![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAEuCAYAAAB4c+DDAAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAABIAAAASABGyWs+AABLpklEQVR42u3dd5wjdfnA8c8Vejs6UgQZpA09wICQ0OvQQWwUBSSIgoACQmiWCIKoFJX5UURAehMYpZeEFmAUhZHm0KWXo9xxB1d+fzyzXC6b3Z1JpmR3n/frldfuJpOZ78zu5plve76glFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppTIyJu8CKKXyU6zWJgBLho+lBvl+EeAzYErTY2rLz62PT4BXgRf7HvVK6d28z1mpkUoDulIjXLFaGwesChSA9cLH8kiwnivj4nyMBPfnAA94DHhMA71S3dOArtQIUqzWxgMmErT7AvjawLx5l20ILwCPIgH+nnql9FjeBVJquNGArtQwVqzWFgd2ADZGAviawNx5lysBrwA3AjcAtXqlND3vAinV6zSgKzXMFKu1dYCdwscGwNi8y5Syd4GbkeB+e71SmpJ3gZTqRRrQlepxxWptXmArJIDbwDJ5lylHk4BbkeDu1iuliXkXSKleoQFdqR5UrNaWBXZBAviWjIxm9KR9BtyDBPcb65XSG3kXSKk8aUBXqkeEA9p2Ar4LbE/vNKVPAt4GPgLmREbG933t+37OnMs4DbgWOFMH1KnRSgO6UjkrVmtfAg4CvgN8IaPDvgq8jgTqt8Kvzd9//ly9Upoc4RzG0D/YTwBWDB9G09cvke50uRpwJnBzvVKamdH1VCp3GtCVykGxWpsD2A2pjW9Nev+LUwAfeBz4V9+jXil9kOO5j0HGATQHehPYHFg4wUM9C/wa+FO9UpqW1/kqlRUN6EplqFitrQQcDOwPLJHw7t9AAvbjzArezwyXKV/Fam0ssD6wTfjYmGSa8p8BjqtXSjfkfY5KpUkDulIZKFZrqwEnAF8nub7x/wAucCfweL1Seivv80xSsVqbD9gMacHYBlijy10+BBxTr5Tuz/vclEqDBnSlUlSs1tYATgT2ovtAPgUZ1e0iU7ZezPv8slSs1r6AjPw/CKnJd+om4Kh6pRTkfU5KJUkDulIpCJO/nAjsTnf/Z68QBnDg7igD1EaDYrW2NhLYv0Vn/e6TkRaTs+qV0oy8z0epJGhAVypBxWqtgATyXejs/2s60jTcVwt/Iu9z6mXFam1uYA8kuG9O/Gv+EHBAvVJ6Ou9zUapbGtCVSkA49ezXSHDpxBPAOcB19UrpvbzPZzgKBxwehswcmCfGW6cCpwBnDJcBhEq1owFdqS6EA7eOA35E/Gxu05EFSM6pV0r35X0uI0WxWlsCOBI4FFgwxlsfBPauV0r/y/sclOqEBnSlOlSs1r4J/ApYNuZb3wHOB/5Yr5Reyfs8RqpitTYBqbH/EFg04tveAr5er5Tuybv8SsWlAV2pmIrV2nrA2cAmMd/6D6RZ/UpdMSw7YStKGTiWaHP/pwMV4HTNNKeGEw3oSkUU1vhOBw4k+hS0z4DrkGb1B/M+h9GsWK0thPSV/wAYH+EtfwX2zzOrnlJxaEBXKoJitbY9cAHRly59CzgPOK9eKb2ed/nVLGGSn7OQZDVDeQLYTn+HajjQgK7UIIrV2gLIQh/fjfiWycho99PrldKkvMuvBlas1nYDfoMsFjOY54Ft6pXS83mXWanBaEBXagDFam1z4E/AChE2nwlcChyvo6SHj3Ae+4nATxi8G+V1pKaueQFUz9KArlSLYrU2D3AqcDjR/kdqSCpRL++yq84Uq7UtgMuApQfZ7H1gJx0LoXqVBnSlmhSrtY2APwMrR9g8QBb7uD7vcqvuFau1xYGLgR0H2WwysG29Unog7/Iq1UoDulJ8vkb3icBJwLghNp8I/AIZuf5p3mVXyQn/Do4ETgPmGGCziUBJm99Vr9GArka9YrW2INL/vcsQm05DRq6fUq+U3s273Co9xWptQ2RVtiUH2OR1YJN6pfRC3mVVqo8GdDWqhVOYbgBWGWJTF/ixLuIxehSrtRWBW4EvD7BJgAT1N/Muq1KgAV2NYsVqbXekv3yBQTZ7AziwXin9Le/yquwVq7XFkJu5DQfY5HFgs3ql9GHeZVUqarYrpUaMYrU2tlitVZEMboMFcxdYS4P56FWvlN4BtkD+FtpZB7kpVCp3WkNXo0qxWlsYuBzYfpDNpgBH1yulc/Mur+oNxWptPHARsO8AmxxTr5TOyLucanTTgK5GjWK1tibSX24MstmTwDfqldKTeZdX9ZZitTYOuBbYrc3L04At65VSPe9yqtFLA7oaFYrV2jZIMJ9vkM3ORWrmuhKaaqtYrc2FDJTbvM3LrwPr6iA5lRcN6GrEK1ZrOwPXAHMNsMnbwAH1SumWvMuqel84zfEeYL02L98LbFWvlGbkXU41+uigODWiFau1ryKD3wYK5g8gA980mKtIwhHt2wPPtnl5cyRlsFKZ0xq6GrGK1dp+yECmgTK/3QB8U5vYVSeK1dqqwGP078aZBKxRr5RezLuManTRGroakYrVWhnJyz1QMP89sJcGc9WpMMnQoW1emg/JKKhUprSGrkacYrV2JLLO9UCOr1dKp+ZdTjUyFKu1i4H927y0X71SujTv8qnRQ2voakQpVmsVBg7mnwH7azBXCfs+8FSb538bruCmVCY0oKsRI8z+9osBXv4YWcv6krzLqUaWeqU0CfgacsPYbFHg53mXT40eGtDViFCs1n4FHD/Ay28i+bZvz7ucamQKl1L9bZuXDihWayvkXT41OmhAV8NesVo7CDhmgJefBTauV0r/yLucasT7OfC/lufmAE7Mu2BqdNBBcWpYK1ZrmwF3IB+crQLgK/VK6a28y6lGh2K19nXgipanpwGr1iulIO/yqZFNa+hq2ArXq76O9sH8bWB7DeYqS/VK6UokW1yz8cBJeZdNjXxaQ1fDUph+8yFg9TYvTwa2qFdKj+Rdzl7jGuY8wCJtHgu3+XmOCLuciVzv94D3m76+3/Lc63bgT8z7/LNQrNbWBVq7eKYDq9UrpefyLp8auTSgq2GnWK2NBW4Gdmzz8nRgt9GeytU1zCWRmx2z6auJjLzOy3vAf5GukL6vAfBfO/DfyPWCJaxYrd0LbNby9O/qldKReZdNjVwa0NWwU6zWzgSOGuDlg+uV0vl5lzErrmEuAGzA7IF7dfIN3J14C2lxeTj8+qgd+JPzLlSnitXaHkh3ULN3gWXqldLUvMunRqbxeRdAqTiK1doBDBzMfzbSg7lrmGOBArAtsB2wEdGaxnvdEsCu4QNgmmuY/wZuARw78F/Lu4Ax/RV4CVi+6blFgT3oP2hOqURoDV0NG8VqrQjcCczZ5uWL6pXSgXmXMQ2uYS6LBPBtga1Jp/b9JrOawIPw54HMBewJFDO6BNOA64Fz7MC/P6Njdq1YrR0D/Krl6XvrldIWeZdNjUwa0NWwUKzWvgQ8AizW5uW/A7vUK6VpeZczCWEtfGtgBySIr97dHgEZW/Ays/ddf/6wA39SB+U8Fjgt48vzOHC4Hfj1jI8bW7FaWwR4BZi36emZwCo6OE6lQQO66nnFam0O4FFg7TYvPwZsHqbfHNZcw5wAHIDkBl+xy909A9wdPh4HXrQDP/YNj2uYiwNnIzcXY4EzgZ/ZgT8zfP1RYP2ML9UM4HTgJDvwP+t2Z2kqVmsOcHDL06fWK6XjO9mfUoPRPnQ1HPyE9sH8dcAe7sHcNUwTOAzYh/5ra0f1IrMC+D1J9Dm7hjkHMqe6uYXgFGSa2hnhzw7ZB/SxyN/EGq5h7moH/oyMjx/HOfQP6LswcJpipTqmNXTV04rV2qpIDXOulpdmIoljhmV+9rBZfRckkG/ZwS5mIiPCrwRutgP/hRTKuCdwbZuX7rMDf/Nwm/mBD8gvSdVv7MD/UU7HjqRYrd1F/9/x8vVK6eW8y6ZGFq2hq55VrNbGAOfTP5gDnDMcg7lrmAsDBwGHAit0sIt/IkH8KjvwX0q5uF8Y4PnmQYlTyTfj5FGuYdbtwL8xxzIM5Wz6B/Ttgf/Lu2BqZNGArnrZIcCmbZ73gWPzLlwf1zDHAV8G1gDWDL8uCcyN3Iw0f51A/Glm/2FWEH82w1O7b4Dnz2z6vpsR958gg/SeBZ4Lv76ILHX7SfiYjPSZF5BELWVgoZb9HAXcmOF1ietmZA5687XaEQ3oKmHa5K56UrFaWwYJZAu2vPQpsGG9UvpXHuUKp5D1Be2+r6shwTpJ04CrgN/age/lca7h+Z4B/Dj8cSIyEO2c8LWxyHzrnSLu7jXgfqAePp6I2/8dZsA7B/hqy0tr2IHv53WdhlKs1q5D5qD3+RhYtF4pfZp32dTIoTV01at+T/9gDlDJKpi7hrkQsAWwFbAOErwnpHzYD5Ca29l24L+axXkOxg78o13D/Aty8x/Ygf9heG0WRwLrYMH8WWYF77od+M8nUJ43XcP8JtIisk7TS4cg4xF61T3MHtDnBzYJn1cqERrQVc8pVmt7MStjWLN7mL25N1GuYY4HLGCb8GEB4zI67ReBs4AL7cD/KKNjRmIH/uNN12guZGpdFVnApc90ZPBiXwC/3w78VFa6swN/mmuYf2f2gL5G3tdpCPe2eW4DNKCrBGlAVz2lWK1NQGp+rSYC+9UrpZlJH9M1zJWRvtn9yT4H+iPITcp1duBPz/jYkbmGuRYSyPdh1jV6DUljejvwUNwbkbDJfgVkWtxqwAI0LdwyxIItrdkCJ+Z9jYbgI0v6Lt703Nod7kuptjSgq17za2CpNs8fUq+UEmuCDudY74401eaRivNl4Eg78K/P4diRhF0O3wAOZNZc8w+Ai4C/APd20Af+BWDn8LEls2dRa932YSQT3U19iWyayvXtls3fz/t6DaZeKc0MV2Br7vvXgK4SpYPiVM8oVmtbIIlRWl1Wr5T2TeIYrmHOiYyKPhJZECRrU5Gbll9msZpYeOOyIDIyfKGm7//eLsuaa5gLIv3ieyAjsedBBiK6SBC/xQ78WKuFuYa5DhLAd0FGq8f93HkKSWDzIlKbP5LZa7rTgI3twH8s7evZjWK1digyNqS53AvUK6UpeZdNjQxaQ1c9oVitzUX7aTwvIalQu+Yapg38Dlgpp9P8O5KH/L9J7zi8UdkYWX1tIyRwLoYE5FY32YF/U9N7JyCLreyB5JDva87+AOnXPyvueuWuYc6NNM8fgSzp2o3VkN/bQE7t9WAeau0vH49cm9xmMaiRRQO66hXfpX2gPaheKX3YzY5dw/wyEhB2zOncXgCOaA6iSXENcx4kteiPgWUjvGU6kja17/0/Ak5g9tH7/wuvl9NBv/gXkKQ5h9B+IZ0kfQicTPsxFxSrtfG9tGBPvVJ6qlitvYnkKOizNhrQVUI0oKvcFau1uYHj2rx0c71SurPT/bqGOQY4CcmbPWen++nCFGT5zNPswE+8WdU1zP2RnOqLx3jbBXbgPxW+/yTgp02v/Sfc3+V24MeaH+0a5mrIjcLXSf5aXw88gLQ6LA88jyw+c5Ed+K8P8r5ti9Xa//LKWTCAe4GvNf28Qt4FUiOHBnTVC74LLN3y3GfMSmgSW9jkewn9E5Bk5VlgLzvwn0hj565hHo9MHYtjErK4Cq5hbsGsYD4DaRo/t3nwWcRyLBbup0w6U/xuB74R9wYj9D5wbbFaW79eKX2QQtk68RCzB/S5Ot2RUq00oKtchbXzn7R56dx6pdRRmtMw6clNSF9yHq4BDkxjPnnY6vBb4IcdvP2Wpr7wU5ueP7Mv+1uMcswJHI401y8U570xNIA9OgzmAK8i3TgXIzMaesH/Wn7Oo+VIjVAa0FXeyvSvnb8L/KyTnbmGuSoyIrvb9cQ78RlwtB34Z6Wx83DE+sXANzvcxS3hflZGkub0iRvM90TWI0/zGvvAjnbgTwqT2XwHabGZC2lufxa4fYhFWV5HWh92K1ZrR9crpTPIX+vgQq2hq8TkuUqSGuXC2nm7RVZOrldKE+PuzzXMjYEHySeYvwpsllYwD/2UzoP5DGSUPcBXmp6faQf+K1F24Brm+q5h1pAlVdO8xpORmvl7rmEuhUxb+yNgIAP/tgK+B9zgGuZlA+0kHBDXl63ul8VqrZRimaNqDehaQ1eJ0YCu8rQv/ZfofA6Zc9yJi5g9HWlWbgfWtQP/obQO4Bqmgcyf79TDduC/G37fnA1vZrjgyWDHXsY1zD8jWe2KaZ1jk6PswH/WNcx5kZXKvjTItt9yDXO3QV7vS0Y0HriqWK0tRb5a0+FqDV0lRgO6ytP32jx3WhdTjd7OuPwzkFrzDnbgv5PysX5Ldx/+tzZ9/0nT92MZYJ6/a5jzuYZ5CtK8vR/ZJKJy7cB3wkGN1zArQx3ICPwVkAQ1zQareTf3WS8FXFms1rLKzx+F1tBVYrQPXeWiWK1ZwLotT78CXNrFbjcDvoUEv7TnQM8AvmUH/pUpHwfXMLdHMq11ozmw3QnMZFaAPtE1zEWBPyDBezHkOh7J7OMb3kO6NLYlnUD0NnBgmOjmr8wK1FOBbzdd65dcw3yHWb/j1QfZZ+vo9s2QAYHHpFD+KFqX2dUaukqM1tBVXtrVzn9dr5Q+i72nkB34M+3AvwzYHHgzxbLPBL6bRTAP/TKBfXwe2OzAfxap/TY7FHgSSfP6GlIbbg7mjwHr24G/M1LT/S6S+SxWLvchLIz0zwfMCuYfANu3udbNef1XG2Sf7dLrHl2s1vZMsNxxtAZ0/QxWidE/JpW5YrW2CLPPxQWpnV2QxP7twPfpv3hHko6wA/+iFPf/Odcwl6B