reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": 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"path": null
} | Generate code for a svg of a black and white outline of a three-petaled flower, serving as a company logo. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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"path": "emoji_u1f9dc_1f3fc.png"
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jQIrpjM6iR1Xmo9gXwHL0hq8YjwFpBP60TYzA9h/cIav/+3wiyNUmwKGb/miaewyBtg7DbQLcnx33Z8q1HoCrhoAHG5IAI6M0LFxjfniwG4hoBvrxCwYDAEDNMGJ5/5h/uPj7xvuDon6uP0+K6J8cwk6kadJDNbT61fT8J+4vSAwyAlxV4+A9FgojpBImq2pGpBHYI0zAUMo/UrlQMfVFwNyXhSFPi6dqhsljBLwmwHGMLef7zD0moWLonNG/pz01d0fpLh8SMkTAtVk2RfTvmuHCo4wFrMEvGAwAAHXAx+sVf666r7d/ALlXYHOvzOYRflI0DSKviHtGWk3E35u89c0yIOVMBJUR8GYDjAogOWnaIFfEKyNONgsTIIzA2lRmA2SraPcwjyKd7lBQToo+EJ5lnH1ZG/IMv3hNHVfMFiFFJsD5uXW1mNa8Xu3f5MlYhGYJvOkNd71AhCxADr9fMAAA1P6DTbTLXe0fXfyJ1IV+/qjfu9qfV/i9U/BMFwIK/9FULvLDOZFyyqHGCLgyAO5sgDIr4il4LO9vcXVE6jhOfeLcnj+5/OI0pnjXkCdaDkqfu8SevPXy3goPx7F0fnY8S/n632ePCfCZVo8R8BgI/+vyvv5wo+O+ndRDBDUUA6AOAAYAgJr5+q35UdnFjxRT/WoRf/d66+TvD+DqJsgVhoB8qwKSZ053vBGrqgWx3wgQeYclyH88AoZGiKIuWkSZOd3dO0rrNKQoAyDMi0fYOPmjedJE2r4sj6Muw1086hR6hdnULhvNXfUmpDQP5MsokbNltCPS9w0RBBgH1UxE9/TXmjxAFr9izQPTAEE7pgGECZA9+53iTxHFX5fyJ5+ZCBo7d/8oNrf5arWzH1XnlFevsF9ZZZ4/45X563JaoN3xr9I6mLmuY475cLwyT726T2XCGytPb+OOuYp8+A8vvei8f7jz/k0p+TBlnHP4VdP6qm8187XYrf7Znmmb7mYN1Ta/zDn33/No7rv4+k64zQT3zSohUk3q8yw/5TUI3iyBM9pXiby48N7MnXTOcb+g43resK96c3op/ejFz9Nrk6eYHHCZARjFjxgyAADUqP/8Bt+PFrnbqEYSf0XKn5T9AzzdBD0ReAujWEVPA0Udg6IBkvvIuUXB0qWoyVuw5o5o5/XO2fjHl108lPTP0Xd23JYLjIi5OpXunW7nKvgjxVCQs8DPlbLnik6SinoL4nrxV2ULfNkB8i8l7f07uHraoNc4XLTsB/S+pXdWxF+yeM4b9Om3fIvmdh0zOexn8t3n9Itth9jGxDYkNiwWBAMAgBl/f9s94+K3qOCM9HXZADIRf9IsIOQb9ybl+H5ijJFrCWTydZVTmQB3HUX1PjJitSzLJVzcVxRI6nFrcf/enu7NSR8OCJ7axxWFnJ7VGD3FfqSpB/