Iris_project.ipynb

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      "source": [
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "import pandas as pd\n",
        "%matplotlib inline"
      ]
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      "source": [
        "LOADING THE DATASET\n"
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        "\n",
        "columns = ['Sepal length', 'Sepal width', 'Petal length', 'Petal width', 'Class_labels']\n",
        "#Load the Data\n",
        "df= pd.read_csv('iris.data', names=columns)\n",
        "df.head()"
      ],
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              "   Sepal length  Sepal width  Petal length  Petal width Class_labels\n",
              "0           5.1          3.5           1.4          0.2  Iris-setosa\n",
              "1           4.9          3.0           1.4          0.2  Iris-setosa\n",
              "2           4.7          3.2           1.3          0.2  Iris-setosa\n",
              "3           4.6          3.1           1.5          0.2  Iris-setosa\n",
              "4           5.0          3.6           1.4          0.2  Iris-setosa"
            ],
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              "      <th></th>\n",
              "      <th>Sepal length</th>\n",
              "      <th>Sepal width</th>\n",
              "      <th>Petal length</th>\n",
              "      <th>Petal width</th>\n",
              "      <th>Class_labels</th>\n",
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              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>5.1</td>\n",
              "      <td>3.5</td>\n",
              "      <td>1.4</td>\n",
              "      <td>0.2</td>\n",
              "      <td>Iris-setosa</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>4.9</td>\n",
              "      <td>3.0</td>\n",
              "      <td>1.4</td>\n",
              "      <td>0.2</td>\n",
              "      <td>Iris-setosa</td>\n",
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              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>4.7</td>\n",
              "      <td>3.2</td>\n",
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              "      <td>0.2</td>\n",
              "      <td>Iris-setosa</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>4.6</td>\n",
              "      <td>3.1</td>\n",
              "      <td>1.5</td>\n",
              "      <td>0.2</td>\n",
              "      <td>Iris-setosa</td>\n",
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              "      <th>4</th>\n",
              "      <td>5.0</td>\n",
              "      <td>3.6</td>\n",
              "      <td>1.4</td>\n",
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              "      <td>Iris-setosa</td>\n",
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        "Visualization of Dataset"
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            "text/plain": [
              "       Sepal length  Sepal width  Petal length  Petal width\n",
              "count    150.000000   150.000000    150.000000   150.000000\n",
              "mean       5.843333     3.054000      3.758667     1.198667\n",
              "std        0.828066     0.433594      1.764420     0.763161\n",
              "min        4.300000     2.000000      1.000000     0.100000\n",
              "25%        5.100000     2.800000      1.600000     0.300000\n",
              "50%        5.800000     3.000000      4.350000     1.300000\n",
              "75%        6.400000     3.300000      5.100000     1.800000\n",
              "max        7.900000     4.400000      6.900000     2.500000"
            ],
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              "      <th></th>\n",
              "      <th>Sepal length</th>\n",
              "      <th>Sepal width</th>\n",
              "      <th>Petal length</th>\n",
              "      <th>Petal width</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>150.000000</td>\n",
              "      <td>150.000000</td>\n",
              "      <td>150.000000</td>\n",
              "      <td>150.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>5.843333</td>\n",
              "      <td>3.054000</td>\n",
              "      <td>3.758667</td>\n",
              "      <td>1.198667</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>0.828066</td>\n",
              "      <td>0.433594</td>\n",
              "      <td>1.764420</td>\n",
              "      <td>0.763161</td>\n",
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              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>4.300000</td>\n",
              "      <td>2.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.100000</td>\n",
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              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>5.100000</td>\n",
              "      <td>2.800000</td>\n",
              "      <td>1.600000</td>\n",
              "      <td>0.300000</td>\n",
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              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>5.800000</td>\n",
              "      <td>3.000000</td>\n",
              "      <td>4.350000</td>\n",
              "      <td>1.300000</td>\n",
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              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>6.400000</td>\n",
              "      <td>3.300000</td>\n",
              "      <td>5.100000</td>\n",
              "      <td>1.800000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>7.900000</td>\n",
              "      <td>4.400000</td>\n",
              "      <td>6.900000</td>\n",
              "      <td>2.500000</td>\n",
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        "#Visualize the whole dataset\n",
        "sns.pairplot(df, hue='Class_labels')"
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              "<seaborn.axisgrid.PairGrid at 0x7f46f2a2af50>"
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            "text/plain": [
              "<Figure size 823.25x720 with 20 Axes>"
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zidGho7lp0E2EeIa4cJaC0DbiVe885ZQbW8yXaeTnqRPLzIQur19AP56+6GkMJgNVDVVc+Z19w7Tk0mQyKjJEMCMI7SAuOI5XJr9CnaWOjLIMbt9wu939yw8tZ3b0bPGNutCiwtpCXt/7ut1YTk0O+bX5PJLwCAvjFuKp80Sr0rpohoJwbsQys/OUU24gUH/mYEYsMxO6C61ai6+7L/XW+mbX65ssIodGENqLm8YNXzdfas21DveZrWYsssUFsxK6Cotsoc5ch0pSEeUdhY9OqVZmsppQq9T4uvuKQEboksSVmfOUVWog0OvMpWkD9Dp2Hy/roBkJQvuL8IpgRq8ZbDixwTY2LnwcAP/6418EeQQxOXIy/QP62+13pPwIW3K3kFudy+SekxkRMqJNvTKsspWkkiR+y/4Ni9XCxVEXMyRoiFhaI3QbqWWpbM7ZTKmxlKlRUwnyCGJLzhayqrIYETKCYmMxUd5RzOw1k/Un1tv2u7T3pUR4Rbhw5oKrHS49zG9Zv1FrquXiKGUp8Kml80M9Q3lk1CPUNNSQXp5OsGcwvjpf+vr37fC55tbksjN/J4eKDzEqbBSjwkaJpW3COROfAM5TdrmRhF7+Z9wmUK+joErkzAjdh4fGg4dGPkRfv76sPb6WUaGjiA+N595f77Vt82Hyh3x46Yf08e8DwPHK4yzYsIDSulIAvkj/gufHP89Vfa5q9eMeKj7Ebetvs10V+vDwhyyfsZyEsAQnPjtBcI30snRu/+l2akw1AHyW+hkPj3yYt/a/RZ2ljq8yvuKeuHt4budz3DHkDkI9Q9mat5XLel/GFbFX4K5xd/EzEFzlcMlhbv3pVuosymeNT1I+4e1L3mZcj3G2bdQqNRarhTf2vWEbC/MMY1bMrA6da3ldOU9te4pdBbsA+Drja67pcw2PjXnModCFILSGWGZ2nnLLjQSdJWfGX6+jqLoeWXYsfygIXVWkdyQLhy/ks1mfce+Ie1l2cJnd/VUNVRwsOWi7fbj0sC2QafTGvjcoNdqPncnazLV2y9usspVVaavOsIcgdB37ivfZAplGP2T+wMTIibbbX6V/xYzeM3jn4DvcOOhGPp31KQuHLyTCW1yVuZBtzdtqC2QAZGRWHFphV9a7oLaAt/a/ZbdfgaGAtLK0DpsnQGZlpi2QafTtkW/Jqsrq0HkI3YcIZs6DLMvkVRoJ9jpzMOOuVaNTq6gQjTOFbqhxmVid2fHq46lvpGbZMcemzlzXpnX+zeUK1JpqxRcFQrdQb3bsJ1NnrkOnaloqVG+pR6fW2fqAtGWZptB9Gc2OebkGs8HutdEqW2mwOvaP6eh+Rc09nows+iYJ50wEM+eh0mhCkjhjj5lGgV5iqZnQffm7+3P7EPvqShqVxq5/QX///rir7ZfB3DHkjjatk7489nKHsbkD5iJJUhtnLAidz4iQEWgk+/eTy6IvY0vuFtvtK2OvZOOJjdw86GZCPUM7eopCJzUxYiIqyf4j3S2Db7FbehimD+OWQbfYbaPX6ludM5Nalsr/9v2Pp7c9zdacrRhMhnOaa7RvNL28e9mNjQ0fS5RP1DkdTxBEzsx5yCk3EuLdujXKASfzZgaG+7TzrATBNXp49WBh3EK25G7B392fiRET7YKX/gH9WT5zOR8f/pisqizm9J/DlMgpbXqMEcEjWDp9KR8kfYBFtnDL4FtICBX5MkL3MDhoMMtnLueDpA8oritmcuRkoryjiA+Np6i2iGm9plHbUMttQ25jWtQ01Cq1q6csdBJDg4ey7JJlfJj8IVUNVdw86Ga7fBkAlaRi3oB5hHiGsDpjNX38+jB/4Hxi/WLPevyM8gy7fK7VR1bz8sSXzynfJsQzhNcvfp3VGavZmb+T6VHTmR0zG2+dd5uPJQgggpnzklNuJPgslcwa+XvqKBSNM4VuqrK+kiW7l1BoKGRk6EiqG6p5cdeLPHXRU8T6N71RxgXH8eLEFzFbzeeUrOymcWNCxARGh40GsKvUIwhdnUpSER8aT2VdJasyVrEiaQVGs5HBgYPp69+XOX3n4K51F4n+ggOtSsuY8DGMDBmJBQtu6uaXv4d4hjBvwDyu7nM1GpWm1ZUgDxQfcMjneuvAW4zvMR5fd982zzfWL5ZHEh6hzlyHh1Yk/QvnRwQz5yG3wkjAWfJlGvl6aCkQwYzQTcmyjMlqwmg2sjV3q23cYnXMh2nLG2hLRBAjdGflDeV2f0fJpckUG4uxYBGBjHBGGrUGTSs+2rX1PGqpr5gVa5uOcypJkkQgIziFy3NmJEnqL0nS/lN+qiRJetDV82oNpWFm66/MiMaZQnfl5+7HgqEL7MZ0Kh1xwXH2GxYcgo3/B6tuhZQfwFjRgbMUBCepKYJDX8EXN8OmxVCU4tTDDwwY6PDN+oIhCwj0CHTq4whdRNkx2LkUPr8Rdq+Aio6v+hUXHGdXiAJgwdAF+LufuTWFIHQEl1+ZkWU5DRgOIEmSGsgFvnHppFopu8zAkB6tu7waoNeRUVTdzjMSBNe5JOoSPDWefJH2BWH6MG4YcAMDAwY2bVCcBh9eAcZy5fbhb+Hy/0DCHa6ZsCCcC6sVElfApheV2ynfw5734Y6fwL/XmfdtpYGBA1kxcwUrU1eSW53LnAFzGN9jvFOOLXQxtSXwzZ8he4dyO3UNDLwSrn4L3Doux2RgQNM5mV+bz9z+cxkXMe7sOwpCB3B5MHOaacBRWZZPuHoirZFbbmRK/9ZVYgrQ68QyM6Fb83X3ZVbMLGb0moFKpXKorEP+gaZAptFv/4L+s8FbVGUSuoiKLNj6H/ux6jwoTHJaMAPKN+FDgoZgtVrRqDvbW7XQYUoymgKZRinfw8SHocfwDpuGJEkMCxnG0OCh4pwUOh2XLzM7zTxg5emDkiTdLUlSoiRJicXFxS6YVvNyK4wEtTJnxt9TS1G1Yw8BoWvrrOemK2nUGsdABkA+ubbaPxoiE0CtA9kCiB4xzibOy/YkN53LdpxfHlwlqbrdh0ZxbrZVSzkprnnd7I7npND1dZozUpIkHXAl8Njp98myvAxYBpCQkNApPvnU1JupN1vxcW/dr9DHQ4uhwUydyYK7VpTT7C4647nZWRgbathdkMj3mT9gkS1cHj2bnjev4ruc3zhWX8ZVw65mjD4CP+8wV0+12xHnZTvy7Qlj/wLbXmsaG3IdNNTAp9dDYF9qRswnsaGEbzK+IcgjiKv7XM2QoCGYrWb2Fe3j64yvkSSJa/tey/Dg4WhUGg4UH+DbI99SWV/Jn/r+ifjQePRaveueZzsR52YbBfaD8OGQv79prP/JflsbnoKiZIibB7FTQB/crlNJLknm+yPfk1ebx9V9rmZ0+GiHcsqFtYX8kf8H646tI0Qfwuzo2YwOH92u8xKEThPMAJcBe2VZLnT1RFojt9xIiI9bq5v1qSQJf08dRVX1RAV6tvPsBMH1dhckct+mB7Ce/Bb7l6yNLJ60mE+Or8OKlS35O/jnqH9wg4vnKQhtotbAmIUQEAMHPofoSeDuC6vvUu4/sY2tIT3526G3bLt8d/Q7PrrsI6obqlmwoalQxtrMtbw/833cNG7csf4OTFYTAL9k/cJrU15jWq9pHfrUhE7IKxiuXQ5JqyFzo7IsN3oyfHI1GMqUbY78AtOehgkPQTs1EE4rS+P29bdjNCuFjDblbOL58c9zVZ+r7Lb7+cTPvLz7ZdvtdcfWsXT6UkaGjmyXeQkCdK5lZjfQzBKzziq3wkBwK5eYNQr0cqOgSuTNCBeGdcd/sgUyjX44+gNXxF5hu/32oWWUGEo6emqCcH58wmHkrXDbj5BwO2z9t+2u6r4zeCfrJ7vN6y31JBYk8u2Rb+3GZWS+PfItKaUptkCm0XtJ751zh3WhmwnqA1MehdvWwfj7ofxYUyDTaMsrUJnbblM4WHzQFsg0evvg21TUN1WkzK3J5aPDH9ltYzQbOVxyuN3mJQjQSYIZSZL0wCXAalfPpbVyylufL9PI31NLfqUozyx0cdYz9xWQ5TOvHAn2CGZk6Ejc1e7IsowscmaErkqlAiSISIDAs3dRbwtZlpGQzvr3JAhN2u9cafZ1uoWH06l0xIfEE+sX2/K+guBEnWKZmSzLtUCXKqCfVdb6HjON/D1FRTOhCytOh6Sv4djvMOhKGHA5+EXZ7q6qr2Jn/k6+Sv+KcH04M3vPZO3xdbarMz46H+YNmMePmT8iIXH7kNuJ9Y0l2LN913kLQrupKYKjv0J9jRLQxN+K9/b/cvfFD/Fo5VLbZjqVjoSwBPoH9GdN5hrbuITEiNARhHqGolVpbVdn/Nz8WDR8EYt3Lya7Opvr+l3HReEXnVOndaEbKDkCyd/A0Y0wYDb0ngSeAfZXZyY+Ar6R7TaFYcHD8NB42F2duTvubvzc/Gy3I7wieDD+QbKrs9lVsIs+fn24ru91DA0a2m7zEgToJMFMV5RdZqBfaNtqvPt76sSVGaFrqiqAVTdDcapyO2sHnNgBVy8FNy8ANmZv5KltT9l2KTYU8/rU11lzVCkAcH2/OTy06SEMZmXpTGJhIn9L+FuHPxVBcApZhr0fwa/PNY25+8GsJUwMHcSbIYPsCgAMDBiI2Wpm+YzlrEpfhclqIj4knveT3sdgNvDGxW+w8cRGyuvLmdNvDg9uetD2wfGPgj94cuyTzOk/x0VPVnCZmiL4+s6mAgBZO6DPJXDrGjj0pdKIOG4uxE5tt3wZABUqFg1fRGpZKuV15cSHxjsk/wNUN1Tz3/3/td3+Pft3Pp71cbvNSxDAicGMJEnjgWeAXiePKwGyLMsxznqMziSrzMCEPkFt2idAryO1sKqdZiQI7agkrSmQaZTyPUx6FMKHUlFfwbKDy+zu3pK3hUk9J/HKFCWf4IejP9gCmUbvHnqXy6IvE1dnhK6nMhe2vmo/VlcBKg1eoUOYAkzpOcXubq1ay+jw0ewt2svPJ37m16xfbfetSl3F6xe/jiRJrM5Y7ZCfsOzgMqZHTSfAI6B9no/QOZVk2FcyAzjyM1z8OEx/psOmsa94H68kvkIvn1746HxYun8pofpQEkIT8HNXrs6UGct4L+k9u/3qLHUklSQxIGBAh81VuPA488rMcuAhYA9gceJxO6XcciPB3u5t2ifQS0d+mlhmJnQeZou5+QaXp2vp/pPfBEqyhAoV7mp3hgUPo7qhmsNlh1FLaiymemSsSM304VBLalQqFXWmOty1bft7EoQOY2lQ+iKdSpKUqlKlR6AkvWlcpQWLCST1yZwaMFvNSEioVUpZ/iJDEenlyj4SEnHBcfT174vJYkKWZNSSY/n+s/6NCt1Ti1dbJOXqoNUMau2Zj2ExK8dRNZ1XZosZtUrd6oqsjdvpNXo8NZ5oVI79xCRJQi2pcVe7MzxkOJX1laSUpdjOZ5PFhPa0uTY3Jght5cxgplKW5XVOPF6nVV1nosHS+h4zjQL0OgpFNTOhE6isq2Rb3ja+SPuCUH0o8wfMZ1jwsJbf2IL7O/Y6iJunlKcFfN19eTThEZLLUtiRt4NQfSjX9buOHp4h3P/bfZhlC7cPvh0fnQ9VDcrVSbWk5plxz7DswDIOlhxkXPg4Lul1CQMCxTd4QidRdlzJVUj9HqKnwLB5yt9CVR6kr4OaQggbCiNugt9fhv6zoL4SPrwCfCOpuWgRO02lrExZibebNzcNvInhIcO5POZyVmesJtI7kjn95pBalkoPrx488vsjVJuqubrP1UyKmMTm3M22qSwavkhclbkQBfWDnmMg+4+msbg5YLXADw9CURKMuBn6XQbeofb71ldD5u+w6x1w84WxCykJ7sum3C18k/ENff37Mqf/HAYFDjrrNEYEj+Dvo/7OroJdlNeVc/uQ2xkcMNh2VQbA392fv4/6Oykn3wfC9eFc1ecq+vv35+Pkj1l7fC0jgkdwTd9rUKvU/HD0B3bm72Raz2nM7D2Tnj49nfVbEy4w5x3MSJIUf/Kfv0mStASlIpmt1b0sy3vP9zE6m+wyI6E+7q3+RqORn6eWstoGzBYrGrX4lk1wnZ+zfubZHc/abv9y4hc+mfVJy29qXiFw3QpI/wlObIe+M6HPNNA19Uwqqs5h6YGmpOdtudv48/A/szl/BwD7S5J4ffK/2VW0lxNVJ0W8oBcAACAASURBVLiu33U8v/N5sqqzAEgqSSKpNIkXJ75IgLv40Ca4WH01rPsbZGxQbufuhdQf4ZYfYMdbsOPNk+N7IPM3uPptJcj5bpEyrvVgW+94Hklq+pvYlL2JDy79gLjgON6f+T45NTk8vvVxHhz5IM/tfA6LrCxqSCxM5NmLniVcH05ZfRlXxFxBQlhCRz57obOQrdDvUohMgOI0CB0CESPhk2ugrlLZJicRJuXClMdsVwMBOPqbkut4krU4hVXjbmHpyaVgB0sOsuH4Bj6Z9QkxfmfOCGiwNPCfPf+hwdoAwP7i/Tw59kmH7QpqC+zfB/K28fTYp1mcuBhQXufVKjWbczaTWZlpG9tTuIclk5fgpfNq++9IuOA54xP1v0/+jAESgH+dMvaKE47f6WSXGwjxbltZZgCNSoWvp5ai6vqzbywI7aSiroLlh5bbjZmsJg4WHzzzjoGxcNEimPcpjLwFfCOajlmVy/LUT+02b7A2UN1QjZta+VsxmA18nPIx9w1bxL+n/JuahhpbINNoe952jpYfPY9nJwhOUnq0KZBpVJIG5Zmw6237cUOZ8k15Y4ADGKMn80He73abWWQL23K3oVFpGBE6grSyNPzd/cmrybMFMo1Wpq0kyicKs9XcYrK1cAEoyYCNz8L+z6C2BBJXQGFSUyDTaMebUJXTdNtkhO1v2G1SMPhK3k/5xG6s2lRtW/J4JgdLDtoCmUbLDy2nvK7cdrusrozlSfbvLfWWeo5WHkWjavru3F3jbgtkGm3N20pWlf37gSC01nlfmZFleSqAJEkxsizbnZ2SJHXL5P/sMkObe8w0CtK7kV9ppIefh5NnJQitI0mS3RtLo+bGWqXBgCSp0Koc1z2rJJVd40w3VVPegUrl+F2KhNRsvoAgdLjG89AnQllKVpqhBDiSBCqNkhdzKpVayZdp3N1qQqdyfJ0/NT9Ap9ZhkS3NnvNalZaK+gpyqnNQdY6WcEJHajCAxq3pSouHP3iHgaGk+Twalfa03EYJ1PafU1RWs/I6f1pWc2tec5t7f9CqtXbnporm3wfUKrVdT5rm8idB5IUJ586ZZ85XzYx96cTjdxonSg0En8OVGVCKAORViLwZwXV83Xz5y/C/2I3ptXriguPadqCKLNj6GqyYge/Od1g06Fa7u720XnhoPGy9MyQk5ve5BkmtvHH28+vHwICBdvtcFn0Zffz7tPEZCUI7CIyFK9+EfjOhKhciR8HsfyvfiI+83X5b3ygIHwZTH7cNuR/bzIKIi+02c1O7Mb7HeNvtqT2nYjAZCPUMxV1tXwBjXv95fJryKX8e9me83cRVmQtGRRZsex1WzIAfHwadF8x+FaLGKudhn+nQIx68w+33m/IP+z4zWneY+JDdJmGHf+AvQ++yGwv2CG5VpbG44Di8tPZLwBYNX2TX+8jP3Y9FIxbZbeOt9SbGNwazbLaNGUwGRoSMsNvuipgr6OXT66zzEITmSOfbXViSpAHAYGAxcGrTCB/gb7IsDz6vBzhNQkKCnJiY6MxDttnNy/9gdHQACb3avq7/k50niIv05Z7Jzu0WLbSLNiVFdYZzs7UMJgN7C/ey/vh6QvWhTIuaxsDAgWffsZHJCN/fp/Q5APAMxHDZEvbqVKzP306YeyBTw0ZjUetYe+JnLLKFmVHTiAsbhdat6Q0xpTSFbbnbSC5NZlTYKMaEj7F1jRbOqNXnZlc6LzuVuir44mY4tqlpLCAGYi9WEv9Dhyg9PiLilQaywf2VPJusnZD8LfhEUDf4Kg5aa1l3bB3eOm9m9JrB4KDBtnxLWZY5VHKIrblbifKOIrk0mcr6Sib3nEyJoYRo32iGhwzHU+vZ/Bw7n277mtkhzPWw5iHYf8qS3bGL4OgvSr5Mo5ipcMn/wZFflJL5A6+AXhPA09/+eKY6yNkFSavBzQcGX0VlYCyJRXv45cQvxPrGMqXnlFZ/gZRSmsKvWb9SUFvAzOiZjAgZgV6rt9umpqGGfUX72HB8A2H6MKb1mkawezB/FPzB7zm/MyRoCBMjJqJWqdmWu419RfsY12McY8LHEKYPO9ffXGu0XxMeweWcEcxcBVwNXAl8f8pd1cDnsixvP68HOE1nePGbtPg37p3ah54BbX+DWXsoH0mC/7tqSDvMTHAy8cbckqJUWDpWKQ0KMOwGOLENKnOg7wyozof8AzBrCYy+27Vz7Z5EMNPe8vbDssmO45P/rlQuU2shsC/MeF4phiGAeM08P8Xp8NYYJem/UeP5drq7flUKAQitJYKZbswZOTPfAd9JknSRLMs7nDCnTs1ilSmorCPU59x6YgR5ubE/u/zsGwpCZ2S1KGu5JZWSU9C4dMDSoKzvDh5A0dBr0dUW41eQ5LBmG5S+Ag3WBodv9AShU2kph6wxX8FigqLDTQF9MwwmAxqVBrNV6enhdtrfQ51ZWXLsrrF/P2mwNGC2mrvSFRnBGVSqk/lYpyTat5RHotKC2QSWOjiHZYi1DbW4qd3QqFv+GGg0G6k11RLkceYG4S2dx4LQUZzZZ2a+JEk3nDZWCSSeDHi6hYKqOrw9NOg055ZuFOilI7fCePYNBaGzKTwMu96FrG0QfzuM/TNsP1m9Kf0njt78NVsr0/k+8wsC3AO48favGafvRWPKvyzL7C/ez/tJ75NTncP1/a9netR0gj2DXfaUBKFFATEw4hbY91HTWM+xSpPMRsEDIdSxnHl5XTm/5/zOwaKD9PTpyU/HfsJL58WCoQtICE3AbDWzq3AXKw6uwCybuWPIHYztMRZ3tTt7i/ay/NBySowl3DTwJib3nIy/u7/DYwjdkF9vGP8AbF7SNGasUJaVZf7WNBY3TwmiV98FJakw/GYYcg349DjrQxTWFrLhxAZWZ6wmxjeG2wbfxtDgoQ7bJRYk8nnq52RUZDCl5xRmRc+if0B/u20MJgN/5P/B8qTlSEi289hDIwocCR3LmcGMGzCApqT/a4FjwDBJkqbKsvygEx/LZU6U1NLD99y/fQj2diO/UhQAELqYylz4bA5UZiu31/8DJv1d6T1zdBP0uYRfy5N4Y19TKdDEgkT+O+2/jEcpaphWnsaC9Qts5T3/9ce/qGmoYcHQBW3u2SQI7U7nCVP/CdGT4NhmiBwJ7n5KjsLga5Rka50ezI6v5xuzNrJ492JuH3w7r+551Ta+u2A371/6Pg2WBu7deK9t/MFND/LmxW8S4B7AXRvuspVpfnL7kzw19imu7399+z9fwfXUGhhzD4QOhaMblf/2uVi5CnNsE2TvhugJEDQAPrgMGmqV/Tb8E2oKYPozSlW9FlisFj5L/YwVSSsAOFJxhC25W/hs9mf08WvKm0kpTeGvm/5Keb2yiiSzMpMTVSd4btxzdsUoEgsTuf+3+2237//tfpZOX8qEiAlO+5UIQms4s5pZHDBVluU3ZVl+E5iOEtxcA8xw4uO41PFSA8He5x7MeLtpMFmsVNeZzr4xgMWsVIz68Er4+WkwiiVqgguUZDQFMo02vwwBfeGqNzkeGceX6fbFC82ymeSSZNvttLI0hz4F7ye9T5GhqN2mLQjnxScc4q6Hq96EqHHw1W3Kt+YFh2DPh7DpJSV/7BRV9VV8kPwBY8LH8Gv2r3b3ychsy93G7zn2/WcAPk/9nJzqHId+MyuSV1BRV+H0pyZ0UvpgGHwVXPkGjLlLqarnHwXxtyjnYdxcKDvSFMg02vWOUu3sDAoNhXxy2L7PjNFsJKM8w27sSMURWyDT6NesX8mssu8N83X61w6P8U3GN2d7hoLgdM68MuMPeKEsLQPQAwGyLFskSeo2XSIzS2rOqWFmI0mSCPV2J6fcyMBwx3rsdmQZvl4AFSeg/2zITYR3JsNta8Av6pznIAitVW+pp95Sj8/JtfvGoddRFTmSwPT1aDI3g9YNDOVoJXWzSwvcNe4YTAZkZDw0HqgkFQmhCfi7+5NYkIhGpTn3/jaC0J6sFqWimZu38o25Sg1qnVJx6tSlZhqd3W5qlRq9Vk+9ub7ZvwkPjQeyLOOmduOiHhfhofYgxi+G3t69cdM4vrd4ab2UPh3ChUOWleVlOr3D+QUo5+HpNB5NvZFaoJbUuGvc8VX7MjJ0JCXGEvYU7kGr0mKxWqgx1eCp9Wy2V4xGpUEjaagz12GymvDWeeOj88Fd7c64HuOQkdmRtwNfnVKquaqhCp1KJ/JohA7hzCszi4H9kiS9L0nSB8A+YIkkSXrgFyc+jktlFtcSdh7LzEBZapZT3oq8mYNfKJ1+L34CosYo3df7zoCPr1FKgApCO5Flmb2Fe3ng1we48ccb+awmgz13rePJQH9uy/2BF2PjSb5rvXKOvncxEVve4I4h9r03fN18ifGN4Y71d3Drulupt9Tz4sQXscpW0srSmB0zm6fGPEGgR6CLnqUgtKA4Ddb9Hd6dCmsfgdw9kLYO4u17KRE2FELsuw/otXr+Muwv7CrYxfSo6XYNAj00HnjpvBgdPpo/D/szRbVFZFZm4qZ2Y0vuFgoNhSyMW2h3vEXDF+GtE31mLhjlx+G3F+C9i+Gbu5WqeqcLGwp+p/VkmfpP8I0446FD9aE8N/45Lul1CSllKWhUGh4f8zg9vXvySuIrzPtxHs/veJ5I70j6+vW12/fGgTditppZtHERN/54I5+nfs6cAXO4J+4e8mrzyK/N5564e/hT3z+xMnUlN/14E/duvJfEgkQsVksLMxIE53DaV6KyLC+XJGktMPrk0D9lWc47+e+/tbBbl3O8pJYZg0LP6xiBXjpyyg1n3shigl+ehQkP2X8LM+gqZbnPmr/Cte+e1zwEoSWpZaks2LDA1vDSS+fN37c/RaGhEIBV1V+RXnGEV33jCS7LhLJlTPAO5j9T/sOO/B0EugcyPHg4D256EKNZCdz/ufWfPBD/APuL92O2mjl++Dh61EyMnISkEp2fhU6itgS+ukP5IglgzzElZyZ6ItQWK40xyzIhIkHJZ/AJdzjE2PCxvDfjPQ4WH+SVya+wv3g/FquFYM9g/rfvf9wddzev7X3Ntn3anjQeiH+Al3e/zBNjnuCxUY9RaChkQuQEhgY5JmcL3VSDUXnfT16t3C7LhMxNsOBXCIw5ZTuDUg7fZIDaIgjqB1arsiz9DNXJzFYziQWJfJb6GQAnqk6wv2g/fx35Vz5JUZaf5VTnsLtgN4snLWZv0V4yKzMZGTKSKJ8obv3pVtsyyJd2vcSz457l9X2v246fWpZKsGcwL+16Cats5VjVMfYU7uHjWR8zJEi0oxDaj7PXd6iA4pPH7SNJUh9Zljc7+TFcxmKVyakwnveVmSAvN06UniWYSf4WvEMhpJlGhgkL4MeHIHUtDJh1XnMRhOakl6fbAhkAk9VkC2Qa7S/eT2bf62isRRb46wtMv+ELpo99EoDHtjxmC2Qa7czbydCgoewr2gfAxxlfcm2fqwj1F40yhU6iLLMpkLGNHYWh18KeDyD9J/CJgKFzlIpnzXDTuJEQlkBCWAJGk5E1R9ewr3gfFfUV9PPvx56iPQ77NP5trM5YzbJLlqHXidLlF5zKLDh8Ws6JsVwpOnFqMFOUAr+/pCyBdPdTrpCrtMrnAf/TrticoshQxOdpn9uN1VnqKKsvsxvLrsnGYDZwy+BbbGOfpXxml881KHAQ646tc3iMDcc3MCBgAIdLDwNK7uTh0sMimBHaldOCGUmSXgbmAslAY8cnGeg2wUxuuRFfDy1umvNbvxzi7X72XjOJy6Hfpc3fp3WHMX+GHx+GmMnKulpBOJ25XlmO6OHfYoWbiuo8dGp3PD0D7Mbd1G6oJTVjw8cS4B6A7uTVwWHBw+jt05vk0mQyKzPRqdwoi78Rfekx3E5sV3rNnNRcOVm9Tk9FdVMys16rR6XSUlaVja9nGGqNFqtspaKuAr1W32wOgSC0q9PzEUIGQY/h4H2y7K3VAhVZyutubYnyX62SG1NRlYubzot6SUan0mGyNH0hUFGvnPcGswEvrZfDw/q6+VJiKMFb5+2QR2Y0Gam31OPn7ufEJyp0OiqN0pvLpwf0HKOcZye2wel5Jxo3UGmoG3kHRv9I/A+sUvK41FrlNd9iBk/H11+1pMZT60llfaXduAoV/fz7MTBgIEcrj5JUkmR7zW90ev6XwWwg0ivS4TG8dd5kV9sXi3FXuzf7um6ymKhuqMbHzUfkTgrnxZlrO64G+suyPFuW5StO/lzpxOO73NGSGiL8zr9+eoiPG9llZ8iZqcxVmrFFjm55m/A4CO4PW/593vMRuqH8g/DNQnhnkrL2vyTd7u6SimN8vG8pN2y4k7s2/oUdx3/BZGo6JwcFDuIfo/9BjamGPYV70Gv1PDvuWXx0PuzM30k//368MP4FsurKmFOfzqM9Ikm+7h27/IFZ0bPsmgRqVBrGho0hrTzNNnbf8EW8vu+/zFl/Oy/teIbkov38O/HfzFkzh0c3P2pXDU0QOkRQHxh+o9KscOrjytXxzN8h42eY8bzywfKSF5QrNMsmwxc3U5i/j/cSX+PtlI95J/l9blhzA3dtuIu1x9fy1LanuDz2cvr4KqVvc6pz6O/f3+FvY1TYKEaFj+K2wbfZPuxZZSuJBYnc++u9zF0zl2UHl1FQW+CSX4vQAfyj4ZplEHWRsrRRrYUr3oRQ+7wsesSz96aV3G/JZu6Jr3hr6HTy5n8O+Qfg/dlKvk3iB1BbardbqD6U+4bfZzfWy7sXccFxRPtEszN/J0EeQTw//nlifO2vOg4LHkaAe9OXXkcrjnJ5zOV2xQJ0Kh2zomdxrOqYbSzQPZBYv1iH1/WMsgye2PYEc9bM4aU/XiKzwr5SmiC0hTND4UxAC3SbymWnyyyuJdTn/L8pDvF2I6fCgCzLzffXSPlB+VZGfZZqZ/G3wpoHIOEOpeeBIABUZMOn10HNyWVhu99VSsnO/wI8lG92fzy2llcOvg1ADjks3PwwH1/8FnGR4wGoaajh5d0vY7aaAdhTuIe1x9ZSYiwBYO2xteRW5xKmD6PQUEihoZDEssOsjBpHY529IUFD+PDSD9lVsAuLbGFM2Bi8kXhixIMUGYoZ0WM0n6Z/ydbcrQBk15Xy+v632JG/A1DKiCYWJrJy9kqifET1PqGD6Lxg2lMQN0fJX8jbq4xX5Sr/vvErOLAS9n8KgDUgli9PrOfb7F+Y3ms6y5OWA5BTk0NyaTL3jbiPR35/hDcvfpP9RfvRqDXEBcfx4aUfsjl3MxV1FYR6hvLeofcoNBQSdlGYbSppZWnc9fNdtr/DN/e9icFk4P74+1G11Ble6LrMdZD0pfIZAE6ec/ug13hl2flJ6cZ87t7+T+otysetpamfUmky8Eh+FtqCA8pGax5QKqENn2/bz2g2UtlQyQPxD5BdnY2/mz8xvjG8vvd1UspSAOV1N60sjbHhY/Fx87HtG+MXw4qZK9iVv4uyujLGhI9hSOAQPrrsI/7I/wMJiTHhY4jxbdouwD2AMeFjeHXPq7Zy5I2v67cOvpW1x9YC8EX6FxwuO8zSaUvxdfdtt1+v0H05M5gxoFQz28gpAY0sy/e3vEvXklFYTbjv+V+Z8dRpcNOoKa6uJ8Snmfyb1B8gevLZD6QPUpaibXwO/vTOec9L6CZKM5oCmUbZO6H8GHiMoKwym4+P2K/LtspWDpYcsgUz6RXptg9QAJ4aT1sg0+hAyQEu6nGR7XZVQxWZlZl2gcfgoMEMDrL/VrF3sLJ2evvRdbZABmBo0FDePhlgnemYgtDuvMOgKq8pkGlUnQ8NNUowc1LxyJv59OCrzOw9k/XH19ttbpEtVDVUoVVpyajI4IGRD9jd/+2Rb1l3fJ3dsp/VGau5rPdl6HV6Mioy7P4OAT5L/Yx5A+YRpg9D6GYqs5oCmUZ1lVCSCkFNeYVHyo/YAplGq479wC2jniUi+ZTX9p1LlaJBJ5eiZ1dls/TAUsxWM0EeQdQ01HDb4NtsgUyj/Np8jlcdJ1RvX+wo1i+WWD/7/MYhQUMc8mFGhY1iVNgo21xP76tU1VBltwQT4FDJIbJrskUwI5wTZ3618z3wHLAd2HPKT7eRUeScZWYA4b7uHG+uCEB9jVIGNHx46w40+E+QsV4pJSpc2OqroaZI6TdwOpXals+iVbvhp3N8w/DSNuVeeajtj9Hct8DqZnoauKtbXxzj9P4DZtmMTqWjj18fru17LWPDxyIhtemYguA0Wj2MvA16nrbcV+MJp5RK1slwbd9r6eHVAx+dD6fTqrRYZItdeeWKugoq6yrxc/NzyF/wc/Oz5Q80d+776Hya7QMidAMqnZJ/FTxAWXkRMxUkyeE13V3dfD8izWkFV/AKUQoDnKRVa/HWehPpHcmkyEmMChuFJEl25cMbuTXzGG1RaiylpqEGrUqLTuXYF+f09xSVpGp2O0FoDacFM7IsfwisAnbKsvxh44+zjt8ZZBbX0MNJwUyojzvHS2sd7zixDYL62xJKz0qnh0FXw6/Pn3XTWlMtHyV/xFPbnmJV2iqHb3aELspqUdb0f3QNvDMRyo5B35n224y9FwKUNfveXiHcP/ROuzewQPdAhgUPs90eFDiICK+mngXHq44zIWKC3SFvGHADm3Oa6nuMDB5BX3/73gRnEhPQj8lhY2y3N57YyAsTXqCffz82ZW/CbDXz7Lhn6effr9XHFASnKEyBLa9A6hqlWtSM55XCADFTIGu7ciXczZvcCffxUWUSPx77ke2527lzyJ12hwn2CEZGxkfnQ0JoAlX1VXx35Dvmr53P/LXzCdWHMjFiom17jaRh/oD5tpyZgQED6end0+6YDyc8LHozdVf+veFP7yk5sWlrwVJ/MmfG/srHgMCBxHjbVy17eOjdhO44pV2DSg3jH7JruhntG80z455hTNgYNudspqK+ghjfGOb2n2t3rBm9ZjjkzLRWYW0h7x16j7lr5rJgwwJyanJ4JOERu23iQ+Idvsy6aeBN9PJpuRKbIJyJJMuycw4kSVcArwA6WZajJUkaDvyfs4sAJCQkyImJic48ZKuU1TYwcfGvvHtzQvN5Lm20em8OQV5u/P2yAfZ3/PSY8g173Nzmd2yOqQ6+vQdu/cExUfCkvJo87txwJz30Pejv359DJYeoNdWybMYygjyCzuOZdGtt+h/tqnOT3H2wfDqcuhzlqrdA6wklaRA+DCJHKcsST2qor+FQYSL7ivbj5+ZLfMgIYkLtrwYerzzOvqJ9FBuLGRU2ig3HN+Ct86bEWEKoZyhVdRVc7DeAXcV76aXzY0R1OeHDb4HAPq2eekFpBgdKDpBZeYyEsDG8l/Yp2/O22+731nqzcvZKevmKN7nTtPrcdNl52VXVFMH7s5Tlmo38omDa00rPj30fg4c/phu/ZvHxb/n86Le2zQb6D2Th8IVklKXj7eZDiEcIFQ0VjAgZQaxfLD+f+Jm/bvqr3cMtnrSYvJo86ix1xIfEMypslF1lpxOVJ9hXtI8iYxHDg4cTFxzXmbuqd43XzM6qoRa+uhPSTyl57OYNd/0GQad8UVSQRFZZOvvMlRTUlTDMty9xhho8I0fBsS1gqoWocRARb1fJ0mQ18eIfL/Jl+pe2Ma1Ky6ezPqWgtoDUslRi/WIZHjKcEM+Qc3oK7xx4h//u/6/ttkpS8f7M96k11ZJUkkQvn16MCBmBSlJxoPgARyuOMjBwIHFBcQR4BJzhyOft/D+4CZ2WM3NmnkFpmLkJQJbl/ZIknVto3wllFFbT09/TKYEMQJivO+mF1Y53HNsM8bc4jp+J1l1ZF7vpJZj7scPdBpOBe36+hwk9JjCj9wwApvScwvdHv+fuDXfz6exPHcouCl1IUbJ9IAOw7lG4dxcMuabZXXRuXoyMmsLIqCktHra3b296+/YGYHvedj5J+QSNpMFL50VlfSUyMrP63MKft390shyoCSIualMwExbYl7BA5U06ozzDLpABqDZVc6zqmAhmhI5Tdsw+kAGlRG5JuhLIABjLKZLMfHVsjd1mKeUpGM1G7hm+sNlDf53+tcPYzyd+5tUpr7Y4nV6+vcT5f6GoyLYPZEB5bS1Osw9milKIWr2AKJ0X6IOVfEiVBu7bC6MXtHj4otoivsmwz5c0WU1kVmYyO2Y2U6Omntf0S4wlrExdaTdmla2kl6czb8A8JkZOtLtvhn7GeT2eIDRyZs6MSZblytPGrM1u2QWlOzFfBiDc14PM4tOWmdVVKs3ZAlu/VMem32VwfAuUZDjc9e89/ybSO9IWyABIksSVsVcS5BHEkt1L2v54QufRXJ8hz0ClX0EbldeVU2YscxhvXLtvls1U1FcgI6OW1LhbrWAoUwIZQPbwp7j8GJXV+W1+bJ1a1+w6bRFoC+2qvgaq8sHcoNxuaYlv4xr/sDgYtQCdRo/vKblnUd5RzO0/l2CP4Ob3h2aT9sP14VTVV1FqLG1mD6Hbk2WoLgBDubIkTOvpuI1Oj7GmhKLiVOqNFU2v+Q01SiADSqXK03sknX4YtQ4fNx+ifaOZ238u06KmoVFp8NQ085jnQKfWNdtfzEvn2FdJEJzJmcFMsiRJ8wG1JEl9JUl6E6UYQLeQll/ltHwZgDAfd7LKDFitpyzzy9kNQf3OXpK5OVoP6D/Loe9MWlkaG45vYE6/OQ67SJLE/IHz+SXrFw4UH2j7YwqdQ/hw8D/tIuiM5+2WlZ1NTUMN3x35jnlr5jFnzRxWpa2yS0yO9YtleqT9t3Z39r+BqOSmyjuFlzzNO8U7uW7Dbdz2y0J+P/ojpoZmily0oKd3TxYNX2Q3NiZsDH38Wn+lRxDaJCcRPp8Pb42FHx5Qrr4E9oHRd9tvN/R6yNoBU/4BgbFw6CuCNzzN3+LuAWD+gPkkhCWw/vh6Fu9ezPa87Q5VyEApFHBqUr+HxoMx4WOYu2Yu1/9wPZ+mfEq58SwNlYXuoyoPNi+Bt8fD+5dBeTZMecx+m+ippHh48vC2f3D1z3fw+LYnyPAJVhq5nmrGD1WU9QAAIABJREFUC+ATfsaHC/YM5l/j/0VcUBw/Hf+J3JpcHhv9GAMDBjrl6fjofHgo/iG7fMwwzzCGBg51yvEFoSXOzJnxBB4HZqCsTVwPPCfLcp1THuAkV62xvW7pdmYMDmNohPPKBt67ci/fLRpPpP/Jb0V+fUH5liX+1nM7YF0VfLsQFv2hdBAGFv68kCifKC7pdUmLu23L3cYf+X/w2ezPnLaMrpvoOuu/SzOVYLi2RFkn3WOEsvywlTZlbeK+3+ybqS2ZtIRLoy9VbhQkUbT/Iw4F9uREQyX9dH4MMYOfZ5DSByEwlnfVRt5Ies+2v4TEhxf/lxE9J7V6HlUNVSSXJJNalkqEVwRxwXGiBG3zRM7M+So9Cu9OVa6IN+o1AW5YCeZ6pSxzUYrSnDhk0MkPnovh6K+2zet6jyd90kOsKfyDlelf2MbVkppPZn3iULIWILU0lYMlBwElgP/b5r/ZfXHw3PjnuLrP1e3whDtE13nN7Aw2vwK/Ptd0W5Lgug+UFRo1ReDhT0Gvsczf/X8UG4ttm8X6RLNiwssEFCQr5cLDRyiv+7ozX2ExWUy88McLfJ3RtNxRo9KwcvZKBgQMOMOerWeymEguTeZQySF8db4MCx7WWZZJig833ZjTcmZkWTagBDOPO+uYnYUsy6QXVnPnhGinHjfCz4OjxbVNwUz2Tujdiv4yLXH3UUo57lwKM54jtSyVlLIUbhl05hyci3pcxM8nfmZzzmYm9zyPxxdcJzBG+TlHPx770WHsq/SvmNF7hlJCsySdkJ3vME2SlJK1DTXKRn9aBvs+oXTm83ye+YXd/jL/z955h7dVnX/8cyXZGpa893bs2LGzdyAkgYQRCKFQ9iqrJZSyfkAZLRRKaUtbSgsFSplhbwh7h0ASyHAGcRzH2/HetmzLQ5J1f38c27IsJ/GQbCe5n+fRY9+je4+u7KOr+57zfr+vzN767GEFM/6+/hwXfZxL/RoFBa9Qn+8ayAAc2ATNByByOqSeJh692NpdAhkAXclmwhdeywdFrrVBuuVu8pvyBw1mpoRMYUqIuHF88McH3ayZ38p9i5WJKyeyyF/BE7TVwvZnXdtkWUxKZT4v0hpt7Rw4/38ugQxAYUsxZZYqgqefN6yXrGmv4YOCD1za7A47hc2FHgtmfNQ+zAqfxazwIZaXUFDwAKMOZiRJ+gg46PKOp93MxoOali5UkkSgwbMe6FEBOgpr21iWGgYOB1Tuhvm/Gl2n6avh09th2Z2s3buWFfEr8DlM2ppKUnHmpDN58qcnWRq7VFmdOUJpbq2ky95OqCketWZ4YzXaGO3WFmuKRdXZCrY2MPToAGTZGcioNKAPhrlXoPUxEKYNRqfWsSR2Ca3WVr4+8DUBWve6G4fF3gWWOtD6iwBdQcEbaAfJ49doD66ZUamFVsHqqnX01ei5cuoVFJmLWV+6HqtDaG/0Gp3Q4qh9DpryObAoIUC0X7SLm5nCEUx7o3AbNUWCakBWv0Yv2gfqC339oNvaZ+pi0LjrCFWSCr3GQEtbNe3WNkJMMfj0jtvGEnDYXA0DetCqtQRoAwjRh7AwaiF17XWsL12Pn88guksFhSMIT2hmHgb+eYjHYZEkKVCSpHckSdovSVKOJEkTalp2f3UL8SGeEcj1JzpA73Q0aywUFzG9u3huWJgiIXI6lu1P8135dy41DA7FnIg5NHc2k1lzDC/5H6HYbB1sLPqcX3y1hrM+vZSHt/6Zivqcwx/Yj5WJKzH6OG/u9Bo958auEJbPjy+A3I/h9L87D5AkOPdZ2LEWMp/HuH0tt8+5hfmR8/mg4AN21u7k+lnXMzNs9vDeTF0erLseHp8HL58DpVuHd7yCwlAJT3evx7TsTggaZAW+PBM2/wcWuE42lZ35d56s+o4XsteS15THLXNvIdovmgT/BIrNxawv+gTre9dC9jqwdbh1uyx2GQFaZ+qyr8qXyzIuU4KZIx27FfZ/Cs+ugCcXwDd/FE5l/dGZYPm9TmMJgMAEiJzp4k6ZZK7lnATXcXrl5AtopZurvr6Osz67hId+fICy2r2w/TlYewY8dwp88wDUF7ocF2YI4y9L/kJyYDLv5L1DXlMedy64kylBnlmVUVAYL0Z9xZRl+TsPnMejwOeyLJ8nSZIv4PnIYRTkVAlbZk8THajn8+xqsVGxQ4j/PcGUVXRv/AdzZp02ZBcRlaRiRcIK1mavZX7kfM+ch8KYkFOzkxs23YlDFuaBrxS8B8Dtgfeg1gzNTCI9JJ2XT3+ZvQ17ccgOpvrFkvbqJWKFBGDrU7BgDVz0utARxM6FDX+H0s0AyK3lbC/f2JeL3WZr4+HMh5m+8kWGnC3d2QIf/59I9QGoyIRXzoFrN3jus6Gg0Et7s9AWnvR7YX+rDwRzpXA30/fTRrZUwie3QdVuSDgeVvwBOluwxR/HMzXf8X6PPXORuYhHMh/hoSUPkdWQxVN7/ocsy7yYsYbZb18BV34Cia6FZ1ODU3lx5YtkN2Rj67aREZLhsXQfhXGkcie8eYlYyQbY/G+xkr38HjER1EvSMrjmK6jaI4Kb6DlgDBc142pzwD8aY8xcbrIu5eSYJZRbqkgwxhFkjOTSL3+JXRZBz1vFH2NF5g+52/BpqRB9b/wn6AIg9Oa+l7N12/is6DM+Kxb2z0XmIv669a9MXzWdSKOiTVQ4chn36R9JkgKApcCVALIsWwHreJ7TQPZWmIkL9rw9bGyQnoLanpSdih0Q7BlNjhyegdneznnq4RWgOj76eD4o+IDy1nJiTbEeORcF71NoLuoLZHp5t+Qzrki/nMjgoTuBpQSlkBLUs//OV5yBTC+7X4HFN8OUM6Amuy+QAWhMWc7bpV+69bm3fi9zIuYM7QTMZc5ApherRWgblGBGwdM05MGOF8Tval+R2gMw70rQ93NfaigUgQzAgR/EQ+1LTeoKPixxrQlil+0UNBfwYvaLfW053W3M1ujgwI9uwQwIp8DkwGRPvjOF8aY6yxnI9LLjBbGyZ+oXNKg1EDtPPPqTtFQ8eggFloam9W1/su/1vkCml49KPmdN6vnEVuxwNu55C2ZeCkaR5ljTXsNHA/RddtlOkbmI9BDPOJopKIwHnrRmHilJQB3wgiRJuyRJelaSJJcETkmSrpUkKVOSpMy6urrBe/EiOVUtJIR4Pqc0QO+DQ5apb+uCip0Q4pkbtsKWYn4wBjK7eMuwjtOqtRwXdRxv5r55+J0VgPEfmwCmQfKdw3Vh6AarVzBUdCb3NmOkU0/go3eph6Cz1BOpD2VSwCSunHol504+F5OPadCaA1jqRcpFT22aPgb02cdIdDfHOBNhXE54+o+r7n41ZlQaUSSzq2eiydcPBorxu63oJB9C9CFu3ap7Kq4n+SdxxdQrSAydKsa1cWQV1Y82jomxOVi6uCla6GQ8gHGQ2mJBuiC07QNsvf2jXa6pWo2WYF0wU0OmcvW0q1k9aTV6jV7RzCgc8UyEYEYDzAH+K8vybMAC3NV/B1mWn5ZleZ4sy/PCwg5ekMwbdNq6qWju8GjBzF4kSSI+2EBelRlq943Kjao/mys20xm/EGNtLtqWymEduzRuKR8UfIC1e0Itjk1YxnNs9pIRnEGqv3PsSEj8dtZvCDS5i/qHTNRsCJ/q3JYkWPlXMPSs9gUlwSkP9D3tl/cFt834NdNDp/P6/tfZVLGJX834FTOC+7k59eaRP7Mc/jMHPrsTmkqczwclwcl/dD2PtDOEtkFhWEyEcTnhCU+HjJ+5tp14t0iffHQmvHGpSP+JmAYn3Oq6X+pKQgMSuGvubS7NU0MyqO+o5/zU85kdMZs397/JPTsf4dNT76IjcbGX39CRwTExNmPmuRa/VqnhlD+6pi+OgrSgdGYM0LncNftmwgo3OBs0Wlh4HWidwUyYPow/L36QKL8oXtr3ErvrdnPr3FtJD0xDQeFIZiK4mZUD5bIs9yp932FAMDOe7K9uJTZIj4/aO3FfdKCe/KJijjcEgweq5NplO5nVmVySfgnm2GbC9n5E+fFrhnx8lF8U0cZovi37ltMSTzv8AQrjTnToFB5b8jf2Ne6j1dpGSsAk0oea2nUwguLh4jegapewrw1Lh6iZzuclCWZeJG4IGwqRA+PZUruLDwqF7WdNew2P7HiEGf5JJPQKqqt/cs0jz3wOJLUIktQa0eesiyEiQ6T2GMNFvZxhFP9UUBgyhmA4/R8w8xJRgT0wVljl5vakjhVvgDcvE5qGuVdA5DRoLAJjhNA2+IWwbNs2Xk5fQyFWAiQN6e0WWhNO5auqH3g662kAOjs6uXPP4zwXOZsF4/duFcaS4ES49B1x/exqg4ipEDnDY91Hdll4OPEc9qWoaLZZmKQPJ6OxCs7+H1TvEY6QkdMg/niX46xWCx/mv8vXpV8DUNZaxkPbHmLGikQiTIcuuKmgMJHxhGbm4dEcLMtytSRJZZIkpcmynAusAPZ54Lw8Qnal2SspZr1EB+jJOZAPw9A2HIr9DbkEaAMI0gbSnLCIhM1PULHgKuRhWPUujl7MW7lvKcHMEURM6BRiQj0sHA6KF4+DoTUJDUDiCTQ2H+CdHQ+47bK3YR9z408UG7W57nnku1+BE26GgFi3PhUUvI4pAtJ6CsMWf+8MZHppPiAKGccvgimrXJ9rOoDvj48xy9HNLEnqG9vNcYsGrdu0q3YXC6KUcOaYIThRPLxBfR5R7/2aKBBuaLJD/LxxF8y76qCH1baU8WlPINNLt9xNkbmYjJhF3jlXBYUxYNTLDbIsf3eoxxC7uRF4VZKkPcAs4C+jPS9PkVVu9oqTWS9xwXr213VAkGcq5G6t2kpakNDe2PxC6QyIIbhoeIZzcyLmkNOQQ2Xb8FLUFI4CzOXQXN53Y1bamEduXRYdHc3i6S4z5a3lWGyutTZ0vkai9e41M0J1/UwoBqsZExA7uE7Gy9i6HZQ3tVPb0jnmr30kUdvaSVljOza74/A7H2lYGqDxgFiVaSwBfSgsvV0Uyuy1y5VU4DuIfgx6dDA9Yu5+QbpO7UuMMcZt93CDopnxBh3Wbkob2mm0dI33qbjTWgNNB8BuO/g+tg6ozhar0UNF1y9drdf8xRgBvoe+lup89ITp3VP7TL5GGtobyG3Mpba9dujnMQw6bB2Ut5bT3NXslf4Vjm08ljslSdLknlox+yRJKup9DOVYWZZ39+TQzpBl+WxZlpsOf9TYkFVhJinUeyszcUEGCixa5KDRu9nYZTu76naSFuzMf21OWER41rph9eOr9mVB1ALWFQzvOIUjmPZG+OFxeHIRPDEfy563+SB/HVd982su/Oxy7tv2Z3ZUZ3LNF9dw+nunc9P6m8htzO073M8Qws0z1qCRnIu9k4zxzAjtl1oRPQui+lWFllRw2l+cOpwxoqypnQc+yuakhzdwxmMbWbergg6r/fAHHkN02rr5eE8lqx7bxEkPb+APH2ZT1tg+3qflGRwOKNoAr10IeZ/Ai6vhsZnw+W9BFygswk/9k3A4W/pbCDnIqrkxTNRe6m+1G38cuqAkrp56NT4qpy16rDGW9GBF++Vp8mtauen