/S0YnWmuq+wI3RHjfO0jWN8sO/BcA7MB/3w78C+zA3xJYDqnJ3xJu243xwKbAIuHPLwFFO/DvbbNt8ziA5VzDnH+AfQ6UL/8vxWptu66vanzztfz8VA5lUCOUBnSVh2/Tv6byu3qllORiJbcjTfhJq9iBf3ZaF6aNpEZmT2z+IZzbvTcy/azdSmUfIOlfv2wHvjPQqmp24L9mB/7v7MDf2Q78xYFVkN/v/wGPIk39cVpdZgJPA4cBq7RLzBN2DzQPphwDrDzA/gb6m5oLuCFcEChLreV8NOPjqxFM+9BVporV2hikxtfsQ2ZfhaprduDPCEdmn5Dgbk+zAz+J5u84NktoP/0ywNmBPw04NkwBayOrz81Eao0Phq/HEjbnPwv8ue+5MBnOIkhT/VLA/LQfYPcu8HiEhDzfpP9n16QBth3sJnEe4OZitbZ9vVK6P6HrPJTWJVM1oKvEaEBXWdsA+HLLc5emlJrzYqBCMqOzz7UD/7judxNbUgF9DQZYBCRcDjW1ddnDdLLvhg+/m325hrkM/fP+z0CWVm1nqFaf+QC3WK1tU6+UHknrGjRZq+n7t+uV0ksZHFONEtrkrrK2V5vn/pLGgezAD4BaAru6GElz2jHXMMe6hjmHa5hzhjXWKO+ZDwnESVgnof3kJpzKdgP9cxd4g6zRPlhA/zj8uiBwW7FaS2KswoCK1dpYZk/qo7VzlSitoaustY4uDuqVUmoJWYDz6a6W+zxQB44OE7AsiQzImgfph507/Nr8/RzI/9a4psdsQdw1zGlI3/InwBPAw8jCHbc1rcw2UNN0J9ZJ8Rpn5QKkhafVsYO8Z7CA/nukj/845CbhjmK1tnm9UnoypfJvzew3IxrQVaI0oKvMhDWg1pShqdTOm1yNLGG6TIfvXxG4MIVyjQ8f8yA3HH03HZ5rmNuHiWrm7nTnbaztGub4TvrFe4FrmMchc+NbXWYH/j2DvLW5FXIyMG/Tzwciy7GeD+yDtB79LWx+fyaF09i/5WcN6CpR2uSustRu7u9lsfcSgx34nxFz8ZGYPkFGhHf6aF1JrMCs4J5k0pGFkalqw0qYre5PtJ+L/3v6B8lWfdfwI2SBl2aLAQfUK6Up9UrpgnqltD2wJjJwL1HFam0xZl/x7SXgjgwuoRpFtIaustTaf/5IvVJ6LoPjOsho9/m73M8LwANIE/mTwJN24L/cyY5cwxyH5Gb/aZuXPwy/JllDBzjBNcxLh0st3TXM9YAr6D/VaybwEzvwT4+wm75reFu9Urq6WK0djCzu0ueoYrXm9CU0Cgdn3pfC6fwCaY3p8/N6pdTpsrBKtaUBXWWiWK2ZyBzlZqnWzvvYgT/RNcyL6Gxg22tIs/0VduAnMgraNcy1kWb8QpuXr7cDv6/mNkfCl2JFpEabRhdCYlzDXAD5XZ1E/xSznyJpYK+IuLu+gH5T+PVI4J/IuAaQhV8qwClpnU+xWlsHyazXJ6BpWp9SSdEmd5WVHVt+ngZcleHx485z/yewDbCcHfhHJhHMXcOc2zXMXyJpVNsF86eQFKx9nqZ/k3y3fu0a5mrd7yZ5rmEu5RrmqUhCoF/QP5hPBLaLEcxBmtzfRnLDU6+UnkCS3jQ7vlitrRVjn5EVq7U5kKVfmz9rf9bFAkRKDUgDuspKa0auO+qV0lsd7akzG0bc7n1k9bH17cC/c6AMaXG5hlkEHkdGVLdrGXsESXP6eQ56O/AnIaPfkzQBuMU1zMUT3m8312Zl1zD/D5lL/hNgoTabPQlsOkAa2MHMDVTqldKHTc+dyOyZ8+YALipWa2m0WJ4NbNT08zOkPxBUjVIa0FXqwuUqN215OpPm9rDWdz1Dr+I2AxntvLId+H9IMJAv6BrmH5B+2VUG2OwOYKum9cqb3ZnCZVkRuNE1zDzWjm++Nlb4u3kKaZJuNwhwGlAFCmGO/rj+Q0sXQ71Sepf+TewF4LIkl1YtVmuH0D8r4on1Sml6ktdRqT7ah66yUAAWaPr5Y+DGtA/qGuZ+SD7yoQLXI8D37cB/LMFjj0GmQp3KwFPmpiGD4k61A3+gD/lbgJ+lcHm+AvzbNcz97cC/O4X9D3Rd5kdGex/E0HnqnwC+Ywe+N+SOB3ZlvVKa2eb53wNfBTZpeu5rwKfFau3b9Uqpqxu6YrV2LPK7b3ZavVK6ppP9KRVFUkkrlBpQsVo7BpkL3ufSeqW0X1rHcw1zDuQD+7tDbPo20gR+UZieNKnjb4Ksyb7BIJs9h6ynPuRcZNcwrwC+ntLlmgmcheSpT2XJ2XBE/zbIDc5u9F9xrNU04DTg5+EiMqkIV/17AFi15aUbgO/VK6XY16NYrc2LNLMf2PLS+fVK6eC0zkUp0ICuMlCs1v4G7ND01Hb1Sun2NI4VLjd6Hf2b+Nt5CRn9fCtwrx34Xa325hrmCsiNy95DbHoBsgTrpCF3KvtdFul7nTfK9h36DBk4dl54LbpqFg7LvD6yNv3XiD63+17gKDvw/5niuX6uWK0tDzzI7Gu/g4yl+BFw8QA1/Hb72hv4NbKkbLPrgL27rfUrNRQN6CpVYZ/k+8xqcn8DWDaNfkTXMCcgI8iNDt4+Fcn7fitwqx34/4lx3AWQmv6RDD53/B3gu3bg39jBuZ1IOk3vA12LZ5D+56fCr/8B/ot8ZjSnue37ujwSwDcIvy4Z85iPIkvTZp5spVitfRG5sVu7zcsvIYPYrgD+0xqUi9XaCkjT/Tdov279XcCOOudcZUEDukpVsVpbn9lTXP6uXikdmdbxXMP8ElKz2oP+i3jE8QrSHPseMiL6g5avfd9vikyxGiqA3Yb0B7/e4XnNhYw72D6ta5cTHzjRDvwb8ixEsVqbD7gE+bsZyFQkudAbSJa5pcKv7XyGdLv8tF4pddXyo1RUGtBVqorV2oFIE3Of1Jrbm7mGuSpSu8zbZGQq1rnd9tOHQf16+s/pH46eQtK5Xp7UjIIkFKu1LYGTGXrA3mDuBA6rV0pP530+anTRUe4qbWbT958C92d03K/lfeJIc+t37cB/IYmd2YE/1TXM3ZE+2Z3yPrkOTEeats/NcmR9HPVK6W7g7mK1thkS2LeI8fZXgB/pSHaVF62hq1QVq7Vbge3CH2v1SqmbpUwjcw3zaQae9522D4Af24F/Qdd7an9ucyIj0w/pdl8ZeRuZ43+eHfiv5F2YOIrV2iZIUF8BGSewAvBFZHbA40h3Ut/jGR34pvKkNXSVttWbvr8riwO6hrku+QXzm4Dv2YH/WloHCKdyfc81zJuQpCndjBVI07vIWuWX2YE/Ne/CdKJeKT2AjKX4XLFaGwOM0/StqtdoQFepKVZrCzD7FJ6smlm/kcPpvg0cbgf+lVkd0A78v7uGuQaSK3yoqXJZuxo4zA78LNP7ZiKcxqbBXPUcDegqTc2180lAI+0Dhhna0krCMpDbkSQx72R8XOzAfw/4Wria3CnMnjc8D28Ah+Y9al2p0Uhzuas0NQf0et+a0ynbhP6JPdL0G2DHPIJ5Mzvwb7MDf2MkgU/SC7pE9WdgdQ3mSuVDa+gqTc0BfaQ1t08FDrYD/5KMjheJHfi3Are6hrktsB9gIyuspekFpFZ+a97nr9RopgFdpWnZpu+7Xk88oh2638WQXgN2T2KN9LTYgX87cHuY134zJIf6rsz+O+nWG0hSnfPTzLmulIpGA7pKU3P2tH+lfbBwOdAvpXyYBhLMO8r4ljU78D8D7gwD+9okE9DfQ3LWn9tt/nulVHI0oKs0LRF+fbFeKU3M4Hjrpbz/J4Ct7cD/OINz6ZprmGORPOM/AdbpYBevIzdlfWNtPkbSmZ5pB/4HeZ+fUmp2GtBVmvoCeuq181AhxX2/Bew8HIJ5mHhmP2QO+Eox3z4VuBI4yw78f7qGOXe4j5WAB+zAfzvv81NKtacBXaUiXGVt0fDHxzM6bFo19KnAbnbgv5TReXQkzPV+KPBj+i8HOpTXkfnsTvPccTvwpwBPhg+lVA/TgK7Sshizmmofz+iYadXQD7QD/6GMzqEjrmHuCZxB/DEEPrJIyjVhf7tSapjSgK7SskTT91kMiFuIztZBH0rVDvy/pF3+Ls57PaRfO+7qYP9FEtFc0UurnSmlOqcBXaWlL6B/UK+UElltbAjrkvxiQ9cBJ2ZQ9thcw1wKqALfJl6CqFeAnwN/sgNf05cqNYJoQFdp6es/9zM6XtLN7e8AB3W7hnnSwkFqRwLHA/PHfHsFGaE+LBdKUUoNTgO6Skvf31YWtXNIfnW1ih34EzMqeySuYW4HnIcs4RnXZOB0rZUrNXJpQFdpGRd+fTGj4y3Z/S4+9ziQylrmnXANcwEkZ/xBXeymocFcqZFNA7pKS19Az2qq11IJ7uvwXhko5hrm1sia51/sclcPdPl+pVSP04Cu0tI3UOvFjI6XVA39Sjvw6xmVeUCuYc6PTEM7JKFdakBXaoTTgK7SknUNPYmAPhk4OqPyDsg1zC2Ai+isr7ydGUBPz6NXSnVPA7pKyzhgJhkE9HAO+twJ7Oo0O/BfTbu8g5zHfMBpwPdJdgrek5p7XamRTwO6SstY4M16pZTFFKkk+s8nAmdmUNa2XMP8MnAjs68hn5T78zovpVR24iSkUCqOcQyv/vM/57UUqGuYNvAoQwfzycj8+Li0/1ypUUADukrLGODljI6VRA3dyaisn3MNc4xrmCcCNwELDbH5rYAJvNbBoRpZn5tSKnva5K7SMgl4L6NjLd7l+++zA/+pjMoKfD63/BJgtyE2fQs4wg78K8L3LRfzUO/ZgR9keW5KqXxoQFdp+Rh4P6NjddvSdF5G5QTANcxVgBuA1YbY9CLgaDvw3wvfNwewQMzDPZbluaXNNcyxwCZIa8Wf7cD/JO8yKdUrtMldpeUjZKBZFrrJgPY2cH1G5cQ1zJ2BRxg8mD8LbGEH/oF9wRwgXN70jJiHfDSrc0uLa5hzu4a5s2uYFwJvADVk7fanXcPcJu/yKdUrtIau0pJlDX16F++9yA78T7MopGuYxyDT0gaakjYT+BVwyiALqPwU2JXoo+GHZUB3DXMMsAfwTWA7YL42m30RuNY1zPW0W0EpraGr9HxE7wf0mcD/ZVFA1zBPRoL1QMH8Q2B3O/CPG2w1tPC178Q452EX0F3D3BbpKrgWCerzDbL5gsDleZdZqV6gAV2l5WN6v8n9CTvwn0+7cK5h/hI4ZZBNngEsO/D/GmV/duA/QrQ586/bgd/JqPhcuIZpuYZ5N3AbsF6Mt24YDjJUalTTJneVluFQQ3847YK5hvlr4EeDbHITsK8d+B/G3PXJwC7AqoNsMyxq565hrgZUgd272I2BrJKn1KilNXSVlixr6J0G9NTym4dzzM9h4GA+E6m179ZBMMcO/ClI0/tgq8L1fP521zB/APyb7oI5wPJ5n4tSedMaukrLJODdjI7VaZN7KgEvHNB1HnDwAJt8COxjB/7N3RzHDvyHXcP8LQPfNOS+atwg12iu8Bp9O6FdfpT3OSmVNw3oKhX1SmkmvV1Dfw+ZHpaocJ70hQwcqP4HbGUH/jMJHfJEYGdg5Zbnp9CjTe6uYS6LTBXcIMHdvp73eSmVN21yVyPBxx2852E78GemUBaHgYP5B8AOCQZzwsQqB9C/6b2R1XS8OFzDLCIj2JMM5tOA3FbJU6pXaEBXI8FzHbwn8QFxrmEeAhw0yCaH2IH/RNLHtQP/AeB3LU/3XHO7a5gHA3eRzGI6zW63A1+b3NWopwFdjQQvAXGXaU20/9w1zI2As4bY7L4Ur8FPmD2I91RAdw3zeKT1Yo4Udn9p3uenVC/QgK6GPTvwZwD/jfm2fyd1fNcwl0CSoMw5xKYHpHgNPgP2Av6BjCl4MK1jdXB9fo1MS0vDh0Ck+ftKjXQa0NVIEXeA28QkDuoa5njgKmCZCJsf6xpmEku9tmUH/lvARsBBduB3Mq4gUa5hjgvzr/+o650N7FpdoEUpoaPc1UgRJ6BPSXDA2K+AzSNuuwBwKjJ/PBVhTf3itPYflWuYcyIpWfdM+VCX5H2uSvUKraGrkSLOyPHYiVzacQ1zb+ComG/b3zXMDTO7KjkI55jfQvrB/EE78NMcl6DUsKIBXY0UcWroXQd01zBXR9Yrj2sMcHaYfGbECc/rz0AWy5oem/f5KtVLNKCrkSJOQP+gmwOFQetCBl8FbDAWsG9G1yVrpwJfy+A4t9iBf3/eJ6tUL9GArkYEO/DfBt6MuHm3NfSDkcFn3TjXNcxC6hcmQ+E88yxqzTOA4/I+X6V6jQ6KUyPJjUA5wnYd19DDKWqnJVDWBYBbXcMs2YH/VMRjz4XU7tcEVmh5jA/P68Pw8QFwih34maR/dQ1zB+APWRwLuNQO/CczOpZSw4YGdDWSXE20gD65i2OcAUxIqLyLAXe5hrmvHfh3tb7oGuZ8wMZACdgMCeZzDbK/1nJt6hrmTnbgp5pkxjXMdZBrPy7N44QmASdkcBylhh0N6GokuQ94C1hiiO2W7mTnrmGuBOyTcJm/ANzhGubZSP9zgVkBvEB3mdUWBM4B1km4zM3XZB5koZX50zpGi1PtwNe87Uq1oX3oasSwA386cEOETY0OD3EM6fzPjAF+CLwBuEg/9EYkkyY17QQzJwFfSvkYfV4AzszoWEoNOxrQ1UhzdYRtlgn7oyNzDXNpYL+8T64Dz6e1Y9cwTdLNAtfqx3bgT8nweEoNKxrQ1UjT1+w+mLHEr1X+gMH7r3vRTKTPP3Hh1L3zSGexlXbutQP/+oyOpdSwpAFdjShhs/ufImwat9l9r7zPrQNOGsu1hg4ANs3wXK7J8FhKDUsa0NVIdCZDj2RfMerOwqblL+d9UjHdj/TLJ841zMWA03M4H6XUIHSUuxpx7MB/2zXM8xg8z3qcGvrueZ9TTK8AeyaxAI1rmAsBq4cPM/y6DrBIhuczHdB550oNQQO6GqnOAA4F5h7g9VVj7Gv7vE8mhplIzfy9OG9yDXNhZgXu5uAdZVnYtI0Lz0spNYgRuUCEUgDh3O7DBnj5U2AZO/DfibCfD5A53cPJdOA1pLb+cviYBCwcPiY0fV0yfPSy+ezA7yYhkFIjntbQ1Uh2OpI5bs42r80JfAs4a7AduIa5HMMvmIPUapcLH1/JuzAJ2Ai4O+9CKNXLdFCcGrHCjGIXDLLJARF2Y+Z9HgqAc1zDzGqKnFLDkgZ0NdKdgGRga2etCCuefTHvE1CA9OenMmpfqZFCA7oa0ezAfx9JCjOQoWrp+j/SO052DbMXBukp1ZP0w0qNeHbgX4csINLON1zDnDvO/lRu5gd+k3chlOpVGtDVaPF94P02zy8M7JZ34VRke7uGuXXehVCqF2lAV6OCHfhvMPBCIscPMuDq7bzLrvo51zXMObvfjVIjiwZ0NWrYgf8n4I42L60J/HiAtz2ad7lVP6sweBZApUYlTSyjRhXXMBcHHqZ/LvcpwFp24D/X5j1v0PuJV0abycCqduC/kndBlOoVWkNXo4od+G8DO9A/NercwEUDNOU+kne5VT/zAsfmXQileokGdDXq2IH/LLArMLXlpU2RoN7acnVj3mVWbX0nXPlNKYUGdDVK2YF/P7A//Rf9+BZQbXnuCtqPkFf5mheZvaCUQgO6GsXswL8K+Embl45zDfOopu0+AS7Ku7yqrR+4hjlP3oVQqhdoQFejmh34p9M+WcmZrmH+0TXMvgWM/gjMyLu8PWQG0nJRov3MgawsBuyZ98VQqhdoQFejnh34PwIOAT5reekQ4DbXMBe2Az8Azsm7rD1gJnANsKYd+N+0A78ObIdMI5va1Z47t13eF0WpXqDT1pQKuYa5GXAtUutr9gJwMDLdzWd0LtgyExkceLId+E+028A1zDWBy4E1Mi7b63bgL53v5VEqfxrQlWriGuaXgL8iyWZaXYKsyX1x3uXM2M1IIP/nUBu6hjkX8CvgcLL9fFnDDnw/p+ujVE/QgK5UC9cw5wcupX2O97eBOYAJeZczZVOQPvJzogTyVq5hbovc+Hwho/IeYQf+WdldHqV6j/ahK9XCDvyPgT2A7wKvtby8OCM7mL+IJGxZ1g78AzoJ5gB24N+OtHJcTf+pgWlYO7MrpFSP0hq6UoMIp0QdgQS5hfIuT0pmIiPVzwVcO/ATHc3vGqaBzBf/DundDP3VDvzdUrxGSvU8DehKReAa5qLACcChwEha6esu4NAwe16qXMOcF9gH+AHtxyh0o2YH/mZpn4NSvUwDulIxuIa5AlBB+tdHQtrRGcDZwAl24E/K6qDhjIIfINdxfHd7A+BJO/CTvklQaljRgK5UB1zDHAtsCOwE2MA6eZepSy8BB9iBf3eWB3UNcxlkvv/BwBJd7OoVO/BH43RCpT6nAV2pBISByQ4fJYbnwLnJQMEO/KezPnC4yt3eSF/7Rh3s4ik78FfPutxK9RIN6EolLFyt7ctIDd4Kv67D8Oh7/xdg2YGfV9a3vm6N3cPHJkSbjXOvHfhb5FVmpXqBBnSlMhDWQNcGNgCWQ/rfWx+LMCt4TQLeaXq8HX6dCKwMbAx8KaXinmUH/hF5X7Pwui2BLHW7e3jtBhq3cIAd+H/Ku7xK5UkDulI9IuyXnwBMtgN/SoTtl0SapzdCAvz6wHwJFOUuO/C3zvt6DHDO8yM3Mn2PFYAFgIOTnm6n1HCjAV2pEcI1zHHAWkiAXweZGrYGEvDi+JYd+JfnfT5KqXg0oCs1goX9+V9EgvuqSN/+yuHXpZHPgOnAK0gO++vCFdSUUsOMBnSlRqkw0cs44GM78LNIz6qUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKjVJj8i6AUio+z7GeB+aNsOlthXJj/7zLq2bnOdYrwBwRNnUL5caBeZdXDQ/j8y6AUqojSxItoC+cd0FVW0sSLaBPyLugaviIFdA9x5ofWBdYB1gbWBlYEJgfWAAYB0wFPgUmA/8DXgZeBP4FeIVy47W4hfQcaxmi/fEPZgYwCfi4UG5MTeuCJsVzrKWADYD1gBWB5YEvAPMAcyPXegrwSfj1HeRa913vfwJPFMqNT/M+l/B8FkP+TroxHfgY+KhQbkzL+5zU8OI51vJk1yo5s1BuvJT3OavRZciA7jnW4sCuwO7A1sCcMfa/epv9vQrcDFwP3FUoN2ZG2M/dyM1DIjzHmg58ADwNPBE+6oVy499JHaODMo0BNgV2A3YBVkpgt596jvUEcCvwV+CxiNc7DecAX09qZ55jTUF+h08hNy//AB4qlBtBTuenet8zwFwZHk+7NFWmBgzonmNNAI4HDkNqhElZFvhe+FgQ+CiH8x4HLAJ8JXz0nfPTwFXAhYVy45UsCuI51jzA/sDhwGoJ735OoBA+KsAdwLZZnFcG5g4fSwKb9z3pOdb9wEXA1YVyY1LehVRKqayMbfek51gHAs8DR5NsMO91qwInA097jnVSGGxT4TnWWM+xvg08B/yR5IN5OwtmcIy8bYoE9Jc8x/pG3oVRSqmszFZD9xxrLHAGcFTeBcvZvMBPgW95jrVt0n1hnmOtBFwKbJT3iY5giwKXe471deCAQrnxbt4FUkoNX55jLYq0cO4A7J9j9+WAPg/oYR/ulcBX8y5UD1kZqHuOtVWh3HguiR16jrUv8Ae6HyCmotkFuNVzrC0L5UYe3TtKqWEorOAWkAC+A7Ahs1q1vw30bkAHfogG83aWA/7qOdbahXLjs2525DnWSUjNX2VrfeR3uMNwmOGglMpHOBunrxa+HbB43mWKY2x4EusAv8q7MD1sNeBH3ezAc6yz0GCepy2Qm1allOrHc6xfAG8CfwH2YZgFc5jVfPAz4k1HazYF+C9wD3AFcCNwHzIlbEbeJ5igEzzHipLIox/PsX6KjGJX+TrOcyxNtKKUaucLDDBQfLgY7znW0sCOMd83BZlH/ifg7kK50TZwe461AJIcpQjsTZt56SlYgv5T4SYAKyDJWTYGvku0LFvN5kPm4d8U501hn/lJXZ6TD/wNmXP9VviYioxaXxBYCOkaWL3pMV9iVzR730fmlfcZE57nosAayN/Tph3sdwLS0nJC3ieoeto04IEu99Fz/atq5BuPzIEeF+M97wBbF8qNfw21YTgI6e7w8VPPsdYGDgLKdJ/5bSBTC+XGlJbn3ggfDwNXeY51KtIqcXDMfe9CjIDuOdaqyJS0TnwM/A44v1BuvBznjZ5jjQc2A/ZAEtUs3WEZ8vKfQrnx8BDnuFp4feLOq98VDehqcB8Xyo3N8y6EUnGNRWqsUU0HtowSzNsplBv/KpQbhwEmkrksF4Vy403gEKTWG8faUTcMZw1cQmc15XOBFQvlxolxg3l4ftMK5cZdhXLj+0jNfS/AS+r69YJCufFUodzYDvh9zLeuEabVVUqpEWU8sEyM7R8qlBtPdHvQcArYbnmeeKHcmBkmdgmQPPRRLBnjEAcg3Q1xTEXmTF+e4HnOAK4DrvMca42k9ttDDgc2QdYXiGpLILFrrJRSvSBuQO+2X6mnFMqNtz3Hehzpk40iUkD3HGsu4Bcxi/MRsH2h3HgwxfN9Mq1956VQbszwHOvnyE1LVF9Muhxhi8xCSErhycC73U5z7HXhINElkBvRd0b6+Y5EnmONQ1bkWwhZG+G9gcZE5VS2CWHZpiD/U6Ni2qnnWPMhFc35gA+R38v0od43HlgsxnFGYmYzn+gBfaznWGMiZAjaD4jbrPvtNIP5CHc78BnRx2XE+Zvvx3OsJYASMk5hE+SmeBH6Z178EBlz8g9kFsi9hXLjP3lfrA7PeR5gK2QcyebIiOD5W7b5EHgpPNc7w/PVZD49wnMsA/mb3QxJkrIkEjCbF5GZ4TnWRGTM0UPAvcA9hXLjfymWayzSmrk+sBawJjJVeKGWsuE51mTkb+zB8HFb3LKF65Rs3ual5WPsZlfPsQaKA+8Xyo37YpRnUcBGBvquhQz8be2qneE51vvA28iKmg/3PQrlxvt9G40HJiKjh6PYxHOspQrlxhtxLmCPez3Gtu9FTPd3ZMwynFYoN67P+0IMV4Vy42PPsV5BlpmNoqOA7jnWtsBPkDntUfTNQlgRGceA51gvAKcBF/fK0rZDnPOiyCJNhzD0zJAFkQ/jNZGukI89x/od8OtCufFB3ucyGnmONQcyp/oYZK2KoYxFbk4XQWbLHBju5yHgF4VyI+64o4HKNT8yaHcHZGDrIhHfOi8S7FcLy/aZ51hXAmfE6A7+MnBDl6cw2Of1o8gN01DXYGvgOOQGa6iB6WOROL0o8nvsGww803OsRwrlxkZ9G70V4yTGA7eF2XRGijhT6Ya8EwyT9MRZaOUVup/WpuTGNKpYi+54jrWt51gecBvRg/lAvgQ4wH/DRZB6kudY4z3HOgFZpOko4k/zBKnBnwA87znWPnmf02jiOdYYz7G+h/z+LiJaMB/MxoDrOdZjnmNt1kW5lvUc64/Aa8CfkSWVowbzduYA9gUe9xzrxLC239M8xzI8x6ohq19uSbxZZq3GAEbfD2ORtaTjWAu4y3OsVfK+MAlZN8a2tQjb7B3z+Gdo32Mi4gTpSDexnmON8xzrl8h68uslXN7lgAs8x7o0zVX9OhHWym8Hfk4yK/QtAlzqOdYpeZ/baBA2Kd+IrBmxbMK7LyCf/0d3+P5NkdaeqAORoxqLTEV2wzFMPclzrK2AR4jezRv7InQy0G0t4AnPsc4Ik8cMS55jfQVpfonq9gjbbB1jf+8AF+R9HUaIOGMW3hxqgzCo3Yk0iY0Zco+d2wd40HOspD94O+I51urIB063LRHtnBymQFYp8RxrLWTMxi4pHmYccLrnWFf3YPDcHujJvzHPsTZEpkp30yIxqLHAtcgo1bjmAH4MPOc51nGeY6VWyDSENyKXEf3D+gWkyXWwfc5DvOlTtxXKjU/yvhbDXTgdL05K10HHTXiONSfSx7Z5RqewDlKzyHUFvnCw3+1EH4vQicM9x4rbiqUi8BxrOaQ16UsZHfKr9GaFpOw51jfyLkQzz7EWR2bidJpiPZKxhXLjLSSwdWpJ4JfAK55j/cFzrJWzu0ydCZukLiHeH/4ZEaYNrE28DHh3530tRogDYm5/zxCvX0BKTWKDWAu4LK8+wDC74FXEm8baqfM9x8oq6IwK4c3gzcjsgyzt4znWT/I+/zZ+1mP96UeSfPdHP33TbE5AEr1EHe3ezrzA94BDPMe6GQmA96d9AnF5jvVN4DfESxLzEPB/EbYzImzTLFJAD5tBk75RuqlX5pt2IxyEeGiMt/yrUG48P8j+DkUG2eRhV+Qf/8wcjv1zordITEMy9N2NNM8vityQ7AR8M8L7F0Q+c3p1UOCcYdKpTj1XKDeyztnhECOTZcJ+6TlWvctzngo8hnQBe0i32NtITocVkM/WPZFR8VGsBOxOvPwUqQhb/OL8rT+FLHT2IPBqeG0WRm6210emj28O9OvuGA9QKDfe8ByrDFxD9/2FY5D+m108x7ofOHqovNwJO85zrOYuhDHIndGqyOjzuKttvQfsF2VSP/Fq/NMK5caLEbfdF5kulaR5kGQNw5bnWBsj/7Bx+vEGnG4SJnM4OWYxJgEXIrWj55C/l/mR5DU7IusWxLl5/InnWE6h3Pg49Qs467yXJvpUy9eBrxXKjXrTc28g+Ryu8Bzr78B5DJ3y+FueYx0fpmHuNfMiC0916mIyTMIV3tTGbWJ+BWmJui38/iNkTvqqSOXuAGDuiPsagwxI26qD4j+I3IxcM0j344vIfPgLPcfaBukmjjJY89u0D+hv0r6ffRuiz3oarJ/+pZafN0ISMEVxCXBQm4HSLyID2G+Bz7uMbWRJ6JX6Nvo8EUah3LjOc6wjSHZAwabAQ55jXQMcUSg3Xktw3wNJMvBNBLYtlBv/jbh9nIFZ78fYVoXCebUbIivm7Uu85Q7fY/Dc74cR/R8P5ENmnzaJLT5CAl/Dc6wzwmPuF3GfiyGrzf0qpUvYzjFEuymaBGxSKDdeGGiDQrlxmedYyzN0psS5kBa9UzI8z5HqZ8SriP0R+HGh3Jjc8vxHSHC/w3OsXyGBM2r66i09xyq23OgN5i6kshdrllWh3LjDc6xjkJvGoXylXSKwcH2MI1o39hzrQqIH9KNitHBGzUw5AzgmyqynMGHTlcCVYcUGaMlsVSg3zvYcawbw29bXuvRVYGvPsY4olBuXJLjfND0N7B0zd32chVjezfsEe9gvPMd6p+nn5uVTVyZejbxZpVButL3uYbNYnKk4DwB2mw/F2YRJb76D1Nr3iLjvIz3HOj1iEqOuhAPhoq46ePJgwbzJuciA2QlDbLc9GtC7Eo5q3znGW84NF8gaVKHceDlMpPQI0WcCHQUMFdBfBXYplBs3d3Ha/4f8rw7VxbkI0uLwVBfHSsJyMbaNvQppodx4qO/7sW1ePBdpn0861d/CwJ89xzqnxwYrtOrrH1y/g4Vo4oxSnhxj29FmE6Q/ue/Rl250TToP5g0GHwexMdGnk3wC7D9UMO8T3sl/H8nJHMWSJD/vfSA7E20O/zNEbL0Ls8LdGGHT9cJ88Kpzdoxtn0FutCIplBsTiTc+ZeuwBW2wfd7fZTAnvNGNuuJnLyxIFbUmPxZpJexY28AaDm5YFTgDyZGdpB8gfW29FtSnAH8BzEK58YNCuTGpg33EGWSWRMIOFc0zwM5DNJFtE2N/FxXKjSBOAcJ0yXFmk8Rd571TW0bc7q+FcmNajP2+GGGbORiZ60NkKc7f7U/jLm5SKDfuJHrwnB/4StonHGYqnRhx8wlplyeCd2Jse0yYbCruWC9gkGb1cFDOMZ5jnY8k19iHDpoDBrA30qQddwBSWn4PHF8oN6LWoAYSZ075hLxPepR4GdimUG68PcR2sQJ6h2W5gug1nm2AU1O+NhA9gcydMff7SsTtVkKnb3YkbN3YJOLmE+k8f/nlRB9Bvw0QeWGSAc5rTmShFAPJidD6iJPMrKPAmLCoN0R99gH29BzrKuSz5oGo/fVD9pOHa5cf4DnWSchAggNJJhid6DnWPYVy497krlvHDgWW9Bzr6Bgjz9uJ04y+UN4nPQrchaxi92qEbaN+YE0kfrrkPv8EZhJtAFOayV0A8BxrRaLPW7bDtJVRRZ3COZLWhcjaakRPVPJgodzodFbLP2JsGzu/gOdYayNdP+sg0x8N4g12HUwvfM7+E0k3HWfA7TzIKP1vA294jnUd8H+FcuPfg70p8sC38EPxx55jnYyM2D2c7hL+j0FqIBt3sY+kjEFWwyp6jrVjodyI8wfcLM64gzk8x1qlUG48k/fJj0BTkNkOZ0cZWBYm5YjaN+91OlitUG5M8hzrVaINklk8g+sUZ1bGD1Mqgwb0zsW5dl4Xx3k6xraRglaYVfNgZKZDmuuC5N61Wyg3pnuOdTydZ9VbChmD8/1wUZdzgRvadYHFHske9i3/0XOs85ABGafS+cCDjTzH2qpQbtyV4PW7E+ibM/5F4q18tiRwr+dY23e4NvlLMbffFOnfHco1Ebf7Jdlniuol7yL/NL8vlBtRm3wh3gdjt0sHv0+0gD6v51jzRh1416FeCKa90CTaagrw0y7e/+8u3htHnERg3fzdxpliO+SNqOdYeyDdnHFuKIe7i5BFadbvcj+l8BF4jrVfa5zqeGpaWEu5xXOsvyHNAj+js7SRuyJNo0nZs7kvPJyW8xvgWxHfvwBwg+dY68cMChAt6DbbBElKMqiwxWDIVgPPsY5l9AX0l5HkFLcBV3WYGz9OYOt2nMVHMbadQLqzIbrJDJmUbpaOTMuUQrlxWt6FiCCTv9uwZWkG0Wq7EwZ7MVxx7yTSXfCo5xTKjZmeY+2HJKCKm1G0HQOohatB/qyvtt71XPOws/6isI3/ZuLnwE51NG+Yq34fz7EeQ+bXR7EEcKPnWJvE7Hf6F5KmL2rz7a4Z1MKGo5uR9ZKbTUf6r99HEsS8gzR/JzG9MsugEmdxhokpl6UX+hdV55LMFTKgcCpa1Kbr9wfZzxEkMxB6OjIAOdfFjOIqlBtPeY61ATLbZccEdjkOOBHY0HOsnQrlxrTE/iAK5cYHnmNthzQPx5kbubLnWOMiplbtpny/CxeEODziW9ZDsnVF7jsslBufeo71D6KPC1gE2B/J3KRm+U3GgyXjTCvpdrph1PdPyuBGL05rgeo9Wf3dxhlV3nY2iedY6wO/jnncF5H8Ec8jq132PV4GfkQ2s0ASVSg33vcca2dkIPaPkdH83douvBZHJ3qHVyg3Pgn7R54m+mjHMUjT31tJlmUARyF9GFHnSh7mOdbfCuXGbRG3B6ldxhnod4TnWBcWyo1PMzh/1V6cD8Y4I1XbidolksX/w3sZHEOlZ6ipmM26GWQZpxtvoL/bnxGtJexTpIv0j2GK1rY8x+ridPIVtmqfG45D2xsJ7Ot2udsfeo71h8SbbMJa6nnEy0W9MBl8gIWjDQ9GphFEmVM/BrjAc6zVw9y5UVyHDE6LamXgdNrkFlbZCFuXPiPa38SanR7Hc6xliF5TymLdgzjph9cslBtPZlAmFV2cG9G1ujhO1Pzm0ObvNmwZjbJK2lTgKxFnGcVpNehJYb/35cDlnmOtB3wdCfCd1NrnAPYd6zlW1MTxcUTJ99xsYgplaKtQbvhIAI1qWSDyAJlCufEsEHfZ2B+GLRsqP1HzPS/VxVrecVpuslit6/UY20bN562y8yyzZvQMZaMusnN2+3e7dcT3/iLGlGGzw3NJSqLjbgrlxj8K5cYxSMv25shqf3G73LYdi6zWcrLnWEkWMM7d4DTiNR0l4RfEu+n4nudYcVIaRh181+xyz7GijsRXyYuTrWyfDo+xd0rl6UiYNCrq8qVR16FWGQlz5kcNgEsTPSvg5zzHGoMsrhXFdNpniYu6YtsdMYqWd472pdPYaaHcmFkoN+4rlBsHIFOu46znboxFRkqeAtzvOVacOdtteY41HtgpxlvejLEMXSLCketRB8eBNL2fH6YkjOJG4qf7mwu4zHOsqudYnS5Aojp3T4xtfxA313L4v7V7xM0/I34rT6fujbjdVz3H6oVpbmp2cW78Tuhg//shrZRR/CNc0KVV1L+bSDNWwgF2aWRSjDMwO4nBbIMqlBsvF8qNvYiednmx5iaYjYAnPce6xnOsQicFCIP5VUgKv6jiZCFK8mLdAtwU4y2rE3Gt9fAGpdPMWscDz3qO9Z3wekYSTi1JKtf+aHQfklAkiiWQ5EqRmjDDrFgXEH2akdvh4kCdiHojMwH4XRIHHGpFLhXLrTG23TycOhZJuK59nLFQ1wzwfNRxI0P21YctBr8nnXnsE2NsG7m1zXOsJbssV5S13wHeb/2AGYukQN3Lc6x7gFuQu4MnBkt3GabO/CYyFD9qTuw+f+nyZLvxQ2QxgSjLRwJUPMe6ulBuDHkTUig37vMc6wLgoA7K9UUks9BvPce6C2mKehbpmngH+T0tjiSW+CIybWE7dF5xx8KBcQ7Rb8S+hqTvPWSwhV88x1oauIR4q1D9IsNTvxpZVTHKIKN9PMf6EDiyk1kZ4QfbSciN048yPMcRq1Bu3Os51qNEb9b+redYiwDVwVZeCyt11yDZM6N4l4Gn30a9OT0MuH2QMo1B/n42TO4KzibOrI+DPMdqm1vdc6wxLfHyMM+xNgeODVcyjStqa8RLg9UYtmBWn8tbnmM9ifS3vYkkD1gM6UdYBunP6GSS/2Tg2g7el4hCufGi51hVon+Azok0vZci5vP+IZINrtOujIWAPcKHSt+vgDIwd8Tt9wC28hzrEqSmFCAfCgsh/4S7IHkG4vxv/K1QbnSTdzuWcF7secDREd9yKLBl+H9z/VBz5T3HWgBJHvUNJD/F3MA5WZ3fKHEK4MbY/kTk5uxSJEvnq0hOgsWQz/K9wkecQXS/DVfobCdqoNzJc6zfACe2tlCFGT8vJt2xHC/G2HYu4KFwbZP7kNH9KwLbI2PIdm7ZfhOkW/t+4M/A1VFW9/Qcq0T0/82nozYBLkH0dZPjuDjGdLC0nIH0E60ccftNkQ/9IZtBCuXGZM+xdkJGfo6mvMXDUqHceN1zrHOI/g8EErwPCx/dmgJUcjj134Tlj3ojsypwKeB4jvUvwEdqaB8B84bXZAmk620lRlmaz6wVyo2/eY71ANGXUgUZTX1S+OjWiwx