EaKYs0Y/5cv/qk73FId19FHwjy1wqE1TP4hkHEWSn671p8r/JYSvFfvfT+0GN+yQm3ys/EDipOCcxRcWXPMZgAGAAAQvnSFZf0ffHyS/aIn6SsL5J1DFDqZgqEib9K8L1RPyVM+L2i5u1doDUBvgxH9UG80yOVU9SCxKj4nMN/ctnFucQaAG4XL2rEnlzj3+4sgLeZE/n7+ZeOi6USacthDii8zsLSnPc3j/JE9r6pqP5X7/7bKTD9/7ZFvwg8nm9f/KvA22WmQGMS5LDARvy6wQAAECT+9txz8jRucUxKcgizepqgU/64MhpWzYn3RGUpOFbeIkFXlO9rk+ztCacoUCNSiLxiLNpze0+xMDCh0R3PcMVcf2+aXJdad8/M4EZFk5ZXyC2/qMvLluXYz9KZAPXCVUHFgaoMBimKHJ2Zg/L95nYdDRX4E+a+pL393GCDsAG/cDAAAGjFX5wMO/P7TtF2pbxJ1cREUUilFX//9Cu3uUgH3DNX3BX7e4+b0xwwRrOzlj5FTQHRv6dDoXiojBCzHQnNADjqPPzz531NdjzHgbyRv8cEWJ79LV1kXxJ4yyH4ymjfUtcUaKcRunpK+IsDSZnFUPcIkKeLevaHHtPTFzytva03uEYgw3efk8MvHQwAAC6+fMUaW/xVU/6cka1u3N+Zuvfv7+i1zj3C4FifPW3i7zUBjj+TXPP9SWGUSiJiEdcIPw8sRvPKjDABuZKBS9rRcU/fpOAqelcrHZ3g+nonaLIAlt8EVDZN2t8KfE7N9crXW9xvDh2hDxz3Pbo0878pt/RbdFLvE6QcIig9yOuTp4Ye0dPm79XedsK8l8Lujh4BMAAAOMT/42uy4rdnKwUIllfS9OP+uqZBTjPhMQ3OsfG0EmCAvFkApoj+LVLNYVdPRyNFilzu29PdvTVpQwGusfGQefTqiFotvCqhtjyRu1fgvVvlNiusHkBXiMkDMhbF6z+SuYHOmvczW/jfMvfXdNmyG2nl/N2KAkF3B8QggoYADEAhIAwAAC6VHy6P1fpT1twX/atS/yqD4IqKidTDA+0g/qSa+uX+SXf+ibPlyn8KWKVQkREg3/oDvnFo+eO+MXFHRtVJj5O2MQ+FVOtbYYbAMZ7vFffg4j8K3YebDAuU3igp/Et7nvcdkYuX3kzHz3nB3fiqtMn5/mHIOgDD6YAqluAHDwYAgHL0388d/cOVTUs8gq2M4pVDBdw3z98njLyNDqZyKMCfBShH/1ZQ61+HELreA89KiN6hAIGcGphNYgbAXwCnuE2V3QhczCe42I8rIn6uqwVwTMlU1xLouguqVqYkOr33Ye1xuTCzQxH9c3pzxixA16X6w4oICUMAMAAAONhKqkI/ro7Odeuye+/jfwx3/wCXiWibRIr/uJAnsSvFX9v8R7EegG+6oCcjoGpQQwmq9g5Kj3NVISBxzfx7Cj1ulnYWgOUbBuCKGgHjgkLdkIDHvMxhejE+Ze5TYntS0d64vuNd5/AAgAEAHRT958QPTjZIzNwSFlL4F5hBIOV92g5P1x9v6n+2JEbuCFZT8a+b+uZ4X5QtajkNJKUWQLyegnqqnNu4UKCg6gskdel55xQ/i7uL/6rZAkudMbCc+5C22yDX9m0oblN8fuCxOX/JHe5CSHGf54+sMDqup89/Gj9gMAAA1MU13qVX9en8oOifNFPevKl/XZTcflkA8hxLKSpS/J0+wb0aHQ+e9kfeRZFUbWgrV0jxT8aqgZwXdOl+ZxfFwJX6lMJLrrS8FdLQx3LM/bdUfQFCsgFcF/2Tfhrny5OrAg/NqfOeomWyFsCzlHWtyNoAAAMAgOFvMx+oCj33TF/jIdG/xywECaFnwJ+3a/SvP84u8fcmDMKFRbE6Ifm7znlu25CMv12uKhlS7EfB8+xVYqydwmeF1wTo6gMsg0JBnRlRTeXcP31a6PF51+L7fEM4k9a8Gg3AhMluE/jlgwEAHY4s/mOVpdECBNxb0EYBlf+G0X9HiL6B+HtNgm7aHyd/QxxV33nPMrl9SRgG+PIffGpcO81PuVgPV0yPDKq8N2vt6033W7riQSs8mxCYIXD8DS9Nrgw9PnLFv96uoy4T95pBL4DlirH+xT1GGYCH8esHAwDAGu4rVyNtjt67XKlyqEAV/VMnRv/Vv9WK8PcqTYC3OM7xDN4sgHsSon0pl4yj4R4GIMMOe1bQ9d6UvUVq0bZ0Eb+lzBJYgY2BAmYGaFoFhw0DlE2At11yGHO7jykyABgCgAEAwIy+qi4r563p0/8BEa8/BO6syL/yN9e4mJFqwRn/eL8/C6BaYldcWJOIw8FpXLmgTkCXP51BUAm8T7QtRc9/S13sp43yVfsHLdmsGRYwywL80vVZeXO6tsTNaQv2muxWwE8fDADodLg6OuSGd1YZBF0dgf9yJ8T/9Qimd8lZ8s2fJ1ItquPIBhQFJRFzvsXf8rAydU9mQm+0Sp/BuL299LJVPQ1rHWz5ZgJoVh4MmBr44rFwAyCn7jmn7x00aAakwnAIAAYgZnpwCECakK1/g1QqfPy/xkif49hHNQISVvq3fPiYQ+wZK2o9Y+VDzCq3i/snwwAQz4t/Npf/EjmuX4mayn+A4y/j4oRxpvjAlK9jtrhWL5VO5WeQlZ6ldL56/NQfQu4545yZUJ3VUn0vMt3P0bsX/phOn/tr+/L+mdPo0cM5evLIBcpshokBsJ3a0vvpzpd/z/iYnjD3Rddl2RnQcAhgHN8sZABAZ5PlMelyYPW/78e18ZxwPLe3dhB/VXTvHu/3tB3wrDXPGEtEL4A/u3p9Xj2Fz58JsDTRtWUy91/RGVDVAMgK6A7oTf9793nPon+viL/k+J4X6KIl/2Rv/t4Axb/FxASsXPRI5bzJLABvK+CgFQIdTLALHsMsABgAAALUnBsE7jzC4zWBhfOJBq6aoW9snrS33AWzbfGGVGsJuCblT/pVB3miPlqjgSYgYHqdFdK737LUJkBXBGhaC+A97aEjpdX8/KxasJvOXbhLOSSwbyq8ql8KetkEmMwC8HKWw0Ag+ocBAEDL5NR0VpsKNfglT1p8/b53WfQ/vzpJV66ZqVz3lc9N0ztWWal+n1xL6Hqm+zmnBZKnx753jkBCMho7Vav7VaJxIoOZACZtfxVTAK2AHgBWQEMgz21Le54L/BsvzIzS0tIiP877vXD0LKNj9PbFv6r5+K40MwC78OsHAwA6nLlz5hSaFbw3UoJkqn/o2in66h9OKdP+MiPQPokZndA7zEBwIqfVjEaZx68s5PMKuaVP4avu6928qX4r1GiE/5GfOPEb9hoA1WEGGdGfYiziUVb5K+97rjAOhvfL49cPBgAAt7DwxskGa8Drzp7G7QhfpvqDovzsaVbq6wGcTXN05spVa+HMEiSIjZ+/aqJiAiikep4HT8GzNNX6uva/xkajtBqgblrhiwZT+mRTn4+dMOJ6/ANTGePufoaRfNEAl1YEvHDZ3Sa7y/F/GIAGgFkAADQQOb4vxfx977bognfNRhJ1aRDyu7tTb9TsSnfuqHhnmn2cpit53men2Pp5SIFC8W9gpXkP1Yp/1d+p+rvLMwKIRTgM3L1uo6uLpaOz5TNH30Vnzv9N4EPJHv/vzdxJu/d/tFIQ+PrkqXSawQI+b1/yK3po30eMD+j7hfgbVv9D/GEAACD6xm278l+64pKGPscJx1u0fCmnM4VwL5wXrQ+AjPAXzOeV8wvn165kJy5rvyWHXWaA6bMsSfvLN37+qpFt37tlqzibKVf+M4fYs9LfxkJzStx/QMg7HZJKMyFMMy0OwXf8w53mwDYA7ww1AJL3Lb3TXtlPbvK+8tTEAMhV/h7tOd/oNb998S/t9H8E8wVgAACwGRe/jX32z255ArUjnmI6ASnvrhD8898xQ+995wy9fWVyKvClgWgn4Q+6oRovF0XV4lYSq75vENvmqvByrcBzjyEwjv69wq4xSf5EBPcscMUdtRXFDMDjh95Lqxf/hI7r2R/6h378lO/S8N6v0uRstMV9ZE8AE86NVjQ4ip+8xoAaAJBG8nXdu/SLKsX+r754hLb+1WH6z+smEyX+kgXz28EAcOXmbBXsr/rn1MVYIYF/zDbyrEin6tXvLegLmuPPA/avXGe5H1vVHtgy7Dr4y4lLjf5QWZj3iVO/Z59/3nAmgG2mFQv91Mko5v/DAADgZLtCzxUX1NHTgnmcNl5zRIj/4cSJftth0pdBTeJWfisVA97g+xMVfQGUlf2Wvm+/FbDUb2U/K2iBoIDFgRzP8fThd9CkNd/o75UpfTlO7+3c18rvOoABAB3O3992j0wPj4cqvSLwP+NUi/7Xfztop/xB80wAN0kSuEU1n9C/xpcFcGUDFFG8pRBr3XWWRuB1G9eJv2a2wbHZufTrAxcZ/7GySr+eOf51UhDRP9L/MAAA+LhBpfvMcYZ5djjj1Fn6b398qE1S6+3NTbffk0gDoMsCuLxMgOB7VwK0lOJtGS8eZHm6AVqKhkDe1/DIm++J9Dc3IK2P6B8GAIC6sgAjZFQLUHQAcjretf/5MMQ/BQgByyf59QkTMEQhK9NV+gJYHsG3DAyBbuxflQGwH89SrhegGwaQc/ufPnRuGj4K2/BtgAEAQMcmcqRjmetf5rIA6z56lJYvTVd73SNHWfrfIUbaSnatAeA8DdO+Bk12KmcEVIv5BEXuVknUfWP/jsuWarjB4kZNh/ZMXJT04zuC4j8YAAC03HS7XQuwqSgwDpVhbv2RUf+lF02m7u8rvNAGBsAzO97kL5qankn8uO/Gz1+Vjxqh6nr2S7EPWtzHaxjcom9pDIR6GKCc/5Jz+9+cXprkQ7wFv3AwAACEmIB7R7w/xMxz5qL3TOFAJcYIML8RcHgEIWKj380/VEjJHyVFqqbXGlQgyK2AYj/VUIClmHKoEH0vUbr2tSD6L+A7AwMAQCj/3+33bhI/diNE6mGAs1eg4r/V0q8zA4w5swP2+dQUfpUKAtfX+zjeFQSrom7pewyUo39LbRJMeOrQucZ9/hH9wwAAkFi+dcd9g0JCBstqwxzDAWecAgOQBPF3jdC4RgaKDXW7uphc7fFTafr7hAmQw1CDjXhs54wC9VZfy2Qp/k8lrxgQ0T8MAADR+eZP7OGA1czuEVDNAixLWfFf24g/Y9UiQEbeUQC3ORA7dDH5c8TXf+XKXCZlJkB+7kbS+B6Nv5GoYsAJRP8wAADUYQLuG//mHfetllGZ0BREEi3PADDfjAzfj5B4o7q7usoNgqX496ft7xQmQGYB8ml73a9NnhKp1W+DuQHRPwwAAHXzrTvuG/nWHfevGLjqYGr/hihLBycx+mdKI8Bc2X+Z9u/utiN/593XpfTPlvUA42l70Y8eOD8JL0MKP+b9wwAAEB9pngGQZgNQMQH2Rp6hgOL1Pd3d1M26KpXqvNoSuD+Nf2+pKHBt2kzAI2+en4RiwE2Y9w8DAECieOHlOfTrx+fRbbuOq2z5hxbSk8/00tFj6fj6vGNVc2sgKqKviP8lMt3fLcRfyr5VrmSrLGNbdAJfuTKXgwloDnJp3snZ+a18CXn0/G8NPTgEoM3Jiy2SmOyf6LaF/tePzw0V+dNOnqYLzztqb/PnxSu02dNqzwDI1scDV01T7oLqaoc//0033Zrvpt8+2TjjUk79M6pG/3KTqf4uIfx2YWCp331XqUiwtOw9VS2AfSmb1g+cNAHbvneLNAFbxTaQ1Nd5+oK9dOlJ/0aL57zRypchDdMgfqZgAABoOQ89PJ/+aad5EbrMENwittt2LaLPrTtA7z77WGyvZeF8bgv54aPRjcNX/3DKN4TwvnfN2tutu3po5Jb4v/qVov9K6p/ZIi9P7SVzK6JfNAlO4ZfZgPK8jdL12TR/jkqZgEFhBOTpxiS9Nin4l5xwK61c9EgSXs56FP61DgwBgHbHOBUbVfydyEzBP/zL0prvrxfzaFkFaRiGrp0KrB+4cs0MDVwVf28EZzbf2+munOP3vipO+tvaAWEE5HoV60mzhHCzken+q8+8MSniPyjEP4+fKBgAABrFM6Y73vKTxbFkEP7HN5fHVh/wjrdGMwBS/BcarHgoTUBDagOKbe08Eu9uR1vufGdLvqeZDfedaQsTIMe3V1OL6wIuPfnf7G1u17EkHBYp/iP4eYIBAKDlGYA4i/rksMA/fD+ehVbe9y5zkf79K2YiZQw+c0UDsgCujbuuqCYCuFvkuWdrz0xAQWzSBDS90Y0UfBn1y+g/IUD8YQAASI4BiJsnCr12NqBepKCbTAeU0fxnLo8m6PI+DZlqWM4CcK+mu3MBPMhFtKkTECZgSJysoCY1DZLi/+m3fItOmPtSUg7BJoh/ckARIGhr5NxivvscaQL6gvY7fsms9jZZ6f/usyft0wWlSv8jx7rsSP+Fl3vo+Vfm2DMHvOyfiOfrJSP7r//TnMB9vvK56Zoe+4J3WXTrru7YswD2sXddx4kFLAbMfftT284Jl9kAcbJ22/duyYnTYWpgweMnTvteksRf9vlHsx8YAACangUINgCZWfrcugm7DkAOBcjLbz1ziq5Yc9A+r8JZ8S8NwBPP9NKThbm0/0A3PS+MgTQMcSCn8n3/th56bT/TGoRaI/mFCxoXaRdF3W8HvGIf8J61NcIIyCzACmEEBsTp5riNgKz0P33+00kSf0z3S1qAhEMA2h2++xzZWW5Hmv8GOXd/6MZe3/VS+P/nV80K/6I8bt0/LJUeANWpgF2K6YGq2yU33X5Px/02lTICGyiGTohyjv+nT/8WxB8EghoA0P4ut9hlLNUpZTle//uKor3Bq2ZqFv/Gui5fAYDxqL7wAB3ZFU5mBMQmpwzKGgE5fbDmLMglJ/wI4g9CwRAA6BSkqAzUeuev/2Ax/dt9C+zzi4TgXnPpIfq9Dx1u6h8gi/wOH2GVMXs5Q0A29qmHwguNiQFcaX5VUUAAs7PWzk7+oJZqBORY+bZt37slS8VOlutKp6GNJuQc/4SM+0P8kx4c4RCATqCeYYD/8f0ldPsv/BX9l7/3KP3F7x9o+t8iawFeFZvs+Fdv9P+vt/fY9QWNwJf67woeDiieUuGm2+9dgU+smpIh6Ctt55UMQZ/TGHzi1O8lodEPxB8GAIBEmYDIajn+dC9tuul47e1/c80Efegdx1J7TLZ8fS799nesIZPufCJvZgAGhQEYwae1uZ/zmNmEav90gBoA0ElEHlv+93sXBt7+9R8cl9qDceQoo0ef7K4U3rUiyvDcNg7xr1v8cy1+CYMQfxgAAJJI5LHl+347N/D2l9/oFvvMS+XBkKsD8kqv/gSIF3GkjOsTfzkUsKHF4g8DBwMAQCLJR9n5yRfnGO13f4hJSCpy/L9p3XfDkwxbvvmT+8bxEa1L/McohimEEH8YAADajqjLjh46ZpYal1mAtLFrd49dSNiU6J+5PYDiqI586477hvAJrVn8B0rin2nRS4D4pxRMAwSd9EPZkB9I00xBUpBj/9tHG/uamUHkX7pJRv2b8OmsS/yHW/gSIP7IAACQCiKlR09eajbH/tDRdE2m+frNvXS40a+52AbQF/V7i/7EtvYf7rx/Ah9NiD+AAQCgkUQqkJIGYJHBPPtVp86k5gDc9M9z6Ve/beaQBdNsNC6O7Npv3/UAxL828R+G+AMYAADMo6W+qPfrO2sqtkxBK5Fp/7+/eR7d8/Mealb7D1/0X9F+XpCR//DdD0L8axf/gRY9vXzP1kP82wPUAIBO+MGUY/9ba7nvZe89GjoV8LyVU4n++x97uoe++S/z6NV9Un2Ldf/lcw0X/5LoO1oNCAFh60d++jOIfzrFf60Qf8zWgAEAIDXIFsA1FQDKLn99QuDHn1KvmCeHCC5/z9FE/tHPvtRNN/9wPj36VHG+PzFeEWa7Vz+vno9V/Mvj/+pEw5btYz+DgNRmYmWlf18LX8YWiH97gSEA0AkRU66ex5D9/nW1AHJRoEXzrUT+7Xse6aXHRfTvTMWzyr+sItSNywBUn6t0Wvju2EPoEpdO8S+IbQTvBgwAAGn54RygGNKlcox/65/stzMBzsj/K5862PQVAaOwXLzuajRe3sizsVhbAVeG+an6HI4hgC34VEb+DGcTIP4SWfSHYZs2A0MAoF1/OOUPZmxV0qtOnbZNgGz6I7dVp8wkNvIvc/aKGZcgy3OuZXor1xTVOpamQA7DUc03VJ5sFJ/MyJ/hVjb4KbNNiH8e7wgMAABpippiR2YD0lD1X8wAWLT8eG4vH1w6Mo7UPHnOFa1BvSbAN9mvPNwg/vvu2EOIINMn/gVC5qZt6cYhAG32wyl/MG8TWxZHoxiQ/8cTvVq5rgg1I6p3eqB7eV/yLfu7+qwzHhvf+/xv8a6EfoZlw6qaC1djRk75ewzvSnuCGgDQbmym1o+XJoYPnj9JC+dzlzh3uWoCxNZVvd55e1Sj4Y7+mbvg0C46pKHBj3wgg3clUPwHEiT+W5D6RwYAgLT8eObEyU04ElXm9BDNzHbR43vneGL/an2+r3E/q2YHTGcJuKN9f/RfOr9cbJe/d9UZBy96+6pXdv+uYFdQfvnja7I/f+KZCXx+W97a18m4EP/P4hvU3qAGALQTwzgEfj7ywaP0wK/m0utvdJGvbFGIdRenyrLAXFzmXJYGcvs8c9wm/1WVCFRmEpRnFviif6fpoD7xGP80OT1Nf/yxD9GMZdGho8cGqcOnmAnxl42qNiboJQ3im4MMAABpip4GcCTUWYAzTpmlB/fMq6boy1MAndkA5j1fup05Tlk1M+CdQlhJ9dtDCl1iI9dQA5WMxKwQ/emZGXuzLF74x/zuwQ7/7Erj+sUEvSSZ+v9nfHOQAQAgLWzAIdDzthXT9KkPH6Ef/HSBeodSb2Ap4JwVI/1yRsDOAjBWzQCUzxP52ghacgeLk2XnGkrzAMpDCiVTQWVzUbwB4p8s4ypT/0P4xsAAAJAmUPgXwieEAdg30U0P7JlbFXgqiruc/ucS/IoRKF5RTP0Xr6Py+bJxcLkAzxRD5pgO6DcC27479lC+Q4U/Cd39vEwQUv8wAACA9uSaqw7aivzgr+ZVxvmr0X7VCLDy9azoCnhp4YCyIajIPneLvtMDuAYHKteVMwA0vn3soU0Q/0SBXv8wAACkEhm9YIqZiQlYf5AWzON094PzywpfFfySEZAXyoaASoWBVDIMxStKgwABkwSYwwm4swAkRWZth4p/lorT/JIm/nkh/linocNAHwDQLqBbWQQ+c8Uh+tJn37