1XSx7+Ft+/t8f2JRfh8Nx0Kz3scPWAVnvwv+W9OgD7xBBzUCq9wrb72eWwfOnQeYLMFDEPxiRMyC+Xzk+SRJj8TAmE6EBCdw96yYknGN2TshUAkyx3PTtTZz30Xn8+utf82Plj0N9p0OioKmAW7+7ldPfO51ffPYLtlVtQx64Sq+gMAo8ac38AnAf8C/gJOAqJobBwIixdTsorGsjwQsFM3vx12vwka1U6SYxCrk2ALmNuQRqg/D3dc6At4WnE579Ifr6AjpCh57Kdnz08Tyb9SzXzbwOlXRE/xsVhkLx9/Dl7/s2dxv9uGeTU7r2WcnngITcI4/bVr2N337/W9aetpZgvQhG5sUu4dUV/6XAXIherScjJMM19S0wHi58Bap+gq4WCJvi0TzyoSDLMq9vLeXlLaUA1LdZueXN3bxx7SIWTXJ3pjpWySo3c8Nru/q2X99Wit5Hxe9XZaBWSYc48gigbj+8ej6ccIsoLNhbzLJkE3Q0Q1iauKm88mMxRn3cK7D3MflUuOZrUexVHyh0Zf7RZBV9yHUzr8PWbUMlqbDYLZS1ljElRKkh4ynaumzc92E2PxQ2AFBS385Va7fz8Y0nkBY5zg6Ilbvg3aud2zueF6smp/wJVD3fpw4H7HoZdr8qti118PEtPamPZxy6f/8oOO95qNwNHU0QliqKbQ6BpQmn8Io+hCJzMQG+JqKDJnPzd7dS0Sbq0+Q15XH7d7fz3GnPeaTmUUtXC3/44Q9k1WcBUGwu5vpvrufNM99ULMkVPIYngxm9LMvfSJIkybJ8ALhfkqQdwB88+BpjSl5NK+EmHToftfdepK2GBHUDue3how5mMmt2kBI4IGBRqWmOX0jE3nWUnHj7kPtK9E/ER+XDjpodShHNY4Hs9102izrcUw2+LfuWC9IuIK8pDxBfSpWWyr5gRqXWkBGz6NC514Fx4jFO1Ld18XZmuVt7VkWzEsz0Y391i1vbOzvLWbMsmQh/3SBHHEE0FAgrZll2BjK91OyFtNNh77sgaVzTeQZD4+tWJ6TUXMr7Be9TaXFN071y6pWckniKp97FMU9Vc2dfINOLrVumqM4y/sFM9V73tt2vwvE3OuvMNJW4XXcBqNxz+GAGhO2y//DvGnx89cyIXcyMWOGut7F8Y18g00uLtYXSllKPBDPVluq+QKaXru4uDrQcUIIZBY/hySn3LkmSVEC+JEk3SJJ0DjB6e65xZG+FmUQvrsoA0FBIjM7G/sbR5aQ7kNlVs5PUoMluz5nj5hNU9D3q3roJQ0CSJBZFL1JSzY5ibN02ylrKqLZUQ8xcl+f8Ne6plVF+UdR31Pdt+6p88VP5ilzvtp56EXYrNBaDucLt+LGk0WKlpN5Ca4drrrrBRzPoSmuYcfg36JZOOyX1FhraJmCu/igJ9nM3DIkPMmDomdipb+2ipN6CpSc9r9HSRXG9hdbOQ2gDxhpzhRiL9gE28/pA8VPtTANDo4MZF8Lye2HScjjvRVFfpj9drWKsW+o5FAaNgWij+03mYFoFhZFj8NUQoPdxaw/Q+9DcbqW43oK5w/m/r23ppKTeQoe12/sn5xcqHguuhSW3Q+x8CEp01Qdq/SEgDmLmwJLbhI2yMVykL7ZUQdl2seLnZUy+Jpf04F78ff1p7GiktKWUdtvIU0wNPgYMGvdrbv8MEgWF0eLJYOZmwADcBMwFLgeu8GD/Y85PZd51MgOgoZBYI+yrH90FtthcjK9aFMQaSLfOH0v4FEL3fzGsPo+LOo5vSr8Z1YVMYWJS0VrBn7b8iTPXncl5H53HupBI2lNP7Xs+o1tyyfFXS2qunnY135R+09d2y6zrif/+3yIn/NmTIf9L+Oo+sf3UYtj1KnS5GgWMBVuLGzj/qR848eENXPHCNrIrzX3P+ek03H5aGr79rNanRBqZkzBIkbtDsL+6hV++tJ0TH97A2U9uZlN+3VGVAz4zLpBpMc6bDR+1xN1npGPQavh2fy2rH9/EiQ9v4M539vBdbi3n/vcHTnp4A1e9sJ19/f7e40KXRYy9pxaLsfjxLa71jMKnQsbZULFDzIAbguHk+6EiE9b/Cb78HbRVwrrroXijOKZ6L7x6gXOsF3/v7swHlLeW89iux7gk/RK0amd6WpwpjplhQ0sDUhgaMUF6/njWVJe2s2dHo1FLXPj0Fk56eAOXPbuV3WVNfJNT0zdmb3x9J4W1Q5/YGxFRc2DRb2DvO7DpESHOP+0vriYoxlAx7gLiYNO/YM+bsOA6YXf/ztXw3Mnw6rmQvc49IPcgacFpXDPtGpe281PPR61Sc8knl7Dq/VXc/O3N5Dflj6j/WFMsdy6406VtVdIqUoI84+CqoAAgefoLWJIkf0CWZbnVox33MG/ePDkzM9MbXbtx5mMbOXdOLFOivDiD8NW9FBlm8UJlHF9fOPKFrLdz36apq4mlsUsHfV7fWELEnnfIuuQlp1PPEHhs52Ocn3Y+ZyUfrlzQUcmwxAFjOTZHg0N28O8d/+aF7Bdc2p9b9AALqvaLDdlB4ZSV5FjKaLO1M8k/geTcDeQbA6iVrcRKvkw5kInB1yjyvkEIppfcChsecnZ6xceQtGSM3hkU11s487GNWPrNviaGGnhnzfGEmsTNpSzL5FS1kFfThsFXzdQYf2ICh74Ca263ctlzW8mqcKZi+apVfHzjCaRGHsT5yvMMeWyOdFxWNneQXWnG0tXN5HAj6VH+7K9uYfXjm+nuEVnfsDyF5zYW02Fz/r2Tw/x4a81xhBgPoTXxJsUb4cUzXduOv0kUZO3VK7TVioKY3Tbw0cObl4K13w1uUJIYt/lfwaXvwru/hLp+FQN89HDt90Kr0EO3o5tHdjzCS/teIiUghV/P+jV1HXUYNAZSg1KZGup6432UMqbXzC5bN/uqWiiqtxDq50tUoI4L/reF5nbnCmGEv5aVUyN58UenAP/k9HD+c/Ec9L5eSiEv2QxrB6SKLbxOBDSqntd0OODr++GHR537LP8D7P9IaG56UfvAZesgyXt29fXt9ext2EtlWyXhhnBi/GK45LNLsDucxijTQ6fz1MlP4a8d/v1Qp72T/Y37KW0tJVQXypSQKYNOvHqZI1zsp3AoPKaZkSRpHsIEwNSzbQaulmV5h6deYyyxdTsoqGsj0YtOZgA0FhObuILSXAe2bhkf9cg+bzvrdnJK/MHzsTuCEpDVvgSUbsOcMHQ/+eOij+P9/PeP1WDmqKSxo5EPCz90a89pzGHBD0/03dQlF28i+cpPxA1g1jvw/d9xU5Us/a3z924rOAasMFbtHtNg5kCDxSWQASEMrmju6AtmJEkiIzqAjOiRVeOuNHe6BDIA1m4HBxotYxnMeJ3oQD3RgXqXtuJ6S18g00v/QAagsM5CZXPH+AUzVT+5t/30Ohx/g5ghB5HOM/lk8XvB166BDIjaMtPPg9Yq8XvdgNJntg5oLHQJZho7nZ+rAnMBt313GwB3zr/zWAlkxhytj5rZ8UHMjhcrqz8U1LsEMgA1LV2YBqSjfZ1TS01Lp/e+32sG0czseRMW3yLE+yDSFfe87rpPULxrIAMi4G4s9GowE2oI5UTDiX3b3xz4xiWQAciqz6KmvWZEwYxOo2NW+Cxmhc86/M4KCiPAkwYAzwPXy7K8EUCSpBMQwc3Y2hV5iLyaViK8Lf7vaAZ7J77GIMINnRQ2O5gSMvzXq26vwWJrJ9J4iAq+kkRT4mIif3pnWMHMrPBZvJrzKpVtlYPmgSsceRh8DCT6J9LQ6SqeDdf4gb2fIDphMbRWihs3Qyj4+tE44zzM/tGE1OXhn/uls8ZBL+oBOeymsR0zg+XQazUqTDrPXeqMWg0mrYbWLtcv+8Fe+2gj0OCqpfFRu6/y6nxUGLWe/GoZJoNVMg9JAdUAHVBrtbBh1g4SgGq0Io1MpREaG10ATDoJQlOEPmzvu6B3TU3UqDSsmbGGirYKPiv+rO/zFaoP9dQ7UzgMAXof+tUvBUCjklBLrpOEkf46/LRe/G43utfcIjhFrOg1FgMyGMIgeLJYJezF0S3GVccAe2b9QdJgWyrBahFGAAM1XqPAX+uPycfEyqSVBOmCKGguYFfNLgzjUBNMQWEoeFIz090byADIsrwJOGKLN2SVm8dgVaZQFA2UJOL9VSM2Adhds4uUwBRUh1lFbYmZib6xGH3DkMr/AOCj8mF+5HzFCOAowuBj4KaZa/Dtd3M3JSiVGe3tzpWVpKVilvCpE+DxeVC+ja3nPsmlnbmcVfwqv9KY2XfxC7D/U2fHMy50nRWPmAYRYzsjPTncxFWLE13afr8qnUQPat/igg3cPyBX//x5saRFHP2C1ilRJs6YHtm3va24gYvnu7rT3Xtmhve1hocidr5rPSONFjJ+Bh/dLAT8jm7I+wKePhGemA/7Pob5v3LtY9H1kP0enHArRM+Bnz8rVmi+fxgK18MZf4ewjL7dD7Qc4L4f7uNv2//GR0UfcWHahWSEZDA1ZCrTw6aPzftWIDncjxtPctVi3HpKqktBTZUED549jTCTF135Yua4mqqofWHFPfDjE/DkQnhiodDJnHSXGJ+95H8pUs36M2U1hA2oUWS3wt73RR2bx+fBm7+Aulw8xeTAydw27za+L/+ep/c8TW17LX9d8tdBi8EqKEwEPKaZkSTp34AeeB2QgQuBTuAVAFmWd3ridcZKl3D3e3vwVatYOe0Qqx2jJettEdCkncG6PBsBOonfLRr+BfbPW//CrPCZJAcc3uYwuGA9KnsXxSvuHnL/JeYSns56mi/O/eJYqzlzVGpmcDiQN/yNfJ2WIo2EDhVTmquJTFsN7Q0il1vnDy+f3XdIyfK7uaDsPTr6rdzEGmN5JeM6Qqr2gF+4sLLtqAeHHSS1qJuQvBymrBrTt9fcbiWnqoWali7igg2kR5kw+Hp2paDL1k1OVQslDe2EGbWkR5sI9hvTtCqva2YORn1bFzmVLTRYrCSF+hETpCOvpo3ali7ie/7eeg//vYeNuQJKt0D9frG6sv05aKuB2ZfDgjXwzIlinAIsvR1q9wtL5k4zBMSLtDOVRgTnc6+ENy6B+n43ixotrNkIYWnYum08sOUBtwmfx5Y/RkZwBhF+g8zSH72M+zWzpcPGvqoWqs2dRAfqyYj2p9NqJ7uyheZ2G5PCjEyJMg26quhRzBVQnSXGUng61BfA279w3efnz0JEhhh/vgZRi2vnKxA3X6wc6gJEqmPcQtd03fId8NwK1yWoKWeK/nxdU0NHQl5THhd+dCF22TkfnRGSwTOnPnMku5ApmpmjGE9+4/Ratdw3oH02IrhZ7sHX8jo/lZu5YK6X62HU54O/mOmI85f4sXL4jmZt1jbKW8uGrGlpjl/EpG//hm9bLdbDVAvuJcE/AZ1ax/bq7SyMWjiKi9ZKAAAgAElEQVTsc1SYYFjqkXY+T2pbLan92/2iYPFN4vedL7kcUu7j4xLIAJS3lVPVmEfI9w/Dmf+CDX91TZkAMISMeTATaPDluGTvpvZofdTMig9iVvzwXNCOBkKNWpakhg1om2C1ZwJixE3kd393bd/7rkgXc9EDSLD/Y3HD+f0/3PtKWuoayADYu6CxCMLSaOhs4PPiz90Oa+poOtYCmQmBv97HrWaUUathWdoYj9GAGPHo5Zs/uu+z6yW44iPnCnbx97D1Sdg6YL/Vj7kGM40F7m56uZ9AWzUEJ4361MtaylwCGYB9DfuosdQcycGMwlGMx4IZWZZP8lRf443V7qCwtm3QehQepaFApEQA8f4q1u4dfo2GPfV7SPBPwEc1tH+lw9eAOX4BkbvfovSEG4Z0jCRJHBd9HG/nva0EM0cSrdUi99ovHPxCoLkCWspAFwiJS8XKSdwCIdzPXicqnzcUiKkHg+vNQMAgK3I6tQ6TvWfMNpVC8CT3YGYERd0G0mHtpqK5HV+1irhgA5I0NhNsZY3tdNq6iQ7U4zeeGpAJQO/fQuejptPWTWSADpNugmuE/PoFtMYIIegPTBTjdOlvoTYHDmyG8AyxOhMQj5vgolczc+Ld4vO09x1RbwaEpTNODdr+pv0uLx+kO/YC3fGgxtxBeVMHAQYfUsInmAFH0wGwd4p08qhZYrUmdaV4Lv9LkYpmbQdzGai14to8mGbGMMD5Sz9Igd+ABPD1TGm/gEGKxfr7+uPnM47powoKh8Bj66ySJEVIkvScJEmf9WxnSJJ0zeGOm4jk1bQS4e9l8b+1redGU8xwhuolOuwyDR3D083srN3FpCGkl/WnMWkJIXlfoWlvHPIxx0Udx6aKTTR3Ng/rtRTGAVkWef3PLIcnF8Er5wq72tcvgOdPg5dWw6xLxJfn9/+A7c/C0jugZJPY/8mFwmkn0WnznZy7nqvSL3N5mTtn3UDc7jfFxo//EU49Pv1SHCJn9AXrI6Wk3sL/vbmbkx/5npWPbuTFH0to83JhxnarnTe3l3HGoxs55V/fc/2rOyms83JdiglKp83O25llrHpM/C1ue/snvsiu4ZcvZpJX4xX3fc8RPVuM4cgZMP8aUXvms9/CF3eJ4oXddlj5EHxxd48W5htYfLNrH8vvhe//KVYdC74SQY1fmKgH0qNj8Pf1544Fd+CjcgZ3CyMXkhGSgYJ3ySxp5JoXMzn3qR+58H9beG9nOR3WCSDV7WoVqY3/PR6eWADv/BImnyrG5A+PwuZ/Q+Q0kRr2/hqxz1PHQ+VuYd/cf8Jm+gUu+iwAIqeLGkm9qDSw6p+i4KYHmBw4mXNTzu3blpC4Z9E9igmQwoTFk5qZzxDuZb+XZXmmJEkaYJcsyx5VP46FLuH1baV8kV3NmqXDCxKGRfUe2Pa0qBDcw4M/dnL3Qh0nxA5tFtjmsHPztzdxzbRrhj1jEp79AVa/MMoWXz/kY57NepbF0Yv5xdRfHH7no4Nxz/8eEXV58PRS4UIGcNpfYeeLUNczcxyWJmYJ9/QEIhqdSC8bmJJz0Wviua4WCE2lNTCOvOZ8attriTHGMNmUhL6hAJqKxOpPxAyhUajPFTeLkdPFa42QbofMnz/Zx/ObS1zaX71mIYsney+NbFtxAxf8b4tL28/nxPDQz6fjq/HiBMfwGBPNTGZJI+c99aNL2/Ip4Zg7bPjrNDxx6RyP65E8SmuNsAd/7QLX9uTl4mbwi7uF9W0v086HmRcK7YwpEn74D+T1SyHzMcCl74i0IH1gX7Msy+Q351PcXIzR10haUBqhhmPSxWzMrpk15g5++VKmi026SoLXf7WIhZMGWbkYS4q+g5cGpH7PvkwEK722zWFpEL8Ydjzvut9ZT0BblVjRUWvF+D3uBkg43nW/tjrRV0eTcOuLmOqsYeMBmruayWvMo6GzgXhTPJODJuOr9j38gRMXRTNzFOPJb6FQWZbfkiTpbgBZlu2SJI2urP048VNZMwnBY5BiNsC2Ns6kIqehe8jBTG5jLiH60BEt/TYmn0jid49QPesCbH5D+9JdGruU13Je4/KMy8cs1UdhBDQfcAYyINJt6vqlwMQtgrzPnNthaeJLdiA/PAZXftZXaNAEzI2Y67pPzGzx6CV+oXh4gAZLFx/+VOnWvrfS7NVgpqjO4tb2yZ4qbj81za3uytFOUb373+L7vDp+uSSJp74rorali8TQCRzMmCKgsMG9vehbSFvlGsgA7H0b5v5CpKSVZ7oGMgC2dvHZ6hfIgEjFTQ1KJTUoFYWxobzZvd6TQxZjdtyDmbr97m37P4Fp5zqDmfjjRIHMgdTuhZ0vu9Y+Sl3pHswYw8Dovez+QG0gC6IWeK1/BQVP4kk7D4skSSGIjHskSVoEmD3Y/5iRVWEmKdQzuacHpS7XTU8Q769ib/3Q479dtTuZFDAysZ9dF4A5bj7Rma8M+ZjJgZMB2Fo9UJ2oMKEYoHfpq13Qi7kMgvutOrZUQlCCez+xC5wV04dKVxvU7uuxwB2Z1Xh5Uztbixowt1tJG6QIZUyQa0AhyzIHGizsr2o5aApab5+51S2DPt+fwYo9pkYYj0ndTIif+0zspDA/Kpo6iA/WI4vLPfm1rWwtqqe8sX2sT/HwDLZCEjzJvSYSCPeoXq2LLkCsTA5E6+XvBoUhEaDXEGp0H5+DtQFklTezuaCOskb3AN3jmCLd20JSobnUud1cOvjKtT5YBM398TtI+lhTCVTvhY4j8lZLQcFjeDKYuRX4EEiWJGkz8BJwowf7HxNs3Q4K68ZA/F+fL0SB/Yj3l8iuH9oNoIzM7rrdpASmHH7ng9CYfBLBhd+iNbvPfg+GJEksi13Gq/teHfFrKowBoWlC4NzL5n/DKX+EXhF/0QaYd41TLGqpg9BUCOwX0BgjYebFw3vdhkJ4+yp48jh4arGoqdBx+OChP1uKGrji+e1c+PQWLn5mK1cvTsLP15k6MT8xiNlxzsDM0mXn1a2lnP7oRlY+upFfvphJQW3bIft8b2c5XYfIq58R48+J/dy6tBoV96zKOCaKYg4kLdLEslRnMKDVqLh4QTzr99fyi+MSufXN3WzMr+OyZ7Zy4dNbufz5bWwuqB/HMx6EqJmQvtq5rfYV4z/nY/GzF0mCUx6AqJ7M6OBkOH2Au9m8q+G7v0HuZ86aTArjQkq4id+dkY5a5cwSOGtmFGkRrhMgjW1dvPRjCZc+u5VLn93Gr1/ZyfbiQVbrPEnMPBfNIT4GWP47qMt3ttXlwbI7XUX78ceJ8dqfGRdB5CzXNlsH7H4NnloirrWvngs1OZ5/HwoKRwge08wA9Ohk0hC5ibmyLHtcqettXUJOVQvXvpzJ38+defidR0pXi7jpW36vy8y3tVvmV190sOdKEzrNodO4SlvL+PfOf/Gr6deOKhE0JO9rVPYOik65d0j7d9o7ufP7O3lr9VvEmmIPf8CRzZGpmQEhQK3JFg5MQQkQNAlqskTAYQwXQtTOFqFv8fWD8KnC1ax2H8gO4fA02GrNwei2w+d3wfZnXNsvXwfJQ0uFKG+0cMUL2ynsl+YV4ufLfy+bQ5PFhsFXzZQok0uxuy1FDVz0tKu+5axZ0fzjvBloNepB+1SrJN741SLmJw1wCOpHfWsX+2taaO20kxJmZHLEBHNJGiPNzLbiBl7ZUkpyuBGDj4qUcBM51S3YumXe3FZKpbmTaTH+xAUZ+GxvNQCxQXpeuWYBid5e3R4OlnrxeWhvEGmXXe0QGCtWbap2ixo0wZNEgUxtv7RdW6d4vmiDEFkXrhcOaGofUWcmPP2gL3mMMmbXzOrmDh75KpcTp4RT22LFX6+hqK6NxSlhHJfsXJ3+dn8NV611fY35iUE8cfFswgO8mDbaVivGXFcrhE2BsFRoLoPabJG/Ep4hChPX5bleh7X+ULlTpKIbw0UgEzCg3l3ZNnjuFNe25JPhwpdEPwqDoeTGH8WMOm9CkqT5QJksy9U9Opm5wLnAAUmS7pdleeiWWROAvRVmj1YLH5T6fAiMc0vh8VVLxBgl8pscTA87tJBvd+1uUgJSRv3pbJy0hEnf/h1DXT7tYZMPu79Oo2NxzGJeyXmFuxbcNcpXV/AaWhPEL3JtSzxBPHoxRYov2P4EjrC2UnsD7Fvn3l69Z8jBTEVzp0vQAdBgsXKgoZ3z5w1+XiWDaDq+2FvNXSunEB2oH7TPbodMSYPlkMFMqEnLCSbPOAMdyZQ0tLvolm5YnsLj6wtc9tlb0cKJac6aVeVNHZQ1dUysYMYvFCYtG/w5/5UHP85HJ1LNNvzVtb3bJlJ8lGBm3Kgwd/LWjgre2lHh0h4TZHAJZkobOwYeyvaSJirMnd4NZozh4tGfwDj3a2xYqvt1OHGxeByMxiL3tsKvRQDlgTozCgpHGp5IM/sfYAWQJGkp8BAixcwMPO2B/seUrAoz8d4W/9ftB1PMoE8l+KvIHoJuZkftDpJHkWLWi6zR0jD5ZOJ+/N+Qj1kRv4IPCz6kxTq8FCKFoxitSVjgDiRw6Ks7gXpfAg3uqVyhg2hYegkzaUkIMXD9icncuDyFM6ZHkhFtwtSjbzlYn2Gmg/ep4GTg316rURHpr+PapZO4YXkKP58TQ2yQjmaLtW8fo1ZD0CB/8yMWfaDQzwzkYDoGhTEh0KAhOlDHeXNjuWF5Cr9aMokIfy1hA8Zs8CC6r7hgPQH6I1gDN1jB65AUsaqjoHAM4olgRt1v9eVC4GlZlt+VZfleYPR322NM1liszNTuO+gMeJy/ij11hw5mGjubqGuvI/YgAdFwaY5fgLalEv/yHUPaP0QfwoywGbyx/w2PvL7CUYCvAU76veuXadKJEDtvyF2kRZm4d5VrDvylC+OZFn3wL+jUCBNnzYzmuU3F/Gd9AWWNHfzujAxMPfqWg/U5NUr50h8K02P8OX2aU8xc19LJL5ck8drWUh5fX8BPZc386WfT+TSrChDWuL8/I51pMYEH6/LIIygRzvy3U3MGsOQ2kTqkMG4kh5n46zkz2HmgicfXF/DGtlKuXTqJjGjXlND0KBNn9BvDvmoVvzs9nUlhEy51dOhEThf1Z3rRaGHVv0RxZAWFYxBPTE2oJUnSyLJsB1YA1/Z77oia+nA4ZHKrW7l+mRdjMNkh0sz6F7zqR1KAinX5h5Ya/VT3E8mBk1BLHvKUV6mpTz2V2C3PsO/cOa4Fuw7CyqSV/DPzn1yWfhkGHy+vZCkcGcTOhV99C/V5IrgJzxh8BvEQnDk9irhgAyUN7YQZtUyP9ifUfxBHqR7Km9r5T7+0p6wKM2s3FzMjJgBtT9Hb4fap4CTMpOMv50zjiuMSaOm046/TcNEzTjfDwjoLj3yVy1OXz6OkwUJ8sJ7pR1Mg00v6aljzvUgtM4aLsa24mo0rze1W/vb5/j778NYuOw9+ksOCpBCi+w3BlHATd6xM46xZ0ZjbbSSG+jEv4Qgfo35hcPrfYO6VPXVmkpXgWuGYxhPBxuvAd5Ik1QMdwEYASZJSOMKsmUsb2/HTajDqvBiDmcuEs4l28FmhxAAVeY0O7A4ZjWrwoGJHzY5RuZgNRmv0DIILNxBY8gPNSYfI1e0hxhhDalAqr+9/nWumX3PY/RWOEUJTxGOEaH01LEgKYUHS0GYYSxrcrYC/zqmlwWLtqwkz3D4VXAny07IoWaTufLzH3fkwq6KFIIMPC5JGqLc6ElD7iNnwSI/WgFYYBbWtXeyrck11lmUobbAwPcY1LTAx1DixNFyewBB8aF2NgsIxxKjTzGRZ/jNwG7AWOEF22qOpOMKsmfdVtZDk7RSzmuxD6gj0GokwgzABGIwOeweFzQUkjbC+zEGRVDSknkLMthfE6tEQWJ28mrXZa2m1tnr2XBQmBt124bRTsQvax87Ho7alk5/KmilpEDOu5g4reyvM5Ne0Yut2HZsR/u7al6nR/piGOSHRYbWTU9VCTpUZyyFsm49lHA65T4vUn6gA3ZFnWy3LwtmvYie01o732SgMEXOHre9aYNJqBv38h5uO0lXXplIxXs0Vh99XQeEYwyNLELIsbxmkLc8TfY8l2RVmYoO9XOG7OgsC4w+5y6QAoZtJD3FPI8uqzyLWFItWPXhhsNHQFpFBSP43PaszJxx2/xhjDNNDp/Ns1rP839z/8/j5KIwjnS2wYy2s/5OwbI6cAT9/2uvuTbtKm7jhtV1UNHfg56vmjz+byob9dXycVYVGJfGbk1K4anEigQYx/qfHBLBqeiSfZAlbYKNWw+9XpWPSDf3musrcwSNf5vHOznJkGc6YHsnvzkgnNkhJn+yl3Wrn3R3l5FW3cNH8ON7YXgYI/cF9q6cSfiSl7dm6IPs9+PQ2sFogMBHOfx5i5o73mSkcgsK6Nu58dw+ZJU1oVBI3r0jh/rOmcvPru7H2THJcujDe+zXixhpZhrzPYd2vRUqZMRx+/uzB3fkUFI5BPFk084hnb2ULicHeXJmRRbXew1gnJgao2FkzuAlAZnUmyYHJgz43aiSJhpSTiN7xiriADoGzU87m7by3KW8t9845KYwPVbvhq3tFIAPCYnn9g6JYm5eob+viljd3U9EsXsNi7eaOd/aQGilSMu0OmUe/yeensua+Y8JMOv58znTeWrOI566Yx4c3LGZuwsEtlwdjY349b+8o7xvyn2ZV82V2jWfe1FFCTlUL936QTUSAgbKmdm49JZUblqfw6xOTefnHYqqa3dP9Jix1OfDBr0UgA9BcAut+M6arjwrDw97tYO3mYjJLmsS2Q+afX+XT0NbF9Sclc8PyFG49JZWieotb0dwjnoYCePtKEciAsF9+50pRs0ZBQQFQghkXcqpaiPfmrE5LJSCD4dC5+8lBKnbXugczNoedvQ3ZTA48fD2YkdIWORV1lwVTxa4h7R+kC+LUhFP589Y/48kCrArjTGOxe1vBV6KejJeoa+3iwAANjEOmb9a1l/3VrmmNgQZfFiSFsCI9gklhw8+LX5/jHrh8mlWFw6GM515KG8X/pdPezeaCBh75Ko/H1xfw6Df5bC5spLqla5zPcBg0HXCfrKnLEQVmFSYkzR02vtzn/jnNrW7j+c3FPL6+gEe+yuPHwgYONLrXnjqiMZeDvdO1rb0RWpR0MwWFXo4otzFv0mSxYumyE+7N+hNVP4kq04dxC0vwV1FidtBukzH4OPfNadhHmD4UPx8vrh5JKpomLSFq1xu0xs4Z0iGnJp7Kn378E18c+IKViYcoQKcwsWhvEO5MGj0EJ4NPv7FvinTfP2r24PU2RoEsy5Q2tNPYbsVPqyEuSM9JU8Lx1/vgcMh8+FMlvmrXOZeBaSQ2u4OSBguWLjvxwQYC9BqyKlqob+siKlDP1OhDn/O8xGA+H7ASc3xKCKqDGHAci/TqELQaFQkhBs6cEY2/TkOIny+1rV34qlXsLm0iwl9HVKCessZ26lq7CDNpifNk3a7OVmgqEjbJwUngOwJRtynCvc0/GgxBoz8/Ba9g0mmYHR/E53tdA86EYD33nJGOSiXhq1Hz6pYDRPjryK4wU9vaRWSAjvQof6x2B/sqzZg7bCSE+JEY6keXrZviegvWbgcJIQYC9J5P3Xajq81Z8DI46aBGQC74hYFKDY5+E5w+BlEIVkFBAVCCmT5yqlpICPFDGoIt8YgpzxQ3jYfBVy2R0FNvZlG081+UWbPDeylm/WiJmU1o7ufomg7QGXT4ooc+Kh+umHoFf9nyF+aGzyXMoBSTm/DU5cJ714p0MkkFi2+G428SDjkA0bNhxkWwp6eWkC4ATn1waF++Q8Te7eCL7GrueGcPFms36ZFG7j9rKne/l0Vtaxd6HzW3n5ZGQY1zJebE1DAmhTqD+ZYOKy/+eIBHv87H7pD5+awoFiSH8qeP9mGxdhPi58tD507nlIxBgrMeVqSH8/7OCrJ7nJGSw/w4a6ZnajgdLSQEGzh/XiyVTR2cPzeWT7OqOHVqJPd8sJdOm4MXfyzhumXJvL+zjDXLUrj7/SxaOuwE6H3414UzOSktfPTX1sYS+PxOoR8AUWfj5PshYJj/q/AMUSdm4z/FtkYLZz0OpqjRnZ+C19Bq1NxwUgqZJY3Ut4nU19OnR5Aa6c+d7+6hytyJVqPitlPTCNBruPiZLbR02gk0+PDkpXPYeaCJx74pwNrtIC5Yz8PnzeSzrCpe3HIAWYYFicE8dN50JnnT8ay5DL68F/a9L7anrIaVfzmshpbQVFj5N/jst2JFUaWG1Y8O6V5CQeFYQQlmesipbiXOm+J/hx1q9kLKiiHtnhKkYleNvS+Y6ZYd7K7dzcXpF3vvHHuQ1T40xy8kIut9Diy9ZUjHJAcmszR2KXd8fwfPnPoMGpUytCYsdhtsflQEMiDc6zb9CxKOh8mnijZjOJz+d5h3lZhNDEk+rNZruBTWWbj5jd3Ye9K5ZsQFcd+H2dS2ipSlDls3D36yj39dMItQkxaNSiKnupX91a2kRoqil1kVLfzzS6fXyPKMSG7p12eDxcrd72URfYgVmqRQI2uvnk9+TRsOWWZyuImIgCNI0D4G5Ne2UdncwdWLk7jmxUxuOzWVR77K68vWqmnp4vnNxfzfilR++84e2q1iFtncYePG13bxyU1LSAwd5Yry/o+cgQxA1luQtBTmXD68fnT+cMJtkLZKrE4GJYgbRoUJzbSYANb9ZjFFdRZ0PiqC/XxZ8/JOqswiBavL7uAvn+bw+MWzaekUjoTN7TbqW7t4uN81oqyxg79+up+IAF3f+N1W0sib28q4c+UU763I5n/lDGRAjOekE2DhdYc+TuMLs38BcQtEKmRArBiv3px4VVA4wlA0Mz1kV5i9615Uu09oZYY4s50SpGJLlXNZuaApHz9fP4K0Y1Psyxy/iOCCb1FZh55/vDp5NR32Dh7Z8YgXz0xh1HQ0Qv6X7u21Oa7b+gCIXwSTT/Z4IANQ2dzRF3QAhJm0lDe5GgzIsriR/s/6Av71dT6f7612Efj2ajl6aW63ufQJUN9mpdo8IOd8AGEmHcenhHLC5DAlkBmEsqZ2Nhc0UNljztBpc7jJTsoaO5BUUl8g04vF2k11y6H//oeluxtyPnRvz/9qZP1p/USR19RTISxNuTE8QogNMrA0NYwFSSHUt1kprHMX+9e1dQ3Ytrrts7u8mckRrqswX+6roa3Li7bsuZ+5t+V8PLRjfbQQNRNST4OIqaLukYKCQh8TYvpckqQSoBXoBuyyLM8b63PIqWrh4gWHWe4dDaVbhjX7lxasYm2WFYcso5IktlVv96rwfyB2fQDtoSmE5K+nburqIR2jklSsmbGGh7Y9RKwxlkvSL/HyWR5DtNUJfYuPHkJSwOcwN9wOh8jNbq8X6TP90wV1ARC3EPYP+CL1QNpCQ1sXBxrb0fuomRTqh9bH1V68y9ZNcYMFS1c34SYtiSF6zpgejUolkRhiICXMSEG/GxSdRsXCpCAmhc3EV61iU34diaF+ZJWbcciym8YtQO+DJLnqu/11GkKMY5APf5TRZe+muM6CrdtBSpgf961OJznMyM0rJjM53IjOR0WnzWnOEGbSopKEXXN/0watRkWI3yj//mo1JJ0IZdtc23uLBlrbRN2YbrvQJfrohQuUrQOCEsGopL4ebQT7+ZAS5scJk8Mw6jRIwCd7qgg1+vLrZcmo1RI2u4MQP/cb/+RwP8obXSdOFk0Kxt7t4KeyJtQqFYmhfhgHqas0ZDpbhHupzQKhaWIVpmDAJNKkE0fev4KCQh8TIpjp4SRZluvH44Xt3Q6K6i2eFaq6IMOBH2Dm0FPEgnUqjL4SBU0OUoJV7KjdwXmTz/PS+Q1Oc9wCwrM/GnIwA2D0NXLL3Fv4+/a/o1FpuCDtAi+e4TFCbQ68fTXU7RMzyAuvhyW3HlwA2m2D7HXw0Y3iZk4fBOevdX5x+uhg2Z1Qvh3aeoTvU88ZdZ2NvJpWbnhtJ3k1bUgSXL04ietPSibETwQcze1Wnt9UzOPfFuCQ4fjkYNYsS+GPH2XTaXMQoPfhoZ9P574P91LbakWS4Nkr5nHfh/sorBN9XjgvjgCdhtWPbwLgxuUpnD83lrd3CGvwDftruP3UNP75ZS4OWdxY/2H1VGbFKeLu4dDUbuXp74rYW2EmIcRAfm0rU6MD+PMn+7E7ZKICdPzrglnc9MYubN0yOh8V96/O4INd5fxhdQb3f5iN3SGjUUn89efTR+Qy58b080UAXrtPbMfOh8mnQEsVfPMA/PSas33hdfDeL0VUG5YO57/g9RpJCmNLaoQ/v1+Vzh3vZFHXJkwoblqRQqBOw4s/ltBu7cak1fCfi2dx2aIEXtlyAACTVsM9Z2Tw5rbSvr7igvRcND+ONa/sYHuP/fPZs2O4a+UUIkeyUttcCpsehR3PiTEYkgI/exKi50DlTrFP5AzIOHu0fwYFBQUmVjAzbpQ0WAgx+qLzcS9S6RHq88RN6GAOUYdgSrCKrVXdqFTF+Kp9CdUf2tLZ07SHTUaT9R6G+nzaQ4e+KhSqD+X2ebfzyI5HaOhs4LoZ13nXWOFoxm6FTf8WgQyIL8YtT4iCaamnDX5MfT6sW+N0v+lognevgV9tgMA40RY1A375jZi99jWImUP9yFMYrfZunvqukLyatr7TfG5TMYtTQlg+RbhHZVeaeWx9Qd8xC5JCuGfdXrp70sLMHTbuWbeXP6zOIL+2jfRII69uLe1LJZFleGN7GbPjnef5n/UFPHLBTC5ZGE9bl53EED9MWjWz4wKpaekkNkjP9JixSc08msgqb+a/3xVy+6lpPPxlbt/PXqrMnTy5oYCHzp1Bcb0FCfjfd4U8dO4MUsKMzEsMosbcSWSAnklhfqg9oUMIS4XL1/VcT1VipdsYBlnvOAMZEEF6WJoohtlULGyXNz4CP3tC6A8Ujgpyq1t44OOcvrQya7eDh7/M447T0vpSHVu77Nz4+m5uPTWV/zslFXu3g26HzHObivjHeTO5Zk5BwDcAACAASURBVOkkrHYHk8ONvLzlQF8gA7BuVwXLJodyzpzY4Z9c+XbIfNa53VAgruMXvixW2KFn/IaP9O0rKCj0Y6IEMzLwpSRJMvA/WZafHssXz6lqJd5rqzJA0fcQMW3YedmpwWo2V9hRq7aRFjgOAlVJhTl2LqE5n1G6ZHgpbuGGcO5acBdP7HqC3MZcHlz8IMaR2Kge63Q0QeHX7u21OQcPZloqXG08ASz1YhWmN5gB8Xv/7VHQ3GHju9w6t/b8mra+YKZ0QFqH3SH3BTK9NFis5Ne28fj6Av5yzjS2FbsXMixtbCfM6NuXC//a1lLeWnOci3D3+BQvWqwfAxTVO+vK9P/Zn6yKForqLDzxrTNAbbRY8Y1WMyXSnyk9Jg0exRThbq1cttV9v/JMoS1o6qmXVPiN0IoNc0JJYeLSYLFSXO+u6bQM0Gy1dtmpb7O6jFMQhgHzE4V7Y7vVzteD1JvaUtw4smCmoci9rfQHsLZD4gnD709BQeGQTBQDgBNkWZ4DnA78RpKkpf2flCTpWkmSMiVJyqyrc79hGi05VS3eE/87uqH4O4iaNexDp4ao2FppZ1v1DtKC07xwcoenJW4uIQXfInW7iygPR6A2kDvm34FDdnDuh+eyu3a3F85wfPH22EQfCAmL3dsPtVJmihQz1/3RBYJGByWbRCDUbaO+vZ6dNTvJacih3Ta6Cu4Beh8WJgW7tc9LCGL9/lq+3ldN4oD6MD4qiYET9v56DZ02cTOyt8LMzDj3VZWYQAMN7c7xuCw1TKkJM4DRjsv4HmdHrUbl8rM/aREmShucN5MR/lpCjeMQRMYMUg8raibUO1eSiD9efAZGQXlrOZnVmRQ2F2J3eFEofpQzmrFZUNvKF3ur2ZhXR7DBl9ggdwdSg69rhoXeR+1W0HlKpIkAg4/LPksmu+uq5saPMD11sJIGMbPBOEiNIy/T1NnE7trdZNdnYxmGoY+CwpHEhAhmZFmu6PlZC7wPLBjw/NOyLM+TZXleWJjnhZzZlS3EeyuYqcgUrlAjEKCGGlT4qLtpt8cQqh+fAlk2QwhdpkgCDwwy+zkEfNQ+XJ5xOedMPocb19/IYzsfw+awefgsxw9vj000Wlj6W/DvNzs482KIOYRHRmgarPqnqEcAQgx95r/g7Stg7Sr43xLySzdy1RdXccXnV3DBxxeIlMCOhhGfplaj5uoTkojql1/+zOVz+eeXeVy9dju/fGkHD3+Zx8Pnzeh7fnNBPX84M6MvBUnno+JPP5vWVxjvje1lXLU40aXPM6ZF4qMS/gYA06MDOHOGUh9kIKMdlzNiA7lofhw/lTVz9qwYthU3csE85ypeoMGHG5an8FVPVXY/XzV/PGsqU6K8sBpzOKJmuQqpQ1Jg0kki3RLEZ+fEOw9vmnEItlZt5cKPL+SqL67i/I/O54OCD7COYIJHYeRjc3txI9e+tIM1r+zg8ue38fwPxdy/eiqmHpG+JMH1JyYzKdSAj1pcU7QaFX87bzomnTPACdD78ODZ0wgyOFMOJUnignmxpPVzOFuWGsbxKSNM7Y6cDtPOdW6bouCE28W9wBhSbC7muq+v4/LPLueiTy7i/h/vp9pSffgDFRSOMKSBMxZjfgKS5AeoZFlu7fn9K+ABWZY/H2z/efPmyZmZmR49hwV//prfnZFOhL8XLFm/+oNw04kdmUHbAz8UEmOs5fYF4+fGE1C6FV1zGQWnPziqfsxdZl7MfhFrt5WHT3yYOJNnUpy8yLCm+70xNvswV0Bjoaj8HJoGusNYfNutIk+7rUZYgn90c5/w1Bo7j3sTpvBp5fcuhzy+/HGWxS0b0el12bv53XtZGHU+BOg1BBt8abd28/cvcl32u2l5CqdNjaS5w0ZiiB9hJi1F9W3Ut3YRHagnMcSPfZVmDjS2E2bUkhHlT1VrJ4W1bRh8NaRHmVCrVBTWtSHLMslhRkLGYzVg/Bny2BzpuGzrtFNQ14bd0U2n1UG1uYNwfz07DzTRbutm14EmFk8ORaOSWJwSyuyRzmKPlj1vQ84HIq1MlqGtFsKniplwW7tw6RtuYc1+1FhquOiTi6jvcPrTSEi8eeabpIcopgID8Mo1s63Dxl3vZfFxVpVL+2MXzSIyQEdlcwfBfr7UtHSSHumPr0ZNbWsnEf46JoUZsdq7Kaiz0NJhIy7YcNC08rrWTorqLGjUEslhRgINI9RY5X3Zk5ExE+xdYmKpeKOYVBpFUD0cZFnmkR2PsDZ7rUv7Q0seYtWkVWNyDhMMZfn+KGYiaGYigPd7BOIa4LWDBTLeoLndSluXnTCTF26IWitFpfWMs0Z0uEN2IJNNlWUR0OLZcxsGrVEzCN/3MerOFrp1I595DdAGcOPsG/m69Gsu+eQSHlryEItjBkmhUnAnIGZ4N2QaX4jIEI/qLKeDDmCOnsGWxp1uhxSZi0YczJjbbWzIraPBImarf3NSMvsq3cfs5sIGblqegkbjnCmdEukP/aQM02IDmRbrTAn6f/buPD6usl78+OfMvk8ymcm+r03SnW6ULlAtixRQUUFRREEBQWRTxIsIyPV6hauo6EUFlU3hB1exyF6gUEr3lu5Nm33fl1kz6/n9kTbtNOmWZDJp8rxfr3m9Os+cOedJcnrO+Z7zPN9vkV5NUXJ08GYzDh3SJowtk07F7MPD/P65vZG7X97NQ1eU89i7hwaX2VI3MGF6wTBDDMdNwybY/+rA6wjHNJi95rTrep1Ml68rKpABkJFp9bSKYGactDj72Vw7dP7cvmYnv19byYHWo+ncf/eVOVw6M53i1KN/e71GxYyMUz8VcZh1OMxjEGx0VcKGx6PbdAnwqftBPT5Pkr1BL+ua1g1p39G+Y6oGM8IkFvdgRpblamBWvLa/v8VFTpIRRSyybe3910C6W+XI7u40uBpIMfawqcmAP+xEG6Nka6cSUevxOEpIrF5HZ9noDoKSJLEyZyU5lhzuXXcvd55zJ58tEukpY8roAEvGQGIAwNKylwXZZbzZ/FHUYnnWkRfGtBrUXFDiYEGeDUmSMGlV5NqMvH9cUoAFubaoQGY4e5v7qO/yYjdrKU8zY9CKAnHxlp6g5/Nz0sm2GfjuikJ8wTAvbG7A7Q+RZzdi1Bw9lYQjMjWdHtqch++M242xndOUNR+2/Cm6rfDToDaOyeptehtJuiS6+o8Ow5SQSDWKZALjJdWiY15OIq/viR4iVZBsYnGBnS6vnwS9ho8qO8iyGahsd9Hm9JNq0ZEX6/1vOEnD1OzKXTKqjJFnSq/WsyR9CVW9VVHtsx1nPn9XECa6CTFnJp72tzjJHmYS4aj190H1+5CzeMSr2Nu5l3xrGhnmELs74juUxpkxG/vBYarGj1BxYjF3z7+bX+/4NS8ffHnM1isMw5wKn3tioFgmoG3ayrcKv0Cm6eg8nCuLrmS6ffqIN6FVKfnivCx+814l3395Fzc/v52NNV3ccv7Rk/qMDAufLj15KtJ39rVy9R82cvPz27n6jxv58/pa+nz+k35HiL30BC2JRi3f+OsWfvteJf/Y3sRdFxZjN2m45+ISbnx2K+/sayUSkXljdwuX/mYd1zy5iUt/s47X97QQicRwOHPOEig95ul3ynSYey0oxub0lmpM5b+W/hfGw8GRSlJx36L7KEgYfZFZ4fSY9Wq+vjg3anjYqplp5CYZuPWF7dzx4k6uf3oLyRYdh9pcfObXH3HNk5v4zG/W8da+1iEJAGIuYy7Mu+Hoe2s2nP/DgfmL40QhKbiy6EqKE49mQv109qeZlzruNckFIebiPmfmTI31vIQ7/98nJBo0fLp0jLOMbH8aeuqgfGRPHUKREL/b8TsuzruYjc02NAqZ78yN31AzKRyiYM1P2fvFPxI4PjXqKLR52vjF1l/wwLkPsCJ7xZitd4xMnDkzY6G7BvoawWCDpGI6Ar3Uu+rRKXXkWnMHL9ZGwu0PcvsLn7Bmf3tU+88/PwOtWoEcgW6vH39I5pYLCoddR1W7m688uZE2Z3Tw8vz1CzmvKD4JMCawmM+ZOdY7+1r51jPbotrK0sz84OJp/Mcru2nq6SfVouPJa8/hyic24A9FBpfTqRW8dttSCsaicOaJ9PdBZyWEAwMJAEaQcOVUGpwNtHhaSNQlkmvNRa0QTwyHEZNjZiAU5sev7GF2ViIqpYRGpSBBr+K+f+2l4ZiU77d9qpAn1lYTCB/d/wwaJa/dtoQ8+ziXBvB7oOsQBDxgywdLfBKVdPu6qXXWolaoybXmYtaMfujlWUrMmZnE4j7MLN72Nzv58oLssV1pwAUHXodFN494FZW9lSTqEtGr9JTYArx4wMx34jhvRlaqcKXNxFa5ltY5V43ZelOMKdw6+1buX38/GaaMuKWgnhJseQOvwxwqBw7D2Fz0dTj97KjvHdJe0ebi/21pGKz9cE5OIjcvLxh22EeH2z8kkAFo7vMNaRPGV0tv/5C2fS0uttT20NQz8Fmrs59OTyAqkAHoD0bocPljG8zorJB5TuzWD2RZssiyTPikJZOS0xfi/YoOXtzaONj266tnRwUyABGZqEAGwBsI0+Hyj38wozVCevyHdNn0Nmx6McdQmNym9DCzYDhCdaeHrLEumLn7HwMTrw0jP4Ds6dhDjmUgV32aMUx/SKLRFadJM4e50meRdGiYAo6jlGfN44slX+T2tbePut6JEB/JZi3zcodms7IZNXiDR4vYfWpaMltqu3hjdwsVrdHBeYpZG5WG+YiMhPEbmiEM5QmESBnm71KebqG64+jE64wEPQ6TBp06+rSiVytjkylSmDKsejXLiqNvvPR5g0NqV0kMrYlk0qpIGYtJ/YIgTFhTOpipbHfjMGvRqccwSOjvg4rXBuocjJAn6KHR3TiYuliSoMQWYFNzfA/I3qR81L4edN11Y77uxemLybfm87NNPxvzdQuxZ9SpuXFZAXn2gaFqkgRXz88iFI5wZCTronwbNqOGq/64iZuf3841T25iQ9XRLFF5DhP/+dnpJBwuZqdRKvjRZ6Yx/TSyEAmx0eMJ8Is3DvBxZQc3Lc8frAmUYtHyvU8VsbZiYFhhokHNA5eXUZpm5bGrZg8WLjRolDx21ewhF52CcCbUKgXfXpZP0TF1YFqdPu6/rIwk40CCHbVSwqpX8YsrZ6I/fE43apT86qrZ5NjHJhmEIAgT05QeZra32Tl48TVmdr04kFt+FFlL9nbuJcOUgUpx9M9TYguysVnHlSVxrOArKXCmzybp0BqaFl4/5qu/quQqHtrwEB82fsiyzGVjvn4htubmJPKXb8ynut2NQatiWqoJhaRgxbQUIrKMuz/E1/68eXD5TneA/3n7IH/4qpmkw6nRV5Sm8PdvLaKh24vdNJDNTKuZ0oepuNrd1MfTGwZuXnxmRiqPXTWbYDhCbpKB+17Zyw1L85GB/mCYn79xgBkZVi4qT+W175ppd/lJsejISTIgxSJbpDClFKeYeeFbi6jt8qBTKdFrFNz83HY+OycDvUaJQoIXtjTy0OVlvHbbEjoO73+5IpARhElvSl8l7G7sPWHxrBHxdEDlGjjve6NYiczOzl3MPS59YlFigP93wIQnKGFUxy9pgzNjDunbn6dpwTcHbr+PIb1Kz7Vl1/LghgdZ/dnVo5qQLsRHbpKR3KTov9usw7VKnlxXPWT53U19dHkDg8EMQGmahdJ4VJIXhmh1Hp0r8/ruVl7f3YpSIfHYVbPZ1+JkX0v0UMEeb5BUq548h4m8WM6REaakJJN2sEjutroeKtrcVLS5o5ap6/ayuNBBvtj/BGHKmNLBzK6mPj4zfQwzjOz8O2TOH1WhtiZ3M+FwCIchOoWtRgn5CUG2tWpZljV0Mu548VvSkRVKTK17caeNPJXviZQmlVKSWMJvt/+WHy784ZivXxhfnS4/lR1uIrJMls3A8mIHc3MSCYUjBEIRqjs8pBwTyMiyTFWHh6YeLzajlqIUIzq1asg6D7W7kIFCh4lkMR9jTPR4A1S2ufGHw+TbTaQn6Mk8Zr7S18/NZm6OjWAoQrJZS6JRTY8nOPh5lk2P3TTCiumCcIaSzRrmZiewuHAg06FaqeCDinaybUb2tzhpc/aTZtWT7zCiVk7pEfWCMOlN2WAmHJGpaHXxnfOHTxN7xlzNULseltwxqtXsaN9BfkL+sJ8V24J83KSLazCDJOHMmENSxdsxCWYAvlD8Be5ffz+fL/58VI584exS1+nhthd2sLOxD4D7Lp2GVa/mV+8cBCDBoOZ3X5mL1XD0AviDgx3c+Oy2wYxYd19YzDfOy8OoVQ2u87sv7GDX4XUWp5j432vOoSBZ3IUdjeZeH/f+YzcfHBwocpqRoOOp6+YzPcPKnSuLCIQitLv8fO+FT4CBSdWPfGEmP/i/Xbj6Q9hNGn71pdljUz1dEE5Dls3Ijcvyuf3FnfgOJxm5fkkuCmQu/c06IjKoFBKPfnEWl89KH//CmYIgjJspe7uiqsNNgl6NSTtG8dyOv0H2ItCMfNiaL+ijsqfyhJXYS20BtrbqOC7z5Lhzps/BVv0hUjgQk/WbNWYuK7iM/9z4n+Nf7EwYM2sOtA8GMgC+YITVO5sH3/d6g/x6zSHc/oG7+y19Pr7/0q6o1L6Pvn2Qg22uqHXuOmadB9vcUesURmZTdddgIAPQ1NvPX9bXYtAouWl5AdPTrfy/Y9Liuv0h/uedgzz2pdncfVExL377XOblivSvwvg52OrkwVf3DQYyAE99VEu7O8CRGq2hiMwP/7GL2q44zjUVBCHmpmwws7Ohl8Kxupvb1wCNWyDnvNH1qXMXGaYMtErtsJ8n6CIk6MLs64rvUI6QIZF+azoJtRtito3lmcvp9HWypn7sU0EL42NLTVfU+/7g0Ch8Z2MvTl8IGAhuOtxD68y0H1N75vh1Aqyv7IxthfkpYH+ra0jbpuouPIEQGpWS9mH+LpXtbnzBMI++dZCIuOkgjLNub5DmvqGjFLo90TfZ+oMROofZfwVBmDymbDCzvb5n7LKcfPK3gUBGPfIhFmE5zLa2bRTbTj6sqvTwULN4c2acg2P/GzFbv1Kh5KqSq3hkyyP4w+JEdKZ8wRC7G3t5b38bB1qdhOLwOO+CadHzvvTDpEBfXuQg8fAwM4dJS7YtuqaMJEFm4tG249cJcMn0VDGEZJTmZA3NvnhheQpmrZo+X5D0YWr9zMlKoLrDTWmaGYd5+BswghAryRbtsIVY06067lxZzK0rCrljZTEzMy2kWkWtKkGYzKZuMFPXS+FYZDvprYfmHZCzaFSrqeg+gEltJFE7tPDgsUqT/Gxo1hHvG6GutOkY2/ejdneceuERKk0qJc2YxnP7novZNiaj/mCY5zbUc9nj6/nm01tZ9ZuPeHNv67j3Y2mRg8/OTh987w2EuOPTRaiVA4FHSaqZuy4qRn+4JondrOWxq+aQYhm4MNarlTz6hVlRtSWOX+eFZSlcWJ46Hj/OpDY/18Z1i3M5EhMuzLPx5fnZdHsDPPTqPn7/fiU3LssfLEiYbTNw64pC/rm9mf++ciYJBjHxXxhf+XYTD15eRvrhgq46tYL7V5Xi7A/yqzUHefy9Sn695iBfmpcdlchCEITJRzrb5iTMmzdP3rp166jW4faHmP/wGv7wtXNGn+Vk7c9AY4b85SNehYzMn3c/xXT7DNKMJ8+uJsvwi82J/GxZF7nW0Ii3ORZSdv8Dj72QlnnXxmwbbZ42fr7557zy2Vew6+0x284JnNHt/rHYN8fCnqY+Lnv8o6iA16RV8dptS8hJGt90195AiNpOD7I8kLZZo1ZQ2+XB6w+TZdNjMw69o9/W109Lnw+rQU1uknFIjZLj12nUTck8Jqe9b57ufukPhanp9BAMRchOMmLVq/mgop2v/2ULAHl2I5+ZkUaCXsXSIgeBYJjUBL3IJicca9yPmQdanTR1DxwvLDoVl/zmI8LHDDvVqhS8fttSkSREEI/vJ7EpeRWwo75nbNI19tZBy25YeueoVnOo+xAynDKQgYFhN2X2AOsbdeRa3adcPpZ6sxeSsfUZWuZeA4qhQ4jGQooxhUVpi/jtjt/y4OIHY7KNyabD5R/y5M7tD9HjDZKTNL59MWhUlKVbo9qKkk+eujzFqiPFeuIL5OHWKYyeVqVkWmp0fZ+2Y+Yr1XR6+N37lagUEpfMSCNT1AISJoBpqZbB/Xb9oY6oQAbAH4rQ5fFTgAhmBGGympLBzObqborG4i7N9ucgdwmoRj5ePCJHWNf0IeVJ5af9nfIkP2/VGrmmPL7BjN+aQUhnJaFuA715S2K2ncsKLuO+9ffx5WlfZpptWsy2M1lkJOrRKBUEjpknk2zWRtVzGQvhiMyhdhcN3V7sJi1FKWY6XX6qO9zoNUqKU8yDBe6O6PEEONjmwuUPkW83isJ2E1x2koELy1Ioz7AOzruq7fTgD0aQZXnIUzNBGE+BQJgdjb3UdnlIMmlJt+owaJR4A0cznFn1atLEnBlBmNSmZDDzUVUnF492nH13FbTvHfVTmb2de1AqlGSYMk77O7nWEN0+Bc1uJemm8Km/EEM9ueeSuvOlmAYzBrWBywsu5+GND/PsJc+KC6hTKHCY+O1X5vD9l3fi9IVIsWh5/MtzSRvjcePvHWjj5ue2E4rISBL87itz+eE/dg1mJ1teZOfnV84c3G67q58HVu/l9d0D83eMGiVPf3OBSOk7gR0pgnmkNpBBo+TxL8/hyifW8/trzmFxwbgP/RSEQW/ua+Wul3YSDA88jbl6fhZ/+to53Pr3HfR4gzhMWh67ejZZtpGXTBAEYeKbcgkAPP4QB1pcFKecfKjLKW17GvKXgXLkE1/94X4+aPyQ2Y45Z/Q9hQTTHQE+qI//3SZX2ky0zhaM7Qdiup1lmctwBpz8u/rfMd3OZKBUSFxUnspr313K6lvPY/UtS5ifN7YBQ1Ovlx+8vIvQ4SEd5+Yn8eyGusFABuCDQ53saOgdfL+7sW8wkAHwBMI8/Np+XL6jVeSFiWVfs5O397UNvvcGwjz6dgU3Ls3nvn/uptsjMg0K8XGgxcnDr+0fDGQAXtjSgCcY5t+Hj33/uvU8zisUAbcgTHZTLpjZWN1FUYoJ3TBpYk9b627oqYWMBaPqy/v175NuSsemO/MLzZkOP+/V6+Oe1QyFkp78paRt/1tsNyMpuGbaNTy69VH6/H2n/oJAls3AzMyEk84/GSmnb2AOzhHZNgOH2ofWKmno9g7+u9019MJ3f4sTlz++iSyEE+tyDy2Me7DNTZbNSHWnNyp4FYTx1OsLDntM6XD6yUjUMzMzYdiU4oIgTD5TLphZs7+NGRmjmDwsR2Dzn6Dw06Ac+Si9qt5qqvpqmOmYNaLv51hCeIMKqnrjP1KwN2shpta96LuqY7qd/IR8zkk+h59v/nlMtyOcWrJZS4HjaGa0Txp6WTzMHdCyYyaJ59mHDvX4dGkKSSaR1nci6XD5+ehQB+/sayXTNvRicEmRnS113ZxXkCTqywjjqrrDzTv7WvnoUAfJJg3TUqNHWEgS5CSJIWWCMNVMqWAmEpFZs6+dudknr+VyUlXvQSQEaTNHvIpefy+vV7/GorSFaBTqEa1DIcGcFD9v1cT/wC2rNHQXnk/mxj/FfFufK/ocW1q38H79+zHflnBiSSYtv7pqNvmHA5TWvn6+vCCb+bkD/7e0KgXfXpofNVZ9ekYCD1xehk49cNiZl5PI7SuL0KpikwlPOHNNPV5ueX47X31qM996ZhvrKjq45+KSwYKnMzOsXLMwm621Pfx4VRlGbfxvpghTw86GXj77u/V865ltfPWpzdy/ei8/uaxs8KaKRafi4Sumj+5mpSAIZ6UpdSbaXt+DQasc+aNnvxO2/QVmXwPSyOJAd8DNixUvUmYvw6F3jKwfh81L7efx7QlcP9OFThXf8Wa92eeS98H/YGnYhjPrnJhtR6fS8Y3p3+CBDQ9Qbi8n2TC0IrwwPmZmJvDSTYtp7evHqlfxo3/uwapXc9unCgmFZd7a28rsrARy7QMXGyatimsX5XJ+cTK+YJiMBD0W/ciCeSE2ttf3sLm2e/D9M5vquXFpLi/euAhvIIzDpMEfivD8DQtFoUxh3PQHw/z63YM4+48Oa/yosotrFmbz5LXzaOjxkqDXMDMrIY69FAQhXqZUMPPytkYW5Y+i0MamP0JyOVgzR/T1Ll8XLx98mRxLDkUJRSPvx2GJugi51iDv1um5tMB76i/EkKxU0V62ipx1j7HnS08ijyJd9akUJxazPHM5d669k79c9BfUSnFBHC9JJi1JJi3trn72tTjpdAdYs7998POGnuj9UqGQBoMbYeKp6xp6HHllZwvfWl6I3SSGlAnx4faH2NvsHNJe3eHlkhnp5IkU74IwpU2ZYWZuf4jXdrewrGiET0NqPoT2PVC08oy/GgoH2dyyief2P8c0WwllSWUj68Mwzsvw8VKFiWNKisSNO7UcvzmFzE1PxXxbl+ZfilJS8sCGB5DjngVBsBk0XDpjaNHXclHc8qwyI3Po32vVzHRs4imMEEeJBg2XzUwf0j7c/ioIwtQzZYKZFzbXMyPDis04gpNybz1s/D3MuOq0C2T6gl6qe6tZU7eG3+98gsreSlZmf5o8a/6Zb/8k8qwhTOoIb9fGf+4MQNv0z2GrWktCzfqYbkchKbhhxg3s7drLL7b8QgQ0caZSKrjuvDxWTBu4WaBTK/iPz5QyU1xsnFXmZCVw7yXTBuc1rSxN4WuLclAoRG0nIX6UComvLsphZWkKMHB8ufeSaczOEscXQRBAOtsuAufNmydv3br1jL7j6g9y/iNrufuiEnKTznCIi7sd3vg+FKyA9Oh6ML6gj3ZfO12+Lnr8PfT29+EK9NEXcCLLMjadDbvBQY45G7NmlHVtTqLRpeLZvWb+eFE7Fm38/5663noyN/+FQ5c8jDu1PKbbcgfcPLb9MWY5ZvHjc3+MeoQJFU7gjK7gRrJvTjaeufRKkwAAIABJREFUQIimHh9apYIsm0FcBMfOaf9iz3S/jERk6ru9BMMRMhL1GDRTajSyMDoxPWZ6AyEae3xolAqyxfFFODNiZ5nEpsRZ6j9f2z8wEflMA5meGljzAGSfC+lz8AQ91PbVUuuspdHViCfkxaZLxKKxYFSbSDGmkG/Nw6g2olONfW2PE8k0h5jhCPDLLQncf14P8T6+9ydk0zL7agrf+DE1K+6hL2dhzLZl0pi4a95d/GnXn7jujev4+dKfk2XJitn2hJMzalSjL0grxJWY1yRMVAZxfBEEYRiTPpj5y/oa1h3q5KErzuAJQTgIB/4NO1+gI2cBeyQ/1bufwhVwkWJIJdnoYHH6uVi0VqQJEuxfnOfhqV1WHt9u5Za5fSjj3C1PcgnN864lb+2jdBUsp3n+dYS1sZmkqVfpuXXOraypW8PVr13NlUVXcm35tdj1ovKzIAiCIAjCZDZpg5mGbi+PrTnIxupufnBRySmHSviCHrpbdhCuW4+9YSvdSom3jRoUvkaSpRTmJM8hSZeEJE2M4OV4KgVcO93J3/ebufM9O9fPdDLdHojrUxqfLZeaZbfjOPAmM5//Kl1FK+jJX4Y7pXTMs50pJAUX5l7IvNR5vF7zOqv+uYpzUs7hgqwLmJs8l2xLNirFpN3dBUEQBEEQpqRJdXX3zMe13L96b1TbZTPTeGHHdra0bRtsk5A519dPaig87Hq6lPPxq7VovGrCXokmoAkf0BjD3o+NdCQ+8RXwg7VHn0okKl08nP4MqereuPTJBRgtDor2/ZuUvauHXebNoiV8nDs29WmsGitLM5bySccnfNj44UmXXZmzkkeWPYJSIQo3CoIgCIIgnG3OugQAkiR1AHXDfWaadbHNeu6X0kPOdn+ws94rR8IQDum1WTrZWKq1giwRQSaMfIHfJ2XKYalfRvZEJLknLIUDsnR2/TIOkyOyUlJIQyIzp5Sk6JAyFVq88mWBJ/qtdE2In08jIeWqIqo0laxMVKIwSrL0aI/G9WSf+oTFcuSQrJdUkm+k25Q0kkJj02iUFqVaaVSqFFqFUqFWKFy7XT0Nv2+oZfjU1p2yLF982ts4yb45huxAZ4y3MRZEP8fW8f087X1znPbLU5nov+eJ3j84O/qok2V5+ukufJr75tnwc5+M6H/82YEDZ3I+F84uZ10wc6YkSdoqy/K8ePcjlsTPOHWcLb8H0c+xdbb080Qmev8nev9g6vbxbPi5T0b0P/4mw88gnNyUqTMjCIIgCIIgCMLkIoIZQRAEQRAEQRDOSlMhmPljvDswDsTPOHWcLb8H0c+xdbb080Qmev8nev9g6vbxbPi5T0b0P/4mw88gnMSknzMjCIIgCIIgCMLkNBWezAiCIAiCIAiCMAmJYEYQBEEQBEEQhLOSCGYEQRAEQRAEQTgrxTyYkSRJKUnSDkmS/j3MZ9dJktQhSdInh183xLo/giAIgiAIgiBMDqpx2Mb3gP2A5QSfvyjL8q3j0A9BEARBEARBECaRmD6ZkSQpE7gUeHKs1nnxxRfLgHiJ13i8zojYN8VrHF+nTeyX4jWOrzMi9k3xGseXMInF+snMY8APAPNJlrlSkqRlwEHgDlmWG45fQJKkbwPfBsjOzo5FPwVhRMS+KUxEYr8UJiqxbwqCMNZi9mRGkqRVQLssy9tOstirQK4syzOBd4Cnh1tIluU/yrI8T5bleQ6HIwa9FYSREfumMBGJ/VKYqMS+KQjCWIvlMLPzgMslSaoFXgBWSJL03LELyLLcJcuy//DbJ4FzYtgfQRAEQRAEQRAmkZgNM5Nl+V7gXgBJks4H7pZl+avHLiNJUposyy2H317OQKIAAejxBthQ1cU/tjeS7zBxxex0ytOt8e6WIAhT3ME2F//e1cyuhj4um5XO0mI7yWZdvLslCCdU0erk1Z0t7G1x8tnZ6ZxXaMdu0sa7W4IgjJHxyGYWRZKkh4CtsiyvBm6TJOlyIAR0A9eNd38mqtWfNPGT1fsG3uxv54XN9fzfzYspSjnZ9CNBEITYaej2cu2fN9HaN/BAfe3BDm4+v4C7VhajUoqyZcLEU9vp4ZonN9HpDgDw/oF27lxZxHdXFCFJUpx7JwjCWBiXs48sy2tlWV51+N/3Hw5kkGX5XlmWy2VZniXL8gWyLB8Yj/5MdG3Ofn79bmVUm7M/xL4WZ5x6JAiCABWtrsFA5oin1tXQ1OuLU48E4eT2tzgHA5kjfr+2SuyzgjCJiFtpE5AEyPLQTILDNAnChLK1dSs/+fgnbGzZGO+uCDFwokOQODYJE9aJHr6IfVYQJg0RzExAyRYd311RFNVm1qooSz9R3VFBiL+dHTu5fe3tSEh8/4Pv80n7J/HukjDGpqWaSbFEzzX4xpJcMhP1ceqRIJzctFQLSUZNVNtNywtITxD7rCBMFuM+Z0Y4PZ+bk0GyWctL2xoocJj4/NxMisV8GWGCisgRHvj4Ab5c8mUWpC0gSZ/Ezzb9jBdXvSjGpU8iWTYDz3xzIat3NrGzoY8rZqezrNgh5ssIE1ae3chzNyzkX580sbfZyefmZLCsyIFCIY5LgjBZiGBmgko0alg1K51Vs9Lj3RVBOKUPGj4gIkeYnzofgAWpC/h31b/5pOMT5iTPiXPvhLFUkmrm+6nT4t0NQThtpWkWStPEyAZBmKzE7TRBEEbO1wP/uhXlv+/govTzBp/CKCQFi9MX80rlK3HuoCAIgiAIk5kIZgRBGBlZhpeuw9/XgMbdzpf2rY36eF7qPN6vf5+IHIlP/wRBEARBmPREMCMIwsgcegd6avkoaxabc+dhbduHvvNoSvFkQzImjYm9nXvj2ElBEARBECYzEcwIgjAyH/8Gpl/JlvZt5CWV0puziOQ9q6MWKbWVijTNgiAIgiDEjAhmJohgKEIgFI53NwTh9PTWQ+tuvBlzqXXWkWvOwZkxB1vNOogc3Y9LbCVsaN4Qx44KYykckekPiuOUMLH0B8NEIqJwjCBMVSKbWZwFwxG21nbzp3XVuPvDfHNJLksK7Zh06nh3TRBObO8rkH0u+3sryTRnoFaqCRpsBHVWTG37cadNB6AooYindj9FKBJCpRCHm7PZ7sZent5QR0Wriy/Ny+TCshRSrKJWhxA/zb0+3tjTwj93NDEzM4GvLsymLN0a724JgjDOxNVFnH3S0MtXntw0WEF7c203v79mLp+ZkRbfjgnCyez/F5SsYnfnbnLMOYPNHkcRloatg8GMSWMiUZfIoZ5DlCaVxqu3wihVtrv4yp824fKHANjd1EdLXz93XViCUtTrEOIgEArz+HuV/G1zPQB7mpy8uaeVf35nMTlJxjj3ThCE8SSGmcXZu/vbBgOZI/60rloM5RAmLm83tO2HtJns69pPtuVoMONLKsDSvCNq8TxrHnu69ox3L4UxVNHqGgxkjnjqoxqae31x6pEw1TX2+HhhS31UW7cnwMFWV5x6JAhCvIhgJs50auWQNoNGhbjZKUxYNR9A6nS6gx48IQ8Og2PwI58tF0NnJVL46IVvjjmH3R2749FTYYwoFUNPFWqlQjyVEeJGoZBQK4ful8ph2gRBmNzE//o4WzEtGa3q6J9BkuCmZfloVEODHEGYEKreh5QZHOw5SLYpGwVHL2gjKh1Box19d/VgW641lz2d4snM2awszUx6gi6q7Y6VRaQniDkzQnxkJRq4eXlBVFuB3ci0VHOceiQIQryIOTPjQJZl3P0hDFrVkDuZMzMTeOnGc3lnfxtuf4iLy1OZk50Qp54Kwmmo+RCW3MGB1nWkm9KHfNxvzcTYth+voxiATHMm9a56gpEgaoVIbHE2yk4y8sw3F7K2op3KdjcrpiUzM1NMtBbGn8cfQq2U0KiUfG1xDiWpZtZWtDMtzcLyYocIsAVhChLBTIzVdLh5cWsD7+xrY2FeEl9fnENJqiVqmZlZCczMEgGMcBZwtYG3CxJyOLjvKVbmrByySL81HWPHIToOv9cqtdj1dqp7qymxlYxvf4UxU5hsojDZREWrk/9dW8V/v1nB5+dmcMXsdDITDfHunjDJdXn8vLOvjb+ur8Vu0nLLBYUsyLNxyYw0LhEJcwRhShPBTAz1+YL88B+72VTTDUBVh4d1hzp46aZzSRUpTYWzUf0GSC7DE/HT3d9N8jHzZY7ot2SQfOD1qLYscxYHew6KYOYsV93p5otPbMDZPzAn6pG3Kmjo9vLgFeVoxdBYIYbe2N3Kfa8cGa7qYkN1F/9307nMzk6Ma78EQYg/MWcmhuq6PIOBzBENPT6qOzxx6pEgjFL9BnCUUNNbQ5oxFaU09ALWb0lD19sYVTwzzZjGwZ6D49lTIQYOtroGA5kjXtrWSHOPyGomxE6PJ8AfP6yOagtHZLbW9cSpR4IgTCQimIkhjVKBNEyyH7VK/NqFs1T9BnCUUtVbSaoxddhFZJWWoM6Krq9psC3TnElFd8V49VKIEc0wxy6NUiEySAkxpVJImLTDZf4UTwMFQRDBTEzl2g18dWF2VNuyIjuFyaY49UgQRiHYDx0VYC/kUG8lacahk/+P8FvS0HfXDL7PMGVQ1Vc1Hr0UYmhaqoXilOjj1+2fLiIrUQybFWLHrFdz54XRQ1StejXzcmxx6pEgCBOJmDMTQzq1iu9+qohFBXa21fYwPcPCwrwkEg2aM15XJCLT6wtg1KrE2HQhPlp2QkIOskpLrbOG87OWn3DRgMmBvqeOI4NA7Ho7ff4+PEEPRrWozn228AZC+EORwWNWeoKeP35tHh9XdVHV4WZxQRLn5CQiDfcIWhDG0JJCOy98axEfHOogyahhSaGd4lQzsizT4w1g1KjQDlO3TRCEyS/mwYwkSUpgK9Aky/Kq4z7TAs8A5wBdwFWyLNfGuk/jKdms49IZaVw6imwrNZ0ent9Yxxt7WpmVZeU75xcyPUOkRRXGWdM2sBfR4etAJakwqU/8hDFgSkbfdfTJjEJSkG5Mp6avhun26ePRW2EUwhGZzTVdPLbmEC19/Vx7bg6XzUonxaIj124k1y4CUmF86dRKFhUksaggabCtvsvDC1saWL2zmdJUC7euKGSWyAwqCFPOeDyZ+R6wH7AM89n1QI8sy4WSJF0N/Ddw1Tj06azh7g/ywOq9fHBwINFtU6+PjdXdvPKdxWQniQsKYRw1bIKkQmr7akk1njw495tSSKz9OKot1ZhKVW+VCGbOAnua+vjaU5sJRWQAHn5tP/5QmFsuKIpzzwRhQH8wxKNvH2T1zmYAGnt8bKzu4l+3nke+QwzlFoSpJKZzZiRJygQuBZ48wSJXAE8f/vfLwKckMV4hSkOPbzCQOaLbE6BKZEQTxlvzdrAXU9NXQ4ox+aSLBk12tM4WkCODbSmGFGr6ak7yLWGi2NvcNxjIHPHnj2ppd/XHqUeCEK2pp59XdzVHtbn8IQ61uePUI0EQ4iXWCQAeA34ARE7weQbQACDLcgjoA5KOX0iSpG9LkrRVkqStHR0dx388qWlVCtTKofGdTi1yN0wEU2bf9HaDpwssGVT3VZNqGD6T2RERlY6wxoDGffR3kmoaeDIjxN5o90uDZuhDe6tBjVpkLRNGaayOmWqlhG6Y+aPi3CgIU0/M/tdLkrQKaJdledto1yXL8h9lWZ4ny/I8h2Nokb7JLNtm4JbzC6Pazs23UZxijlOPhGNNmX2zeQc4iokoFDS4Gkg2ppzyKwFTMrrehsH3acY0apziycx4GO1+OTPTSqpVG9X2g4umjSh5iSAca6yOmVk2A3euLI5qm5lpZVracCPaBUGYzGI5Z+Y84HJJkj4D6ACLJEnPybL81WOWaQKygEZJklSAlYFEAFNCp6sftz9Mtk2PQjF8XKlSKrjuvFxmZlrZ2dhLvsPEvBwbSSbtsMsLQkw0bQdbPp3eDjRKLUaV4ZRfCRjt6PqacGbNAwaGmTW7mwlHwigVIuvQRJbvMPH89YvYXNtFtyfAkkI7yWYdsiwPm7nMFwjj6g+SaNSIpzfCuJAkiavmZ1KcYmZ7fTe5SUbm5dpIseiGXb7L5cflD5KZYEAlar0JwqQSs2BGluV7gXsBJEk6H7j7uEAGYDXwdWAD8AXgPVmWZSa5UCjC2oPt/PrdQ7T2+bl8VhpfnJd1wjtKCQYNK0pTWFF66rvhghATTVshdSa1zrpTDjE7Imiwoe1tHHyvUWpI0CbQ7Gkmy5wVq54KY6Qg2USe3cjGmi5+snovTT39XL0gi6vnZ5GReDSY3d3Yx6/eqeCTxj5Wlqbw7WX5FIhaWsI4sOg1LC9xsLzkxE94IpEIHx7q5NdrDlHf7eXi6al8dWE2pekiI6ggTBbjXmdGkqSHgK2yLK8GngKelSSpEugGrh7v/sTDlrpubnpu++AE26fW1+IPRbj/svJhK2wLQtw1fwLTv0BdyzocevtpfSVgtGNq3RPVlmpMpbav9oTBTEO3l/cr2rHo1Fw8PRWdqBsRV3tbnFx7TFaz375XSX8wwg8vmYZSIVHf7eXaP2+ixxsE4MWtDVR1uHnquvlY9ep4dl0QANhW38uNz27DHxqYuvv8pnpc/SF+/vkZGLSi1J4gTAbjcuUsy/LaIzVmZFm+/3AggyzL/bIsf1GW5UJZlhfIslw9Hv2Jt4Nt7iGZgl7e3khtl8hQJkxArjYIesGUQq2z7rTmy8CRYWbR2YaSDcnUOeuGXf7pj2tY9duP+KCig6c31PKZX6+jtU9kz4qng62uIceqZzfW0uYc+LtUd7gHA5kjttb10NDtHbc+CsLJHGpzDwYyR7y2u4Uacb4VhElDPAaIA4Nm6N3mJKMWnXgqI0xELZ+AvRgkiQZnAymGk6dlPiKot6HxdESlZ3boHdQ6a4cs+5ePavjjhzU8dHk5NyzN5wcXTWN+ro0bntlCIHSiZIhCrBm0wx+rtIePVcMdy9RKSTxREyYMg2boedWiUw2bCU0QhLOTuHqOg+kZVnKToidQ37GySBTBFCampu1gy6Mv0EdYDmPWnF62IFmlIaw2ovF0DralGFOo7auNWm5DVRe/fb+Sey4uIfmYybtXzE5HpVDwzIbo5YXxMz3dSoEj+rh036WlgwlIilPMXFgW/aTulgsKyUk6dYIIQRgP5elWph2X/fP2TxeLeV2CMImIAaMx4vUHqevyYtKqyDouSClNs/C7r8xlR0Mv3Z4A5ekW5ufahqwjHJFpd/VjUCuxTtKUqP6Qnx5/D2aNGaP66O/J6XfiDXmx6+2oFGI3javGLZC1kPrDT2XOpKptwGhH29dMwDTwNCfFkEK9q37wc2d/kNtf3MG3lubjMEdnIZIkia8uzOHh1/Zx9YJsTGJ8+7jLshn483Xz+aS+l05PgBkZVmZmWnH6gnj8IfRqJT+4uIQbl+bR6Q2SaFBTnGImFJbpcPlINGjQD/P0RhhbnqAHV8BFojYRrepopsv+UD+9/l4sGgsG9eQMMIOhCJ1uPyatCvPheVq9ngAdbj/JZi1FKWYeu3oWDT0+AsEIVqOacpG++bS4A27cQTdJuiTUyhPPgev0dYIMdsPpzacUhLEmrg5i4JOGHp7bWMebe9rISNBz54VFXFCUjOaYk3p5hpXyjBNnU2no9vLMhlpe2NxAqlXHf1xaypJCO6pJlPa0ureaJ3Y9wdqGtZTaSrlr3l1Mt09nS+sWHtnyCI3uRlblreLr5V8nyyKyX8WFLEPLTph9DQ0d27Cf5uT/I4IGG1pXK67D7+16O52+ToLhIGqlmkferGB6upXZWQnDfj8jUU9ZuoUXNtdzw9L8Uf4wwkjkJBnJOXxDRpZlNtd085t3D3FheQr/3NHEwTY3y4rszMxKoLLNxVcW5vC79yvZWN3Nufk27r6ohDKROSpmdnXs4pfbfsm+rn0sy1zGzbNupiChgIM9B3l8x+NsbNnInOQ5fG/u9yhLKot3d8dUdYeb/11bxeu7WyhMMfEfnylFqZB45K0Kdjb0MS83kbtWFuMNhnlszSFqOz18dk4GWYkGEo2ivMHJ7GjfwaNbHuVQ7yFWZq/khpk3kGfNi1qmr7+PN+ve5ImdTyAhcdOsm7go9yKsWvH/XRhfk+fKeILo8/j504c1vLytCbc/REWbi1v/toMt9T2nvY5QOMJf1tfwp3U1uPwhDrW7+eZft7C32RnDno8vZ8DJj9f/mDdq3sAX8rG9fTs3vXMTO9t3ctOam6joqcAT9PDiwRf5w64/EAgH4t3lqcnZBHIYjA7qnLU4DGdW5C5oSEDrbBl8r1KoSNIl0exp5kCrk1d3NnPV/JMHqheVp/LMhjqmQNb2Ce9Qm5tr/7yZc3IT+e83K/ikoQ9vIMybe9t4b387MzMSuO3vO3i/ogNfMMx7FR18+9ltgwkDhLHV4Gzg5jU3s61tG76Qj7dq3+K+9ffR4m7h7rV3837D+/hCPj5u/pjvrPkOLe6WU6/0LOEJhHj4tX28tK0RTyDMzoY+rv3zZjbXdLOxuhtfMMy6Q51sqevh63/ezN5mJ55AmOc31fOrdw7iD4Xj/SNMWNW91dz4zo3s6tyFL+RjdfVq/mvTf+EJRidN2Ni6kYc3Pkynr5MOXwc/3fhTNrdujlOvhalMBDNjrK7byxt7ok8YwbBMdYf7tNfR4fLz980NUW0RGQ62uU7wjbNPs7uZXZ27otpcQRdVfVWEIqGo9lerX6XN2zae3ROOaN4B9pKByf+uRpJPc/L/EUG9DW1fU1RbsjGZemc9//nafi6fnY5Zd/IUvkXJJiQJNtd0n3H3hbFV1TGQGUqWwRuIvhjcWteDzayh+bgMdI09Puq6RHazWKh11uIMRN/k2tO5hzpnHTXOmqj2rv6uqCGeZ7uWXh/vHeiIausPRobsl67+IMFw9I2Q1TubRabEk6h11uIL+aLaNrRsGBIM/7Pyn0O++2rlqzHtmyAMRwQzY0yrVmIzDp3fYtCc/og+rVpBsmXoI/DJNGdAp9ShUQz9PR07b+aIRG0iOuXwVZ2FGGvcBkkFBCMhOn0dJOnOdJhZElpndHpmh97BuqomDrW5+PRpFIKVJInFBUn8Y0fTKZcVYst4+Bg03HBXvVqJUho6o0qSwDhMVjRh9IY7XqoVavQqPQpp6N9ouOXPVjq1EvMw58Tj902lYujvIdGgQasWlz8nMtx+olfp0amiz8M55pwhy4kh4UI8iP/NY6wk1cJdK4uj2srTLZSmmU/wjaFsRi0/vrSMY68LpqWamJE5ecahZpmz+O6c70a1XZhzIWVJZcy0z4xqv2fBPWc8vEkYI41bIKmQFk8LiTobKsWZXZQGDYlo3e1RbXa9nde2wqqZ6ahPcw7Yufl23tjdQjAs0jTHU2mahXPzbRxqc3FuflLUZ19fnMOrO5v5yoLoi5lvnpdHvn3yXERPJIUJhVyce3FU261zbqUksYTrp18f1f6Foi+Qa8kdx97FVmaigR9dWhrVtqQwCYsuOsBJMWs4Jzt6Tt79l5WRatHHvI9nq6LEIpZmLI1qu/OcO8kwZUS1XVFwRVTgY1KbuDTv0nHpoyAca/Lc6p9ALi5PxWHWUd3pJkGvoSzdPDgBts8XwNUfIsmoxRcI4Q2GSTHrUB9XY2ZZsYP/u3kxFS0urAY1MzKtZCZOnmw0SoWSLxR/gdKkUuqcdaQYUii3l2PX23l0+aPs7dpLT38PhQmFk27S6lkjEoHWnbDoZhq79+LQn3lAGdJZUPo9SCE/8uEsS7I/nY5eDcuKT399DrOWFIuOzTXdnFcoMubEi8Os5ZdXzaal14csDwzhqe/xkWzWEgrLLC1ykGc3clF5Ko09PrJsBmZkWNGfwZNp4fRZtBbumX8Pq/JX0eZtI8eSQ3lSOTq1jq+Xf515qfNodDWSbkynLKkMk2ZypSO+fFY601JN9HiC6NRK8h0mguEwdpOWll4fGYl65mQlsKw4mR31PXR7AhSnmpmVOXzCEWGATWfjwcUPsqdzDx2+DvKseZQnlSMd9+S1zF7Gs5c8y/7u/QPvk8ooTCiMR5eFKU6cYWKgtz/IG3taeG1XM6kJeh64rJxQOMKOhl4eXL2XfS1OlhU7uKAkmf96Yz+fnZ3BzecXDGYMAtCoFMzNTmRudmIcf5LYMmlMLExbyMK0hVHtaaY00kxpceqVMKirErRm0Fmpd9WTpB+aPvyUJMXA0xlXG/2J2QDsPOTAkLAftXL5Ga3qnJxE3tjdIoKZOAoEwuxq7OUXb1ZQ2+XlghIH3zm/kLk50cep9ARx13u82A12lhuG/l+yaq0sTl8chx6Nn8p2N4+/V8Xagx3kJhm595ISVkxLJst29Fwajsisr+zk0bcraOrxcenMNJLNOvLE08KTchgcXJB9wSmXK0osoiixaBx6JAgnJoaZjTF/MMwv3z7I/21voj8kU9vp5fqnt7KrsZfr/ryZPc1OIjKsrejghS31XFiWygtbGvjDB9ViCI0wsTRtHZj8DzS4Gkf0ZAYG5s1oXK0AuHwR9tYrCOp2EJHPLJvQnOxE3jvQLrKaxdG2hh5u/dsOqjo8hCMya/a38z9vV4hsZcK463L5+dnr+3n3QDvhiExVh5vvPL+DHfW9Ucvtb3Hyjb9uoabTSyAs888dzTzy1gH8QZHNTBAmCxHMjLFWZz//3h2d8SMckanu9OA5LsvK/hbXYKXsl7c10i4uCISJpGETJA0MGWhyN4143lJQn4DWNZCN7oP9PopTNZi0Snr7e0/xzWhZiXpCEZnK9tPPDCiMrZpOz5DMUOuruqjvFtnKhPFV1+Nl03EZDgPhCJXHZQ6t6nATjkTvs2/saRXZzARhEhHBzBjTq5U4TEMzkVmGST+rUysGD7LpiTpRKVuYWBo2g2Ma7qCH/lA/Zs3IqmaHdFa0h5/MvLu3n9k5ahJ1ibT72k/xzWiSJDEr08oHBztOvbAQE8NlVEwwqDGIY5cwzgwaJRb90P3x+HPtcOdeu0mLTuyzgjBpiGBmjCVbdDx4RXlUJrJF+TbcaLUJAAAgAElEQVSmpZr5/JzoTCDXLc7ltd0tKCS4f1UZNlGRWJgo/G7orgZbPk3uJpINDhQMTbt7OoIGG9q+Zuo6Qrh9MjkOFRaNlXbvmQclMzISePfAmQVBwtgpTbVwbkF0FrO7VxZTnj55Mi0KZ4dpqRbuvrAkqm1JoZ3y9OibLmXpFhYfs89KEjx4eTkpFpHuXxAmC5EA4BT6fAF6PEESDWqshqF1UY4VDEdo6fMxK8PKP25eTFWHmwSDhunpVlKtOn70mVKumJ1Ou8tPmlVHRIbCZBNFyWbK0kd213ui6OnvwRVwkaRPmlS1DKaspm1gLwKlmiZX0xnXlzlWUJ+IpXEr6yp8TM9So5AkrFor7SMohFqeYeF/P6yiPxhGpxZ3Vsdac6+PUCRCmlU/bNrsBKOaH11SQmW7hx5vkJwkA7OzRGao8dLp68QX8uHQO4bU/JiKLp+dRo7NQF2Xl0SjhunpFrKTos8/KRYdv/zSbPY09dHrC1DgMA0JeIT46O3vxRlwkqhLxKw5/fIVgnC8UwYzkiRpgSuB3GOXl2X5odh1a2LY2dDDfa/sYXeTk/J0Cw9/djpzTpBdrKnHx58+rOa5TXUYtEruuWgaV8xOx3TMI267WcvykjOroD7RybLMltYtPLTxIeqcdSxIWcA9C++hOLH41F8WJq76jUcn/7sbSNInneILJxY0JKJxdbChz89n5w3MEUvUJtDsaTnFN4cyaFTk2Axsr+thschqNmZcviD/2tnML948gC8Y5pqFOXx7Wf5gVrJgOMLaig5+/Moe2lz9XFiawg8umUaBY3Kl+p2ogpEg6xrX8bNNP6Pd286K7BV8b+73yLPmxbtrcVXT4eWJD6rYUN1NZqKe/7i0lKxEA6rjSh2kWnWkWkXwN5Fsb9vOTzf+lMreSmY5ZvGjhT8SZRiEETudYWb/Aq4AQoDnmNek1tLr44ZntrG7yQnA3mYnNzy9laYe37DLv7Kjib9uqCUUkXH6QvzHK3uGZFWZjGr6arjl3Vuoc9YBsLltMz9a96MzntwtTDB1H4FjoCBdo6sRu37kgUNIZ6Gq30IwLJOWMPA0xapNoGMEw8wAytIsrDvUOeL+CENtrx+4cePsDxEMy/z141r+9UnT4OcHWpzc+OxWWp39yDK8ta+NR96soF9khBoXFd0V3LH2Dtq8bcjIvFv/Lr/Z/hv6Q1N3Enunq5+HX9vPhuqBJACNPT5u+/sOdjSKc89EV++s55Z3b6GytxKAnR07uWvtXXR6xXFdGJnTCWYyZVm+SpblX8iy/D9HXjHvWZzV93jpcPmj2ro8Aeq7h8Zxfd4AL21rGNK+8bhMK5NRvaue/nD0CbWip4KWEdx1FyaIcAiatkNyKTIyzZ5mHKMIZpAUvC0tZpo9PFh0LUFnpdM3wmAm3cL6SnHSG0sbq7uGtL20tRGnLwhAVYeH4xJC8da+VpGSeZzU9tUSkaNT979b/y4dI/w/NBnUd/vYVtcT1RYMy1SJbIcTXqOrEXcw+u/U6G6k2dMcpx4JZ7vTCWY+liRpRsx7MsFYdWoUx813liSw6ofOm9FplMMOt8i2Tf7CcZZhMlzpVXoxb+Zs1roTTMmgs9Dn7wPAMMq/55rwHMrMzsH3BpWBsBzGEzzzC4+iZDOH2t24+oOj6pNwVJbNMKStKNmEVj1wikgwDM0IlWrRiSxm48SqHZpgIdmQjEE19O82VZi0qmH3y4RTzG0V4s+iHXrdoFaoManFsFVhZE4YzEiStFuSpF3AEmC7JEkVkiTtOqZ9UsuzG7lzZfS8j9tWFFGQPPSiTqtScssFheiPmZBcYDeyMG/k8wzOFkWJRVxZeGVU2z3z7yHLnBWnHgmjVrsekssBaHQ3kax3jDCP2QB3QKIymEyJ9mgWMgmJRJ1tRHeWNSoFRSkmttb2nHph4bScm58UVRHdoFFy0/kFaFUDx7SyNAvnlxytM6SQ4KdXTMdhFvMQxsM02zSWpC8ZfK+QFNy36L5RzWU72xWnmvnhxdOi2j41LZnydDGRfKLLt+Zzbdm1UW13nHMH2ZbsOPVIONudLAHAqnHrxQSkVSu5bnEu8/NsNPf2k2bVUZ5mGTy5H29uTiJvfG8pLX0+VEoF6RYNHe4Ale0R7CYtne4ACXo1dvPQ9MuRiExjj5ewDBkJOjQn2MZEZNaYuf2c27k472I6+zvJMmVRnFg8OJxIOAtVvw+ZCwBodjeN+oLpk3YtRfoe9P3dHFtaMVGbQLu3g1zLmU9iLkkxs76qkwumTa6EGvGS5zDx7PUL2NfsxB+KUJJqpjjl6EVhrzfIbSuK+P6FxXR7giQY1Og1Shq7PfSHZJLNWiz6oXfJhbHhMDh46LyHqOiuoC/QR64ll2KbSLKyakYa5WkWen1BdGoFaQk6MhONNHZ76XD7cZi1ZCae/tOrYChCY68PpQSZiQYUxw/PEMaEQW3g2zO/zfLM5bR528g0ZVJiK0GlEAl2hZE54Z4jy3IdgCRJz8qy/LVjP5Mk6Vnga8N+8egyOuBDQHt4Oy/LsvyT45a5DngEODLT9HFZlp88w58hZkw69Wk/Xdnf3Mfv11bx2u4WdGol316WTyAYJtWq52+b6zjQ6ibLpucXV87k3IKj8w96vQH+vrmeX797iGBY5ur5WdxyQeFgFqGzQYIugUXpi+LdDWEshIMDxTLnXQ9Ao6sJm250wcyONi0Fpl7U3ug5ZGaNZcRj/svSLMPOUxNGLjPRMOTCz+kLsnpnM4++XUGvN8jSwiRuPr+Qe/+xm8tnZ/Dnj2podfYzNzuBhz83g7I0kfI2VhwGBw6D49QLTiH7W5387PUD7GjoJdms5f5VpVS3e/jx6r3UdXkpcJh48PIylhSd+vfW3OvjiQ+q+NumelRKiVsvKOQrC7NF/bcYsWqtLEhbEO9uCJPE6cyZKT/2jSRJSuCc0/ieH1ghy/IsYDZwsSRJw13xvijL8uzDrwkTyJypf+5o4tVdLURk8AbCPLbmEEUpZv74QRUHWgfmBTR0+7jh6a3UdB5NIrC5ppv/frOC/mCEcETm+U31/HuXmAQnxEnTNrCkgW5gjH6jq3F0k/8ZeDJTYA2iOS6YSdBaafecea0ZgIJkEzWdXpxi3kxMHcly1usd+D2vq+zi6Q21XHdeLo+8dYDWwwkAttf38v2XdtLrDcSxt8JU0tjj4eHX9rOjYSB7WbvLz55mJ7e+sIO6roFnwFUdbu54cSeH2lynXN8be1p4ZkMdoYhMfzDCo28fZPMUSOIjCJPByebM3CtJkguYKUmS8/DLBbQzkK75pOQB/5+98w6Pqzj79n2296JV75Il925jiumB0Anwhpa8IQlJgAQCgQSC6QktdEIS8oZAvhBKQu+hF4ONMbhblmxJVu9tey/n++NIK612LcuybCyz93XtZZ3ZObNnj2fnzDPzPL9nKLpXOfgSxzhlytLh8PFudfKkbHObA8OoAEVvKJqgiPZZXfLK9Msb2vEGI5N/oWnS7I76DyF3AQAiIl2+zr2SZbYHZNgDMnIschT+RMlUi9pCt69nF2eOjVIuxc2sT8fN7FMae5PVGz/a3kMsJhKOJg7n2zpcdDrT6mZp9g9t9gCb25wJZQq5DJc/8dnZ6wnS3D92NglfKMLLG9qTylfWfnPV4tKkmUrs0pgRRfFuURSNwH2iKJoGX0ZRFG2iKK4YT+OCIMgFQdiEZAC9L4ri2hTV/mdQWOBFQRBSRo0LgnCJIAjrBEFY19t74A0uZq2SaZnJwgCFVh39o+SdAawj1FYqs5ODFecWmFErxrNplubr5kDvm3tM3fuQvxAAe8COXFCgVUzc5XFbn4pScxhRY0ARdAPD8rJmtYU+/8QllofiZtIkM1n90qpPVoYqselRK5Pj+kxaBQZ12uc9zdhMVt80ahTYRvVPpUxgdLimUi6k7McjUSvkzC1IdpEcGTeWJk2aA5exdmYWC4KwGHhh6O+Rr/E0LopiVBTFhUAhsEwQhLmjqrwBlIqiOB94H3hyF+08JoriUlEUl2ZlHXg+w3q1kp8eXY5xxIO8IttArlnDuUsT7bMrjqugIntYfvCo6VkJhpBZq+RHR5SikKeNmanAgd439whvP/TXxZXM2j0dZGn37jtV9akoNkUQZQpiCjVy/7C7h1ltwhVyEhUntgs5K8/Emp3J+VHSTF6/nFdg4rDyjPixSi7j1ydO579bOzltXl68XBDgjrPmpZR4TpNmJJPVN+fkm7n+lJkJKRQ8gQhXHFeRUO+Xx1fuNpZLLhO46LDSBKnnskw9x0yf4mN6mjTfEMZaRhtKjKkBlgKbAQGYD6wDDh/vh4ii6BAE4WPgZKBqRPnImcjjwL3jbXN/0esO0OcJYdOryDZJMqSxWIyaTjeBSJQym54Mg5ojpmXy5E+WUdftRiWXMS3bQLcrwDGVmZwyL4deVwirXkVFlgGdSrrt1R1OfKEoj120hOZ+H6FojBm5pgSJ1N1ib4GQB0wFoJXiHELREO2edgQEbBobPf4eVDIVhcbCtMpYml1T/wHkLQC59EBvnwQls6peFd8qkfzXIxojKr8d/2A/lQtyjCojA/4BsnR7rko2LctAQ68XdyCMUZNW0toXTMs2cs8586nqcOLyhymx6TCqJYGTcETknMUFDHhDFGfoMGuV9HuC2AxqetwB+j0hbAYV2QeLfLO3HzxdoLGAuWDCzYSjYdo8bQgIFBgKEASBNncbMTFGgaEAtSIdcD5eTpmbw7SsI+jzBDGoFRRZtGjVChYVW+h0BCiwallQaEarUlDT6cITjFBs1ZJjTt5tnlNg5pVfLKe2y41CLjArzzSlhHgAKeGxowliUbAUg/LruX5f2EeHpwO1Qk2hQZp3OAIOevw9mFQmcvW5X8t1pTl4GUvN7DgAQRBeBhaLorh18HgucNvuGhYEIQsIDxoyWuBE4J5RdfJEURxKFX8mUDORL7GvWNvQzzXPb6bd4SffrOHB8xYyLUvPc+ta+cvHO/GHoxxensENp85CJhP480f1fLyjhxtOmcU/P69ic5sTk0bBpceU89aWLvo8Qe4/dwHzCoy8tKGDh96vxRuKsrjEwq2nz2FBkWX8FxcOQPVr8Pa1EHBCwVI48090GTJ4bMtjvFT3EjJknFlxJqFoiA9bPuSXC3/J2ZVnY1ClE1OlScH2N6FgWNuj3d2GTZsxxgljE4pCi1tJoVHaeYmojSj8dqA0XseistLj65mQMRPPN9Ns57gZaYnmfUVJpp4MvYrXNnfwrzVNHFWZzb3v7sDpDzMrz8ivvz2DW1+v4rylxfx3aweXH1fJja9spcMZoMCi5YHzFnBY+RTPh9K+AV65DPp2gD4LzvwzVH4bZHu2g97l7eLxLY/zQt0LCAicP+N8ZmXM4ndf/I5oLMoZ5Wdw+aLLyTfk76MvcnBR1eHmtte3sb3LjUWnZMUpM1lcaOTGV6rodAYotGr5y/cW8tbWLu59ZzuuQIR5BSZ+d+ZcFpdYk9ory9Tv2WLigYS3D758DFY9BLEwzP0uHH8zWEv262U0u5q5e+3drO5YjVah5cpFV7IkZwk3rrqROkcdVrWV2464jaMLj05LMaeZNMYzEs8YMmQARFGsAmaN47w84OPBBJtfIcXMvCkIwu8FQThzsM6VgiBsEwRhM3Al8KM9u/x9R+uAj0ufXk+7ww9AhzPAJU+tY12znfvfq8UfjgKwpmGAlze28crGdj7a3sNRFZl8UNMdD0x0BSLc924tp87Lo8cd5NKn1rOx1ckdb9XgDUltbGh28MiHdbj9e6DM1L0NXrlEMmQA2tfBR3eysvUTXqh9gZgYIyJGeLnuZQoMBYiiyL3r7mVr39ax203zzSQSHMwvc0i8qM3Thm0vgv8bHEqydRGGksRHVQaU/kR1ILPaPGF5ZpDiZtKuZvueTa0Obnq1ijMWFHLTa1U4B8eqmk43j3xQx+kL8nn2yxbOW1rMVc9tpGNQCKDd4efSp9bTOuAbq/kDG08PvHixZMgAeHvh+f8dPt4DPmv7jOdqnyMmxoiKUZ7d/iytnlaUMiUiIq83vM57Te9N8hc4ONnZ4+H2N6vZ3iW5rjp8YVa8vJUudyQuRNFm99M6EOCmV6twBaRFla3tLv7wdg0DnuR41ilNyxew8h6IhkAUYesLsPXF/XoJ4ViYf1b9k9UdqwHwR/zc89U9fNX1FXWOOgDsQTvXfHINDY6G/XptaQ5uxmPMbBEE4XFBEI4dfP0d2LK7k0RR3CKK4iJRFOeLojhXFMXfD5bfIori64N/rxBFcY4oigtEUTxOFMXte/d1Jo92hz8uRzqECNT3eJLqeoNR3tsmqZnNL7KwNoWcYyAiGS7+cDQuGzmSlbW9dDj947/AgZ1JRbGAnf82vp1UXt1fTbm5HIA6e934PyPNN4eGT8BaClpptVJEpMvbReZe5JjZMaCiyDgcDxNR6VF6E38bJrWJbt/E5JlBiptZXZ8WAdjXNA6qQfW4A4ijNCm3tDspztBR3+NBpUhWk3L6w/FFoSmJqwPsjYll0TDYm/a4qf82/jeprKqvKj4+D9UJRNKqcLuj2x1gW4croSwmQvMow7k7hQjPl032uMF90ND4aXJZ1QsQ3L0s9WRhD9h5rznZGO/x96CWD7tPRsUobZ62/XZdaQ5+xmPM/BjYBlw1+KoeLDuosepUKEZl/w1EouSYkv2/ZYLA7DxJ9aTbGaA4RRCsajCgXxBIUmABSTDArNsDv399cmCiDFiYtSCpvMhYFJ8w5unzkt5Pk4Ztr0DRcBqoAf8ASplqr5TMtg8oyTcMT2yjamNS4sy9kWcG6XfT0OtN55vZx2QapDHLrE0eo3JMavyhKFadErlMSBo3FTKBDN3YalIHNFoLqFMEkKcYg3fHouxFSWUlppIEg35+5nxU8il8v/YTRrWCLENyfJHNkHjvTJpkV6ZCqzZl+ZQmZ3ZyWf4S2IsxfE8xKA3MsM5IKjepTISiiTmoMjQTd2FOk2Y0uzVmRFEMiKL4kCiKZw++HhJF8SBb0kimPEvPzacnetOtOHkWC4vNLCsd/hHqVXJOm5/Hj5aXYdYqeXNLJz88oiRuvAAcPzOb7V3SCtI1J05nToE5QSVFrZDx25NnkGvag0Endz7Mv2D4WK6Co3/DGdPOJFc3HFxXaCjEpDbRH+jn0NxDmZc1b/yfkeabQSQEO/4LJcvjRe2edjJ1e5css86upGCkMaMxovQn5oWxqi30+ibuZjaUb2ZdUzq53b5kboGZk+fk0tjn4cwFw/EcCpnAb0+eyZ8+rOOSo8v51+dN/PrE6Qnn3nTaLMqypmgcAkg7lqc/DMKIx+WRV0NW8qRtd5xWflrCglKRsYhCQ2FcotymsXHujHORCWk1y90xr9DCjafNQj7CeD5nUQH5pkQDJ8ek4ZS5w89ElVzGzafNptg2hftkKsqOkeYFQ+hscNilIN9/RptOqeOqxVehUwwv6B6edzhzM+cmiA9dNPsiKiwVqZpIk2ZCCOJon4GhNwTheVEUzxMEYSspkl0Oyinvd5YuXSquW7duv3yWPxyhtstDh9NPvlnL9BwDWpWC5j4v1V0ufMEo07INLBwM3K/pdNJuD6BRyjBrFezs9WHRKcnUq2hz+Mk2apiRa0SvVtAy4KWm04XbH6E8y5AyGHG3+Aagpwb8A5AxDbJmgkxGu6ednfadyGQybGorzc5GtAods21zyDLk7LK5YCRIrb2WQDRAqbGUrAmsPB5k7JH02/7sm5PKjnfg4zvgpLvjRe80vctOx06+VXz8hJoMRATOey2XW5f3M5QySRYJkr/+KepOu5uhWxuIBvjb5r/x6AmPsoe3O84rG9swapTcfHqKlcmDl3HfrMnql51OHw09XiIxEaVCRuuAjwKLlkA4glalIBoTsenVFNu0NPR66XAGpHEz14BWOcVXwSMh6N0uuZYZsiF7thSb4GwHjRGsZSQlONkFnZ5O6hx1CAhUWCuQIaPOUYdSUKJSqIjFYpRZyuIr1zExRqurFV/ER74hH7PavA+/6F6zX8dMu8dPY7+fblcQo0ZJrllFgUXHji43nS5JgGJ6jpEBb5BtHS4cvjBlmXoWFloQgeYBL+GoSLFVh/5g2KlxtkHHJskNMmcOZE3f/Tl7QCQWodXdSjAapMBQgFGVOg9Pk7OJRmcjWoWWSmslJrWJnY6dtLnbsGltVFoqMagM1Nvr6fP3kavPpdRcOqnXmoK0lOtBzFi/3qsG/z19f1zIgYhWqWBBkSVJZawkU0/JKMWTpj4vf3h7Bytre1HIBM4/pIg+T5BPa/u4+fTZnL0oH61q+HYXZ+gpztjLlSFdBpQuTyouMBRQYCigsWcLv197N+v6NqOUKfnFrIs4b8YFmIzJsojd3m6e2/Ec/9z2T8KxMAsyF3D9odczN3N0aqA0Bx2b/w0lRyYUtblb90rJrMGpIFcfYWTu15hCDYIcWchHTCX1fY1cgyDIcIfcGFVj54LYFXPyzfz7y5YJX2ua3eMPRfhkex+/f7MafzjKrDwjD563kOk5Rj6o6eYXz2zE6Q9TYNHyyIWLWFJiZUHKFMhTFIUK8uZLL4DOrfDyTyUDR2WAU+6R1KOUu5ehzjPkkWdIdPcNRUM8XfM0z+94nogY4bC8w7h6ydWUmEp4tf5VHlr/EMFokDm2Odyx/A4qrOlVbYA2R4hrX9zCzl4vBrWCO86aS3GGnoXFVhaOqJdv0ZFvGd4t6PcEeXxVA3//tJFITOT4mVncevqcpOf6lMLTA1/8Ddb+RZJmnn4qnHwXZJRNSvPOoJPndzzPXzf/lXAszNKcpdxy+C2UmZPbLzWXJhknMzNmMjNjJiAZRW83vs1da+/CEXSQo8vh1sNv5ajCoyblWtN889jlXvYIyeQTAJUois0jX/vn8qYGsZjIv79qYWWt5C4TiYk8s7aFuQVmgpEoN7yylZrO/ReEBxAO+flnzdOs69ssHcfC/HHbE1T1bkpZf0vvFv6+9e+EY1Lswea+zTxV/RT+8BQO3E2zewIuqP8QShMfIm2e9r1SMttpV5JnSE6GGUnpamalxz/xuJnyLD0tAz7s3tDuK6eZEDWdbla8sjWu4ljT6eb3b26joc/DFc9uiKubtTv8/PLZDfS4DmJPZL8T3rpaMmRAyvP12uXQUz3hJjf2bOTZ7c8SGUwg+0XnF7y+83VanC384cs/EIxKQezb+rfxp41/SgsEAA5fiN++JBkyAJ5ghKuf38SO7mSRntGsa7bz108aiMQkp5OPtvfywvo2duWpMiVoWQNrHpEMGYDa/8KW5yet+aq+Kh7Z+Eh8jrCuex3/2vav+PGeUN1fzU2rbsIRdADQ7evm5tU3s9ORLGyUJs14GI9jbjHwN0EQGgRBeEEQhF8KgrBwt2d9g3AFwry9tSupvHXAj20wQLF5UA1of+HwdfFR55qk8rpdDBb1jvqkstUdq/dKaSrNFKD6NcidB5rhXZEhJbOsvTBm6u1KcvXRpPKIOtmYsWgs9PomrkimkMmYlWfii4a0RPO+onkgefxas3OAPneQcDRxAtjhDNB1MBsz3h5o+yq5fGDiUrObezcnla1qX4U3knzfP237lIFAOkasxx2kujNRzUwUoWUcz9qvUsTYvbW1E3cgeQFmytC0Orls28uTpmaWSgn1w5YP4wbJntDuaScUS1x86g/00+HpmPD1pflmMx4BgFtFUTwemAN8BlwLrN/XFzaV0KukjMOjyTGpcQ7KO2ft5yzYBrWF2SkC7Ap2kYxttNsDwHTrdKyaCcTypJk6bHwKyo9NKBrwD6CWq9DIJ95n6x2JSmZDRFUGlL5EY8asNtOzF4pmADNzjXxaN3EhgTRjk51i/JqWpU+pCGXSKLBoD2I1Lo0ZLCkSEaZw3x0v0yzTkspmWmeikiXfxxkZMzAqU8cqfJMwa5XkmJLVzFL11dHMyE2+f0tKrGiHkmJNRXJSuIQXHw7KZHXViVBgLEgqm5M5Z0J9MVOTiTAqhEWr0KYVztJMmN0aM4Ig3CQIwtvAe0AF8BugcF9f2FRCqZBx6dHlcflSgIVFFpz+MKFojAuXFTE7f/8+fLRaK7+cfymmEXEIx+QeyrzM1Gpm823zOTzv8PixSWXisvmXHejBpmn2hoFG6N2RkCgTBpXMtBMXf4iK0OpWpNyZiar1KLyJOyhmlXmvdwDnFphZVZfON7OvmJ1n4sJlw0EwGqWMO8+aR3mWgWtPGlb1kssE7j5nPsW2yZlAHZAYsuGMP4JixKR52SWpJ5PjZGnuUubZhsfmTG0m35v1PfKN+ZxWdlq8XK/U89tDfotRnTZmckwa7vmf+QnKoT89qiyloTKaw8ptHFI6vFCXZVRz8fIylPIprCJXfjQUHjp8bMyDQ34Ksskx0OZnzueYgmPixyaVicsXXo5GseeLXjMzZvLzBT+PH8sFOb9Z+htmZYwnH3uaNMnsUs0sXkEQNgAR4C1gJbBGFMWvLXXuvlKMcvhCtAz40CjllNp0qBTSANA64KPPE8SmV+EORuhzBynO0FGWZUhqY2evhx2dLtRKOcVWLS12P2atkuk5BkyTuVI50AS+PjDkgGXsKNvW3mqanDvRK41kGvJx+Loxqa2otBn0BfqwaWzxFZd2dzu19lp8ER/l5nLkgpyoGCVLl0W3txuVXEWx0oTa0SrlXbBNA5kcURRpdbfGA/ly9LtWTJtiHNxqZh/eAX21sOxnCcXvNL5Dg7OB4yeoZNbulnPdykyuW2ZPek/X34DG2Ur7sp/Ey1rcrXzZuZYbD7tpQp8HEBNFLn9mA29eeSSF1oN4Ij3MPlczC0diNPV7CUaihCIxANyBCM5AmGmZBmbnm2jq9zLgDaGUy+h3h8izaKjINqCYypPCXeHqkF7aDEmuuWurlLzYVACIUnlGeVwK1xV00epuRSVXUWIqIRQN0epuRSbIKDGVJE0Cm53N1BHU0uoAACAASURBVNprCUVDTLNMY5plGs3uZtxBN3JBjj1op9BYmHIX5wBiv46ZsZjIxhY7Tf0+bAYV8/NNZIzTC6LfE6S2200wHKMix3Dgjxv2JvCOeO5HI5JrY9AFlmLJyPb0QM92SWkva8Yu5wcDzhbaXc0YVCaKMmaiUCbvcA2p6DlDTnL1uWTrsnEEHNQ76vFH/JSZyyg0pl7XbnY20+JuQavQMtM6E4M6eb7kCrqoHqim29tNobGQ2bbZe5XXbByk1cwOYnarRSiK4mJBEEzAcuBE4DFBEHpEUTxyN6dOGep7PFzz/Ea2tLmQywQuO6acS44qZ2Org6v+swmnP4xZq+SK4yp47LMGFDKB+89dwPKK4ZiChl4Pv31pC+ua7MgE+NERpfziuAoyUyT1mjCxqJQP5NVfSAOYzgbf/X9QfswuTynKmk1R1my2dnzBTz6+nC5vFxq5hh/N+REftX5El7eLu4+6m6MKjqLAWECBsYAubxcPr3+YtxrfAuCI/CMoN5fz7PZn+X7pafyktxNbzVtw4u2E51/Ie52f8bs1v8Mf8ZOlzeKBYx5gUU5ycrg0BxCxGGx6Bo69PumtVo8knzlRGp1K8vSpfc8jamOSm5lFbabXv3cuYjJBYG6BmdX1fZx/SPFetZUGnL4w/+/zRr5qHGB6rpGqNgeLSzL4f6ubCEVjlNh0/O7MOVzx7EY8wQg5JjV//f4SZuZNTJHugKdlDTz/Q/B0g0oPp9wHm/8DM06Cj26XJpVyFXzrVljyIxoDvdy8+mY2925GJsi4c/mdvNX4FqvaVwFwVsVZXLHwivjCT7+/n2e2P8N/tv8HEZEfzPoBWqWWJ7Y+QVSMUmmp5PTy03lw/YPcd/R9TM+YXMndqcrqnX389sUtdDillAi/+fYMTpuXS55l94aJzaDm8Ml8Pu8rYjGofRteuWz4uX/+05IE8we3SoZLRjmc+y/ImycZNWOwvWs9v159My2eVpQyJVfP/Rn/M+M8dLrhMT8UDfF249vcufZO/BE/ObocHjz2QeZnzWdp7tIx29/QvYE7195Jrb0WuSDnwpkXcv708ym1lCbUM6lNHJZ3WOpG0qTZQ8bjZjYX+D7wQ+B8oB34aB9f134jHInxfyt3sqVNCiSMxkT+8vFOqjtdXPHsxrhKj9Mf5qEPajl3SSGdzgA3v1pF62BQbGxQvWxdkzRJi4nwj9VNrG9OXpneK/rr4aWfSAMagK8fXvwROFrHPM3haueWtXfR5ZVECgLRAP+35f84qfQkXCEX1668llb3cBur21fHDRmAzzs+RxAEzCozTzW+wZbixZKO/dvX0dBfzQ2rbsAfkVTPev29XPfZdXuVCDHNfqBxpTQpyyhPektyM5t48H+jQ0m2LtnFDCCqNqIYJQBgUBnwR/wEo3sXND4n38TKHel+NxlsaXfw8Ad1HD4tk/+3uoljZ+bwt08bCEWlHZrmfh8Pf1DHEdOkCVC3K8jVz2+iz/21bdrvO9xd8OJPJEMGIOSF16+AhRdKAhpDgf/RELx3I9G+Op6teTYe1G/T2NjStyVuyAC8Wv8qX3Z9GT/e2LORf2//N+JgSjeLxsJjWx4jKkq/ozpHHRt6NmBUGXl4w8Px8fabTG23i9ter6bDKY0bgXCMO96qGZea2ZRioB5evDjxud/2Fby7QupzIPXBd67fbbC/19fPPesfosUjPe/DsTD3bnmU7X1bE+rVO+q5efXN8X7W7evmhlU3MOAfW3jCE/Twr+p/UWuvBSAqRnm65mlq7DV7+q3TpNkjxuML8AfACDwCzBJF8ThRFG/Zt5e1/7D7Qny8PTn4uMMRwBNMXF32haLxLLYNfV66XdKD2xUI8351ss//ppZJNmacbRAZNVnwDYC7M3X9Qfp83dS7GpPKh+Q+fRFfQszCp+2fJtWt6quKuzdU+btBL012O73txMRYQt0ub9der7Sn2cdsfAqmHZdUHEOk09O5V7LMjU4FObvYmYkq1AixKLIRkt8yZFjU1r0WAZhXYGb1zn6isSksr3qA0DAodxuISJPpIUnmkWxqdVCZMxyf0Nzvo9dzkBozrvbEMjEGCi20fplU3RW080nbJ/HjGRkzUqqVrekYVpvc1DMsma+SqXCHkielG7o3MNs2mzUda7AHJvnZMgXp84TY2ZtsuLQN+L6Gq9mHONthtBR30JVcr3mV5IY2BnZfTzxdw0jaPIn9u8PTETes4827mukLjN1+p6+Tr7qSlf6aXelsHmn2LeNRMztdFMV7RVH8XBTFPRcUP8AxaRUsLk5W7Mo2qlErEm+PSi5jyBU816QhQy/FwejVCpaVJatwzJpslwtDDgij/stUBtCNPfE0azLI1Scr7ajl0ha7UqZMUBFZmpO8jVxhqYjv3lRoMmFwdT1VoLhVbcWqTqugHbAEXFD7HpQluyf2+/vQKjRo5BN3v2hyKcnZxc4MgkBEY0YxytXMqrHu9W6ezaDGrFWytd25V+2kgUKr5Ls+NAZqFMlBxBXZBtrswxPHLKMai1a5fy5wf6KzSQmKRxMLQ/bspGKDUs/i7MXx4yZXE9OtyW5hC7IXxP8eSiYIEIqFMCiTYwxmZMygydnEnMw5CcIu31QsGiX55uT4mJwUZVMaQ3ZyEL8yRXLP7LmgSVZVHYlRbWGGOVnlNEeb6JqWleK5nqXNwqIeu/0MTUbKIP48fbJaapo0k8lBGKW5Z2iUCq46oZKsEb6zp83LZXqukbvPmYdcJu3EyGUCPz92Gq9v6kCjlHHbmXMoHxQBUMpl/PTIMvItw4PocdOzWFo6yTKDmdPh1PuHDRq5Es78824z/GZZSrl96fUJwXXfrfwuazrWIBfk3Hr4rZSaSuPvHVN4DHNtw8o8ZaYybFob3b5ujsleyqL+VsnN7PDLqciYxTVLronLLKpkKm5ffntKqec0BwjVr0mZzDXJSnXtng4yd2Mcj0UoCr0+OVm7MmaQXM1Uo9wVzKq9l2cGmF9oZuWOvW/nm878QjNnLcxnW4eLU+flsr7ZztmLhqVZDWoF15xYyTtVkuuqWiHjvu/OJ8+yTwN4vx4sRfCdR0Ex+IwQBDj+ZtjwFCz5YeLvaNmlKG2VXDz3YrJ10gSxzd3GwqyFCWPsoqxFLM9fHj9ekrOEI/KPiB/3+fs4ufTk+HGGJoPji4+nur+a6w65DoMq2dj5pjG7wMwtp89Gqxye6P94eSkVKcR5pjS2Sjj1gcTnfs5cOPTS4TpqE5z+AOjGXkQ0G/O4cemvE4zlC8u/w0zbnIR6ldZKLl94efxYI9dw+/Lb4316l5eqtfGz+T9LWBw9rui4tEpZmn3ObtXMDjT2lWJUu91HQ58XrVJORbYBi05FOBpja5uTdoeffLOGmBijwxmkIsuAIEiuFza9iuZ+HzFRpNCqo9sVQK2Q2rDq90GuhUgI+nZIrg/mQmmgk+9WxwExFqO2fxttnnYsaitWrY0ObxfZ+mzKzGUoZUoC3j6a7bX4I35spiK6Qk5iYowMlYU2bztquZppujxy+htAY5XUUtQGApEAjc5G+v395BvyKTWXIhu9gzQ1OTjVzP5xipRbpuSIpLfeavwvLc5mjitOdkEbD41OBbetyuCaQ3adSM3auAq/bRr28qPiZet7NhCKBPnR3B9P6HOH2NLm4O2qLl69fPnuK09t9rmamdMfpr7HTTgiEoxGicZiqORyQpEYBo0CdyBMhl6Nwxcix6hhVr4p7oZ7UGFvklTM5GoIeaTV76zpUpyCvUk6jkWlcViukiSbbZU0+7pocjWhlqupsFQQE2M0uhrRyrVExAhyQY5ariZGjEgsQiQWQSlT4g17KTWXolPoaHA24A65MalM+CI+Co2FFBnHVrD8mtmnY2ZDj4edvR60Kjkzcw2YNQo2trkGE1SrKLdpKc48CGWrw0Ho3iI9900FkDsf/A7orYaAEyylUvD/OKnrq6bV3YZJbaTSXI45hQJpIBJgp2Mn9oCdAmMBpaZSgtEgza5m/BE/xcZiMrSpF2y39W2j2dWMTqljmnkaRaYiOjwddHm7sKgtlJhKkE+SZPQecBAOTmmG2P0s+BtCgVVHwQhpRlEU+WRHL7/6z0a8oSh6lZwHz1vIURWZ/HXlTh5f1cjdZ8/jkaouVtZK7jHLSq2sOHUWi1K4rU0aCpWUsT13/AMXwOa+Lfzq41/RH+hHIVNw3dLrOLvy7Lg8qL2/jse3P8NT9S8jIlJmLOXBw2/FL1Nx/eob4gF9p5edxmVzfkyJbTi3hEahYZYtvfIyJXC2Q3cVHP2blG+3ulv3Kl6mxaUgJ0V+mZFE1QYUo3y7M9RWNrmSfbn3lJm5Jv74YR1OXxiz7iB0edqPmLVKlpQkTlY6HV5e3NDBIx/WEY6KZBnV3HnWXC57egMPnLeAQ1K4205p6j+Ugq8DDlBqpZ3wkuXQuQme+740uZQppJ2a9nVQ8wYIMnZ+7xmur/kH2+07ADh/+vlctuAyCgwF3P7F7Xze8TkAVy66km392/iw5UMAFmcv5vdH/D7uFrwwe+HX870PQNY1DbDi5a3U9XgQBPifxYVccEghlz+zkV5PEKVc4OoTpvP9w1SYtVNApWy8xKJQO6hiGvZJuzAXPA0Nn8Lqh6T3TQVwzmNQunuR2er+aq765Cq6vF3IBTmXL7ycC2demLTbp1FomJM5vGNj99v5+9a/83TN04iITDNP4/5j7qfCmui2VmevY8WqFTQ6GxEQuGj2RZxQcgJXfnQl9qAdpUzJDYfewBnlZ6BWHET/T2m+Vna5fC4IwhuCILy+q9f+vMivg6Z+L1cNGjIA3lCUq57byFdNdv7+WSPZRjUD3lDckAH4ssnOBymEAL5uBvwD3Lz6ZvoDUrLCSCzCXV/eRZ29Ll6naqCGf9W/FA/6a3Q38WrTezxf93LckAF4s/EtNvZX7d8vkGby2PaylBVannrXsN3dTuZeyDI3O5VjupgBhNUmVL7ExJkWjXVSRCNUChmz80x8Vp8WoNgX1HR6eOC9WsJRaZzodQe5553t/Gh5CVc/v4ke994p0h1Q2Fsk9cjA4C5j2A+vXCrlZnr9KsmQAYhFJIncPMnwCGfP5unWD+KGDMBztc+xpW8LH7V8FDdkNHINgWggbsgAbOjZwJsNb+6f7zeFcPvD/PPzJup6pIB/UYQX17dR3+Ol3yeJToSjIve+uyOuTHrQ0F8PL18iGTIgBf+3b4DP7pcMGZAEKt67Gdxjzz/cITd3r707rmwaFaM8svERtg9s3+1lbO3bylM1T8XnCDudO3l86+OEhhTVgGAkyN82/41GpyQ4JCLyZPWTbOjZgD0oxUmGY2F+v+b37HTu3KPbkCbNWIzlC3Q/8MAYr4OablcQXyhxUiaK0NAnDabLyjJSSi+vaRggEEqt5PR1MRAYoMnVlFTe6R1WQWtwtSS97yWcIB86xPYRxk2aKcbWF6WV5RRExRg9vu692plpcirI1o3d/6MaEypfYsyMSWXCFXIRjoV2cdb4mVdg5sOaA29R4WCg3ZFsrOzs9ZJpVNNm99Pv2fv/vwMGT3dc6CROLCIpRvWkWNAZlLH1FCzgs/4tSW/XDNQkKD3l6fPik76RfNL2CYHR6lXfcLpcAb5sTJYFbuzzkjcq4H+kKMVBgat9WIJ5iFAK+emODVLSzDFwBB1s6t2UVN7h7djtZaQyPj7v+BxnaFhwxRlysqZzTVK9fn9/XHAIJCNn5PwjTZq9ZZfGjCiKK8d67c+L/DrIMqrRKJNvT4lNUhHZ0GxnQVFyAPXSEgsa1YHlvWfVWCk0JGfqzdEN+8mWpMjkq0HOouzk5JeVlmQ1lDRTAEeL5OOftyDl273+XvQqPepd7NqMhxa3Ypc5ZoaIqI2DambD8XpyQYZVZZmU/EQLiiys3NFLLC3RPOnkmpPdQkpsOhy+sKTwqNsHcYJfF4asZJEMmVxSN8tMkbRyUGDF2FXNoSkCnistlSzMGnYb6/J1UWIqSap3RN4RCRO/NJBtULGoOFlJq8Smo9uZaPjlmw8yEQpjruTKOJJUAhA580A/9q66WWVmti1ZgS+V2uloRgpYDLEkZwkm5bCynkllYknOkqR6GZqMeCqI+OXqkuN00qSZKONJmlkpCMKLgiBUC4LQMPTaHxf3dVJm03PfdxegGtRiVsll3Pvd+SwtsXLBIUW0OwIUWnUsHjHAzs4zcvLcA0/Fy6a1cfvy2+MKJjJBxpWLrqTSWhmvMzdjFueUnBQ/ztVmc1bJt7lg+ncTDKFjCo9hkW3P4nXSHCBUvwbFhyXLfA4iJctMluQcL9EYdHsVZGrHNmZiCjWiTIY8lLiCatXufa4ZgByTBr1akZZo3gfMyDFw6dHlDMX5mzQKfnvyTP72ST33n7fg4JLFtZbCWX+VYmVAmlCe9jBkVsKZjwzL4AoCHPVraWUcUHRs5EdF36bIMByof0rpKSzMWsgJpScwb3D89Ef8aOQaDs09NF5vunU636n8zsEppLAXmPVqLl5eRsEItbyT5uRSmW1Aq5Qm+jIBLj92GnMLkhcZpzS2SjjjEUnFDCSBiZx5sOyS4Tq6DPj27WDKH7Mpk9rEjYfemCCxfPHci5lpnTnGWRLzMufxnWnfiR/n6nK5bMFlCXEvGoWGXyz8RYKhck7FOSzMWohOIcUkywQZ1y69lor0omiaSWS3amaCIKwCbgUeAs4AfgzIdpc4UxAEDfApoEYSGnhRFMVbR9VRA/8ClgD9wPmiKDaN1e5kKkbZvSEaej3IBAGbQUWnK4BWKac8y4BBrSAaE2no89DjDJBt0lCeZUAuE+hy+tnR5cEbilCSoaXTGSASg1KbDncggkohozxLj1EzRgByyAf9dVLGXmsZmAdlT+3N0LtdimkwFYC3B9RGaUBT6YhGQjT3b6PP10umIZ+oXI0j6CBHY8Pj68Ef9lFimUamJXnFr9XdSru7nQxNBr6wjy5fFzm6HObITajcHQyY8qj1deKL+Cg2FuEXo4iiiF6uptndglquotI8jWxTIaIo0uJqodvXTbY2m1AshCPoIFefS7GpeMz73uXtotXdilllRilX0uvrxaqxUmouRSk7oIK2Dy41s8dPgBmnQuEhKd9+fecbdHo7OKYwOf/MeGh3y7luZSbXLdt9Qr/crS/TufACAtbhvvJRy0eUW6ZxUulJY5w5Pp5Z20xFloFfnZhiBf3gYJ+pmXmCERp6PfjDUcpseowaBQ29XryhCNGoiCcYxqxT0e8JkmXU4A6EyTZqmDOVJ5HRiBSbMORW5usDU6EkgdtdNTgOmyHokJQcI34p14cYo0utozXqQyVTQMSPSlBQJiroVmtp8HejVeiQISMiRqi0ViKXyWlyNhGMBpEL8njSYaVMSam5FBGRens9voiPXH0ugXCAQlMhJpWJJlcT7qCbQmPhLuXvY2KMZlczPb4ecnQ5FJuK96e65D4dM6vaHTT1+dCq5JRn6inLMrChxU7bgI8MvYoZOQYyDBoa+7z0uAPkmjSU2vTIZAewcejugoGdoNBJhrLaAANN4GyVdgFtFRCNQudG8HRJ/TJ/seQG2bdd6rPWUihcijvkptHZSCQWodRUKqmNeXqlvi1XQWYFaMxU9VbR5mnDrDZTbiwnx5i8SxKOhmlyNWEP2Mk35FNoLKTd1U6Dq2FwjlDMLNssHAEHTa4mBARKTCVYNBZq7bU0OyU1swpzBTmGHFpcLXR4OrBqrJSby1HK9/uz/gDuBGn2lvH4Q2lFUfxQEARBFMVm4DZBENYDYxozQBA4XhRFjyAISmCVIAhvi6L4xYg6PwHsoihWCIJwAXAPcP5Evsie0tzn5dcvbmZdk50bTp3Fv9Y00WaXfJ4vPKSIX397BplGNZXZRiqzh6UeW/q9/PHDOl7aIGXMLbBo+d2Zc9jZ6+bed7bT0Cdlzv7OwnxuOHUmOaYUW94+O6x6AD7/k3RszIULn5OySr92BfTWwEl3wqs/B/egX+nhVxBefhVvt3zAbevvJxwLo1Vo+fmCn/PktieJiTEumX8JD65/kEJdHg8eeScVOYlKOEXGInJ0ObzZ8CZ3rb2LYDSIWq5mxbIVHB2C/2t9i+cb3wIgX5/PhbMu5IF1D7AwayF3HHlHgkvEp22fcu2n11JkLOLogqP557Z/EhEj6JV6Hj72YQ7LPyzlfa/ur+aKD68gGA1y6fxLeXTzo3jDXhSCghWHruCsirNQ7YWbU5pd4OmFnho4dsUuq7S6W8flbrArWtwKcnYTLzNEWGNC6etPMGbMGsuk+VEvKLTw2qb2g9mY2Sf0uAPc984OXljfBsC5SwoxaZTUdLkoy9Tz7JctiCLY9CruOnse//vEWgLhGCaNgr/9YAmHT5t4vNXXRiQEW56HVQ/Cwgvh0/sgEpR2ZE57CNb+FeafD6v/CEf+Cj65RxIFUKip+v6zXPHJb+kP9CMgcE7lOXR4Ozin7Az+8uX/0eSWYhGPKzoOvVKPO+Tm6iVXo1fqeWTjI6zvXg/A7IzZ3HrErXhCHv606U+82/QuAIXGQq5dei3/+eo/FBgKeKLqCUREMjQZ/Pn4PzMvK3GXPCbGeL/5fW5cdWN8fL/ryLs4oeSEKS+Xv6F5gF89t5mWAWlH94KlRXx7Tg5XP78Zpz+MXCZw/ckzsBnUrHh5K8FIDI1SxsPnL+KkOTkH5m5X9zb49/fA0SQdL/4hLPwePHu+1Mdkcjj1ISAGb18nxc4oddJOTX89fHqPFMyrz6Lrwqe5p+45Pmj5AIDpluncd9gtlL/8C8kgB5h7IZ8fcRE3fHZDvM9+b9b3OH/6+ZRZhvPVBSIBXqh9gQfWPUBUjGJUGrn36Ht5r/k9Xql/BYACQwF3LL+DP2/8M+t7pH68LHcZP1/wc25YdUN8LD9j2hlcNv8yik3Fu13oTJNmooxndAsKgiAD6gRBuEIQhLOB3WalEiWGotSUg6/R20DfAZ4c/PtF4FvCfhpx3q7qYl2TncXFVtbs7I8bMgD//qqVTa2p82RsbHXEDRmAdoefZ9Y2E4pE44YMwGubOljftItcG52bhw0ZkFZmPv+T9EDt2QbTjpdcgtwjJnZr/kzTwHZuXXcf4VgYkNwU/r7l75wx7QzsQTsv173Mt4q/RaOnhae2P0s47Gc02/q2cffau+P+q8FokD98+QdqLTlxQwakgMAvOr5gUfYiNvVu4v2m9+PvtbpaWfHZCvwRP98u+TZPVD1BRJQmsd6wlxWrVsTVUkbiDXu5/6v76fX3cnr56fyj6h94w9I9i4gR7vjiDnY60gon+4S69yB/0S5VzGDIzWziSmZtLiWZ2ti46kZURpSjRAAy1NaU/WYizMw10tjvpdcd3H3lNHE2tTjihgxAsU3HE6sbOWJaJs+slQwZgH5viIc/rOVbM6UVXVcgwjXPb6bHNQUD1/tq4c0rYd7/wMp7JUMGJPWy//4GDv05rH4Ypp8Max6Nq5u5p5/M3VWPxVUiRUReqnuJE0tO5N3Wj+KGDMDHrR9TbCxmVfsq1nWtY03nmrghA1A9UM0HTR+wpW9L3JABKeHmmw1vckjuITxe9XhcSWogMMAda+/AFUxU7mp2NccNGZDG9xtX3UhLCoGXqYQvGOHxzxrjhgzAnAITt71RjdMvPQ+jMRFXIML1L0mGDEAgHOPXz2+iuf8AFAWIBOHT+4cNGYANT0LLGggOusjGouDpgLevHRYBCPvgrWsgEiD+gwy6WNe9IW7IANQ6anmp/lVikeF5QMuS83l4/cMJffaZmmeod9QnXFqdvY57v7qXqCi5DLvDbn73xe+QC8Muyu2edp7c9iRl5mEjqNxczhNVTyQsSr2x8w2q+tIKqGn2LeMxZq4CdMCVSO5gPwB+OJ7GBUGQC4KwCegB3hdFce2oKgVAK4AoihHACSTNpgRBuEQQhHWCIKzr7d37AGFRFPloMEv4zFwjm9uSjY6dvSnUQoCWFIPi+hY7kRTBxlvbd2HMOFuTy8I+aPpM+jtnDrSvT6rS4+uNGw1DuMPu+E5GnaMuvvLxRe9mvIFkd59uXzeBaOKEIxANpJTFreqvisfVfNr+adwdoj/QjzvsBiAUC8UfsEP0+fsYCCQrzziDTjb0SH7lBpUhPqAOISLS7ZtaKlST3Tf3GdvfhIKlu3w7EovQ5+/FptkLJTOXgsxx7sxENUZU3sT7ZdVY6fXvfcwMgEIuY36hhU92TE57U42J9ssdXe6E4/ikMJIcB1XT6aY0Ux8/7nQG6PdOQTUzd6c0aRRjqVWjxIikEmXIShi7HTkz2TJQk9ScRq5ha9/WpPJefy8mlYma/hr6fH1J79fYa1Kqm23u3UwohcpfdX91gpIUQK+vNynQOhAN0OdP/ryvi4n0zV53kHWj1ENNWmWCcQPSamkomrig4g1FD0zJcL8Dmj5NLnd3SS6MQ8QiEA0n1gm6EpNlG/PY7EoOZV7dtxF/9nDAv0NroiZFnx0dq9jlS15U6vJ2JSXJ3Ny7OSEXzWzbbLb0Jiv5tbpTzHnSpJlEdmvMiKL41eAOiwu4UhTFc0a5io11blQUxYVAIbBMEIS5E7lIURQfE0VxqSiKS7OyJh6gPIQgCJwwKxuA7V0uFhYlq6RUZKfefCqx6ZLKlpZYUcqTN5TmFia3C4AlRQZnpR7Kjpb+7qpKOfHM1mWjEBI9A41KY/zhNd06nWZXMwBHZC3CoEleZc/V56KRJwbpauQasnTZSXXnZ86ndkCSYT6m8Ji4m0KmNhOTSlIwUclUCKNcUbO0WdhSfLZFbYkrnXhCHjJHSQALCOTqJu7m9HUw2X1znxAJSYZyQbLKzBBdPikzs2IvsjK3uhRk7yb4P35JahMqT+IEy6Q24Ql5CEUnZzdlQaGFD76hEs0T7ZczchOzp6sV0m9eo0juF3PyTTT2DS/65Js12PRT0EXUlD8oiiEk71yqDCAowJAjGTQjYhEtXdXMz0hWNobWXAAAIABJREFUhvJH/MzPmp9UnqXNwhlyMjtzNtkpxtvZGbMpN5cnlS/KWoRKlnxf59jmYFYlxill6bKSlNC0Cm3SWPt1MpG+mW1Uc0hp4kTa6Q8nPY8FhvvsEHqVnGzjAShMobVA2bHJ5cY8CA97eSDIh4P/h1CbEg0cdycLzdOSmjoqazHa7m3xY6vfzewUfTZbn9gf8/TJ8VgF+gL6/YkLkAuzF7K1d9hw39q3NUGxb4i0e1mafc141MyWCoKwFdgCbBUEYbMgCLueFaVAFEUH8DFw8qi32oGiwc9RAGYkIYB9zklzcjm83MaGFgfLyjIoHTEo/uCwEhbswhBZVGzh/KXD6l7FGTq+t6wYhUzO9BEG0HeXFLC0xJr6w/MWwpHXMCwJVADLfwnzzoXcBdDwEcw6A8yDnyMIcOTVlGXM4o5l18cfVnqlnksWXMIbO98gU5vJ2RVn82HLh1SayvjfmRegUCbLe86zzePGQ29EOygjqlVoufHQG5ne386F5cNKJUXGIg7JPYRNvZtYmrOUE0tOjL9XaCzk7qPuRqfQ8W7Tu/xs/s/igfsmlYm7j7qbHH1yQKFOqeM3S39Drj6XN3a+wcVzL8aolCZPSpmSWw+/lXJL8sM8zV7SulbqY9pdGNdAm7t9ryY8ogjtHsVuE2YOEdFKMTMjkSHDqrFO2u7cwiILq+v7CUXG5/qWBhYXW/nesuGJR6vdx6VHl7O6vo+LDi9hKI46y6jmVydU8vF2aUXXrFXy4PkLyTYdgJPG3ZE5Hc78C1S9DMdeP6xeptLD6Q9KMTPLr4K6D+Cwn4NWGteNte9xw9xL4oaJTJBx3ozzeL/5fU4uOp5ppmH3mxNLTqTJ1cRxRcexNHsph+YdmqBitiBzAd8q+Rbzs+Zzetnp8fJSUymnlp/KV11fcdn8y+ILSlnaLG467CZM6mFZXIASUwl3H3l3wvh+15F3pZSAnkpo1Qp+clQZ5SN2And0ObntjNlkDBrQCpmARavgvu/Oj6dV0KnkPHzBooQdxAMGhVpSwbONUPU65KdSUuMhpTyZAizFcNqDkooZSAb2GQ9LC6BDcVBaK0uzF3Fq2anxpmbbZnNOxVnIRvSRok0vcPWSq8kaVK2UCTJ+OPuHzLDMSLi0aeZprFi2AsWgJLRZbebmw29GNmLKWGQs4qLZF9HuHXa7b3O3cfG8iykcTPUgIHBOxTlxBb80afYV41Ez2wJcLoriZ4PHRwKPiqKYvPSUeF4WEBZF0SEIghZ4D7hHFMU3R9S5HJgniuJlgwIA54iieN5Y7U6mYpTTF6Khz4sM0KsVNPZ70akUzMgxkmnctc6/wxdke5cHbyBCiU2HLxQlEhPJNqnpcgZQK+SUZekxqMfQVwgHEtXMTIMrIX110kupBW2G5E+rMUPOfNBnEItGaO7bRr+vh0xDHtFoGLu/jxxjIR7/AIGIjxJDERnePpDJ6TLm0BToQSvXUq7QY7S3EDUUslXw0ePrIUuXxfyoArm9iUBWJY1hJ/6wjxxTCfaIj6gYpdRcilmdrFTU4mqhx9dDpiaTCBEcAQc2jQ1/xI8z5KTYWEyBsSDpvG5fN23uNknNTKak1y+pmZWYSuKD5wHCwaFm9v6tkuvCov/dZZUX617CEbBzZMGRE/oIR0DGxe9kc8vhA4wr6k2MUbT2CWpPuSNh1fHV+tc4vvg4DsldNqHrGM1tr2/jljNms7ziwFmZniT2mZqZLxShoddLIByl1KbHMKRmFgwTjoo4/CGKrDpm5plo7PMy4A1RaNVSaE3etf7aCbikmJigG2zTpIlhKmJRKaA66JVcfgMOaULp6wd9pjRxjIYG3c0yJRchtbQQ06010hYLoBycbKpEkdJIBJ9CQ3PMjyjIiIpRorEolZZKbDpp17rH20O9o56oGCVTk4kn7IkrOu6w78Af8ZOjy8Ef8VNkKsKsMtPkasIVclFoKMSittDobIyrTZWYShAEAVEUaXY10+fvI0ubRbGpeH8Gv+/TMbOp38vOHg9alZxZuSasehWbWuy0Ofxk6FTMyjNi1qpo6vfS4w6SY1RTmqk/MIP/h3D3gH2nFNhvqwRBCR3rpLxg+izInCGpmnVulBTMjPlS/KNvAHqrpb5qKYGCxXhDXppcTYRjYUpMJVg1VvD2D6qZKaX2NUa29W6j3dOOUW3ctZpZLEyzsxlH0EGePo8CYwF9vj5qHbX4w35KTCVUWCtwBp1xj5BSUykmtYlmVzNNzia0Ci0zM2YmGd1fEwdwJ0izt4xn5hgdMmQARFFcJQjCeBzj84AnBUGQI+0APS+K4puCIPweWCeK4uvAE8BTgiDUAwPABXv+FSaOWadiUbGK6g4n339iLd0uyb3lrIX53HDqrF2uMlp0ag4rT23sjPuBrtRA7qjVit4d8J//hYF6OOkuSVVnaPV66U/guBuQ6TMpy1lAWcAJnz0oBaaCZPAcu0KSaay5GXpqqDnjfi7/4sZ4PMzp+cfwa2+YzM3PsfCYFbD0x7D+SfjkThBFNCoDsy78N5QdB0gBTWMxWp3EHrDz541/5vna5wGwqq08esKjzM1M9C7M0eUkJuw0T+1VwwOe+g9g0Q/GrNLqaqV8RCDnntLmVpCji47PkAEQZETURlT+AUKG4b5gUZsnNW5qQZGZ96u7D0ZjZp+hUymScnUUWDU8+nE7f/tU8ss3aRX844eHsHSU688BhbcXPrwDNvxTOtZnwvdflCaCo5HJIaNcEmFZeQ8svghW/kFy5ZEp4OQ/wFePS7L5ggyOvQF2fgQtn5MD5Bz1G2n3RjM8adMAY92dbH02YTHMLatv4cuuLwEoM5Xx8HEPc2jeoSnPmW6V1Pn8ET/P1DzDHzf8ERERrULLH4/7I4fnH44gCJSaSyk1l+7xLTvQKbXpKbUN77J8vrOPnz25Dm9IGnuuPmE6Fx9ZRnmWgfKs3eoUHRgYs6XXENWvw6uXQcgreWUs/xVUngJPniYZ3XIVXPBvaPgY1vxZOkdjge8/j77o0IQYFkBKpDkimebnHZ9z7cprcYUk8Yhzp5/Lz+b9LEnqWylTUmFNzAWTqcskU5c4lprV5iS3yhJTyZTfDUwztRiPAMBKQRD+JgjCsYIgHCMIwqPAJ4IgLBYEYfGuThJFcYsoiotEUZwviuJcURR/P1h+y6AhgyiKAVEUzxVFsUIUxWWiKO73ZJzBcJQ/flAXN2QAXt3UsUs1s32GKMKGp6C/Fiq/DVUvDhsyAOuekFTQhujaOmzIAAScUpB3yAs9NQRKj+KvfWsTAvvf7FjJ1oJBw+KTu6T2Pr5jWBEl5IFXfwHuiU0mq/ur44YMgD1o5/5198cVy9J8DXj7wN4EWTPGrNbuaSdTN/GYn1b37pNljiaiNaMcFTeTocmgw9Mx4esYzeJiKx/UdLO7Heg0Y1Pd4YobMgAuf4SbX6vC4TuAA/47Ng0bMiD9Ft67BYKpxV3or4c3r5LcfT+7fzgmIRaBd2+A2WdKx2JMGjenHTd87mf3D8vf7gFfdH4RN2QAGl2NvFL/ym77a729noc3PBwXX/FH/Ny0+qZJSTo7Veh1B7juxS14Q9K4I4rw4Pu1SSIWU4rOLfDOb6XnOEhfatVDELBLhgxIO4RdW4YNGZB2Z976tbRjOAbd3m4eWPdA3JABeKH2Bar7qyf7m6RJs18ZjzGzAJiOlDjzNmAWsAh4ALh/n13ZfsLpDyeppAA09u3nCXjYD42fSH9nzZAGtdG42kf8vYsJX7u0Ze/OmclG+46kt1sibhj0p07ZhrMV/MlKZOMh1Yr65t7NSfKhafYjjSulHcAx3Pf80QDukEtySZggLS4Ftj01ZtQmVN5Rxow2Y9JyzYAU0xYMx/4/e+cdHkdx/vHPXi+6qlNvllzlbmMbbIxNM8WAqaG3EAKBQCBACL+QQg8tJIAJCQmBUBKSUEIPHYMxYFywjS03Vav3053qnW5/f8xZ0ulOxTqdir2f59Fj7+zs7pw0NzvvzPt+3xDZdIUDpzKC5HJehYfGFl+E2mMEd2l4Wdk3XdLKYXirhQEjIcbjnnR2CCOmJ/5eQhV9jcn9sLU6fJz/quKrMEWy3kQyWqpbqmmIoGB5sNLQ4gtJqbCfSnd42bihpS5yP/L0GhMjLRBWbutO+toHje2N7G7YHVY+3lREFRR6Mxg1s2P6+Tl2JBoZS+wmLcunhq9IT0myRKgdQ3QmkZ0dxI5JRgQ3gx5KOhF9vyUNZC4BwFa2iSPjw8OaJmoswie89/3245oC5nClncGQFhfumLY4ZTF2Q9+B5woxpuBTkcW8H0R+GReqKFyK93kGH/y/H7/Bgs4bKs0ab4inqqWa8JRUQ0OSJOZl2vlwh/KyjoZ0e7j77GFZjrGtXuaI4DaZcwz0lUvJkiKCrDv9XfEwXWiNoV1SUoGm12fvKx6nHxYmLwwrOzbjWAya/oUUUuJSwlQk0+PSx5RqWaxxxemYmBAe2D8mY7cGS1yScHfsjS099FgXYX6ScYSIrekHl8HFbFf4vCDSu1tBYTwxGDWzJEmSnpYk6d3g8XRJkn4Q+6aNDDqNmmuWTyQ3RQwOKgmuWpbDnIzwgPeYM/s8yFoqVtOnnAjOoNSiSi18tFN7SB4mzYQT7u0OnrZlwNQTxcpi9jJ0pRu50prLFLu4h0pS8f2cM5hZ8JVQUTnl9+J+p/5BHANYkuH0P4b41x4IufG5XDv32q7EWlmWLG6Yf0OXso7CKFCwBpL71eqgzFNGfJSToFKPhoQD3Zkx2NA1h64wGzVG1JIKd8fw7ebNybDzgWLMRMX0VCu3r8ztkqBPdxi5c9UMLEbtAFeOIqlzYfnPg7LLiIWaY38Juj7Go/hJcPbTImHx8p93K0rprSLj+q53xLHWCCc/IL5bIGIYTn5A5Ac7QBYmL2TVxFVdx4uSFrEyZ2U/Vwgm2Sdxx5I7upQt4w3x3HfUfcRHkfR2vOE063n4e3NIDIr16DUq7j1jZpi8+LgiaTqc/JAwakC8m0+4B/Q2oWIGQk0vfQGsuLv7/W/PhJMfDInZikS8KZ6bDrupy3jRqDRcPfvqsLhWBYXxxmDUzN4FngFul2V5TlBCebMsy6OitRcrxaj65nZK6lswBJXI9BHyKowEle5iCut3o1ZrmaiLJ746j05zAoVWF+VtDcQb45lonyhW7jr9QQWeJvHCrSsAXzPVydMpaKlArdJiNSdS7NmHWWPGprNS1FSA0xBPrj4BR0Mh2LJEkGG7WxhE1lTREE8V1O6CQEC4vVnDdecj4ev0UdxUTLO/GafeSWVLJf6An2xbNsnm0BwynYFOCpsKKfeWE2/o8bnGDuNbzcxdCk8ugXOf75bwjMDzO15AJsCiISqI+QJw5msp3HlkHZrBOK4G0bS5Sch7h4IVvwop/+fOl7hg2vlMdU4bUnt60+EPcM2LG/nytuOwmcbw5PvAiJmaWV/4OgMU1TbjafOT7jCODxlmf4cYIzuawTFBJL7sSUeLGOfamoQrZodHrG6rdCJZZku9mFgmzYCq7cIN1+SEzgCo1dDqptjipKSlEp3BjkqlQ6PWMdE+kaqWKvIb8zGoDUxxTiE1LjViE4vcRexu2E1noJOJ9olMcU6JWK+5o5m97r24291kWbPIsGRQ3FSMu91NijklTA7fF/BR6C6k0ltJoimRHHtOV4LlGDLiY2alu5WyxjZsRi3ZLjNq1TgTrWooFsqmWhMk5ApJ8LKN0Fgs1MwSpwtl0/JNwgXNkQkpc/G21JPfsBN3u5tMaxYTkuYM+pHba7dT1FSEXW9nWvw0rDprSF/JtmXT4m9hZ/1O6trqyIzLZLprOs2+ZvY27qXN38YE6wTSLGnUtNRQ4BbxdDm2HBIixF4G5ACF7kLKPGU4jU4m2ieOxiLnOOsYCgfCYNTMXLIs/1uSpP8DkGXZL0nSgS3BjgOcZj1Oc99yzCPBnoY9XP/x9ZR5RWzMXGcuv7XOZY+/gZvX3YwvIPzTr593PZdMv0QMBonToDoP3r4Jir+gYMWv+OmeZyj0lvKzhT/jL+t+RUO78KNdnLqYRGMir+e/zoVTz+dKt5eEr/4kVh3nXNCdUbguH/5zuQgyBLGied6LkBD5JdsTrVoooJR6SvnF579gc81mQGxjP37s40x2TO6qu6Z0DTevuRl/QIjj3TD/Bi7OvXisGTTjl6K1YlemH0MGoNS7L2Kis8FS4dXgNHQekCED4Ndb0LR7xW5iD3lmh8FBRXPFsBkzOo2KGalW1uypYdWcyBNKhYHRqlVMHmn322jR6MRqdyQ6muGrJ8VOTPYy+OoJEXCt0sDZf4UZZ3bX3fk2/Ocy0Vd1ZrGz/f4v2XT2aq755Dpa/MJ198SsE/EFfKzIWsHDGx6mrk2IuCxKXsRti24LGf8A8uryuGPdHeyoFwHYqeZUHlz2IHMSQyemje2NrN68mn/t+hcAJo2JJ45/ggVJ4cmVQUwe3yt8j19+8Us65U4kJH5x+C84e/LZaHsnYBznJNuMJNvG6e5/+bfwwlndYj8zz4XcU+G1H3bHZC3+schN99pVwf6ppvGCf7K6cg3/KngTEP3hj8se4rCMZQM+clPVJq758JquPnvFjCuY5JjEr774VVdfuXXhrbT523h086OASI792LGP8Z/d/+Gjko8AoVb62LGPcee6O9nr3gvAZPtkHjn6kTAlvbWla/nppz+lIyAEQ66dcy2XzbgMk3YcuwQqjCkGM/1oliQpnqDHsCRJRwDumLbqECQgB3hl9ytdhgzAt/V5fGFz8duCV7oMGYDHNz/O3sa93ReXfAnFX4A1jXcDHgq8+1iUvIhP9n3SZcgAfFn+JemWdCQk/rHrJfJyFoug1rdvEquX+9n1TrchAyJPw7aXD+jzfFXxVZchAyIu4+XdLxMIBtGWecv49bpfdxkyAI9uejT0cylER+FnYlWvH2RkyrxlEVfTBkvpEOJlAJBU+AxWdC29Fc0cId+D4WBOup33t1cO6z0VxjnVO+Hju8Xkcb8hA0K97I3rob5QHDeUwOs/7lY3m3EmfHof7qU3cu/WJ7smhQDvFb/HsvRlvFP4TpchA7C+cj1banqoUQb5quKrLkMGoLy5nNf2vkYgECo2sLNuZ5chA9Dib+HuL++msQ8xg5KmEu788k465aDSFzL3r7+fwqbCwf9+FGKLrxU+vT9UtdRohf/dGiou8eUTYpemq392srNxb5chA6I/3LvhdzR6+hehcLe5ueere0L6rCRJ3P3V3SF95aEND3UZHiB2+XbU7egyZEC4qL1f9H6XIQOwp3EPHxZ/GPLMyuZKfrXuVyH3++OWP7KncU+/bVVQOBAGY8zcBLwBTJQk6QvgOeD6mLbqEKTd386GqvDt9u1NhRFdA2p7TgBrhTpJwJnN117xssqyZbGnIXywaOpo6tr5qNkfl9DZAS09ArFLvgpvYNEa4XI2SLbXbg8r21C1gTa/UEVyt7lxt4fbxLWttWFlCkOk+IsBg/8bg38Ds3boORn2eTS4DEPbrPUb7eEiAEbXsMozA8zLdPDZ7hr8nYPvwwoHOd6gcdvZ0T1R3E+7p3uS2VofqhJlSYaGIjzOTHa788Nuq1PrIk7UCt3hhsTO+p1hZdvrtuP1hcpH95TY30+BuwCPL7IMcUNbA22doQp0nXInda11EesrjAJtTUJdrycGu0hw3Bt/6N+yJhCudrenqQBPe//SzB6fJ6xvqlVqWv2hCnABORCy0GjUGKlvC1U5Tbeks7MhvP/2nse4291h14LyrlcYXgajZrYJWA4sAa4GZsiyHEE3WCEajFojK7JWhJUvckxF6vWiVUvqUPWRFJEETlW1nRPtYiX+u9rvOCzpsLD72fX2roErXR9M6aa3gKXH/aacGN7A6WeAavB+RItSwuMvVmSt6NpWTjAnhMXQqCV1n37lCgeIp1L4+zv6T1xW6ikl0ZgUlTNxiVuDayg7MwRFAMIUzZyUD6M8M4DTrCPBomdjBBl2hUMUe5YQB5DUIoi/J3GJQt0MxL891aRq90LybBxl33J4QniqtRZfC4clho+9uc7csLJIY/SRqUeGZUxPj0sPq3dY0mE4DZHTciaaE7HpQ0VsDGoDKebBxT4qjAAmJ0zpJfbQVAbxoa6ISJKIp+lBuibcPWuRay5OU1JYeU8cBkdYbGSrvxW7PlRxVK/WI/XIgNzibyHZFPq+zm/MZ2FSBDW+zFCR2wRjAhmWjJAylaQizawoqCkMH33OTiVJWihJUjKIOBngMOBe4HeSJI3htM/jl5XZK1mevhwQX/bzJ5zC4UUbuTvnHJKCg1ScNo77j7qfbHsP2dHMw2HhD6G9iWM8bk5MW8aOuh1Mj5/OzHixMq9Rabhg2gV8W/0tRo2RXyy8lZkbXxTBrt/7O8T3kIOceBzMvYiudO4zzoKppxzQZ1mQtIALpl2AKhivsTx9OafkdN8jwZjAQ8seCvlcDyx7gOwostAr9KB4nQhaHiBeZp9nH64oFZBKhqBkth+/0Yau10qkVW+l1dcatloYLXMz7HyQp6iaKQRJmApn/RW2vw7H3N6tXmZJhnOeBVtwsmVJgnP+BtbgceFnsPznmHe8wc9yL2WiVYxZerWeK2ZewbuF73J81vHMSxCLTGpJzYXTLmRuYnhc2sLkhZw+8fSucXJJ6hJOnBC+mDQtfhq3H357l3pZji2H2xbdhlkbLk0MIkbxd8t/R7xBfLdtehsPL39Yyco+llBrYcn1kB40LlQaIct8ysPdMt+6ODj5YbFgaQzmAYtLZKprNr+Yd0N3f7Bmc+thN2IeQJrZrDVz68JbmRhUOdWr9WRbs3lo2UMhfeWhZQ+RZcnCFDSaUs2pzEqYxTVzrkEjidjabFs2R2cczcrsboPstJzTOCrtqJBnOo1O7j/q/i5D2qw189ulv+1qg4LCcNCnmpkkSZuA42VZrpckaRnwEsK9bC6QK8vyOSPXzG7GnGLUQPg7oGYnNJaIFb7EaSKAtA+aG4rZ5ylGLWnINCehb9xHqzmB7YFmyrzlxBucTLfm4LSli2y/1TuEC4Q9S7hLdDTTGj+JEn8TEhI6lY593n0Y1AYcegelzaXYdDYmGxKJ81YJtRR7RnhDOlqgoVC4Xziz+21zX7T72ynxlNApd5JhyYj44q1uqaa6pRqbzkaGNUI7Rpfxq2b21k0iHmrm2f1W+9OWP+M0OpntGpo4oSzDOa8nc9OCBuJ0B54bRu+pwFaygeLlPw0pf37H83x/1veZaJs0pHZFIr/Gy18/L+DTnx0zcOWxz4irmR1UeKpEPq+WOjF26swQ8IndTINVjKmWFKEupQ0Kw3gqhZqUxiiysWu00NFKg8FEeWsdfq2e+nY3GpWGGfEzqPSWU9BUhEFjYLI1B63WQH5jPmqVmkm2SSQG83l5273sadxDp9xJjj2nz92WgBygpKmEZl8zqXGpg0pyW9lcSW1rLQ6DY6RyiYzfMXO4aa4V4jwdzeCaJKS/I1GVBzU7QGuG1HlgdkH5FmgqFQZM8mxh+FTngbdKKIsmTCegUlNSl0dzRxOp1iwc1nTRR6vzRHxXwtSIO/OyLJPfmE+Zt4w4bVyXKEVefR4V3goSTAlMtU/FaXSyq2EXDe0NpMelk2nNxBfwsa9pH22dbaRb0rHqrLT6WylpKkFCItOa2aeAT01rDVXNVdj0trCdmhFCUTM7iOlPzUwty/J+R8fzgKdkWX4FeEWSpG9j37SDAFmG716B16/p9sk+/k44/GqRq6A3VdsxP38W0/b7cifPhvP/wXs133DHl3d1BehdPO0irpp8Ho7Pfwebnxd1NXq48D+QsxwjMJUUttVs4/L/Xd7lVz0/cT7Ztmxe2fMKF027iB/P+zGWSMm3QCTxHELehJ7oNfow9Z7eJJoSSTQNLUmnQj+UrIMFA6eDKvGUkBs/dNUwd7sKWQazdmhJLn1GB7rmGoS+SPe7Zn/czHAaM9kuM542P4W1zWS7Dtw4VzhIaKqANffDxmfFsUoDpz0Km54TyYrXPSbKJQlOfQzmXSTc0SzJ4qcXDqCoejNXf3B1127ivUvv5cFvHuyKC5yXOI/5ifN5+runAZjimMIjRz9CljWLOH0c85LmDdhslaQKU4kaiGRzcpg7r8II0FQOb9wAe98Xx3orXPKayA/Tk7JN8PwZ0BaMH809HWZ9D16+XAhRgFAzS54j1MxA9MtVq1HNuZAJiT0WoRqK4D/fFxLOIBYqL3kNkkMXqr6p/IZrP7qW9k4Rd3NJ7iWkW9K5f/39yMHMsD+a/SMunHYhufGhrpFalZYce2hST6PGyFTn1AF/JQnGBBKMQxeaUVDoj/58UNTBnDIAxwEf9zg3GElnhfp8oRTWc/frozugZnd43UAANjzTHZQKULmV3d5SHtrwuy5DBuCFnS+S5y3uNmRAqJ+8eYNYDQJafa08vvnxkADRTdWbSDYnIyHx4s4X2dWwa7g+qcJYos0tXmzO/rfxfQE/ta01xBuGnjBzn0dDkrkTaYhrXgGNAVmlRt0WmiQz3uik1DO8imYqSWJepp0PdyiqZoc0FVu6DRkQk8aP7oIFV8CXq7vLZRnevSVU6TECng4PD33zUJchMy9xHu8UvBMicLK5ejNalRaNSrw6dzfsZm3Z2mH7SApjjLJN3YYMiFxwH94J7T2EHTpa4JP7ug0ZEC6Nb/+025ABoWbmLuk+lmV4+2Yxv+hJwZpuQwaguQa+fkrkowvS2NbIPV/f02XIgFh0fGTjI12GDMBT255S5gcK44r+jJl/AmskSXodaAU+B5AkaRKKNPPgaGkAX0tomSyLQaY3/jbYF64i1uDz0BQhG3pNWwRVmobCroHR6/OSV58XVqWnmll9a7jCiMJBwL5vIGFaSO6WSJR7y3AYnGhUQ08Qu8+jIcHkH7hiP/iMTvSe0FgWlzGBUs++qO4bibkZDt7brsTNHNI0V4eXeatWw95LAAAgAElEQVTEgpDcS+3O3x4qnRsBr8/L7obuBar0uHTyI6ic1bXVYdF274RHUnxUOEhwl4aXVW4VKnn7afdARS8nF4O17/lB7+Pe/bIqQn8qXQ89Yg+9Pm+Yqp5KUoUYNyBcGusizTEUFMYofRozsizfC9wMPAsslbuDa1Qo0syDw5YW7pagNUZWmNKZYEZ4fEOq3kG6JVTJRiNpyIzk/zxhmchWDdgNdo7PPD6syn41Mwkp7L4KBwnF60Si0wHY59lHYhT5ZQBKmjTEG6KTOxbyzKEGRoLRRaknwoQgSmamWdlR0URjS8fAlRUOTpw5hG0l7s/HpOslUW5ygq1//36n3snRGUd3HW+r3RamGAXC5auxh3TuUelHhdVROEhIiOC6m3samHrsgpviYfrpoXUaS8Jzg0kqEU/TE3NCqMIewISl4c+ceY5QKw3iNDhZkrokpEqzr7kr+H8/Ro1xpGKsFBSGhX6ljmRZ/kqW5ddkWW7uUbY7KNesMBDWVKEUZg8aL+YEOPf5vgMBZ54llMNA+HEv+QkZ1izuOPxXXQFzdr2du5bcwQx7Lpz+RPdAlTIHTr4f9OJlrFVpuWzGZRyRfAQgVEsun3E5Gyo3YNVZeWDZA0y29x/PojBOKf5iwGSZIBLruaL0YS5p0pA4RFnm/fiMdvTuUNcvi86CT/bjibArGQ16jZpZaTY+2RVhdV7h0CB1Hpz2WLd6mWsynHAvfP1nOOb/uhaEsKbBuS9EFkjpgV6j59o513apl1W1VHFcxnEsTlkMiLH4h7N+CEGbXy2puXT6pRFlbRUOEtLmiz61Pxh+wjI48gYhGrEftQaOuAZyglLGGj0kzYZVj3cvRhnscPbfIH2hkAsHYcSc+1y4MZO1GJbeJOYOINIpzP5eSBWT1sQtC25hRryIhzVpTOQ6c7n7yLu7YqviDfHcfeTdzIofmiiMgsJo0Kea2VhlXKqfeKqFG4PJ2S332RN3mVAl6+wQk1B/m8h9AEIJzZJMqc5IRUc9Dq2FSbYpYAyuIDYUQbuXaqOVPV6hMjLRNrErULTZ10y5txydWodNZ6OyuRKLzkKaZfRXXTo6O9jbuJdSTykuo4vJjsl9CxKMDuNPmcffAQ9kwTnPDKhA99v1v2Vuwtyo5LAveSuRy2c24TINfXfG4C7FUrGVkqU/CSl/addLnDv1XHKdAxtmB8Inu6opqWvhT5eE5/gYRyhqZv3hqYLq7UElqamQEGGnsvI7cd7XItxzLcmgt4lJpq8N4hLEZLI6T2Rgt6RA0vSQle6QR7Z7KG8ux6gxkmHJoLG5mkJPETqVjimOXAIqkddJrVKTHpeONugGWtlcyZ6GPfgDfibZJ8VM1dHX6WNv4172efYRb4xnimNKLMbb8TdmxoqmSqjYLOJkkqb3Laizbz3U7BLeGcmzhXHdXCdEBAw2cGTS4mthT+13VHkrSbWkMzE+F2MkEaFOn5gTBHxgnyDuGalpHU1UeCswaUykW9KRJIk9DXuobanFaXQOKqC/PwoaCyhwF2DWmJnsnIzLOPS4zGFEUTM7iFEC+UcCS6L4iURdPrx0EdQE41tMTrjkdWivgxfOBqMdFl5J+if3kr7f8Fx8HSz/ufCvdUyg1FPKLWtuYXud8Jm1aC08dcJTzHTNxKw1hyiK2Q323i0YNd4vep9frP1FV+Dh5dMv5+o5VxPX29VDYfBUbhUrygMYMjIy+zylnJB1wpAf1eaXaGxX4zBG52bmMznRearorWjmMiZQ0rRv2I2ZwzId/OPrEtp8nRi0Q48XUhijNO4Tyk/F68SxzgyX/Bcyerl+2TOFqtmXT4hjSYKz/iLUpECIsmx+Ad7s4VW9/Daxwh5hkmjRW5iq754EOuKScMSFJjGc5AjdlS92F/OTj39CQVOBuEbv4KkTnmKac+gKg33xUclH3PrZrV3j7YCKlgpDx10Gr/0Iij4Tx1qT6IOZh4fWy/8E/nUxdASFAdIOg1WrhfFjFq5fbf42Xsh7gcc3P9512S+P+CXnTD4Hde94R7VWGEMDYNVZsTpDE7NOdkweUH10MGzupey3MGkh9x11n6KqpxBTBp/SXSE25H/SbciAyHPw9Z9h/V/FDs2s78EXj4Uqon25WuzYBNlUvanLkAHw+Dz8ddtfafeHBvWNJfY17eOer+8JUVB5dsezEQNnFQ6Akq8i+2v3ora1Fq1K02fSvcFQ6lGTYOpEHeV6V6fWBJIadWuoS1mCMYFiT3F0N4+A1aglK97EuvzaYb+3whigbEO3IQNi9+Xje8S/PanJ6zZkoFslqqFIHNfnw7s/C71mzf1QO3wqT2vL13YZMgAN7Q38e9e/CfQWIoiSMk8Zd391d8h4++LOF9nb0L9Sm8IQKdvQbciA2P378A5o6yEA0FIPnz3UbcgAlG2E0m9CblXoLmT15tUhZQ+uf5DipuEfG6Ol2dfMHzb+ISTh8TdV37CtZtsotkrhUEAxZkabmnDFMSo2w34pZo1eyDr2prl7IlbSVBJ2emf9zmHPoD6ceDo8NPuaw8ob2hpGoTUHEUVrRbK0AShpKiEpypWyfR4tiVEqme2nw+TE4KkIKUsyJVLijs0Le36mg3e2KRLNByWRlKSqt4fK4oJw5elNm7tbKrfNHa4i1dd1Q2RPw56wsu9qv6Ojc3gFKjwdkVUxG9qV8TYmeCKMLTV5oYZLawPURkjT0BQqSd/Y3hhihAJ0BDpCpL/HCs2+5ogLklUtioKkQmxRjJnRJufo8LJZ3xNiASD8ZnsLBqh14OyOc5iTMCfsFidnn4xNbxu+dg4zyeZksiyhqm5alXa0MgMfHMiykOIcRLLToqbiqBOYFbk1uKJ0MduPz+xE3xRqzLiMLmpaa/EFhl95bEGWg4/yqvB3Du8KuMIYIClC4PKMs0Vm9Z44J4TLl7umCDdNEAHW1l6xhVoTOCYMV0s5Mu3IsLJTc07tM4v6UEk2JzPJHvoe0UgaZbyNFZF2x6efGdoHbRkw9eTwekkzQw5T41LDdtATjAmkxqUOR0uHFafByYlZJ4aVD4f7moJCfyjGzGiTuQSOuV2onkgqmHcpzDxbqJxMPA62vQyLru4e4CzJcN6LIqg1yJyEOdx82M0YNUYkJFZmr+TsyWcjDTWT4QjgNDp5cNmDTHWIz5FoSuSxYx+LKhj9kKcuXyjZmAc2UoqaCkkyJQ1Yrz+K3cO3M+M3OtH3WlHXqDS4jPExkWhOtBpwmnWsL1JyLR10pM2Hkx/sllnOXQWHXw294wtc0+C8f3TL5yfPEjEz+yeclmShGrV/rLWlwwX/hPj+k9EeCAsSF3DNnGvQqXSoJBVnTz6b47PCJfWjxW6wc9/S+8h1iIzuLqOLPxzzB3JsOQNcqTAk0ubDKY90i0VMWQlLrgs1njU6WHAlTA7GLeri4Lhfh8V2ZVmzePSYR0kxpwCQbc3m90f/niRzdON3LNCoNFw641KOyTgGALPWzC8P/yUzXTMHuFJBITpipmYmSVIG8ByQhIjsfUqW5Ud71TkaeB3Yn8XpVVmW7+rvvmNN/aTUU8ruht0E5ACT7ZPJsmWJjLvV20XmaINdvCTj+hAAAGgohYZ84VpmSgB3CQG1jj1WFwVNJVh0cUy1TyahvVncz5oSdgtZlin1luIP+Ek1p6LX6AHYU7GRAncBRo2BqfHTSXL0/SKuaq5iV8MuWv2t5NhyRmQ1xd3mpqatBqvOSqKpn9/R6DC+lHk2PQ/bXxXynP0gI3PDxzdy8fSLsUYR/HvFO4mcl+sh2RydNDOArrkWZ/4aCo/9eUj5/4reY7ZrNsdkHhP1M3rz32/L0Kgk7j1zXEqQHppqZnV7oWqHMEySZvS9SyLLImeHv02sgPcO2G+uharvINApdrp9rWKMTpgG2l67Is11tLXUsrvTQ2lrNS6Di6nOqaE734EAVG8n4C5nS5yNAm8pBq2RXGcuOfb+DYbOQCdl3jICcoDUuFTq2+rZVb9LKFPaJ4btqESDu91NTWsNFp0l6sWMPhhfY2asaSgO9sF0IURRsVX0OxD9N2WOSK5dt1f0u8QZEPCLOvUFwrBOmgXmeGpbamnsaCTeEI/D4ABvNVRug7ZG4b2RNDPcYEfE3Oxt2ItGrWGqYypJpiT2NO6h0F2IVWdlqnMqJo2J3Q27KW8uJ9GYyFTnVPwBP7sadlHfVk+mJZMpjino1LpBfexWfysV3gp0at1Yymc3dld3FaImlmpmfuBmWZY3SZJkATZKkvSBLMs7etX7XJblU2PYjpiR35jP1R9c3eUPatfb+esJf2VqbRG8dIF4UQJMOUnkNbBEeHnU7oEXz4WGYBCowQZH/x/r9Tqu+epW/AGx8r0oaRH3HXVfn6sxkiSFuQxs2vcZV625qSu77yzHVB5ecg+prvAt8HJvObesuYVttSJQT6/W89SKp5ifNP9Afy0HhM1gw2YYu+5w44qitWK1eQAa2hoJ0BmVilFHJ9S0qnEZozdkAHxGB9rWeiEt2mP1MtmcRIE7n2MYfmPm8Gwn97ydx12nz0StUt5zY57KbfDcKhE4DWBJhUteg8QIfV6SIicnBnH9e7eLTOsGK2x/rfvcGU/C3AtDqssmJ/8r/5xfrftVV9n5U8/nhvk3dCsvFq2Ff57Puguf5cZPrusac6c5pnHv0nuZ4uw7ia1apSbTmgmIxbEbP7mRXQ1CZMCoMfLUiqeYmzi3v9/MoLHpbWPa/figo2cfLPka/n2JSNMAYgf9vBcg8wgw9cg5tP0NePXKbtGfORfCiffhMrlw7U+66akSKnu73xPHKjVc8C+YvCLk8dtrt3Pl+1fi9YlYnamOqVw791pu+vQmOoNxuWdPOpscew4PbXio67ofzPoBOknHk1uf7Cp74KgHWJmzclAf26gxDmjEKygMJzFzM5NluWJ/ck1Zlj1AHjD6yU2GkY9KPgoJbGtsb+TVPa/AF492GzIAu/8nXsSRyP+425ABaHPjDnTwYNEbXYYMwPqq9eyo620H9k1zSx1/2PKnrpcqwLaGXV3GSm+21W4LOdfe2c6jmx6NGKSvMEYpWTfIeJkiUsypUS1TlXo0uIydaIZpBJFVanxGR5gIQLI5hQJ3QR9XRUeKzYjDpGV9oeJqNi7Y9EK3IQPgKYedbx/4fap2wNaXxCSypyED8O6tUF8YUlTqKeW+9feFlL206yX2NgaVwFob4X//R/3Sn/DHHc+GjLk7G3b2OeZG4tvqb7sMGRAr3E9+++SYFnNRGCQ7Xu82ZEAY09teDq3TuA/euSVUvXTLP0Qeup5Ubu02ZEDMN96+Gbw1XUX+gJ/n857vMmQApsdP54H1D3QZMgAuk4vfb/p9yO2f3vZ0mJv6vV/fS7m3fJAfVkFhZBmRmBlJkiYA84CvI5xeLEnSFkmS3pUkKeJMTJKkqyRJ2iBJ0oaamppIVUaF3fXhSiR59TvpjLDVS2sfE6YIaiatKhXF3vA4gQNRnmlpb6Iowj2qWyPL0Va3hGdEL3QX0uJrGfQzD0XGTN9sKodW94DZykH8XZOidOkrcmtJNg9PvMx+Oswu9O5QJZ8Eo4u61vqYTeYWZTv577dlA1ccZ4yZfjlcdHYKlcfe7HfZORD2j8WdEaTr2z3ipwdenzdi/2tsbxT/6fBCQz4eRyb7PPvC6tX2MeZGorw5fLKY786n1XfwGDMHXd8cLD3SKXTRW+a73SNUznrTe/4QaT7hLoEei4/tne1hcxSX0UVFc0XvK0MWTrvK5NCypo4mZXFTYcwSc2NGkqQ44BXgRlmWe2tDbgKyZFmeAzwO/DfSPWRZfkqW5QWyLC9ISIhOgWk4iRSoeXrOaah7q0RJUrgi2X4mht8jPiBzctpRYeUHEhzvtKRxasaxYeVT+4iDmeYId9U4NedUnAbnoJ95KDJm+mbxOkieKUQkBqCgMT/qBGaFbg0JpuFxMduPzxSPsSF0MqiW1KTEJVMQo/xDi3Nc/O+7Sjr8B5eq2Zjpl8OFWg1zLwovz1114PeKnyiEMlQaIX3fk8QZIr6hB8nmZCbaQ2MN9Wo9mRbhGoY5CWaeQ8p3/+W4jHB3yCmOvl3MejPLFR6/ddrE00SMxEHCQdc3B8u0UyKU9fKwt6ZB2oLQMrUWnL1iXeMni3lFyL1Ogx5JWs1aM6dPOj2kyubqzRydcXRIWWN7Y9j7wKK10BkIHd9numbGKs5KQSFqYmrMSJKkRRgyL8qy/Grv87IsN8my7A3+/x1AK0mSq3e9scrhyYdz3dzrMKgNaFVafjDzBxyVsRyOvQ0mB+UJ45Lg3OfD5Ba7yDwCVtwjggPVWph/Gdr6In5oyGRF+tFISDj0Dh446gFynbmDbptao+OCKedyWubxqCQVVp2VOxfcyszEyDEwM1wzuGvJXVh1VlSSilNzTuWC3AvCMwwrjE2KPh9UskwZmaKm4i5lnKFS0KglaRgC/3vSHpeAwR2+sp1iTolZcr8Ei540u5FPd4XvTCqMMSafCEfeKAL2tUY45peQHb7oMyAJ04Qq2c534bjfgD0Y15BxBJz1ZzCFLuA4DA7uP+p+5iaIuJX0uHRWH7u6e3FJo4WlP0WnMXK+awErsrrH3NsW3cacxHDp/L6YnTCbXx/xayxaCypJxZmTzuScyeeMaWVKhUGScywsvl4ol2r0cMS14YuZRhusegyylopjWzqc/8/wsT1pJnzv793CQlNOEkpoWmNItRMnnMiF0y5EI2kwaUwcnXE01827juXpywGIN8SzOGUxjyx/hOnx0wGhlvb4cY9zROoRXUbOgqQF3LnkTqx66/D+ThQUholYqplJwN+BelmWb+yjTjJQJcuyLEnSIuBlxE5Nn40aa+ongfpCKjxlyMikxKWi3i/b2dEMTZWgN3dLf/ZFVR40lYIcEMaPKR5kmba4BKpaqzGoDUOWYWxv91LVVIRObSDZObAqTmVzJR2dHSSZkroU0Q5hxo8yz2PzYcn1fe8ABqlsruSBbx7k6tlXRfW4i95M4gez3cQPU54ZAKnTT/qGZ9l90t0hIgB73fl8V/MdP1/0836uHjof5VVRUt/CU5cuGLjy2OHQVDPr9IN7n9iBtGWAKrgeV18ElVvE+aRcSJweel1TBVRsgZY6MQH0tQqlKHOykMj1t4lyQ9+TNU+Hh7rWOqw6K05jhB1rXys0lePVGinpaESv0Yft6AyWCm8FHYEOUswpg1aQGiOMnzEz1lTnQfm34GsRiYwzjhAKew2FYlfFlgWuPvpHu0cE+eutYOnHJbipAjpahMJpb8W+IL6Aj0pvJSpJRWpcKpIk0epvpbqlGqPG2KUi2tTeRH1bPTa9rWsnsLalFq/PS4IpISzXzThEWRE4iImlmtmRwCXANkmSvg2W/QLIBJBl+U/AOcA1kiT5gVbg/P4MmTFH1Q5Uz60irTno92uww2VvCLlFnbnvgaonpRvg35d2Z/3VxcH5/4Cc5RiALG0fijyDRK+PIzNh8Brv0bofKYwCnkporgbHwG6I+e6CqJOteTokvD4Jh2F4XbNktQaf0Y6hqZy2HipA6XFpvJX/Jp0BP2rV8A9ZR+TE89I3+2ho7sBhHlcTx0MPtSYkYTAg4g6fP1vEDIAYey99A9KDxmlTBbxyJRSvFceSClbcBa9fC6c/AdNDXXH6wqKz9K8AqDVC/ETigOlE9x1LiYtu51RhlKn8Dl79YXfgvlorPDTevBG8laLM6IBL34SUCNLwekt3jpr+iJCmoTdalZYMa2gspVFjJMsaOrew6q1hOy8ukwsX48ZZRuEQJpZqZmtlWZZkWZ4ty/Lc4M87siz/KWjIIMvyalmWZ8iyPEeW5SNkWV4Xq/bEhLw3hCLJftoaYeNzB3aP/I+7DRkQwaTf/AV8bcPTRoWDn6K1IpfRIFwC9zTuIdkUbbyMltS4TmKhZtwRl4ihsSSkzKA2EG+Ij5mqmVmvYX6mndc2D39yToURIP+TbkMGxK74l0+A3yeOK77tNmRA7ICvfwqmnyGUo5rCA6IVFKKibGOoAlmnDz69v9vABhHov/WlkW+bgsJByIiomR201OwKL6veLpR3BktDcXhZfaHYmlZQGAz5n/Qdk9WLPfW7o05iVtA4/Epm++mIS8TYSxoXIMOawfYDkCY/UJZPSeCFr0oYTxvDCkEi9BdqdnarlbU1hp93lwq3Mm+1MtYqDD8tdeFljcXhLueVQ1DjU1BQCEMxZqJhxhnhZfMuFso7g2VihGSAM88KC0JVUIiILEPhGkgeOMi4xd9CXVs9iaboFIR212tJiYuNMdMel4yxviSsPMs6ga01W2PyTIDcFCsdnQG+KRq8/LnCGGFiuGoj8y8FfTChpWtquMrflJPE92bKSrAoLl0Kw0ykfF8zz4GCT0PLeiVoVVBQGBqKMRMNE46CE+8TQXpaExxze1gG3gHJOhJW3C38ZzUGOPwaIbGooDAY6gtE8LI9c8Cqexr2kmpOQS1Fp1C3t0FLWtzwKpntx2e0ofK3om4LVXHPsKRT2VyBt8PTx5XRIUkSx+Um8swXEVb5FcY2GUfAKb/vHkOX3hQaB5M8S8Qh2tKFUTPtFCFjbk2HE+7qM3BaQWHIZBwOqx4Xgj4qDcw+H+ZdAvMvE7EwujihpBfJEFdQUDhgYikAMC5p8/nZVtpEQa2X+Dg9s9KsJFmNkSubnLD4x+LFKaugtRb2fixkF1PmQnzOwA+0pgjf7YxFwpfbnDQ44YDBEOgUmYKrdoig2NR54IhOUEBhjJH/MaTODc85EIFd9btIi0uL6nEdnVDZrCEpRm5mSBIdlhSM9UV4U2d3FWskDROsE9hSs5Uj046MyaOXTU7gxn99S1ljK2n2Pr7zhyDlDa1sLWvE0+ZnUmIcM1Jt6DRjaB3MaIWcZaB7ADo7xNhr7RGAr9bC1JMh7TChOKY1ieSCccnQ7haZ1L1V4MiB1DmhgdetTSLmprFI7OCkzhMqaApjlobmDraVuSlvbCXdYWRWmh2bSTvwhcOJ0Q7Zy+EEo4iDTZolDOjUOcLzAkROmUjjdnM9lH4t3CfNLtHnXJHzwykoKAgUY6YXb22t5Jb/bOk6Xj7Zxe/OnYPLYuj7Ils6FH8Jz60SL1MQsqGXvDbwIFSdJ67zBvNcaI1C4SRjYZSfBJF75IWzhFEDItHWRf8JVwNSGL/seU9M3gbBjvodLEldHNXj8hu1JJr9aGM4l223JGGqyw8xZgAmOSaxvnJ9zIwZk07DsikJPP15Ab8+LYKbyCFIeUMrV72wge/KxE6ZJMFfLl3A8bljKHlezU74++ndKlEaA1z2plgg6klcT4nbBGiph3dvg+09UqCd/AAsvEpIPnf64Jun4OO7u8/PvwxOuKdfCWeF0aOl3c9jH+/hmS+KusquP3YS1x07Cb1mBHOm1RfBP86F2mBcrUoNF70i3MptA8QsbvkHvH9793HOMXDqo+BUFiIVFPpiDC2vjT5lDa3c9db2kLI1e2rZWTmAa4uvFT57qNuQAZELoeiLgR+696NuQ2b/vb5cLfIlRENbE3x4R7chA1C3B0q/ie6+CmMHX5swolPmDVi1xd9CZXMlqVHuzOxp0JIeo3iZ/bRZUzHVhifJnGSfxJ6G3TT7vDF79kkzknl5YymNLR0DVz4E2Fbu7jJkQIRo3fXmduq87aPYql7kf9xtyIBwu/ziMfAP8Des2RlqyIAYMxuCrob1+fDpb0PPb/p7ZOEXhTHB3hpviCED8MQneymsbR7ZhpRt7DZkQLyH3/8VtLr7v67yO1hzf2hZwSdQFbt4QQWFgwHFmOlBq6+TptbwiVpTm6//C/3twg0h7MJBSL02hgc7U58fahgNBV+rUOzpTSSVFYXxSfFascs2iFXivPqdpMWloYkyXiavTkeqJbbGTEdcAtqWelQdoRMQvVokIfyq4quYPdsVp2fhBCd/+VyJnQHwtIaPfVVN7bT5YhMzNSQaI4xzDQUDj6FtESaWvtZudbN2LwQi9PX22MRtKUSPtz387xWQwdsW2zErjNYI71lPGfhb+7+uozly/+oVQ6igoBCKYsz0IMVu4NhpoUpPeo2KiQkDJK8y2uGwK8LLs5cN/NDJJ4SXLbgi+qDUuEQ47PLw8tTBuSQpjAPy3oK0wWWt31a7jSzrwCIBA7GzTkdmjI0ZJBXttlRMdflhp2a5ZvFRycdA7CSUV81J5fkvi6hvVnZnJiVZwvIJnbsgnURrP263I82k48LLFlzRrWbWF/GTRSB2T9IXgi34PXFMEEpoPTE6BhcLqTAqTIg3k2DRh5RlOI1kOkdY5CF5dnjZ/MvBnBhe3hNnjhAF6onWCAlTI9dXUFAAFGMmBLNOwy9Pmc6Zc1PRa1Tkplj5+xWLmJI0wEsRRFDf8p+L4FFrGpz1VxFwOhCZh8MZTwr9eYMNjvs1TD0l+g8jScK/e8lPRPC/PUtkIE6ZH/29FUafQAB2vR0eFxABGZltNVvJtkUXK+VuV9HYriLJHPtV+XZrCuaa3WHlmUGDLJYyzYlWA4snxvPYR3ti9ozxwoxUK09ftpBslwmDVsWli7P44bKJaNVj6NWRsSh0DD32V4NThHRNgotfgdTDhFGTezqsWg1GmzhvdsH3nhEyzmodZCwWcQ+OCTH9OApDJ9Vu5G+XLWDxRCc6tYplU1z8+eLDRt74TpkH570o+orODIuvhwXfF7FY/RGXIGKypp0qhISSZsL3ngtNtqmgoBCGNN6SxC1YsEDesGFDTJ/R7u+k1ttBnE6NzaQb/IWyDJ5yUGl7BZsOAm+ViJOxpg5KmQqgvG4X22q3Ud9WzxT7ZGYkzsNgtEPlNijfLO6TfrjY5dEYFBWeA+eActyPRN/sYt96ePWHYvI1AKXeUn634RGumn3VgX2gXnxdrufFPAs/mBV7lwddcx3OPR9SePztYed2NexmQ+U33LHkDlRRus31RWNLB7e9upXXrj2SnIRBLGaMPIP+UytXQeUAACAASURBVA5Hv6xv7qDN10miRY9mLBkyPfFUC7cwa8qgx1CaKqB0vXDJTZgmdjr3GzP76WgBTwU010LFFrClQep88Zxe+AI+8uryyKvLw6KzMNM1s8sAP0QYE2Nmc5ufxtYO7GYdZt0o6RzVFYr4q06fMLSTpgtlvcHQ7hHukwYb2FIjVimr3cl3td9R397AFPskpifNx2iwRayrABxg31QYXyhqZhHQa9RDk2aVJLErMxTiDkwdqKo+n1u+uJ1tDd1Bhvctup3T7Lnwt5O6/b71VrjsLSEJqXDw8N0rkLlkUFU3VW1mkn1S1CP51poRcDEL0mFyova3o22pw2eKDzk3xTGZzdWb+LD4Q06YcGJMnm836Thtdiq/eX07z/1gEdJgJ8cHKU7zASzqjBaWA1xAaqmDt38Ku97tLltxNyy+LnQFXaOHvDfhw990l009BU5fHZbc+OuKr/nxRz8mIAcASI9L588r/nyoGTSjjtmgwWwYxelNXQG8cCY0FIljSQUX/nvweej0FkjK7fN0Zd0eblr7C3a4u3ePHzj816yc9r0oGq2gMH4Zo0tsCgOxs35HiCED8NCWP1JVta3bkAFob4Idr41w6xRiSqATvntVJG0dBOsr1zPFEX2egq01enJsA4hhDBeSRKsjE3NVXvgpJE6ccBJvFrzFjvodMWvCiTOTKWlo4c2tFTF7hsIoUp0XasgAfHKvEA/oSX0BfHpfaNmut8X1PfC0e3h046NdhgyIXdFttduGs9UK44Gyjd2GDIgcch/8Blobh+X2O+t3hBgyAA9ueYKaSEJECgqHAIoxM05p6WmwBHF3uGkPRJhsNhSPQIsURozCz4TohD1jwKrl3go8HU2kWQbIbTAArX6JkiYNmdYRMmaANnsGcZXfRTzn0NtZNXEVT377JB8Wf0inPPw7RhqViiuXZnPHG9up8YwhKWKF4aE9gsS3v00omvXE1yoUK3vTEXp9e6CdmtaasGru9gHkeBUOPiIp5TVXif41DDRHUEVrbG+kfSC1NAWFgxTFmBmn5NgnolWF+t+elrmCZGuESetsZev5oGLz85Bz9KCqri1byzRnLqooncy21ujItPrRjmDeuTZ7Bsb6YqQ+JgCZlgwumHY+X1Z8yc2f3syz259lfeX6Yc1DMynRwrLJCdzyny2Mt/hChQFwTRYxCT3JWirEUnpizxLB/z0x2MISIscb4jlv6nkhZRIS0+OnD1eLFcYLKbPD47YWXHnA7uR9MdE2EY0q1I3ujKwTSbYqCbEVDk0UY2acMiVpPk8tf4RZzulYdVYumngmV8+4Al3qAjj1D0JIwJYBp/8RMpeOdnMVhouWetjzPmQfPWBVv+xnXfkXzHLNjPqxmyr1TLSP3K4MQECto92WSlwEV7P9xBviOXfK9zh36rmoJTUflXzIz9b8jNWbH6fMWzYs7Tj7sDQq3K385fOCgSsrjB/iJ8LFr8KEZcI4mXMhnPb78LxNRhusekycN9ggezlc8pqQ0e2BJEmcOflMrplzDQ69g0n2Saw+bjUz4meM4IdSGBOkzIUL/g2J08EUL5RO5186eGGKAZiSNI8/L3uEGY5pWHVWLpl0NlfOuByNbgxJpisojCCKmtk4x9tcQ0uHh3hLOmpNjyBdb40YOBUFs2gYE8o8Iax7HPI/gaU/HbDq+sr1vFP4Luf3Wi0eCt9/J5FzpnpIt4xsssS46p3ovDWULfr+oK9p72xnS81W1ld+zaqJq1iRtYJohWxqPO385o3veOKi+SyZOCa+UyOqZnZQ0+4V6lEmF2j6UZvy+6ClVhg7OnOf1WRZpra1Fr1Gj1U3cELbg4yxN2aOJq2NwrUsLmnYDJmeeJqrae3whr//FSJxaKu4HOQoOzPjnDhzAomOnPCBLC5BMWQONgKd8PWfYerJA1aVkXm78B3mJ0afV6jUo6bVL5EWN/JZ31uc2Zhq96DqHcfQD3q1nkXJC7k492I+KvmIl3e9TLRJNhMseq49ehLX/WMzhbXNUd1LYYyhjxMyy/0ZMiDOW1P6NWRA7NAkmBIORUNGoTdGu5BljpEaosWcGPn9r6BwiKEYMwoK44Udrws3l4RpA1bdUrOVNn8bkxyTon7sujIjufEdsXof90tAo6fNlo6l4sCTZNr1ds6fej4bqjfwXtH7UbdlZpqNs+ancenfvqbWqwgCKCgoKCgojAUUY0ZBYTwQCMBnD8KMMwes2il38u9d/2Zp2tKoA/8BPikxMtPVEfV9hkqzazK2kvVDutaoMXLW5LN5t/CdYZFxPm5aEosmOLnk6a9pahvZGCIFBQUFBQWFcBRjRkFhPJD3hjBo0hcNWPWDog8waAxMske/K1PSpKG+VUX2CAf/96TVmYXOW4POUzWk6206KyuzV/LUlqdwd0Qvk3v2/HQynSYufXo93vaRSSKqoKCgoKCgEBnFmFFQGOv4O0T28bkXDeh7XeYt563Ct1iRtWJYoh3/V2hiflI76tEMnZRUeBOn4ShcO+RbZFmzmOGawd+2/Y1o42ckSeLSxRNwxem49OmvFYNGQUFBQUFhFImZMSNJUoYkSZ9IkrRDkqTtkiTdEKGOJEnSY5Ik7ZUkaaskSdFHK48W/g4o+RI+fQC+ehKqto92ixQOFr7+E5gTIa3/r0erv5XV365mWfpyHHp71I9t80t8UGRiYcrwJHqLBm/yDCxlm1B1DD34/sjUJdS21rCm9LOo26OSJL5/ZDbxcXou+stXuFsVl7MxRXUerP8LfHwfFH0RnghTQSHW1OwK9sF7ofBzpQ8qKMSQWO7M+IGbZVmeDhwB/FiSpN7Zw04GJgd/rgKejGF7YkvRWnjmZPj0PvjfbfDMSsWgUYiexhL4/Hew4Af9VvMH/Kz+9glSzSnMds0alke/U2Ai2+Yj3hgYlvtFQ6fOTKszG0fB50O+h1pSc3L2yby8+z8RM7UfKCpJ4vtLJpBqN3Len7+kxqOIAowJanbB30+Fd26Bzx6AZ1dC/sej3SqFQ4naPT364IPi/3s/HO1WKSgctMTMmJFluUKW5U3B/3uAPCCtV7XTgedkwVeAXZKklFi1KWZ0tMCaB6Bnzp62RrEao6AwVAIB+O+1MP10sPX+6nTTKXfy561P4Qv4OC7zuGF5dLNP4l874zgms2VY7jccNKXNw1G0FnUUuzMJxgQWJS/iL1v/QkCOXmpakiQuOSKLWWk2zvrjFxTXKbLNo07pN9BcG1r28T0i54eCwkhQthG81aFlH94JLQ2j0x4FhYOcEYmZkSRpAjAP+LrXqTRgX4/jUsINHiRJukqSpA2SJG2oqYl+RXXY6fRBW4RBqr1p5NuiMKLEtG9+8QdorYcZZ/VZxRfw8+SWJ2loq2dVzipU0vB8pf+6xUqu00fqKOSW6Qu/wUZL/CRcO9+N6j4LkhfgD/h4q+DtYWmXJEmcNT+dE2Ykc9Yf17GxePQnLGN+zIwlHREM8LZGMU4rjDqHRN+M5FLW7obA6KlCKigczMTcmJEkKQ54BbhRluUhze5lWX5KluUFsiwvSEhIGN4GDgdGGyy+LrRMkiB7+ei0R2HEiFnf3PsRfLkalt4MKnXEKi3+Fh7Z+AjejmbOmHwmmh71OmWR7HJrjY4t1TqK3Bo6BmmXfFhk5JtKAyfljL1dBnfGQizlWzE0FA/5HipUrMxeyUfFH5I3DHLN+zk+N4krlmZzxbPf8MrG0mG771AY82NmLEk7LPw7s/h6kUhYYdQ5JPpmyhxQaULLFl8PcUmj0x4FhYMczcBVho4kSVqEIfOiLMuvRqhSBmT0OE4Plo0/pp4CqxATUKMTlv0MUueNdqsUxiNlm+CVK2H5rRCXGLFKdUs1f9j0KKlxKRybeRwqJNo7RYLLT0qMbKvRYdbK2PSdSIDHp6KhVc0Em48Fye0cntrGJIcvRKWsMwCv7jbz8q44rpjdhFETnepXLAho9DRkLyVl4wsUL7+JgNY4pPtYdBZW5pzCn779E7cfcTuJpuGZZMzPdHD7ylx+9/4uNhY38OvTpmPQRjZGFWJE6ly45HVY8yB4K2DRj2D6aaPdKoVDiZS5cOnr8NlD0FQGC38I088Y7VYpjBEkSUoG/gAsBBqBKuBG4FVZlmfG8LnPAm/JsvxyP3U+BW6RZXnDIO95dLD+qcPRxqESM2NGkiQJeBrIk2X5kT6qvQFcJ0nSS8DhgFuW5YpYtSmmmONh/qViwFJpQGca7RYpjEdKvoaXLoAjroWkyGPapurNPPPdMyxOPYL5ifOpa1Xx+h4z7xaaSYvzMyexnZOymzFrQ42Rjk4oadKyu0HLb79y4O1QMdnRQaK5k3a/xNYaPS5jJz+a68Y5BoL++6IlPgd9UzmpG56j9PAfhK+ADpIJ1iyWpB3JQ988xP8t+j+cxvhhaV+G08TdZ8zk6bWFnPLY5zxy7lzmZESvLqcwSFRqyD4K0hZAwAcG62i3SOFQQ6WCCUvFLmFnBxhso90ihTFCcG78GvB3WZbPD5bNAZRtuyiI5c7MkcAlwDZJkr4Nlv0CyASQZflPwDvASmAv0AJ8P4btGRmUF6fCUJBl2PgsfHQnHHmjeAn2wtvh5aVdL7GjfgdnTDqddn8WD6+PY12ZgXlJ7fxoTiMuU99GiE4Nkxw+Jjl8rMxpoaldRalHQ1OHCqsuwOUzm0gyj50Ymf5omLAE1+4PSVv/N8oXXIqsMQzpPnMT5uAP+Lh3/X38ZN71ZFknDEv7TDoN1x0ziXX5dVz+zHpOnJHMTSdMIdEytHYqDAGdERjazp2CwrCgNYofBYVujgF8wTkwALIsbwnGlgNdcebPA+Zg0XWyLK8LCmT9C7Ai5u/XAOsQGwcLEEnU/ibL8u8HaoQkSb8GTkMMkuuAq2W5S8XqEkmS/hp8xhWyLK+XJMkMPA7MBLTAHbIsv97rnsuBR/d/LGBZUAAs5sTMmJFleS30n7cv+Iv7cazaoKAwLijdCB/8Gpqr4IT7wJ4Rctrb4eXjfZ/wQfH7ZFnnkGq6jofXW6nwqjkitY1bFjWE7cIMBqs+wHT9OA1IlVTUTjkeZ+FaJqx5hKrZ59CSMJkBhpyILEhaQJw2joc3PMzxmcdzUvZJ6NXRGx2SJHHkJBdzMuy8/m0Zx/1uDStnpXDx4VnMTLMiDZAAVUFBQUHhoGMmsHGAOtXAClmW2yRJmgz8E2GsXAi8J8vyvZIkqQETMBdI2++eJknSYN0AVsuyfFfwmueBU4E3g+dMsizPlSRpGfC3YJtvBz6WZfmK4DPWS5LUW2/8FuDHsix/EYyXH7EkdTGNmVFQUIhAawNU74TidZD3OniqYOZZMPlEUKlp7Wyj0lvJjroi1pUVs6O+BRUzaWy7nQ8KDExx+liY3MY0ZwfqEdEjHKNIKupzlmGsKyT523/TqTPRlDafFtdEOixJyGrdoG81zTmNlLgUPiv9nA/X/IyFyQuYnTCHCdYs7Ho7QzGS9hOn13DR4VmcMiuFj3ZWc9XzG1BJEkdNdnFYloOpyRYynSZsRq1i4CgoKCgoaIHVkiTNBTqBKcHyb4C/BePR/yvL8reSJBUAOZIkPQ68Dbw/yGccI0nSrQiDyAlsp9uY+SeALMufSZJkDRovJwCrJEm6JVjHQNDTqgdfAI9IkvQiIv5nxJRwJFkee0G+/SFJUg1wIFJGLqB2wFrjG+UzxoZaWZZPGmzlvvpmrkul2/HjuD4zWW5rkNs+i19qeKil/01KiQATpBK0KBKzvZEAE5HHskrUcoWkjnxSRkIKvVBSS5KkDrde2oo7h03eTWNLMqgM5n6VAeo/fKrIs/GNuuBh7/4/6L45hDEzFoz1MWqstw/GRxsNBxLAPMi+OR4+d38o7R99XMDOA3mfxwpJko4DfiPL8rJe5RMQwfkzJUm6A4gDbkWoDrfJsqwJ1ksFTkF4NT0iy/JzwV2QExGhHfWyLF/Rx7OfBd4K/hQDC2RZ3hd8HrIs3xEUALhTluVPgteUALOAj4ELZVne1eueR9NDAECSpFmI8JFrgRNlWd45pF/UATLudmZkWT4gLUdJkjbIsrwgVu0ZCyifcWxwoH1zP7OCP4PxtxwPvwf4f/bOOzyqKm3gvzMzmUx6L6RCCBAg9KAgHRF7b4vrZ1kVUWHXtq66iiw2dBV1FxHBimvFXsEG0gWkBkhCICGFJKS3STLtfH/MZMhkhh5S4PyeZ57Mfe85Z947XO6d975N6dk2XOx8dzJ6nuh52ZZ07u+58+sHXUfH4xl/LOdmVzjuI6H073gcx9DhhoyDX4FnhBBTpZQLAYQQA4GWVSKCgAIppU0IcTOgdYxLdMgXCSG8gaFCiO8Bk5TyMyFEJvC/Y9ChOY66zGEIXQO0rHB2PbBcCDEae2GuaiHEMmCGEGKGlFIKIYZIKbe0XFQI0VNKuQN7rvxwIAVQxoxCoVAoFAqFQnE64DAErgReFkL8A3teSS720szNzAc+E0LcBCwFmqMCxgN/F0KYgTrgJuyN5t8Wwtkx+5Fj0KFKCLEISAeKsYevtaRRCLEFe7hbs5fnSezlpLc7PisHe55NS+4VQkwAbNjD1k6uw/VxoIwZhUKhUCgUCoWiHZBSHgCu87Ar1bF/DzCwhfwfDvm7wLse5g09xs+9pcX7x4DHPIwZf5i5DcCdHuQrgBWO9zOORY9TwZmQPrywoxVoB9Qxnjl0le9B6dm2dBU9D0dn17+z6wdnro5d4biPhNK/4zkdjkFxBLpcAQCFQqFQKBQKhULhjhDiVey9HlvyipTy7Y7Qpz1QxoxCoVAoFAqFQqHokpwJYWYKhUKhUCgUCoXiNEQZMwqFQqFQKBQKhaJLoowZhUKhUCgUCoVC0SVRxoxCoVAoFAqFQtGJEELUHWHf2lP4uY+eqrVPFaoAgEKhUCgUCoVCcYJ0f/i7G4BngAQgD3g0d87FH5zMmkKIOimlfyuZTkppOZl1T+RzOztdzjNzwQUXSEC91Ks9XseFOjfVqx1fx4w6L9WrHV/HhTo31asdX6cMhyGzCEgEhOPvIof8pBFCjBdCrBJCfA3scsjqHH+7CSFWCiG2CiHShRBjPMzvL4TY4BizXQjRyyG/sYX8dSGEVggxB/BxyN53jLvfsXa6EOJeh8xPCPGdEGKbQ369Qz5TCLHRIVsohBBt8R0cjQ43ZoQQfRxfWvOrpvnL8kRZWVl7qqdQHDPq3FR0RtR5qeisqHNTcZrwDODbSubrkLcVQ4G/SSl7t5LfACyTUg4GBgFbPcydhr3PzGAgDSgQQvQFrgdGOeRW4M9SyoeBBinlYCnln4UQw4BbgbOBEcAdQoghwAXAASnlICllKrDU8VnzpJTDHTIf4JK2+woOj649PuRISCkzgcEAQggtUAh80aFKKRQKhUKhUCgURyfhOOUnwgYpZY4H+UbgLSGEF/CllNKTMbMO+KcQIg74XEq5RwhxLjAM2OhwnvgABz3MHQ18IaWsBxBCfA6MwW68vCiEeA74Vkq5yjF+ghDiIezGXCiwE/jmxA752Olwz0wrzgX2Sin3d7Qiivah0dJIUV0RtabajlZFAZQaSzlo9HQ9UygUCoXi6FhtVorri6lsrOxoVdqLvOOUnwj1noRSypXAWOyOgHeEEDcJIa5sEe2UJqX8ALgMaAC+F0JMxB4O967DAzNYStlHSjnrWJWRUmZh9xbtAJ5yhJcZgPnANVLKAdhD7wwnfsjHTmczZv4EfNhaKISYKoTYJITYVFpa2gFqKU4Fe6v28siqR7j4i4uZ+tNUth709EChc3O6nJvVTdV8nPkx13xzDVd9fRWLdy4+k25Epx2ny3mpOP1Q5+bpzYG6A7z0x0tc9uVlTPluCr/s/wWT1dTRap1qHgWMrWRGh/yUIoRIBEqklIuAN4ChUsovWhgpm4QQScA+KeV/gK+AgcAvwDVCiEjHOqGOtQDMDk8PwCrgCiGErxDCD7gSWCWEiAGMUsr/Af/Gbtg0Gy5lQgh/4JpTffzNdBpjRgihx245Lmm9T0q5UEqZJqVMi4iIaH/lFG1OTVMNj615jJ/zfsZsM5Nels60n6exv7prOeVOl3NzU8kmnlr/FBWNFVQ3VfPvTf9m7YFTVvlRcYo5Xc5LxemHOjdPX6SULMlawru73qXB0kBhXSH3rriX9LL0jlbtlOKoWnYHsB97sYH9wB0nW83sGBkPbBNCbMGeA/OKhzHXAelCiK1AKrBYSrkLeAz4UQixHfgJ6OYYvxDYLoR4X0q5GXgH2AD8DrwhpdwCDAA2ONZ8AnhKSlmF3RuTDizDHgLXLnR4zkwLLgQ2SylLOloRxamnsK7Q7QJXb64ntyaXxKDEw8xSnCp+yPnBTfbZns+4sMeFaESneeahUCgUik5KWUMZn2V95ibPrMhkaNTQDtCo/XAYLm1qvDSXR5ZSrgBWHGbfu8C7R1lnDjDHg/xj4GMP8n8A/2ixPReY22rMMuwGS+u5j2E3ktqVzvQrZQoeQswUpye+Ol+8td5u8gB9QAdoo0gMdDcgewT2UIaMwiNvrtrHrK93drQaCoWiE2HQGejm181NHuQd1AHaKM4kOoVnxhGHdx5wZ0fromgf4gPjuX/Y/eyu2E2kbyRGs5FGSyPJwckdrdoZyeTEyXyU8RE1phoA/Lz8uKrXVW7jiuuLqWqsIsI3gjCfsPZW85jpKnp2VRatyqG4ppFZl/XvaFUUCsUporCukNqmWqL8oggxhHgc02RpoqCuAIA4/zjuHXYvd/18F1ZpBSApMIkB4QPaTWfFmUmnMGYcJd/UL44zCI3Q0DO4J+/tfo+C2gKCvYN5+KyHMWjbpfCFohV9Qvvw3oXvkVGRgU3a6BPah14hvZz7bdLG6oLVPL72cSoaK4jzj+PZMc8yOHJwB2rtTlfRs6tjNNkbUNc2mgkweB1ltEKh6EqYbWaW5y3nX+v+RY2phh5BPZgzZg79wvq5jCuuL2bBtgV8kW3vpnF1r6u5c+Cd/O+i/5FdlY2flx/9QvsRGxDbEYehOINQMSSKDiG/Jp9Za2dRUGt/olPVVMVjax5jV8WuDtbszCUpOImLki7ikp6XuBgyALnVudy34j4qGisAKKgr4MHfHux0ZZy7ip5dGaPJQpPFRnyID8XVjR2tjkKhaGP2Vu7l7yv/7vTU51Tn8M/V/6Sqscpl3KqCVXy25zNs0oZN2liStYTVB1aTGp7KFclXcF7iecqQUbQLncIzozhzqGmqYVPJJqw2q9M13YzFZiGvNk89Re+EFNYVYrK5ltcsMZZQUl9CpG8kYC/gsLlkMz/m/kikXySTEibRN6xvp9NTcXKU1DQR6qcn2FfPwdomekWpPDeF4nSioK4Am7S5yLKrstlbtZd1ResoqS/hmt7XsCzXLf+bn3J/4upeV7eXqgoFoIwZRTuzNHcpT65/kmfHPEuAVwC1ZtdmmeGG8A7STHEkQg2hbjJfna9LYufKgpU8tPIh5/b7u99n8QWL6R3au110hGPTU3FylNU1EezjRaCPjvL6075/hEJxxuEpzzDUEMryguW8u9NeOGtd0TouTrqY34t/dxk3JHJIu+ioULREhZkp2o1SYynztswD4O30t7l/2P1ohda5/6Z+N7X7k3zFsdEzuCczhsxwbmuEhsdHPE58QDxgb7r56tZXXebUm+vZVratw/WcOXKmU0/FyVNRbyLAxwt/vY4qozJmFIrTjV7Bvbi5383ObZ3Q8UDaA3yZ/aVTVmIsIdQ71OXamhiQyOTuk9tV19MZIUTdEfZ1aCM4IUSMEOLTE5y7QgiR1pb6KM+Mot2QUmKx2ROHsyqzWJq7lOfGPkedqY5ov2j6hfY7bMUURcdi0Bm4se+NjOw2ktKGUmL8YugZ3BMhBGD/t7XarG7zPMk6Uk/FyVNlNOHvrcPXW0dlvbmj1VEoFG2Mv96faYOmMSlxkr2QSkAcGRUZVDdVu4z7OPNj5k+aT0FdAQJBcnAyUX5RHaR1BzMr6AbgGSAByAMeZVZ1mzfNFELopJQWKeU5bb32kT6vtVxKeQC4pp100Eopj/hjQnlmFO1GpF8ktw+83bn9e/HvzFwzk0ERgxgVO4oQn0OGjNlqps502IcSig7A18uXAREDmJgwkZSwFLy0h6pYBRuCuX3A7S7j9Ro9AyMGtrea+Hr50jesL8Ojh9MntI+LnoqTp8poxlevxVevpapBeWYUitMRf70/qeGpDI8eTu+Q3vQK7oVeo3cZ85cBf6F7UHdGx45mVOyoM92QWQQkAsLxd5FDftIIIcYLIVYJIb4GdjlkdY6/3YQQK4UQW4UQ6UKIMa3mBgkh9gthbxonhPATQuQLIbyEED2FEEuFEH841k9xjHlHCLFACPE78LwQYpxj/a1CiC1CiAAhRHchRLpjvFYI8YLj87cLIWY45Oc6xu8QQrwlhHBrLiiEmOLYny6EeK6FvE4I8aIQYhsw8mjfkfLMKNqVy3teTpghjE+zPiUpKIlr+1xLcohrb5kdpTt4O/1t9lbv5YrkK7iwx4VE+0V3kMaKY2VSwiR8db58nPUx0b7RTEmZQt/Q9g8bzKrM4sPdH/JHyR+cm3AuVyRfQWKQe1NQxYlR3WDGV6/DT6+jrK6po9VRKBSngN3lu3lv13ukl6VzUQ97lcu3zn+LjzI/oqi+iOt7X885Me3iHOgKPAP4tpL5OuRt5Z0ZCqRKKXNayW8AlkkpnxZCaFvrIaWsFkJsBcYBy4FLHOPNQoiFwDQp5R4hxNnAfGCiY2occI6U0iqE+Aa4R0q5RgjhD7QuYzkV6A4MllJahBChQggD8A5wrpQySwixGLgLeLl5khAiBngOGAZUAj8KIa6QUn4J+AG/SykfOJYvRxkzinYlzCeMy5Mv5+IeF6PVaN3Cf/ZW7eW2H2+jwdIAwNw/5lLWUMZ9w+5Dp1Gna2cmyBDEhUkXcl7389AK93/b9qC4vpjpv0ynqL4IgDfS3yC9PJ254+cS1+9VEQAAIABJREFUoFdVt9qCKqMZP4dnprZJhZkpFKcb+TX5TP1pKlVN9lLMr257lX3V+5g9ajbPjH4Gq7Sq+7ErCccpPxE2eDBkADYCbwkhvIAvpZRbPYz5GLgeuzHzJ2C+wyg5B1jS4l7d0nOypEVo1xpgrhDifeBzKWVBq/v7JGBBczialLJCCDEIyJFSZjnGvAvcQwtjBhgOrJBSlgI41h8LfAlYgc+O+I20QIWZKdqUsoYy1hauZVnuMrIqs5BSehyn0+o8/tjdU7nHacg082HGh5TUl5wSfRUnjtlqJr0snaU5S9lQvMEZT63TeP63bQ9yqnOchkwz64vWO/sZKU6e6gYzvt46fPRaahvdQqkVCkUnxmqzklmRybKcZaw7sI7yhnK3MXur9zoNmWaW5i6lsK4QIYQyZNzJO075iVDvSSilXIndACgE3hFC3CSEuLJFWFga8DVwgRAiFLsX5Ffsv/+rpJSDW7xahlLUt/iMOcDtgA+wpjkc7RTTeLQ8mZaoM1LRZpTUl/D4msdZV7QOAC+NFwsmLeCsbmcd8xp6rd5N5qPzQavRehit6Eh+2v8TD696GIndYL2297XcO/ReAr0DO0wnL417foxGaNTNtw2pbbLg66XFx0sZMwpFV2N90Xqm/zIdiyOne3z8eJ4Y+QThPofaIni6jnppvNAJdR09DI9iz5lpGeJldMhPKUKIRKBASrnIkZMyVEp5L/BFq3EbgVeAbx1GQo0QIkcIca2UcomwP4EcKKV0K0EqhOgppdwB7BBCDAdSgJYeoJ+AO4UQy5vDzIBMoLsQIllKmQ38H/Bbq6U3AP8RQoRjDzObAvz3RL4H5ZlRtBm7K3Y7DRkAs83Mcxufo6ap5pjX6BPSx62M7l+H/FXlzHQyCmsLeWr9U05DBmBJ1hKyq7I7UCt7aeazo892kf2pz59ICGhLb/+ZTW2DGR+9FoOXlvomZcwoFF2FioYKnlr/lNOQAViRv4KM8gyXcb2Ce9EvtJ+L7PYBtxMXENcuenY57FXL7gD2A9Lx945TUc3MA+OBbUKILdhDyV45zLiPgRsdf5v5M3CbI8l+J3D5Yebe25zcD5iBH1rtfwO7F2q7Y60bpJSNwK3Yw9h2ADZgQctJUsoi4GHs4W/bgD+klF8d/ZDdUWa2os2obKx0k+VW51Jvrj/mp/WxAbHMP3c+vxf9Tn5tPmd3O5vBkYPbWlXFSVJnrnNreAq4hSa0NyGGEGaPms2mkk3sLt/NkMghDIschrfOrYiK4gSpa7Lgo9fio9diNLVv6W2FQnHiGC1GCusK3eSVTa737ki/SF4Y9wIbSzayt3IvadFpDI4crCIkjoTdcGlT40VK6e/4uwJYcZh972LPRznaWp9ir7TWUpYDXOBh7C2ttme0HgPkAqmO/Rbgfser5bxfALcuqlLK8S3efwh86GGM/2EOxSPKmFG0GUnBSW6yi3tc7OK+Pha6B3Wne1D3NtJKcSqI9o0mJSSFjMpDT/R0Gl2naE4Z4x/DZf6XcVnPyzpaldOSuiYLPl4Oz4xJeWYUiq5CuE84E+In8Gv+r06ZQNA9sLvb2PjAeOIDO/56rlAcC8qYUZw0xfXF7CjdQX5tPnPGzOHnvJ9Zd2AdD6Y9iNVm5dM9nzIwfCB9w/qiEYciG6ubqtlRuoM9VXuI849jQMQAFU7WiTloPMiOsh3k1eTRK7gXT456kifXP8n2su1E+UbxzOhnqDPX8d6u9wjUBzIwYiA9gnq0uR6ZFZlsK92GTdoYFDGIvmHtX/75TMZosjqMGQ2NJhtSStWUVKHoAhh0Bv429G80WhtZe2AtId4hPHr2o0T7RbOyYCV7q/aSGJjIgPABRPhGnNBnmK1m0svTSS9LJ0gfxKCIQR5L45caS9letp28mjySg5MZED6AYEPwyR6i4gxFGTOKk6KysZLZ62azqnCVUzZ98HRu7ncz9/xyDzUme76MTqPjzclvMjRqKAAWm4WPMz/mv1sO5XqNjR3L06OfVhe0Tkh1UzXP/v4sP+f97JRNHTiV+RPnU2GqwF/vT2ZFJrf/eLszjybaN5pFkxe1qZdtV/kubl16K0aLEQBvrTdvnf9WhzTnPFMxmiwYvLToNBq0GkGTxYbBS4WfKBRdgaTgJF4a/xIlxhJ8db4Eewczb+s83tn5jnPMJUmX8OjZj55QOft1B9Yx/dfpzvtAN79uLDpvkYtBU9NUw/Mbn2dp7lKn7LbU27h78N0eiwApFEdDFQA4zaltqiWjIoOc6hwstrYPCcmuymZX+S5u6ncTUwdO5Zpe1/D13q9ZX7TeaciA3XhZvGuxU4eC2gIWbHPJBWNl4coOTyBXeGZv1V4XQwbgzR1vUtZURo+gHhi0Bv67+b8uBQGKjcVsK3UtjGK1WcmtzmV3+W5nYYgDdQfYVbaLUmPpUfVYmrPUacgANFmb+DTr05M5NMVxYLLYsNnAS2v3xBi8NCpvRqHoYpisJhotjTRaG8mtyWXxrsUu+7/d9y37qvcd97o1phpe3vyyy32gqL6IHeU7XMbtq97nYsgAvL3zbfbX7D/uz1QooJN4ZoQQwdirIaRirwTxFynluiPPUhyNnKocZq2bxeaDm/HSeHHXoLu4vs/1bVo612KzcGO/G3lrx1vUmmuJ8YvhrkF3kV6e7ja2uL4Yi82CTqOj0dqI2ebecK91jxlF56DR2rrhL1illUaLXW62milvdO9XUGs6VCSgzlTHF3u+4OXNL2OymUgNT+XeoffywG8PUN1UTZRvFM+Pfd7pvfOEp35DB+oOYJM2lxBGxanBaLIn/zeHlRm8tBhNFkL91NNUhaIrkFWRxSOrHyGrMguD1sBTo5/CJm1u45qv7ceDyWqiorHCTV5nqnPZ9nSft0nbCX2mQgGdxzPzCrBUSpkCDAJ2d7A+XR6z1czbO99m88HN9m2bmf9s+Y9HI+Nk8NH5MG/LPGdlqwP1B1iwfQFj48a6jZ2SMgWDzgBArH8sw6OGu+wP8g46JTkWipMnMSCRMEOYiyw1PNVZqjPUJ5QpKVNc9gsEA8IHOLd3Vezi+U3PE+oTSt/QvmSUZ/DOznfoGdQTgBJjCQ/+9iAlxsM3SL0o6SI32XV9rlOGTDtR78iXacZuzCjPjELRFTCajbyw6QWyKu1N2RutjawsWEnvkN4u4yJ9I0kMdM9zORrhPuFMSZmCVmhJCU0hxi8GjdC45TWGeIe4FQbqHdKbIO+g4/5MhQI6gWdGCBGEvXvpLQBSShNg6kidTgeqmqpYnr/cTb6ncg/nxJxzxLkWm4Xtpdv5du+3WKWVS3teysCIgS6xrEV1Raw5sAaj2Yi1VZPWwrpCIn0jmTtuLvO2zqPR0shfBvzFxcAJ0Afw+MjHWbxzMb/m/0r/sP7cM/geVce+kxIbEMtrk17jtW2vsa10G+PixnFL/1tcbj7nJ56PyWri0z2fEuIdwl2D7qJf2KFeBUW1Rdw79F7ya/MpbSjl3IRz2VG6gwERA5xGd2lDKQfrDxLlG+VRj2FRw5gzZg7zt87HJm1MHTiVs7ud7XGsou0xNlkweB0yHL1VmJlC0WWoaKxw6QUH8N2+73j13Ff5Pud7VheuZmjkUO4cdKfHYjy7ynfxQ84PFNcXc0nSJQyLGoa/3rWC7kU9LiLCJ4IVBStIDUtlcvfJLvcBsJeCvrX/raw+sJrMikyGRA6hf1h/KhsrSQhUPcGaEULUHa5EsRBirZTyyD/mjr7+bGCllPLnow4+NOcyoJ+Ucs4RxsQA/5FSXnMy+h0PHW7MAD2AUuBtIcQg4A/gb1LK+uYBQoipwFSAhAR1oh8L/np/+of1Z82BNS7yYzEWtpdu59Zltzpdz19kf8Ebk9/grG5nAVBvrufFP15kWe4ypg+e7jY/yDuIAH0A53U/j7O7nY1VWgkxhLiN6xHUg0dHPMo9g+/BX+/v9Np0Jc6kc7NvWF+eH/s8daY6gryD8NK6doneVraNT/d8yqiYUdSaapm1dhZvnP8GfUL7ABDlF8Xzm5535lKtLFjJXYPu4kDtAecafl5+RywA4a/35+KkixkdMxopJMHeqliEJ07VeVlvsrok+xt0GoyqPLPiODiTrpmdDX8vf3oG92Rv1V6nzCqtaISGWSNnUd1UTYA+wGNfrqzKLJfiK0tzl/Ls6Ge5pOclLuO2lG7hiXVPOLd/yP2BxRcudvH+hHiH8MKmFxgaNZSJ8RPZVbGLtQfWMrn75LY+5HZjwLsDbgCeARKwN5B8dMfNO9q8aaYQQieltJysIQMgpZx5mM/QSik9PqWSUn4NfH2UdQ8A7WbIQOcIM9MBQ4HXpJRDgHrsHUGdSCkXSinTpJRpEREnVi7wTMNH58P0IdMJ1B/KjxkfP57UsFQsNgvZVdmsKVxDdmW2M3el1lRLRnkGX2V/5RJDK5F8mPEhUtqT+vJq8liWuwyAVYWruHvQ3dwz+B6mDpzKtIHTeHbUs8T6xwIQ6B3o0ZBpxkvjRbhveJc0ZKBrn5tFdUWsP7CerQe3OpPxj4ZBZyDcN9zNkKlurGZx+mL+NuRvDI4czLkJ53JN72vYXrrdOeag8aBLUQiATzI/weBl/7fXCi1PjHzimHrVBBmClCFzBE7VeWmvZHbotqHXaWlQnhnFcdCVr5mdnarGKjaXbGZD0QYOGg+67Q82BPPY2Y/ho/Nxyq5MvpKU0BS8tPZ78eEaDG8r3eZSfAXgtW2vUVhbyKbiTWwq3kRhbSHzt853GVNvrmdn2U4XWY+gHjyY9iB/lPzBp3s+JbMikydGPkFCQNc0bh2GzCIgEXtjykRgkUN+0gghxgshVgkhvgZ2OWR1jr/dhBArhRBbhRDpQogxreYGCSH2C2GPxRZC+Akh8oUQXkKId4QQ1zjkuUKI54QQm4FrhRAXCSEyhBB/CCH+I4T41jHuFiHEPMf7dxz71goh9rVYq7sQIt3xXiuEeMGh23YhxAyHfKYQYqNDvlCcZH3/zuCZKQAKpJS/O7Y/pZUxozgxUsNT+ejij8itycVH50PP4J4E6gP5Pud7Zq6ZiUVa0Akds0fN5uzos3lp80vsrtjtzGFoidV26AdLs1ED9lycJmsTb6W/hURi0BqYO35uuxyf4sTJqMjg7p/vprTBXkHswu4X8vfhfz/h3gJSSO4Zcg+z1s1yrjk+fjzDow/lRXm6VlmllauSr2J07Gi6+XXz2HhV0XloMFnx1h3yzHjrVJiZQtEZKKor4l/r/uWMxkgISOCVCa+QHJLsMs6gNfCX1L84i/EEegUeU85hy/t+M1ckX8H9K+5nV8UuAKYNnOYWdg64ybx13lzb+1rSotI4aDxIjH8MPYJ7dOV+Vc8Avq1kvg55W3lnhgKpUsqcVvIbgGVSyqeFENrWekgpq4UQW4FxwHLgEsd4s4fvu1xKOVQIYQD2AGOllDlCiA+PoFc3YDSQgt1j07q86FSgOzBYSmkRQoQ65POklLMBhBDvOfT65shfweHpcM+MlLIYyBdC9HGIzsVheSpOnvjAeMbEjSEtOo0QQwj7a/Yza+0sLNIeGmKRFmatncWWg1v4MfdHxsaO5fKelxPi7epNua7Pdc5KIwmBCYyLGwfAxPiJvJn+prMUY6O1kcfWPEZRfVE7HqXieGiyNPH6ttedRgfYQwF2lO04wqwjo0PHx5kfu6y5In+Fy3ZKaAp+Xn4u8+4ceCc9gnqQEpJCz+CeeGlcPT6KzkW9yYpe1yJnRqeh0ayMGYWio9lQssElrDyvNo8lWUtcHkTWNNUwe91sXt36Kq9vf51Xt77KsxufJaMi46jrDwwfiJ/Oj5ExIzk/8XySApNosjY5DRmAjzI/4s8pf3aZZ9AaXArBNOPj5UOv0F4MiRxyOlz7D+dSaktX0wYPhgzARuBWIcQsYICUstbDmI+B6x3v/+TY9kSzPAXY1+LzjmTMfCmltEkpdwGekl0nAa9Laf/RKaVsLnc3QQjxuxBiBzAR6H+EzzgqncEzAzADeF8IoQf2Abd2sD6nLeWN5ZhsrvUVtBotDZYGnhnzDB/s/oAV+Su4pf8tWKSFHaU7uKjHRSzJWsKiHYuYNmgaadFpPHzWwwyPHu6xd01FYwWVjZV08+vWXoelOA5qTbVsObjFTX4yNf7Lm8o9VsrLr813vk8OTublCS/zVfZXFNcXc0H3C0gOSebxNY+zs2InI7uN5OpeV9M//KSuaYpTSIOjYWYzeq0yZhSKzkDrUC6A34t/p9HSiJ/e/hCpxlTD7kr3YrFHqiDZTK+QXjw/7nneSn+LrLosru59tVvJ5aqmKgK9A5k5YiY/5P5AuE84VyRfQXJwstt6WRVZvLf7PTaVbGJC3ASu63NdmzZYbmfysIeWeZK3FfWehFLKlUKIscDFwDtCiLlALdCcuHQ7do/JMw6vyDDg1+P5jKPQ1OL9MbnWHJ6f+UCalDLfYYidVK5Bh3tmAKSUWx0xtAOllFdIKSs7WqfTlUjfSHx1rb2h9pKKD698mM0HN5NTk8NLm1/CZrNxY8qNPLz6YX7N/5XNBzdz5093kl6WTlxAHDf3v5lRMaPcXNRRvlFE+KhY6M5KsHcwo2NHu8k93XCOlSifKLdS24BLyGJzaNvO8p1IJH5efvxj5T9Ytn8ZBbUFLMlawpwNczhY7x7rregc2MPMDv1/91JhZgpFp2BopHt/rgnxE/D1OnS/D/YOZljUMLdxcf5HLwy0q3wXf/31r/xR8gc5NTm8sOkFdBqdS8n+SN9IiuuLmbNhDjZpY0/lHu75+R52V7gaUCX1JUz/dTpfZn9JQW0B7+1+j5lrZh5z7mYn5FHA2EpmdMhPKUKIRKBESrkIe7/GoVLKL6SUgx2vTVLKOuwenFeAbw+X3N+CTCBJCNHdsX394YcelZ+AO4UQOoe+oRwyXMqEEP60QbGAzuKZUZwkRfVFZFZk0mRtIjk4mZ7BPbHZbGwr3cbeqr34efkR6RtJdlU2s86ZRXFdMXM3zyXAK4DnxjxHZmWmM/SsmU+yPiHWP9atGMDG4o0MiRwCQM/gnjw56kmeXPckjdZGwgxhPDf2uRPOvVCcenRaHbem3kpmRSYZlRlohIZb+99KjF8Mv+T9gk3a6B3cm8Qg1wdNxfXF7CrfRamxlLiAOFKCUzhgPEBebR5hPmH8X7//Y1/1PvZU7UEjNEzpM4WkoCTnmgatAZ1GR051DjnVOVyadKnbE8GtpVvZU7WHjSUbCfMJIyUk5YjVzRTti9FsRa9tWQBAGTMKxamm1lRLZkUmJcYSYv1j6R3S28VIAXvZ+quSr+Lz7M8Bu3FzRfIVLnko/np/Hhr+EA+seICCugJ0Gh3TB093Vpw8Eull6Vzd+2oifCKw2qxoNVpWFqzk8RGPk1GZgUDQN6QvczbNwWQz8UfJH865JXUl1JpqyavJI9QnFG+Nt1so+pbSLeTV5pHqnXoyX1WHsOPmHR8MeHcAtEM1Mw+MB/4uhDADdcBNhxn3MbDEMf6ISCkbhBB3A0uFEPXYDaET5Q2gN7DdoeMiKeU8IcQiIB0oPsn1AWXMnBbk1+Tz1+V/JbsqG7BXMntj8htUN1Vz7/J7nWFlvUN6kxaVxgcZH3Bu/Ll8dPFHBHkHERcQR2F9odu6/np/j52BA7wCnO+9tF5cmnQpA8MH2ru4+0V5rE+v6Fz0DO7JosmLyK/Nx6AzIKVk6k9TOdhg94oEewfzxuRDZZUrGipYuH0hS7KWONe4b9h9rC5YzcYS+3Xo2uRreXnCyxTUFuCj88FX58vdv9ztsua0gdN4afNLAB5jpDVCw9aDW1mwfQEAVyVfxf1p96tmap0EY5Nrzoxeq6FBhZkpFKeMRksjb6e/zaIdi5yyh9IeYkrfKeg0h37CRfhG8PDZD3ND3xsw28wkBCQQ6B3otl5FQwUju40k1Meeh11QU4DRbHTLZ2xNrH8sn+751Nlw01vrzYvjXuSJtU9Q3lgOQJghjNsH3M5zG59zzusX2o/SxlKe/u1pp+zxEY+7rS8Q6DV6N3lXwWG4tKnx0txjRkq5AlhxmH3vAu8ew1qf0ioMTEp5S4v33VtNWS6lTHFUGXsV2OQY9w7wTuv5rXTKBVId7y3A/Y5Xy7GPAY8dTe9jpVOEmSlOjj8O/uE0ZAAaLA2sLFjJ69tfd8mPCfEOIS0qjct7Xs7aorUU1RcRpLf/SIzzj3Pr8H597+tJDExEtDj/A/WBpEWnuYwTQtA9qDuDIgcpQ6YLEWwIZkDEAHqF9GJ5/nKn0QH22Oev9n7l3M6oyHAxZADmb53PNX0OeYeXZC/BaDYS7hNOuE84KwpWuK25r3qfs/xmaUOpW8jDpUmXsqpwlXP78+zPXc5tRcfSYHYvAKBKMysUp4591ftcDBmAuZvnklfjno7ho/OhT2gfUsNTD2vIPLX+KRDQK7gXkb6R/Fb42zEVAKgyVTkNGbAbLr8V/OY0ZMCek1tiLHH5HXBL6i28svkVl7XWHVjnFuo8JWUKiYGe0k4UHcQdjipoO4Eg4PUO1ueIKM/MaUBBbYGbzGKzOC92AsHfhv6N9UXruf+3+4kPiGfGkBnUNdVx58938s+z/0lebR7X9bmOBksD9eZ64vzj+DXvV2pMNcwZM4fcmlyC9EEM7zacXiG92vsQFaeYzIpMN9musl3YpA2N0FDVVOW2v8na5FIp56lRT/He7vf4ft/3DIse5vFJX0FtAQ+kPcDO8p2khqcyJnYMW0u3kl2VTWp4KivzV7Kz3DWRtbqpug2OUNEW1DdZ8NW3KACg01JpNB1hhkKhOBk8Xf8sNotbz65jwWgx8sDwB/gm+xseWvUQkb6R/G3o3zyWXW5NRWOFy3akb6THojH7qvbxyoRXWJ6/nDBDGKHeodSZXQsF/Jz3M/MmzuPSpEvJqsxiQMQABkUMOmyPG0X7I6V8CXipo/U4VpQxcxowNMo98S/GN4aLelzE+xnvMzZuLL8V/OasYJVfm8/cP+Yyb8I8dpTtYPqv03lq1FM8+/Oz+Op88dH5UN5YzmU9L+OHnB/sBQHGvcSk7pPa+9AU7cTk7pP5Ke8nF9nlyZc7izskBCbgo/OhwdLg3B8fEO/cHh41nF3lu/h6r70xcHppOvcOu5df81yLpkxKnMTEhIlMTJjolPUOtXeGrmmq4f1d7wN2D6DRbEQIQUJg12ykdjrSYLIS4nsoFMTeZ8a9oqFCoWgb4gLiCNQHuhgv0X7RzsbUx4O/zp9v933L8oLlgD0Pcubambx27mtHnZsYYPea6DV6vLXeZFZmctegu9hQvMFl3IVJF9IvrB/9wvoB9mT/3iG9Xbw6XhovgryDGBc/jou46LiPQ6FojQozOw0YGD6Qx0Y8RoBXAJE+kTwz+hmMNiPd/Lsx+5zZDIoY5FaK12KzOEs0ljWU4af348lRT+Kl9aKyqZKJCRMJ9wnHho37ht7H9rLtLMlcwt6qvR1xiIpTzFnRZzF98HQMWgN6jZ7bU293CQNIDU/lhbEvOEPE+oX2418j/8XyfPtN8bKel/Hj/h+d4+MD46k313Nb6m3ONW/seyNNliaPeVgAgd6BzB41m38M/wcX9riQaYOmsfC8hR6buCo6BqPZ4lLNzF6a2fO/p0KhOHniA+L578T/0iOoBwD9wvrx8viXT6jITklDCSvyV7jIbNJGXu3RKwjXmet4YdwL3NL/Fi5Lvox/DP8Hsf6xTB0wFW+tN95ab+4edDdnRZ/F5pLNvLnjTT7P+hyjxcjMETMZFDEIgBi/GP499t8MDB943PorFIdDeWZOA/z1/lzf53rGxY4jvy6faT9Nc+bK+Oh8mDdxntuTHcDZI0Yg8NH6cEXyFYzoNoJtpdt4b9d7rMxfyf1p9/PCphecP0BDvEN464K3TqqMr6LzEeoTyh0D7+CSnpcgpaSbXze0Gq3LmLHxY+kZ0pOqxioifSKJ8IugX3g/yhrK8NJ4EZMVQ1lDGWAPSYj2i+bbvd8yJWUKGqFhVcEqbhtw22G7TVttVlYXrublzS87ZWlRabww7gXCfMI8zlG0L0aTFW8v12pmKmdGoTi1DI0ayuILFlNtqibEEEKg3j0f5ljw1fk6yye35FjWCzWE8viax52NkAWCR89+lFtTb+XKXlciEHTz78bKgpXM+HWGc16UbxRvTH6DVya8QnF9MYH6QOID409If4XicCjPzGlEtH80X2d/7ZL031wM4MlRT7qMHRkzkj2VewB7F/bmxLtov2iSgpLIr81nRMwIluYsdXmSXtlUyabiTe1wNIr2RiM0xPrHEhcQh1ajxWKzkFOdw86ynVQ12nNmYv1j6R/enwg/+1NBPy8/EgMTifGP4c5BdzorlHlpvNh6cCvZ1dm8vfNt3kx/k6yqLFYXrqagtsBlzWYKaguYv3W+i2xTySbnearoeBrNNrfSzKqamUJx6gk2BJMYmHjChgzYPeb3Db3P5YHS4IjB9A3rS3F9MTtKd1BY617ZFOwhac2GDNjbNCzJXIKUkriAOGIDYqkz1bk8jAJ7Q84dZTsI8wmjf3h/ZcgoTgnKM3MaIaX02Mm31FhKjF8MD6Y9SI2phlBDKAkBCVQ0VnB9n+vpG9YXg+5Q89VeIb1YfMFiiuqLePr3p93WUwnZpz91pjo+yfqEeVvmYbaZSQlJ4dkxz5IccniP3OiY0Sw8byF7q/YS5RvFdznfuY0pbShl5pqZbCzZ6LamyWZyMcSbabQ2tt2BKU6KBpMVb6+WBQA0NCljRqHoMkxImMDr571ObnUuAfoA+oX1o9RYykMrH6K8sZxAfSBPj36asXFjXYyeJmuT21pVpirMNrNz22QzuT2kAnufHIXiVKI8M6cRQgiu63Odm/z8HufzyKpHeGHTCyzcvpA5G+bwyOpHSA5K5qxuZxGgD3CbkxiUyIiYEdzY90bXz0C4lWZWnH7sLN/JS3+85LxRZVRmMG/LPBothzcsNBoNadHVvU4hAAAgAElEQVRpXJ9yPeMTxnNZz8vcxgyPHs7W0q0e14zxj2FM7BiX8YH6QGesuKLjaWzVNNNbp6HRonJmFIqugo/OhxHdRvCnlD9xcdLFeGu9eeC3B5wllmtMNTz424Nulcr6h/V3CxH+c98/O/vVAATpg9yu+1qhJT5AeWMUpxblmTnNOLvb2Twz+hkWbl+IVmiZNmga4YZwsqsP9eq4uf/NSCl5ecvLjI0by/j48cQHxLOzbCff7P2GovoiLut5GcO7DWdS4iRs2Fi8czGB3oFMHzxdJe6dAXgq972qcBWVTZV003XzOOeg8SC/F/3ODzk/EO4TzsVJFzN/4nzmbp6LxWbhhr43sDx/ucuTvJZr+nn58fBZD9MjowdL9y+lf1h/lxBIRcfjqc9Mo/LMKBRdloPGg26l9602K6XGUpbmLGVb6TbO734+I2JGsGDSAuZtnUeZsYwb+t7ART1cK5FVNVXZmyMPmsbX2V8Tagjlpn43efTWKBRtiTJmTjMC9AFc2vNSxsWNA2F/sr2/ej9RvlGUGEs4P/F8th3c5nw6vr5oPSvyV/DQ8Ie4ddmtzlK7v+b/ypOjnuSK5CuYkjKFC3tciJfG66hdghWnB5G+kW6y/mH9CfBy9+I1szxvOU/9/pRze2nuUl479zUWX7gYKSXpZemsO7DuiGsmBCbwwPAHuG3Abfh5+am+A52MRrPVpZqZl1YZMwpFVybEO8St7P6UvlN4Ys0TFNTbH2qtObCGG1Ju4MG0B1l43kLMVjPBhmC3tfz1/tikjU+zPmVkt5FUm6qZvX42L4x7od2OR3FmooyZLoDJarIn5tUXEuMbg16np7qpmm4+EXRvakRXXwahPSDsUAnb5u6/hbWFFNYX8shZj/Ddvu9ICk5i2f5lLutvKN7A/pr9LhczgAXbFjA+bjyNlkb21ezDW+tNUlASIYaQU3/Qig6lX1g//jpkBlZpc1a9m5w4md3luznYcJBY/1j6hfZDr7P3HCmqK+KjzI+4qd9N+Op80QgNGRUZbCvbBoBFWoj1j+WypMv4ep+9F02gPpAHhz+Iv97f5bM1QuMSuqDoPDRZbK08M1qaVJiZQtHu1Jnq2Fe9j5qmGuID4+0e7PoyKM0EqxnCe0GQ5140eTV55NXkEegdSFJQEs+Ofpasyiws0mKvTOkfw3u73nOZ83Hmx0xJmUL3oO7g5VmnRksjS7KWUNZQxjf7vnHKD9QdYF/VPgrrCgkzhJEUnOSSp6tQnCzKmOkC/LT/J2aumUlCYALj4sbx9s63sUkbOqHj2f53cP5v/0U01sCfl0DiOc55u8p3cdfPdzk7905KmETf0L4eP8NTB2ApJQeNB7n7l7udhQXGxI5h5siZRPtFn4IjVXQWjA2V7KnM5ofcHwC74ZESmsLff/s7FmlBp9Exa+QsLk++3DlnSsoU5m+d74y9PifmHKJ9o5n+y3TqLHUkBSUxY8gM4gPjnQaSVmjdP1zRKZFS0mR2NWbsBQCUMaNQtCfVTdW8uvVVPsz4ELBXlZw//mWG/vwc7HM0Kg5OhCkfQVQ/l7lbSrZw9y93U2euA2BKnymc1e0sFm5fiEVa0AgNT4x4wuPnStx/JxzLGLPNzA3f30C9uR6A6YOn83/9/g9fL99jPmaF4kioAgCdnJ1lO3luw3OYbCYmJ052GjJgf9o9M+Mdss+bifQJgW/+BvX2H5KNlkbmbZmHQHBJ0iWMiR3DivwVeGu9nc2rmhkUMYgY/xh8dD4u8mmDpvFh5ocuFdJWFa5ya8Cp6Bw0mBuOOza5qK6IysZKN3l6ZYbTkAF7Uuhb6W8xKnYUYO9RNGfDHHaX2xuvhhhC+C3/N6chA7D2wFpMNhP1FvsNbF/1PtYeWMunWZ/y+vbXeX376zy/8XnnDU7RuTFbJQjQaQ7dNrQaAQLMVmXQKBTtxe7y3U5DBqDeXM/TG5+jOiD80KCq/bDpLbBZoaEKmmqpbqzmqfVPOQ0ZgA8zPySnOoek4CQu63kZ/cL6sa96H938XHMjL+x+odtvhNYYdAau6X2Ni8xH50O4T7jLdX7e1nlkV2W3nq5QnDCdwjMjhMgFagErYJFSnvHlsorri/l237fE+MVQ2WT/sWmRFrfu6Q2WBpbLWn4cfjVXNJiJbawCvzBqTbVE+0bTI6gHv+b/Soh3CPen3c/+mv2kRacxMGIgGRUZ9Anpg06jw2I18/bYl/g65zsKGsu4MmESqRGDeX376266qYtQ58ImbWwu2cz8rfM5UH+Aa3tfyyVJlxDlF3XYOfur97M0dylf7v2SEO8Qbh9wO6NiRjlzVEobyt3mZFZkMqXvFH4r+A2wd4Ru9vrVmepIL093m5NdmY2PzgejxWjfrsomPiDeaSCnl6VTY6pRuVhdgAazFYPO/fmXwdFrxkurno0pFO1By34vzWRVZVPT4yyCWgpzV8Gen+DHf4Len9qL55BVleU216Az0COoBxuKN9A3tC8RvhE8PuJxVheuJrsqmxHdRhDhE0GNqeaIURl1pjp2l+9mxpAZbCrZRJghjD6hfcisyMRb6+1S3tnTMSgUJ0qb3X2EEKOEED8JIbKEEPuEEDlCiH3HscQEKeVgZcjYf5x+kvkJr2x+BaPF6HxCIhDoNXqXscHewVQ1VbFg7+e8pbdi9g1zyoMMQSzetZiC2gJ2lO3gxU0vEuMfw0cZH/Ht3m8xW818t+87Psn8hDAJ/d++lEe2LePVvL1MWnI3EdkrmBA/wU2//mH9T/2XoDhmMioyuOOnO9hYspHCukJe3vwyn2R94jF0sJnvc75n3tZ5znPjvhX38UfJH879sR5uWMOihrGzbKdzO8wQ5jw3g7yDGNdtpNucQO9ApyEDkBqeyt6qvc7tUbGjCPFWOVhdgaZWlcya0auKZgpFuxJqcM8pHBIxmKC6Cldhr/Pgh79DeTYUbSVk1SsMjxrmcc1lucsori9mef5y/rf7f9Sb6/kl7xdMVhNvpr/J0tylhOiPfK0O9g7GoDPw2rbXqDfVO393+Ov9XQwZgSDWz3M+j0JxIrTlo7Q3gbnAaGA4kOb4qzgO9lbt5Yd9P6DX6rml/y28tu01Hhr+EBE+EXy19yumD5nurP4Uaghl6sCpfLP3G27seyMRQT34oXAleyr3UGOq4avsr1zWtkorBXUFzB03Fxs2tpZuxYaNF8e/SPyBdLs7ujwbCjaB1Yx2xbNc3/NyhkYOAeyJ2Tel3MjgiMHt/r0oDk9WZZYzB6WZ93e/z0HjQY/jC2oL+GzPZy4ym7S5eFYGhPZj2sA70Wnszttewb24uf/NZFRkAHZDZvao2SQFJwHg1VDFzQEppIbZ47O1Qstt/W5CYzv0I/fc+AkMihhErdneQK13cG9mDJmhEkG7CA1m14aZzXh7aWk0qTAzhaK9MFvN3NL/FufDzYSABM7rPpnaxBEghH1Q0njwj4KqPOc8v6xl/D3lZroHdgdAr9Fz79B7+TH3R5f1i+uLqWmq4dre13JWt7P4S+pfKGsoo8Zcc0S9vLRe3D7gdnqH9GZ72XYKawuZNnAaaVFpRPnaIwV8dD48Pfpp571DoWgL2jLMrFpK+cPRh3lEAj8KISTwupRyYcudQoipwFSAhISEk9OyE7OzbCe3/XibM7Y0yjeKq3pdxdPrn+avQ/9KkHcQ0b7RTEqYRHZVNhuKN7Bg2wKu6X0NP+//mbxa+0XLoDXwzgXvEKgPdHPl+mi9OSf2HD655BPKG8oJ9Qkl1j8WSvPdFfIJpXtTI/9t0FOQfDN6aSNhfzr65EpQ1aaAznFu+mjd45gD9YF4aTyXnPHWeBOoD3TJhQLw0x1KxrTpvMiryeO21NsQCIrqiqg31fOnPn9Co9FQZ6qjpL4Eq82KVqMFrZ4qLwOJgT0YHTsWgJzKPfytx+WM6XULUkriD+zAOzWBzy79DKPFSJx/nMfynoqT51Scl41mG94eQsm8tRoaLcozozg2OsM1s6tjszSwPH85N/e/GY3QUGIs4e30t5l84f9g2hqwWiA4Hj6/w3WifxR51gaGRA7h/O7nY5M2wn3C2Va6zf0zsDFv6zzn9j2D7sGgPfqDp57BPVk4aSEFdQUYdAYSAhLw0nrxwcUfUFJfQpB3EPEB8Yhmo0uhaANO2pgRQgx1vF0uhPg38Dng9CdKKTcfwzKjpZSFQohI4CchRIaUcmWLNRYCCwHS0tKOXk6jC2KxWXh/9/suSXIlxhLqzfWYbCZe3/46iyYvsnfSNVag843mjdLtXNTjIvqG9mVn2U6nMdNobWTBtgXcPuB2Hln9iHO9cJ9wogz2BMEY/xhi/GMOKRCXBv7RUFd8SDbhETiwmcADW+m3fckhefJ5LmWgz2Q6w7nZL6wfsf6xFNYVOmUPpD1w2PLGEToDd/S/hYfW/NMpCzOEMTC4l3N7Z/lOvs91fTaRUZnB5cmXU9VURbGxmC/2fEFadBo9gnpQr9Pxn7zvMUkzMf4xGC1GNpVuZUfkMC76+Wm71w8gOImks6eCAI6STKo4cU7FedlgtqL38hxmZjQpY0ZxbHSGa2aXxFgBDZXgG06KxhetzcaiHYucu2en3kmUxQxRLcLAR90H+5Y7r7/5kx7nhS0vER8QT4RvBNWmar7b9x3X9L6GJVmH7vETEyay5sAal49fvGsxl/a89JhUDTIEEWRwyd4h0jfSY/8yhaItaAvPzIuttlvmvEhg4tEWkFIWOv4eFEJ8AZwFrDzyrNMLi83iMbG+pqmGJ0Y+QZ+QPnZDJm8dfHMf4TYLN5//T57f9iofZX7EyG4jmTFkBv/d8l/Anmjdq6oXz4x+hqzKLLRCi5fGi9yKLEYljHdXILwX3PyNff26g/a+NatfhoO7YPANEDMEtn9iH1vlwYuj6DDiA+NZMGkBWw5uobShlKGRQ0kNTz38BFMDY9OX8uro59hSmUmwPpAhvt0YkL8VYs4GoLqx2mVKsHcwV/W6io8yPiKnJof+Yf2ZMXQGRrM9H6bB3EBat+HkVufyVvpb+Ov9uSHlBkxWM+gMYKqH6AHgFwavjwFjOfS/EiY8BmEq3KAr0Gi2ovfgmVE5MwrFKSZvPXxzH5TugphhxIx7iP+Gj2JLnA/F5loGGcIZuP1biBnnOi9xJPzlR9i/Brx8MXYbwNVczZaDW1i0fRHhPuHc2PdGkoOSGRM7ht0Vu0kOTibAK4CpP091WarWXOuS/6hQdCZO2piRUk4AEEIkSSldEv6FEEf9lSKE8AM0Uspax/vJwOyT1aurYdAZuDL5SnZv2O0in5Q4ifHx4+0bFTnwwfXQWM2eC5/i7+tnOaubrStaBwLOij6LDcUbGB07mq/3fU2JsYT7ht7Hoh2LqDPX8db4lw+vRERv+ytrGXxw3SH5prdgzIOg97P/KE0c0cZHrzhZugd1tzczOxb8wvHzj2Tse1MYG5QApjpoqICbv3UOaR3PfG3va50FKcDuuakx1TAhxl6qOdgQTG1TLT/ut8deVzdV89q213hl1DMgtGAIhv5X2avqNJP+GXj5wSVzQXuYLmyKTkOD2Yq3KgCgULQvFbmO+76j7P6BP+D7B0jofQEJaz8B/0h7rmufiyAk0XWuRmuPuoizP2MOry9lZ9lO1h5YC9grir28+WXmnzufsXFjmZBgL/iTXZmNl8YLs83sXGpQxCCifVV/OUXnpC1zZj4FhraSLQE8l844RBTwhSN+Ugd8IKVc2oZ6dRnOTTyXEmMJ7+16D71Wz/Qh0xniSL4HoDIHHE/Mc3Av07zuwDruHHin05XbnBOxqWQTqeGpXB5/LgMij/DPUZoJuWvsF8bzZsOOJVC8w74vby10HwM9J9ovrjX/g4Rz1FP1rohGA8Nutfce2PIeGILgigUQe+i/b9/Qvrw47kWe3fAsFY0VhBnC3J7K5dfmU1WVS9zmD6jqPsppyLQkr/4ADL8NzI0QlgyBMVBz4NCA9CWQejXsX233/sWfBX4Rp+zQFSfOYauZaTU0qsaZCsXxY26Cwj/s1z/fMOg+CiJSXMdU5h4yZJqpLYKUi+25q/WlMOIuiBtuT/bPXQ1mI3QfDTFDQXvoZ16ZscRZWr8ZiaSwrsBF1jO4J/PPnc+T658krzaPUTGjeHD4gwR4B7Tl0SsUbUZb5MykAP2BICHEVS12BQJHzRZzeHMGHW3cmUCkbyQzhszg2j7XohVa93ruLZKlgz10To/yjWJo+CCW5y8nq/JQLfl+Ib35k093wte+BhFDwcdD0nVZFrx7iT3ErJnzZkP5XvuFMWoA9L0UPvvLoTHhfeDGz+yJhoquRUgiXPhvGH0vaL0h0LVBmrfOm8n/z955h1dVZX34Pbff9N57IaGG3lFAkKKCdbCgjnXGXuabcRz9Rp0ZR/1GpzpjGTtWFOsoA6IoRXqvgQAhhPTebm493x87yc1NI5ELKez3ee6TnLbPvnCyz157rfVbSRcyKmIUVqeVsurj7Zowao342a2w5k/4FO0iKTDOo2gmQITNCj/8XcRsb30FZj0BK37jPiEoCXa8Jbw0AJPuhQsehaZ6N5K+Q6PdJcPMJBJvcvRbeO9q97ZvOPz0SwjPcO/TdzCNmnAHfNUkudzMRc/Bhn9BRZP0vaKBGz6D5PPczet9iPKNorC+0KM5f72fx7aiKEyMmcjb89+m1l5LmCkMH70PEklfxRvSzBnAxUAQcEmrz2jgti6uk3SAVqMl1i+248JUYRkw5T4AMgr2c16428uiUTQ8OuIOwu0WD0necFMoc20QtvRGOLFRyC4DVB6HE5tF/kvZYbGaU9dGynfH25AxD3xCYPhV8MFiz3PKst2eG0n/Q6eH4KR2hkxrwn3CifOPI03jy+KUhR7HfjHsNhJqywDwyfmGe2Mv8KiDlBk0iKzqEnfyv9MOeZtE7gyI0LLR18NBd3gbG593v4wlfYrOCmPqtdKYkUh6jKUavv2D5776UsjfAjWFcGILlOWI8XPiXeLdf97/wKS7hPemvE2O7eonIX2We1t1ibxXh61lV1xQCg+Ovh9tq8XQsZFjGNJK/KU1waZgEvwTpCEj6fN4I2fmM+AzRVEmqaq6wQt9knSG0RemPgjpFxJWfZInwtPJdtVTVZ1HsmIgfeVT6GtOsuTCxznkG4BG0ZJRnE38N390t2GrExWBl90qPCoZ82HjizD2pvb3s9bA6J/C9EdE7K2trv05DssZ+7qSvoNfQzk/d5iYOfH3FFuriDOHkrHvKzSBceIEl5NRFgvvDb2To44azGjJMIURte8/ng01VsGEn4vQiYgh8PX/gsNdTA3V5fHylfQdGjsJMzNKz4xE0nOcNqFO1paGCnhjPlQcBb1ZhAAHJwrDx1ojFhfnPiN+NrQqkmmtFTmIHm2Vg8sOuBeZZsRO59+zXuBoTS4Ben+GBGeQGNKxMSOR9Be8mTNzraIo17TZVw1sbTJ4JD8GVXUXwQIRIpY0FYCwpg+Vy0T4VxNJX/6KpNE3wuCF8P1zog0QBkn4YOHWttXBkHvg29+LY6ZAcbxVkUMm3gUpTS5qp13kWWxxS0Gi94GIwV7/ypLToO3z4i18wgjcvoRx37eS7o4bL+6XMAmM/ih5Gxl04DMGtb5u5v9C9pfu7ZTz4Yd/iOfY0Qhtin2SOAWCk73ff8lp02h3ode2f7Z0GgWLzJmRSHqGX7jwsrQOu22q2UVFk5aS3SIWe1ov+jRUwPJfwegbYX0rQZ9R18PhFRA5TISmFeyAiT8Xwj2tMBp9GBcziXExk87wF5RIzh7eNGaMQCYi6R/gCuAYkKUoygxVVe/34r36BHaXnZ0lO1mavRS7y86ijEWMihjVvYrmBbtg5zsi6X7UYkidIVZhjv8AW14Foz8MvRT2fgo+QTDyOogZ6dnG8Q2QvRxa1aZp4ehqIbd8xesiJ8Fhg/G3Cdd0s4eltVdl+5tw4R9g36fC1T3h5zDkUvdxrV64uf0iYefbwiia9guxui7pfQp2Nj1Ph2D0DaL6s29op6fXWGvYVLSJZYeWEeUbxRXpVzA8fHjn7TeUiRybvcugYDukXQiZ88XvVXkin+qbJ9pf53JC/ASw1sG0B8E/RjyD1fkQnAI/eVsYyHkbIPMSyLoG9i2DPcuEkTTiyvYJsZJeobMwM4NOg0V6ZiSSnjP8StDoYfOLos7blPtg+UOe55Qf9vReg/DoxI2HlBnCyz3sckidDelzYOe74h1/6Qs0JE5ha/4aPsz+ED+DH1cNuoqs8CxR6FgiGUB405gZAUxRVdUJoCjKC8BaYCowIBMrdpfu5pYVt6AiPB/f5H3DS7NeYnLs5K4vLD0Ib13SokzGse/gwidFsat3rnSft2+ZSJhe+Sjseh9uWen2hBTsgA+uE21M+0X7e0QNFxPPwp2w+DMoPyS8N1MfFCs/Tpuo/9FMZa64z7Ar4PJXILiDysxB8XD+L4U6ld6n48REydmnZL8Qb7DWiu1j38Hcp4XCTSesPrGaR9c/2rL95dEvWTJvCZmhnRgOPmHw34fA4C+Mk6ihwnhqTtzX+0DMGLEy2JqQZJi0TFScqs2HV2a36uca0c8F/wRbjSii+d+HYfsb4vjxdbBnqUiIlSITvY7F5sSgaz8JMmg1NMqimRJJz/GLhAm3w4ifiAVDS6XwWLdGo20fNWHwhaLdwrMdNwZ2vScWFj/5mdvbfXwdGxe9wn0/uOXw/3vsv7wx7w2ywqXmkmRg4U1jJhjwQ4SWAfgCIaqqOhVFsXZ+Wf/lyyNfthgyzbx78F0mxkxEo3ShrVC0x23IgChK6WiEmpMw8U7Y8oowNlxO4bkJjBMr2UW73cZM8V4RDwtQWwTJ58OxJsnFgFiInwjfPwOT7xOJ+k4bZFwEez4Sxs+aP8GR1XDBY2Lwc1qFspR/tFA2wyWSwzvCp+PK8pJeonCP20Bo5uBXQurYUgVBCRA2qEWis8paxUu7X/I4vdHZyO6S7WTWlIrnITxDyCg3Y6kQQhEgvDFhg2DfJ+7jPiFCVrlwJ9QJSXDSZglFncLd4vlTXUIZrzVr/iSKZ/pHiWd9x1uex6uOC+NfGjO9jsXm6ETNTCs9MxLJj6UiV3irDT5gDoXzfyWiI5oXHM0hMOcpWPGwmBNo9TDnj/D9/4k5AwijKHedR9huY9I03ji01ONWDtXB2vy10piRDDi8acz8H7BTUZTvAAU4D/hjUyHMVV68T5+hI4NF24FkcntaxZ1PvFOE2Ox8V2wHxMKM38Cqx5tOVcQkEMTEsKM2tr8Jgxc0VVNPE6plq5+EWY+JyWJzkmDKdFEReM9SOO+XEJUlKgNv+Ic4rjPCBb+F754RK0GLP4HYVnVuJH2Ttjky0VkQkwWvzRHbGp3wtg27TGyroNA+90GpL4Nl94uQhpA0uOZdt0Ro27AEZ5v1CdUlwiOHXylWDTU64T2sLYL/PCASV0NS4bxfwXdPtbqpBjroS5ueneK45GxgsTsJ8W3/yjDoNFTUD8j1KonkzFKwE96+zP2OHjQXsq6F//7aHVo2/meQMFGMnU67MGb0Pm5DBhCDeptxUnV1KFfb0dgvkfR3vCHNDICqqq8Ck4FPgU+AqaqqvqKqar2qqr/01n36EvNT5rczaK7JvKZrrwyIEDBzsJj06Yxi0tdMzUnhdQnPEBPC0HRRZNAU5Ja0bW7DL8K9feBzseodlCRC0qY+AA1VYvBr5uh3ED0SAhNhx7tgMLsNGRCD54Z/igmppVKop9jarKRL+h5RIzxqEJF5EWx43r3tcsAX90DFMQCCTEHckeUZgmbWmRlud7lfoBU5omhqM2GZ4j7N5Hwr8lvCM0XiaWMNDLtSPD/f/x+s/qMIIwtNcedoVRwRxk2zAhrA+b8G/0jxe3AyjL3F87uFpEqRiT6Cxe7E2KmamRQAkEh6hM0iFnZaK5Id+q/IkQlKEuNq8vmw5WUxdn73FKx9VvzU6MA3zH1dXYkQBtLqW3aZctdyU6anJpNOo2Na3LQz/MUkkrOPNz0zIIyj0qZ20xRFSVNVdY2X79FnGBE+gtfnvM7nRz7H7rKzMHUhIyNGnvrC8Ay44QthXBR3kE5UvF8ohwUnw8EvhWEy9HLPROjoLJE8vf8zMfhlXCSUooz+wruy4Xmxmj75XnGf4+vFdVV5Itzo0n+6w9RaU1PgDiMr2CZW1A1SY75PE5EJN/5H5FiV5YgXoeoZ/oi1Vvx/hwilsOnx0/nHzH/w+ZHPifaNZr5vEplftFlzOLYGXC7QaMA/Aq56XQhO5K4T9YcihoiX6qH/inyvqKEi9yt3jahmHT4Y8reJVcRmg6ZkP0z7H8j5BkYsalHmA0BnECGQMaOEcR4/ATIvhsDYM/dvJ+k2nRbN1EoBAImkx1hr4OTW9vuD4sUYeHilEPGZ80ewtRH5+fIXcNWbkP2VMHQy5osFp58uh90fiMXIkdcxIXY0L81+ic9zPsfP4MclKZcwLGzY2fl+EslZxGvGjKIozwCLgH1A8zKdCgxYY0an0TE6cjSjI0f3/OLo4eKz92Mx+LRmyKXu5O2MuZ23kTBBfFqz/zP48kH39uonYdbjIpRNdQlJ3MMrhWratUubwthaTXzDM0VBTRADpLlzRSxJH6L5eQIoOeAWeWjGP8ojB8bP4Mf0+OlMj58udmx/u33Ng6GXC0OmmdA0mHyP+NSXwUc3u/O06orh5DYYd5vwvpQeEqGTM//Xsz7R0MtFTaOO6hqBKOA56jrxkfQpGu1O9B14Zgw6DRYpACCR9AyfELEIuf1N976UGULJsVlIpa4YCnfBwn96XqsgPDPznm7fbvy4ll9NwOSYyUyOOYUokUTSz/GmZ+ZSIENVVRk83RMSp8CEO2DzS6LWy6zHxUQ0Z7UYsMpzhLcleqRYgW+oEAnVtQUQlCjCzUwBoi1Vha2vt7/Hic3CkxM7BvI2in22OhFCtvAF+Op/xHZwMoz5KXz9WyH7OOU+USVe0r8IGwRXvtrkxU0AACAASURBVA6f3y0MlIAYuOJVz4T+tqTOhFE3wM4l4jkaeoUIcTj4lVhBDM8QYWbNuTNlh92GTDON1eKZHDRHyI2GpEB1gdtgHnq5kHOW9Eu6KpopPTMSSQ9pLncQNRzqS8SYGTPKU9EUhFfdWucukukXCZf8TSw0Zi8XhYhDB4l2dIaO7yWRDHC8acwcBfSANGZ6gn8kzH4CxtwoFEzeuxq0Rpj3DHz6c7ccY9QIuPQF2LEENr3ovn7W4zDpbjEwKooQEGhLcCIkT4Ptb4lV+2Y0Gsi6Wnh3LNViVbyxFhIni1Alc+AZ/OKSM4ZGC4MvhugRUF/e5JWJ7vqawBiY/ydRZE1FhBYuu0V4W5rbvPZDSLtAbOt9hNJOWxlRZ6PImQGR73Xla5C+XrQZkixDFvsxneXMGHQarNKYkUh6Tm2hUClrzm2d87QYW9uqPhr94cYvhacmIBaMgfDxrSKkF8S7f9HbIixXIjkH8aYx04BQM/uGVgaNqqr3evEeAxOdUUz81j4nYmPnPArfPy28NvHjxarM3mXC3Wy3gMHPHbrz7R9g0DzhtQERvrP3Q3cit8EXhi+C/E2ehkzcBJHnoChiBb0Z/6iz850lZ56gBPHpLnqTeCYADnzhNmRAGNWrnhArgM5G8XIdd6un0EDcOE8hgvLDkL9F1CWS9HusneTMGKU0s0TSMVX54l0cGNu+Lpu1Dr75nadIj61ejKvlORA5RCxGleeAMUBsRzYVqT