+kxZnPNGRwNc8x7oPuUFeCmn1XYPoLamdeijm9vMi8aPVo4O8Z9Pwca7nWA1krMw/kdbX98J9LorEo52BzYg+ov7CPFeieQY4JsfjAzJvHvhBzLf9KmxKjbL/55EaSpw5oyo/J5DNlLF2Di6UG49nfdBCufEG8QaJ9pkXmdJ0EHAs0tJ1PLIy1FeRqW4azLPxdaLPWEjSJGDXIWqbUQd19VkaadE5Afnb2oD0gzmFcuMl4tXSuzEXssjK8UjXxr3Ioj4PI60tv0Uq0VGD+ROFcuPevAL6FOBrGQ78GVSh3LiDgQd0tLMgsoRd1P0/gQw61KVSe1x4g7cn0gyZpV8Xyo1Lczzv84Hz8zq+6k64vPWeSKa1rMwE9htqje4w90eSszY+of30uCREHYDWSz5DWo1zWSv2XWC7QrkRd1pX2o4EPo6x/e5xksEUyo0ACepX5H2ianCFcuNNpK/u+YwOeQZSw83bD5BV69QwFA64+jrxPsc69Qmwb6HcuD7i9kk07fc5HHg8pfM6n+GXEvnIQrnxEGQf0P8DbFgoN2p5X4FW4apdcddAPsdzrMgjywvlxsRCufFNpDkybja9pNwNbBVzFblRJ0xzWkBy86dlEtJSdUzWuRgGOOdPkYFrZ3S7L5WPQrlxA9JE/Z8UD/MisEmh3Ig8Q6lQbtwDVBM49p8L5cYFaZ1Yodx4D0kcFWXQc96mAgcVyo3f9z0xFrgSeCPlA7+O9KutG/Yp96rfIQN8olqaePM0ASiUG9cCqyAjhp/N4LymIVMQv1IoN7YqlBupZyEbCcIkGbsif7tJNsHPRDJAbVAoN67O+zxbznl6mIIyrZvOj4ie3Ux1IJxWuyFyY5Zkbf0T4Cxg/UK58c8O3n8icHaHx54J/Bw4IMHzaatQbvw9PE4vL5j1GFAqlBsXNj85tlBu/AaZy7wX0o+c1OCtKcDfgUMAo1Bu/KHXVxQLk+UfGvNtB3uOFXcNeArlxmeFcuOPyIjhrZHcvUkuUPMeMsf/G8DihXJj575mGRVdmIrxD8iUlAPpruYzBVmMYY1CubFXodyImj8+j/O+Fhlpu1+X5wwwAxn5eySwbKHcuDjv8xvpCuXGpPDG7IvIGuTdDJh7D1n/YoVCuXFEodyIs6hPc5lmFsqNHyI5HOLcLD4D7FgoN07KqiUr/BvdDBmkFlfrVM6bka7W9zvYV7OpyPTYHQrlxgaFcuOR1g36jUANJ++vgQytXwWZdvJlpDY6L/2b6acCHyLNME+Hj38B9yS1nrPnWBuGx46i3u3a6p5jWcQbVflGlGQzEY47FlmHfX2kuXdl5B9yGfpngZuB3H1/hPyhPI20LvjAk8Czaa8xH/PcViN6korHB0gh2RPCBY02Dx/rIPN3F2XW3+gM5HfyLpLOsoZkZHt4sGQeMctQJNoI2HeSWCXNcyyj6ZzXDc93ESQ3Q58ZSDfCy8iH8DNITeKeQrnR7YdZEtesRLRuxs86TACSRlneDgeVdXu8MciCJpuHj1WQ3+GizPodfoYE73eRKWP3hI9/Jx1IwyyYuyNjVYrAcsjIb5BK5cuAh0xtfrDN+1ciWkralwrlRlctTZ5jbYFMIdskvG4LMit2Tgqv1zvIwL8bGCAGhee8LjKWagOkkrAcsjxt6+f7FGRu+5PIZ/qDwN1JxVSllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSikF/w+24kbamC/S/gAAAABJRU5ErkJggg==)
6 x Highest Quality Pole Floats
For sale we have Packs of 6 x Power Chianti Pole Floats, produced in the same factory as most of the major brands you find in the tackle shops in the UK and indeed Europe!
The SRG101 'Power Chianti' float has been designed and manufactured in a way never seen before!
First a hybrid eye is threaded over the stem which is then glued securely in to the tip, this is then placed in a mould with a small piece of tubing lining up with the hybrid eye. Rohacell foam is then securely moulded and pressed around the stem of the float creating an ultra strong float.
You simply pass your mainline through the body of the float and through the hybrid eye (shown in Image 2) creating one of, if not the strongest floats ever seen! Here at SRG we lead the way in innovation for the future of floats.... This is just the start!
A truly classic design suitable for many commercial venues and baits, a very stable design with a very very high viz tip!
Simply choose the required size and coloured tip mix from the drop down menu
Approximate dimensions of floats
0.3g - Tip Width = 1.75mm / Tip Length = 20mm / Stem Length = 93mm / Total Length of Float = 140mm
0.4g - Tip Width = 1.75mm / Tip Length = 21mm / Stem Length = 96mm / Total Length of Float = 145mm
0.5g - Tip Width = 1.75mm / Tip Length = 21mm / Stem Length = 98mm / Total Length of Float = 150mm
Constructed with:
A high quality Rohacell moulded foam body / Fiberglass stem / In-line design with 'Hybrid' eye / Hollow monochrome tip
The above floats require the following silicone tubing:
SRG101 0.3g - 0.8mm
SRG101 0.4g - 0.8mm
SRG101 0.5g - 0.8mm
ALL PACKS ARE SOLD AS SEEN!!