrWqW1pdT3xwJSF+kp0Hj1PXoB4AuSXlvGP9im+z60kZGMBLu2rYlNuAPfMQw3t5aRjaBSrqJIdLGhgT64fJuazwyZFa7DWSG4cH4m8S1DskL+2qITrYxA3DlGo+v6ScG/+2nIFmPy61KDV5db3k1T01DHDZV++QvLW/lshAwZWDApqWLpYdreVIiYN7xgQRFqD27T3ZwJLDtaQMDGBcbzWdaxok/95Rg5+AH4wLIsC5fLGzoJ4399WyYEAAs/s2q+nf3l/DhpwGfjohiIFRavwaHJK/bashp9zBLycHkxBmaurbU5uqySl38PDUEPpGqP1SSp7bVsOOggbuGxfElITmr9ZXJ+p4bW8tk+P9+PH4oKbrKal28Pi6aipqJY9MDWZItF+bc3qHCH4/M4Rg/+YlmBd31rA2u57+kSZ+M10J9Y38e0c163MaiAmShASsIsiv+dinR2t576ASqB6dFsxQl/aKqx386usqqhtg2ebDPDotuMWS0eqMOl7eox72R2zHuWl4S9sa69Fa3nfWXVyYz12jWx7fWVDPX7coYfDeVzfw9KxQQlyuSUrJ79dXU1juIL8UfvpyOj8aH9yijpp6yUNrqogMhOKKah54dQ0PTGxZBuDPm6ow4WB0rB///OoQyXWZ9A5t+X5aWit5YXUlUxP8sNdInli2i+iyIy36BFBZJ/lbeiWT4v2YGOfHi7vsPPv+l0yMb/nTWV5ezpPvfMWJoloenBxMXqXg9b1F/OvDrxgV2/Y7eby0gS/2VXPtkABS+tjZcczEnz7ZQWTxQbdLdXtPNrA9o5o7RgVydNdG5vWD9w4U8OrHX9I/0v13ftmRWmrqHUwLLyI9PZ3zIh18WufgiXfSuXyQ5+WyZzdVEx0kCCs6SHq6EnqHRpt4cdUBBjecaPrOu+P57dVEBEB4cfO5/lLSO0TwzxXbCSs64PFcAIeUvL2uitExJvZuWc9el2N9ah1ICattlUR78bt9ssrB5uNVXDskwOPv/JgY+GTbCeaaC1t8j9qjok7y7eFK5lkCWL16dbtlzVVKwHz+47VcNvDUliiXb69ksFmwfu3XnTtRSoYHl/DNxlyycn9HVtJCKsM6r8soLy9vMX5rdlXTJxSv+xNedpTJSPbkN1DQzn0LrKnhcF49q1at8rhcHVRdwAzgwKYvyck6o6y7vrWkWsfY0lJ2dXdD3XHV3RFYzl2d7l9hDfMclNB2vvvj9hdwLp3KtGA5e/bsU+7UR1szYd0Orp47vcl7FKDvwfXUOxzMnn0eAB/nbye6tIjZs2ezoXo/32QfZcTYCbD2W6ZMGEtYdinLjh4gPCaeyMJ8Zs+cDt+mA9AvIZbagnIagoOBIqJCA6ioqWdlQQRfHcln/vQxmEJsQBH+vQcw+4KBp3w97mhwKJuW8X2jmOQ0uL3phfWsO3qSX1wylJ9eNIQDuWV8uHwNAAvPG82V45N49Vsb63P2AA3cd9lUxvWN4uH/rWR9Th3rcxr44RUz6dsrlL99cYh1OQdZl9PAvZefhyU2jPc2ZfDViZ0A3DBnEjMGxbA3u5QPlqsfid0NfXjkkuFIKTGeTsdW7MB+CH58zYX4+5n47zfH2Javfu5viBzMosl9cTgkjz29irxKyTsH63ngmllEhwWyL6eUFc56rTkhfHiVumfWnTnsLNgKwNrSaJ5LmQDA0u1ZHCzeDsDqokheWjgZUIbCW1dsBGCJzcQvr5+FySSoqm3g/lVfALA5rwHzoPFM7KfG8dkvDmKvOYRJwFcFYXz/6ukA1DU4+MUfvyQiyJ+CqnoKwgdy6/T+gNJGrV2+uinzRm3v4SwY0wdQ9pXrl69hfN8otmeUUBA2kFuc51XXNfDA6i+ZaunFsZMVrC2O4N6rpzbd5z99uo86eYx7LxzAC2uOEjFgHJMt6s1eSskTf13DuOQQBvYOZ+WeXJ6+YyYRwU4hu8HBI99+xYVDezOodxivfmvjqVtnNdlmArz00gaSokz8/aYJXPv8t2QG9uf7FzbP1c22Io6uWMcfrhrN8ZMVvLzWxsiJ04mLbK7j3U0nKK3dxbv3TmftkZM899UhBo2dSt9ezeEWDuaVsWf5GlIXDOeKcYnM+vMq9jUksGh2S2uK/6w+QoPczx9vnom9qp5rn/8We+QgFkxt6Qn45obj1Dbs5jfXTWdUYiSfZqSzrjiYX9xwXoty6enpbLH5Myw+iB9fewG1DQ6W/fFL9tZG8+PZbd9hf71kF0H+mfzm5jmYQwIojMjg4Q92thh3Vxa/s42I4HxSb5xLcIAfE6bWseSPX3BUxnP77NFtyjscksc3pTNtQAQ3psxo2m/NWc+Gk5U8decst7ZYWSVV7F7+FT+7eAgXzx3atL8sOpufvL0Nv6TRzBrq3oPRXlXH9i++4OapFi6eO6rFsZvrD/L3rw4xbMI0+phD3J4PSlNXUrORP106jtnOee3KO7a1bDlZyrNe/G6/sOYIsJ+fXjWzyVGsNZUxOfzoza2E9BvDeV4uPy7elkmD3MH3F0xhQj/3TgiuvHTwa2x1/syePaPDsq3JL6smc/mXPHL+MGa7xILzilV/ZE/Vfv5cfwMheduYat8Cd62AmM7Vk56eTuNzUkrJg998wayhfZg9e5x3FewsgC0wavY17WrbTgTZ+Pz4HkZOmtHkjNeGhnrY8AOGxYcyrAvPbkuqtYWNvC0tJa2DUzrifOAOS6r1GFCDklmkLS1lbBfrbUN32LR1R2C5TKCvy3Yy0HYtwTCPBV4CrsSwd6wTNvmRX1bd5uOtoX+z52jLGD29wgJb2J2VVdc32aZFBPtT1yCblijU8qh6Uy4oqyEsyJ/woGZZ2hwSQGRwAJlOp4T+vUKpa5BkOz1LD+eXU+9crnH1Nj2cX8bsP6/iWw9LUZ749nAhv16yq2mJ6+2NJ/j9sr3c8tIG7FV1ZBZXNrmRNy7JfrorB1DLv+9tVgrRpduzsMSEEhLQvG9dTgO9I4KajkspWboji0G9wzAJtSwC8PGObPqYg4kI9m869+Md2fibBFMtvXh/cwb1DQ52ZtqxnazkouFx5JXWNPVr8bZMxiabGRofzhvOZa+tJ4rJKKriB7MGtoiftGR7Fv4mwX2zBrHleHGTen7xtiziI4O4ZXo/VuzJbRqPD7dmkRQVwvcvGED6gfymZfCPtmZhDgng6UXjyCqpYv0xZ0y9fXmU19Tz0m2TCQv0421nfxwOyYdbMzl/cCw/u3go646ebLqnaw4WUFRRy19vGM/YZDOvfWtrWmZbvC0Lk4B37p1OfGQQH2xpXib4cGsWfibBf2+fTHK44H2XY1/uy8deVcdPLhrMDZP78vWhgqYlyPoGBx9ty2Lu8Dh+dvEQIoL8WywXbsso4VB+OTdN7cedMy1U1DbwoUvdaw4VkFdaw81T+3H7DAsOSYslp4yiSr45XMj1k/syqX80k/pH8+7mjBZLh29uOEFEsD/XTEzie9P6U++QvLOpZY7B9zdnMqh3GFMH9OKGKernoHF+NJfJwN8kWDQpmcSoEC4ZGc/ibZnU1Dcv6Tockrc3nmCqpReD4yKY2C+KIXHhvNuqLoB3N2UwPCGCsclm/P1M3HGehU22Yg61Sm5tszewM9POTVP7IoQgyN+PqyYk8fmevDbLkdV1DXy8PZsFzgj6AClj+hDm8v1xxV5Zx2e7c7lqfFKTjZc5NID5oxJYsj3b7XL1hmNFHD9Z2TROjVw/JZmMoio22dzbOS1x3rdrJrTUyFw6Kp7IYP92vS0/25VDbb2DqycktTl29YQkpFQ2Zu3x4ZZMzCEBzB0R5/b41ROSyChzsD+34yyJn+zIYVyy2aPABjBnWBwhAX5Ynb9h3rBidx4JkcGMS47yqvzc4b3Zcrz4lNJaNZoSXDCkc/Zs7F0Kq59k+jB1/zfMfRscDfDGNSrQ7SmSW1pNYXktYzrtOeoPvdoXFhvDfrTO3d0CP3+ITPS4POqN3aQl1drGRt6Sam1tI99ZFgBDgEtRyQUud/71Od1g02bvjsBym4AhGOYBGOZA4Ebg45btmvsBHwG3Yti9yh8izYlMfeLLNp/xv/vco92NK3uy7QyOi2iTvLdXWGCTpycow+lmoU39SOeUqgdmWJDKiACQX1ZDWKA/4cHNQltkiPI4bRLanD9AjfHhcuxV5Jepuly9Tb/Yl4/tZCWvrTvetG/p9izufW1z0498XYOD332yl8+cP1hSSn7x3g7eWH+C/65VUacbEx9X1TXw2a4cVu1XRts/u3gIOfZqNhwr4rPdOUwb0Is7Z1pYf7SIg3llbMso4dqJycwZ3psVe/I4mFdGRpmDH84axBRLNJ/syOFgXjlHCyq4c+YApg+M4bPduRSW1/DtkUKunZjMwnGJLN+dS2VtPZ/uyuG8wbHcdf4ACstrWXvkJJ/syCbAT/Cna8cQEezP4m1Z2Aor2J1VysKxiVwzMZkdGSVkFFWybGcOgf4m7p8zmDFJZt7bnInDIVm2I4cLh/bmjvMsCAGLt2ZSXFFL+oF8rhiXyA2T+1Fb72DZrmzySqv55lABV09IYtHkvtQ7JMt2ZFNV28DKPbksGJ3A5WP7EBHkz+Kt6uG3eGsmieZg5g6PI2VsHz7dlUNlbT0bbUVkFFVx3aRkrhyvbHc+3qHGevG2LKJDA5g1rDc3TunHofxydmeVIqVk8bYsZg6OpY85hGsmJpN+sICCMpU27ePtWcwa2puY8CAuSA5gR0ZJk3Dx0dZM4iODOG9QLNdNSsYh4aNt6odv7ZGTFJTVcO3EJEID/blifCKf7s5psrt8f3MGIQF+pIztw9jkKMYkmXlnU7PQ9c7GDGLDA7loRByW2DCmWKJ5f0vz8fc3ZyAELJqsBIEbJvflcH45W08oE9TS6jo+253DFeMSCQ30xxIbxgVDYnlvc0aT/diRgnI2Hy9m0WQlFCVFhTBraG/e35zZZCtYW+9g8bYsLhoR1+QpeMOUfhRX1rUISL3+6ElsJyu5eZrSqgkhuH5yX7adKGkhjO3LKWVnpp3rnW0CXD0xCX+TaCNcrc6sJ8jfxNUTm4WdG6b0pdYpELuycm8epdX1XD+5WaAKC/Ln8rGJLNuZ0yZ22NIdWdTWO9oKYJP7Yq+qY6WbYNvvbc4gIsifBaNbaqvmjUogPMi/hbDfiJSSD7dkMtXSi36tXkSD/P1YOC6RFXtyPcY2+2iregEbm9zWQN0SG8bEflF8tDXTo52fvaqOFXtyuXJ8IkH+7pd8Lx/bB5OAJdvaF/6OFVawK8verqMAQEigH3NHxLFiT65XD/zK2nrSD+Yzb1S8R6/R1swdHkeDQ7LaGWutM3x9qJBeYYHe24+BsiFb/igkjGXMoscIDjCxqSgErn9N2ZZt+m+n+9FIoxNCp9NX9RoE/u0vD3sdq62dsB+2k14JpFOBw7a0lKO2tBT3NvKdxJaWctzdpyt1euIs8R611wP3AytQuU3fw7DvcSaov89Z6jdADPAvDPN2DPPmjqoVlcX84arRLT4PzVMeLh2linI4JDsyShjfN6rNseiwQIora5seJuU19U3CWqRTIMtzajnCAlVGBICCsmrCgvwI8vcjyOmWHxMWSGRws/1Vo1avUbuWa68mv1Rpe7LtzUJbY97SHJd9j3y4k5V785o0Y1/szeN/a4/xwze3UlFTz7aMEnKdwuSSbVmUVNayyVbMj+cMYmBsGEu2Z/Hl/nwsMaHce+FAQgL8+OsXBzmYV86C0QnMG5VAg0Py83e3IyXMc+4rLK/hN0t3I1A/upePTeRAXhnPfH4Ak1Bv8fNHJ3A4v5y/fXEIh4TLx/Xh8rF9qKpr4G9fHOJEUSUpYxKYM7w3kcHqobN0RzazhsYRFxHMZaP7sGJ3btPD9LKxfUhxLq98vCMb664cZg/tTURwANdPTmZvTimvrrORVVLFwnF9SDAHM3NQLEu2Z7N0exb1DslVE5IYnRTJkLhwFm/NYsm2LBwSrpmYxND4CIYnRLBsZw4r9+ZSUdvAFeMTCQ7w49JRCSzfk0tmcSVrDhVy1YQkTCbBtROTqahtYOWePD7Ykkl4kD/zRiXQP0Y90D7cogTGz/fmcfnYRAL8TKSM6UOgn4nF27LYcKyIzOIqrhyvNBnXTEiiwSH5ZEc23xwuJNte3aTlmN7HHz+T4KNtWeSXVZN+sIBrJibjZxJYYsOY3D+aj7Yqbed7mzOICg1gznCl3bhmYhLVdQ5W7FYP6I+3Z3PZmD5Nc/j6KX3Zn1umorTbq/lyfz7XTkxuenlZNLkvRwsq2GQrpsGhotpfMKQ3ic7cuyljlVbpnY3qXll35lBd52CRixBz3aRkMour2OjUCL27SWnQrpnYrMW5YXJfckurWXNQPQxX7s2lsLy2RbDT8wfHkhQVwrsuWrs3N57AHBLA/NHNPlNXT0wiwE/w9sbmcu9uyiDQz9RCcxQbHsRFI+L4aGsWdc6HfFVtA+tz6rlsTJ8mzRnA8IRIxvWN4t1NLQOsvr3hBH17hTB9YAyuXD8lmcraBj7d2VLr8+6mDEb2iWzzoDxvUAzJ0SG8s7Glg4C9qo5Pd+VwxfhEQgJbCj+hgf6kjOmDdVdOU4ihRjbZijlaWNEkXLemcV585kYrdeJkJRttRVwzMdmjPdI1E5M5mFfOnmz3WjLrzhxq6h3thgaJCQ9idKwfH2/PatfxapnzBShlbNsl1tZcPqYPheW1XmUPWHOwgOo6B/NGe+9vN75vNNGhAU0vvN4ipeSbQ4WcNyjGawERgPXPQ2kmzP8TgcHBjO8bxebjRTDgAhg4B9b+7ZS1bbuy7JgEbh07POIh52hrEs0hBPqbvIzV1lYjDSAlmEIi/S2p1s0un3tbFXNnI99WPdxJLKnWcZZU6/3Oj5drx53n7BDaAAz7pxj2oRj2QRj2J5z7/o1h/7fz/3sw7NEY9vHOz+QO66wp55bp/Vt8bnS+zVbVuvcCbORoYTml1fVMcCO09QoNQEqaXORbL48CTcJRqIumrbC8ljDn0mjjb3y8OZjIkGbNW79eLd+AD+aVU+MMf5BVXMWOjBKOFVY0edYdyCujwSEpLK+huk6VW+18yC13cUVfc7AA684cAv1M/GrBcE4UVfKfNUdpcEguGZnAleOTWH+0iPQDBVw8Ip7QQH8uGhHHxmNF+JsEC8clMibJTP+YUPZklzqXJyOYOzyOQH8T648WMba3H3GRwSwYk4AQsGJPHhcO7U1cRDDzRiVgEvD6+uOMSTIzPCGSaQNi6B0RxH/WHCUs0I/5o/sQ5K80Pp/syKagrIbrnQ+YqyYkUVHbwL/SjzDFEk1SVAh9e4Uyrm8Uf15xgIKyGm6cqu7tFeOSCPQ38dtP9hIa6Me8UQlNdZwoqsT4ZC+jkyIZlWhGCMHVE5PYfLyYJ5fvZ2K/KAb2VvaLV4xPZPPxYn69eDdJUSFMHxDjrCeRsup6bn5xAw0OybXOh9AUSy+So0P4+1eH+Hh7Nle6PFRvntafQ/nl/OjNrdTUO/jedCV4mEMDmDs8jo93ZPF8+hGiQgOahNEh8RGMSozk3U0ZvLXhBFGhAVw6SqW5MQcJZg3tzUdbM3lrwwkaHLLFw/DaSckczi/n8715fL4nj6snJDVpNyb2i6Z/TCjvbDrB4m1ZVNQ2cOuM/k3nXjEukSB/E+9uPsFbG0/gkJLvTWs+3qhtfGfjCdY6hcnrXQSBsCClzVu2M4ey6jre35zB4LhwxrloaC4dqTRC723KoKa+gQ+2ZHLxiHjiIpptXS4aEU9MWGCTQPbm+hMkR4dwoYvNlZ9JsGhyMt8cLiSjqJKCshpW7snl2onJLaK5x4YHMW9UAh9syaC6ToXfWbwti0tHxRMd1lJDcMOUvpysqOXLfeoh/NnuHKrqaaE5a+SmKX05mNesVTxaUM66oye5cUq/Ng/iif2iGRgbxvtbmp8nu7Ps7MkubaNlA+WpfsPkvnx75CTHXTQMH2/Poqbe4TZSP8B1k5VwuHx3y1AU727KIDzI36Og0zgv3HlbfrQtEyHUd8gTl49tfgFxxwdbMhgaH95h/K/pffzJtlc3jak7PtmZzVRLr3bt5xqZ3Ykl0uW7c4kODWCqG7tDT/iZBLOHxZF+IN+tB7knDuWXk19W07ml0foaJbQNvhgsyqx7iqUXe7JLlZA++1dQWQibX/a+Thf2ZNkZ1Duc0EAvzeHra6DoqMdMCK6YTIIBMV56kJZmq+XeVjgkOKpK621pKZNdPq3Df3lvI+8lllTrA8CbQJzz84Yl1fqTrtTpCV8ljL8fw9yxReZZQHiwP9GhATy14gDPfH6whS2MK2sPK5sld27YjT/yjXZtLYU29Sae66ppc3kbbhTaGpxSW3xkcAtNmyW22T4jKSqkyY5teEIExZV1XPnPtSx87huOF6mJX13n4PjJCjY7NRb9Y0Kdb4sNfLVPaUjMIQF87tTAXTi0d9MP7/PpR4iPDGJskrlpCQ+UVgLgvlmDSIgM5gezBhITrrwif3flaCb0i+JXC0Y0Xe+vFgxnYGwY1wxR1xEXEcx9swYRFRrAAxcNabrOu88fQKC/iZ/MHQyoH7vG/++9cFCTFuOW6f0JCfBjbLK5STs0bUAvJvaLcp4zpKmvD1w0GCFgdFIks4aqsubQAK5yXs8PZw1q+gG6bEwCSU5t0A8ubLa/uG5SMpHB/jgk/GBW8/6bpvQjOjSAspp67r1wYNNDeOagWMYkmTlRVMnFI+IY5BTyTCbBrdP7c7SggnqHg3tdDPEXjutDQmQw646e5IIhsQxPaH6TvXOmhcLyWlYfLOCWaf1baE++f8FADuSVsXxPLt+b1q/FstJdMweQV1rDs18c4oIhsU39ACV4xYQFcu/rW2hoJXQJIbjTabv12JLdjEs2txCozCEBXD42kbc2nOBfqw4zZ1hci+W00EB/rp6YxMc7snnogx3ERQRx8YiWORNvmNKPqroGbnxhPVtPlHDz1H4tNDQhgX5cNylZ1fH+TooqapuWMxsJ9Ddx3aRkPt+Xxxvrj7Pu6ElumtqvjRdgowbv5bU25YDgkC2E0EZuntaP0molrL2x/jj2qjrucePYc+GQ3sRFBPH6emVr+Mq3NuJCBdMHtv0tWDgukbBAP95Yr7Rhb204oWzu3GizhBDcMKUvm2zF7M5SCbnf2niCQH8TV413LwwtmtwXk6BJcJVS8u7mRs2ce23I5P5K+HIVDsuqlXZu4bg+Hh/IQgiumZDMuqMnW9jP1jU4eGdjRpNW0xNRoYHMGd6bpduz2yxFHikoZ+uJEq6b5FlT18iEOLUS0WhO0JoDuWUczCtn4biOtWzQvES6fHf7S6Q19Q18uS+fS0bG4+/XuUfnnOFxFFfWsT2jxOtzvnZmojh/iHepqwDY/RFU5MOMHzftmmzpRYNDqrb7TYO+02D7m97X6cKuLHvnlkZPHgbp8ErTBmqJtONYbcngqIPytppLh3cZM7yzke8cdwPTbGkpv7GlpfwGmA58v4t1usVX3qMJwCYM81bgf8AKDPtZGTQsyN+PD394Hn/5/CB///IQy3fn8OwNE9qog9MPqGVCVyGqkV5Ooa24shYpJWXVdYQHKYGjUXjLKqnCzyQIdeYebSTc+f+V4xL5aFsWA2PD2H6ipOm4a4LeyZZosrarH88J/aKb0qWU16g4cLOH9Sb9QAFz/6Lc0v1Mgh/PGczDH+zk2S8OUVZTz5XjE2lwNNvdPHrZCOIjg5liiWaTrZhrJyZjci6pvXDrJKrqGhiVqL60o5PMrH/0ohbXPmto7zbeZXfOHMCdMwe0cBt/ZP5wHpnf8u3r/1JG8tC84S0itt82w8L1k/u20IqMSjSz5bGLCfAzNS3JmUyCd+6dQUVNfQvNyNzh8XybOpeYsKAWD/M/XDWGey4Y2CLOUmigP5/85Hzyy6pbCE1xEcFYf3oB9qq6Fj9Y0WGBfHz/+ZwoquS8Qc1LXSaT4JU7p/D1ocI2CZ7vuWAgvcICscSGtTCQDvL34417prJiT14brcq0gTE8d9MEjhVW8INZLYWIK8cnkldaTXFlXQthFeD8IbH85vKRbMso4dHLWo51WJA/f79pAn/9/CCLJie38H4GJRhvPaEcENKuHdvmQfrw/GHszrJTVdfAY5e3teF94KIhrD5YQE5JNf+4eUKbHIXj+0axaFIy729RTiONXq6u/GjOIKy7cvh4RzYXDY9zq3G4b9Yg3t+Sya+X7CbRHMwt09rWkxQVwo1T+vI/p53mDZP7NtnPuDJjYAwT+0Xx+Md7kFJywZBYt+YP/n4m7r1wIH+w7uPGF9azM9PO3aMD3QobYUH+3DS1H/9de4xRiZG8tv44C8clttAYunLj1H4899Vhnl55gF+njOS9TRncMKUv5lD3keQTzMHMHR7P2xtP8MPZg9h2ooTdWaX84arRHoUfIQQ3Te1H2mf72e408fhgSyZVdQ1utYWuXDspib9/dYhX1h7j/1LUfV+5J4/c0mr+cFVbL9bWXDMxmRV78lh9sICLXAT59zZlYBJ4FE5dCfEXXDwynk92ZPN/KSPa2L8t2a6cdRa48T71xOVj+mDdmcPGY0UevUi/PXKSspr6Fsvq3jJrSG/8TIJV+/ObvPA7YvXBAgbGhrUrCLdh43+UVmvgnKZdE/pFIQRsshUxc3AsjFkEnz4IubshoeN71kh+aTX5ZTWdE9rynbEEO4jR1siA3mF8sS+P+gaHZ8G4KcBuJkS2vMdeCm2bgCGWVOsAIAtlI3+zVx30jABcNTwNdE8kDR8JbYb91xjmx1CeE3cC/8Awvwf8F8PeuRDWZwADe4fzz5snct2kfFI/3Mk1z68l7ZqxTRqo/NJq1hwq5J7z3edRiw5t1rTV1Duoa5BtNG2ZxZVEhagYZK7Ln42atr9cP47HLh9JdFhgi+Pm+ma7i0n9o5u8sSb0i+LtVrYtF4+IJ/1As/Hr7TMsXDQ8DiHg36uP0McczMzBsTikZMn2bGLCArnEKWQ8vWgci7dlcbfLNV46qjviJrfEXYodd0mJ3WkDAv1NBLoxdnW3RBLob2ohADfSKyywSeh2pW+vUNw9zvr2Cm0RcqKRmPAgt0tFarnO/YNxcFwEg+Pa9gk8R14XQrTQ/rXmLg9zFGDm4Fj1I+4Gfz8VnsMT8ZHBrPj5hR6Px4QH8eUvZlFV19A051vz5LVj+cGsgfTtFer2vsdFBLPsJ+ezK9POhUN7uxVCosMCWfyj81i5J4/5oxM8CjePXT6SqNBAHA7Jzy4e6raMEIJnb5jAgx/swE8Inl7k2Szl9vMsrDtyki/353PV+ERmxpd4LPuTuUP4fF8ef7DuIy4iqM3LiivmkAB+cclQfrdsL98e+ZqQQD8euHiIx/IAP71oMFf+cy13v7qZjKJK+vYK6VD4umV6f/69+ghPWPfy7I0T+PuXh5g+sJdbIdWV5OhQFo7tw1sbTvCj2YMxhwTwwpoj9O0V0qT1bo85w+JIiAzmxa+PNgltZdV1vLXhBAvG9GkR4qU9bpzSF+vOHFbsyeMKl+9Gbb2D9zdnMHd4nNd5OqF5iXSZ0+HJHSt25xIe5M95gzrpyYnS7k/qF81X+/N5cF7HWqeKmnrWHznJbW40wh7J3Q3Z22D+k+DyXYkMDmB4QiSbbc7l5FHXwPJU2Plup4S2HZlK++vO0cQjBQdAmFQKKy8YEBtGvUOSWVzlViECuATYzYC+U1oc8kZms6Wl1FtSrY028n7A/2xpKXu86qBnXgY2WFKti1HC2lUoBZbP8V2cNsMuMcy5QC4qlUM08AGG+XMM+8M+a6cHmTMsjmU/uYAfv7WVn727nR2ZJTx62Qj+/tUhHFJy41T3NiMx4c1CW5lLsnho1rTVNcim5T5XzVC086EjhFD7G+qI3Pc24HyA/PcS/ug/iIDQSHqvk8ANgLJbaM2YJDNv3TONospaLhkZ3/RGevWEJJbvziXt2rFN9hav3TWVgb3DmgSk/jFhHh9uGo03+PuZiGhnGclkEh6F1EbiI4OJH9n+g7x/TFiLmG/uCA30b1dYaqRfTCjv/aDjeFoBfiZeun0yZTX1RAZ7Dt4K6oG95Ecz+eZwIdMG9vKoZWvkjvMsBPgJtp4o4UezB3VYfmxyFI+ljOSPn+4jMiSAF26d2mF+0fAgf4yFo/jZu9u58KlVBPqZeHzhKK9ycP5ozmCW7czhoQ92MiQ+nB2Zdv583VivgtMG+pu4+/wBPPHpPr49Ush5g2L57zfHKKup5wcd3ENXZg6KpW+vEN5Yd7yF0LZ8j3JGcae5bY8mL9LduRgLR7UZv5r6BlbsyWXO8Di3L5HeMGd4HE8u30+OvapDW7uvDxVS2+BooY3skB1vq6TsYxa1OTTFEs0HWzKVBissRtm87foALv4tmLxb6t2RUYKfSTA6sbOeowPB3zsBeqCLB6lXQlsrvNS0YUtL+RSVCMAn2NJSnrGkWtOBmSih7XZbWsp2X9Xviq9s2n6KYd4CPAWsBcZg2H8ITEIlUT1r6R0RxJv3TOPOmRZeXmtj/G9X8sb6E9xxnsXtEgu01LQ15x1Vwlh4oH/TS1CjViDCJS5bTOu3w40v0uf4J83bpdncvGAOi+Ky6RPcHFZkwKof8+9B67DeOaTJ83RYQgTnDY7l8rEtXeifuX48u4x5LZYxLxzam+TothojjUbjHiFEC3vT9ogOC2x3WdQVk0lw6wwLf71hPEPcaIPdcdf5A9j6m0tY96u5jPFSE3LVhCSe/95EbpvRnw9+OMPrpOZD4yP41WUj+GJfHs+nH2HhuESunejZ47M135vej/4xoTz0/k5eXnuMf3x1mCvGJTLWy7hnoMborpkD2Ggr4mtnKI26Bgd///IQA2PDuLAzdmBOrp2YxMmKWre5QpfvzqW4so5FnUh634LaSi4ZqpZFP3cToqU1X+7LIyLYn8kWL03FHQ7Ys0QJY2ExbQ5PtvSisrahyYSGUddAWTbkbPP2CtieUcKw+Ig2HsntUnDAKyeERppitbVn1xZshsBwKG3rOOKlzOYzLKnWb5x/y4B04I/AE8DXllRrx8EETwFfadpigWsw7C3jkhh2B4b5ch+1cdoIcL6FXji0Nyt25zIsIYLbZlg8lg8O8CM00I/iilpKnB6kjQKaySQID/SnrKa+SdPm+nYbEx4ItZWw7Q0IiYL0NMYMmgH7IdpUBVc9D2MXwcyfklBZB79biQkH2NYyv7oElrzBR7N/T3HfS9t9I/Q2ZYtGozk78FaAdGXBmD6dsv1q5O7zBzB9YC/sVXVMH9C5kBShgf78/cYJ3PnKJn77yV5G9onk91d6v0zXyM3T+vHS18f47Sd7+eC+Gby27jiH88t58bbJnQuR4WTW0Dj69QrltXW2NuYIr687jiUmtNNJ2zn+LSz5IRTbGBway5DIZ7DuzGn3+eFwSFYdyGf2sLg2MUA9krlJhfm46DduD09xCn+bbEXKJm3wxYCAQ59D0qQOq3c4JDsySzqMe9eC+looOgIjvBcBeoUFEhns33HYj4gEKGsrtHmrafMVtrSU851/vXu78gG+CvkR1FZgMz+p/trbz2p8FjFnWBxp147lzpkDOhR6okMDKaqsbYqG3iu0eQk0Kkz9uEaFtP2RjQ0PhJX/B589BB99Hxx1RFz+B/583Vje+ek8JbA5MYcG8PjCkbxxz3R46BD8aD3EDmXUN/dz/oYfKCPQmrI2bWg0Gk1XGZVo5rxBsackII3rG8XXD89hyY9nsuwn53u0RWyPIH8/nrpuLCdOVnLBk6t45vODXD62Dxd7yKbQEX4mwW0z+rPJVtwinMiW40VsPl7M96b179y17lkCr1wOwk8JUzGDWVCxlI3HVDBrT2zPLKGwvLZz17FnMfgFwbAFbg/3MYeQFBXSbNcWFgPJk+HQSq+qP1pYQVl1PeM7oQ2l6Ag46qG3d04IoBQYA3qHdxz2I6KPB6HN++75Ekuq9Ulv9vkCXwltl7jZ5372fEfoFRZIcUVtU9gPV+P2xlhrUS6C3GSnR1FCUB1sfwvG3gg3vAn3robYISya3JdhCW2F+TtnDuC8wc6lgJhBKrfcwr+D7Rv413T48xBY82do6HwKFY1Go+kuwoL8Gd836pSEvkZmDo7ltbunkjK2Dw/NG8bfbpzglV2eJ26Y0pf4yCB+9eEuausd1DU4ePSj3fQxB3PTNPc2zG4pPARLf6y0WPemwwW/hLuWc9nQcCSC5emeE80v3ppFkL+J2cO8FNocDti7BIZcAsGel7hVRICi5kDPQy6FrK1Q3nGmhh3OUCXj+0V51ydQ9mzgdbiPRgbGhnGsvVRW4FFo85RtowfoMRmoa8ujhvmHwI+AgRjmnS5HIlC2bd9ZGvOPljjTWUW5vEk2BlhsSk1SVcybs8s4EDqNpMxPoL4apt3rldq6DULApNvVW1TWVvUm9dUfVC66eX+EAZ49/jQajeZsY/rAmDbZJbymvlb9RtZVQd8pRERb+OPVY7j71c3c+cpGQAUof+m2yS1yQreLwwGLf6CM7xe90ixICcGwG55gyB8+4IONtdy6oLZNaqeq2gaWbM9qk12jXTLWKwFm1NXtFpts6cWS7dnYTlYq27Ehl8CqJ+DIlzDuxnbP3Z5RQligX4tYjx1ScAAQENu+93NrLDFhLN6WRXVdg2cTn8g+UJarjNhchPSe1rRZUq1NMpAl1dpaBvq2O9rsqk3bW8BnwJ+AVJf9ZRj2jnOCnMP0CgvkaGE5RZW1BPiJFl/4ofERrD9axCRLtPqCv7qQoNxdjB1zPZw8BHGjIHFi1zoQP0p9Jt4Kez+GFY/CqwvVG4rlArj098ouQKPRaL6LZG2Fd2+BUmeGBr9AmPN/XDTzAYyFI3n2y0M4HJLfXzmqTbzFdtnxNmRtgav/A+aWYX9EcAS3TEnk8XX17Fj5KuMuaxl/9bPdOZRV1zdl5vGK3R+BfwgMnd9usUbBdv3Rk0poSxgHobFwZFWHQtuOzBLGJkd1zha6YD9EWyCgE3HmAEusWok6frLS7eoSoJ5jDbVQWdTC8eI0aNo8ykC2tJRukYG6qGmz2wE7cJNPenMOER0aSHFFHcUVtUSHtgy8+asFI1g4LlG9tRxfB7m7wNwPdr2nCiz4c4u3hy4z8gr1VrXtDcjcrOwfjnwJV/0bhl7qu3Y0Go2mu6ivgS2vMmr3R1DyPkz4HvQ/79TqytwMr14BoTFw8/tKuEr/E3zxOCC54/yfNy2Hekpe75baCvjyt5A8FcZc77bINfPm8tSGZby27jh/uagMgpoFk3c2ZjAgNsxtph23OBrUKsqQSyCofS3YoN5h9I4IYt0RlTkEkwksM+F4+4ti1fWSvdmlLTK4eEXBAa+D6rrS6EFqO1nRvtAGygPWRWjraU2bLS2lSQaypFqjgSFAMIAl1YotLWWNr9vs6vLoNxj28zHMZbTM3SUAiWHvRFbZc4jKInqZyimvqSe3tLpNsNaQQL/muGq73ldvST9cC18/rX6YJt3h+z4FhMDU76vPBb+ED+6EtxZBvxmQOAGGX66+wBqNRuOO8nyoPAkxQ8CvE48OhwN2vqM0Qg21MHQeTL4bArwLpAuoXJNvLoK83YSFJML+vbD9DbjwYZjzaOdecsvzlYYtLFbZADdG1V/0Gnx0D3xhQNwogk7lhXbji1CeB9e/7jH+WURwANeOMvP2rin8IP0dhs5T2rb0A/lstBXxf5eN8N4u78Q6lbaqg6VRUEb+MwbGsO7oSaSUqo3+5yuhr/g4RLuPbXeouIF6h+zcEnRDnbLrGzrP+3OcNGaKsbXnjNAktOVCwpim3afLps2Sar0HeACVEms7Ko3VOmCur9vqqqbtfOff7nd3Nczzgb+hIhi/hGFPa3VcOI9fBlQCd2DYt3Z7v1pTeBhemkuv8knAPRzOLyc52kU9vOMdOLhC/dBED1AGpMMWKLuHS37XM33sPRTu+RK+/bvqy+aXYf2/YPwtcMEvICDUGQtHx23TaNrQyo7GI44GtfQW0qtDLQgOB+TugIqT0GcchHcQZ6yhHg4uh7zdENUfRizsuI2qEpVM/Gi6+m6Pvg7G3dRxcNXSHFj2czj4mdoOjYEFT8GY69o/D5Tm6b3b4PAX0GuQ+m1Z8aj6Hbz5vTZpiNxSWaS8MMvz4ca32ZgbyuyZ08D6IKx5SkXcn/OrjusBde+W/EiNxT2ft2zfZFIhlfL3wSc/hR+tg5BOpNSuLoW1zyoD/37T2i360ytnsmzvJzz0dT0fzqmhRvrx6yW7GdQ7jNvO60Rg4D2LnUuj3glH0wfG8PGObI4WVqiVnsYX9eNrPQpt+4sc+JuE9zHjAIqOqfygnYjR1og5JIBeYYHYTrYjtDXet9KWKUNPl/coSmCbAqy3paXMsaRahwO/7Y6GfJcRoTsxzH7AP1EeGpmoPKcfY9j3upRagFJNDgGmAc87//YsKx4FKbFESCiGzOKq5rQfhYfUD4ZsUOv9F/9WvbmOvqbHu0lAMMx6WH3qqmD1k7D27+rtFcA/WP2oX/igUt+X5UJ4fMcPk9ZIqd66XA1u62uhthxCXZYAKgqVljEysfmBWF0KlYUQZWl+sEgJJSeUPV5jlG0pofiYCrgY7uJxVVWivtQxg5vbl1IlMUYob9vGtupr1AMwPL454nbj/pyd6kei9f7sbRDWW9Xjuj9zsxrfPuPB5Nfcbt4eKM9V9oqu115ZBBkb1b6kSS3Pydmhri12mFpqcBUW8vep1DWJ41sa+0qJuWQPbD2h7COTJrY8r+Ag2Naoh+/gi1ssz1BTDvuXQUUBJE9RyaVdzy06Bgc+Vfd04GzVtisFB2Hfx+phPWguWM5veX55gUqfU3xMXc+oa1qOBUDmFqWZqa2EgbNg5JUtI6pLqQSWvUvV2A25RNnkBLV6d8zdrV5G8vepqOxT7oH+rbIdSKmu59t/qHmVOB6m/8i91jl7G3z+GxV7K6QXTLgFZv607YNdSnWNnz+u7rcpAMbfBLMfdS+kZGyCTx6AfGcmHVMATL8P5j7mPpJ8wUF4/47m8qCW9Rb+HYZ5sGvK3ALv3aq+D32ngj0Llv5IjfOiV9veg0by98Ob16lxnvWIetHc/D/48G7loX7Z0561bjVl8NYNSht02dNq/IWAA5/Bh/fA61fDnZ96bhvUb8V7t6no97d/Av2mQ266Wjm48h+AhNVpykPRm9/Rba/D4c+V0OmioWnCPwiu+he8eJG6f1f8veM6G1n3T6gqVi/kHRAbHsRvzw/hJ6v7cfkzKykXYWSVVPHuvTO8X451NCh75aHzINBD9oBWzHDmSF535KQS2nqPUPPXthbGu0+/ub+ogXF9o9ymDvTIKXqONmKJCcVWWOm5QLjTHrusZSDkno7T5kK1LS2l2pJqxZJqDbKlpey3pFpP7eI7wEe5R82vAg9g2Euc29HAXzDsd/mkfpgKHMawH3XW/w5wJeAqtF0JvOZMVL8ewxyFYe6DYW/rF+zE5KiFF+aoh6Twc/41qb8DLlQ/MsGdSNlRckJ5Il34EEMtKfCCMnBtioK+7XX1o5XyLCz7mVqeDIxwBjo8jQSEwMUGTLgVbF+DdCg7u21vNgtxAAj1EE6apL6UubvUj/jgueoH5Pi3SvCJH6WWXUsy4MhX6sGVMIbBpmTI/IcqV1ehfjD6TYPs7ZCzXTXR6ChRWQjHvlZva5HJMORi9RA/tkbV5x+shAJzsnqAlzjzrvYZBwNmQf5eOLpanR8YoWz3wuLU/SlypsM194XhKUo43L8MapwBrBPGqh/CYpvSRDbu7ztdtVl0BA4shxqVi4/ECTB0gfLg2rMYqkuar2X0tWp89y2DAmfIQpO/0q72Ow8yN8J+q1o2ajxn7PVKoNr1AeS6OCTFDHYKMCFKQ5u3u/mY5QK1RFJth+1vMeHkIaWkB4gdChNvV0LN7g/UGDYSGKF+rAfOhhPfwtbXVB2ubU66Qwk9u95XgpJ0NB9PnAhT7lbC67bX1XUi1TV+84wSXGc+oN7id30Im/+rvKODItW4rnxMzbtJdyj7lPXPK61MQJgSfLe/oR6e5/9cPZRztsPqPyuPudBY9f08tEK9dMz9tQqVU1GgTA22vqYE+aSJcHSVuvbR1yrhKXawMhb/8vfqWK9BSiCwfQ2vXKbqueg3ytapvEDZO23+n7rO6T+Ek0fhm7+qNub9EaTzZeHkEZWM+8hXSuid/YgSHre9ocZuwZ/V/RVCCSRr/6bqjkyEK/+pvk873oZvn1Pz9+r/QLxKzK6EwfeU1isgRAlbQ+crYfKzh+DtG+C8n6p++7l4Hu7+UL0shsfD979U318p1f2yPggvzoWb3oG4VloR21p45yb1Xbvz02YBfcwi+Or3SqtUVQTXvNTGC5KacrWcmbERrnmxpVZu2AK46W144zp44xq47WP3oSqkhE9/qe7J1S+o++OKEHD5s87wGvcrrU7jWLmj5AQsf1R9V6Z833O5xAnqHq/7p5qXSV44hVUWqfIjrlDne8HCeQtgx+38s/JiesVF89R1Y723ZQP1O1qRD6Ou8voUS0woieZgvj5UoFJ9mUzqd+j4N27LV9TUc6zUwQ8ndqJf4EwUL9RvzylgiQlj3dGTngv4B6rvf1lLTdvpU7SRaUm1RgFLgM8tqdZiILvdM04R4ZM1YMO8DcM+ocN9p17/dcB8DPs9zu1bgWkY9vtdyiwD0jDs3zi3vwQewbBvblXXvcC9AKF/LJuU8fQshHQ0fcCBX0M1EeVHqfcLw2a5gcxkZ4DEDrAce5P+xz9g/fQXqAnuzR3LlXr3JxOCmBQnmLHuHsoiBrF7zK8ZeuBf9MlZyeHBd5OVvLCrI9QtBNacJD5vDVL4URMUQ1jFceLy1xBSlUtlaBLl4QMJq8ggvOIYAOVh/SkPH0BE2VHCKk9Q5x9OcfQ4qoPjMdv3EV5+hOrgOEqixlITFEN08Q7Cy49SFdKHwtjp1PuHEFWyh6iS3dQFRHAyZjLVwQn0KtpCVMleGvyCKIkahd08gtDKLGILNxBQV0pJ1BhOxkzBv76C2ML1RJQddtY5lfLwAUSV7CG2cD3+9ZWURI2mMHY6UpiILdxIdPF2HKYgCnpPo6jXZIJqCojPW0NE+RFqAyI5GTOFol6TCKnKJj5vjfO6IiiMncrJmMkEVxcQn7eaiPIjNJiCKYydSn7c+fg11BCXv4aYk1sAKI0cRl78LCpDk4g5uZn4vFUE1pVSGxBJftwFFPSeSVDNyaZzBA7KwgeQ02cepZHDiCg7RFz+N0SV7EbgwB45jPy4C7GbR9KraCt9cj4npFq9dZZGDOVozByq4ycSVbKbxOwVRJYdBKA6KI7sxHnkx11AUE0hfXJWEpf/DSZZj8REQe8ZZCYvpCokkV5FW0jMXoG5VL011/uFkZ04j6yky3CYgojL/5rE7E8Jq8wEoM4/nOzE+WQmL6TBL4T4vNX0O/EBIdUqbY/ERG7CbDL6XktlaBJhFcdJzlxKfN4aTFLl6K0NiCQz+Uqyki6jwS+Y6OKd9D/+LlEuSvWawGhslhvJTbgEKUxElh5g0JFXMJc2x/F2CH+yE+djs9xIfUAEpoYa+p34kL4ZizE56qgNjCKotpg6/whslhvJTlyANPlhaqih//H36JuxBICKsH6EVmZictSTlXQZxwbcTIO/0mqElR9j2IF/EVl2kJJQC46gaKKLd9DgF8jRgbeRnbhAvQQCIZXZDN//d8yl+yiOGkNZxBBiCzcQWpVFXtwFHBpyH/UBzcubMYUbGHbgH/jXV5KZvJCKMIuaG0VbKDGPZO/IB6kNarYxMjXUMujIf0nKXo49cjiHhtxLvX8o/U58RGLOSuyRw9k9+lHqAlu+hEbaDzB69x8xOWrYO/JBimImg3TQJ+dzhhx6gaqQBHaN+Q3VIW29J5MzljL4yP842Wsie0al4vBTWkG/+irG7Po9Zvs+9o58kII497ayMYUbGb37T9jNI9k59jdN5zfS98RiBh19heP9FnFs4C1N+8vLywkPbx6rwJqTTNrySxymILZM+kuLcWxCNjBuh0FE2UE2T/672+txxa++kmkbfkh1cG+2Tnyq6T56YuCRV+ibsYRNU/5OZZj38dySM5Yw+MjLbJr8LBXhA7w+D2DIwX+TkPsVa2e+hsPPe/vAV/bUsD67nucuCiXAJJru47rp/6UmuGXGh50F9TyzpYYHJwczOtZ7h4yRe54ivPwoG6f92+tzXFl6uJbFh+t44ZJQAv3cmyJM2vwzaoJi2T3m1y36+8D1l1RKKb1TPXYDllTrLMAMLLelpdT6vAEpZdc/j0fukI9HRrts95KPR+7ySd2qvkXy8ciXXLZvlY9HPteqjFU+Hnm+y/aX8vHISe3VGxQUJD2StU3K16+V8vFIKV+YK2VJhueyUkpZXyvln4dK+caipl39H1km+z+yTJYe3ynl4S9VXbs/aj6ntqr9Os9UGhpableclLK6rOW+2kopHY4Wu1atWtW9/WqkVbtN+9ztb30tjdTVuC9fW+n+nJpyKevr3OyvUMdaU18nZVm++7oqi6UsL3Tfr4qT6tOahgYpTx6VsixPSulmrIuOSVlw0P01lRdImbFJysoi923mH5DyxAZ17a1xOKQ8sVHKo2vcH6+vlfLYN1LuWSplSab7+u1ZUm59Q8r9n7r/TjgcUtrWSrnueSn3fuy5zKEvpFz1Jym/eVbK4uPu2yrLk3L1U1Iu/pGU3/5TyupS9+WKbFIuf1TK16+R0vqQGjt3NNRLuem/suQvU6X85wwpV/yflKU5nsuu+5eUfx0jpREl5b8vkPLACvdlpVT35f27VNnHI6X8Y18p1z6n6vHEzvelfCJRlX88UsrHzVKufEzdB0+UZEj5/Pmq/PMzpXx2nPr/1SvdzzVXNr+s2vjnDCl3faDa//tE1eddH7R/rpRS7nhPnf/Gdc33wuFQ9+bxSCnfu73Nd8Tt78jxdVL+NkbV4+47lf6kqm/Lqx33qZHtbzvPea39cqU5Uv4+XsoP7/W+7kYqTkr5+zgpl/6kc+fV10n51CA1Pp3k8z25sv8jy+TXBwvUjqxt6jp3vNem7J8+3ScHpi6TFTVuftva47nJUr59c6f71siSbZmy/yPL5P4cD99PKdW9fv78Fru+3JcrgQrpK9nDi0//R5aJ/o8s69tT7fnKpu0vwLcY5g+c24tQSVN9RSbgGrgmmbaqR2/KeE/iePje+2ppYdnPnUsIb3sOeHtwuVq2m/xs065/XjuEIx+nEbE7Ri05BZnVMlojnfGeOpNobbjszialk7F5fIo7I3FPhuOejLBbL/c04um6PNmUeHLm8PP3bB8YEuV+P3i2/zGZoFc7b+rRFs/HwmLVxxO921niEAL6TvF83C+gY6/kyEQVvqG9Nvqf1354ByFg8EXq0x7hcXDhQ+2XAbWcO8+LnzCTH0y+i23lA5k9e3bHZaf/UH28cWYIi4Xr/guX/Vkt+UZb3Nu4uTLmOhg4R5kB1FepZe9eHYRqMCcrL8pNL6lQQJFJMDtVLYOaOtCuTLpD2Rd99jB84LSGieqvljwHXND+uaDS8tWWg/UX8K8ZyqEid5daEh1+uVoW7chRAtTS6YInVT1f/V4tETeO7453YdUfVQiOCbd2XFdT325QTlpfPA7DLnObiB2A9DRlhjE71f3x9gjtpe7ZrveVI1p7331Xjq9Vc2LkVZ1ucubgWIL8TXy5P4/zh8Qq274gs1oidUmTCLBqfz6Do0yds2erq1ZmAiOv7HTfGmkM+3GssIOwH9nbW+xyONwX7U5saSnSkmpdApxCNPzO4yObNvtrGObNNLu3XtPKSaCrbAKGYJgHAFnAjUBrq8mPgfud9m7TAHt79mxeIYT6QsWPgreuh1cWws3vuM8qsPl/6sducHM2i5QpQyE7FDa+oHZMvuvsFdQ0Go3v6EyIitBe7RvrtyYsRjk+dIbAUOVUMfOnnTsPlPPD4IuU04wwKZvQzoQEmXynMlhf9Uf1OxqRAPPTYOoPvBPYmuq5S/Xhm2eU3emYRcp+c+OLSoBc+LfOjbsQcPkz8J9Zyk5x0cttyxxfB1teVs4r7b00tceU7yubx+1vwYwfeXfO3iXKE3dI58OShAT6MWNQDKv25/P4wlFKMO83XdkwunA4v5wDeWV8b4SHF1hPFB5UznZx7dgXdkBj2I/j7XmQRvRRgmtDXZMN52l0RFhvSbVOsaWlbOruhnzpPRpAY3w29b/vMOz1GOb7gRWokB//w7DvwTDf5zz+b+BTVLiPw6iQH3f6rP24EXD3F/Dalcq49oY3lWF8I3l7leHx3F+3/bGa83/KoNjkp2IKaTQazbmGX4BKnXeq9D8P7ljWtT40OiaY+yrBbe9SZYs8+U649IlTC2EUP0o5k3z1ByX4TXbxrassUh645n7qd/5USRyvgvFuegmm3dexoFpXrZLRD51/ymGZLh4Rz6+X7GZPtp1RiWalDT+0AsryIELZ+326KwchYHJ8J4ILg9MJgS4Jbd6H/ZAqLp7Ts/80OiLMAe6zpFptQAVOWciWljLW1w35ynv0AeD7wIeozr6BYX4Bw/6cT+oHMOyfogQz133/dvlfAj/2WXutiYiHO6zw+pXKo2rRK8rzECD9j+qtZ/Ldbc+L7AM/39Vt3dJoNBqNE5MJZj2kQqYUHlSrH11N1zfz58oL1vpLtT3xDuUp/v7tKnTKbUs7jpHXEVPvVYF9D630HLalkb1LlNfupNtPubnLx/bhd5/s5f3NmYy6wqyC7IJadnWGTvl0Vw6T+0cTHdxJW/r8PSolmGsopFPAEhPKMW8C7JbmNAttp0/T1i3J4d3RCd1zu9yN8uZ8HMP+G1Q04HZ8qs9SwmJUrKCEsSp20Pp/w6o/wb5PlJ1MZ5YwNBqNRtM9BEUo+2Nf5Ff281cv6ZbzlX3zX4bC3yeo+I3X/bdt7L9TYdRVKrTR2r91XHbTf1VWigGzTrm5qNBALhkVz9LtWdTUN6hQSYHhKowIaml0f24Zl43xIvhxa/L3qVAffl1bcLPEhnH8ZDux2pqyIjRbQZ3G4LongAuA221pKcdRSr9OJKz1Hl8JbQJocNlucO479wiJhlsXK3X+8kdUYMdRV8N5PzndPdNoNBpNdxAYBrcudeZrnqeWXO/fpBwnfIFfAMz4sYqVmLHRc7mcnSq24+S7upyfetGkZIor6/hib74STJOnqEDIwNsbT2ASsGD0KQhteXtPKedoaywxYeTYq6mqbXBfwK3Qdtqktn8BM2jOw16GSgjgc3wltL0MbMAwGxjm3wIbgP/5qO4zj+BI5R31/a/g+6vgupe7/Fah0Wg0mjMYk0k5eFz5T+Wp6iHt0ykz8TaVaePzx5V3sTvWPquCa3fW0cQNFwzpTd9eITz31SHqGxxKEZG3h4ycXF5fd5xrJyaTYO6k41xVCZRmdsmerRGL04P0eJGHJdLQGJU9xCWV1WnUtE2zpaX8GKgGsKWlFAOd9ODwDt8IbYb9GZTh/0nn53YM+199UveZihBK/d46RZBGo9FoNJ0lKBwuekxp23Z/2Pb48XVq/3k/6VxOVA/4mQT/d9kI9ueW8eaGEyqLDZJnlm1FCPjFpaeQzSDXab+d0HX7e0uMcrLwmM7KZFLL3y6prE6jTVudJdXqh9MXwpJq7Q10SwCSLiaMN5fR0mFDuByTGHY3uUk0Go1Go9G0YeLtsOUVld5t0NxmO2lHg0pVFpmsUrr5iHmjEjh/cCx/XnGAkAWDOVx/C4uPSO6bNZA+5lOItdmYdq+PD4Q2p6atXQ/SiD4tUlmdPpmNvwOLgXhLqvUJVKzaX7d/yqnRRaHN7iHqnUaj0Wg0mk5h8oOUZ+Dly+CVy5VnamAofHSv0mJd9/Iph/lwhxCCJ68by/1vbeXhJfsRLOC6iL38ZO68U6swd5cKthwe1+W+RQYHEBMW2EGstoTm5PScPps2W1rKm5ZU6xagMbr3Fba0lP3tnXOq+DJOm0aj0Wg0mq6QPBlufhfevgmeGa5s2OoqVMDhUVf7vLmkqBA+uO88lu3MZsiR1xi55y9gup9TEg9ydvpEy9ZI/47CfkQmwpFVTZs9bdNmSbV6XG20pFqlLS3F56uNvorTJoDvAQMx7L/DMPcDEjDs7bjBaDQajUajacOgOXDXZyqIbnWJSgk1aG5HZ50yfibBleOTIGQ87KqDzM3epSFzpbZCab2G+S5kmSU2jG8Pn/RcICIBasugpgyCInpc02ZLS+nx1UZfadr+hTK6mwv8DuXu+iHQTlJCjUaj0Wg0bkmcoD49Sb8ZKhWZ7ZvOC23Z21X6qr5TfdadATFhfLQ1i6raBkIC3WRmiEhUf8tyISjidDoi9Bi+CvkxDcPe5O6KYe82d1eNRqPRaDTdQEiUCrR7bE3nz810pt1M6kI6s1b07yjsR2TLWG2nS2azpFqFJdV6iyXV+hvndj9LqtV30qsLvhLa6jDMTe6uGOZuc3fVaDQajUbTTVguUAJYbTvZCNyRuQl6DVSZg3zEAGfieJsnuzbXVFac1jhtZ11w3UZ31zgM8xPAN8AffVS3RqPRaDSanmDALHDUQcZ678+RUgltyb61iBrQWwltRwo8CW3ONGVljULbaZPaeiy4blfjtP0DeAvD/iaGudHdVQBXYdj3+aB/YJh7Ae8CFsAGXO9cfnUt0xd4DUhAafhewLB7kcRNo9FoNBpNE/2mg8lfLZF66/xgz4DyPJ8LbeFB/iREBnOkoNx9gaAICIxwWR4994PrdlXTdgj4C4bZhsqIsBbD/g+fCWyKVOBLDPsQ4EvndmvqgV9i2EegktX/GMPc9TwaGo1Go9F8lwgKV3Zpx772/pxGezYfC20Ag+LCPGvaQNm1lflmedSSal1kSbXusaRaHZZUa2eM85pWG53Bdb8B/tS13rina0KbYf8bhn0GMAsoAl7GMO/DMP8Gw3wKOTDcciXwqvP/V4Gr3PQjB8O+1fl/GbAPSPJR+xqNRqPRfHcYcAFkb4Wq4o7LggoR4h8C8aN83pVBvcM5ml/uWYsWkdBk0+YDTdtu4BqgU54YtrSUN4GHUYJaDnCVLS3lva52xh0+itNmPw48CTyJYZ6AShb/OODGR7fTxGPYc5zt5GCY2w+1bJgtwARU0np3x+8F7gUQsoH09HQfdFHjDeXl5Xq8ewg91j2LHu+eQ4919xNZFstE6WDvx89RHjaxw/GeuOdzHGED2P71Wp/3xVFSR1lNPUtXrCIquK2eaXiliaiSY6xPT+egra5LbdnSUvYBWFKtnTrPkmp9FXjAlpbyT+d2tCXV+j9bWspdXeqQG3wVXDcAmA/ciLJrWw38thPnf4GyR2vN/3WyH+Go+HA/w7CXui9jfwF4AUCmBcvZs2d3qgnNqZOeno4e755Bj3XPose759Bj3QM4LoCDTzPSz0Z++IXtj3dVMaw+Ahc+1C33xf9QIW/s20DckLGcNyi2bYG6VbBuLbMvvJDDfjZMIZH+llTrZpcSL9jSUl7wecdaMtaWllLSuGFLSym2pFq7JcheVx0RLkG5uKYAG4F3gHsx7O0sQLurx35xO23kYZj7OLVsfYB8D+UCUALbmxj2jzrVvkaj0Wg0GoXJD4bOh71LEb1uar/ssa9BOmDgnG7pyqC4Zg9St0JbZKLydq0qQkpwVJXW29JSPNqjWVKtHpVEtrSUpafYTZMl1Rrt9BrFkmrtRTelCe1qpY8CbwEPYtiLfNAfd3wM3A6kOf+2HVSVRuu/wD4M+zPd1A+NRqPRaL4bDLsMtr1OVMke4BLP5Y6uUh6cyb4LqutKQmQwoYF+HMn34EHaGPajNBuHDOuwPltaimcl0anzF+BbS6r1A5QH6fXAE93QTlc1bfbuEa1bkga8h2G+GzgBLFJtmxOBlzDslwEzgVuBXRjm7c7zHsWwf9oD/dNoNBqN5txi4GzwDyHmZDspxB0OOLAcBs4Cv4Bu6YYQgkG9wz2H/XBJZSUZ1C196AhbWsprziXZuaiwZ9fY0lL2dkdb3aK+8ymG/STKTq71/mzgMuf/36AGSqPRaDQaTVcJDIXBF9H76FqorwV/N7Fis7ZAWTaMMLq1K4N6h7HJ5sGTtSnAbjYOObBL7VhSrVcDzwG9Aasl1brdlpYyz5tznUJatwhqrpz5QptGo9FoNJqeZ+LtBO1fBvs/gdHXtj2+dwmYAmCoV3LNKTOodzhLtmdTUVNPWFArsaVJaMvtcu5RW1rKYlS8tU7h4j1a4tyOBv7SHd6jXU9jZZiFMyOBRqPRaDSac4XBF1MVnAAb3Dhf1tfAjreVwBYS1a3dGJYQAcCBvLK2B/0CIKy3smk7fclH23iPokKP+RwfCG12CSzpcj0ajUaj0WjOHEwmspIuU3lIc3a0PLZnCVSehMk+Vya1YUSfSAD257gR2kBp28pyT2fCeJNTuwZ0r/eorxLGr8cw+z5/hUaj0Wg0mtNGbsJFEBAKn/8GHA1qZ30NpP8Jeg/vtlAfriRFhRAe5M/+XPfhV4lIdNq0nTaprdF79PeWVOvvgW+Bp7qjIV8JbXOAdRjmIxjmnRjmXRjmnT6qW6PRaDQazWmgPiAc5qfB0XT44nHllPDl76D4GFz6BJh8JUZ4xmQSDE+IYF+OJ6Etwek9enqwpaW8BlwL5KFiyd6LyoPuc3ylvlvgo3o0Go1Go9GcSUy6HXJ3wrfPqQ/AlHtgSHeEPHPP8D4RLN2WjZQSIVoFi4hMhIoCZENDj/XHDYFAP1SMtmOoYP8+x3e5Rw1zNDAECHY5ctwn9Ws0Go1Gozl9zE+D2GFQY4fIZBh7Q482P6JPJG+sP0FWSRXJ0aEtDzo9SB01HmK5dROWVOtQVPrOm4CTwLuAsKWldNuasa9yj94DPAAkA9tRasF1qEBzGo1Go9Fozmb8AmDavaet+eEJyhlhX06ZG6FNBdjtaaEN2A98DSy0paUcBrCkWn/enQ36ajH6AWAKcNyZJWECUOCjujUajUaj0XyHGe4M+7HfnV3badK0oezYcoFVllTri5ZU60V0c6B/Xwlt1Rj2agAMcxCGfT8wzEd1azQajUaj+Q4TFuRP/5hQ9rnzII10prKqrejRPtnSUhbb0lJuAIYD6cDPgXhLqvV5S6r10u5o01eOCJkY5ihUvLbPMczFQLaP6tZoNBqNRvMdZ1RiJDsy7G0PhPQCU8Dp0LQBYEtLqQDeBN50xmhbBKQCK33dlq8cEa5u/A/DvAowA8t9UrdGo9FoNJrvPJP69+LTXbnk2KvoYw5pPmAyQUQfHDWVp69zTmxpKUXAf5wfn+P7iL2GfbVv6zP3QnlkWAAbcD2G3X3mWMPsB2wGsjDsl/u0HxqNRqPRaE4bUywq6cBmWzELx4W0PBiRgONkzy6Png66JrQZ5jJA0tLwrnFbYtgju1S/IhX4EsOehmFOdW4/4qHsA8A+wBftajQajUajOUMY0SeSkAA/thwvZuG4xJYHIxKQuVWnp2M9SBeFNnuEj/rRHlcCs53/v4oy9msrtBnmZCAFeAL4RQ/0S6PRaDQaTQ8R4GdiQr8oNtmK2h6MTESehuVRS6pVAMm2tJSMnmjPV3HafuN+v/13Pqg9HsOe46wvB8Mc56Hcs8DDQPuCpGG+F5ViAiEbSE9P90EXNd5QXl6ux7uH0GPds+jx7jn0WPcsZ9p496aWddl1fPbFKkL8mxf5+hZU4nB0f0qt1tjSUqQl1boEmNQT7fnKps11ITkYuBy1TOkdhvkLIMHNkf/z8vzLgXwM+xYM8+z2y9pfAF4AkGnBcvbs9otrfEd6ejp6vHsGPdY9ix7vnkOPdc9ypo23KbGApUc2Et5/NBcM6d18YEcejgPrT1e31ltSrVNsaSmburshX3mP/qXltvlp4ONOnO85gZlhzsMw93Fq2fqgkrG2ZiZwBYb5MpTQGIlhfgPDfovXfdBoNBqNRnNGM6FfFH4mwTeHC1sKbREJOHwWerbTzAF+YEm1HkcpsQQgbWkpY33dkO+9RxWhwEAf1fUxcDuQ5vy7tE0Jw/4r4Ffqf/Ns4EEtsGk0Go1Gc24RERzArKG9+Xh7No/MG47J5FwijUxkl2PA6erWgp5qyFc2bbtQXqMAfkBv4Pc+qVsJa+9hmO8GTqCC1oFhTgRewrBf5qN2NBqNRqPRnOFcPSGJr/bns/7oSc4bHAvA8Tozu+XpEdpsaSnHLanWaGAIarWvkeO+bstXmjbXmGj1QB6Gvd4nNRv2k8BFbvZnA20FNsOejvIw1Wg0Go1Gc45xych4IoL8+WhbVpPQZj3gJr1VD2FJtd6DCjmWDGwHpgPrgLm+bstXC8DXunxuAH6KYb4bwzzeR/VrNBqNRqPREBzgx4IxCXy2K4fS6joqa+v5cEsm4wN6JOqGOx4ApgDHbWkpc4AJQEF3NOQroW0ycB+Q5Pzci4qt9iKG+WEftaHRaDQajUbDzdP6U13v4HsvbuBHb27lWGEFP43fdbq6U21LS6kGsKRag2xpKfuBYd3RkK+EthhgIob9lxj2X6KEuN7AhcAdPmpDo9FoNBqNhvF9o3jxtkkcyi8j/UABv7tyNHMTfWOVdQpkWlKtUcAS4HNLqnUpkN0dDfnKpq0fUOuyXQf0x7BXYZhrfNSGRqPRaDQaDQBzh8fzwX3ncaywQqW1ynsAZxjWHsWWlnK181/DkmpdBZiB5d3Rlq+EtreA9RjmxnAcC4G3McxhwF4ftaHRaDQajUbTxOgkM6OTzGojfuTp7QxgS0tZ3Z31+yq47u8xzJ8C56OCyt2HYd/sPPo9n7Sh0Wg0Go1Gc4ZgSbWWocKdCZfdjdvSlpYS6es2fRdc17BvAbb4rD6NRqPRaDSaMxRbWkr7uc67AV8F1w1ChfuwtKjTNwnjNRqNRqPRaM5ILKnW37jbb0tL8bkM5CtN21LAjtK0nTWOBzU1NVIIUXW6+/Edwh8VfFnT/eix7ln0ePcceqx7lrNtvENOQ5sVLv8HoxIO7OuOhoSUsuNSHWGYd2PYR3e9op5FCLFZSjn5dPfju4Ie755Dj3XPose759Bj3bPo8e48llRrEPCxLS1lnq/r9lWctm8xzGN8VJdGo9FoNBrN2UooMLA7KvbV8uj5wB0Y5mOo5VEBODDs43xUv0aj0Wg0Gs0ZhyXVugvlNQrgh0ou8PvuaMtXQtsCl/8FKmnqoz6quzvp+Sh83230ePcceqx7Fj3ePYce655Fj3fHXO7yfz2QZ0tL6RY7QN/YtAHO5PA3A9cDx4APMez/8E3lGo1Go9FoNGcellTrL9zstgNbbGkp233ZVtc0bYZ5KHAjcBNwEngXEBj2OV3vmkaj0Wg0Gs0Zz2Tn5xPndgqwCbjPkmp935aW8pSvGurq8uh+4GtgIYb9MACG+edd7ZRGo9FoNBrNWUIMMNGWllIOYEm1Pg58AFyICoXmM6Gtq96j1wK5wCoM84sY5otomc7hjEQIMV8IcUAIcVgIkXq6+3OuI4SwCSF2CSG2CyE2d3yGpjMIIf4nhMgXQux22ddLCPG5EOKQ82/06ezjuYSH8TaEEFnOOb5dCHHZ6ezjuYIQoq8QYpUQYp8QYo8Q4gHnfj2/fUw7Y63ndsf0A2pdtuuA/ra0lCp8HLvWV3HawoCrUMukc4FXgcUY9pVdr9y3CCH8gIPAJUAmSoV5k5RSJ7bvJoQQNmCylLLwdPflXEQIcSFQDrwmpRzt3PcUUCSlTHO+mERLKR85nf08V/Aw3gZQLqV8+nT27VxDCNEH6COl3CqEiEBpLa4C7kDPb5/Szlhfj57b7WJJtT4GXI1KNACwEPgY+Avwgi0txWc52H3niNCIYe4FLAJuwLDP9W3lXUcIMQMwpJTznNu/ApBS/um0duwcRgtt3Y8QwgIscxEiDgCzpZQ5zh/jdCnlsNPZx3MJN+NtoB9s3Y4QYinwD+dHz+9uxGWsZ6LndodYUq2TUOHPBPCNLS2lW1aVfC+0neEIIa4D5ksp73Fu3wpMk1Lef3p7du4ihDgGFKPi2PxHSqldyH2MGyGiREoZ5XK8WEqpl5B8hAeh7Q6gFNgM/FJKWXy6+ncu4hzzNcBo4ISe391Hq7H+BXpunzH4Kk7b2YQ7m7vvluTa88yUUmYLIeKAz4UQ+6WUa053pzQaH/I8KpimdP79C3DXae3ROYQQIhz4EPiZlLJUiDPedPqsxc1Y67ndAc60VdcCFlzkqu5IGO+rNFZnE5lAX5ftZCD7NPXlO4GUMtv5Nx9YDEw9vT36TpDnXDZqtFXJP839OaeRUuZJKRuklA7gRfQc9xlCiACUEPGmlPIj5249v7sBd2Ot57ZXLAWuRAXWrXD5+JzvoqZtEzBECDEAyELFmbv59Hbp3EUIEQaYpJRlzv8vBXz+9qFpw8fA7UCa8+/S9otruoIQoo+UMse5eTWwu73yGu8QSqX2X2CflPIZl0N6fvsYxKbqFAAAUjxJREFUT2Ot57ZXJNvSUub3REPfOZs2AKfL8rOoHGH/k1I+cXp7dO4ihBiI0q6Bekl4S4+3bxFCvA3MBmKBPOBxYAnwHsoV/QSwSEpZdJq6eE7hYbxnA+NRS0g24AcuDzrNKSKEOB8VC3QX4HDufhTYgJ7fPqWdsb4JPbfbxZJqfQF4zpaWsqu72/pOCm0ajUaj0Wg0vsCSat0LDEal8KxB2c47bGkp43zd1ndxeVSj0Wg0Go3GVyxw+V+gbOUf7Y6GvouOCBqNRqPRaDQ+wZaWchyIBn4MpKO8bD/tjra0pk2j0Wg0Go2mk1hSrUNRzow3ASeBdwFhS0uZ011taqFNo9FoNBqNpvPsRzlvLLSlpRwGsKRaf96dDWqhTaPRaDQajabzXIvStK2ypFqXA+/gPoC/z9DeoxqNRqPRaDSniCXVGgZchVomnQu8Ciy2paWs9HVbWmjTaDRnHEKIGOBL52YC0AAUoNzqX5NS/qgb2vwZUCSlfM3D8cuBKVLKx33dtkajOTewpFp7AYuAG2xpKXN9Xb8W2jQazRmNMxl7uZTy6W5swx/YCkyUUtZ7KCOcZWZKKSu7qy8ajUbjCR3yQ6PRnDUIIWYLIZY5/zeEEK8KIVYKIWxCiGuEEE8JIXYJIZY78ygihJgkhFgthNgihFjRmLOyFXOBrY0CmxDip0KIvUKInUKIdwCkesNNBy7vkYvVaDSaVmihTaPRnM0MAlJQyZrfAFZJKccAVUCKU3B7DrhOSjkJ+B/gLo3aTGCLy3YqMEFKORa4z2X/ZuACn1+FRqPReIH2HtVoNGczn0kp64QQu1C5hJc79+8CLMAwYDTwuVrdxA9wlzexD7DPZXsn8KYQYgkqj2sj+UCi77qv0Wg03qOFNo1GczZTAyCldAgh6mSzka4D9fsmgD1Syhkd1FMFBLtspwAXAlcAjwkhRjmXToOdZTUajabH0cujGo3mXOYA0FsIMQNACBEghBjlptw+lGcqQggT0FdKuQp4GIgCwp3lhgK7u7vTGo1G4w4ttGk0mnMWKWUtcB3wpBBiB7AdOM9N0c9QmjVQS6hvOJdctwF/lVKWOI/NAazd2WeNRqPxhA75odFoNIAQYjHwsJTykIfj8cBbUsqLerZnGo1Go9BCm0aj0QBCiGFAvJRyjYfjU4A6KeX2Hu2YRqPRONFCm0aj0Wg0Gs1ZgLZp02g0Go1GozkL0EKbRqPRaDQazVmAFto0Go1Go9FozgK00KbRaDQajUZzFqCFNo1Go9FoNJqzAC20aTQajUaj0ZwFaKFNo9FoNBqN5ixAC20ajUaj0Wg0ZwFaaNNoNBqNRqM5RSyp1jBLqtWvJ9rSGRE0Go1Go9FovMSSajUBNwLfA6YANUAQUAB8CrxgS0txm8O4q2hNm0aj0Wg0Go33rAIGAb8CEmxpKX1taSlxwAXAeiDNkmq9pTsa1po2jUaj0Wg0Gi+xpFoDbGkpdV0tcypoTZtG4wOEEDYhxMWnux/gm74IIfYIIWb7pke+QwhhCCGM090Pd5xJc+BU6On+n6lzTKPxgr6WVOskAEuq9QJ3BbpDYAMttGnOQYQQ6UKIYiFE0OnuS2cRQqwQQvzOzf4rhRC5Qgj/nuiHlHKUlDLd2fZZJ4yczXOgNefCtbibQ65zTKM5y3gBuMGSar0NuLUnG9ZCm+acQghhQdkVSOCK09ub9vEggL0C3CqEEK323wq8KaWs7/aOneWcTXMAPM6DxmMWzvBr6akXCY3mDGKfLS3lYSAamN6TDWuhTXOucRvKEPQV4HbXA863/QeFEDuFEHYhxLtCiGDnsYlCiG1CiDIhxPvOY39wOVcKIQa7bL/ierxVO6lCiCPOuvYKIa5u1YdHhBA7gQo3D7wlQC/Ug7rxnGjgcuA153aiEOJDIUSBEOKYEOKnngZDCDHCqakpcS5HXeFyrK8Q4iNnPSeFEP9o1c+LhRCvA/2AT4QQ5UKIh4UQDwkhPmzVznNCiGc99CFCCJElhJjVan9f57jGeOr/KXJKc8B5/EyZB95ci9v718F97czc8VjWXf89Xa+7OeRSx8UudbY3V9u9b6367S+EeMx5zkkhxM3Oeft/nq5Vo+kknwLY0lL+htK69RxSSv3Rn3PmAxwGfgRMAuqAeJdjNmAjkIgSjPYB9wGBwHHgASAAuAaoBf7gcq4EBrtsv9LquA242Pn/ImcbJuAGoALo41JuO9AXCPFwDS8CL7ls/wDY7vzfBGwBfuPs90DgKDCvdV+c13IYeNRZdi5QBgwD/IAdwF+BMCAYON/D9TT979zu47ymKOe2P5APTPJwPQawwsOxcmB2J+6vARi+ngPOY12aB27GqUvzoL1r8XT/2ruvHc2dVvfcm7It+u/F9V7c6tpc2/M4Vzu6b27GLA34AjADC51l9wIRp/v3SX/OrU//R5Yt6v/Isgjn/7/u/8iyj/o/smxid7apNW2acwYhxPlAf+A9KeUW4Ahwc6tif5dSZkspi4BPgPEo9ba/81idlPIj1APilJBSvu9swyGlfBc4BExt1YcMKWWVhypeBRYJIUKc27c594GKCdRbSvk7KWWtlPIoSsi70U0904FwIM1Z9itgGXCTsz+JwENSygopZbWU8hsvry8HWIN6SAPMBwqdY94CIYQf8EPgJed2byHEQJci9UCIECJeCPGtEGK1EOIrIUQfb/ripr1TnQNwhs2DDq7F0/1r7752Zu54U7ZF/7243vZob666tufuvrmOWSTwM+BeKaUd2AAMB96QUpb5ap5pNE4es6WllFlSrecD81C/0893Z4NaaNOcS9wOrJRSFjq336LVkhKQ6/J/JepBkQhkSSld499knGonhBC3CSG2O5d5SoDRQKy3dTsfsgXAlU4BZwrqWkA9xBMb63bW/ygQ76aqRCBDSulw2XccSEJpSI7LU7eRexVojEN0C/C6h3KjgThghXP7F8C9AE6hNAKlpStEaYRmoZaB7z7Ffp3qHIAzbB7Q/rV4un/t3dfOzB1vyrbovxfX2x7tzdVGPN03V+YCB51CJiitnR14zrntq3mm0QA0OP+mAM/b0lKWouZct6ENSDXnBE4B4HrATwjR+OMeBEQJIcZJKXe0c3oOkCSEEC4P7L4ozUYjlUCoy3YCkOmmH/1RGomLgHVSygYhxHbA1bHAm+CIr6E0bMNQD+485/4M4JiUcogXdWQDfYUQJpeHYT/goLOefkIIfy8EN3f9XQI8L4QYjbK3e9jDuUlAsZSy1Lk9n2YBbxZQDGxr9bCOAPZ00Kc2dHEOwBk0Dzq6Fjzfv/bua2fmjjdlm/rvxfV2NOfbm6udIdFZVyP3ogTxMgApZYPLsVOaZxqNC1mWVOt/UOYoT1pSrUF0szLs9GnaDHMYhrlHcnVpvhNchXrrGYlaNhkPjAC+Rgk/7bHOee79TiPmK2m7rLMduFkI4SeEmI8SONwRhnpAFQAIIe5EaRw6y2uoH4Lv07w0Cmq5rtRpBB7i7M9oIcQUN3VsQNkVPSyECBAqJtZC4B1nPTlAmhAiTAgRLISY6aEveSibpiaklNXAByjtz0Yp5QkP5xYBkUKIAUKIm1BvoSOFEFEo+7RnGx/SQojxQogNwP3AVk8D0w5XcepzAM6seXAV7V+Lp/vX3n3tzNzpTFlvrrfNHGpFe3O1M2QC44UQfYQQ01Be13FCiCbthw/mmeY7jiXVOsOSahWoF6sVwHxbWkoJyt7yoe5su+eENsNswjDfjGG2Ypjzgf1ADoZ5D4b5zxhmb97+NBpP3A68LKU8IaXMbfwA/wC+J9oJSyClrEUZnd8NlKCW+5ah8sk18gDqIVKCyje3xENde4G/oASAPGAMsLazFyOltAHfoh6GH7vsb3D2YzxwDLXc8xLK6NrddV0BLHCW+xdwm5Ryv0s9g4ETqIfdDR668yfg185lrwdd9r/qvD5PS6MAm1AP3u2o8b0COA9l77QBeNKlv9ullNOAx1DpYTrLKc8BZ/tn0jxo91pQGqw296+9+9rJueN1WS+v19Mcajzf41zteKhasBxYiXI+eBt1P7cDX7m01dV5ptHcjnLU+R8QiXKawZaWkmNLS1nZnQ33XBorw7wa5dGzFNiNYXc49/cC5qAMbBdj2N/omQ5pNJ5xvon/W0r58unuy5mKEKIf6uUrwWX581TrCpJS1jj/n4fyUvyFm3IGgJTS6Ep7neiXngfnEN7OM43GGyyp1uGoF415qBeaVagXh7W2tJSG9s49VXrSpu1iDHvbtA6GvQj4EPgQwxzQg/3RaJoQKobYAdRb/veAsagvn8YNQggTyqngna4KbE4mCiGeRC0JVgN3+aDOTqPnwTnPGTHPNOcGtrSU/agX179aUq0hKAXUIuAZYHJ3tNnzCeMN8yJgOYa9DMP8GDAB+AOGXdsWaE4bQoh7gd+jPNKOAL+SUlpPb6/OTIQQYaglsOPAfCnlKXtYnkLbswFkN6U/0vNAo9F0hCXV2q521paW8kx3tX06vEcfw7C/j2E+H7gUeBoV12TaaeiLRgOAlPIFejqy9VmKlLIC9+EWeqLt9G6uX88DjUbTERHOv8NQIZka7Y4XomJYdhunw3u0RVwTDHu3xzXRaDQajUaj8QW2tJTf2tJSfouKQzjRlpbyS1tayi9RmUuSu7Pt06Fpy8IwN8U1wTB3e1wTT5hMJhkSEtJxQY1PcDgcmEw6nnNPoMe6Z9Hj3XPose5ZzrbxrqyslFLKnupwP1Squ0ZqAUt3Nng6hLbrUQE2n8awl2CY+9DNcU08ERgYSEVFxelo+jtJeno6s2fPPt3d+E6gx7pn0ePdc+ix7lnOtvEWQnhKD9gdvA5stKRaF6PiFF5Ny7iaPqfnhDbDPANYj2GvBD5q3m/P4f/bu/P4qKq78eOfO5N94WaBQCCBAQQEWQVEFBW0Wu3gVrfa1tpV+2tr7fa08/Rp621tn459tNZqbWurltZ9KWodXHDBFRRQNtmRQfawJEMm+0zu749zk0wgCcks9ybh+3697mvm3rlzz8l9Bfhy7jnfr0oGKYQQQgjRJwT93t94fIEXgLOsQ18J+r0fprJNO0fargf+hKFvRi2hfxEjtO843xFCCCGE6JWCfu8H2FhZw8aRttA31avekozuHxh6u2R0GKGUJKMTQgghhEg2jy9QCIwBslqOBf3elK0gtX9OmxFqTUaHoduSjM4pu6vqeGjZDnZX1lFakMU1M8oZNciRTAltwgdg84uw50MI7wdXGmTpUHwSlE6G8lmQLoszhBBCiK54fIGvo0rblaHKpZ2OKuV2bqratHNOW1fJ6LZjhG7q5nXKUcW0hwDNwH0YobswdANVXPuAdeZPMUKL4u9wYt7depAb/7WSuqYoQwuyeWFdHQ+8vZ2fz5/Al2Z77O9QpAFe/19Y9meINkBWAeSXgtkMNQeg7rA6z50BI8+GSVfD+PmQkWt/X4UQQoje72ZUnrZlQb93nlXW6pepbNDOkbZkJaOLAD/ECH2AoecDKzH0xdZnd2KEbk9KbxPw8YEw3/jnCsoKc/jbl2YwvDiHA9UN+J5ewy+e/YjDNY1871Nj7etQXRU8fCXsWg5TPg+n/z8YMgk0re2c2sOweyV8vATWPwsLb4BFA2DadTDrRigcYV9/hRBCiN6vPuj31nt8ATy+QGbQ793o8QXGpbJBO+e0qejT0F8GTsUIVVv7BvBkD67TttpUlcLaAAxLal8TYJomP35qDWluF//46kxKdfWocVB+Jvd9aQY/eXoNf3hlCyX5WXx+1vDUd6ipDh79HOxZBVctgFMu6/i8nCIYc77azr8VPlkKKx6A9/8K7/0ZTp4Ps7+tHp/GBntCCCHEiWmXxxcoAJ4BFnt8gUpgTyobdKL26EZgCkaowdrPBFZjhE6O41oe1CjdRFTx6i8DR4AVqNG4yg6+cwNwA0D2b2unv/DS4mNOScSKfRHuWdXAVyZmcE5Z+jGfR5tN/vBBAx8diuI7LYuxhe6ktn+0sZv+ROnexayf8CMOlMzp8fcz6w8ydM8ihu55ifRImCP5Y9hVdgkHBp2B6epZzB8Oh8nLc3hO3wlC7rW95H7bR+61vfra/Z43b16taZopn9fj8QU0oCzo9+609s8BdODFoN/b2OWXE+BE0PY/qAS7scnonsAI/W8Pr5MHvAH8BiP0bwx9MHDQuuatQClG6KtdXSIrK8usr6/v+c/QCdM0ufRP7xCuj/Dy988mzd1xUubq+ia8f3ybSLSZRTefRUFOiqp4rX8OnrgO5nwfPmUkdq3GGlj9KCy9Fw5vgwFlMOsGOPV6yC7o1iX6WpLGvkzutb3kfttH7rW9+tr91jTNlqANwOMLrAz6vdPtaKuF/bUpjNBvgK8AlUAV8JU4ArZ04GngYYzQv63r7scIRTFCzcDfgNOS2Otu+eCTKtbsCvGVOSM7DdgA8rPSuefz0zgQbuDHT60hJYFz/RFY9F8wZDLM+5/Er5eRCzO/Dt9ZAdc+BkUjYfEv4PcT4IWfwOHtibchhBBC9B3LPL7ATDsbdKqg2HbUstgPgXwM/exuf9PQNeB+YANG6Pcxx0tjzrocWJeUnvbAs6t2k5Xu4rPTjj/FbnJZAT+58GReXr+fJ1bsTH5nlvhVSo/5fwD3sY9p4+ZywbiL4MvPw41vwviLYfnf4Y/T4PEvwo6lYPforRBCCGG/ecBSjy+wzeMLrPH4Ams9vsCaVDboQJ42PdG8JmcC1wFrMfRV1rGfAtdi6FNRj0eDwI3J6nJ3RJtNFq3dx7knl5Cb2b3b+tUzR/Laxgp++Z/1nD6qmBHFSRrRrdgI7/0Fpl8PZSkcuS2dAp/9q3r0uvxvsPx+2PAfGHqqWrQw/hJIS9GjXyGEEMJZF9ndoBMF41vzmmCE5lkVErqf18QIvQ10tHzRsZxsAO9vP8zBcAOfmVR6/JMtLpfG7VdN4dN/eJMfPLGaJ26cjduVhJWZr92qHmee+4vEr9UdA0rhvF/AWT9sm/f29Ncgb7Ca8zbjKzBgqD19EUIIIVLI4wtoQb/XDPq9O453TrLbduLxaD1GSM3+N/RMq0JCSvOa2CGwdg9Z6S7OPbmkR98bWpDNry+byModlfzljW2Jd2Tn+7DxeTjju5BbnPj1eiJ23tvnn4TSqfDm/8GdE+Hx6yioXCOPToUQQvR1r3t8gZs8vkC7vF0eXyDD4wuc6/EFFqDqrSedEyNtuzD0Aqy8Jhh6yvOapJppmryyvoK5Y0vIyej5Lb1kylAWr9/PnYs3c87YQUwcpsfbEXjFgNwSlUDXKS4XjL1AbYe3q3xvH/6LqXXPwe6HVGA35XOQNcC5PgohhBDxuRD4KvCoxxcYiVpUmQW4gZeBO4N+76pUNGxv0KYWEXwXI1QFGBj661h5TWztR5IFD9Wy70g9c8YMjOv7mqbx68smsiJYyfceX8XzN80hKz2O/G1bX4Ed78BnbofMXpJXp2gkXHArzPspG57+LeOPvAUv/JcKLqdcAzO/AYMnON1LIYQQJwCPL/AAMB+oCPq9E61jRcDjgAc1J/7qoN97bJ5XS9DvrQfuBe71+ALpwECgLuj3VqW089j9eNQImagRtpb9NzBCz2GEUpaIzg5Ltx0CYPbo+B9HFuRk8H9XTWZrRZjbXtzY8ws0N8Mrv4RCj5pH1tukZ7N/yLlww+vwjddgwqXw4cPw59nwwEWw+jFVvUEIIYRInX+gRspi+YBXg37vGOBVa79bgn5vU9Dv3WtHwAbOzGlbhqHbmtck1ZZ+fIiS/ExGDUxs9edZYwbx5TM8PPhOkLe2HDj+F2Ktexr2r4V5P+v9KzaHTYfL/ww/3Ajn/wrC+2DhjXDHOFj0Y9j/kdM9FEII0Q8F/d43gcNHHb4UWGC9XwBcZmefesKJOW3zgBsx9B1ADWolqIkRmuxAXxJmmiZLtx3izJOK0ZJQk9N30cm8teUAP3pyNS997+zuVUuINMLrv4bBk2DiFQn3wTY5RXDmzWrRRPAtWLkAVj6o6p2WzVQjhhM/qxY4CCGEEMfhyh6Q5vEFVsQcui/o9953nK8NDvq9ewGCfu9ejy/QsxWFNnIiaLM9r0kqba0IczDcwBkJPBqNlZXu5g/XTOPye9/h589+xN3XTjv+lz78F1QG4QtPqUUAfY2mwciz1VZzCNY8pgK4574DL/43TL5KBXBDpzrdUyGEEL1Yc92RSNDvneF0P1LFvqDN0DWMkIkR6jSvSes5fciKHWqu4mkjk5deY1KZzvc+NYbbX97Mp8aXcOnULiosRBrgrTugfBac9Kmk9cExucUqMe/p34JPlsEHC2DVI2oFaukUFbxNuhKy4lxhK4QQQrS33+MLlFqjbKVARU++7PEFvglMR82H+yIQCPq9f05BP22d0/Y6hn4Tht4urwmGnoGhn4uhpyyvSSqt3lmFnp2Opzgnqdf95jmjmT6ikJ89s449VV1M0P/gn3BkN8z9bzVi1V9oGoyYDZf/BX64Sa2IbY5C4Adw+1h4+uuw7TV1TAghhIjfc7TFH9cDz/bw++cCNwDfCfq984EpSexbO3YGbRcCUeBRDH0Phr4eQ/8Y2AJcC9yJEfqHjf1JilU7q5hSXpCU+Wyx0twufn/1FKLNJj96cjXNzR0MQDbVq1G24bNh1Nyktt+rZBfAad+Ab76tVp5Ouw62LIZ/XQ5/mAyv3gqHkpCYWAghRL/m8QUeRZXOHOfxBXZ5fIGvAX7gfI8vsAU439rviUNW9YPbrP2GpHX4KDY+Hg215jXB0Fvzmlg52/qk2sYIm/dXc8GEwSm5/ojiXH4xfwK+f6/lwXeDfG3OyPYnfLAAqvfC5X/tX6NsndE0tfJ02HS44New+QWVNuTt38Nbt0P56TDtCzDhMkncK4QQ4hhBv/faTj46r6fX8vgC04N+70rgLuva/7E++nec3TsuJxYigBFqAvY60nYSrdt9hGYTpg4vSFkb18ws55UNFdz24kbmnDSQcUPy1QdNdfDW72HEHDWB/0STngWnXK62I3thzeOw6mF47iaVNmTCJTD1C+A5q28uzhBCCNHbXe/xBf4buL3lgMcX+H3Q7/1BqhqUf80SsGqnWoQwuawgZW1omob/ikkMyErj/z28kur6JvXBigdVfrN5/WwuWzwGlMKc78G334evvwpTr4VNL8I/L4G7JqvqCxUbnO6lEEKI/qUCmAH82+MLbPL4AtuBIals0JmRtkQYejnwT9SNaQbuwwjdhaEfU4YCI9RpGYpkWLMrxLCCbAbmZaayGQbmZXL3tafyxfvf4wdPrOavV4/H9fadahTJMyelbfcpmgZlM9T26f+FTYtg1aPwzh/h7TtVHrvJV8HEK0HvYkWuEEIIcXxfBMYF/d4Gjy8wFPgt8GEqG+yLI20R4IcYofHA6cC3MfQJWGUoMEI9LkMRr/V7jzBhqD1zp2aPLuZn3vEsXr+fux9dCDUVMO+ntrTdJ6Vnq0TDX3xKrT696HeQlgmLfwF3ngL/mK9ywdVVOd1TIYQQfdNOYCRA0O/dE/R7rwduTGWDzo20GfoxeU0wQsfPa2KE9tIyH84IVWPoG4BhqDIUc62zFgBLgJ8kudet6hqjBA/WMH/y0FQ1cYwvn+Fh7c7D3LkKRg/7CvNHnGFb231a3iCYdaPaDm2DtU/B2ifgP9+FRT+CsZ+GSVfDmAvUXDkhhBDi+G4Gnvb4Ah8AHwBlqEpPKaOZpkO5bA39CeAa4C2M0BwM/S8YoW/28Boe4E1gIvAJRqgg5rNKjFBhB9+5AZVPhezf1k5/4aXFcXX/46oov1pWz3emZjJjiH2xb/HOl/jV+oF8wDi+NTWL6YP7zhPucDhMXl6e091QTJP86q0M3v8GJRVvkdFURcSdy4FBs6koOYuqgkmYLrfTvYxbr7rXJwC53/aRe22vvna/582bV2uapm21Dz2+QCbwKWAaKtXHI0G/d3eq2nPyX/xDqkKCHl9eE0PPA54GvocROoLRzQz5Rug+4D4A059lzp07t0fNttj7/ifAWq46fzYjim36/YhG4O6beHBkGdc1nc69q0P86tIxfGHWCHvaT9CSJUuI936nxjzgG+q+bn+DtLVPUrrhP5TuewVyimH8JWp1qmcO9LEArvfd6/5N7rd95F7bS+5314J+bwMQsLaUc3JO2x8AMEI9z2ui8rw9DTyMEWr53n4MvdT6vMdlKHpqw94j5Ga4KS9MbiWELq17Gqo+Ie/sm/jX12dx9piB/M/Cdfz6+fU0RZvt60d/406Dk85T1Rf+aytc87BKVrzmCbUC9Y5xEPghBN+WCgxCCCEcY/9Im6HfBYwHTAx9NfAIRmgVRuiNbn5fA+4HNmCEfh/zSUsZCj/xlaHokQ17j3By6QBcLpvSbTQ3qxWQJRNg7IXkuVz87UszuPX59fz97e18uLOKuz43lTI7g8j+KD0bxs9XW2MtbHkZPlqokvgu/zvkDYEJl6oRuPJZkgNOCCGEbZz4F2cD8H+oDMIVwEMY+nd68P0zgeuAczH0Vdb2GawyFBh6vGUouq252WTD3mrGl+anqoljbX4BDmyAOd9vDRTS3C5+eelE/njtNDbtq+Yzd73FSx/ts69P/V1GDpxyGVy9AH68Da58AMpnqkoUD16oVqG++N/wyXsqqBZCCHFC8vgCKc3P1sKBkbbQX2L2FmHo9wDLgXu6+f23gc6Gt3pchiIeuyrrCDdEmFDazXl0iTJNVf2gYASc8tljPr5kylCmlOnc9OiH3PivlfzflZO5aka5PX07UWTkqhQiE6+AhmqVvPejhWr0bdm9agTuZC+Mv1jNgXOnO91jIYQQ9lkEnJrqRpxO+XESkA8ccawfcVi/V3XXtpG24FuwewV4f6/mX3VgRHEuT35zNl9+YDm/ePYjTh1RyOhBfWfFT5+Sma+S9E6+CupDqnj9+mdh9aOw4n7IKoBxn1EB3Oh56pGrEEKI/syWuVJOTshZhHpUWobKItxnbNlfDcDYwTYFbW//AXJLVC3NLmSmubnzmqlkpbv45X/W29O3E12WDpOuhGv+Bf+1TS1iGHshbArAY9fC70bDE9er3HD1fer/JkIIIbrvb3Y04sRChCeAWzBCG4D7MfQHUWUfnre9L3HaUhFmWEE2uZk23L7962Hbq3Duz7uV+HWInsWXZnv442tb2BeqZ4guyWJtk5HTtogh0qhGSDf8BzYGYP0z4M6AUfPUCNy4z0BusdM9FkIIkQRBv/deO9px4vHoQ8Dj1irQlUAeqoZon7G1IsxJJTY9elx2L6Rlw4yvdvsrF5wymLte3cLSjw9y+bSyFHZOdCotQ6UROek88N4BO99XAdyG/8CWl0BzwfDZMO4iFcAVj3a6x0IIIXo5JxYiPAc8h6FPBqaiHtEusr0fcYo2m2w7EGb2aBtGScIHVK6waV+AnKJuf+3kIQPIz0rj/e2HJWjrDVxuGDFbbZ/+DexdrYK3zS/Cyz9T28CxbQFc2cw+l8xXCCFE6jm4ECG0BljjWPtx2l1ZR0OkmTF2jLStuB+iDXD6t3r0NbdLY2p5AWt2hVLUMRE3TYOhU9V23s+hcocK3jYtgqV/gnfuUtUYxl6ogrhR8yBTFpQIIURvY5WwugLwEBNPBf3eX6Wqzb5TuLKX2HpALUJI+ePRpnqVTmLMp2HgmB5//eQh+SxYuoNItJk0tySA7bUKR7QVs68PwdZXYNMLsPF5WPUwuDNh1DkqgBt7IQwY6nSPhRBCKM8CIdRUr56V4oyTBG09tGV/GLAhaFv7JNQcgNk9G2VrMW7IABojzQQP1do3/04kJktvywUXbYJPlqoAbtMiVZmB78PQaTD2Ihh7AQyZIhUZhBDCOWVBv/dCOxt09m98Q7clg3Ayba0IMzAvk4KcjNQ1YppqAcLgiTDynLgucfIQlY5k077qZPZM2MWdDiPPhgt/C99dBd96D867BVzpsOS3cN9cVRP1mW+pJL91VQ53WAghTjjvenyBSXY26PRImy0ZhJNpS0U49fPZPl4CFevh0nvVHKg4nFSSh0uDTfur8VKa3P4Je2kalJystrN+ADUH1WPULS+rdCKrHgbNDcNPhzEXqM00ne61EEL0d3OAL3t8ge2ox6MaYAb93smpatDpoM2mauvJYZom2yrCXDZtWGobWv53NRl90pVxXyIr3c3QgmyCB2uS2DHRK+QOhCmfU1s0oqplbHlZba/cAq/cwumZAyF8sQrgRp4tixmEECL5LrK7QaeDNlsyCCdLRXUD1Q2R1M4RC+1Sc5jOvBnSMhO6lKc4lx2Ha5PUMdErudPUCNvw0+G8X8CRPbBlMdVLHyFr7ZOw8kGV1HfEmTD20yqIk5xwQgiRsKDfu8PuNp0N2oyQLRmEk6VlEUJKH4+u/Id6tDX9KwlfanhxDovW7k28T6LvGDAUpl/PR9UjmDvnDLWYoWUU7kWf2gpHwuhzVeJfz1mQNcDpXgshRJ/k8QWmAGdZu28F/d7VqWzP6ZG2njP0B4D5QAVGaKJ1zAC+ARywzvopRijpCXu3VqQ43UekEVYuUCMihSMSvpynOIeq2iZCtU3oOelJ6KDoU9IyVLqQUeeopL6Ht6vi9ttehdWPqTyArjQoOw1OOhdGnwelU2VFqhBCdIPHF7gZFXv82zr0kMcXuC/o996dqjb7XtAG/wDuAf551PE7MUK3p7LhLRVhBmSlMSg/sceWndr4H6ipgJlfT8rlRhTnArDjcA2TcwqSck3RhxWNhFk3qC3SoEprbXsVtr4Kr/1abdlFMHqeCuBGnwsDZBGLEEJ04mvArKDfWwPg8QVuA5YC/ShoM/TvAA9jhCrj+37oTQzdk9Q+dVNLzVEtzhWdx7X8figYof7BTIIRxTkABA/VMrmsICnXFP1EWiaMPEttnzIgXKFWLW99Fba9BuueVueVTGh7lDp8NqRnO9lrIYToTTQgGrMfJcULLJ0YaRsCLMfQPwAeAF7CCCUjP8F3MPQvASuAH3YaFBr6DcANAJoZZcmSJd1uYMPuGqaWpPXoO92VG97BzB3vsG3U9ex8882kXLMhom7rkhXrGFC5OSnXTEQ4HE7JvRPHiu9el0DRtVD4OXJrghQd/pCiwx+iL/sLrqX3EHVlENJP4XDRNA4XTaM2pzzulDT9jfxu20futb3kfnfpQeA9jy+wEBWsXYaKa1JGM53I52ToGnAB8BVgBvAEcD9GaFs3v+8Bno+Z0zYYOAiYwK1AKUboq8e7TFZWlllfX9+tJitrGpl262L+5zPj+cbZo7r1nR4J/BA++Bf8YAPkJq8Y/Wm/eYWzxw7i9qumJO2a8VqyZAlz5851uhsnhKTe68YaCL6jRuC2vQoHrf8A5A1WyZ9HnQOj5oJelpz2+iD53baP3Gt79bX7rWlarWmauXa15/EFTgXORAVtbwb93lWpbM+ZOW1GyMTQ9wH7gAhQCDyFoS/GCP04juvtb3uv/w14Pkk9bbX1gFW+anAKFiE0VKuJ4RM/m9SADaC8KIddlZL2QyQgI1eVzRp7gdqv2gkfvw4fv6Fe1z6hjhefZAVxc8EzB3KKHOuyEEKkiscXeDvo987x+ALVqMEiLeYzM+j3pmxJvhNz2r4LXI8aGfs78F8YoSYM3QVsAeII2vRSjFBLbovLgXVJ6m2r1pqjg1IQtH30DDSGk5Lm42jDCrJZtbMq6dcVJ7CCcjj1S2ozTVW94+MlKohrWZWKBkOnto3EyXw4IUQ/EfR751iv+Xa37cRI20Dgsxih9knpjFAzhj7/uN829EeBucBADH0XcAswF0Ofiop4g8CNSe0xahFCdrqbYQUp+Idn9aNQNBrKT0v6pYcWZPPCur00N5u4XDL/SCSZpsHgU9Q2+9uq0P3ulW1B3NJ74J0/gDtT/X6Pmqu20qkqMbAQQvRRHl/gtqDf+5PjHUsmJ/7WzDw2YNNvwwj9BCO04bjfNkLXdnD0/iT1rVNbKqoZXZKb/MDn8HbY8Q6c+/OUTOoeVphNU9TkQLiBwQOykn59Idpxp7dVaJjrg4awSvDbEsS9dqvaMnX1CHXUXFVma9A4WdQghLCFxxcIAtWo1Z6RoN87I85LnQ8cHaBd1MGxpHEiaLP9h0yGbRVhThuZgjk6qx8DNFVHMgWGFahAbVdlnQRtwn6ZeTDmfLUBhA9A8E0riFsCmwLqeO4gFcR55qgqDQPHShAnhEileUG/92A8X/T4Av8P+BYwyuMLrIn5KB94Nxmd64x9QZuht/6QGPrRP+Q7tvUjDuGGCHtC9YwZnOTH183N6tHoyLNTtvJuWIHK1banqo7pIwpT0oYQ3ZY3CCZeoTZQI83BtyH4Fmx/Cz5aqI7nlqgAbuRZKogrPkmCOCFEb/EI8ALwW8AXc7w66PceTmXDdo60dfpDYoRS+kMmaluFWoQwOtmLED5ZClU7YN5Pk3vdGEOtkbbdVXUpa0OIuBWNVNup16lFDZXbVfDWEsh9ZFWHyRvSNhI38mwoGiVBnBDiGK7sAWkeX2BFzKH7gn7vfUedZgIve3wBE/hrB593Kej3hoAQcK3HFygExgBZAB5fgKDfm5xkqx2wcaQt1PpD2tZmkmy1grak1xxd/Qhk5MH4i5N73Rj5WekMyEpjjwRtorfTNBWMFY2C6derIO7wx7D9zbYgbt1T6tz80rZHqZ45EsQJIQBorjvSnTlqZwb93j0eX6AEWOzxBTbGE2h5fIGvAzcDZcAq4HRUGatze3qt7rLz8ejbGKE5GHpLXpMWGmBihFKW1yRRWyrCpLs1PFZZqKRorFGpPiZcpvJgpdDQgmx2V0rQJvoYTYPi0Wqb8RUVxB3a2vYo9eM3YO2T6twBw9pG4kacKUGcEKJTQb93j/VaYVUzOA2IZ3TsZmAmsCzo987z+AInA79MXk+PZedI2xzr1fa8JonaWlHNqIF5pLldybvohudVbrapqR94LCvMZpcEbaKv0zQYOEZtM76qgriDW9TChuDbqmLDmsfVuXlDYMRsFcCNOAMGjQdXEv/8CiH6JI8vkAu4gn5vtfX+AuBXcV6uPuj31nt8ATy+QGbQ793o8QXGJa+3x5JESd2wpSLMxGF6ci+6+hEoGA7Dz0judTswtCCb97b36mmDQvScpsGgsWqb+XUVxB3YpFLofLJUld5qWdiQVaAS/I44Q22lU1R6EiHEiWYwsNDjC4CKgR4J+r0vxnmtXR5foAB4BvWYtRLYk4xOdsaJiggLgJsxQlXWfiFwR3dqhTqhvinKJ4druXzasORdNLRLPdo55ye2/O9/WEE21fURjtQ3MSBL/qES/ZSmQcnJapv5NRXEVe2AHUvbArnNL6hz03OgbGbbSFzZDKnYIMQJIOj3fgwkpRh30O+93HpreHyB1wEdiDcA7BYnRtomtwZsAEaoEkOf5kA/umXbgTCmCWNKkvhUd/VjgJmy3GxHG2pVcdhdWceAUgnaxAlC06DQo7aWaQjV++GTd61A7l1Y8lvABFc6DDvVGo07E4bPgqwkj64LIfoNjy+gAWVBv3cnQNDvfcOOdp0I2lwYeiFGqBIAQy9yqB/d0rJydEyyCsWbpsrNNvwMlerABsMKVdC2p6qO8aW9dr2HEKmXPxhOuVxtAHVVsPM9NRK3Y2lb2S00GDLRCuBmqy1/sIMdF0L0JkG/1/T4As8A0+1s14lg6Q7gXQzdWrvPVcBvHOhHt2zZH8bt0vAUJ2mF564VagXcmTcn53rd0FIvVdJ+CHGU7AIY+2m1ATTWwu4VahRuxzuwcgG89xf1WaEHyk9Xo3Dlp8Ogk2VxgxAntmUeX2Bm0O9dbleDDsxpC/0TQ19BWx6Tz2KE1tvej27aUlGNpziHjLQk/eW8+hFIy1apPmwyKC+TDLeLXRK0CdG1jByVvHfk2Wo/0gh7V8POZfDJMtj2Kqx5TH2WpUPZaTB8FgWVWdB4mvq+EOJEMQ/4plXLtAYrhVnQ752cqgadeiyZTkt+NvW++wz9AWA+UIERmmgdKwIeBzxAELi69fFrgrZUhBmbrPlsTfWw7mmVTDfLvseULpdGaUEWe6rqbWtTiH4hLQPKZ6rtjJvaEv7ufE8FcTvfg9cWMxVgrQFDJsPw06F8lnrNH+Js/4UQqXSR3Q3aP7Zv6DcDDwMDgRLgIQz9ph5c4R/AhUcd8wGvYoTGAK/SvkxW3BoiUXYcqk3efLZNi6A+ZEtutqMN1bPZXVlre7tC9CstCX+nfh4u+SN8+z348XbWTPo5nPFdtQJ1xQPw5PVwxzj4w2T49w2w/H7Y/5GqNyyE6C8+Ac4Crg/6vTtQA1EpnfzqxEjb14BZGKEaAAz9NlTZh7u79W0j9CaG7jnq6KXAXOv9AmAJ8JNEOxo8WEu02Uxe+arVj0L+UBh5TnKu1wPDCrN5e8tB29sVot/LKeJw8QyYO1ftRxph3xprJG4ZbHu9Lelvpq7Si7SMxpXNSHlFFCFEytwLNKOme/0KqAaeRlVJSAkngjYNiMbsR61jiRiMEdoLgBHai6GXdHqmod8A3ACgmVGWLFnS6anv740AEPpkI0uqtiTUwYyGSmZveYVPhl/O9jffSuha8WiqamT/kSZeee110lzOlPcJh8Nd3m+RPHKv7dXx/Z4IgydCydfIqt+HHtqAHtqIvncDudteBcDERTjPw5EB41q3uuxSKcHVBfndtpfc7y7NCvq9p3p8gQ8Bgn5vpccXyEhlg04EbQ8C72HoC1HB2mXAA7a1boTuA+4DMP1Z5tyW/x134IPFm3FpW7j6orlkpbsTa/fdu4FmRlzsY8SgsYldKw4VuTt5dtsaxk2dRXmRM5OllyxZQlf3WySP3Gt79fh+11XCzuVoO98jf9dy8ne/zbA9VuLf7CKV+LfMmks39FRb58D2dvK7bS+5311q8vgCbqx66h5fYBBq5C1lnFg9+nsMfQlwJipoux4jtCrBq+7H0EutUbZSoCLB6wGwce8RPANzEw/YTBNWPQLDZqiSOw5oydW2q7LOsaBNCGHJLoSxF6gNoDmqSnDteh92LYedy2HLS9bJGpRMUI9Sy2ZC+WlQPEbSjQjhvD8CC4HBHl/gN6gUZj9LZYM2FozXq7GiUYsW85mJEUrkv5LPAdcDfuv12QSu1Wr93iNMLS9I/EJ7V0PFevDekfi14jRUcrUJ0Xu53DB4gtqmf1kdq6uC3StVELdrOax/Bj5YoD7L0tV/AltG5Mqmq0BQCGGboN/7sMcXWAmcZx26JOj3bkxlmzYGbaHk5M0w9EdRiw4GYui7gFtQwdoTGPrXUKs5rkq0mSP1TeyqrOPa04Yneim1AMGdAad8NvFrxalUzwJgtwRtQvQN2QVw0nlqA7Xy9NBWK4h7XyXqfvN3YFpPYwaOVXnjymao0bhBJ6tgUAiRVB5foNNBKI8vYAb93pTNZ+i15aM6ZYQ6y5dxXifH47JxbzUAExIt+xRphLVPwrjPQE5REnoWn6x0NwPzMtldKUGbEH2Sy6WmVwwaC9O+oI41VMPuD9pG4za/AKseUp9l5MHQaaqm6tBTYdh00MtkkYMQCQr6vUksRt4zDsxp0zXgC8AojNCvMPThwBCM0Pu296ULG/YeAWDC0ASDtq2LofaQyuvksGGF2ewJSdAmRL+RmQ+jzlEbqPmzldvVnLjdK9Tj1WV/hmij+jy3RAVvw6arYG7YqfJYVYg+xImRNtvzmsRj/Z4jFOVmUJKfmdiFVj2i/qIcndSBwLiUFWS3BqNCiH5I06BolNqmXKOORRpg/zo1Ird7pXrd/ELbd4pGxwRy02HIJEjPcqb/QvQhHl+gdRAq6Pf+yuMLDAeGBP3elA1CORG0zcIInYqhfwiAEarE0FOa1yQeG/YdYXxpPloijxJqDsHml2DWjeB2/kn00IIsXtmwH9M0E/u5hBB9R1pmW0DGN9Sx+hDsWWUFcSsh+DasfUJ95kqDwae0D+QGjpX5cUIc64RIrtuEobfmNcHQU57XpKci0WY27avmutNHJHahdU9BcxNMsb9sVUeGFWTTEGnmUE0jA/MSHEEUQvRdWXr7x6oAR/bEjMathLVPqZJc0H5+3LDpao6czI8T4oRIrtuS16QEQ/8NcCUpzmvSU5v2V9MQaWZSmZ7YhVY9ogpID5mYnI4lKDbthwRtQoh2BgxV2/j5ar9lterulbDng2Pnx+UMVIHc0KnqtXSq+r4EcuLE0Y+T6xr6PcAjGKGHMfSWvCaqIoIR2mBbP7ph1c4qAKaVJzBBd/962LsKLvQnpU/JUFaokuruPFzH5LICZzsjhOjdYlerTrWeFsTOj9uzCvZ8CNteA9OqTJhb0j6IGzoNBpQ69AMIkXKtg1BWct0rgZ+nskE7R9q2AHdYFQseBx5NQiWElFi9s4qi3AzKi7ITuMgjam7IpIRTxiXNyIGqMPXHB8IO90QI0Se1mx9naaxVgVxLELd3FWx9pS1/XN7gtgCuJaDLH2J/34VIsqOS62rAZUG/N6WDUHYm170LuAtDHwF8DngQQ88CHgUewwhttq0vx7FqZxVTyvT4J+tHI7DmCRjzacgdmNzOJSA7w82wgmy2SdAmhEiWjByVzLf8tLZjjTWwb50K4PZ8qAK6rYtjArkhxz5azR9sf9+FSIDHF1gA3Bz0e/9k7Rd6fIEHgn7vV1PVphO1R3cAtwG3YejTUMXibwF6xdKkhkiULRVhLjwlgf8Jfvw6hPe3PVLoRUaX5LHtQI3T3RBC9GcZuTB8ltpaNNbAvrXtR+Q2v0hrYvn80rYAbsgkKJ0MA4bJHDnRm00O+r1VLTvWQoRpqWzQieS66cCFqNG284A3gF/a3o9ONEaaMU0YkJ0e/0VWPQLZRWqkrZcZPSiXx4OHJe2HEMJeGbkw/HS1tWgIq0AudkRu0wu0BnLZRW0B3JAp6n3L/DkhnOfy+AKFQb+3EsDjCxSR4rjKzoUI5wPXAl7gfeAx4AaMUK8a9mm2/q6IO6CpPQwbAzD9ekjrdennGDUoj9rGKPuO1FOqJzBnTwghEpWZByNmq61FYw3s/wj2roZ9a1RQ9959EG0A4CxXBmydbAVyk1QwN3gCpMvfZ8J2dwDvenyBp1D/07ga+E0qG7RzpO2nwCPAjzBCh21st0dMU0VtrngHodY+pf5ymXZd8jqVRKMHqcUIWyvCErQJIXqfjNxj58hFm+DgZti7hj0rFlGeVgnrnm7LI6e5VALgIbHB3GRH6z2L/i/o9/7T4wusQCXX1YDPBv3e9als086FCPNsaysBLSNtrnhH2j78J5ROUX9x9ELjBqs6txv2HuGsMYMc7o0QQnSDO11VaRh8CtuqSimfO1fVWa36RI3G7V2jXmMrOwDo5W0B3JCJ6hoFHpXORIgksIK0lAZqsZyvrZRMhh5ElZGIAhGM0IyeXqLZGmmLK2bbs0oN5X/m9ji+bI/ivEzKCrNZvTPkdFeEECJ+mgaFI9Q2/uK24zUH2wdy+9a2nyeXngsl41uDQAafAiUTZFRO9FjM6tEqa78QuKN/rR5NvXkYoYPxfrktaIsjavvwIXBnwqQr423eFlPKC1htJRAWQoh+JXcgjD5XbS0aa+DARjVXrmXb8Bx8sKDtnAHDVPA2+BQYbI3KDRyjRvmE6Fg/Xz1q6BpQhhHaaWu7PWC2Ph7t4Reb6tSw/IRLIDuBSgo2mFpWQGDNXg6GG6SclRCi/8vIPTYpsGlC9T4riFunXivWw8dLVM1oAFc6DBoXMyJ3ilr0kF8qqUgE9OvVowBGyMTQnwGmH+/UOJnAyxi6CfwVI3TfsX3QbwBuANDMKEuWLGn3cWW9Sv64ZfNmltRt73bDJfvfYEJ9iFWuSVQddc3epvmwWjL/0KK3mFpi369AOBw+5n6L1JB7bS+53/ZJ/r1OA6ZC8VQoBm1cEzm1u8mtCZIX3kFuzQ7yNr5C5prHW78RcedSk1tGbU45NbnDqcktpzZnOA2Zxf0umJPf7S7Frh4FuIoUrx7VWlZL2sbQ/wT8AyO0PAXXHooR2oOhlwCLgZswQm92dnpWVpZZX1/f7tieqjrO8L/GbVdM4pqZw7vf9oKLoTII313d6ye51jVGmfKrl/nS6SP42fwJtrW7ZMkS5s6da1t7JzK51/aS+20fx+517WE1GndgI1RsgAOb1PvamNk4GflqZK7kZBh0Mgwar/b1sj4bzPW1321N02pN08y1qz2PLzCBttWjq4Frgn7vt1PVnhNz2uYBN2LoO4Aa1A9qYoQSX25phPZYrxUY+kLgNKDToK0jcc1pq9gI29+Ec3/e6wM2UOWsZo0s4o3NB/iZ050RQoi+IKcIRp6ltlg1B1XwdmCj+rfgwEbY/JKa49wiI08Fb4OsYG7gWDVfrmC4zJnr+zKA4agcbduBp1PZmBNB20Upuaqh5wIujFC19f4C4Fc9vYwZT8qP9+9TCxCmf7mnzTnmnLGD+HVgA7ur6hhWIPnahBAiLrkDIXcOeOa0P15zCA5uaj8qt/UVWPVw2zmuNCgcqQK44tFQPAaKT1L7uYP67Ohcb+fxBS4E7kKVz/x70O/19/D7Y1FVna4FDgGPA1rQ7015ajNnao8aeiEwBsiK+WRHglceDCzE0EH9XI9ghF7s8hvuDNbtbp/6Ym9IPS7t9h+V+hCsfkytGO1FxeGPpyVoe31jBV88fYTT3RFCiP4ltxhyz4ARZ7Q/XnsYDm1V28EtcGgLHNoGW19trfoAQKauArmBViBXfBIUjVRBXnaBrT9Kf+LxBdzAn4DzgV3Aco8v8FwPk+JuBN4CLg76vVut634/6Z3tgBO1R78O3AyUAauA04GlqGfCCVw39DEwpSdfMQcMZv7db3f4WW5mN+vXf/gwNNXAaTf0pGnHnVSSx+hBuTy3eo8EbUIIYZecIsg5quIDQHMUQjutYM4K6g5tgeA7ELMIAoCsAiuA86ggrtDTtj9gGLi6+e9XPxJtNlke7FaxpdOArUG/92MAjy/wGHApPUuQewVqpO11jy/wIqospy3Dok48Hr0ZmAkswwjNw9BPxqGC8Vr4IH/70rH5dzPTXMweXXz8CzRHYfnfoHwWDJ2a/A6mkKZpXD5tGLe/vJldlbWUFeY43SUhhDhxudxWEOaBkz7V/rPGWjj8MVRuVwveDm9X7/euhg3/geZIzHXS1Vy5liBOL1cLIVpe84f02qAuEm2mtilKbUOU2sYItY1Ra4sQbohQWdPI4ZomKmsbOVzTSGVtI4fCjRyqaeBguJFos4kre0CaVVqqxX1Bvzc2k8QwIDbt2C5gVk/6GfR7FwILPb5ALnAZ8H1gsMcX+DOwMOj3vhzXDegGJ4K2eoxQPYYOhp6JEdqIoY9zoB/QVMf5EwbH//0Nz6k/SOf9Inl9stGlU1XQ9syHu/nOuWOc7o4QQoiOZOSoMlxDJh77WTQCR3YfFdAF1f6u5WoKTyzNrUbj9LKjtnIV0OWXQk5xl4vqYoOrmsZI22tjhBor4Gp9bYxS1xilpiFifUcFY3VN6lhdY7T1Wo3R5m7djgFZaRTlZlCYm0GpnsUpQwcweEAWJQMyuf62I5Gg39tVNaSORsTiSqMR9HtrgIeBh60cbVcBPqBfBW27MPQC4BlgMYZeCexxoB+JMU148w41cXT8JU73Ji7lRTmceVIxDy37hBvPGU26u/evfBVCCBHDndZWzqsjDdWYVbuoO7SL8KE9hCv3E646SLi6knDFEWpqVxBuXkOYbMJmNjVkUU0uNW6dsHsAoUgGv31zHzVmJrXRNGqiLhqi3e9emksjJ8NNbmYa2RlucjLc5GSooKusMJucjLTWYzkxn8e+z85wk5eZRmFuOoU5GV3+W3X98bu0CyiP2S8jCTFI0O89DPzV2lLGiYUIl7e8w9BfB3Sg6wUDvdGWl2H/Wrj03l471NwdXz1zJF9bsIJFa/dy6dRhTndHCCFOWM3NJnVNahSqzhqNqm1seR+hrrGZ2sZI6+e1jVHqm6KtjxFrGiLUNEaoro9Q06AeKYYb1PtmE2CgtXXMpZnkpZnkuZrIczWSSx25hBjadIDc6BFytHpyqScnrZ5cGsihntxMNzmZGeRmZ5OTk0tubi45eQPIzS8gJ7+IjPxitSgjZ6BarJfueLaC5cAYjy8wEtiNmpv2eWe71H3O1h41Qm842n68TBPeuA304TD5aqd7k5B540oYNTCX+9/eziVThsZXc1UIIfoQ0zSJNptErC0aNYk0N7cd62C/MRqlIdJMQ6SZxnav0ePstx0/9vvtg7OGSPceD8bKTHORk+EmO12NZuVlpZGflUapnqX2W7asNHIz08jPTOvguJv8zHSy0l3H/BvQmlw30gg1FVC9H6r3QngfhCug9pDKVVe7X70/fFC9mp0Mx6XnqFKPWQWQpauVsFm62o99f/RnWbr6boK5UIN+b8TjC3wHeAmV8uOBoN/7UUIXtZF9QZuhV6OeG8f+RrTsmxihAbb1JVEfLYTdK+GSe/p8YkSXS+PrZ43ipwvXsmTTAeadXOJ0l4QQNjJNk2YTmqJtQUq02SQSbW5732wSbW6mKdp+XwU37fejzSZNR+1HOrie+uzoY0e3aR7Tr4qD9dy3ZdkxfWvpizp21L51jSZrP9qcukpAaS6NjDQXmWku69V91L6LAdnprfvZ6e7WoCvbes3JcJOV3vJo0EV2etujxdjzstPduHpcKDveHyyjbf7b8TQ3Q0NI5aqrPRgT2B1Ux+pDUF+lXqt2Qv1a9b7hSDf6ka3m+KXnWq85qrZsy2s3BP3eRcCibp3cCY8voAFlQb/X1lrqNgZtoXzb2kqlSAO8YsDgiTC1z4yodunK6WX85Y1t3P7yJs4ZO8i+vwSE6IWOCWJiRl2arFGZppZ965ytlVFyth9uF3QcEwR1NxBqDWhi2o0zWFLHmq2RpM774aR0t4bbpZHmclmvGmnu9vtul0aa20WaS6O2ySQr0ozbpZGd7m53Trr76O8cdR23dX2Xq92+2+WK6Yfab+uH2j868MrsICDLcLtIk7nBajQsu1BtnNT970UjKnBrCejqqtoHeI21KsVWYy001UJjjdqaatXoX1Ntan6eDgT9XtPjCzxD6mqpd8iJPG0dL7U0Qj2uXuCIpX+Cqh1w3cI+PZctVkaai+99agw/eGI1L6zbh3dyqdNdEn1Qc7NJoxUMNEWaaYo20xhVQUlTtNnarPcR9VnE2u/qvCbrmrGPrWIDj9gApy2YaR/YtI60RI8NgiJWUNMUEyDF5b2lCd/D1mAjJkiJDTjSrQCkJSBxu1ykW/uZ6S5yWoKNmM/b78cEMe72AYoKetrvd9iP4wVHMYGR+6h229pU+y6thyUDaXlcd8bxTxR9jzvNymNXFP81vmvroMMyjy8wM+j3Jr+WeiecmNNWE/M+C5gPbHCgHz13YDMs8cPJ82F0YrmAe5tLpw7jL29s43cvbeS88SVkpfePgLS/Mk0VIDVEmmloUkFPQ1PUem1mc2WUtC0HO5xv0zKvpqs5OQ1WsNQUaQnE1Pu2AOvYICuVj5xaRkHSXS5rdOToQCMmkHC3BSpZ6a7WczsMLFrPdcUEG+r40UFMbDASe610t8ZH69YyfdrUDgObzgKho8+NJ4ARQjhqHnCjxxdoV0s96PcmXku9E06sHr2j/b5+O/Cc7f3oqWgEnv22Wvni/b3TvUk6t0vj5/MncN3973P/29v59rweDGmLVo2R9qu76pqi1Dc1U2/t11sTj+ut47ErxRoi7b+jXtWmzlGBWUNUBVfH9d57xz0lI81FpttFZrp6tJOZ7ibD3fYIKM2tkZ+eRobbRbrbRXqaeoyU7nKRnqaCjZbP0tyx+5p1rvXeOqfDc2Ouk3bMuSqo6e3BjHv/Bs48qe+UsRNCJEVqaql3wdnVo0oOMMrpThzXK7fArvfhivshP4GEvL3YWWMG8elTBnPPa1v57KnDKNUdX5qdUqZpUtsYpbo+QrihiRorQWRscsiWJfS1jVHCDRFqG1SyyBrrtSVRZLhBJZaM59FahhU0xU4wzkx3k53uojg3gyxrwnFWhrt1Hk27uTXp7qMCLxcb1q3jtBnTWvdbArLY72W4j10pJoQQonuCfu8Ojy+QilrqnXJiTtta2rIPu4FBwK2296MnVjwIS+9R9UUnXel0b1LqZ94JfGrTG/zvoo3cfe00p7vTqUi0mZqGKEfqm6iuj1Bd30S4IdL6/kh9xNpv+TxCuD7Sen5L/qLuPtJTy+nVaq7czDRyM9zo2ekMtZbV52a4yWl5tZJBZqerFWDZGW6y0lztjsUeT8XEZde+Dcz0JDAvRAghRJc8vkBqaql3wYmRtvkx7yPAfoxQpLOTe8TQLwTuQgWDf8cI+RO+5vK/Q+BHMObTcMFvEr5cb1delMON54zmj69u4eLJpVxwypCUtBOJNhOqazpmOxLzviXYig20WoKw2sbjp+ROd2vkZ6WTb+UtystMo7woh/ysNAZkpZOXmWZ9lk5eVhp5LUFZhspblJvZlqnbLStqhRBCtNdaSz3o987z+AIpr6XuRNB2xTFHDD0ErMQIrYr7qobuBv4EnI8qU7EcQ38OI7Q+ruvVVcJLP4NVD6mA7eoFKk/NCeDb80bz+sYKvvf4Km67YjLzJ5ce9zFafVOUA9UNVFTXW68NHLC2ytpGQnVN7D5QR/Oy1wjVqVGxrmSnu1uDrZbAa2hBFvmZ6n1ezPEBLYFXZvvzM9Pk8Z8QQoiUqQ/6vfUeXwCPL5AZ9Hs3enyBlNZSdyJom2Ft/7H2vaiyEt/E0J/ECP0uzuueBmzFCH0MgKE/BlwKdBq0ucwILL4FzOa2rTmq8sCsfw4aw3DWD2He//Sb9B7dkZnm5v7rZ/C1BSu46dEPuePlTZw6opCBeZkANDRFqaxtoqK6XgVnRxqo7iAIc2lQlJtJUW46enY6xVkao8qLKMjOQM9OR89OQ89Jt963bBkMyE4jM+3Eud9CCCH6pF0eX6AAq5a6xxdIeS11J4K2YuBUjFAYAEO/BXgKOBtYCcQbtA0DYjMT7wJmHXOWod8A3ACgmVGa370HU3MBLkytbasqmMSOEVdT4/bAm2/F2aW+7XunmCwtyuD9vQ0sWb+HI40mLiDNBXkZGgWZGsWZGqMGaxRkpqNnau22ARkaLk0VvIBGwuEIeXlVbQ00ASG1VaO2Xfb/mP1SOBxmyZIlTnfjhCH32z5yr+0l97tzQb+3tZa6xxewpZa6E0HbcKAxZr8JGIERqsPQGxK4bkfPwY6dZW6E7gPuA4j6s0zXLYc6vFiJtZ3ozkvitVpr2ImUk3ttL7nf9pF7bS+5390T9HttqaXuRND2CLAMQ3/W2r8YeBRDz6WLR5ndsAsoj9kvI8XDlEIIIYQ4sXh8gS5rqQf93pTVUnciue6tGPoiYA7qB/wmRmiF9ekXErjycmAMhj4S2A18DugfxUGFEEII0SsE/V7Haqk7k1zXCK1EzV9L5jUjGPp3gJdQKT8ewAh9lNQ2hBBCCCEAjy/QYS31oN+bslrqTiTXzUSl/fC0az8ZBeON0CJgUcLXEUIIIYTomu211J0YaXsWtWZwJZDIwoOENTQ0mJqm1TnZhxNMGiqhskg9udf2kvttH7nX9upr99u2+otBv7ddLXWPL5DyWupOBG1lGKELHWi3Ix+YpjnD6U6cKDRNWyH32x5yr+0l99s+cq/tJfe7R1JeS92JoO1dDH0SRmitA20LIYQQQiTM4wvYXkvdiaBtDvBlDH076vGoBjRjhKY40BchhBBCiHgcU0s96Pem9FGyE0HbRTHvNVQ+tZ860A+wkuwK28j9to/ca3vJ/baP3Gt7yf3u3DG11D2+QAhYGfR7V6WiQc00jy0akHKGPhWVQ+1qYDvwNEboHvs7IoQQQgjRcx5f4BE6rqV+MvBk0O+Ntyxnp+wbaTP0saiEt9cCh4DHAQ0jNM+2PgghhBBCJEcxcGrQ7w0DeHyBZNVS75Qr2RfswkZUKcuLMUJzMEJ3A1Eb2xdCCCGESJYOa6kH/d46UpTSzM6g7QpgH/A6hv43DP08Oi7ynnKapl2oadomTdO2aprmc6IPJxJN04Kapq3VNG2Vpmkrjv8N0ROapj2gaVqFpmnrYo4VaZq2WNO0LdZroZN97E86ud+Gpmm7rd/xVZqmfcbJPvYXmqaVa5r2uqZpGzRN+0jTtJut4/L7nWRd3Gv53e7cI8Ayjy9wizXK9g7wqMcXSLSWeqfsn9OmCsNfhnpMei6wAFiIEXrZjuY1TXMDm4HzUUXmlwPXmqaZkhssVNAGzDBN86DTfemPNE07GwgD/zRNc6J17HfAYdM0/dZ/TApN0/yJk/3sLzq53wYQNk3zdif71t9omlYKlJqm+YGmafmoR06XAV9Gfr+Tqot7fTXyu90pjy8wnbZa6m8H/d6UDkw4UTC+BngYeBhDLwKuAnyALUEbcBqw1TTNjwE0TXsMuJQURcVCpJppmm9qmuY56vClwFzr/QJgCSD/qCVBJ/dbpIBpmnuBvdb7ak3TNgDDkN/vpOviXosuBP3e5NdS74IzBeNbGKHDwF+tzS7DgJ0x+7uAWTa2fyIygZc1TTOBv5qmKUvIU2+w9Zcwpmnu1TStxOkOnQC+o2nal4AVwA9N06x0ukP9iRUoTwPeQ36/U+qoe30m8rvdIY8v0GEt9VQWjLdzTltv0dE8OgfynpxQzjRN81RUjr5vW4+XhOhP/gyMBqaiRivu6PJs0SOapuUBTwPfM03ziNP96c86uNfyu925Z1GjvhFU8fiWLWWcHWlzxi6gPGa/DNjjUF9OCKZp7rFeKzRNW4h6RP2ms73q9/ZrmlZqjUKUAhVOd6g/M01zf8t7TdP+BjzvYHf6FU3T0lFBxMOmaf7bOiy/3ynQ0b2W3+0ulQX9XltrqZ+II23LgTGapo3UNC0DlTvuOYf71G9pmpZrTWpF07Rc4AJgXdffEknwHHC99f561P8IRYpYgUOLy5Hf8aTQNE0D7gc2mKb5+5iP5Pc7yTq71/K73aV3Pb7AJDsbdKYigsOsJct/QBV4fcA0zd8426P+S9O0UcBCazcNeETud3JpmvYoalL2QGA/cAvwDPAEKo/QJ8BVpmkedqiL/Uon93su6vGRCQSBG1vmXIn4aZo2B3gLWAs0W4d/ipprJb/fSdTFvb4W+d3ukMcXWA+chKrs1FpLPej3pqyW+gkZtAkhhBBCJMLjC4yI2W2tpR70e1OWy+5EfDwqhBBCCJGQoN+7AygEvo1KO3MrsCiVbZ6ICxGEEEIIIeLi8QU6rKUe9HtTXktdgjYhhBBCiO7biJr/d3HQ790K4PEFvm9HwxK0CSGEEEJ03xWokbbXPb7Ai8Bj2FRLXRYiCCGEEEL0kFUY/jKOqqUe9HtTVpZTgjYhRK+jaVox8Kq1OwSIAgdQy+v/aZrmt1LQ5vdQRcj/2cnn84GZpmnekuy2hRB9m8cXaKmlfk3Q7z03Ve1I0CaE6NU0TTOAsGmat6ewjTTgA+BU0zQjnZyjWeecaZpmbar6IoQQnZGUH0KIPkPTtLmapj1vvTc0TVugadrLmqYFNU37rKZpv9M0ba2maS9aJXnQNG26pmlvaJq2UtO0l47K8N7iXOCDloBN07Tvapq2XtO0NZqmPQZgqv/hLgHm2/LDCiHEUSRoE0L0ZaMBL6po80PA66ZpTgLqAK8VuN0NXGma5nTgAaCjihxnAitj9n3ANNM0JwPfjDm+Ajgr6T+FEEJ0g6weFUL0ZS+YptmkadpaVFm6F63jawEPMA6YCCxWTzdxAx2V4CkFNsTsrwEe1jTtGVRJsBYVwNDkdV8IIbpPgjYhRF/WAGCaZrOmaU1m2yTdZtTfbxrwkWmas49znTogK2bfC5wNXAL8XNO0U6xHp1nWuUIIYTt5PCqE6M82AYM0TZsNoGlauqZpp3Rw3gbUylQ0TXMB5aZpvg78GCgA8qzzxgLrUt1pIYToiARtQoh+yzTNRuBK4DZN01YDq4AzOjj1BdTIGqhHqA9Zj1w/BO40TbPK+mweEEhln4UQojOS8kMIIQBN0xYCPzZNc0snnw8GHjFN8zx7eyaEEIoEbUIIAWiaNg4YbJrmm518PhNoMk1zla0dE0IIiwRtQgghhBB9gMxpE0IIIYToAyRoE0IIIYToAyRoE0IIIYToAyRoE0IIIYToAyRoE0IIIYToA/4/pe2eAuIa8qEAAAAASUVORK5CYII=", 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", 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", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "\n", + "Trajectory Energy Plots\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", 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", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "\n", + "Trajectory Stability and Control Plots\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "TestFlight.allInfo()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Export Flight Trajectory to a .kml file so it can be opened on Google Earth" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File trajectory.kml saved with success!\n" + ] + } + ], + "source": [ + "TestFlight.exportKML(\n", + " fileName=\"trajectory.kml\",\n", + " extrude=True,\n", + " altitudeMode=\"relativetoground\",\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Using Simulation for Design\n", + "\n", + "Here, we go through a couple of examples which make use of RocketPy in cool ways to help us design our rocket." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Dynamic Stability Analysis" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Ever wondered how static stability translates into dynamic stability? Different static margins result in different dynamic behavior, which also depends on the rocket's rotational inertial.\n", + "\n", + "Let's make use of RocketPy's helper class called Function to explore how the dynamic stability of Calisto varies if we change the fins span by a certain factor." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Simulating Rocket with Static Margin of -1.444->-0.405 c\n", + "Simulation Completed at Time: 5.0000 s\n", + "Simulating Rocket with Static Margin of -0.046->0.993 c\n", + "Simulation Completed at Time: 5.0000 s\n", + "Simulating Rocket with Static Margin of 1.352->2.391 c\n", + "Simulation Completed at Time: 5.0000 s\n", + "Simulating Rocket with Static Margin of 2.750->3.789 c\n", + "Simulation Completed at Time: 5.0000 s\n", + "Simulating Rocket with Static Margin of 4.147->5.186 c\n", + "Simulation Completed at Time: 5.0000 s\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Helper class\n", + "from rocketpy import Function\n", + "\n", + "# Prepare Rocket Class\n", + "Calisto = Rocket(\n", + " motor=Pro75M1670,\n", + " radius=127 / 2000,\n", + " mass=19.197 - 2.956,\n", + " inertiaI=6.60,\n", + " inertiaZ=0.0351,\n", + " distanceRocketNozzle=-1.255,\n", + " distanceRocketPropellant=-0.85704,\n", + " powerOffDrag=\"data/calisto/powerOffDragCurve.csv\",\n", + " powerOnDrag=\"data/calisto/powerOnDragCurve.csv\",\n", + ")\n", + "Calisto.setRailButtons([0.2, -0.5])\n", + "Nose = Calisto.addNose(length=0.55829, kind=\"vonKarman\", distanceToCM=0.71971)\n", + "FinSet = Calisto.addFins(\n", + " 4, span=0.1, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956\n", + ")\n", + "Tail = Calisto.addTail(\n", + " topRadius=0.0635, bottomRadius=0.0435, length=0.060, distanceToCM=-1.194656\n", + ")\n", + "\n", + "# Prepare Environment Class\n", + "Env = Environment(5.2, 9.8)\n", + "Env.setAtmosphericModel(type=\"CustomAtmosphere\", wind_v=-5)\n", + "\n", + "# Simulate Different Static Margins by Varying Fin Position\n", + "simulation_results = []\n", + "\n", + "for factor in [0.5, 0.7, 0.9, 1.1, 1.3]:\n", + " # Modify rocket fin set by removing previous one and adding new one\n", + " Calisto.aerodynamicSurfaces.remove(FinSet)\n", + " FinSet = Calisto.addFins(\n", + " 4, span=0.1, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956 * factor\n", + " )\n", + " # Simulate\n", + " print(\n", + " \"Simulating Rocket with Static Margin of {:1.3f}->{:1.3f} c\".format(\n", + " Calisto.staticMargin(0), Calisto.staticMargin(Calisto.motor.burnOutTime)\n", + " )\n", + " )\n", + " TestFlight = Flight(\n", + " rocket=Calisto,\n", + " environment=Env,\n", + " inclination=90,\n", + " heading=0,\n", + " maxTimeStep=0.01,\n", + " maxTime=5,\n", + " terminateOnApogee=True,\n", + " verbose=True,\n", + " )\n", + " # Post process flight data\n", + " TestFlight.postProcess()\n", + " # Store Results\n", + " staticMarginAtIgnition = Calisto.staticMargin(0)\n", + " staticMarginAtOutOfRail = Calisto.staticMargin(TestFlight.outOfRailTime)\n", + " staticMarginAtSteadyState = Calisto.staticMargin(TestFlight.tFinal)\n", + " simulation_results += [\n", + " (\n", + " TestFlight.attitudeAngle,\n", + " \"{:1.2f} c | {:1.2f} c | {:1.2f} c\".format(\n", + " staticMarginAtIgnition,\n", + " staticMarginAtOutOfRail,\n", + " staticMarginAtSteadyState,\n", + " ),\n", + " )\n", + " ]\n", + "\n", + "Function.comparePlots(\n", + " simulation_results,\n", + " lower=0,\n", + " upper=1.5,\n", + " xlabel=\"Time (s)\",\n", + " ylabel=\"Attitude Angle (deg)\",\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Characteristic Frequency Calculation\n", + "\n", + "Here we analyze the characteristic frequency of oscillation of our rocket just as it leaves the launch rail. Note that when we ran TestFlight.allInfo(), one of the plots already showed us the frequency spectrum of our flight. Here, however, we have more control of what we are plotting." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "Env = Environment(\n", + " railLength=5.2, latitude=32.990254, longitude=-106.974998, elevation=1400\n", + ")\n", + "\n", + "Env.setAtmosphericModel(type=\"CustomAtmosphere\", wind_v=-5)\n", + "\n", + "# Prepare Motor\n", + "Pro75M1670 = SolidMotor(\n", + " thrustSource=\"data/motors/Cesaroni_M1670.eng\",\n", + " burnOut=3.9,\n", + " grainNumber=5,\n", + " grainSeparation=5 / 1000,\n", + " grainDensity=1815,\n", + " grainOuterRadius=33 / 1000,\n", + " grainInitialInnerRadius=15 / 1000,\n", + " grainInitialHeight=120 / 1000,\n", + " nozzleRadius=33 / 1000,\n", + " throatRadius=11 / 1000,\n", + " interpolationMethod=\"linear\",\n", + ")\n", + "\n", + "# Prepare Rocket\n", + "Calisto = Rocket(\n", + " motor=Pro75M1670,\n", + " radius=127 / 2000,\n", + " mass=19.197 - 2.956,\n", + " inertiaI=6.60,\n", + " inertiaZ=0.0351,\n", + " distanceRocketNozzle=-1.255,\n", + " distanceRocketPropellant=-0.85704,\n", + " powerOffDrag=\"data/calisto/powerOffDragCurve.csv\",\n", + " powerOnDrag=\"data/calisto/powerOnDragCurve.csv\",\n", + ")\n", + "\n", + "Calisto.setRailButtons([0.2, -0.5])\n", + "\n", + "Nose = Calisto.addNose(length=0.55829, kind=\"vonKarman\", distanceToCM=0.71971)\n", + "FinSet = Calisto.addFins(\n", + " 4, span=0.1, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956\n", + ")\n", + "Tail = Calisto.addTail(\n", + " topRadius=0.0635, bottomRadius=0.0435, length=0.060, distanceToCM=-1.194656\n", + ")\n", + "\n", + "# Simulate first 5 seconds of Flight\n", + "TestFlight = Flight(\n", + " rocket=Calisto,\n", + " environment=Env,\n", + " inclination=90,\n", + " heading=0,\n", + " maxTimeStep=0.01,\n", + " maxTime=5,\n", + ")\n", + "TestFlight.postProcess()\n", + "\n", + "# Perform a Fourier Analysis\n", + "Fs = 100.0\n", + "# sampling rate\n", + "Ts = 1.0 / Fs\n", + "# sampling interval\n", + "t = np.arange(1, 400, Ts) # time vector\n", + "ff = 5\n", + "# frequency of the signal\n", + "y = TestFlight.attitudeAngle(t) - np.mean(TestFlight.attitudeAngle(t))\n", + "n = len(y) # length of the signal\n", + "k = np.arange(n)\n", + "T = n / Fs\n", + "frq = k / T # two sides frequency range\n", + "frq = frq[range(n // 2)] # one side frequency range\n", + "Y = np.fft.fft(y) / n # fft computing and normalization\n", + "Y = Y[range(n // 2)]\n", + "fig, ax = plt.subplots(2, 1)\n", + "ax[0].plot(t, y)\n", + "ax[0].set_xlabel(\"Time\")\n", + "ax[0].set_ylabel(\"Signal\")\n", + "ax[0].set_xlim((0, 5))\n", + "ax[1].plot(frq, abs(Y), \"r\") # plotting the spectrum\n", + "ax[1].set_xlabel(\"Freq (Hz)\")\n", + "ax[1].set_ylabel(\"|Y(freq)|\")\n", + "ax[1].set_xlim((0, 5))\n", + "plt.subplots_adjust(hspace=0.5)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Apogee as a Function of Mass\n", + "\n", + "This one is a classic one! We always need to know how much our rocket's apogee will change when our payload gets heavier." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "def apogee(mass):\n", + " # Prepare Environment\n", + " Env = Environment(\n", + " railLength=5.2,\n", + " latitude=32.990254,\n", + " longitude=-106.974998,\n", + " elevation=1400,\n", + " date=(2018, 6, 20, 18),\n", + " )\n", + "\n", + " Env.setAtmosphericModel(type=\"CustomAtmosphere\", wind_v=-5)\n", + "\n", + " # Prepare Motor\n", + " Pro75M1670 = SolidMotor(\n", + " thrustSource=\"data/motors/Cesaroni_M1670.eng\",\n", + " burnOut=3.9,\n", + " grainNumber=5,\n", + " grainSeparation=5 / 1000,\n", + " grainDensity=1815,\n", + " grainOuterRadius=33 / 1000,\n", + " grainInitialInnerRadius=15 / 1000,\n", + " grainInitialHeight=120 / 1000,\n", + " nozzleRadius=33 / 1000,\n", + " throatRadius=11 / 1000,\n", + " interpolationMethod=\"linear\",\n", + " )\n", + "\n", + " # Prepare Rocket\n", + " Calisto = Rocket(\n", + " motor=Pro75M1670,\n", + " radius=127 / 2000,\n", + " mass=mass,\n", + " inertiaI=6.60,\n", + " inertiaZ=0.0351,\n", + " distanceRocketNozzle=-1.255,\n", + " distanceRocketPropellant=-0.85704,\n", + " powerOffDrag=\"data/calisto/powerOffDragCurve.csv\",\n", + " powerOnDrag=\"data/calisto/powerOnDragCurve.csv\",\n", + " )\n", + "\n", + " Calisto.setRailButtons([0.2, -0.5])\n", + " Nose = Calisto.addNose(length=0.55829, kind=\"vonKarman\", distanceToCM=0.71971)\n", + " FinSet = Calisto.addFins(\n", + " 4, span=0.1, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956\n", + " )\n", + " Tail = Calisto.addTail(\n", + " topRadius=0.0635, bottomRadius=0.0435, length=0.060, distanceToCM=-1.194656\n", + " )\n", + "\n", + " # Simulate Flight until Apogee\n", + " TestFlight = Flight(\n", + " rocket=Calisto,\n", + " environment=Env,\n", + " inclination=85,\n", + " heading=0,\n", + " terminateOnApogee=True,\n", + " )\n", + " return TestFlight.apogee\n", + "\n", + "\n", + "apogeebymass = Function(apogee, inputs=\"Mass (kg)\", outputs=\"Estimated Apogee (m)\")\n", + "apogeebymass.plot(8, 20, 20)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Out of Rail Speed as a Function of Mass\n", + "\n", + "To finish off, lets make a really important plot. Out of rail speed is the speed our rocket has when it is leaving the launch rail. This is crucial to make sure it can fly safely after leaving the rail. A common rule of thumb is that our rocket's out of rail speed should be 4 times the wind speed so that it does not stall and become unstable." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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NPSJSHjipqvtEpCjQDXheVSv4LLOJTGr8wSJtaIdTqcp7szYSGRHBkO71rNnHGFNoBbKNvxIwym3njwDGqerkAO4vYESExy5qSEpqKm/PXE90pHDvv+p5HZYxxuRKwBK/qq4AWmSxTGKg9p/fRIQnL25Myinl9Z9+JyoigkHd6ngdljHG5FhYD9KWUxERwjOXNiElVXnlx9+IihRu71Lb67CMMSZHLPHnUESE8PzlTTmVqrz4/a9ERgi32lj+xphCxBJ/LkRGCC/1akZKqvLclLVERQg3d6zpdVjGGJMtlvhzKTJCeOXKZqSmKk9/s4bICOGG9jW8DssYY7JkiT8PoiIjePXq5qSkpvLE178QFSH0aZfodVjGGOOXDcucR9GREbx+TUu6NajAI5NW88mCoBt3zhhj/ocl/nxQJCqC4de1pEu98jw0cSXjFm31OiRjjMmUJf58EhMVyVu9k+hYJ54hX6xgQvI2r0MyxpgMWeLPR7HRkbx3fSva1SzH/Z8vZ9Ky7V6HZIwxp7HEn89ioyMZ0bc1rRPLcvdny/h6+Q6vQzLGmP9hiT8AihaJZGS/1iRVL8OgsUsZv9ja/I0xwcMSf4AUj4niwxvacFateO7/fAXvz9rgdUjGGANY4g+o4jFRjOjXiguaVOTpb9bw4vdr0+5NYIwxnrELuAIsJiqS169pScnYlQyfvp69R07yVM/GREbYeP7GGG9Y4i8AkRHCs5c1oXSxIrw9cz0Hjp5k6JXNKRJlP7iMMQXPEn8BEREeOL8+ZYpF8+yUtRw4lsLbvVtSrIj9CYwxBcuqnAXslk61eP7yJsxe9xe931/AviMnvA7JGBNmLPF74KrWZ/DmdS1Ztf0AV70zn10HjnkdkjEmjFji90j3xpUY2a81W/ce4fK357J5z2GvQzLGhAm/iV9EYkXkChEZJiLjRWS0iAwWkUYFFWAo61Annk/6t+XgsRSueHsea3Ye8DokY0wYyDTxi8jjwBygHbAAeAcYB6QAz4nIVBFpWhBBhrLm1Uoz/pZ2RIpw5TvzWLzpb69DMsaEOH81/kWqmqSq96rqJ6r6o6pOVtWhqnoRcB1QpIDiDGl1Ekrw+cB2xMfF0HvEAqb/usvrkIwxISzTxK+q36SfJiJlRETc+btUdXEggwsnVcsUY9wt7agZH0f/UYttZE9jTMD4a+p5VETqu69jRGQ6sB74U0S6FVSA4aR8iRjG3tKWltXLcNdnyxgzf7PXIRljQpC/pp6rgF/d133d5/JAJ+CZQAYVzkrGRjP6xjZ0rVeBR75cxWvT1tn4PsaYfOUv8Z/QfzLOecBYVT2lqmvIxhW/bo+ghSKyXERWi8gT7vQXRWStiKwQkYkiUjrPpQgxsdGRvN0nictaVGHo1N8Y/PkKTqSkeh2WMSZE+Ev8x0WksYiUB7oAP/jMK5aNbR8HuqpqM6A50F1E2gJTgcaq2hT4DXgwV5GHuOjICF7q1Yw7u9ZmfPI2rh+5gEMnrOZvjMk7fzX3QcDnOM07r6jqRgARuQBYmtWG3V8Lh9y30e5DVdX3ADIfuCIXcYeFiAjhnn/Vo0b54gz5fCUb/1AatTxMjfjiXodmjCnEJLP2YxFpB8zXPDQwi0gkkAzUBoar6pB0878GPlPVjzJYdwAwACAhISFp7NixuYrh0KFDxMXF5WrdYPLb3lMMSz4KItzRIpb6ZSO9DilPQuXvEirlACtLsMpLWbp06ZKsqq1Om6GqGT6At4ElwFigH1Axs2WzegClgek4TTxp0x4GJuIefPw9kpKSNLemT5+e63WDzWffTNOuL03X2g99o+MXb/U6nDwJlb9LqJRD1coSrPJSFmCxZpBT/fXjv1VVWwKPA2WAD0Vknog8IyJnu7X5bFHVfcAMoDuAiPQFegDXucGZbKhQLIIvBrandWJZ7hu/nBe/X0tqqn18xpicyXKQNlVdq6qvqGp3oCswG+iFM4xDpkSkfFqPHREpCnQD1opId2AIcLGqHslj/GGnVLFoRt3YhmvaVGP49PX8+9MlHDt5yuuwjDGFSKYnd0WkbCaz5uO0/Wc1qEwlYJT7yyACGKeqk0XkdyAGmOpeBDxfVW/NeejhKzoygmcubULN+DiembKG7fvm8971SVQoEet1aMaYQsBfr57dwDacQdkAfG8Sq0BNfxtW1RVAiwym185hjCYDIkL/s2tyRrli3DV2GZcOn8uIfq2oX7Gk16EZY4Kcv6ae14G9wHc4V+7WVNUa7sNv0jcF57xGFRl/aztSUlO54q15NsCbMSZL/k7uDsK58Go80AdYKiIviEiNAorNZFPjKqWYdHsHqpcrxk0fLmLU3E1eh2SMCWJ+T+6m9SYCBuN077wB5yStCTIVS8Uy7pZ2dK2fwGNfreaxSatIOWXDPBhjTudvdM7iInKtiEwCvgXigJaq+l6BRWdypHhMFO/0SaJ/xxqMmreZm0cv5uCxk16HZYwJMv5q/LtwavpzgZeBDUBrEblMRC4riOBMzkVGCA9f2JBnLm3CrHW76fX2PLbvO+p1WMaYIOKvV894nN479d2HLwW+CFRQJu+uPfMMqpUtym0fL+GS4XMY0bcVTauW9josY0wQyDTxq2q/AozDBEDHOuX5YuBZ3PDhIq58Zx6vXtWC7o0reh2WMcZj/tr4e4uIv/m1RKRDYMIy+aVOQgkm3tae+hVLMvDjZN79eb3d2MWYMOevqaccThfOZJwRNv8CYnFG2uyEc4HXAwGP0ORZ+RIxjB3QlnvHLeeZb9eyac8Rnri4EdGRWY7YYYwJQf6aeoaJyBs44/O0B5oCR4E1QB9V3VIwIZr8EBsdyevXtKB6uWK8OWM9W/8+wvDrWlIyNtrr0IwxBczvLRRV9RTOHbOmFkw4JpAiIoTB3euTWK44D01cyRVvzWVE39ZUK5udG6oZY0KF/dYPQ1e2rsaoG9uwc/8xLn1zDsu27vM6JGNMAbLEH6ba145n4m1nUbRIJFe9M48pK3d6HZIxpoBY4g9jtSs4PX4aVS7JwI+X8PZM6/FjTDjwNx7/Pf5WVNWh+R+OKWjxcTF80r8t941fznNT1rJp92GeuqSx9fgxJoT5O7lbwn2uB7QGvnLfXwT8HMigTMGKjY7ktatbkFiuOG9M/51te48y/LqWlCpqPX6MCUX+hmV+QlWfAOJxBme7V1XvBZKAqgUVoCkYERHCfefV48UrmrJg4x6ueGsuW/+2O2MaE4qy83v+DOCEz/sTQGJAojGe69WqGqNvPJM/DxzjkuFzWLJlr9chGWPyWXYS/xhgoYg8LiKP4dxkfXRgwzJealerHBNvb0/xmCiufmc+o+ZuspO+xoSQLBO/qv4X5wYse4F9wA2q+kyA4zIeq1U+ji9vb0+HOvE89tVqBoxJZu/hE1mvaIwJetntulEMOKCqw4BtdvvF8FC2eBFG9G3FIz0aMuPXXVzw2iwWbNjjdVjGmDzKMvG7zTtDgAfdSdHAR4EMygQPEeGmDjWYeFt7YqMjuea9+bwy9Te7raMxhVh2avyXAhcDhwFUdQf/dPU0YaJxlVJ8fUcHLmlehWHT1nHtewvYYXf2MqZQyk7iP6HOmT0F5168gQ3JBKu4mCiGXtWcoVc2Y9WO/Vzw2ix+WP2H12EZY3IoO4l/nIi8A5QWkf7Aj4DdcD2MXdayKt/c2ZGqZYoyYEwyj01axbGTp7wOyxiTTdnp1fMS8DkwAecq3kdV9fWs1hORWBFZKCLLRWS1iDzhTi8rIlNFZJ37XCavhTAFr0Z8cSYMPIsb29dg1LzNXPrmXH7fdcjrsIwx2ZDdXj2/Ad+r6n3AHBHJThv/caCrqjYDmgPdRaQtzl27pqlqHWAadhevQismKpJHL2rIyH6t+PPAMS56fTbjFm21Pv/GBLns9Orpj1Pjf8edVAX4Mqv11JFWBYx2Hwr0BEa500cBl+QoYhN0utZPYMqgjjSvVprBE1Zw59hlHDh20uuwjDGZkKxqZyKyDGgDLFDVFu60laraJMuNi0Ti3K+3NjBcVYeIyD5VLe2zzF5VPa25R0QGAAMAEhISksaOHZvtQvk6dOgQcXFxuVo32AR7WVJVmbzhJF/+fpJyscLAZjHULB2Z4bLBXpbsCpVygJUlWOWlLF26dElW1VanzVBVvw+chA+w1H2OAlZktV66bZQGpgONgX3p5u3Nav2kpCTNrenTp+d63WBTWMqyaOMePevZaVrrwW/0rRm/66lTqactU1jKkpVQKYeqlSVY5aUswGLNIKdmp41/pog8BBQVkXOB8cDXOTnqqOo+YAbQHfhTRCoBuM+7crItE/xaJZbl2zs70q1BAs9NWUufkQv4Y/8xr8Myxriyk/gfAP4CVgK3AN8C/8lqJREpLyKl3ddFgW7AWpxx/fu6i/UFJuU4ahP0ShWL5q3eLXn2siYs2byP7sN+5rtVdntHY4KBvxuxAKCqqSIyCmdUTgV+dX9CZKUSMMpt548AxqnqZBGZh3NtwE3AFqBX7sM3wUxEuKbNGZxZoyyDxi7j1o+WcFWrajx6UUOvQzMmrGWZ+EXkQuBtYD0gQA0RuUVVp/hbT1VXAC0ymL4HOCd34ZrCqGb5OCYMPItXf/yNt2auZ8HGPVxfN5XOXgdmTJjKTlPPy0AXVe2sqp2ALsArgQ3LhJoiUREM7l6fT/u35URKKv+df4zh03/nVKr1+TemoGUn8e9S1d993m/ATsiaXGpbsxxTBp1NUkIkL37/K9e8O59te+0Wj8YUpOwk/tUi8q2I9BORvjg9ehaJyGUiclmA4zMhqFSxaAY2i+HlXs1YvWM/5w+bxaRl270Oy5iwkZ3EHwv8CXQCOuP08CkLXAT0CFhkJqSJCJcnVeXbQR2pXSGOQWOXcfdndsWvMQUhO716biiIQEx4ql6uOONvacfrP/3O6z+tY9Gmv3n1qua0SizrdWjGhKxMa/wi0l9E6rivRURGish+EVkhIqf11jEmt6IiI7j73LqMv7UdAFe+M4+hdpcvYwLGX1PPIGCT+/oaoBlQE7gHeC2wYZlwlFS9LFMGdeSS5lV4bdo6er0zj817DnsdljEhx1/iT1HVtAbXHsBoVd2jqj8CdhcuExAlYqMZelVzXrumBb/vOsQFw2bx2aItNtSzMfnIX+JPFZFKIhKLc8HVjz7zigY2LBPuLm5Wme/uOpsmVUsxZMJK+o9OZveh416HZUxI8Jf4HwUW4zT3fKWqqwFEpBNOX35jAqpK6aJ8cnNb/nNhA35e9xfnvfKz3ePXmHyQaeJX1clAdaCBqvb3mbUYuCrQgRkDEBEh3NyxJl//uwMVSsYyYEwygz9fzkHr9mlMrvntx6+qKaq6N920w/rPnbWMKRD1KpZg0u3tua1zLT5P3sb5w2axcOPfXodlTKGU3XvuGuO5tPF+xt3SjggRrnp3Hs9OWcPxlFNeh2ZMoWKJ3xQ6rRKdbp9Xt67GOzM30PONOazZecDrsIwpNDK9cldEWvpbUVWX5H84xmRP8Zgonr2sKd0aJDBkwkp6vjGHe/9Vl5s71iQyQrwOz5ig5m/Ihpf9zFOgaz7HYkyOndMgge/vKs1DE1fy7JS1TFuzi5evbEa1ssW8Ds2YoJVp4lfVLgUZiDG5VS4uhrd7JzFhyXYe/2o15w+bxaMXNaRXUlVErPZvTHr+mnq6qupPmQ29rKpfBC4sY3JGRLgiqSpn1ijLfeOXM/jzFUz95U+evawJ8XExXodnTFDxd3K3k/t8UQYPG47ZBKVqZYvxaf+2PHxBA2b+6lz0NWnZdhvywRgf/pp6HnOfbVhmU6hERAj9z67J2XXLM/jz5Qwau4wJS7bz30saW9u/MWRjPH74/xuuN8K5KQsAqvpkoIIyJj/Uq1iCL25rz+h5m3jp+18595WZ3N2tLjd1qEFUpPVkNuEry/9+EXkbZ4iGOwABeuEM5WBM0IuMEG5oX4Op93SiQ+3yPDtlLRe/MYflW/d5HZoxnslOtecsVb0e2KuqTwDtgGqBDcuY/FW5dFHeuz6Jt3u3ZM/h41z65hwe/2o1h46neB2aMQUuO4n/qPt8REQqAyeBGoELyZjAEBG6N67E1Hs60bttdUbN28S5Q2cy9Zc/vQ7NmAKVncQ/WURKAy8CS3CGaR6b1UoiUk1EpovIGhFZLSKD3OnNRWS+iCwTkcUi0iYP8RuTYyVjo3myZ2MmDDyLkrHR9B+9mIEfJfPngWNeh2ZMgcgy8avqU6q6T1Un4LTt1weey8a2U4B7VbUB0Ba4XUQaAi8AT6hqc5wx/1/IbfDG5EXLM8ow+c4ODO5ej5/W7qLbyzMZM28TqanW9dOENr+JX0SqiEgrESniTioFDAHWZbVhVd2ZNp6Pqh4E1gBVcIZ7KOmzvR25jN2YPIuOjOC2zrX54e6zaVatNI9MWs3lb89l7R826JsJXZkmfhG5C1gGvA7MF5G+OMm7KJCUk52ISCLQAlgA3AW8KCJbgZeAB3MetjH5q3q54oy5qQ2vXNWMzXuO0OO12bzw3VqOnbQhn03okcyuaBSRX4AOqvq3iJwB/A6crarzc7QDkThgJvBfVf1CRF4DZqrqBBG5Ehigqt0yWG8AMAAgISEhaezYLE8rZOjQoUPExcXlat1gY2UpGAdPKJ/9eoLZ21OoUEy4rkERmpXP+JKXYC5HTllZglNeytKlS5dkVW112gxVzfABLEn3flVmy/rZRjTwPXCPz7T9/HPAEeBAVttJSkrS3Jo+fXqu1w02VpaCNWfdX9rlpelafchkvenDRbplz+HTlikM5cguK0twyktZgMWaQU71d+VuVbd2nqaC73tVvdPfkUacYRFHAGtUdajPrB044wDNwBnaOcvzBcZ44aza8Xw36GxGztnIa9PW0W3oTAZ2rsWtnWoRGx3pdXjG5Jq/xH9/uvfJOdx2e6APsFJElrnTHgL6A8NEJAo4htucY0wwKhIVwa2datGzeWWe/mYNr/64jglLtvFYj0Z0a5jgdXjG5Iq/QdpG5WXDqjobpyknIzk6OWyM1yqVKsrwa1tybZvdPPbVam4evZiu9SvQvUKq16EZk2M2UpUxOdC+djxTBnXk4QsasGDDHh6afZShP/zK0RPW+8cUHpb4jcmh6MgI+p9dk5/u60yrhEhe++l3ug2dyfer/7Bx/02h4K8f//Puc6+CC8eYwiOhZCy3Notl7IC2xMVEccuYZPp9sIiNuw97HZoxfvmr8V8gItHYBVbG+NW2Zjkm39mBR3o0JHnzXs575Wde/H4tR07YyJ8mOPlL/N8Bu4GmInJARA76PhdQfMYUCtGREdzUoQY/3deJHk0rMXz6erq9PJNvV+605h8TdDJN/Kp6v6qWAr5R1ZKqWsL3uQBjNKbQqFAilqFXNWf8re0oWTSa2z5ewlXvzGfFtn1eh2bM/8vOyd27RKSHiFwoIjYOvzHZ0DqxLJPv6MDTlzRm/V+HuPiNOdw1dinb9x3NemVjAizTfvwiUhJ4H6fP/XKcPvnNRCQZuElVrbnHGD+iIiPo3bY6PZtX5q0Z6xkxeyNTVv3BTR1qMLBzLUrERnsdoglT/mr8rwG/AHVU9TJVvRSoBawE3iiI4IwJBSVioxncvT4/3deZ8xtX5M0Z6+ny0gw+mr+ZlFN2AZgpeP4Sf3tVfVxV//8/0x3350mc++4aY3KgSumivHp1Cybd3p6a8XH858tVnD9sFtPX7rITwKZA+Uv8mQ23YIzJg2bVSvPZLW15u3cSJ0+lcsOHi+gzYiG/7LDWU1Mw/CX+OSLyqDvK5v8TkUeAHI3Jb4z5X86N3yvyw92deLRHQ1bt2M+Fr89i8OfL7d6/JuD8jc55B86wyr+7o2sqzl20lgI3BT40Y0JfkagIbuxQg8tbVuX1n9Yxat4mvl6+k1s61WTA2TUpVsTfV9SY3PE3OucBoJeI1AIa4jT9DFHV9QUVnDHholSxaP7ToyF92lXn+e/W8uqP6/h04Rbu/Vc9Lm9ZlcgIa3k1+SfLfvyqul5Vv1bVryzpGxNY1csV583rkvj81nZUKlWUwZ+v4IJhs/hp7Z92AtjkGxud05gg1CqxLBNvO4vh17bkeMopbvxwMVe/O5+lW/Z6HZoJAZb4jQlSIsKFTSsx9Z5OPNWzEev/OsSlb85l4EfJrP/rkNfhmUIsy8QvImOyM80YExjRkRH0aZfIzPu7cFe3Ovz821/865WfeXjiSnZZDyCTC9mp8TfyfSMikditE40pcMVjorirW11m3N+F3meewWeLttLpxRm8/MOvHDx20uvwTCHi70YsD4rIQf4ZlvmA+34XMKnAIjTG/I/yJWJ4omdjfrynE+c0qMDrP/1Opxdn8MGcjZxIsSEgTNb8Dcv8rKqWAF50h2NOG5K5nKrazVmM8VhifHHeuLYlX/27PfUrluCJr3/hnKEzmLRsO6mp1gPIZC47TT1TROTs9I+AR2aMyZamVUvz8c1nMurGNsTFRDNo7DIuemM2s9b95XVoJkhl57LA+31exwJtgGSga0AiMsbkmIjQqW55OtaOZ9Ly7bz0/W/0GbGQDrXjuedfdWl5RhmvQzRBJMvEr6oX+b4XkWrACwGLyBiTaxERwqUtqnJBk0p8NH8Lw6f/zmVvzqVT3fLc1a0OLewAYMhdP/5tQOP8DsQYk39ioiK5qUMNZg3uwpDu9VmxbR+XvjmXfh8sZNnWfV6HZzyWZY1fRF7HGaANnANFc5w7cmW1XjVgNFARSAXeVdVh7rw7gH8DKTj39B2cm+CNMf4Vj4liYOda9GlXndHzNvHezxu4ZPgcutQrz13d6tKsWmmvQzQeyE4b/2Kf1ynAp6o6JxvrpQD3quoSESkBJIvIVCAB6Ak0VdXjIlIhx1EbY3IkLiaK2zrX5vp2iYyau4n3Zm2g5/A5dK1fgbu61aFp1dJeh2gKUHYS/2dAbZxa/3pVzdalgqq6E9jpvj4oImuAKkB/4DlVPe7O25WbwI0xORcXE8XtXWrT96x/DgAXvzGHc+pXoGOZU16HZwqIZDbin4hEAc8ANwKbcZp5qgIfAA+rarYvFRSRROBnnHMDP+NcANYdOAbcp6qLMlhnADAAICEhIWns2LHZLpSvQ4cOERcXl6t1g42VJfgU9nIcTVGmbj7J95tOcvgkNC8fySW1o0ksFel1aHlS2P8uvvJSli5duiSraqvTZqhqhg/gFeB9oITPtJLAu8CwzNbLYDtxON0/L3Pfr8K5kbvgdA3diHsAyuyRlJSkuTV9+vRcrxtsrCzBJ1TKceDoCb37/e+16ePfa/Uhk/WmDxfpym37vA4r10Ll76Kat7IAizWDnOqvV08PoL+qHvQ5SBwABgIXZOdoIyLRwATgY1X9wp28DfjCjWshzonf+OxszxgTGCVio7m4VhFmDenCvefWZeHGPfR4fTb9Ry9m1fb9Xodn8pm/xJ92xEg/8RT/9PLJlHuv3hHAGlUd6jPrS9yLv0SkLlAE2J2DmI0xAVIyNpo7zqnD7Ae6cs+5dVmwwQ4Aochf4v9FRK5PP1FEegNrs7Ht9kAfoKuILHMfFwAjgZoisgoYC/TN6ABjjPFOydho7jynDrOGdOXubnYACDX+evXcDnwhIjfitNEr0BooClya1YZVdTZOO35GeucwTmOMB0oVjWZQtzr0a5/Ih3M2MWL2Bnr88ifnNkxg0Dl1aFyllNchmlzwd7P17cCZItIVZ0x+Aaao6rSCCs4YExzsABBasjNWz0/ATwUQizEmyNkBIDRk5wIuY4z5H3YAKNws8Rtjcs0OAIWTJX5jTJ5ldgDo1iCBWzvVJKl6GZwe3iYYWOI3xuSb9AeAkXM28uOaP2lWtRQ3dazJ+Y0rEh2Zm9HgTX6yxG+MyXdpB4D+Z9dgQvI2Rs7ZxJ2fLqVSqVj6nZXI1W3OoFTRaK/DDFt26DXGBEyxIlH0aZfItHs68f71rUgsV5xnp6yl3bPTePyr1Wzec9jrEMOS1fiNMQEXESF0a5hAt4YJrN6xnxGzN/Lxgs2MmreJcxskcHPHmrROtPMABcUSvzGmQDWqXIqhVzZnSPf6jJm3mY8WbOaHX/6kSZVS3NyxBhc0qWTnAQLMPl1jjCcSSsZy33n1mPfAOfz30sYcPpHCoLHL6Pj8dN6asZ79R7J9yw+TQ5b4jTGeKlokkuvOrM6Pd3fig36tqVWhOM9/t5a2z07j0Umr2LTbzgPkN2vqMcYEhYgIoUv9CnSpX4E1Ow8wcvZGxi7cypj5mzm3QQIDzrbrAfKLJX5jTNBpUKkkL/Zqxv3d6zF67j/nAZpXK03/jjU5r1ECUXYeINfskzPGBK0KJZzzAHMf6MpTPRux78gJbv9kCZ1fmsHI2Rs5dDzF6xALJUv8xpig9//XA9zbmXf6JFGxZCxPTv6Fds9O47kpa/lj/zGvQyxUrKnHGFNoREYI5zWqyHmNKrJ0y17en7WRd39ez/uzNnBxs8rc3LEmDSuX9DrMoGeJ3xhTKLU4owzDryvD1r+PMGL2RsYt3soXS7fTvnY5ziyVQidVOxGcCWvqMcYUatXKFuPxixsx74FzGNK9Pr/vOsTQ5OOc9+rPjFu0lWMnT3kdYtCxxG+MCQmlikUzsHMtZg3uSv8mRYgQYfCEFbR7dhrPf7eW7fuOeh1i0LDEb4wJKUWiImhfJZopgzryyc1n0jqxLO/MXE/H53/i1jHJzFu/B1X1OkxPWRu/MSYkiQhn1Y7nrNrxbP37CB8t2Mxni7by3eo/qF+xBNe3S+SSFpUpViT80qDV+I0xIa9a2WI8eH4D5j94Ds9f3gQR4aGJK2n7zDT++80vbP37iNchFqjwO9QZY8JWbHQkV7U+gytbVWPRpr2MmruJkXM28f7sjZxTvwJ9z0qkQ+34kO8NZInfGBN2RIQ2NcrSpkZZdu4/ysfzt/Dpwi38uGYhtcoXp+9ZiVzWsipxMaGZIgPW1CMi1URkuoisEZHVIjIo3fz7RERFJD5QMRhjTFYqlSrKfefVY84DXXm5VzOKx0Tx6KTVtHvGuUvY+r8OeR1ivgvk4SwFuFdVl4hICSBZRKaq6i8iUg04F9gSwP0bY0y2xUZHcnlSVS5rWYWlW/cxeu4mPl6wmQ/nbqJD7Xh6t61OtwYVQmJwuIAlflXdCex0Xx8UkTVAFeAX4BVgMDApUPs3xpjcEBFanlGGlmeU4eELGzJu8VY+nr+ZWz9KpmLJWK498wyubl2NCiVjvQ4116Qg+rOKSCLwM9AY6Ayco6qDRGQT0EpVd2ewzgBgAEBCQkLS2LFjc7XvQ4cOERcXl7vAg4yVJfiESjnAyuLPqVRlxe5TTNuSwqrdp4gUSEqIpOsZ0dQrExHQk8F5KUuXLl2SVbXVaTNUNaAPIA5IBi4DigELgFLuvE1AfFbbSEpK0tyaPn16rtcNNlaW4BMq5VC1smTXhr8O6dOTV2vTx7/X6kMma7eXZ+iouRv1wNETAdlfXsoCLNYMcmpAG6tEJBqYAHysql8AtYAawHK3tl8VWCIiFQMZhzHG5Jca8cV5+MKGLHjoHF68oilFi0Ty6KTVnPnMNB6euJI1Ow94HWKWAtbGL85vnxHAGlUdCqCqK4EKPstsIpOmHmOMCWax0ZH0alWNXq2qsXzrPj6av5nPk7fx8YIttE4sQ++21eneuCIxUZFeh3qaQPbqaQ/0AVaKyDJ32kOq+m0A92mMMQWuWbXSNKtWmocvbMDnydv4aP5mBo1dRnxcES5tUYUrkqpRr2IJr8P8f4Hs1TMb8HvGQ1UTA7V/Y4wpaKWLFeHmjjW5sX0NZv++m48XbOaDOZt4b9ZGmlYtxRVJVbm4WWVKFyviaZyheVmaMcZ4KCJCOLtuec6uW549h44zadkOxidv49FJq3l68hrObZjAFa2q0rF2vCfXBVjiN8aYACoXF8ONHWpwY4carN6xn8+TtzFp2Q6+WbmTCiViuLRlFXolVaV2hYJrCrLEb4wxBaRR5VI0qlyKB89vwE9rd/F58jben7WRd2ZuoHm10vRqVZUeTStTqmh0QOOwxG+MMQWsSFQE3RtXpHvjivx18DiTlm1n/OJtPDxxFU9+/QvnNarIFUlVaV87MEOZWeI3xhgPlS8Rw80da3JThxqs2n6A8clbmbRsB18t30GlUrFcX9cZ7iA/WeI3xpggICI0qVqKJlVL8fCFDZi2ZhfjF2+lfLH8Hx208A8zZ4wxISYmKpILmlTigxvaEF80/9O0JX5jjAkzlviNMSbMWOI3xpgwY4nfGGPCjCV+Y4wJM5b4jTEmzFjiN8aYMGOJ3xhjwkyB3Gw9r0TkL2BzLlePB0LlDl9WluATKuUAK0uwyktZqqtq+fQTC0XizwsRWawZ3WW+ELKyBJ9QKQdYWYJVIMpiTT3GGBNmLPEbY0yYCYfE/67XAeQjK0vwCZVygJUlWOV7WUK+jd8YY8z/CocavzHGGB+W+I0xJsyEdOIXkbtFZLWIrBKRT0Uk1uuYsktERorILhFZ5TOtrIhMFZF17nMZL2PMjkzK8aKIrBWRFSIyUURKexhitmVUFp9594mIikhgbpKazzIri4jcISK/ut+bF7yKLycy+R9rLiLzRWSZiCwWkTZexpgdIlJNRKaLyBr38x/kTs/3733IJn4RqQLcCbRS1cZAJHC1t1HlyIdA93TTHgCmqWodYJr7Pth9yOnlmAo0VtWmwG/AgwUdVC59yOllQUSqAecCWwo6oDz4kHRlEZEuQE+gqao2Al7yIK7c+JDT/y4vAE+oanPgUfd9sEsB7lXVBkBb4HYRaUgAvvchm/hdUUBREYkCigE7PI4n21T1Z+DvdJN7AqPc16OASwoyptzIqByq+oOqprhv5wNVCzywXMjkbwLwCjAYKDQ9JTIpy0DgOVU97i6zq8ADy4VMyqJASfd1KQrBd19Vd6rqEvf1QWANUIUAfO9DNvGr6nacGssWYCewX1V/8DaqPEtQ1Z3g/JMAFTyOJz/cCEzxOojcEpGLge2qutzrWPJBXaCjiCwQkZki0trrgPLgLuBFEdmKkwcKy69KAEQkEWgBLCAA3/uQTfxuO1hPoAZQGSguIr29jcr4EpGHcX7efux1LLkhIsWAh3GaEkJBFFAGp5nhfmCciIi3IeXaQOBuVa0G3A2M8DiebBOROGACcJeqHgjEPkI28QPdgI2q+peqngS+AM7yOKa8+lNEKgG4z4Xip3hGRKQv0AO4TgvvxSS1cCoWy0VkE06T1RIRqehpVLm3DfhCHQuBVJwBwgqjvjjfeYDxQNCf3AUQkWicpP+xqqbFn+/f+1BO/FuAtiJSzK21nIPTZlaYfYXzD437PMnDWHJNRLoDQ4CLVfWI1/HklqquVNUKqpqoqok4ibOlqv7hcWi59SXQFUBE6gJFKLwjXO4AOrmvuwLrPIwlW9w8NQJYo6pDfWbl//deVUP2ATwBrAVWAWOAGK9jykHsn+KcmziJk1BuAsrhnNVf5z6X9TrOXJbjd2ArsMx9vO11nLktS7r5m4B4r+PMw9+lCPCR+31ZAnT1Os48lKUDkAwsx2knT/I6zmyUowPOSekVPt+NCwLxvbchG4wxJsyEclOPMcaYDFjiN8aYMGOJ3xhjwowlfmOMCTOW+I0xJsxY4jchzx01c4zP+ygR+UtEJgdwn6+KyNnu6xki0sp9neiOsnheFuv/WBhGXzWFkyV+Ew4OA41FpKj7/lxge6B2JiJlgbbqDB7mO70q8D3OCIzfZ7GZMcBtAQrRhDlL/CZcTAEudF9fg3PRDwAi0kZE5orIUve5nju9kYgsdMd0XyEidUSkuIh8IyLL3fs8XJXBvq4Avks3rSLwA/AfVf3K3X4xERnnbvszd3C0Vu7yX7lxGpPvLPGbcDEWuNq9GU9TnKs506wFzlbVFjgDrj3jTr8VGKbOmO6tcK4K7Q7sUNVm6tznIX2CB2iPc9Wor9HAG6o63mfabcBede5L8BSQlDZDVfcCMSJSLjeFNcYfS/wmLKjqCiARpxb9bbrZpYDx7h2cXgEaudPnAQ+JyBCguqoeBVYC3UTkeRHpqKr7M9hdJeCvdNN+BPq4I3qm6YBzQEJVV+Fcqu9rF87IssbkK0v8Jpx8hTM2+6fppj8FTHdr8BcBsQCq+glwMXAU+F5Euqrqbzg185XAsyKS0ZDMR9O24eMFnF8Z490bAwFkNeRxrLstY/KVJX4TTkYCT6rqynTTS/HPyd5+aRNFpCawQVVfwzloNBWRysARVf0I5yDSMoP9rAFqZzD9buAAMMIdiXE2cKW7r4ZAE599C855gU05K6IxWbPEb8KGqm5T1WEZzHoBp/Y+B+fezGmuAlaJyDKgPk47fRNgoTvtYeDpDLb3DdA5g/0rzrC6ldx9vgmUF5EVOMNUrwDSmo6SgPn6zy0qjck3NjqnMQEgIrOBHqq6z88ykUC0qh4TkVo4Q+7WVdUTIjIM+EpVpxVMxCacRGW9iDEmF+4FzgD2+VmmGDDdveuSAANV9YQ7b5UlfRMoVuM3xpgwY238xhgTZizxG2NMmLHEb4wxYcYSvzHGhBlL/MYYE2b+DzEiyQ8uTy/6AAAAAElFTkSuQmCC", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "def speed(mass):\n", + " # Prepare Environment\n", + " Env = Environment(\n", + " railLength=5.2,\n", + " latitude=32.990254,\n", + " longitude=-106.974998,\n", + " elevation=1400,\n", + " date=(2018, 6, 20, 18),\n", + " )\n", + "\n", + " Env.setAtmosphericModel(type=\"CustomAtmosphere\", wind_v=-5)\n", + "\n", + " # Prepare Motor\n", + " Pro75M1670 = SolidMotor(\n", + " thrustSource=\"data/motors/Cesaroni_M1670.eng\",\n", + " burnOut=3.9,\n", + " grainNumber=5,\n", + " grainSeparation=5 / 1000,\n", + " grainDensity=1815,\n", + " grainOuterRadius=33 / 1000,\n", + " grainInitialInnerRadius=15 / 1000,\n", + " grainInitialHeight=120 / 1000,\n", + " nozzleRadius=33 / 1000,\n", + " throatRadius=11 / 1000,\n", + " interpolationMethod=\"linear\",\n", + " )\n", + "\n", + " # Prepare Rocket\n", + " Calisto = Rocket(\n", + " motor=Pro75M1670,\n", + " radius=127 / 2000,\n", + " mass=mass,\n", + " inertiaI=6.60,\n", + " inertiaZ=0.0351,\n", + " distanceRocketNozzle=-1.255,\n", + " distanceRocketPropellant=-0.85704,\n", + " powerOffDrag=\"data/calisto/powerOffDragCurve.csv\",\n", + " powerOnDrag=\"data/calisto/powerOnDragCurve.csv\",\n", + " )\n", + "\n", + " Calisto.setRailButtons([0.2, -0.5])\n", + " Nose = Calisto.addNose(length=0.55829, kind=\"vonKarman\", distanceToCM=0.71971)\n", + " FinSet = Calisto.addFins(\n", + " 4, span=0.1, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956\n", + " )\n", + " Tail = Calisto.addTail(\n", + " topRadius=0.0635, bottomRadius=0.0435, length=0.060, distanceToCM=-1.194656\n", + " )\n", + "\n", + " # Simulate Flight until Apogee\n", + " TestFlight = Flight(\n", + " rocket=Calisto,\n", + " environment=Env,\n", + " inclination=85,\n", + " heading=0,\n", + " terminateOnApogee=True,\n", + " )\n", + " return TestFlight.outOfRailVelocity\n", + "\n", + "\n", + "speedbymass = Function(speed, inputs=\"Mass (kg)\", outputs=\"Out of Rail Speed (m/s)\")\n", + "speedbymass.plot(8, 20, 20)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "hide_input": false, + "kernelspec": { + "display_name": "Python 3.9.7 ('base')", + "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": "3.9.7" + }, + "vscode": { + "interpreter": { + "hash": "1cff25e70c1e57fad421e91c4365585c5e52e605a4ac474950021b51ee0f23f7" + } + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} \ No newline at end of file