60wm3IgPB8f/VLiB0v8hslknMMbxoznzd9JD8Gl62pvgvgFw4jrhYSy2ufE8pnE+4QA9bR1TDjYfjhebGq43J41hiJHQO3fA0nNoGiFcZQ1HAITYWwDFEHJChBTDyl4SLpDEuF57ZvmKiH9NYlUHlMhEOMvx1m/07UQPIJgbpS9zPcTEObdiT9lkaHq8MwM4NUM5NIPLHWizpcXz8qwsCGXg4zH/VcOLQ3iGLVrXFZRUjvic2w5ll3qQZLG7Ge1nXqmqktau/RkUjOEbxmzKiq+qaiKGYgQVXVbG+1e86g9xEDXuEuUQSxKk8oPoGYEK5+UriR60rEas6U+0VRzPDBLQpVgPC0RGeJT2tMAZA6Q3wkklMREOspDjH6p/Dt79yqOgU7xPOXfB7s+xTs9SLme8p9nu1IWeUBg9XuRN+hZ0ZDo/TMSCRuCnfA53e5t/cuEzkuc59qKV6Mb7iQX177rPs8rQE2/1ssOoIo1fDFfXD9p57th6WLGl1qq0WEoZedOpxYIhmgeFPN7BLgWcAAJCuKMhL4naqqC7pxrRbYCpxUVfXcC/rMXQ/H14FPuJBS1mjh0Fftz6s8LvJjbHVikjn3GTHh3PSyyHMp3itWbFJnQOxYmQx4LlF6SEgp1+RD8nQIThLeueI9QswhYaJnXSK7RYSRHVktvC4pM8HRAEe+E96+mNEw+w+w8V8iTtsntL08aGUuTLxL5HGFDYbzfiEEJrQG4U0cf1t7hTRJv6XR0XnOTKNDGjMSSQvF+9rv2/shTHvQbXAoCoy8ToyRO5aIMTNimAgdb43LAVUnPPdFDodr3oevfgU1J4Rgy/Rfi5B1ieQcxJthZo8D44HvAFRV3akoSkpXF7TiPuAAEODF/vQPjq2F9xa5J4ohqXDJ34VKSekBz3PtDWIVJ2YUzHkKPrtLaMzPeAQ+vFG4swHW/kkka6fPPrvfRdI7lB+BtxYKhTuAdX+B2b8XIYrNz8SEO2D24yJpH+DIt/D+te425jwF3zzuzrXS6MQqYvpsMIcIY6YterOoE3PvLvES/fQOYfhMuksU0dzwT7jouTP1rSVnGau98zAzq92FqqoobauQSyTnIubg9vtC08Do57mv9IAIJ28eM4t2iWvbLgL5tGlPqxOqkTGjxbzAP0oaMpJzmlOUqu8RdlVV2wZynjKQWlGUOOAi4BUv9qVvUXlcrFiX57QvZpizynPFu+IIrPuzqDOjbeVZiR8P1U2rMwU7hPJZxREhBmCtcU9aQdzj+2dEgqFk4FO4023INLPpRRjSyim6+SVh9ABYqjxX/4KTxUvU0UqI0OUQHsNmOWZTkMiZac3Eu4TRE5woXqbnPwQVR4UxtfVVER8eNw5J/8fpUnG6VHSa9saKRlHQy7wZicSNKUiUU2hGZxLjp7UOCnaKd3hNkRiHi/e5x8ytr8KMR4XXppnMi0UIb/kRMY9orgMHIr82OFEaMpJzHm96ZvYpinItoFUUJR24F/ihG9f9FfgV4N/ZCYqi3A7cDpCQ0AN1pr7AkW9FcUFLpVAWW/A8DF7gjpttnbzfjKUSDP7wkzehoUq4kStzhbRyM80TT62+vTwuCONGlaEfZ5o+8Ww6OlBDt9WJPKxmVJdbNaetaITe3D6EDETI4p4PRcHVkFRhrISkgsMi2t7/uXiWm0mYCLethtKD4lmPHNZ1bRvJGcPbz6XF7sSk13TqeTE11ZoxG7SnfS/JwKZPjJlnmpqTIm81c74YbzU6ke/65YOQ3RRCPusJsRDZmroSMTbP/K3IQ9QaxWJVXRF8eIMYp01Bom5Y+qyz/70kkj6KNz0z9wBDEbLM7wE1wP1dXaAoysVAiaqq27o6T1XVl1VVHauq6tjw8HBv9ffMU3VC1Opodhnb6uGT24VkbTNpHQxIGXNF8uB710BoChz/QVRTb8Y3XCiSGXxF24HxIhmwNZPuEUU4JWeUPvFsRg5tvzI34moRqthM0nnCU+J0CpnPkde5j5Ue6NiDknK+kFYG4QXc+Y7Iy1nzrBChMAZ4ik+ASPgfehmkXygNmV7E28+lKJjZuaEi5Zkl3aVPjJlnmugsMV6u/qOou7XhXyLS4tB/xVgbNw5y10LWdZ7XaXQih/GbJ8Q4u/pJ8f7X+7oXnBqrxLyitYdGIjnH8aaaWQPwSNOnu0wBFiiKMh8wAQGKorytqupib/WrV6ktai9N67RD9Um3ylPCFLjqTZFfYG8QxTPLc9wSi2WHRI5MUKIQCQgfLFbALZVww+ew/m9w9Du4/N+w7Q1oKBfhPxnzzuY3lfQmUSPEs7D2z0I2eewtkDhJJPnnrYfMS2D4lbDrPdj7kagxFJ0FU5tWCX1ChYF82Yuw+VVw2WHMTbBnqVhVbObERpj/nBAZyLwERt8gVPIkAx6LrePk/2aMeg0WmzRmJBJAhJjd+Dms+bMYL2c8ItRJZ/9OlFdQEePn4a89x+HBFwtjZtI9cGi5mCeMuxWW3erZfmOVKM0QnNgrX08i6WuctjGjKMoXiD/NDulKzUxV1YeBh5vamQ78z4AxZEAMSsYAT1eyRutZ36XsIHx8OyRPFfGvq56Aab8QqzhOG/hFiVVwg68waiqOwcpH4fbvxPYVr4gwM1OgiK112UVBQ8m5g6IIA3fRErA3grnJI3fxX0S4mdYIy38pFHNA1DAIiIWR10DYIBFO9tldcPW7cONnIucq5xs4vt7zPtGjRNLp4EvEc63xpmNX0pexdqJk1oxRJ40ZiaQFjUYUvb56jHiPmwLEz2WtCgjbG0Sy/8H/QNI0MQ6veESUYJjzBxh/K5jDoDqvvSCAwQ98ZXFMiaQZb3hmnj31KecoIclw6Quw7GaR16DRwvw/iwlkM4f+C1mLxORSdYlQoJyvxeAGEDEELn0Rll4vinApGqE8FZ4pjuuM7hAjvQnh4JKck7R+FkDkZZmDRA7LsbUw/WFh7OpMIpdLZ4YDTXVuRywSyjgGX7EdkwVZ1whvDgjPzcxHPeWdJecMjZ0omTUjw8wkkjY0lEPxAbGgFJYuIihak7cBLntJ1JZrPQ7HjhW/ByeJn/p0uPhv8J/7hKdcZ4RL/9U+xFciOYc5bWNGVdXvvdERVVW/o0nWeUCRMR9+tk4kBPpFCnnG1vVfIobC+r+4k/v9o8SkM3o0BMWJyuqBsfCztULNzDcMQgeBXqqXSLqJooNxNwsPX3PY2KjrIXYM3PiFSOYPG+QZMhacJOSdRywSnsWwQbIA5jmMxe7E2GXOjEYaMxJJMzWF8OUD7rxFU6CQqd/5jmehyyPfwy1fi5zEjsZhECI/WYsgbjTUFotcxNA0T8UzieQcx5tqZpKO0GggfJD4dERDmSh22UxtkShmOHihW1teUSAsTXwkkp6iNYjcqtb5LzuWCEMleVrn1/mFg9+Mrtt22qG+HEz+bq+OZMAhBAA698wYdBosNkenxyWSc4qT2zwFWBqrYdtbkDpTlGMAEWUx+jqxWBkY63m90wH1Ze5xVasXURoRQ87ed5BI+hHSmOltyg6135e/FVY9BinTIX0OGOUkUXIaWKtFyENbWtcm+jGU58APz8OBzyByBFzwvxA39vTalPRJLDYnBm3nK8HSMyORtKI6v/2+ot1w3UcQlAS4YPhPOh4vy48IQaD9n0DEMLjgtxAv63VJJF0hM3h7m45WxhMni7yZj26C/M1nv0+SgYV/tGeeFohVweDTiLlurIUvfwnbXheKfce+gyWXQdmR0+qqpG9isTsx6jsPMxOeGVk0UyIBIDyj/b7BFwuVs4ufE+IsiZOEx6U1tnpY8RtRPLOhAnLXwJJLoexw+/YkEkkLvapmNqBQVSjaCyX7RIJe9MjuJeglToHJ98LGf4kwoLRZIkFbb4YLHoOiPWKAi8kS9WQk5x4ul1jVKzkABh/xbPVEktM3TCSaLrsFKo6KomuX/K39C7fsMBTuBlyi4GVXOTLVJ+Dot577rDXC0xiW2v2+SfoFjXYnem3XYWYNMsxMIhHEjBEele+fEeI/CZOF3LJO3/V1VSeEKFBrbHVQmi1EBCQSSYdINTNvkbcRlix0V2MPTIDrPz71AOQXIar9jrxOqJvs/wy2vgYzfgNf/9adLBg9Ukg2BkmD5pzj+Drh9WjOeQlNh+uWCuW77hI7Gm5eCbUFwphpawwV7YU3L3ZLgBr94cb/QMzIjtvTGYXR7Wj03C9DIgckFpsTfRdhZgatlGaWSFqoyoVj62DS3ULFtOSgCMuNyOz6Op1R5Mg0F8hsxuh3xroqkQwE+oyaWb/GboG1z7oNGRDa8Lnru7eaotOLQa6xCpb/SlRQ3/qap+pJ4U7xkcbMuYW1Fr75vWfyfvlhOLGlZ8YMNCX0d1Jxe9+nnrUMrLVCYa8zYyY4GWb+L6xsVSM3ZaZUPBugNDpcGLr0zGipl54ZiURQsF14rlt7ryuOCtnlgKjOrwtOEh6d5Q+59yWfLxP/JZJT4DUBAEVR0oGngCG0KnaiqmoPZ1z9EIdVVF5vS00HSYBdET8BblkJdaVu3fnWNFb/uP5J+i92izCM21Jf6t37lOe031eWLULcOiqOqdGICtZRw6BonzCy48aKejSSAYfF1rWamSyaKZG0oqGi/b7aAhEy1hWKAlnXijpyxfsgIE6Mq7K+l0TSJd4UAHgdeAFwADOAt4C3vdh+38UcBGNuEr8HxIraMOAufNldFAViRgn5xpGL2x/rKKlQMrDxDYfRN7bfHzvau/cZfkX7faNu6NiQacYUIBT3Jt8FQxaI+geSAUmDzYmhqzozeg310piRSARRw8RPc7A713XoFe5CmF3RPK5OuguGLmwv2yyRSNrhTWlms6qq3yiKoqiqehx4XFGUbcBvvXiPvoWqCnfyoa8hcghc9jIcWyPiW1Nnuiv59hStDibfLdrfuUSoUc19GqKyvNt/Sd9HUUSBS1sDbH0FfELhwieF0dsVVXniWSzcBQmTIDpLrPTlrhUhCynTPQUqEqfC/Gfhu6fA5YRp/wNpF5zJbybpR1hsji7DzEw6LQ02y1nskUTSh4mfBNd+KMbghjKhUBo9WrzbJRKJ1/HmX5ZVURQNcFhRlLuBk8DAzlo7uQ1enweoQnls5aPuYzvfgZuWQ9TwH9d2cBLMexqmPgB6k1CkkpybBMXD7Cdg4s9FAcxThRzUl8End8LxtWJ788vC01eWDflbxL7okXDtB+DfFL/tEwzjb4PMiwFVelkkHjTYnYT5dv66MOo1NEjPjEQiKDsIn/7cXd9r13uw4B8QPax3+yWRDFC8GWZ2H+AD3AuMARYDN3ix/b7HnmXgtEHKDNj3secxay0cW3t67Wv1EBQnDRmJUMQJjOte7HRpttuQaWbXO5A6w71duBNK9re/NiBaGjKSdlhsToz6U3lmpDEjkQBwcnv7QsXr/iKklyUSidfxpjGTpKpqnaqq+aqq3qSq6hVAghfb73tYa8RPvVkkarelrbyiRHI2cNrb71NVQDn1eRJJB1jsUgBAIuk2Tlv7ffYGOeZKJGcIbxozD3dz38BhxFXi55HVMPgSz2OKBlLOP/t9kkjC0iGoTR2ZxKmiAGszvuFSUELSbSw2Z5c5M0a9VhbNlEiaic4SIcGtGXsLhA58cVeJpDc47ZwZRVHmAfOBWEVR/t7qUABC2WzgEj9BJPmt/ys01sDFf4Ftb4ok7Sn3Q4yXFackku4QGAvXvA9bX4XcdcLQHrwADq0QtQ7ixsGEn3VPWUciQRgzJn3namYmncyZkUhaSJwKV78HG1+A+mLIuhoGze/tXkkkAxZvCAAUAFuBBcC2VvtrgQe80H7fRW+GQRdC8nmAKrZHLAKNTlTylUh6i8ghMO//RGiDwU+ookWPECICOrNU1ZH0iFOGmem1MsxMImlGo4H0WZAwGRwW8A3t7R5JJAOa057RqKq6C9ilKMq7Te0lqKqa3d3rFUUxAWsAY9P1H6mq+tjp9uusoje5fzf4ivyEkgNQcQRMwWJiaQ7uvf5Jzk00WjD6e+5rvV2WA2WHwWAWcs2yMJukExrtToxdSTPrNVjs0piRSDww+ohPM9X5UHIQUEVhzKD4XuuaRDKQ8Oby7FzgWcAAJCuKMhL4naqqC05xnRWYqapqnaIoemCdoijLVVXd6MW+nV2OfQ/v/gQcVrE94mqY86RUJZP0HfK3wpLL3CIWyefDpf8SimkSSRssdifGLsLMDFoNNocLp0tFq1E6PU8iOWcpPSTmBZXHxHZQIly7FCIye7dfEskAwJsCAI8D44EqAFVVdwLJXV3QdJ6qqmpd06a+6aN6sV9nl/oy+OJ+tyEDsPt9KNzde32SSFpja4DVf3QbMiAM8PytvdcnSZ/GYndi7CLMTFEUTHot9VIEQCLpmP2fuQ0ZgKrjsHdZ7/VHIhlAeNOYsauqWt1mX7eMEkVRtIqi7ARKgK9VVd3U5vjtiqJsVRRla2lpqZe6e4aw1noOWM3U9/F+S34U/erZbMZaC0UdGNdVx89+XyRnBG8/l412V5fGDIDZIPNmJKemX46Z3uDE5g729d8AFImkL+FNY2afoijXAlpFUdIVRfkH8EN3LlRV1amq6kggDhivKMqwNsdfVlV1rKqqY8PDw73Y5TOAXwSkzGy/P0RKMg5E+tWz2YxPKAy5tP3+qBFnvy+SM4I3n0ubwwWAroucGQCzXiqaSU5NvxwzvcGQhe33Dbvi7PdDIhmAeNOYuQcYisiBeReoBu7vSQOqqlYBqxH5N/0Tgy/M/SPEjhXbxgC49AWIGtb1dRLJ2UKrg4l3QNpssa03w+zfQ8yY3u2XpE/SYHNg7iJfphmTXku9VYaZSSQdknYBjP+ZEGZRNKLuTPrs3u6VRDIg8EadGRPwcyAN2ANMUlW12280RVHCESFqVYqimIHZwDOn269eJWIwLP4YavKFcSPreUj6GqGpcNUbUJUnZMSDk4WcqETShgabE5P+1M+GSa+VnhmJpDMCouHCP8C4WwFVzAtkCQeJxCt4Q83sTcAOrAXmAYPpmUcmGnhTURQtwlO0VFXV/3ihX72LOVB8JJK+itFPyIZLJF3QcIqCmc2YdFIAQCLpEp0Bwgf1di8kkgGHN4yZIaqqDgdQFOVVoIMst85RVXU3MMoL/ZBIJBKJl7F005gx6jUDP8xMVUUBWolEIpH0GbwRV2Jv/qUn4WUSiUQi6fvU2xyYTqFkBsKYabAO0DCzkgPw6oXwu1B44yKoLertHkkkEomkCW8YM1mKotQ0fWqBEc2/K4pSc8qrJRKJRNJnsdi6LpjZjHGghpnlbYLX50P8eLj2AwiMhyWXg8PW2z2TSCQSCV4wZlRV1aqqGtD08VdVVdfq9wBvdFIikUgkvUO9zXHKGjMARt0ADDMrOQjvXwNT7oP0OaAzQda1It9s04u93TuJRCKR4F1pZolEIpEMMOqtju4JAOi11DYOIGOmvhzevQpG3wixrWTLFQVGXQ/r/wZ2S+/1TyKRSCSANGYkEolE0gX1Vme3PDNmvZa6geKZcTpg6Q0QNx5SOyiCHJwEoSmw75Oz3jWJRCKReCKNGYlEIpF0Sr21e2FmpoFkzKx6HBwW4YHpjNRZsO3Ns9YliUQikXSMNGYkEolE0im1Vke3BADMeu3AyJk5tAL2LIWpD4pq7Z0RNw5KD0BNwdnrm0QikUjaIY0ZiUQikXRKvdWBuVs5M5r+nzNTXw6f3Q1THgDTKYoea/UiDO1A/6/xLJFIJP0ZacxIJBKJpFNqG7snADAgPDMrfgOJUyBqWPfOjxsHBz4/s32SSCQSSZdIY0YikUgknVLXTc+M2dDPc2ZOboecVTDymu5fEzMSTm4Da+2Z65dEIpFIukTX2x2QSCQSSd+lzurAx9Bdz4zzLPToDLHqcci6GvQ+3b9G7wMRg+HYWsic3+lpZZYyVh1fxcGKg5Rbyqmx1VDZWEmltZJGRyN+Bj/GRo7l1uG3khGScfrfRSKRSM4hpDEjkUgkkk6pa3Rg7o4xY9BSb+unnpmT26H0IEy5v+fXRmdBztedGjPvHXiPf+z8B1nhWSQGJDIkdAg+eh/89H4EGgMxao3U2mrZXrKdW1bcwgNjHuCKQVec5heSSCSScwdpzEgkEomkU+p6UDSz0e7E6VLRapSz0DMv8sM/YPAlIqm/p0Rlwfq/dnjo7f1vs2T/Eh6Z8AgRPhGdNmHSmZiTNIeR4SN5bttz+Op9mZs8t+d9kUgkknMQmTMjkUgkkk6pbbTj2w3PjEZRMOn7oXemrkR4VtJm/bjrQ5LBUgHVJz12Hyg/wIu7XuS+0fd1aci0JtI3krtH3s0fNv6B4zXHf1x/JBKJ5BxDGjMSiUQi6ZR6qxMfQ/ec+D4Gbf+TZ975LiRMBoPfj7te0QjvTO7all2qqvL7jb/nsvTLCPcJ71FzCQEJzEuex2/X/xZVVX9cnyQSieQcQhozEolEIumQRrsTFRW9tnthY74GHbWN9jPcKy+iqrD9LUi74PTaiRwCR79r2VxfsJ4qaxVTY6f+qOZmJc6iorGCFbkrTq9fEolEcg7Q68aMoijxiqKsVhRlv6Io+xRFua+3+ySRSCQSUWPGz6hDUbpnzPQ7z0zBDnBYIXzw6bUTOVwomjXxyp5XmJs0F43y416xGkXDVYOu4i/b/oLd1Y+MQ4lEIukFet2YARzAL1RVHQJMBO5SFGVIL/dJIpFIznmqLXZ8jd3XifEx6qix9KPJ9+6lkHwedNNY65SgBLDVQdUJcipzOFp1lHFR406rycGhgwkxhfB5jizKKZFIJF3R62pmqqoWAoVNv9cqinIAiAX292rHumB/QTUr9xdTUGVh3rBoxiWF4Gdy/1NWNtjYdLSCr/cXkRbhz6zBEaRH+vdijyWS/kFpbSMbjpTz7cESRsQFMSMzguQw3x61cby8njWHStl2vJLzBoUzOTWUqEDzGerxwKbHxkx/8sy4nLBvGcx64vTbUhSIGgHH1/ORNZcpsVPQaU7/9Xpx6sW8vPtlFqYt9Ep7A42yWisbj5bzzcEShsYEMCMzgtTw9rlPh4tr+eZgCdlFtVw4NJKJyaEE+xp6occSieRM0KdGR0VRkoBRwKY2+28HbgdISEg46/1qzaHiWq7+90ZqLOKFvXRrPn9dNJJLR8W2nPPR1nye/OpAy/abG47xwe2TSAzt2aRM0vfpS89mf8fucPHymqP8e+0xAD7dWcAHW/J48+bx3TZGyuqs3P/+TnacqGppY9HYeB5fMARzN5PYBwLeei5rLHZ8e/Dv5qPXUt1fPDN5G8EYAIHx3mkvYjCuo9/zlXUfvxr3K680OSh4EAHGAFbkruCilIu80mZv461n0+lSeWtDLn//NgeAT3ac5O2Nx3nntgnEBrkLn+aV13PDa5sprG5sOe/heZncfl5Kt8MnJRJJ36YvhJkBoCiKH7AMuF9V1ZrWx1RVfVlV1bGqqo4ND++ZMoy32XWiqsWQaea5r7OpqLcBUFBl4a+rDnkcL6q2sr/Q4ytJBgh96dns7+RVNPDa+lyPfdnFdWQX13W7jcPFdS2GTDNLt53geHmDN7rYb/DWc1nZYMPPeGpZ5mbMBm3/CTPb+xEkTvZee5HDsB39llBzKJG+kV5rdk7SHF7d8+qAUTbz1rN5oqKBF78/6rEvt7yB7KJaj30HCmtbDJlm/v7NYU5WWX70vSUSSd+iTxgziqLoEYbMO6qqftzb/ekKh6v9C8XuUFteNC5V7fAcVwf7JBKJG5eq4upgwuZyuXrQRvtzVRWcA2QieLapbOhZmJmvUUdVfzBmXE7Y/zkk/ji1sQ4JTkRtqGB6YKb32gSGhw3H4rSwqWjTqU8+h3Cpaod/184279qOznG4VOSQIJEMHHrdmFGEn/dV4ICqqn/u7f6cihFxgRh1nv9sd81IJdTPCEBMoJnbpiV7HA8w68iMCmjXVoPVQXmdtcv71Vvt2BzO0+y1RNJ3cbpUahvtxAebubxVuCZAVKCxR/lmqRF+pLTJsZk1OIKkEF9qG+04nN03jCRQUW/Fr4fGTHl912NanyB3HfiEQECM15p04OKgQcd0p3fDGTWKhlkJs3htz2tebbe/Exds5trxniGCYX4GBkX643Kp1FrsuFwqGVH+BJg9/09unppETJAZq91JQ38r8iqRSNrRF4LIpwDXA3sURdnZtO83qqp+1Yt96pShMYG8d9tE3tqQy4lKC4snJjB9kLu6s0ajcOnIqEyJ7gAAIABJREFUWPxNepbvLSIp1IdF4xJIjfBMSlx7qJTX1h+joKqRBSNjmDs0yuOc4ppG/ru3iHc35ZEY6sPPzk9hTGLI2fqaEslZIbuohrc2HGfTsQrmDo3ihkmJxAX7sDq7hCHRAVw5Jo64YJ9TN9REVICZ534ygo+3F7Arv4ppaWHMHhLJq+uP8fmuAkbFB3HTlCSGxASewW81cCirteFv6v5rwt+o41BxP/DM7PkQEqd4tcmDFdkU+gYztjSH415tGSZFT+KTnE84WnWUlKAUL7fePzHotCyemEiEv4lVB4pJj/Rn0dg4HE4Xv//PftYcLmNmZjjXjE/g5cVj+WDrCY6V1TNnaCSzBkew8Wg5//wuhxqLnVumpjAjI5wgHykKIJH0R3rdmFFVdR3Qr7LwRicGMzI+CKeqotd6emkcThcfbM3n/c15jEwIYn9hDbe+uYVP75rSssK8JbeC25ZspdEuVon/tCKbGoudh+ZmoNFoUFWVD7ac4M9fi9yb7OJavj9Uyid3TpaTMMmAoaDKws1vbOFklYhnf74khy25FcQEmQky69l0rIJVB4r5+M4pJIR0z6ApqLJw97s70GgUkkN9Wbotn63HKwkw68kpqSOnpI7V2SU9avNcpqzeSnRQ98ccP5OOqvo+bsw4bHDgC7jIu4EA24q3ERwxmID8nac+uYfotXqmx03njX1v8Lspv/N6+/0Rq8PJq+uOsXJ/MSNiA9mRV8nX+4u5c3oqr/+QC8CR0jo251aQGenP3pPVRAeaeOG7I0QFmHjww10toWYPfLCTvywayWVtPMMSiaR/0OvGTH+hqsHGgcIayuttxAaZKaiyUGd1kB7hz+jEYAC25lZwuKSOrPgApqWPZuvxCnQaDYeKa8kuqm0xZg4W1bQYMs28vfE4V42NIy3Cn+IaK/9e45nYaHW4OFBYK40ZSZ/mcHEtOSV1mA1aBkcHYHO4yC6ubQn38DHoOFhYQ43VTpDZgM3pGbheXm9j8cQEsovrGJsUwuHiOvLK69l3shqzQcuQ6AAiAkyd3v9IaR1JYb5MTAnF6nAxPjmUr/YUMjEllK/3FwNQVmcjp7hWGjPdoLTGSlBa91er/U16KhpsZ7BHXiBnlagL4xdx6nO7iQuVHSU7uCr9SnQ5G9DXl2H3DfNa+wAz4mfw6PpHuX/M/YSYpJf+ZKWFILOOvy0aSV5FA8G+Bgxahb0FnmI7u05Us3hCAjHBPjicLqakhXGouLZdzsxbG44xPDaAI6X16DQKmdH+HqpoEomk7yKNmW5Q1WDjqeUH+GBLPosnJrI7v4rd+dUAmPQaXlo8Bp1G4edvb8elqjwwexD3v7+rRQhgWnoYQWZ9S3ttvTkAPgYdOo1wUOm0CmaDllqrZyyvQdfrKU4SSadsP17Jda9swmIXOV5PLBjCv9ccJb/J8xLuZ+QXFw7i1x/vAcCo0/DreZk89dVBbE4X4f5GLh0Zy73v70RVQaPAc1dlcdtb21raHJ0QxD+uGUVsJ6FnvgYtsUE+PLfSrSh4z8y0dqFSevm31C3K6qwE+ehPfWITASYdlX3dmNmxRBTK9CK51ccwaPSEmkNpCE3F/+QuKgZd4NV7BBgDGBs1lvcOvMddo+7yatv9ER+DwqDIAG56YwvNOf/zh0dx0+Qk/v5NTst5F4+IZsW+YlYdKAFAq1F4+vLh+Bl11LV6xy4al8CVL26gqkF4FlPCfHnlxrGkdFC3RiKR9C3kG/0U1Dc62J1fzQdb8lEUCPc3thgyAElhvmg1Cm/8cJxaq4OLRsTwxg+5Hopmaw+XUWdzUFLTSLXFzpDoAC4dFcNVY+L4+fkpDI0J4K6ZqSSFiUEzzM/IQ/M8FXEiA4wMi2kvIiCR9AXqbQ6eXZndYnSE+xk5UlpPgFnPn64cwZ9/MoK4YBPbjle2eESsDhdLt5xg1hCxQr4gK4aX1x7h+gmJPH/NKP78kyze2ZTX0ibA9rwqduRVtbv/0ZI69p6sQqvA0q0nPI79e62nl3N4bCAZHYgKFFVbKKzuvlxro91BfmUD1X198v4jUVWVsjpbj4wZX6MOi82JzdFHhRbqSuHYGkjyrjGzvWQHqUGpAFhCUwjI3+bV9puZnTCb97Pfx+I4N2WFG6wO9uRXcbCwhoo6O08tP8johGDuOD+VBVkxfHOghNI6G7MGR3Dn9FSmDwpnYkoI63LKuGxULHecn8qwmAD+uuowl49yiz9kRvmz5VhFiyEDcLRMFN+VSCR9H+mZ6YK9J6t58sv9jE0SLn2DVkN9q5WcO6en4mPQ8sWuAg6VCG37iAAj+ZXtXzTHy+uparDz9sbjHCiq5bz0MGZkRPDU8oNcNDyaMQnBHuePjg/k6cuHszm3gnA/I9PSwztdjZZIept6q4NDxe76DhEBRjIi/Qj3N/LkVwdwuVRunJRETJCJE5UN5FWIui9Hy+r59bxMIvyNTEwJYWJKCO9syuOdzXnccX4queX17e7Vuj5EdYONb7NLeW5lNiU1VhaOjOH281J4uVWYZqPdRWKoDz+dnEhmVACTUkM9QtWqGmx8tvMkf1l1GJdL5a4ZaVw5Jq5FobAjDpfU8uyKbFYdKCEj0p/HFgxhQnLoaf0b9jUq6m0Y9RqMuu7XmdEoCkE+esrqrMQEda/Q6VllxxKR+G/w7li6vXg7FyTMBKA+LI3YLW8KTXAvF2WM9osmNSiVjw99zHVDrvNq232dnSeq+GjrCT7ank+gWc8fFg7jpinJbDteyb/XHiUpzJeH5mbSaHNQWW/jpTVHGZcUTIBRxy/nZPD2xjzyKxuYmRnB9IwIZmSGEx3kQ02jnfnDIvn1x3vb3TO7uLaDnkgkkr6G9Mx0QlGNhdve2sqGoxX4GbVoNQpWh4vApnAxX4OWpFBfnl15iHU55UxNE/HRe08KBaXWKAoMjg7k9//Zz96CGpwuldXZpby/5QSzh0Ty0fZ8lmw8jsUuDCWH08Vr63P59cd72Hysgvc253H9a5vYV1CNRNIXCfUVIWIgwseKayzotBqeW3mIqgY7NY0O/rE6B5tTpbiqEZNeDD2XjIhmUmoojy8YRlq4L//8NofvsktxulSW7y3i/EHti+oltZJe3p5XxYNLd5JfacHmdPHhtnxKaqwenpe4YDMZkf48vmAYV49PIDHUU7p549FyHvt8f0s/n1p+kLWHO1+RrbXYeXjZHlbsK8bpUtlfWMNPX9tCTsnAmvicrLIQ4d+5QdcZIb4GimsaT33i2cbpgM0vQ8Y8rzZb3FBCra2WaD+x0m/zi0TjsmOsKfDqfZqZnzyf1/a9hs05MD2CnbF8TyFvb8qj0e6iuMZKZYONdTmlrM4uQa/VcLS0jmf+e5CoQDPbT1Rh1GnYeLQCf7OBp746yLGyeuxOlRX7itlbUE1MkJk7pqfy0NxMhscFd5j839H4I5FI+h7SMwPYnS5251ez52Q1/kYdoxODKau1ct2EBML9jZystPDMFcPZklvJmkOl/PPaUZysspBf2cBDczNYtv0kEf5Gnr58OMfK6onwNzJrSCRPLT+Aj0HHLVOTKayyUG/zrBezv7CGC4dG8sCsdOxOlfc25TE2KYRwPyMfbssH8PDy5JTUMaqNB0ci6S1qLHZ25VdxsKiG2CAfrhoTS1qkH0dL6wn1NWB3qhi0GmxNtV20GgWH08XiyYkUVVtJCvNhTHwwq7NLyauoJybQTEgrb8iR0jrmDI1kztBIVu4vxteg44ZJiVRb7Hy4JQ+bU6XR4WyXyLtyfxG3TUshu7iWQZF+XD0ugeouCjl+savQY1urUSivt/HJ9nwqLXaGxwSK+lJ64aHIr7Kw9XilxzUWu5NjZQ2kRXS/Jk5fJ7/SQlgX3qnOCPE1UFjdyKgz0KfTYu8ykfQfmubVZncUbyctOA1NsyinolAfNoiAE1spDfS+OlZyYDLRvtF8fPhjrs682uvt90UOFdXwxS5P49Bs1KKq8Ms5GVTUCwnxsjobJ6ssPDBrEFUNNoJ9DdRbHe0KWX97sISCykYi/N0e2vnDo8ktq+e9LSfQaRTunpnG+GQptCCR9AekMQOszynj5lZJhDFBJl5aPIbc8nqebZVIfOWYWB6el8Hd7+4kvynURVHgN/MGo9MqPPLp3pbqw2F+Bp69KoutuZW8uu4Yj140uN19TXoN6RF+PPLp3pZYXb1WYcnNE4gJNHG0rMHj/IAe1HuQSM4kLpeQD3/yqwMA+Jt0PHnpMH7z8Z6Wv6OoABO3nZfCP1eLZNybpySzZONxcsvFc33hkEi+zy5lZZPKGMB1ExIYHO3PgULh5fjXd0d4/adjSY/0x2p38emOk9w6LYUnvzqA06Xy9OXD2/UtOtDEkGh/7p6ZRl55A8+tzObzuzuv9J4a7umpuXlKMks2uPsJ8NL1Y5gzNAoAH4MWH4OWhjaLEz2px9IfyC2vJ/xHeGZCfY2cqGg49YlnE6cDvnsKxt7i9aa3FG9ldORoj3314ekE5W2idNhCr98PYEHqAl7Y9QIL0xZi1vXBcD4v42/WExVooqDa7fEz67SMSQzmTyuyW/aNiAtk1uAIfvnR7pZ9iyckMDohmO157gWIMF8jJoNnYEpMkJnHLhnKLdNS0CoQF+yDRtOvqkZIJOcs53yYWa3FznMrsrn/gnT+dvVInr9mFNdPTKS01spH2056nPvRtpMUVltbDBkQYdGHi2tZvqewxZABIf+6J7+apVtPEB9spqzOygWDPaVAb5qcTE5JHXHBZu6Zmca9F6QxMSWU19Yf4+krRtB6HB0eG8iwWCnLLOk+Jyst7D1ZTckZCPnJq2jg2ZXuScTPzkvlxe+P0noBtKimEZ1GaVHpCzDpPAyEobGBHoYMwAdbTjBrcGTL9syMcIJ89KRH+DE8NpBp6aGE+xlaClNF+BvJbBVSplHgvgvSeejj3Tz/bQ6f7yrg3lnpBJh17D1Z3eEke97waI8k9wCzZz8B/vjVASqaKtsnhPjwSJvFifnDo8iIHFiqR4eLa4kO7PlEOTLASE5J3Rno0Wmw9TUwB0F0llebrbRWUVhfQFJAosf++vBB+BfsRnGcmVCw5MBkUgJTeHPfm2ek/b6Gv0nHHdNT0WtbvRQVeLOpnkwzu/OrPZL4Ad7ZnMclWdEe+34xZxCZUe0FdfQ6DclhviSE+kpDRiLpRwyspcQfgdXh4p4L0nl57VG2rjqMQath8cQETPqOk14bbI52+xRF1MfoaP9v5mcSYDKQXVzL/GHRTEsPQ0EhMsBIo91BZb2DwVEB/Ou7IzhdKucPCmdUQhBDogP45M4pHC6pxd+kZ3hsYN9MqJX0OVwulW8PlvDLj3ZR2WAnNsjM364e2SJk4Q2sDifWVopVQWY95U2T/daY9Bp+f+kw7E4XbecGTld7xSuHS2V4bCCPzB9MgFlHfLAPT351kK25lRi0Gm6ZmoSKkDd3uJzc9vZW3vjpeIqqG6mzOkgJ9yUz2o+/Xz2aohoLCSG++Bp0XPniBo6XNxBg1vHUZSO4cGhki0T64OgAlt0xmX0nq1HBQ+SjmfI6G9am2lCKonDZqFgGRfiTW15PmL9QGgz27bkXoy9zsLCWa8b3PKw1PtiHZdvzz0CPfiQ1hcIrM/t3Xk/I31a8jbSgNLSK5/vCZfClMTAG/4Kd1CSM9+o9m7ki/Qqe3PQkC1MXEu0XfeoL+jE2h4vluwt4+foxHC9vwKDT4G/UtwvdBqht9DRmVBWSQn156vLh1DU6iAkykRYxsBYeJJJznXPemPE1aVm+p5CtucIFbWtKvn/+mlEkhvpwvNUKbVywmeggMxoFjxXoqEAzl43y8QhJAxgWE8i/vsthf6E7MTjcz8iLi0dzxYsb0GsVfnvJ0Jb8GIDvD5UyLCYAP5OerPggsuKDztA3lwxUjpTWcec721tyVU5WWbjr3e18dvcUogK8YxDHBflwXnoYaw6XAbD5WDmXjYrlxe/dKmKKAmnhfsxuCs9afbAErUZp8WBabC5CfQ0eCwFDYwL4YlcBX+wuZN6wSEx6ncff5gvfH+WvV49skWt2OkXuzlVj4z36F+kv1KrK66xc9eIPLX/HNRYH97y3nS/vncbgaPfKbGq4H6lN9SR2n6jy6CfA9ZMSiGylgOZj0DEuOYRxAzSm3upwcqy8nvgfUVg0OdyXI6X11Dba8Td1X9b5jOBywse3Q8Z8CE7yevObCjeSFd6xt6c+IpPg3A1nzJgJ9wlnVsIsHvvhMV6a/RKKlw21vkSIr5HMmEBuemNry74v75nKjIxwVme7xTp8DNp2oZEpYb74GrQ83FTfCmBCcgiv/nQsfsZefj4lEolXOOfDzIqqGlsmZK3ZcaKK6ycmMiMjgmAfPTMzI3j8kiG8uuYof/7JSAZH+xPub+Rn56UwPDaQ0lort0xNJjLASFqEH7+em8nh0lpumZrMgqwYgn30zB4cwRs3jyO3KdQlNsjMttyKdvdedaDEY3W4uMbCh9tOcMfb23h5zVGOlvaxEA5Jn+Jkk7JXa4prrBRVt/ec/Fh8TTqeWDiU6yYkEOyjZ0hMABa7kxsnJxHubyQj0p+H5w2mpNYd4lZS28hv5mcyNCaAMD8DdoeL3y0cyszMcIJ99Fw5JpbfLxyKQach2EfPRcNjOlQVO1Jcx8j4IOKCzTx9+XCmpnWuOFRSa22Xe+ZSYV9BNfe9v4Nnlh9k70lPlcChsYG8edN4RsQGEuZn4N6ZaVw/MemcCjvZk19NXLBPpx7qrjDqtIxKCOJfq4+cgZ71kFWPg7UGhl/l9abLLeUU1BWSHJjc4fG6yKEE5a4H9czV3JmbPJeShhKW7F9yxu7RV1g4MpaH5maI0NIoP6osNq4YHceVY+II8TUwNimYvywaidmg4fxB4S3v7Z+Miye3wlPifdOxCspqzy01OIlkIHPOe2ZCfA1kRPnzw5Fyj/0BJh1//OoAI+ODeWHxGD7feZJb3xKF0DYfr+T+C9I5b1AY6ZEBVNRZ+XRHPptyK5mREUGDzcFfvznEYxcPYXpGBJdkxVDVYCfArMek11JaKyaVJbVWogJN7fo0Nim4ZRJhdTh5/tsclmzMA2D53iKWbTvBW7dM8Fgplkia6ag+iq9BS3APih92h+QwP55YMJT7LkjHoNPw4Ac7OVBUywWZEVRb7Dy3Mpu/LhrZcr5Zr+XRT/cyMzOCEXGBrDpYzI68Sl6+YQyKohDsY0Cv0zA0JoCCqkZ8DFoyIwNYV+e52BAf6sPrU8ehohJyitCuQLOeEF8DFW3CQAuqGvlsp1BHemtDLh/dMbnFU6PVKExNDyMrfgKNdidhfsYBverdEWsOlZIZ9eOV2RZPTOTJLw+QGe3PwpHeV/TqFpv/DXs/hnnPgKbnRtmp2FC4gYyQjHYhZs3Y/CNxaQ34lhykPnKI1+8PoNPouH3E7Ty1+SmSA5OZFjftjNynLxAZYOKO6WlcNSYevU5DfmU9Dy7dxYjYQH55YQZ5FfXc9c427p81iAabg/nDo9lfUMNfvj7Es1d5es+Sw3wGnGCHRHIuc057ZsrqrBwsquXO6akt9WNAuKALqhtxqTAyPpDkUF8Pd3Sj3UlyuC/pkWLyY9RrmZIWhsulsnTrCf6zu5CMSH8CffSE+hkx6LREBJhaDJRhMYEszIqhwebE4VIZ0ircJSrQyPUTE9E2rQLnlTfwzqY8j35nF9d5FCiUSFqTHunLQ3MzWra1GoWnLh/err6KN9BpNUQEmAjyMXD/7EE02Jy8v+UEy/cWMTEllJEJ7jBJX6OOKalhrNhXzHubT1DVYOfKsXEoikJEgAm9TgxHRr2O5HA/IgPN3DXT829zYkoIo+KDCPY1nNKQAaFQ9MwVI1pECACuHR/P+hy3gVRvc7Ijr7Ldtf4mPeH+pnPOkAH4+kAxo04jxDXYx8DNU5L426rDqG21s88GO9+F7/8PZj0OJu8Lp6iorD25jqGhXRsptdEjCDm82uv3b024Tzh3jryTh9c9zDd535zRe/U2BVUWDhXXcqSkDg0Kj1w0hO8PlfHwJ3t44fujLBqXQGSAka3/z959x7dV3/sffx1tybIkW97bsWNn7z1ISMJoy26ZhdKWwi8tvcxyyy47bAgbesu9LaXjtoX20lIolA0JWYQQEmd4x/G2ZVnWls7vD8UnUeSVxFvf5+PhR+yvzzn6Kj4aH53v9/2tbufVz2vYfsDBzd+YRJ3j8NVZvUbF/edO73NRXEEQxpa4/WiisqWLa373BV8d7CDdoufR78zA5QtiNmjIshpocPq4cF4OJemJmA1arlk9kW9Mz6DV5SPPnkBx6uEJhLIs88cttXx7bg5GrRqVBNVtbqpaeo4nTUnUR4boLMqj0xvk/Lk5tLr8+ENhJqaZyU46PE49LENPbwXC4RF4gyCMCQathu8vKWBpcQpNTi/ZSaZhmfDaPUE/GJZRq1SYtCrURxQCTk8AvVbF9aeUEAqHCYXhvz6uUCKPe7K4KIXfXbmQfY0uTDo1kzMtxzyPY9WkNP5xzXJq27qwGLX896dVfF4ZPbwzNHQjgcac6tYu6ju8lPaQ9nQsJmdacHoDVLR0KfORhsXOv8C/7oBT7oXE3s+tE7GnbQ8yMlnmvq86dWbPInfjS9QuWTskV4e6FduKuWb2Ndy38T42HtzINXOuIVE3ftY8Athd7+SKX2/moCMydPXly+fxf9tq+eXlc6l3eEky6aht7yI10cCrP1pIvcNLts3AjBwrIRnm5SfT4QmQbzcN7/koCMKQi9ti5s2v6vnqYGSsfKPTx5WvbOWOM6Zw7pwcAKYeeo0KhWUcbj9mvabXBSvNBi1XLJvAf/z+C6VNq5b489olvd6+zaRjQaG9337mJRs5Z1YWr39xeMGw3CQjJenj64VKGFxGnYYZOcMXHuELhHjy3/t4a2dDVHt+SgKnTom8oZySZeH2v+7k7a8PxzHfccZk0voZLjk1y8rUrOhP17vnlCXo+38KU6skSjMSKT00bKqyuYt/HtFPvUbF7DwRtNHt7zsOsrAgWbk6fLwkSWJatpUN5a3D9+Zx9xvw5k2w5m6w5fa//XF6t+ZdZqbMoL//Ib85jYDBivXAVjqGKAigW6G1kDsX3clf9v2Fb772TS6edDEXT7qYJMPYX2jZFwzx3Pv7lUIG4K/b60hONHD5y5uVtlSznl//cAFTsmIL8cFMcxQEYXQZ8WJGkqSXgTOAJlmWpw3HbcqyzEd7YycWf7a/hSuWHZ7Mua+pk99uqOaDvc2cNDGF7y0uYGIvRcTJpam8eNlcXtlQjd2s47JF+UwfhHVhjDoNPzt1EjNybPx9Rz0LC5M5Z3Y2mSKmWRhFOrwBNlfGhllUNh+eeFuaYeH3Vy3iD5tqKW92cfGCPE4qSTmm23H7g3yyr4XnPignEArz45VFrCxJw3wM499Pn5ZJgkHD7z6vIdtm5JKFeWINpyO88WU958/NGZRjTUxLZFNlG5cuyu9/4xO191/wf9fA6juHJLmsW7Onmd2tZVw146oBbe/MmUfq128MeTEDYNaZuXzq5dR31fOvqn/xzde+yZlFZ3LVjKtIMR7bY2006fQG2XRUWM7/fVnPH65cSL49gffKmihJN3P2rOweCxlBEMa3ES9mgP8BngF+M1w3KEkSp05JjxlqcvKkw4tatrp8XPO7L9jdEJmb8kprDRsr2/jdjxb1uCq22aDltKkZnDI5fdBTj7KTjPxgaSHfW1xwwp+WCsJQsBm1rChN5bVt0QvNTjxqIckZOTZm5NgIheXjOpe3VLVz1StblZ9/+rsv+OX35nLKlIEPJ7KatJwxI4tvTMsUj6ej1La5aejw9rig4PEoTjPz9tcN/W94osrfh9evgpNvA3vxkN7UPyr+wcy0mejVugFt78yZzYR/v4WusxF/Ynr/OwyCzIRMLp96OWcXn81blW9x9l/P5upZV3PRpItQSWNvqqzVqGVlSRp/3FKrtM3LT+L3m2p5f08TU7OsfLq/lX98Vc/ffrKUQjGMTBDiyog/q8my/BEQ+5HuEDt1ajqrjiheTp+azsrSwxGvlS1dSiHTbV+ji8qW6IjHow1lfKt44yWMVjqNmrUripicGblyqZLgyuWFzOplEvnxnsuvf1EX0/bbjdXHNYdMPJ5ivVfWxOw826A9j+XYjDR3+ug4alX2QVX+Pvz5B7Di55A6aehuB2hwN7KlcQvz0+cNeJ+wxkBHzlzSd/xlCHvWM5vexkWTLuLn83/On/f+mbXvrMXhdQx7P06UVq3iR8sLmXroqoskRRLz/m/HQZzeIBsqWqlpc+P0BNnbKJYuEIR4MxquzPRLkqSrgKsA8vLyBuWYuckJrL9oFlUtXUiSRKE9gYQjhqroND3Xefpe2oX4NBTn5lhVkp7Iqz9aSHWrG6NWTWFqAnrN4E567ileOsmki6s1YAbieM/Lf+1qYH7+4M0tUKkkJqQmsKPOwfKJva8HdNz2/BP++uNIIZM+tKOUZWR+t/t3zEufj1FzbMN82yecRMFHT1I/52KCxuGfw5JpzuSm+Tfx2r7XuOgfF/Hc6ueYYJsw7P2A4z83J6Yn8soVC6lp60KvUaPXqNBrVHgD0ekdeq14jRaEeDMmHvWyLL8ky/I8WZbnpaYO3gtiokHL9Bwb07KtUYUMQFGKmfNmRyfVnDUziwmpgx9vK4xdQ3VujlXJCXpm5yUxKdMy6IUMwFmzsqM+UNCopOGZjzHGHM956fYH2VbjYHrO4M4fmpCSwBc1Q3A1YPPL8LerYdUdQ17IAHx2cAON7kbmZwz8qky3oNGGM2c22Zt/PQQ9GxiNSsMFpRdwesHpXP7W5Wxu2Nz/TkPgRJ4zkxN0zMpNYnKmhQJ7AtetKYn6/ZRMywmtjyQIwtg0Jq7MjIQEg4aff2MSqyen8eWBDmbkWJmfn0SiYXAXHhQEYeBm5lj589rFfLK/lXBYZmmxfVhT28azj/e1MDGVQQDBAAAgAElEQVTNjEk3uC8L3SEAgybog7duhv3vwmnrwJI1eMfuRU1nLX8o+z3fKTm/10Uy+9MycQ2FHzxGy6TT6Uob2uFwfVmavZRkQzLXv389/zn/Pzmr+KwR68uJUKkkLpqfS0m6mc8r2ihKM7OwMJkMqwjHEYR4I4qZPqRbDHxrRhbfmjH0L5aCIPRPkiSm59iYLgqYQffmV/XM6SV+/kSUZiby4seR9Dmt+gQHAzSVwV+uAIMNvvEI6Ib+SvlBVz2Pb32cVXmrSTel9b9DL8K6BJqmnsWEd+9n17efJ6QfuUnqk+2T+dn8n/HUF0+xz7GPa+dci0Y19t4O2Ew6Vk1KZ9Wk4QlWEARhdBrxYWaSJP0e2ACUSpJ0QJKkK0a6T4IgCPHE5Qvy3u4mFhYO/locFoOWbJuRzytO4OqM3w3v3Q8vnw4TVkbmyAxDIbO9eTvrNq1jWdZSJief+NWUzuxZuO3FTHzrDlQBzyD08Phlm7O5deGtbG3cyvf++T0qOypHtD+CIAjHa8SLGVmWL5ZlOVOWZa0syzmyLP9qpPskCIIQT17ZUMX0HCs208Diho/VwkI7f9hcc+w7etrhs6fhqZlQ+zmc8TiUnB6JsxoiMjLlHRWs37aeV3a9wtnFZzMtZfDm5DRNPZOQLoHJr/8HxpbyQTvu8UjUJXLtnGuZljKNS9+8lPs23seBzgMj2idBEIRjNfauKwuCIAiDIhAK835ZEy98WMEvzpgyZLezsjSV//zzDv76RR1nzcyKTp+TZQgFwO8Cdxs4qqHxa6h4H2o3Qc58WHnroK4fIyMTDIfwBb10Bd04fA6a3I1UdlSys+VrQnKQWamzWZW3Gu1gD7+SVDRM/zbW2s2UvnET7tSJtE9YjttehN+cSlCfiKzWDWnBdiSVpOKU/FNYkLGAt6ve5sK/X0ieJY/FmYuZbJ9MjjmHZEMyibpE9Go9atXgB3sIgiCcCEmWj319hpEkSVIzUH0Mu6QALUPUndFC3Meh0SLL8ukD3fg4zs3jMVb+1qKfg+vofg743OzrvEy74N4iY+FsG4AcDAzhi4GMpNFJAM2vP7DPvfczJ0C+VdJWXZc4o689fcHBfZGSNZJEf3XCML0sGvr43dTsbHm4CpojSWpJkvqJOv/6R19vk3v+uxhkWR7wZawBPmeOlcdob0T/R14KUHYsr+fC2DLmipljJUnSFlmWjz1LcwwR9zF+jJX/B9HPwTVW+tmb0d7/0d4/iN8+joX73RfR/5E3Hu6D0LcRnzMjCIIgCIIgCIJwPEQxIwiCIAiCIAjCmBQPxcxLI92BYSDuY/wYK/8Pop+Da6z0szejvf+jvX8Qv30cC/e7L6L/I2883AehD+N+zowgCIIgCIIgCONTPFyZEQRBEARBEARhHBLFjCAIgiAIgiAIY5IoZgRBEARBEARBGJNEMSMIgiAIgiAIwpgkihlBEARBEARBEMakMVfMnH766TIgvsTXcHwdE3Fuiq9h/BowcV6Kr2H8Oibi3BRfw/gljGNjrphpaWkZ6S4IQo/EuSmMRuK8FEYrcW4KgjAYxlwxIwiCIAiCIAiCAKKYEQRBEARBEARhjNIM1YElScoFfgOkExmv+JIsy+uP2mYl8Deg8lDTa7Is3zNUfYpHbZ42ajprMGqMFFgK0Gv0vW7rDXqpdlbjCXrIS8wj2Zg8oNsIhUPUdNbQ7m0nPSGdbHP2YHVfGOeC4SBlbWW0eFrITMikNLm0331cfhfVzmrCcph8Sz4WvWUYeioIQ8sT8FDlrCIQDpCXmIfNYAPAH/JT1VGFP+xHQsIf9pNtzibNlDbCPRYEQRgdhqyYAYLAjbIsb5MkKRHYKknSO7Is7zpqu49lWT5jCPsRt/a37+fGD2+koqMCCYnLplzGj6b/iCRDUsy27d52/uur/+KVXa8gI1NoLeTxFY9TnFTc520EQgH+UfEP7t14L/6wH5vexuMrH2d+xvyhulvCOOEJenij/A0e2fwI3pAXi87CPUvvYXXe6l73Oeg6yEObHuK92vcAWJS5iDsX3UmuJXe4ui0Ig67Z3czTXzzN6/tfB2CKfQoPLn8Qu8HOK7teYUvjFkqTS/lD2R8IySHSTemsP3k9U1OmjnDPBUEQRt6QDTOTZbleluVth77vBHYD4iP7YeIP+fnlV7+koqMCABmZ3+z6DTtbdva4/c6Wnfxm12+QD4V+VHZU8tJXL+EP+fu8nXJHOXd+dif+cGQ7h8/BLR/fQpO7aRDvjTAe7W7dzQOfP4A35AXA6Xdy92d3s799f6/7fFr3qVLIAGys38i7Ne8OeV8FYSh90fSFUsgA7GrdxZ/2/InyjnJe2PECi7MW8+ruVwnJIQAa3Y088PkDdPo6R6rLgiAIo8awzJmRJKkAmA183sOvF0uS9KUkSf+UJEl8zDRIHF4Hnx78NKa9u7gZSPtnBz+jw9fR5+3Ud9UrBVC3RncjLR6RUiP0rb6rXnlz1q3d106ju7HXfT45+ElM2/u17xOWw4PeP0EYLjuad8S0fVT3EU6fEwBfyBe7T8sOHH7HkPdtLJBlGV8w1P+GgiCMS0NezEiSZAb+Alwny7LzqF9vA/JlWZ4JPA38tZdjXCVJ0hZJkrY0NzcPbYfHCYvewrz0eTHt+Zb8HrfvqX1e2jwsur7nI6Sb0mPa7AY7yYaBzbcZ68S5efwyTBmopOinIIvOQqoxtdd9FmYsjGlblr0s5jjxTpyXY8sU+5SYtkUZizBrzQDo1bFzHSclTcKqsw553wbbUJybL35UwaQ73hqUYwmCMPYM6TsASZK0RAqZV2VZfu3o38uy7JRl2XXo+zcBrSRJKT1s95Isy/NkWZ6Xmtr7Gx3hMIPGwI9n/pgMU4bSdm7xuUy3T+9x++kp0zm3+Fzl5wxTBj+e9eM+AwMAJtgmcMuCW1BLagCMGiP3L7ufjISMPvcbL8S5efwm2ydzw5wb0EiRqXsGtYHbF95OSXJJr/ssz1keVaRPtU/ltPzThryvY404L8eWOelzouaKFVgKuGjSRRTZirh08qVsbdzKeRPPU35v1Vu5fdHtYzL8YijOzS9rHcgyeAPi6owgxCNJlodmYVRJkiTg10CbLMvX9bJNBtAoy7IsSdIC4M9ErtT02ql58+bJW7ZsGZI+j2Y1zhoauhpIMiRRYC1Aq9IOaL9KRyWVzkpMGhMlSSV9JpS1elrZ174Pd9BNobWQQmvhgG4jEApQ6aykzdNGZkImeZY8In/+Me+Y7sR4PzeD4SDVzmpaPa2kJ6STl9j/37nD10GVswpZlimwFCgJTd08fg9l7WU0e5rJTMhkqn0qdV111LvqI+e6pQCtOvpcd3gdVDorCcthCiwF2I32Qb+vY8CAz83xfl6OVi2eFqqd1ejVegothSToEnrcrqmriX2OfcpzukpSkW/JJ9UUeaPvDrip7KjEH/IjIxMIB8gx55CdOCqnoI7Ic+Y5z37K9loHH960knx7z//PQtwbF29KhJ4NZZrZUuAy4CtJkrYfarsVyAOQZfkF4DvAjyVJCgIe4KK+Cpl4teHgBm744AZcARcaScPNC2/mnKJz+r1qsrdtL9e+fy0HXAcAOH/i+Vw9++oe3/y1elp5bvtz/O/e/wUgOyGbp1Y91een5N20ai0lSSUQG5ImjBOBUIA3Kt7g3o33EgwHMWlMPLriUZbnLO91n7rOOu7acBcb6zcCMCt1Fvctuy9qSKNRZ2R2+mzl58/rP+f696+nM9CJRtJw0/ybOLf4XIxao7KNzWBjtuHwPoIw2uxr38cNH9xAlbMKgLOKzuK6OdcpBYqyXds+HtnyCBvqNwBQklTC3YvvjtrOpDWJ1LJ+NHX6SDJpaejwimJGEOLQUKaZfSLLsiTL8gxZlmcd+npTluUXDhUyyLL8jCzLU2VZninL8iJZlj8bqv6MVY1djdz6ya24Ai4AgnKQ+zfeT3lHeZ/7+YI+XvjyBaWQAfjTvj/1mWbWXcgA1HXV8fyO5/EFYyeeCvGnoqOCuzfcTTAcBMAddHPLJ7dQ56rrdZ+P6z5WChmA7c3beafqnV63b+pq4rZPbqMzEEloCspB1m1a1++5LgijSSAc4De7fqMUMgD/V/5/bG/eHrPtpsZNSiEDsLd9L3+v+DvhsAi0OBYOt5+8ZBPt7r7TNwVBGJ/ErNlRrtXbGpMMJiPT2NV74hNEhvdsatwU037kC2x/7ZsbNuP0H53ZIMSjJndTTGJYh6+DNk9br/sc+Sat24cHPuw1eazN19Zjkllf6WaCMNq4/C42HIw99/e2741p+7L5y5i2rU1blQ+vhP75g2F8wTApZj1tXYGR7o4gCCNAFDOjnN1oj0l3kpD6nWBv1Vt7TH4qsBT0uH2hJXZ+zMKMhf2mmQnxIc2UpoQ8dLPpbX3OV1mcuTimbWXuyl6Tx+wGe4/peEeGWAjCaGfWmVmatTSmvTSpNKZtZurMmLZ56fOUFDOhfw6Pn0S9BrNeI67MCEKcEsXMKJduSmfd8nVKUaFVablj8R0U2Yr63E+v0bN25tqo+QkXl17M9JSe08ympUzj4kkXKz/nJeaxdubafuflCPFhgnUCdy+5G51KB4BZa2bd8nVkmbN63Wd5znKWZx+eUzMvfR6n5J/S6/apptSoc12j0nD7wtv7PdcFYTTRqrRcNuUyiqyHz9vzJp7HrNRZMdsuzFgY9RiZkjyFMyacgUolXpoHqtMbJEGvwaBT4/SIKzOCEI+GLM1sqMRrMs+BzgNKmlm+JR+NqvfshlZPK5UdlUiSRLopnSZ3E0aNEaPayEH3QZL0SRRaCzFoDFH7tXnaKGsrwxP0kGvJxeVzESaMVWelujOSylOSVEJ6Quyn58cjHA7zdevX1LnqSDGmMNk+mQTtqJq8GVdpZm3eNio7KpFlmUJrYcxVl1A4RLWzmjZvG+kJ6eQm5sYcY79jP5UdlRjVRkqSSwiFQux17EVGZqJtIipJxX7Hfjr9neRb8mMmNsuyzO7W3RxwHcBusDPZPhmT1jSk93uMEmlmo1xVRxUVjgpsBhueoAetSoterUclqXAFXOhUOgqthYTlMPsc+wiEAqSYUnD5XeRb80nQJFDRUYE76CY/MR+r3kplRyVOv5OcxJweH399kWWZamc1B7sirwETrBOG4sOqYX/O3F7r4KY/fcnyiSl4AiHWnTfjhI4njFsizWwcG8o0M2EQ5STmkJOY0+92VR1V3PTRTZS1lQGRBKkHlj9Avaue77/3fdxBNxISV8+6mkunXKoUDy3uFh7f+jhvVLwBQKoxlR9M+wEPb36YYlsxq/NW8+KOF1mavZSb5t00KJ+Wv1PzDrd/cjvekBeVpOInM3/CJZMuIVGfeMLHFo5NrbOW2z65jS+avwBgUvIkHjnpEQqsBco2apWaCbYJTGBCj8fY1riNmz66iSZ3EwCn5J9CoaWQl756CYBLJ19Kp7+Tv5X/DYBkQzIPL3+YhVmHh0NuqN/Ade9fhyfoQULiurnXcfGkizFqjLE3KAij1N62vfz0vZ9yfsn5vLb1NQ50RoJYbl5wM6/ve5097XsAmJE6gweXPUihtZD7N97PBwc+ACJX0V0Bl/J8bDfYuW3Rbdz4wY3IyFh0Fp5d/Syz0mKv9vTms4Ofcf0H1yuPrRvm3cBFpRfFfKg11nR6A5h0akw6DQ1O70h3RxCEESCuZY8zb1e9rRQyEEmQer/mfR7e/DDuoBuIBAg8s/0Z9rXvU7b7quUr5YUToNnTzEcHPmJe+jz2O/bj8DlIM6Xxad2nbG+KTeU5Vvvb93P/xvvxhiIvPmE5zLPbn2V32+4TPrZw7D6q+0gpZADK2sp4u+rtAe/v8rn41Ve/UgoZgHeq30Gn1iEd+kAsyZCkFDIQuRL09PanlX0auxq57ZPb8AQ9QOQ8fWLrE+xv339C900QhlMgFOC/v/5vTFoT+x37lUImxZhCVUeVUsgA7Gjewfu177OjeYdSyACkmFKino9bva38vuz3LMhYAIDT7+TejffS4esYUJ8auhpiHluPbXmM/Y6x/9hyeYMYdWoMWjUun1g0UxDikShmxpGwHObTg5/GtG9p3BIzeRuIeuNZ21kb8/vdbbuZYIt8Cr+3fS95iXkAUUXQ8WrxtNDua49qk5FpcDec8LGFY7e5YXNM2yd1n/SaPHa0Vl8rO1tjY7/bfe3KVRVvMPZT092tu5VENIfPEZPcB9DkaYppE4TRyhVwsaVxCxOsE6I+nMm35PdYPHze8HnUc7FOpaPT3xmzXVlrmfJ8DJHn5IGmTTq8Dlq9rTHtR97uWOXyBTFo1Rh1arp8wZHujiAII0AUM+OISlKxOm91TPvS7KU9rtR+5OTtCdbYoUOzUmexuzXyYjzVPpWKjgoAJtsnn3Bf0xPSY5KrVJKKbPOoXNV63FuWvSymbU3+ml6Tx46WZkxjfvr8mPZkQ7JyRbCn4Sxz0ueQZkoDIkNpshOi//4SEpkJmQPqgyCMBom6RFZkr6CsrSwqrazcUd7jc+dJOSdFPe/5w34SdbFDbWelHX4+hsjzc5J+YCsVpxhTYh5H4+Wx1eULYtCoMGrVuLyimBGEeCSKmXFmTd6aqHScU/JPYXn2cm5deKsS8axT6bhj0R0U24qV7aalTOOH036ovHktthUzJ20OX7V8xcKMhagkFe3eds4pPueYxmn3ptBayJ2L7yTZkAyAQW3glgW3MCVpygkfWzh2S7KWcGr+qcrPy7OX91gY98aoNfK9qd9TzimVpOKSSZdELf7n8ru4YtoVylXCfEs+a2euJdkYOQdSTCmsW74OuyESPKBX67l7yd1R56kgjHYalYZLplxCoi6RDFMG01KmAZErj3nmPJZkLlG27X6+np4ynfNLzleGZLZ72mOejy8ovUC5+pmVkMUtC2/BrBtYhHOKKYUHlz+oPLYMagP3LLlnXCQFdvlD6DVqDFoVbr8oZgQhHok0s3HI5XdR7axGJanIS8wjQZcQSYlq2021s5pkQzJ2g52DXQdJN6VTaC1Ep9bhD/mpdlbjCXpIM6bR7msnLEfSzGo6a9Cr9UxMmohFPzhrz4TCIcrayiIpbfokJiVPwqQbVclVcZVm1uXvoqazhrAcJt+SH/NGyRv0UtFRQYunhcyETAqthTGpeuWOcmo7azGqjRRZizBqjVHHlGWZsvYyuvxd5FnyoobNdGvoaqChqwGr3kq+JX/AV4eOpZ/jgEgzG+UcXge1nbUY1AY8QQ9qlRq1pEalUuENetGqtORZ8pTz1R/yk2RIwh/0o1ap8Yf8aFVakCA3MRezzkyNswZXwEWWOStm/bGjBcIBKjsqaehqIM2YxgTbBNq8bTR0NWDT28iz5B3zY2sAhv058+G3ymju9LGyNI07/7aTrXf0Hv8uxDWRZjaOjbtXeCGyaNvRkbcb6jdwzXvX4Av5ADi3+FzqXHVsadzCLxb/grOKzkKn1jExaaKyT4b58GKFOZb+k9SO1YcHPuTGD28kGI58mnbtnGu5dPKlYz5dZ6xK0CX0OoTQG/Tyv3v+l0e3PIqMjEbS8NBJD3FqweGrObtad7H2nbXKXKhVuau4bdFtMcecnxE7HO1IGQkZ/S4K25uB9FMQhoPNYMNmsPW5TW1nLbd+fCvbmyOhKjkJOVw540p+seEXQGTo5fNrnifJEBlONtArKWE5zNuVb3P7p7cTkkNISNy28DbOm3jecT+2Riu3PzJnxqBV4QmIAABBiEdimFkcaHY3c+endyqFDMDr+19nYeZCwnKY+zbeR7Wzelj7VOeq487P7lQKGYD129aPi3Sd8aiyo1IpEACCcpBffPYLap2R4Ahv0Mvz25+PCnV4r/Y9djTvGNZ+VnRU9NlPQRhNNh7cqBQyAAe6DrClcQsFlgIgkmL2yx2/xBf09XKEntU4a7h7w92E5MibexmZdZvWUemsHLS+jxYuXwi9VoVBo8bjDxEOj63RJoIgnDhRzMSBDl8Hje7GmPbu4iYQDtDmbRvePnk7eowV7SnNShh5LZ4WpUDo5gq4cPgcke/9Lna0xBYuPaXkDaVWT2uf/RSE0WRnS2wC4D7HvqgFMb9s+ZKuQNcxHbfd267E3ncLySFaPbGJZmOd2x/EoFGjUkloNSq8QXF1RhDijShm4kCKMYUSW0lMu14dWf05QZsQkyw21FITUmOGO6gldVTCmjB6ZCZkxsw7STGmKElkVoOVlTkrY/Y7ctjicOivn4IwmizMXBjTNit1VtRaNCfnnnzM8xTTEtKw6q1RbQa1YVyklx3N7Q+h10Teyhi0Kjx+UcwIQrwRxUwcsBls3LP0HnLMkXkvRo2Rq2ddzVuVb5GkT+KxFY+RZ8kb1j6lGlN55KRHlCLKrDXz0EkPUWgtHNZ+CANTaC3k0ZMexaKLvKlKNaby6IpHSU+I/P20Ki3fn/Z9JYpWI2lYO2Mt0+3TR1U/BWE0mZ8xnwtLLlQm4q/IWcGctDnK2ktz0ubw3cnfPeYAi2xzNo+teExJL7PqrTy64lHyLfmDewdGAY8/hK67mNGocYtiRhDijggAiBOTkifx5MlPUt9Vj1VnJc2YxtLspaQYUsg0Rz6ta/e2s699H56gh3RTOg6fg7Acxm6009DVgEFjoNhWjN1oxx/yU+4op76rnlRTKhNtEwc8cb+yo5Lqjmosegv/fdp/4/A7sOls5Fpy+99ZGBFqlZrFWYt5fvXztHpbyTBlUJwUHZlcaC3kZ/N+RrWzGoM6cq54Q1521u1ElmWKbEXKudbNHXBT7iin2dNMVkIWRbYitGrtCfVzdf5qJiVPos3XRpoxTRQywqhS31VPeXs5wXCQRF0iZxWdxaq8VZHkSL2Vdm87r37zVULhEDIyNc4aJCQKrAUDOr436KXcUY4v6OPZ1c8SDAdJMaWM2zW8PIFINDOAXoQACEJcEsVMnPj04Kdc+/61yoT77076LlfPvlpZnK2hq4G7P7ubTw5+AkSulFw962rCcpiff/xzZc7BnLQ5PLDsAbY0buGOT+9Q5ifcMPcGLpl0CXqNvs9+bGvcxtp31+IJegA4Nf9Ubl1wK3aTfUjutzA4vEEvv939W57+4mkgso7MA8se4JuF31QWZN1wcAM3fnAjnYHI6uU3L7iZP5b9UZl0nG3O5pnVzyjrxgzkmMcrOzGb7MTx+eZNGLvKHeX89N8/5YDrAAB5iXlcUHoBj255FIhcSfzu5O9yx2d3cP2c67njszuAyFDgl055iRmpM/o8fiAc4K/7/8r9n9+vtN2+6HbOSzlviO7RyPMGIgEAIK7MCEK8EsPM4kCTu4m7PrsrKjns1bJXo8Zl72zZqRQyEJk0Xe4oZ3PD5qjJ09uatrGpYRMPbXooaqL1E1ufoLKj76Qcp8/JQ5seUgoZgH9V/4tdbbtO6P4JQ6/cUa4UHRCJfr1nwz3KBP9WTyu/+upXSiGTbEimxlkTlZ5U56rjHxX/GPAxBWG8+WflP5VCBqCms4aDroPKcLBmTzP72vdh1Vt5v/Z9piRHFhHuCnSxfut63AF3n8ev6qjioU0PRbU9uOlBqjuGN61yOHn8IXTqyFsZvUaFV1yZEYS4I4qZOOD0OWn2NMe0d4/LBjjoOhjzexmZfY59Me2Vzkp0al3Mtq3evpNyXAEXe9v3xrSLBLPRr6e0O3fQrSTStXvbo2K1003pPRYlWxu3EpbDAzqmIIw3Wxu3xrRVOauiwlDKO8rJMedQ3lEelWq2u203roCrz+O3e9sJysGotmA4OK7T/HzBsBIAoNeoxTAzQYhDopiJA6mmVOUTvm4SEjmJhxfC7Cl1SqfSsThzcUz7zNSZSEctpmtQG/odk51sSGZl7sqY9uEOHxCOXbY5G50quoBNN6Ur81GyzFkszV6q/K7KWdXjApzfLPymMtm5v2MKwnhzesHpMW1T7VOp6KhQfp6TNofdbbuZnz6fr1q+UtpX568mSZ/U5/EzzZmYteaoNovOMu4WyjzSkXNmdBoVXjHMTBDijihm4oBVb+WuJXcpcxUsOgsPnfQQE22HC5hpKdO4Ye4NSlzzvPR5JBuSsRlsLM2KvEnVqrT8ZOZPmJs+l8dWPqbEfNoNdp44+Yl+k3IMGgM/nf1TJfHKqDFy+8LbmZzc86rzwuhRYC3giZVPkGxIBiDHnMOjKx5VIo9NWhMXll7IvPR5AITCIfIS87iwNJLUJCFxTvE5rMhZMeBjCsJ4syJ3BecVn4dKUqGSVJxVdBYpxhQCoQASEityVqCSVMxIncGy7GXK1e4FGQv44bQf9huOkZuYy5MnP6k8htJN6Tyx8omoD67GG18grKSZ6TQiAEAQ4pEky0OzWq4kSbnAb4B0QAZekmV5/VHbSMB64JuAG/i+LMvb+jruvHnz5C1btgxJn0eDWmct+x37UavUpBpTqXPVYdaamZg0EbvxxCbJO7wOGroa0Gv01HfVU++qJzMhkyn2KdgMNsJymFpnLb6Qj7SENGWBtVRDKo2eRrQqLTmJOUpMaLO7mVZPKzaD7Zg++XP6nNR31WNUG+kMdFLnqsNutFOSVEKiLpF2bzt72/fi9DnJt+RTnFSsfJo/zI5pFvpYOzcrHBVUdlRi0BgoSSoh1ZTa5/Yt7haqnFV0+DqwG+0UWYtI1CdGbbOrZRf7O/ZjVBuZZp+G3WSntrMWGZlccy6ugIt97ftwBVwUWAsoshbR4G6gw9tBqin1hM9xiCzguc+xj2Z3M9nmbIptxf0GU4xBAz43x9p5ORbJskx5RzlVHVVoVBoMagOekEe5StLubceoMVKSVIJNb+OA6wBhOYxGpUFGJhwOIyOjVWkJhAPkmHPQa/TUdtbiDXrJNmdj1pl7vG2XPzJ8t8XTQrY5m4lJE2n3tePwOOgKdNHibSHdlM7EpImYtKah/q8Y1ufMcFim6NY3efVHC5EkiZc/rWBFSRqXLhp/EdTCCTuxVBlhVBvKNLMgcNm4r2gAACAASURBVKMsy9skSUoEtkqS9I4sy0fO9v4GMPHQ10Lg+UP/xqWytjKu+tdVtPvaAci35LMmbw2/2vkrlmcv564ld53Qp9Y2gw29Ws+vd/2aZ7c/q7RfPetqLp9yOUatkXzr4RcBm96mfG8xxC7almpK7fcNcE8segsWvYW/l/+dWz+5VQkS+P6U73PJ5Et4fOvjvFX1FgAalYZnVz3Lkuwlx3w7Qu92NO/gyn9diTsYmVA8J20ODy5/MCY6uVubt42Xd77MK7tfUdpuXnAzF5dejEql6vOYRbYi4HAQxcd1HwORRVtfOOUF5qXPG7TF/NwBN//z9f/w4o4XlbZ7l9zL2cVnn3BCmiD0ZmvTVta+sxZfyAfA3PS55CbmMjN1Jk9ue1KZB1aSVMITK59QHhP96e9qtzvg5pdf/ZKXd74MRIYP37fsPr5V+C0+qP2A+zbep2x7zexruGzKZQOO0B8LvMHIGjPdj22dWi0CAAQhDg3Zx92yLNd3X2WRZbkT2A0cPanibOA3csRGwCZJ0vhbongAQuEQfyj7g1LIAFQ7qwnKQcxaMx/Xfczu1t0nfDtlbWW88OULUW0vfPkCZW1lJ3zsY1HrrOW+z++LSkT7n13/w9etXyuFDEQmr9678d6osALhxHgCHp7e9rRSdEAkpW5Hy45e99nbtjeqkAFYv209u9t3D/iYu1p3KYUMgC/k45HNj+D0OU/4PnWr6KiIKmQAHtj0ADWdNYN2G4JwJKfPySObHlEKGYhM9J+RMoOPDnwUFWixt30vmxo2DdptlzvKlUIGIkEs92+8n7K2sphUs6e/eLrfxMmxxhsIK7HMAFq1JIoZQYhDwzJ2R5KkAmA28PlRv8oGjow8OkBswYMkSVdJkrRFkqQtzc2xqVzjgT/k5+vWr2PaG7oalKE3/aWFDUSbt42QHP1kH5JDPSZLDaVOfyddga6Y9p76ccB1oN8Un5EyFs/NrkBXjyl1PSXadevp3PMEPTi8jgEfs3vY4pHKHeV0BWPPg+PV7m2PafMEPYNaMI0FY/G8HKu6gl2Ud5THtOvUOqqdsZHI5Y7YbY9Xb4mADp+DQDgQ1S4jj4pUs8E8Nz2BEHq1WvlZJ9aZEYS4NOTFjCRJZuAvwHWyLB/XOwpZll+SZXmeLMvzUlOPfVjTWGDUGvlW4bdi2ottxdR11gH9DzkYiJzEHKx6a1SbVW+NigAdDhkJGeQnRt8frUrb431clr2MVOPo/LuPxXMzyZDUY6rSpORJve6Tl5iHQR09PCUzIVOZWDyQY/a0gvkp+aeQYkgZaNf7lW3O7rGfGebxm+bUk7F4Xo5VdoOdU/NPjWl3+V0syFgQ095T2/HKScyJSQTMTcwlOzGbFGP04ypBm9Bv4uRwGMxz88gFMwF0ahEAIAjxaEiLGUmStEQKmVdlWX6th03qgCPfReccaotLpxWcpiTd6FQ6Lp18KWVtZRg0Bu5ecjdT7VNP+DZKk0t5cNmD5Jgjb0JzzDk8uOxBSpJLTvjYxyLZmMzDJz1MiS1yu6nGVJ5a9RQzU2fy0PKHsOgic3Tmps/lxnk3YtQah7V/45lapeaSyZewOm81EEmVu3nBzUxPmd7rPlPtU1m3fB3ppkhscqGlkPuW3qcUnwM55hT7FO5afJcyKXpp1lKumnFVvwlNx6LQWshTq55S+llkLeLxlY+P2mJYGPt0ah1XzrhSSX00a838vxn/j3er32Vm6kxOzT8VlaRCr9ZzzexrmJ0+e9Buu9BayPpV65W5lBNtE3nkpEcosBTw5MonKbAUAJCVkMVTJz817mLwvYHDC2bCoTQzcWVGEOLOUKaZScCvgTZZlq/rZZtvAT8lkma2EHhKluU+P7Ya78k8/pCfg66DqCQVdoOdBncDWpWWOlcdNc4aUk2pTE6e3OtE7aPtb99PuaMco9aI3WCnurOaFEMKqcZUHD4HqabUIYvtrHPVsbd9L8FwkIm2iT1+Mt/h7aDZ04xFZyEt4XC4Qb2rHnfQTbopvdcUn2EwrtPMytrK2Ne+D6PGyPSU6THru+xr28dex15cfheF1kJKbCXsbN1Jk7uJ3MRcpqdOj5lM7Al6qHfVo1PryDZn9zjpvq6zDm/IS2ZC5pClKzW7m+nwdZBiTMFmsPW/w9gj0sxGGXfATZO7iQ5fB7WdtWjVWoxqIxISNoMNtUpNq6eVYDhISVIJ2YnHdpWk1dPKnvY9OHwOCi2FTEyaqCRLNnU14fQ7Y873dm97JHFSbyPFNHhXQPswrM+ZW6vbuO31nfzizMgHfR/ubaa+w8P6iwavYBTGDZEAM44NZZrZUuAy4CtJkrYfarsVyAOQZfkF4E0ihcx+ItHMPxjC/owJOrUu6k1/oaaQP+75Iw9sekBpO7PoTK6fc32/SWLbGrdx1TtXKRNTS5NKmZs+l9+V/Y5vFX6LmxfcPGRv9Ko6qvjJv3+irAJv0Vn45am/ZIo9evFOq8GK1WCN2X+gxZpwfL5o/IKr3rkKb8gLwJTkKTx+8uPKMJTdLbu5//P7+bLlSyCSKnfvknu587M7lbH4ty+6nfNLzo+KzTZqjEywTejzto/1TdzxON6kPUE4XiatiTZvW4/PuZsbNrMiZwX/tfO/gMgis8+vfr7fx0q3Fk8Ld312Fx8e+BAAtaTmqVVPcVLOSQCkJaRFfRjULcmQRJKh74U2xzLvEWvMAOjFOjOCEJeGMs3sE1mWJVmWZ8iyPOvQ15uyLL9wqJDhUIrZ1bIsF8myPF2WZfHx4VH2tu/lyW1PRrW9Uf5Gv+ljXYEuntz2ZFTCzp72PVj1VlSSin9U/oO97XuHpM8Anxz8RClkAJx+J78v+z2hsHihGWnugJunv3haKWQAdrXtYkfz4eSxPY49SiEDkVS5X+38FavyViltj2x+hBqnSAkTBIg85z6x9Yken3PLO8pRqVRoVZEhlQddB/mo7qMBH7ustUwpZCAS2nLvxnt7DNWIJzHDzNRimJkgxKMRWYlQGLhOf2dU3G23IyOce+IOuKnqqIpp7wp0oVdHFhA8MjJ0sFU4KmLaytrK8If8Q3abwsC4A24qOmL/Pk3uJuX7ntK/DnQeiFoc1RfyjdqUOUEYbu6AmypnVWx70I1OpcPhcyjzxQDK2weeatZTClljV2OPrw3xxBsIo9VEz5kR0cyCEH9EMTPK5STmxCywplPpKEgs6HO/ZEMyZ0w4I6bdprfhCXrQSJohnQy6LHtZTNvZRWeLifyjQLIxmTOLzoxpn5w8Wfm+p3NjWfYyNtdvVn7OTcwdtMUuBWGs6+0516qz4g15STelR30IdVLuSQM+doG1AOmoIf8rc1fGfbBFTwEA3kB4BHskCMJIEMXMKJdpzuTORXcyzT4NiETPPrziYaalTOtzP7VKzcWTL+aMCWegklRYdBaumX0NHx74kHRTOutXrafYVjxk/Z6bNpcb5t6AUWNEo9Jw6eRLWZO/ZshuTxg4laTigpILOHPCmcq5cdfiu6LOqZkpM7l90e0k6ZOQkFiZs5JLJl+iXImZljKNR1c8qqyBJAjxrjvR78jn3LUz17KpfhM/m/czTBoTGpUGo8bIdXOuY376/AEfuzSplMdXPq7ELZ+UfRLXz70+JoAj3niDIbTqw0WeuDIjCPFpyNLMhkq8JvM0u5tp7GrEpNHT5Kiiyd1EamI2KrWeJm8LWQlZeIIeOvwdZJuzafO0EZADyvd6tR61Sk21s5okQxI2vY1aVy1ZCVmUJpdi0Vmo76qnrLUMd9BNka2IkqSSqMndvWn3tLO7bTct3pZIRGgYmr3NlNpKMWlNyMhkmDOU8eJjyLhNM5Nlmf3t+2nyNKFVacmz5EUNIYNIQlJ5RzmBcIBUYyrppnSqO6tx+V3Y9DYyEzIpayujprOGZEMys1JmUdlZSVVHFQaNgWJbMRadhT3tewjLYUqTSjGFw+xu/ZrOgIsi6wRK0+eg1uh66aXQB5FmNgp4/C6+bNpOdWctZr0Fo9qISlKRbkrHL/upcFRgUBuYkTaDdFM69a56VCoVWQlZ7GrdxZ72PYTCIfIt+bj8LvKt+Rg1Rna37sYb8lJsK8aqt1LWVoY36CU3MReT1kSGKQNPyMPu1t20elvJS8yjNKl0NFz5HtbnzF99UsmWqja+t7gAgHqHhyfe3cvHP1/V945CPBJpZuPYUKaZCYMo1ZRKAiqe2fYUr5QfXrLnsimX8dnBz6hwVHDdnOv41c5f4Qv5uHbOtTyy+RGSDEn8aPqPcAfcPLP9GWW/xVmLsWgtvF39NmtnrOXsorO57oPr2NO+B4ikV710ykvMz+j708MOXwePbX2Mv5X/TWm7cvqVvFn5Jg1dDTy7+lmWZi8d5P8N4URtbdzKVe9cpSSTFduKeXrV00pMd4OrgRs/vJEdLZFQgMWZi8kyZ/GXfX9RjvEfs/6DNyreoMpZhVljZt1J67jhgxuUYxZaC1k7cy0//+jnQCTR7rrZ13DP5/cBkUSm55Y/wpLCU4btfgvCYHq/9gNu+fQ2wnJkaNPM1JkUWYuYnjqdBzc9qIQBTLBM4OnVTyvDN7c3bufaD66lzdsGRB4b9yy9h79X/J1/V/+bSmclABeXXszXrV8rj0O1pOaZ1c+QZEjioU0P8Wblm0pf7l1yL+dMPGfY7vto4OvhyowvKIaZCUK8EcPMxpCKtj1RhQzA78t+z5q8NcjI/Hb3bzm98HR8IR/v177P/Iz5tHnbMGvN/GbXb6L223BwA8VJkWFmL+54kQpnhVLIQCS96smtT+Ly9z3Bu9xRHlXIAPx29285reA0QnKIhzc/jMMbO3lVGDldgS6e+uIppegA2O/YH5Vm9nXb4TdQAHPS50QVMhA5b07JjxQi65av45c7fhl1zMqOStq97coK5U6/k23N25WF/EJyiIe3P01HZ8Og30dBGGq17RU88cV6pZAB+LL5S2alzeLvFX+PSjWrcFawrWmb8vO7Ne8qhQxEHhsf1n5IgaVAKWQgMr/tyMdhSA7x8KaHqXHWRBUyAA9tfoi6zvhac9obCKM9Ys6MVgwzE4S4JIqZMaSzh/SxYDiofN/iacGmj6wbU++qVyaH+kN+nP7YdKrufWXkHpPNajtr8YQ8ffapp+N6gh5lSFmdq67fYwjDyxPwRMVmd2v2NCvfd3ijz4cjz7Nu/rBfGYaYoE3gYNfBmG3ave1Ri57Wd9Ur4/4B6rrq8YhENGEMcgfdUQmA3TQqDfWu+pj2Btfhor3aWR3z+5rOGgyq6DkwPT3uDrgORBVK3VwBV9ylm3n90QEAeo0Kr7gyIwhxRxQzY0iutQCLzhLVlmPOUdYaWJK1hG2NkU//lucsZ0tjZCyyQWNgdlr0isgalUZZPTrFmEJeYmx61TnF52A39D3BO98SGeN9pJKkEuXN8pkTzox68yqMPLvRzjnFscNRptqnKt9PsE2ISk8KySEStAlR2xdYCmh0NwLwXs17nJp/aswxJ1gnRH0CPS99Hl+3fq38fFbeGuzDsIimIAy2bHMOJ+eeHNWmklR0+jtZnrM8ZvtZ6bOU749cr0lpy11Fi68lqs2gMcSkmHU/p3Zf8ew2M3UmGaboeW/jnScQilo0U6tWEQiGGWtzgQVBODGimBlDclIm8+zyh5lsKwFgTupsfjDtB7xR/gar81YzP2M+XzZ/yQUlF6CSVLgCLq6cfiUf1nzImrw1SlxyXmIetyy4hT/v/TMzUmbw9KqnKU0u5aGTHsJusKORNJxfcj4Xll7YbwBAobWQ51Y/R5E1Eh+9KGMR3574bf5d/W/OLjqbH0774Vic+D+uSZLEd0q+w4WlF6KRNNgNdtYtWxeVZjbFPoXHVj5GmikNtaSmy9/F+pXrKUmKnHsLMhZw15K7aO6KXM355OAnfKPwG5xVdJZyzNsX3Y5aUpOgTcCoMXL1rKuZY59Goi4RtaTmnPzT+P7ky9CO/KRlQThmZqONq6b+gNW5q1BJKjISMrh+zvW8VfkWJ+WcxHcnfxeNSkOSPon7lt7HjJQZyr4LMxby45k/Vh4bP5j6A8JyGAmJe5bcQ7IhGY1KQzAU5JGTHiHdlI5KUnHmhDO5YvoVFFgKeG7NcxRaCgFYnr2cuxbfRaI+caT+O0aEJxCKGmamkiS0ajFvRhDijUgzO0GVjkp2t+0mLIeZlDxJmYcylJyuBpxeBzZTCn5JhTvoJtWYSoe/g2A4SKoxlRZPC5IkYdPbqHHWYNAYSDOl0eJpIUGbgEalocPXgVVnPfwC6KilxVmNLxwizZCCNm0SqNQD6pPD68AVcJFsSMYddOMNRtZV0KrHdCEzbtPMQuEQ5Y5ymj3NaFQachNzyTJnxWzX4mmJ+lt2+Dro9HeSZEgiQZuAw+ug0d2IRWch05RGp6OW6qATnaSmxGCHxAwauhqQZZmMhAwkSaKloxpv0EN6Yh5anWkE7v24INLMhlFXoItdrbuo7awl1ZjKFPsUJZbc5XFwsKsOvdpIQA6hCwXIa9pLUG+myZaLxpQUSXnsQbmjHFmWsels+GU/GQkZqCQVze5mAuEAaaY0NCqN8jhMM6WhUx++ItP9vGs32EdDkhkM83Pmf/xuG7nJJpZPPLzezlWvbOGjm04mKUGkJApRRJrZOCbSzE7AnrY9XPGvK5T5JiaNiZdPe5mpKVP72fPEWMwZWMyHhxMkkwxAmubwC2am+fBihiXJJcr33WlVAIm6Iz7Fa6uE311ASsveyM8qDVz6F5iwckB9shls2AyR+TomrXiDOtptadzC2nfWEpQjY/LzE/N5bs1zMYtlHj1E0Kq3YtVblZ+P/LtT+RGJr5zLtO5x/slFcOmfyUieEH1Ma/4g3xtBGDphOcxr+17j4c0PK23fKPwGty+8HYvegtloo8R46DFQ8QH89jwIh9AAWSklcMn/Qi9PiUcviNwt1RS9GGZvQ3WjHn9xyBuMnjMDh9aaCYoQAEGIJ/0OM5MkSS9J0iWSJN0qSdKd3V/D0bnR7p3qd6ImzruDbv60908j2KMTcGAzdBcyAOEgvPML8HaOXJ+EIdEV6OKpbU8phQxAdWd1VGrSMfN1wrv3RM6bbm3lULv5BHoqCCOvxlnD+m3ro9r+WflP9jn2RW/odUaeM8NHvJFu2Qt1W4ehl/HJGwij1US/jTFoVHgDYpiZIMSTgVyZ+RvQAWwFYiNU4liNsyamraqjilA4hHqAw7NGDXdbbJvzAATcYIivcdjjnTfopb4rNm2pO0jiuAQ84IxNSKOrObZNEMYQT9DTc3rY0bH1AU/kOfNoXS2xbcKg8AR6ujKjxuMXV2YEIZ4MJAAgR5blC2VZfliW5ce6v4a8Z2PAaYWnxbR9u+TbY6+QAciaGds25/tg7nmstzB2JRuS+U7Jd2LajwwAOGYJqZHz5WjZc47/mIIwCmSbs2MeGwnaBGW9JIU5DWZfHnuArFmxbcKg8AfCUWlmIIaZCUI8Gkgx85kkSdOHvCdj0Pz0+dyx6A7sBjtWvZWfzfsZy7KWjXS3jk/mbLjwt2DLB10CLLkG5n4fJDFnbryRJIlzi8/lh9N+iFFjJCshi8dXPs40+wkUM5IEsy+FpdeCwQZJBXDBK5AlihlhbLPoLdy79F7W5K1Bq9IyI2UGL6x5gfyj535JEsz7QeS5U5cQeS698NXIc6swJLzB6DQzAJ1ahVdcmRGEuNLrMDNJkr4C5EPb/ECSpAoiw8wkQJZleUZv+8YLi97CBaUXcHLuycjIvSbWDJnGryPjsbtaIG0K5C4EU9Lh34cCUL8d6neA3hL5lNze84RTtAaYfCbkLYagDxIzBpxk1uRuYmfLThq6GphgncDUlKnR4QLCqJNpzuTaOddy8aSL0al0JBuTYzdqr4qcX+52yJgWKUw0vScEBSwZ7J75HXbnTMKsNTMtbSb5WkOv2wPQ2QAHvwBHDdgnRs7jljJo3gOW7Mg5a4lNWROE4VSsT2Nd8cW0530Ts8ZIojYZqj6Bxl1gTo+cp7bcyNeau2DhWuiojfx+918hay6kDCzpsqqjip2tO3EH3ExOnsxk+2RlTTAhmreHKzN6cWVGEOJOX8+QZwxbL8a4o5NnhkXzXnh9LTQcMWn7W4/D/CsO/1z5Ebz6HZAPTYa05cNlr/de0AAkHNsCl+3edu7deC8f1H6gtF0/93oun3L52BxuF0e618boUXs1vHoBtOyJ/CxJkU+ZJ32r1+NtadjC2nfXEj50vmWbs3lxzYuxn2B38zjg7dtg558jPycVwqxL4P37D29TfCqc8xyYR+AxJggQmdC/9WUM7/4CJSNy4mmRD4B2/S3yc85CuODXYMmMfAjUVg6vnHM4DCAxCy7/G6SU9HQLiqqOKq7815U0uBsAUEtqXljzAouyFg3NfRvjfD2kmWk1Kjx+EQAgCPGk12FmsixXy7JcDdzX/f2RbcPXRaFH9dujCxmIvAlsPpRI5umAd+86XMgAOKrhwOCuN1HuKI8qZACe/eJZajt7mAwujB0HvzhcyADIcqTw6Oo5JMDld7F+23qlkAGoc9XxZcuXvd9Gc9nhQgZg6jnwyePR2+z/FzTvPp57IAiDo60CPnggum3f25GriN0OfA6NOyPf+93w/rroVLPOg1C9od+b2ta0TSlkAEJyiGe2P0NXoOtE7sG45etpzoxahScgrswIQjwZyJyZqEVTJElSA3OHpjvCgPl7eHHztEPQE/k+6AVXQ+w2XsegdsMddMd2LezHG/IO6u0Iw8znim3rao6cVz1tHvLR7IlNLjsyujzG0eewWhtJhBpIXwRhuAQ8kaG3RzsyhhwOn6dBb6R4OdoAUs0cPTw/N7ub8Yf8A+lp3PEFwzFXZvQaFV5RzAhCXOm1mJEk6RZJkjqBGZIkOQ99dQJNROKahZGUOgnUR81fmHJOZKFCiCTrzL8y+veSBJmDm6yTb8knURs9P2ZO2hyyzdmDejvCMEufEjtnau4PITGzx83tRjsXlV4U1SYh9Z2QZi8G0xFzdep3QN6S6G30iZAy8Vh6LgiDy5YPuYuj2wzW6CsvGgOklka+NyXHPvdCZD5iP2amxaZKXjTpIpIMST1sHd9kWY4MMzvqyoxWLYoZQYg3fQ0zWyfLciLwiCzLlkNfibIs22VZvmUY+yj0JHchXPgKZM+NvNjO+R4sux705sjvJQlmXQorbo4Mh8icCxf/EbIGN1kn35LPi6e8yIKMBSRqEzm76GzuWnKXCAAY6zJmwCV/gvRpYEyKnFsLrwRV7xdzzyo6i5/M/AlJ+iSKbEU8verpvhPSkvLhu6/B/2fvvMPjKq4+/N6t2lXvkmXJsuTeGza2wdjY9E4ooUMSCCSUkIQ0khAglYR8IY3QjekdbAOmGwwGd8u2XOSqYklW79t3vj9G0u5Kq2ZrVed9Hj/Wzp07d1aaO/eemXN+J3upfDk0R8OZv4eZ18nPmafAtW8pY0bRv1ii4cJ/wvSr5bgcfRp8+yUpsBKdAekny3GaNNF3zpTLYNkDEJMJSZNlvFk3ZMqnJkzln0v+yeio0cSFxXHHjDs4L6vjOLXhjMsj0DQNvS5QcdNk0Kk8MwrFMKMzNbOWmfc1v59bEUJs7axhTdOeRooIlAkh2r3RaJq2GLnDc7i56E0hxAPd7Pfgp/IgFG6EhjIYOVsaJXozlGyT5QazfEgmTwo8r64UijZCxX6Kshex/dTbOGavYGrcBKZEp2EVAkpyoHADrsgR7Mo6mR3RkUSZopgZHkPmhschcZxMhll5QD6AR86RijwV+6Fwg0ygmT5XqldpOhk/UbhBrpJnnOxbgWxmauJU/nX6v2hwNRBnjsOgV8o7fU1+2S62l2+n0l7FtISpTEmeTVhYVMcnuJ3y71q0Ub6gZcwPNBr0BhizFNLmSNfF8CSO1RxiR96bHKkrYHzMGKbFTSKm6jAUb4e40SSnzuTWyIlcNu1uzJqeKF0kFG2S49nrkWMqKgMKv4KGcjnu0mZJo9xeJ1e0DWZpSC25V463FuNcoegL6kvlmC3fB8mT5fiPSJQuZZMugqwlYLKCzgjpJ0FYlFxMCk+AvDW4qo+wKzGTA85q4tKnkB99J9GmKGYmTyKrK2U/wKQ3sSRjCbOSZ+H0Okm0KOGLjrC7PYQZ2i+umPQ6mpQxo1AMKzp762xJjBkGzAFykLLM04DNQFd75suBfwMrOqmzTggx/FTTqo/AC5dLxZsWLlsupWifPVeu+IF8ybzxXUhpTvNjq4EPfgG5b1Fy6f+4a+Pvyas71NrE/XN+xqXxM+HpM8Fg4etLH+H2tXchEAAkWxJ5cvYvyNzyAux+23ftWTfAybfBc5f6fL01Da56GYxWWHGRT0jAGg83vgdJEwK+ktVoxWq09uIvSdFdCst3c9sXP6Ww8Whr2cPzH+DMcZd0fNLhz+HFy2VgP0j3sRtWtd8FsUQD0dTWF/OHzQ/xWYkviPl746/mBznvYyzJkUbIWX9Ce+8nJLa0efZf4NMHfLExBjN862l4+zZf+1eskC+JpnBfmcEoVaEUir7EXg8f3Qc7XvaVnXQLLPkl5LwE6/8py6JGyBxcn/mJAqRMhYyFrE/N5u719/KjWT/ix5//uFUQIz4snqfOeorsmE6UJP2INkf30pcauthd7V3MQO7MNDndQc5QKBRDlc7czJYIIZYAJcAsIcQcIcRsYCZwtKPz/M7/AqjqtZ4OJUpyAg0ZgA/vhaObfIYMgL0W8j70fa7Ig9y3AMgz6gMMGYC/73yM0qZj4HZQt+gnPLL72VZDBuCYrZwdtmOQtybw2tuflzsv/kGrQsDH98OhtYGKaE2VMr+CYsCwu3J3gCED8PCO/1FVVxT8BHsdfPKAz5ABqC+Bwk0dXuNg1b4AQwbgmbxXyJ/U7AIz9izY/LSvzZhRUm3PP8jf7YDcN2Hihb6yD3/drcBohSLkVOQFGjIAm5+Ast2w4VFf2eRL4Ov/BNYr3Uld+hweaBimQwAAIABJREFUyX+X+SPm8/6R9wOU/SrtlWw5tiWEnR9+OFxezIb28v9mg1IzUyiGG91RMxsvhNjZ8kEIsQuY2En9njBf07QcTdPe1zRtckeVNE27RdO0zZqmbS4vb6+YNOhwtlcAw1bVXh0HoOGY72c/pSebp726ToOzAVez8eK0RFPlbK+M0+BqlMGq/ugM4Khvf+2mShBBHgo2ZaO2MBDGpi2IclytsxZXR4pybgc0BTEgOlEeswdRMfMID46WGJqwqMBxYY6U6nptaSiHcL/ksrbq4EpRihNiIIzLQYc7iJKeEHJ8+i8yGS1B50unTkeVo5ZIYyQ1jvZzb6fKfsOI3hqbtg52ZsxGvXIzUyiGGd0xZnZomvakpmmLm/89Aezo8qyu2QqMEkJMB/4FvN1RRSHE4807Q3MSE4eAD3HyJClD689JN/uUyPyZcK7v5/jsVjWpbHMcZr05oOolmWeTqpfuOgmbnuGa0RcEHNdpOiZHZwcqSAFEjfTFx/gz71aID4yPAWRgtgIYGGNzbEw2Bi3QY/SqrItIjMoMfkJEovzb+qPpZNxWB2TGZBEfFh9QNi1+EumlzTlgDnwi1fRaKNstY2TaMuXS9m48HSikKY6fgTAuBx1x2TKg35/EiRCTEahEdvgLGN8mKN9oJaGuhGvSl7K+eD3LMpYFHNbQmJ2sMhpA743NjtzMzHolAKBQDDe6Y8zcBOQCdzX/291cdkIIIeqEEA3NP78HGDVN61n6+cFK8lS47m35gIxKg8W/gnnfh1Hz4YJ/QlxWswLO8zDS74UweiRc8xpMvpSxX/2XJ075C/MSZ5NsTebm8Vdz8+TvYEieAhc/Co46LjSl8JMpt5Aansq0uEn8b+Gfmbz1ZTjlJzD1cohMgWnflko76XPh2jdlwGt0OpzxAEy/CsaeAec8JN2GUqbD1a/KOooBw8SUk3jstL8zM34qydZk7ph8E1eOuwxdZ0IM066UymHR6dKIueb1TpXuRsSP59FFf+OMtEUkWhK5fPR5/H7Oz4myJstxlDpDGjOn/UL+nD5PjuGL/iMFI+Kz4dy/yrGfPEWO+9N/DSd9t1OFNIWiz4hKhatflkpkkSkw4xq4/BkZR7bsfqkOGZkiVfcW3gXzbpOGeNYSuPoVcLu4qMHGTaMvwOa2cfPUm0mLSGNS/CT+s/Q/TE2Y2t/fcEhhd7XPMQMtMTPKmFEohhOa8Peb7+3GNS0TWN2BmlkKcEwIITRNmwu8jtyp6bRDc+bMEZs3924W+5DSUCbjUY5ukS93o+ZLowRkkjWXTa6U+9NUBZq+Ofg6CG6HjKexxGJzNWJzNFDRWMKmY5uoczUyN2k2U2MnYjJZwBJDdV0RJoOF8LBY6V5kipQ5ROw10l2i4GuprjZiZrN7UK3sU9Em6WaRtUhKjHo9ULZLxszEjJI7NPHdC2gdpGhdV/HR32OzqakKu7uJuKiR3T+psUIG5psjya3IZWPpRjzCw7yUeUzWWdAd+kLGUmWeCjHpOCr302CrJsqahDE+G6qOyOOWGLmKXb4X8tfL3b9RC6SARPleea24bAiLhLK9MpYmZhSkTg0M/ld0l26Pzf4elwOSqiOQ/xVU7pcKjSPngbU5l0vL/BoWC7UFcv4u3gbZyyAyGWqLZFlMOsSNAa9Ljvm40dKQj8mgWqdh0ptwepyYdCbCOxnjeyv3sqF0Aw6Pg3kp85iSMAV92xxPg4c+mzM/zyvnHx/l8bOzA8Vo9pbW8c62Yt6+feFxtasYsvRobCoGF51JM78qhLhC07SdQDsDQwgxrbOGNU17CVgMJGiaVgTcBxibz/0fcBlwm6ZpbsAGfLsrQ2bQ4bLDuodhw/98ZWPPhkv+Jx+c5ojg0rNt3cDaYjDLpJiARR9DUdU+bvr8x9Q56wB4dM9z/PeUv3BK9jkAxPq/3Eb4xSt4PfD6d6Bku6/s5B9A7Gh4+/u+bO9rjXDDaji2G96921c3YZzczYlJ7/JXoQg9VmscVroYO20Jl5uhuyp2ceOaG3E0x2IZdAaennY3M1v+3pUHoakS8+HPaXVunNM8do5uBUscnPWHQKWy8AQ492F447vys94IZ/0J3vupr863noKpl/X8yyoUx0tdCbx2o5TBb2HZ72DBXXKXsGV+tdfBl/8H256TdQ5+CuPOga//5TsvdbpcBNqyXH6OzYLr3yY2dhQA4cbODfU9lXu4Yc0N2Jrjdf6r/Zcnz3ySOSlq97sr7C4PxmBuZgY9TS6lZqZQDCc68++4q/n/84ELgvzrFCHEVUKIVCGEUQgxUgjxlBDif82GDEKIfwshJgshpgshThZCrD/B7zLwqDoIGx8LLNu/Bir29eplNpdtbzVkAASC/+1ZQVNjWecnHssNNGRAPrCP5foMGZDBr5uegp2vBtatyIPSnSgGP+8dfq/VkAFwe928VrHZJwueOF7KOfuzZTmMaY4NWHiXT7q2hcYKqC2UuzMgx9Hhz31tAnx8nxQFUCj6imO5gYYMwOd/gZr89vW2P+/7PPFC2PREYJ2SnMCYr+pDUsWvm6wtXNtqyIAU1VixewXuYGIwigDsLg/moMaMDrvLG+QMhUIxVOlwZ0YIUdL84zLgCyHE/r7p0hDC7QyUv20t70Bl6jipdzW2K6t1NeD2V+AJRhBFNHQG6WLRlqYKgu7S9vJ3UfQP1fb2ymOV7ka8pnC54hFM1U54aR0TpvDginiuJqme52pW8LPXBbqV2eukm45C0VcEm/fc9kDFspYy//lbpw9+btt7owfqfMFUz6rsVXiEB0OnaeAUdpcHY5CYGbNBCQAoFMON7kTeZgCPaZp2SNO01zRNu0PTtBmh7tiQIG40pJ8cWBadDvFjg9c/TuYmz0LXRons+uxLiIpK6/zEhAkyMac/sZmQGcTXeM73pEuFP6ZwSOotlW5Ff3J+VvvctVcmnoTuaHNuDEe9TBboT/rJUNasZrb5aZh5feBxnR4SxgdKNmcvkfFjLcz/oVIzU/QtiRMgLCawbMplUrUsoN74QIW/gq9lPiV/LLHg9dsFMFogaVK3u7I0Y2m7smsnXttOqVLRHpvTg0nffoHNbNSrPDMKxTCjy6UfIcR9AJqmWYCbgXuAfwCDNkKxz7DEwEX/hs3PwL73pJFw8g8gugsjo4dMTp7D/059iMd2P0e1q57rsy/m9LRFXZ+YkA3XvwNf/kO6Rky8SAb+H/lSqlBtfELG1Zz6Yxh9KqROg/BE6XqROFGWK2NmSDAreRaPLHmEx3c8jtvr5ntTv8tcUxKMOxfs1RCdKdX1tqyAqkMyTmDKpbD/Q0iZJo2dsWeCwQTbXwBrIiy4A4wRsq7HDafeLaVvMxdBzRGY/V3ZhqbiMhV9SHw2XP+2b96beT3M+DYY2+TfihoBF/5HulOW7Zbz9uybpJvkrjfkHDjtCijdJRUoE8bLMZ7cfWNmWuI0/r303zye8zg2t43vTPkOC0Ys6N3vO0Sxu71Bd2bCmpNmCiHQ1NyiUAwLulQz0zTt18BCIALYBnwJrPNzQ+tTBqUyj9cj3WnMEe3zywAcXgf7P5KxBSOmy7iVtDlyZfvQWvlQzVos1aE6omQn9oZSXDoDkZoGh76QwawZJ0PBJjCFyZfOA59AfJaUE43PloHdJTkyeWHMKFnHaJY7No4GQEiFM3+aqsFklYGyQ5tBpWYWQOkuGZ9Sugsy5sGohVJitgVnExRthLwPZbDzmDMgZTKNrkYQSPWlsr1w4COoKYBxZ8kg/4Jv5Itd2mwp1X1sp1yxTpwgpca9LqjYDwaLfOlLmdx+HLls0hXHEhO064puodTMukPZHjjwsVQgG3umlKBvGYduB5TshIL1sszVBOX75BwYngCN5dLYSZ4CepNMahyZIt2Hm6ogZqTcyY7OkOPeENbeIOomTa4mvMJLhCmIIMzgos/mzP/7KI+i6iYum91egOa6pzaQ+8BZmA1qzVXRirJshzDdccq9FHAD7wKfA18LIVTK7p6g0/tkP9tyeB28eLl8sJ75e3j5KrnKF5sJH/zKV2/LM3DF8/LFtC2lu2D5uYQ56gg764/w0W+kAQXyIbz0t/Dhr6VLxLzvw7s/kauKVzwLr94A5Xt8bS35NZz6E/lzMKU16Pi7KAYG1fmw+kdSWhsg50WYfjWc8xcIi5JlBz6GV6/znfPVP+Cm9wlv2WmrOAArLpDS4iBlvKvzpSQtSIWn6VdD1QEo3CjLkibD3JvltUGOt5veb797Z7TIfwpFKKnYD89eII0SkKqSlzwG078tP1cdluqMieOh+jAU+b1UT7sSqo/4xnvWYrnYZKuR+Wh2vSHLkyfLHE1tXTB7iLVFJEPRbZqcHkwdGCthRj02p0cZMwrFMKHLmBkhxCykCMBG4Axgp6ZpX4a6Y8OG/R/KleqM+ZD3gQw4XRBEGaqhDMpyg7dx5Etw1MmYliNf+gwZAI9Tri7GZcndF69bBvmX75FKZP6GDMC6v8mHuGLwcmyXz5BpYcdLUp0J5AvZZ38IPG6rDjynZLvPkAE5flpe7PzbzFrs+1yWKw33jtpUKPqSkhyfIdPCJw/4ysp2y7kxfkygIQNSuTFrse/zobXSzbZgfeAO57FcX9yYok+xOd1Bk2YCWIx6GpUIgEIxbOhyZ0bTtCnAqcBpwBygEFgX4n4NH5zNKk+GMGmQgNxNcdna1+1InaylrsEc/DyXTbYPMnZBp5dGjccZ5BpOeUwxePEE+fsJ4Rs/XrdPXcwfl78cd5uxEcwdVQja7dx727xAuJTanaKfCKYq5mry3R/u5jEugsj4djjegxzrgXqZovdocnlICA/+ChNm0tHkUM8xhWK40B01sz8DkcA/gYlCiCVCiN+GtlvDiLFnyADo/K9kXAJIl7JZNwbWM1qka1gwMhdKA+XolsDVxBZGzpU7MHqjdDNyO6QLUNKk9gk6p18NzQnfFIOUxAlSNc+fzFOlOw3IeIAFdwUe1xthpF+ivpSpPgMY5C5LdBu1p8xTA3NqhCcGuia2bVOh6EvajmGQ+ZCimtXzkibKGBhbdXsls1ELA3NoJY6HumLp/ttU6Su3xisRlH7C5vRgNgZ/hQlTOzMKxbCiO2pm7TVbFb3H6FNlLMyuN8DlgAv/JdVzkibAsvth1+sQlQZzb4GsDhTKRsyC61fC1udkYOol/4PNy6U72ewbIG+NzFw9/UrY+BTMuFbGzqROg+vegQ2PQfFW6Sc+5dLhENg/tEkaD5c9DVueheItkH26/NtGJvvqTL5YGsgbH4PINFh4B6T6Ka6nTIUbVsts51WHZGzA5Eth2/OyzazTYfJFsPd9GUuTPAVmXQ91pTK5oCkSZl0b2KZC0ZekTIUbVsHX/5ZjeM73YMI5vuMjpsNly2HnG3Daz6W4xdEtMHqxXCA6tFYaKhkLYMQMKM2FMx+Eo9vlQtDIeTD/NinBr+hzZMxMx25mamdGoRg+qKxc/Y3RKlcKo0dCUzlkL4ZvvywTsZXvkyvsOr10+3n9e3KFcOwZ8uHagt4ApggZhNpUARGpcPWr0igxhsGE80FnBIMRspfJ1Up9858+dRpc8IhMENdRwL9i8JE+Vxq5thqISGh/PDwBZl4Dky+RRi/Aoc9g90rphjbpIogeBVnLIK1GGtThCTB6ESSMgdjRcmye8TuY8x2wJgBecH8N5iiZO8YUIRX1FIr+QNPkfZD6FHidgclaK/bLRR5zlJRcPviZNNbn/1AqPFbsh+ylcNL3oHwv7F0tjZfEiTD+PDjpu1INcN3D0rAZf45v51PRJ9hcHQf4hxn1NChjRqEYNihjpr8p3grPnOPzu96yHG5YKZV2Vvm5Alnj5EvjZ7+XuzVXviBfKgFKdsg2WuIgtq6Qxyc2b6qZ/JRyghksegPolSEz5NAbghsy/rSMjQOfwItX+OKlcl6Abz0Dq+/w1V1yr1SEanGzmXkdnPMQxDa76Ox6A17/jq/+xsfgOx/0KO+GQtHrGIyAnyR+bRG8eKU0zAvWy0UjkGO/sQLy/fRtxp0tyw98DDtfk4lir3gecl6CTx/01dv0FNy4Wrno9iFSrawDNzODjkanMmYUiuGCWjbtb/I+aB9AenQ7fPr7wLKmKt8KevleqVjVwpF17QO6v3hIJjJUKLrDrjcChR+EgB2vwNQrfWWbnpQ7Ni1sf14a3SBzD332x8A2HXU+2WaFYqBwbDdUHZRuly2GDEjX3vw2Qp15awLjvgq/gWM7pOqjP7UFgXOyIuQ0Od0dGzNGPQ0OFTOjUAwXOtyZ0TRtFdBhRk0hxIUh6dFwI6gSjgiuKOavohMgvxxE5cztCK7Io1AEwxNkHHqcgfFTHqfPoAY5vkTzOBTe4ONQKeMpBhqtY7bN/NjRfNm23OsJPq69QVTRFCHD7vISZgzuZmY26GhUbmYKxbChs52ZvwEPd/JP0RuMPwe0Nn+G5Elwyo8Dy0zhvhwe0SNlQHYLmacEvmSCPL8lQaJC0RWTv9W+bNqVMuFmCzOvk7EDLYw7xxf8HB7vS7bagsEM6UrNTDHASJwIEUly5zp6pK+8tkgKWfgzci5U5Pk+J4yXdeZ+P7CeJVa5U/YxMmam452ZensHqQwUCsWQo8OdGSHE533ZkWFL2mypuPPNo9ItZ95tMoFm6gwZVL3lGYjPli+OW56WcTPTrpIuES2MmCX9tTc8JhMdzr0Fspf033dSDD4yT5VxVpuflqvOc26CuGyYegVUHpCfk6dKg/rw5zDxIph0MZgjfW1MvFAa3ZuelEHVc78PKdP77zspFMGIy4Rr34LtL8LCu6XbbvEWqVw27/uwZxUc/ATGnSvl8g98AjX5kLVEGvjRI6RQQNxo2UbqTKkaGZ/d399sWGHvRADAatJTZ1c7MwrFcKE7STPHAn8CJgGtov1CiKwQ9mtw01gBhz6XAaPJk6Xcsf9Oij+aXibJTJvdnLDSA1/8Dew1UkL5htUyX4dOB2OXBSrytKDTSQNo5Fzp7qM3tq+jGN7UlciXsj0rpcLTuLOhLBd2vQkRyTD1MikYMfYM6VxqbHYvu+g/INxyjAKkTpXJBg2m9tewxsp2Jl0kx7VSMlP0Ji4HFG2Abc/J8TjjGjnn6XugY3NsN+S+JUVTJl0MCBizFBbd45MuT50Oi37mG+Op06Tx4j/mo0ZIpbNZ10ulSE1rdylF6BBCNBszHUgzm/SU1KqEvQrFcKE7T4FngPuA/wOWADehhAM6RgipJvbJ/fJz3vuw9Vmp6hRs5a54Kyw/NzDe4IwH4Zv/yJweN62B9JNkeTBDxh+dHgi+UqUYxrid8OX/SXUxkEHMaPDpA746u16Ha16HUQsCz9XpgDaGSzBDxh9lTCtCQeHXsMJfgOJFuOl9yDi5e+dXHYbnLoGGUvl5/xppkBxaK3dhlv3WN3bbjvGOxry+i3tBERLsLi9GvQ6dLrgRaTUaqFc7MwrFsKE7RolFCPEJoAkh8oUQvwPOC223BjG1RfDFXwPLGss7VrrJW9M+cHrfuzDqFOnus++90PRTMXyoPgybn/R9HnumVCLzx9koEwYqFAMRrxe+eSywTHhhx2vdb+NYrs+QaWH7CzIP18ZHZfJXxaCg0enG0kHwP8idmToVM6NQDBu6szPj0DRNB+zXNO124CigkpJ0ShBVnA6VcoIo4Aivn9uCUiRT9AL+46+t4ERrHaXGpBjIdDBXdptg83LzXKuUHwcVTQ5Ph0pmAOFmA/U2tTOjUAwXurMzcxdgBe4EZgPXAteHslODmqg0GVTqjzWuvUpOC+PO9qmUtTD+PDjypSwfd05o+qkYPsRmwqwbfZ/zPoDpVwXWMVpk3JZCMRDR6aSwiT+aBtMu734bSZMgvE0S2elXS4W+k74HMSrh5WCh0enGbOz49cWqdmYUimFFd3ZmMoUQm4AGZLwMmqZdDmwIZccGHUL4dlPmfEdmgt7+IqRMg+lXQsKY4OelzYYb35MZpl0OGDkbCjfB5EtgzncDXzC93uBB1R2VK4YW/mOsI9qOBa9XSiSfdo9M/leSAzHpkLVYytLueAUiUmDGVVLiO9h11PhSDARGLYDr3paKe3qTVNgbeVJgnWDjv+VzfDZ850M5LxdtlO6W9nqYfweMOQMMRjXWBwlNXbiZhZtUzIxCMZzojjHzS6CtY3KwsgA0TXsaOB8oE0K025bQNE0DHgHOBZqAG4UQW7vT6QGD2wmFG6QUbfp8sETDjpdlzoFZN8C1b3ZPaUcIGZzqqIfRp8CSX4HbBgc/g08fhPgxUmVq8zNSaWfq5VKauXQnbHsRSnNgxtXygdyiyKMYOthqZJDyluVS8nj2TYFZyQGKt8HW52ROjNk3QOIE2LMaDq+V6mIZC2TsVukOaai4bHLMzLhanu92wuF1cix7XDD3e2CNhy3P+trMOl3mk1Eo+gOjRUrOt5WddzulXPjWFXIOnXU9RKZIo6ehTO6+xGfBztelgt/Ma2HerRCRKONkcl6RuzO1RVItbdJFMP58iM3on++p6JIGh6dTY8Zq0mNzevB4BfoORAIUCsXQocM3bU3TzkEaGmmapv3T71AU0J0lj+XAv4EVHRw/Bxjb/G8e8Gjz/4OHoo2w4gKwxMHoRfD2rb5je1dLdaisxZ23cXQzPHuelGQG2P8BfPtF+ZD94Jey7Mg6qTY1/4ew9s/y5ytfgBUXQlOVrJP/lZQTXfxLtbI41Ni7Gt75oe/zztfhux9Kwxak3Ozy88HZID/Hj4HPH/Il+yv4BsaeJQUlCr6W//auhqtf8yX6axnLLbED+96Fs/4g8xwJrxyDZ/0J5v+gb76zQtFdjqyDl670zaGHPoNlv5My5G4HZMyDNT+XcvcgXXiX3gfTvy3n0KwlsOtVqNgvjxd8A0fWwyWPBuZRUgwYmhydu5npdBoWk0ycGWNVinMKxVCns7feYmAzYAe2+P1bCZzVVcNCiC+Aqk6qXASsEJJvgBhN01K72/EBwY7X5MvfvNvkKqA/Hpdc6e6KvA98D+EW1v9TvnD646j3vWhWH4HyPT5Dxv+82sIefQXFAKepSuYd8sdth6JNvs+lO32GDMjs5v5Zy0Eayf67ObVFUt2phZxX2gdBH/wU0mb5Pq/7K9S3UYNSKPqbAx+3n0P3rJKJYAHQfIZMC+v+JheMqo803y/7A4/vXSV3yxUDkgaHu8OEmS1EhhmoblJxMwrFcKDDnRkhRA6Qo2nai831MoQQ+3rx2mmA/5t3UXNZSduKmqbdAtwCkJExgLb+dc2/PuFtH8QPwcvaEkxZSuvgzxIQLxFk61zTqeRtfUzox6YWfKdN8xtbbf/m3R0D/u3qgow5TS9jCAKuqcbXYGDAzpmhINjY1el9SmfB7gdN7yvv6H5Rc2lI6I2x2ehwE9bJzgy0GDNORtNFfjaFQjHo6Y4/0tnAdmANgKZpMzRNWxnSXrVBCPG4EGKOEGJOYmJiX166c6ZdLh+a3/xXquH4YwjzWxnshHFnt08yeMpd7f3CLbG+h3PiREiaLAO3/Vl0D0Sn9+w7KE6IkI9Nayyc9svAMlNEYOBz6nQ5PlqoPSqFJ/yZdDHkr/d9jsuCJL9QtmlXBBrfmgbZS6Fkm69sya9UTNYgYcDOmaFgzNL2ySsnXijdz0C6V1rbxHot/gXEjpZzaW0RJE8OPD71SnmPKHqd3hibjc7OpZkBIsOMVDc6j6t9hUIxuOiOAMDvgLnAWgAhxHZN00b3wrWPAv5v3iObywYPaXPghndhx6syCPWyZyD3LfngnHwJjO6GMTNiFtz4Pux8Dey1UlUqfR647BCeKOMj4rJklusdr8Ky+2HCeZAwFq5/G3avlAk5J18i43bUauLQY/zZcNUr8u8fnQZTvgUpfoZI4ni4YZUce5UHpYE8/4fSTSx/vYyXGTFDxgIYrdLQmXAOJI33tTHyJKmql/MKeJ1SutkSC6f8WLY59XKf2plCMZDIXARXvwK73pTullMuk3PwrBuhvkQa7de8DvvWQMU+31xpjYMrn4O978p5uKkSirfDuLOkgWRSK/oDlXq7i7BuuJlVDXZjRggo3ytjt6JH9ndvFIoBiya6SBamado3QoiTNU3bJoSY2Vy2QwgxrdMTZb1MYHUHambnAbcjRQbmAf8UQsztqs05c+aIzZs3d1VNoegNemQZqrGp6EO6PTbVuFT0IX0yZ9771k4MOh1nT0npsM4LG/KZkhbNradl97j9AYEQ8PZtclHK7ZCpGpb+Ri1YHj/qFzeE6c7OTK6maVcDek3TxiKTZ67v4hw0TXsJWAwkaJpWBNwHGAGEEP8D3kMaMgeQ0sw3Hc8XUCgUCoVCMXyot7tJi7F0WicyzEh5vaOPehQCtq6A4q1w0X+kMfPJA9IV+PR7+7tnCsWAozvGzB3AvYADeBH4APh9VycJIa7q4rgAfthZHYVCoVAoFAp/6u0urKaITuvEWIwUVTf1UY96GbcTPvsDnPYLGX9rCIPTfw3v/gTS58q8cwqFopXO8syEAbcCY4CdwHwhhEqpq1AoFAqFot+ot7uxmDqPmYmxGtlSMEh3ZvashKgRMja2BUssnHI3vPMD+MEGGfOlUCiAztXMngXmIA2Zc4C/dVJXoVAoFAqFIuTU291YTZ07lsSFmzhWZ++jHvUyW5+D7GXty1OmQvp8+OBXfd8nhWIA05kxM0kIca0Q4jHgMmBRH/VJoVAoFAqFIij1DjfWLnZm4sJNlNU56ErkaMDRVCWTIqfPC3585jVw4BMo3Ni3/VIoBjCdGTOtqXOVe5lCoVAoFIqBQIPd1aWbmdVkQKeDWpur03oDjrwPpJS+MSz4caMVZlwDa34pFc8UCkWnxsx0TdPqmv/VA9NaftY0ra6vOqhQKBQKhUIBIISg0eHpcmcGIDkyjMIqWx/0qhfJex/SZndeJ2sxNFXAwU/6okcKxYCnQ2NGCKEXQkQ1/4sUQhj8fo7qy04qFAqFQqFQNDo9mAyDhsjOAAAgAElEQVQaBl1na7GS5Kgw8qsa+6BXvYTXA4fWyiSunaHTw+RLYd3DfdIthWKg0/VsoFAoFAqFQjEAqLO5sJq7k1UCkqLMHCxrCHGPepGSHKlaFp7Qdd3Ri6BiPxzbHfp+KRQDHGXMKBQKhUKhGBTU2lxEdNOYSYuxsLe0PsQ96kUOfQ4p07pXV2eA7KWwZXlIu6RQDAaUMaNQKBQKhWJQ0BNjJjM+nNziQRTie+gzKb/cXbKXws7XwDPIRA4Uil5GGTMKhUKhUCgGBbU2F+HdCP4HuTNT2eCgsmEQJM/0uODoZkie0v1zolIhMgUOfxG6fikUgwBlzCgUCoVCoRgU1Da5CA/r3s6MTqcxOS2atfvKQ9yrXqB4G0SNAHNkz87LOBl2vx2aPikUgwRlzCgUCoVCoRgU1NichJu6Z8wALMiK5+mvDuPyeEPYq17g8BeQ1INdmRbS58G+98E7wL+fQhFClDGjUCgUCoViUFDT5MLaA2PmpNFxRIYZOOsfX7CnZADHzxz6HJIn9/y8qDQwWqA0p/f7pFAMEpQxo1AoFAqFYlBQ2eDstgAAgE7TuPP0sSydkMztL27F6xUh7N1x4nb2PF7GnxGz4IBKoKkYvihjppepbHBQZ1PKIgpFb1LR4KBe3VcDDpvTQ1m9HfdAd+FRDBmqm5xEdjNmpgVN01gyPhGXx8u2wpoQ9ewEOLoZYtLBHHF856dOhwMf926fFIpBRM9mBEWHVNQ7WJlTzJPrDhFlMfCTMyewaGwCZmP3VFcUCkV7jtXZeHPrUZ5dn09CpImfnjmeBdkJmAxqHaa/2V5Yzd8/3M/uklrOnZLKTadkMjrhOF/GFIpuUt3Us52ZFjRNY0Z6LF/klTF7VGwIenYCHPwMknsgydyW5MnwxUPgskmXs+PE4/Wg03Romnb8fVEo+gH1RtBLvL+rhAdW76a41s7e0gZuXrGZ7QNxBUihGES8ufUof1mzj9I6O7uO1nHT8k3sPFrb390a9hyuaOS6Jzfyxf5yKhqcrPgmn/tX7abR4e7vrimGOFWNPd+ZaWFcciSbjlT3co96gQMfQ+qM4z/faIW4LCjceFynf1LwCZe+cymznp/FyS+ezF2f3sWWY1uOvz8KRR+jjJleoM7mYvn6I+3K1x+s7PvOKBRDhIoGB8+uzw8oEwJy1CJBv3OwrIH6NobL2n3lFFU39VOPFMOFWpuLyDDjcZ07OiGc3cV1CDGA4maaqqB8HyRPOrF2kibB4XU9Pu2JHU/wpw1/4oLsC3hs2WP88dQ/khaZxs+++Bm3f3I7xQ3FJ9YvhaIPUMZML2DU60iMNLcrj48w9UNvFIqhgVmvC3oPRVmUd2x/YwmStDDMqMNsUG61itAhhKCmyXXcOzOxViMeIahocPZyz06AA59A6jTQn+D7QvIUONIzY+bDIx/y8r6X+fncnzMlYQp6nZ4oUxRL0pfw4MIHiQuL4/JVl/PinhfxChUXpxi4KGOmF7CY9Ny5dCx6nc/PND7cxPys+H7slUIxuIm0GLnnrPH4u2+nRJuZlTHA/N2HIeOTI1mQHTi//XjZODLirP3UI8VwoN7hxmTQYdQf36uLpmmMjLVwoKyhl3t2Aux5B0aedOLtJE6Q8sxuR7eqV9urefCbB7ll6i3EmGPaHTfqjFyQfQE/n/tz3tz/Jte9fx0Hqg+ceD8VihCgljh7ibmZcbxx63y2FdYQbtYzMz2WyDAjdTYXUZbj2xJXKIYDjQ43dXYXceGmdiv7C7ITeP3WBeQU1hBlMTArI5asRBVk3t8kRJr52+XT2V5QQ2F1ExNSIhmdEI7L68WsU7szitBQ1eAk+gSfp6nRFg5XNDI/ewAsNjobZfD/Jd8+8bZM4RA9EkpyIH1ul9X/te1fnJR8ElkxWZ3WSw1P5Z6T7mFt4VpuWHMDF2RdwPenf5/YMLWopBg4hNSY0TTtbOARQA88KYT4c5vjNwJ/BY42F/1bCPFkKPsUKgx6HTMyYpmREUt+ZSNPf3mYN7ceJSPeyr3nTeTk0fHodEohRKHwJ6ewhj+v2cOOwloWj0/irmVjGZcc2XrcZNAxe1TswFMfUjAixsKIGAs7iqr547t72Xm0ltMnJHHnsrGMTYrsugGFoodUNjpO2JhJjDBzpKKxl3p0guxeKZXIwqJ7p73EiVDwdZfGTFF9EWsOr+EPp/yhW83qNB2nZ5zOnOQ5rDy0kvPePI8Lsy/kivFXdGkMKRR9QciMGU3T9MB/gDOAImCTpmkrhRC721R9RQhxe6j60dc43B7+9ekBXt9SBEBucR03PL2Rd364kEkjemnCUiiGAAWVjdzwzEZqmmT+mHd3lnCkspHnvzePWKuKNxsM5Fc2cu1TG6mzSTGAVTtKKKhq4tnvzCVG/Q0VvUxFg5Oo44yXaSE5ysze0vpe6tEJsvFxGHd277WXOB7yv4KFd3Va7eldT3Na+mlEmHq2yx1ljuLaiddybua5fFr4KTd+cCNRpigWjFjArORZzEycSXJ48ol8A4XiuAhlzMxc4IAQ4pAQwgm8DFwUwusNCI7VOnhza1FAmcsj2D+QfHQVigHA4cqmVkOmhdziOgqrlCLWYOFwRWOrIdNCTlEtRdW2fuqRYihT2eA8biWzFpKiwgbGHHN4HTQcg/R5vddm0iQo3CRlHzugxl7D+4ffZ2nG0uO+TJwljsvGXcZfF/2V6yZeh8vj4uW9L3PJyku44K0LeCznMWodSkJf0XeE0s0sDSj0+1wEBLtrv6Vp2iIgD7hbCFHYtoKmabcAtwBkZGSEoKu9h9moIy7c1E4t5XiSfCkGPoNpbA40IsztYyuMeg1rEKUsRc/oq3EZbmo/r5n0OiwqWbCiA05kbFY2OI5byayFxEgzR2v62dh2O+C9e2DG1dCbMWbhiaA3QtUhiM8OWuWN/W8wI2kG0eYT9xTRaTqyYrJaXc28wsvh2sOsO7qO5996nnvm3MOFYy484esoFF3R32pmq4BMIcQ04CPg2WCVhBCPCyHmCCHmJCYm9mkHe0pyVBj3XTA5oGz6yGgmjYjqpx4pQslgGpsDjTFJkVw8Y0RA2Z1LxzIqPryfejR06KtxOTYlgvOnpQaU3X3GWEbFK1UzRXBOZGyWNzhOWFAn0mzA5fFSb3d1XTkUuB3w5i0QngCZi3q//aRJUPBN0ENe4eXlfS+zJH1J718Xadxkx2Rz4+Qb+dGsH/Gf7f/hr5v+OrDy+iiGJKHcLjgKpPt9Hokv0B8AIYR/VskngYdC2J+Q4/UKSuvszBkVy6rbF1JW78Bs0JGVEE5qtKVd/cPlDTQ5PYxKsBJhbj9BuzxeyursWIx64iLa57FRKAYz0RYj9543kQunj+BojY3RCeFMGxmNzeniUK2D6DAjKTHt75tgVDU4sLk8JEWFYdTrqLO5qLe7iA03YTUZqLM5KOlhm11hd7mpaHASaTYQPcTjQ9r+fvMrG2iwe4iPMHHXsrFcfVI6eWUNZCdGMD09BrvLQ02dnViLifATXElXKFooq3cw5gTVDDVNIykyjKM1Niak9KHSqBCw73346DcQmQoLf0SA7nxvkTBOxs3MvKbdoa+Lv8ZqsDI6enTvX7cNGVEZ/GLuL/jH1n9g1pu5c9adIb+mYvgSyqfMJmCspmmjkUbMt4Gr/StompYqhChp/nghsCeE/QkppbV2nv/mCE99eYTbTx/DvtJ63t9VQlqMhZ+fM4GEyDBMBrkR1mB38vGech7+aB/Hah2cOzWFmxZmMj3dp9hUUNnIY18c4rXNRSRHm7nv/MksGpfY2oZCMRRIjAzj9IlhrZ+3F1TzyCf7+WJ/BWMSI/jFOeNZMqHjgFKn28sXeeX8blUuZXUOrp+fwbJJKfzp/T3sOlrHorEJ/GDxGB774iCf7SvvVpvdYX9ZPX/7YB8f7yljfHIk9104iXmjB4DUay/j8nj5PK+cB1blUlrr4PbTsxifEsVDa/LIr2xk8fhEpqfHsPlIFfOzE3hxYz5mo46HP8xjc341J42K5dfnT2JKmhI/UZw4FfUOZvdCnqmESDNHq21MSOkjjwlHA7zxXSjfBzOvhZFzQ2PIgNyZWf/PoIde3fcqC9MWhua6QYgwRXDnrDv504Y/MT5uPGdlntVn11YML0L2ZiyEcAO3Ax8gjZRXhRC5mqY9oGlaixPlnZqm5WqalgPcCdwYqv6EmpU5R/n3ZweZNCKKrQXVrMwpxuURHKls4vYXt7Elv7q17pb8Gu5+dTuFVTacHi9vby9m+fp8Ghxy29vt8fLEukO8sKEAp8dLYZWNm5/bTG6xCqhTDF3K6uz8bmUun+0rx+MV7DtWz20vbGVbQXWH5+QW13Lzc5spqpb3ksmg55YVm8kprMXjFXy2r5xfvLmTKIux2212Rb3NxS/f2MkHucfweAW7S6Ri4YGyAaKQ1IvkHq3l5hWbKWieq8YkRXHHi9s5WN6A2yv4eE8Z6w9W4hWwZlcp80bHc8dL29hwuAqPV/DN4Sq+9+xmSmuVIIDixKloOHFpZpBJrfssbsbrgVeuAeGB8/4uA/5DZcgAxGZKYYHGioDiKnsVG0o3MC+lFwUHukGUKYpbp9/K77/5PcUNxX16bcXwIaTL/EKI94QQ44QQ2UKIPzSX/VYIsbL5518KISYLIaYLIZYIIfaGsj+horbJyUsbpW7ByVnxfLa3LOC4xys46Peic7C8sZ3YyHs7S8hv1r4vq3fw2pZARTQhGFhZixWKXuZIZSPbiwINdrvLy8Hyjsf9/mP1AfeSXqdRZw9U1zpY3kCan2uZ3eXlUCdtdkVRjY3N+YHGkN3l5XDFAFBI6mUOlDUE/H7L6+04Pd6AOl8frGRGegzbC2uwmvQcqwvMQF5aZyd/IKhHKQY9lY3OXpFtjw03UVTVR8bMpielYXHy7TI4P9To9JA0sV3czOqDq5mROAOrse/j2UZFjWJpxlLuW3+fip9RhATls9QLhBn1ZMTJCaK2yUlCkPgWfznJYDr5KdFhWJuVgSxGPanRYe3qnKi+vkIxkAk3G4IqmUV1IsXaNhjYoG8/pZn0Oto+Pk9E3tVq0gft54mqLA1E2v5+rUHUy2KsRhodbsJNekwGfbtFZ02DyCAxgQpFT7C7PNhdHsKDqCD2lMQIMwXVfWBgO+ph7Z9h3q29q1rWFUkTZdxMM0II3tj/Rp+6mLXlrMyzKGks4YMjH/RbHxRDF2XM9AJmo547Th+D2aBj5Y5iblqYGfBAn5EezZQ0n2/uhNRIJqX6MmTrNPjJGeMY3RzYGBtu4rcXTEbn18bUtGjld64Y0kxMieTuZWMDypaMT2TyiI6zycv7wndvbT1SxbdmpQXUuW1xNu/vLO12m12REWfl3vMmBpSdOzWF8cknFpg8EJmSFs20kb55p87m4uSsuIA6Ny0czaqcEm5cOJpVO4q5Yf6ogOO3npZNVqJSqFOcGOX1DmKsJrRecNFKjDT3Ta6ZLcshZZp0/epLkibD4S9aP+ZW5tLoamRc7Li+7YcfBp2BqyZcxUObHsLmVm6nit5l6C0l9gJNTjfl9Q4izAYMeh01jU5iwo1EW3zb28fq7DhcXlKizZgMemaPimX1HQspqbVjMepYcdNcDpQ3EG0xMm1kNNlJvpenKWkxPHTZdPaU1NHgcDM6IZw5o2IC+nDKmARW33EKFQ1OTHqNUR0ooikUHVHd5KTO5iI+3ETECSaa6y4ut5eSOjsmvUZKD8erTqfjstkjyUqKIL+iiYQIE9NGRhNnNbOnuBazUUdWYqARkhZr5fFr57CruJZ6u5sxSRGMiAnj3CmplNTZyYy3MiZJKmzlVzYSH2FiWlo0abHH/3KtaRqXzExjXHIkRyoaSYg0M2VEFLHhQ09xcESMhcevm01JjR2vEFjNcq6rbHRwtNpOclQYTreXv1w2FYtRz5kTk0iJtnDGpBSKa2yMiLEwZUQ0YSrvjOIEKat3ENdLqoGJkWaKQx0z4/XCxidgwR2hvU4wEsbJXDO2arDE8uq+V1kwYgE6rX/Xr8fFjiMrJovlucu5bfpt/doXxdBCGTNt2F9Wz5/e28One8tJj7Xw/dOyeHTtIeIjjDxw0RQmpESyZtcxHly9mxqbi8tmp/HDJWMx6DRe2ljIc9/kYzUZuPnU0Xx5oIL8yiZ+cc4E0mIsWPxcNKZ0sdNytNrGE+sO8c72YuIjzNx/4WTiJpgwq5cCRTfYdLiKe9/eSd6xBuZmxvG7CycxaURod/YKq5r479qDvLa5kCiLkV+fN5Gzp6QEdU3qiLJ6B8u/PMK6AxVkJVh56LLpPPLJflbllBBlMXL3srGcPy01wHAYEWthRKzPcFq7r4w/vr+Xg+UNzMyI4VfnTOD0CUm9+l2tJgMnZcZxUmZc15UHMU0OF18dqODFDQWcOTmF5euPUFpn57RxiczKiGVtXhm3npbNvW/tZH9ZIyePjuO+CyezcExCf3ddMcQoq7MTG947izLRFiONTg9NTneP5qceUbBeupYljA9N+52hN0pVsyNf0ThmCR/lf8T9C+7v+34E4ZIxl/CHDX/ginFXEG8ZegqQiv5BuZn50WB3cd87uXy6txyAwmobv1u5mytOSmdHUR3fXb6ZTUeq+dEr26lsdOLxCl7ZVMSK9Uf4dO8xnv7qCC6PoNbm4m8f5rFobCIltXbufmU7Wwtqut0Pl9vLo58f4K1txXiF3F7/wQtb2VVcF6qvrhhCHK5o5Kblm8g7JoPcNx6p4ocvbqWiwdHFmceP1yt4cWMBL20swO0VVDU6+fGrOeQUdV+Br9bm5Gev72DdAanCkxIdxsqcYt7aVtza5m/eyW0XfO/PzqIabn9xW6towLaCGu55fQcFVY0n9gWHKZvza/jp6ztYMiGZv6zZS0mtHSFg7b5ytuZX0+jw8LcP80iLlTGD3xyu4s6XtlHVGLqxphielNXLPFG9gU7TSI40U1Qdwt2ZnJdh9GmhVS7rjJQpcPBT3jv8HhPiJhAbduKS1r1BkjWJk1NO5rEdj/V3VxRDCGXM+FFaZ2f9wcqAMrdX4G5W72lwuNlT0t6geGNrEaW19nblBVVNJEaY8Qp6pJ5U3uDg7W3tJQwPKjUzRTcoqGykwRGo6HW4oomjIXxwVzY6eH1zUbvyXUXdN+KLa+wBxs95U0cExLq0tnm0Y6P+UEX7736kson8Iag01hccLJdqZg63B28bFYXP95czJzOOjYermOq3y7y/rCGkY00xPCmptbUTpDgRkqLCyK8M0bzgccHe1ZB5amja7w6pMxEHP+WFPS+waOSi/utHEM7NOpfVh1ZT0lDSdWWFohsoY8aPcJOBWGv7ybJFIcnl9ZIQxC9+VLw1qIpSXLiJ+ubcMT3Rxrea9KTHtY83iAnSN4WiLcEe+GaDjogQqm1ZTQYyE9rHoSRFtVfl64hws4EIs6+PJbV2Rsa2vw+SojqOTQl2/5oNOiItyqP2eGiZt4xB5reUqDCqG51ynvOTww4z6gg3q9+3oncpqbETF947MTMg42byK0O0Y3tkHUSmQETvurf2iLjRuG2VxDTVMCl+Uv/1IwjR5mhOG3kaj+Y82t9dUQwRlDHjR2qMhQcumhKwK3zq2ATySmWOmNuXjGHWqNiAVUiTXscvzp7IorGJWPziWUbFS7cLu8vLvKy4HimRxVhN3HfBZAx+cmZz2lxXoeiIsUmR3LggM6Dsl+dOIDM+dIpS4WYD95w1DrPBN6VMSo1iVg+ydWfEWbnvAt9D9/F1h7htcXZAm+OSIjptc2JqNFfMHhlQdtfSsUxKVffO8TA1LZoZ6dHkVzZyUqbv967T4MYFmazeUcyPlo5lZY5vJ/necyeGdKwphicldb1rzCRHhnGoPETGzO6VMjlmf6Lp2GMJ53p9Yr8H/gfjzFFn8knBJxTUFfR3VxRDAG2wJTCaM2eO2Lx5c6+3W93o4HBFEya9hqbTyDtWT5zVRFy4iVqbi2iLEYtRR4PDQ1SYgd0l9TQ63YxPjiQ+Qk6wDXY3pXUO9DpIjjJT0eDCpNeRECHbiA83EWbSU2dzkxBp4lidHbvTy6g4C0drHXiElzEJEVjMBjxewZ6SOg6UNRBlMZCdGIHbI4i0GEiK7P5qt+KE6JGzc6jG5vFQ0+Qkt7iOsjo76XFWJqZGhWS1vM7morzeQWSYgcRIMzuKathb2oDVqGN2ZhwJEWb2l8nElmOTwjEbDewoqsHu8jAyxsKIWCsV9Q5qbS4SIqTARUFlA1VNLsLNekbGhHGg3MbBsgYsRj2T06LIiAtv12ZeaT02l4fMeCtNDjeHqxpptHuIthoYkxhJXJvcTw6Xh6M1NkwGHSNjgyeRK66xYXd5SI22YAmSV6af6fbY7O64FEJQVG3D7RWkxYRhMujJK63H7fVS3uAg0mTALcDj9RIVZqTJ6SbSbKDW7ibGaqS0xkZshJkxSRHYXR6qGl3EhZt69QVUMeAJ2Zy56KHPuHPp2IAEuCdCTmENn+4r49Xvz++V9lrxeuHv42HZ/RCd3rtt94Ajdfl8tO5BrjTEs+/iR/qtH53xzoF3cHvd/HnRn/vicv0UvKToC5QvALC9oJpHPz/Ih7uPEWEycMfSMVwwLZW8Yw386JXtHCxvJDshnBsXZvJB7jHmZcXxxBeHqHe4WTohiRsXZGI26FjxTQHv7ijGYtRz08JMcopq2V1cx0/PGs/GQxXMHBXHY58f4miNjWlp0Vw2eyRVjQ7cXnjqy8O4PF4unpnGzadmMT4lslXxbHdxLXe+vI2cwlpGRIfx529N49SxCb2it68YmsRYTSFXlNpTUse9b+1ka0ENqdFhPPLtGTz15eHW++iuZWPRafCXNfvwCsHDl0+jxubm7x/lUdPk4oJpqVw8M43frcqlsMrGlBFR/Orcifz9wzw2F1STGh3Gb86fyBd5FbyyubD13owPN/Grt3bhFYK7lo4h1mrmrx/uo6bJxeJxidy6OJufv7Gztc0/XTo1wJjJr2zk4Q/zWLWjmAiTgV+eO4ELZ6S1urjZXW7e3VHKg+/upqbJxZmTkvnluRMZHcSNbqhQa3Py+uYiHv4oD4fby11LxxBjNVFa20RqtJUNhypZMCaBhz/Mo7LRybzRcZw2LpGP95Rx1uRk1uwq4WdnT+CfH+Zxw6mj+d3KXA6WNzImKZy/fGsas0cNbdU3RWgRQnCszk58LxrGabGWHsWydpuS7WAI61dDBuDN/W8wIvNUwnPexdBUjds6MAQA/Dkz80x+te5XHKo5RFZMVn93RzGIGXh7j32M3enhlc2FfJB7DCGg3uHmj+/t5VBFIz9+NYeDzdvQBysa+ftHeVwzL4OHP8yjzu5GCPh4TxnbC6r5aE8Zq3Kk+lij08O/PzvI/Kx4qpqc/OqtnVw8cyR/eHcPR5u17XccreXZr48wdWQM//7sADaXB7dX8PqWItbs8gXFVTU6ufvVHHIKZWB0ca2dm1ds5oASA1D0IzVNTn7yak6rSt+45Aje3lYccB/9/t09ONxeHG4vLo/AbNDz23dyqWmScWSjEsK5/cVtFFbJe2JXcR0/f3MHY5qTT5bU2rnr5e2kRocF3Js6TWttU6fpuPftXa1trs0rZ/n6I8Q256PYVVwnldzqpbqW1yt47ut8VuYUt7b5q7d2scNPqGDX0Tp+8lpOa5sf7j7Gfz87gMvt7YPfbP+wNb+aB9/dQ5PTg8crMOh0/PadXGakx/Gbd3I5e2oq9769i8pGJwAbDlfx1cEKLCYdH+SWkhAZxgOrd3P7srHc+dK21nnzQFkjN6/YogQBFCdEZaMTs0HXq/mK4sNNNDk91DQ5e61NAPa+CyPn9m6bPWRXZS5HG44yJWUO9cmTiDu4tl/70xEWg4UzM8/kkW0Dc+dIMXgY9sZMQXUjH+0+1q78aLW99cHdQnWTq/UFx5+IMCMf5LZXXcqvaiIhwowQ0ghxtHkZOljeSFl9exW093eVUtUso1tSY2Nfc8xOCw63l/y+yF6sUHRASa2d3X7KfmdOSgl6H5XXOwhvdtEqDPJCa3N5Aj4XVtlIjPTtorg8AncbGa2D5Y0kNrt2NrU5H2SembmjfTsBBVW21kWEykYHb28/2u6cXUd9KmrBVANX7SimPITS1v3NhsNVrT8b9Rp1djnPtWRJL6tz0NYj+asDlcxIj2VrQQ0TUiLZU1JPnd1NdZs5sqrRSVG1mq8Ux8/R6sB5oTfQNI1R8daAeaxX2LOqX+NlHB4HK3JXsCR9CQZNT13aTBL3vt9v/emK0zNOJ6csh10Vu/q7K4pBzLA3ZmKsJkYFCVaNsRrR6wLduHQaRAZRhGpwuIO6oMSHm6izdaxmFm7SExVEN39MUgThZvkCGBkWqPDUQjDVJoWir4gwG4jyuxeKqpsYldA+9iTKYsTebMS3vQeCKWSFGXV42hgvbeslRpqpbl5NNQVpY1RcOCU1vkWCMKOu9b61mg2MSYxod05qtM8Pv218DUBWgu+eHIr4z4Euj2hN8NvyNws2B42MtVDR4CAxwkytzUWUxYDVpKfNtIlep/VIzVGhaEthdVNIYkUz48PZ2YNcWF1SeRAayyFhXO+12UNe2vsSSdYkxsSMAaApcSwGex3hx/b2W586w6w3c37W+fx1018ZbDHcioHDsDdmkiLDuOP0MYQZfb+KySOiSIsJ44eLswPqXjc/k8MVjUxJi2otMxt0TEiN4rsLRwc88LMTI3B7BQ63l0VjE7A73Vw0Y0RAezcvysKk15ER53sJjLIYuPbkUZiNsq2M+HDuv3BywHk3zM9kXFLkiX95heI4SY+z8uDFPuW/J9Yd4tZF2QH30dS0KJxub6txEms1MWeUz2/7m4MV3LQwM6Ddn545nlU7fMpYl80eyU4/F7BJqVFEWQy0bHJWNzkDdmFMeh23Lc4K2CW67/zJrepa4SYD95w9PqCf00dGMzMjxq/f0SzIjg9o8zfnT2Ue0a8AABbNSURBVCTaMnQD2ednxzM+2Wfk1TQ6mZURQ0SYgbmZsdQ0OVk01heDpddp3LAgk/d2FPPdU0azakcxPz9rAh/klnD7kjEBbf/0zHFkJQ7deCNF6CmoaiIhovfvv+zECDYeqeq6YnfZs1ruyuj6Z+Hj04LPyK3IZdmoZb5CTUd15gJStr/SL33qDqeknUJZUxmfF33e311RDFKGtZqZ0+2hsMqGUa9RWmfnQLNi0oSUSCaOiKakxkZucR0ltTZGxPx/e3ceXVV1L3D8+8s8kEAgMQNTEDASQCPOioqVKlqXUIeFdmlr67Dap7XWtu9Vujo8+15bfeprX9VaHGot1hFRX/WBVkBwBmUSEgIyD5mAkIFMN/m9P84BLhlIQu69557w+6x1V849Oefc30322efuc/f+7WQSYoVt+xooyE5jV3UDdU2tnDI0jYaWNmJjYmhTpbS8jpSEWIYOSmJDeR1pyXEMH5xCRU0Tg1MSaGhppbqhhay0ROqbAlTVNnJSTjpbquoJtCkFOWmcMmzQEXE2tbRSUlbrTsKZwMm56QxK6b8frKKIb7OZRUJTSyvry2vZusf5oDE+N53islo2VdaTFB/DyTlpJMbFUFbThAI5aYk0tLSxsbKO+qYA+ZmpFOYMYEPlAcprGhmekUzmgHg2Vh5g+94DDBmQyJisVPYdaOHLysPnJkBxWS1tqozLSSc5IZZ1u2uobWxhTFYaBTmplJTVHzpmQW4ayfFHfrNQWlbLxso6UuJjGZeXzuDUBLbvPYAqDB+cTPWBFkrKaqlpbGFM1gAKctKiLeFGyLOZ7apuoGR3DU2BNoZmJBMrTpe+vIFJ7NzvpMWtPtBMfVMr2emJ1DQGSE+Kp/pAMxkpCQxIiiE+No4RQ5L5srKe3dWN5A5KYlxOeDLpmagUljrzJy+vIi0pnq8WZh9zYJ3ZW9/Mva+uZsUvLu3QE+OY/HkKjJ8BQ0/v+7F66b0dS3h1w1yuL7iejKQjB/tLoIkTF97P+ukP0TB4VMRj64k1lWt4ufRlXp/xOgmxYfl8E1UVuAmt47YxU7a/kccWb+S5T7YhOHMm3HbhiWR3M8lfXWOAuZ9v5/7567l76li27TnAC8u2o8CMojy+fV4+E4IaIyu27eNHL61kU9UBstMTefC6U5k8xjKR+YQ1Znrhi537eWDBepaUVpIcH8uj3ziNd0sqeDHo/PjO+fmMHzqo22NFUkVtI08s2cxfPtiMAjecOZw7Lh5DbohSwIZJyBszADUNzbywbAcPv7OexpY2LnMzueUOTOKtNbtZsW0vhXmD+N38EqoPtDA+L52fX1nIOScO6f7g5ngQljrz6sc+4PIJub2ar62nfjZvDb+5emLfy/C+LfDni+C6ZyAmco33QFuAlze8wvKyZVwz9hoGJ3WeOTBj01KSqrdReuUDEKWfPx5Z8QiTh07mtlNuC8fho/NNm5A4bruZLSwp59mPttLa5gwwfvL9zby/oarb/VbtqOaXb6wjLkaIjRHmfLKNQJvS2qbM/Xwn75UePkZZTQPfm/M5m6qcwa/lNU3c/uxnbK4K00RdxnikqSXA3z7awpLSSgAS44XNe+p5rt35saQH51ikvb+hiieWbjoU55xPtrGwpMLrsDyxcns1v3mrmMYWpx/fgnXlzPl4KxsqavnhS6u4qCCbe+etOZQIZe2uGn77VjHbwjWTujHApsp68sJ0c+GcE4fw4rLtfT/Qqpcgf3JEGzJba7Zy38f3sXn/Zm4cd2OXDRmAffnnkVBXSWbJ/IjF11szC2byzNpnbCJN02vHZWNGVY+Ysfqg/wtKidyV0nIns9hFBVl8+OWeDr9fuL6CxuYAALurGymrOTJbWUNL66EMQcb0F7v2N/JuUAPgwrFZfLCxY8Pl3eIKAoGOGci89HYnmQhfW7mTtjZ/fWsdCp0Nhv7f1bsOZXbcVd3QIavZqh372bXfUi+b8KisbaJVNWxJby4uOIGFJRUU9yWrWVsbrJwDJ14cusCOorG1ib+XPM+Dyx9kYuZEvj7m6yTHddPYi4mlrGgmwz+eTUrVhojE2VtZKVlcMeoKZr0/i9a26LpOmOh2XDZmRIRJIzpOIFU0vPvuLzkDnW5oxbtqOCm74yD8k3PSSArKBBQ80Nh5bRicGtoUk8Z4bVByAqODsoSVlNVS0Mn5MS43nbi46MoK1n6MGsCkkRnEhKIPvc8MH9wxI9343HRS3TFHnY3VOyEtkbROsjIaEwrrdteQPyQ1bF2zByTFcdO5I/nmU5/ylw82s3zLXpp7O6fU5sUQGxeRLGYrKlYw6/17Kasv4+YJ32Zi5sQe959qSs+lfMIMxr45i6R90fntx9SRU2lpbWH2mtleh2J85LhszADMOG0ouQMPj48ZMTiFaRNyu92vaNggLhiTycbKesbnpR+RiSw7PZGrTj2csSx/SCr/ftWEI/b/4dSTGJttmX1M/5KRmsBdl4w9lNGvtLyOSSMzGD748N3C7PRErjyl+3Ms0i4dn03+kMPncc7ARK4+bZiHEXnn9JEZnJl/+EZPWmIcd00dy6isVGYU5VHf1MJVQf/DuBjhZ18bx/i80I9lMAZg5bZ9nU59EErnj87kX6aM5v0NVdz76houuH8hn27uRZaz938PBV8L61iU/c37eXTlYzxX/HcuGzmNK0ZdTmpcx5sP3anNO5Wqgss4+Y17SC1fF4ZI+yZGYrhl4i08X/I8S3cs9Toc4xPHbQIAcObGKC2vQ4CCnLQe98mtqm1ifXktDU0BstKT2FRZR5s6s6BP7CQTWWlFHTv2HiB7YBIF2WmW2cc/LAFAL63eXk1pRS0pCbEU5g6kvqmF9eV1aBfnR7TY5U5OqygnZacxLKP3HxIiLCwJAAAqaxspKaulsbmV0dkDODHT+cZtX30z68tqiI+NobKuib31LeQPSaZoeAYpVqcZR8jrzOtnf8T5YzI5Y2TX40FCbdX2ah5/70vm3Hp290kHtn0ML30LZvwJYkP/DaWifLDzA15c/xITMsdzXt75xIdgXE5q+TpyV73M9rNvpWrcFVGXFGDjvo08uupRHp/6OBMyJ3S/Q/ei6w2akAprY0ZEpgF/AGKBJ1X1d+1+nwg8C5wO7AFmquqWox3TPjCaCLLGjIlWYWvMGNMHIa0z65sCnPmf/+SPN5xGSkJkG8wfflnFayt28tYPLui6G2WgGWZPgYJpYRkvs71uB3PW/Y3a5jouy7+U7JTQpqZOqK0g7/M51GeNZeuFd9OaGF3z162sWMmz657l4SkPc2bOmX09nDVm+rGwdTMTkVjgUeByoBC4QUQK2212C7BPVccA/w3cH654jDHGGOMf878oY1xOesQbMgDnjc7k5Jw0/m3u6s5npleFBfdCYhqMmhLS1y4/UMGTa57kgU/vZ2TaSG4svDHkDRmA5rQT2Dr5+4i2MeGF7zB44yI6ZPjwUNEJRdw68VbuWXwPT6x+gpa2Fq9DMlEqnGNmzgI2quomVW0GXgCmt9tmOvBXd/kV4BKxCViMMcaY41pjSyt/XLiBqSGeKLM3bjwnnw3ldfzHm8VHZjdsqoU37oRNi2Hy3SHpolXXUs9Huz/mweUP8euP7wPglom3Mil7EjFh/FJBY+OpGD+d3ZO+Qd7yZymc+z0yNi5GAs1he83eKBxSyKyzZ7Fo+yKmvzaduaVzqWuu8zosE2XC1s1MRK4Fpqnqre7zm4CzVfXOoG2+cLfZ4T7/0t2mqt2xbgduBxgxYsTpW7duDUvMxrTT7RXEyqbxyFHLppVL45GQ1Jk1jS1Mfeg9EuJi+O5Foz3tH1TXFOChd0ppa1OuyW/i0tp5XFL7OmSMgjNvg4Tux9dVN1ZTvK+E1rZWAtpCc6CFhkADtS217Gvcy55GJ9lASlwKI9NHMnLgSOKIfNZHQcms3EjezpXEB5poTEpnX8YI6gdk0ZQ4gEBcEmV5E6gZODTisSlKyd4S3t32Lnsb95IQk0DB4AKGpQ1jSNIQ0hPTuXrM1WSndtn4tRvl/ZgvGjPtjlsJ9ObKnAlE30x9oWXvMTyqVHVaTzc+hrJ5LPzyv7Y4Q6t9nD0umxEql92J9r9ztMcH/ogxSVV7PFq7q7IZP2R4Ys5ND45rrd/frG2BOJGYQEij7C2JIX5wXjJADnuYz52t5XVtPfrqItBGXFx6HKTFHTU7gAZUo+nT9iBtI5u2DiG9GJMU+HnCQE/7e0m8xCRkJnSY42L387u37lmwp7NzJBMo6c313PhLODui7gSGBz0f5q7rbJsdIhIHDMRJBNAlVc3qTRAislxVz+jNPn5j7zE69LZsHgs//B3A4gy1vsQZiXLZnWj/O0d7fOCfGHuzfU/KZnS+72/S07yM0Rl/z7WPf6b7iErf6ny1+x6sIdOPhXPMzDJgrIiMEpEE4HrgjXbbvMHh4nctsFD9livaGGOMMcYY44mwfTOjqgERuRNYgJOa+WlVXSsi9wHLVfUN4CngbyKyEdiL0+AxxhhjjDHGmG6FNd+hqr4FvNVu3S+ClhuB68IZAzA7zMePBvYejx9++TtYnKHllzi7Eu3xR3t8cPzG6If3fTQWv/f6w3swRxHWSTONMcYYY4wxJlzCOWbGGGOMMcYYY8LGGjPGGGOMMcYYX+r3jRkRiRWRFSLyD69jCQcRGSQir4hIiYgUi8i5XscUaiLyQxFZKyJfiMjzIpLkdUyRJCLDRWSRiKxz/w4/8DqmzohIkoh8KiKr3Dj/3euYjsYPdYOIbBGRNSKysrdpb73ml3IL0V8W/FDPh6OeFpFpIrJeRDaKyE9DEWekiMjTIlLhzqfnO346fzvjt+uR6Zt+35gBfgAUex1EGP0BmK+qJwOn0s/eq4gMBe4CznAnY4vl+Mt6FwB+pKqFwDnAHSJS6HFMnWkCvqKqpwJFwDQROcfjmI7GL3XDxapa5MO5KvxSbiH6y0JU1/PhqKdFJBZ4FLgcKARuiOLy05lnAD/PbeKn87czfrsemT7o140ZERkGfA140utYwkFEBgIX4qS4RlWbVbXa26jCIg5IdidWTQF2eRxPRKnqblX93F2uxfkgM9TbqDpSR537NN59RGWGkf5eN0QDv5TbaC8LPqrnQ11PnwVsVNVNqtoMvABM7+MxI0ZVl+BMOeFLfjl/u+Kn65Hpu37dmAF+D/wr0OZ1IGEyCqgE/uJ2kXhSRFK9DiqUVHUn8CCwDdgN7FfVt72Nyjsikg+cBnzibSSdc7vrrAQqgHdUNSrjxD91gwJvi8hnInK718Ecqygvt9FeFqK+ng9TPT0U2B70fAc++jDdn0T5+dslH12PTB/128aMiFwJVKjqZ17HEkZxwCTgT6p6GlAP+KpfcXdEJAPnbtwoIA9IFZEbvY3KGyIyAJgL3K2qNV7H0xlVbVXVImAYcJaITPA6pvZ8VjdMVtVJOF1t7hCRC70OqLeiudz6pCxEfT1v9XT/Fc3nb3f8cD0yodFvGzPA+cBVIrIF5+vpr4jIHG9DCrkdwI6guw2v4Fz0+pOpwGZVrVTVFuBV4DyPY4o4EYnHuaA8p6qveh1Pd9xuMIuIzj7jvqkb3DveqGoFMA+n641v+KDc+qEs+KGeD0c9vRMYHvR8mLvORIgPzt8eifLrkQmBftuYUdV7VXWYqubjDERcqKr96k6RqpYB20WkwF11CbDOw5DCYRtwjoikiIjgvMeoGvwabu77fgooVtWHvY6nKyKSJSKD3OVk4KtAibdRdeSXukFEUkUk7eAycCngm8xIfii3figLPqnnw1FPLwPGisgoEUnA+f+80cdjmh7yw/l7NH65HpnQiPM6ANNn3weecyv7TcC3PY4npFT1ExF5BfgcJ7vKCmC2t1FF3PnATcAat/8vwCxVfcvDmDqTC/zVzUIUA7ykqlGZ6tYnsoF5zmcK4oC/q+p8b0PqFb+UWz+I6no+HPW0qgZE5E5gAU52tKdVdW2fg40QEXkemAJkisgO4Jeq+pS3UfWK389fux4dR0TVkjsYY4wxxhhj/KffdjMzxhhjjDHG9G/WmDHGGGOMMcb4kjVmjDHGGGOMMb5kjRljjDHGGGOML1ljxhhjjDHGGONL1piJIBH5mYisFZHVIrJSRM4O8fGniEiH1INdrQ/B680QkcKg54tF5IxQv46JHK/KaA/2y3NTv3b2u0PlTkRmBa3PFxHfzMtiuiYirW55/EJEXhaRlKNsWyQiV/TgmFZfmpCIZPnswX5WV5rjjjVmIkREzgWuBCap6ik4MyZv9zaqPpsBFHa7lfGFaC6jqrpLVa/twaazut/E+FCDqhap6gSgGfjuUbYtArr9sOgBqy/7r6gpn1ZXmuORNWYiJxeoUtUmAFWtUtVdACJyuoi8JyKficgCEcl11y8WkT8E3fE5y11/loh8JCIrROTDoJmhu+XOKv60iHzq7j/dXX+ziLwqIvNFZIOIPBC0zy0iUuru84SIPCIi5wFXAf/lxjfa3fw6d7tSEbkgFH84EzGelVEReVNETnGXV4jIL9zl+0TktuA7hyKSLCIviEixiMwDkt31vwOS3Viecw8d65bZtSLytjgzQRt/WwqM6awuE2dSyfuAmW45mGn1pYmwsJZPqyuN6YSq2iMCD2AAsBIoBR4DLnLXxwMfAlnu85k4Mx0DLAaecJcvBL5wl9OBOHd5KjDXXZ4C/KOT1z60HvgNcKO7PMiNJxW4GWdm6YFAErAVGA7kAVuAwW6sS4FH3P2fAa4Nep3FwEPu8hXAP73+u9vDN2X0p8AdbvlbBixw1y8CCoD8oGPfE/T6p+DMOH6G+7wu6Jj57u+K3OcvHSz79vDX4+D/FYgDXge+101d9kjQvlZf2qM/lU+rK+1hj3aPOExEqGqdiJwOXABcDLwoIj8FlgMTgHdEBCAW2B206/Pu/ktEJF1EBgFpwF9FZCygOBfNnroUuEpEfuw+TwJGuMvvqup+ABFZB4wEMoH3VHWvu/5l4KSjHP9V9+dnOBWk8QmPy+hS4C5gM/Am8FVx+p2PUtX1IpIftO2FwP+4r7laRFYf5bibVXWlu2xl0r+SReTg/3Ep8BROA7uruizYQKy+NOEVyfJpdaUx7VhjJoJUtRXnbtxiEVkDfAun0lirqud2tVsnz38NLFLVr7sV1+JehCHANaq6/oiVzkDvpqBVrRxb+Th4jGPd33jIwzK6DDgD5273OzgfCm9zX7sv2pdp6zrhTw2qWhS8QpyWdVd1WTCrL024RbJ8Wl1pTDs2ZiZCRKTAvfNyUBFO14T1QJY4g68RkXgRGR+03Ux3/WRgv3sncCCw0/39zb0MZQHwfbeiRURO62b7ZcBFIpIhInHANUG/q8W5A2/6AS/LqKo24yQbuA74COfu44+BJZ1svgT4hvuaE3C6TxzUIiK9ufNu/Kuruqx9vWT1pfFCWMqn1ZXGdGSNmcgZgPNV8jr3q95C4FduxXQtcL+IrMIZs3Be0H6NIrICeBy4xV33APBbd31v7+b9Gudr7NUistZ93iVV3YnT9/dT4AOc/uD73V+/APzEHYQ4uvMjGB/xuowuBSpUtcFdHub+bO9PwAARKcYZTBt8R3I2Ttl+rpP9TP/SVV22CCg8OMAaqy+NN8JZPq2uNCaIqLbvIWKihYgsBn6sqss9jmOAO54iDpiHM6BwnpcxmegQLWXUmGhh9aUxxkSWfTNjeuJX7uDGL3AGHb7mcTzGGBOtrL40xpgIsm9mjDHGGGOMMb5k38wYY4wxxhhjfMkaM8YYY4wxxhhfssaMMcYYY4wxxpesMWOMMcYYY4zxJWvMGGOMMcYYY3zp/wFdWVQJ+ayHGAAAAABJRU5ErkJggg==\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "SEPARATING INPUT COLUMNS AND THE OUTPUT COLUMN ( Data Cleaning )"
      ],
      "metadata": {
        "id": "dGncmtYsAXAI"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#Separate features and target\n",
        "data=df.values\n",
        "X=data[:,0:4]\n",
        "Y=data[:,4]\n",
        "print(X)"
      ],
      "metadata": {
        "id": "q1-aGAxjAafJ",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "91d2de7b-c2bb-439b-c009-ba914419119a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[[5.1 3.5 1.4 0.2]\n",
            " [4.9 3.0 1.4 0.2]\n",
            " [4.7 3.2 1.3 0.2]\n",
            " [4.6 3.1 1.5 0.2]\n",
            " [5.0 3.6 1.4 0.2]\n",
            " [5.4 3.9 1.7 0.4]\n",
            " [4.6 3.4 1.4 0.3]\n",
            " [5.0 3.4 1.5 0.2]\n",
            " [4.4 2.9 1.4 0.2]\n",
            " [4.9 3.1 1.5 0.1]\n",
            " [5.4 3.7 1.5 0.2]\n",
            " [4.8 3.4 1.6 0.2]\n",
            " [4.8 3.0 1.4 0.1]\n",
            " [4.3 3.0 1.1 0.1]\n",
            " [5.8 4.0 1.2 0.2]\n",
            " [5.7 4.4 1.5 0.4]\n",
            " [5.4 3.9 1.3 0.4]\n",
            " [5.1 3.5 1.4 0.3]\n",
            " [5.7 3.8 1.7 0.3]\n",
            " [5.1 3.8 1.5 0.3]\n",
            " [5.4 3.4 1.7 0.2]\n",
            " [5.1 3.7 1.5 0.4]\n",
            " [4.6 3.6 1.0 0.2]\n",
            " [5.1 3.3 1.7 0.5]\n",
            " [4.8 3.4 1.9 0.2]\n",
            " [5.0 3.0 1.6 0.2]\n",
            " [5.0 3.4 1.6 0.4]\n",
            " [5.2 3.5 1.5 0.2]\n",
            " [5.2 3.4 1.4 0.2]\n",
            " [4.7 3.2 1.6 0.2]\n",
            " [4.8 3.1 1.6 0.2]\n",
            " [5.4 3.4 1.5 0.4]\n",
            " [5.2 4.1 1.5 0.1]\n",
            " [5.5 4.2 1.4 0.2]\n",
            " [4.9 3.1 1.5 0.1]\n",
            " [5.0 3.2 1.2 0.2]\n",
            " [5.5 3.5 1.3 0.2]\n",
            " [4.9 3.1 1.5 0.1]\n",
            " [4.4 3.0 1.3 0.2]\n",
            " [5.1 3.4 1.5 0.2]\n",
            " [5.0 3.5 1.3 0.3]\n",
            " [4.5 2.3 1.3 0.3]\n",
            " [4.4 3.2 1.3 0.2]\n",
            " [5.0 3.5 1.6 0.6]\n",
            " [5.1 3.8 1.9 0.4]\n",
            " [4.8 3.0 1.4 0.3]\n",
            " [5.1 3.8 1.6 0.2]\n",
            " [4.6 3.2 1.4 0.2]\n",
            " [5.3 3.7 1.5 0.2]\n",
            " [5.0 3.3 1.4 0.2]\n",
            " [7.0 3.2 4.7 1.4]\n",
            " [6.4 3.2 4.5 1.5]\n",
            " [6.9 3.1 4.9 1.5]\n",
            " [5.5 2.3 4.0 1.3]\n",
            " [6.5 2.8 4.6 1.5]\n",
            " [5.7 2.8 4.5 1.3]\n",
            " [6.3 3.3 4.7 1.6]\n",
            " [4.9 2.4 3.3 1.0]\n",
            " [6.6 2.9 4.6 1.3]\n",
            " [5.2 2.7 3.9 1.4]\n",
            " [5.0 2.0 3.5 1.0]\n",
            " [5.9 3.0 4.2 1.5]\n",
            " [6.0 2.2 4.0 1.0]\n",
            " [6.1 2.9 4.7 1.4]\n",
            " [5.6 2.9 3.6 1.3]\n",
            " [6.7 3.1 4.4 1.4]\n",
            " [5.6 3.0 4.5 1.5]\n",
            " [5.8 2.7 4.1 1.0]\n",
            " [6.2 2.2 4.5 1.5]\n",
            " [5.6 2.5 3.9 1.1]\n",
            " [5.9 3.2 4.8 1.8]\n",
            " [6.1 2.8 4.0 1.3]\n",
            " [6.3 2.5 4.9 1.5]\n",
            " [6.1 2.8 4.7 1.2]\n",
            " [6.4 2.9 4.3 1.3]\n",
            " [6.6 3.0 4.4 1.4]\n",
            " [6.8 2.8 4.8 1.4]\n",
            " [6.7 3.0 5.0 1.7]\n",
            " [6.0 2.9 4.5 1.5]\n",
            " [5.7 2.6 3.5 1.0]\n",
            " [5.5 2.4 3.8 1.1]\n",
            " [5.5 2.4 3.7 1.0]\n",
            " [5.8 2.7 3.9 1.2]\n",
            " [6.0 2.7 5.1 1.6]\n",
            " [5.4 3.0 4.5 1.5]\n",
            " [6.0 3.4 4.5 1.6]\n",
            " [6.7 3.1 4.7 1.5]\n",
            " [6.3 2.3 4.4 1.3]\n",
            " [5.6 3.0 4.1 1.3]\n",
            " [5.5 2.5 4.0 1.3]\n",
            " [5.5 2.6 4.4 1.2]\n",
            " [6.1 3.0 4.6 1.4]\n",
            " [5.8 2.6 4.0 1.2]\n",
            " [5.0 2.3 3.3 1.0]\n",
            " [5.6 2.7 4.2 1.3]\n",
            " [5.7 3.0 4.2 1.2]\n",
            " [5.7 2.9 4.2 1.3]\n",
            " [6.2 2.9 4.3 1.3]\n",
            " [5.1 2.5 3.0 1.1]\n",
            " [5.7 2.8 4.1 1.3]\n",
            " [6.3 3.3 6.0 2.5]\n",
            " [5.8 2.7 5.1 1.9]\n",
            " [7.1 3.0 5.9 2.1]\n",
            " [6.3 2.9 5.6 1.8]\n",
            " [6.5 3.0 5.8 2.2]\n",
            " [7.6 3.0 6.6 2.1]\n",
            " [4.9 2.5 4.5 1.7]\n",
            " [7.3 2.9 6.3 1.8]\n",
            " [6.7 2.5 5.8 1.8]\n",
            " [7.2 3.6 6.1 2.5]\n",
            " [6.5 3.2 5.1 2.0]\n",
            " [6.4 2.7 5.3 1.9]\n",
            " [6.8 3.0 5.5 2.1]\n",
            " [5.7 2.5 5.0 2.0]\n",
            " [5.8 2.8 5.1 2.4]\n",
            " [6.4 3.2 5.3 2.3]\n",
            " [6.5 3.0 5.5 1.8]\n",
            " [7.7 3.8 6.7 2.2]\n",
            " [7.7 2.6 6.9 2.3]\n",
            " [6.0 2.2 5.0 1.5]\n",
            " [6.9 3.2 5.7 2.3]\n",
            " [5.6 2.8 4.9 2.0]\n",
            " [7.7 2.8 6.7 2.0]\n",
            " [6.3 2.7 4.9 1.8]\n",
            " [6.7 3.3 5.7 2.1]\n",
            " [7.2 3.2 6.0 1.8]\n",
            " [6.2 2.8 4.8 1.8]\n",
            " [6.1 3.0 4.9 1.8]\n",
            " [6.4 2.8 5.6 2.1]\n",
            " [7.2 3.0 5.8 1.6]\n",
            " [7.4 2.8 6.1 1.9]\n",
            " [7.9 3.8 6.4 2.0]\n",
            " [6.4 2.8 5.6 2.2]\n",
            " [6.3 2.8 5.1 1.5]\n",
            " [6.1 2.6 5.6 1.4]\n",
            " [7.7 3.0 6.1 2.3]\n",
            " [6.3 3.4 5.6 2.4]\n",
            " [6.4 3.1 5.5 1.8]\n",
            " [6.0 3.0 4.8 1.8]\n",
            " [6.9 3.1 5.4 2.1]\n",
            " [6.7 3.1 5.6 2.4]\n",
            " [6.9 3.1 5.1 2.3]\n",
            " [5.8 2.7 5.1 1.9]\n",
            " [6.8 3.2 5.9 2.3]\n",
            " [6.7 3.3 5.7 2.5]\n",
            " [6.7 3.0 5.2 2.3]\n",
            " [6.3 2.5 5.0 1.9]\n",
            " [6.5 3.0 5.2 2.0]\n",
            " [6.2 3.4 5.4 2.3]\n",
            " [5.9 3.0 5.1 1.8]]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Split the data to trains and test dataset:\n",
        "from sklearn.model_selection import train_test_split\n",
        "X_train, X_test, y_train, y_test = train_test_split(X, Y, test_size=0.2)\n",
        "print(y_train)\n"
      ],
      "metadata": {
        "id": "AzMZlHulAhMW",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "017c4404-7fc2-4e26-a273-fcfe50e810be"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "['Iris-virginica' 'Iris-versicolor' 'Iris-versicolor' 'Iris-virginica'\n",
            " 'Iris-setosa' 'Iris-setosa' 'Iris-virginica' 'Iris-setosa'\n",
            " 'Iris-virginica' 'Iris-setosa' 'Iris-setosa' 'Iris-versicolor'\n",
            " 'Iris-versicolor' 'Iris-setosa' 'Iris-virginica' 'Iris-versicolor'\n",
            " 'Iris-setosa' 'Iris-virginica' 'Iris-virginica' 'Iris-setosa'\n",
            " 'Iris-versicolor' 'Iris-virginica' 'Iris-versicolor' 'Iris-virginica'\n",
            " 'Iris-setosa' 'Iris-versicolor' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa'\n",
            " 'Iris-virginica' 'Iris-virginica' 'Iris-setosa' 'Iris-virginica'\n",
            " 'Iris-setosa' 'Iris-virginica' 'Iris-versicolor' 'Iris-versicolor'\n",
            " 'Iris-setosa' 'Iris-virginica' 'Iris-versicolor' 'Iris-virginica'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-setosa' 'Iris-virginica'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-virginica' 'Iris-virginica'\n",
            " 'Iris-versicolor' 'Iris-virginica' 'Iris-virginica' 'Iris-setosa'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-setosa' 'Iris-setosa'\n",
            " 'Iris-setosa' 'Iris-virginica' 'Iris-setosa' 'Iris-versicolor'\n",
            " 'Iris-setosa' 'Iris-versicolor' 'Iris-setosa' 'Iris-versicolor'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-setosa' 'Iris-versicolor'\n",
            " 'Iris-virginica' 'Iris-virginica' 'Iris-virginica' 'Iris-virginica'\n",
            " 'Iris-setosa' 'Iris-setosa' 'Iris-versicolor' 'Iris-setosa'\n",
            " 'Iris-versicolor' 'Iris-setosa' 'Iris-virginica' 'Iris-virginica'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-setosa' 'Iris-virginica'\n",
            " 'Iris-setosa' 'Iris-virginica' 'Iris-versicolor' 'Iris-setosa'\n",
            " 'Iris-setosa' 'Iris-virginica' 'Iris-versicolor' 'Iris-virginica'\n",
            " 'Iris-setosa' 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-virginica' 'Iris-setosa'\n",
            " 'Iris-setosa' 'Iris-versicolor' 'Iris-virginica' 'Iris-setosa'\n",
            " 'Iris-setosa' 'Iris-virginica' 'Iris-versicolor' 'Iris-setosa'\n",
            " 'Iris-virginica' 'Iris-virginica' 'Iris-virginica' 'Iris-virginica'\n",
            " 'Iris-setosa' 'Iris-versicolor' 'Iris-virginica' 'Iris-setosa'\n",
            " 'Iris-setosa' 'Iris-virginica' 'Iris-virginica']\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "LOGISTIC REGRESSION"
      ],
      "metadata": {
        "id": "jcamdrPgoiyL"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#LOGISTIC REGRESSION\n",
        "from sklearn.linear_model import LogisticRegression\n",
        "model_LR=LogisticRegression()\n",
        "model_LR.fit(X_train,y_train)\n"
      ],
      "metadata": {
        "id": "3ZHORSH0ok3V",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "48514eab-0ac7-415b-8963-9598c9b69a47"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/sklearn/linear_model/_logistic.py:818: ConvergenceWarning: lbfgs failed to converge (status=1):\n",
            "STOP: TOTAL NO. of ITERATIONS REACHED LIMIT.\n",
            "\n",
            "Increase the number of iterations (max_iter) or scale the data as shown in:\n",
            "    https://scikit-learn.org/stable/modules/preprocessing.html\n",
            "Please also refer to the documentation for alternative solver options:\n",
            "    https://scikit-learn.org/stable/modules/linear_model.html#logistic-regression\n",
            "  extra_warning_msg=_LOGISTIC_SOLVER_CONVERGENCE_MSG,\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "LogisticRegression()"
            ]
          },
          "metadata": {},
          "execution_count": 52
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "prediction2= model_LR.predict(X_test)\n",
        "# Calculate the accuracy\n",
        "from sklearn.metrics import accuracy_score\n",
        "print(accuracy_score(y_test, prediction2)*100)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "TZ0yqJ0ZoyqI",
        "outputId": "d184eaf8-78d7-4ba6-dcdb-5ac8d2599375"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "96.66666666666667\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# A detialed classification report\n",
        "from sklearn.metrics import classification_report\n",
        "print(classification_report(y_test, prediction2))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "KC-ZZJmWpXur",
        "outputId": "65e4aece-7099-4fc1-9863-7489c6ee1267"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "                 precision    recall  f1-score   support\n",
            "\n",
            "    Iris-setosa       1.00      1.00      1.00         9\n",
            "Iris-versicolor       0.92      1.00      0.96        12\n",
            " Iris-virginica       1.00      0.89      0.94         9\n",
            "\n",
            "       accuracy                           0.97        30\n",
            "      macro avg       0.97      0.96      0.97        30\n",
            "   weighted avg       0.97      0.97      0.97        30\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "X_new = np.array([[3,2,1,0.2],[4.9,2.2,3.8,1.1],[5.3,2.5,4.6,1.9]])\n",
        "#Prediction of the species from the input vector\n",
        "prediction = model_svc.predict(X_new)\n",
        "print(\"Prediction of Species: {}\".format(prediction))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 217
        },
        "id": "RPxLMDVspsKF",
        "outputId": "a9a83b15-9fcd-4538-d13c-6e6be2aba082"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "error",
          "ename": "NameError",
          "evalue": "ignored",
          "traceback": [
            "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
            "\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)",
            "\u001b[0;32m<ipython-input-55-88e95affaa3f>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[0mX_new\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0marray\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m3\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m0.2\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m4.9\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m2.2\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m3.8\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m1.1\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m5.3\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m2.5\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m4.6\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m1.9\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      2\u001b[0m \u001b[0;31m#Prediction of the species from the input vector\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 3\u001b[0;31m \u001b[0mprediction\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mmodel_svc\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpredict\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mX_new\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      4\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"Prediction of Species: {}\"\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mformat\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mprediction\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;31mNameError\u001b[0m: name 'model_svc' is not defined"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "R1lAxk4Su0WS"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}