TXNOjqksLcVewBUOoJwLrKlx3Xl887L9vXKTb7Nsfjle4jTsfFtrYTlwMudffbk0DxR+q/Q2E4BKCNfmCTNpUq8Rw9xuhfbzvOniFQLvLjlel+1Wl/vBjyO0b71VMClT8w1X+2feeuBzo17Z+U1r4qNiH6hwEAoB1+aGUbVWkEsjga5sjiwFvHFtoFgvZMgIrgO4XfX/nPqeIQlL8sxceSKX++6dt3PpDv4M/kcELFX6b+1+IbAAMAQLv84GZKmYBrYASiZwQefmwuPfzoXPu0kgkoiTx3qj33677nnRidmbW2D9/94GgHfxYHKLkNqmTqfwWW+YUBAKCdf4ClEcjhaETniUIvPfdyD72+v4teeKVYMyxOnzpytOsk+/jaIwH8JeEEXizdZZe4LIv88t/8yX0T+OwlujulXOgHSzTDAADQ9j/GMhMgf5BlwyDMFqjnR+OCx/C7Ef55S3o9yqh4H9fjnepsMA0QdIpoFcTJkPhhllHpVhyRmsnjEISKf9K6+3lB1T+wwTRA0GlGQFY7F3AkagbHLt3iL1mPcX+ADADoVOS4Z2h69thkFz397Dx66bVeOnfVETrlxCkcOaJncAgUwv/Q2RlidoOfXMJf6jYh/nm8YwAGAHQq24MMwBsHeuiBXy6mX/7HItsESO6+P0NXfng/XfSeN5EBAB7xf1tG/DtGnPUV2ySzJL93aJgFYABA5yL7nR+991yaN9eyL7/0am8x2n9uHj3yxAL7sopHxW0wADAALvH/2VszxIX4MyH+xKurKSXTBAwi9Q9gAEDH89f/+4w8RUzXvv2tR3DgQFX8H1zVZ0f+xDLFjgiJnhyxBal/AAMAgGDpkpldbxzoMTYA57/zEKL/BLLv2pVZ8jd7km13VVM9z6TgxlATy258Sjk1jj+QFY/HSj38mRzvl+K/oSL+nFWXRk5eFmBciP8QPi0ABgAAaQAWz+SFAdhssq8Ufjn+D2ykaWpIJLl/48o+oZ9l4c451hpY42g5mKUGdXecc4pV4PeePkSMnVc0EFLoS6Jv67lC1O3VEpnnvNMQJAJM+QNK0NADdCx/+ZnL36CApkBLl8zQlWv307lI/TvZUks0+cafn1UW7j4ujzkvR+NMnq+ujsfd2uoW28b+YUs+NkXdmZLIM8fPY1ng7eud58v7OM6rrmstWOgHIAMAgAIZyfZ7r5TT/WTUL9P+wMd5gUL//5yVE0JdFvs1jvMVAWfkXlXQFlVOvhvtq3lz/qiuhZy6l1gOs+FI4zuj/MpYvzMb4DhfOZuIoYA8xB/AAACg4MTl0zsXzZ+1DcCKM47JYQFa8ZZjduQPtGTLZya+epaM3HO2KShG8X0+vXaqvVbcDU0Aa1wWoPfUWY2oe65zGQPymATyGIaWDgWg2x8IBUMAoKPhu88JHAYAVawjnKZftOjYw7OjQttyvuPmXBk4KH2vTPMzw/0aYwKWXHpMkf6POBQQNjzQXLDQD0AGAIAQbhDbZhwGNbMHOM2+ZtHUM5Z9viS+/a5A2RPt2ydMfZs+wm9dqrya/vdG7UFp/LCCQGrlUMAoxB/AAAAQjhwjxQqBZQ2bFqL/umVH+vLUOhIg5AGXlSaAwgxBa4YCek+d8Yi694nKxoA8qf1yyiNoWKDppqZASP0DQzAEACB6u88Z6uQsgEztz7xkFbfXLX9kXxY5Z9AfVqGvGw4wSfETa+pQwOI1x6jnhFkyTuOrhgKizBRoLGvR8AfAAAAQzQTsIXJMR2t30T/Aafq5WZp+ybINgFZMNcLcWBPgqQdooAFgczgt/dThkmh7RbqOsf7y4/nMQUN/duVCP5vwbQamYAgAgCKyA5w0AW07FGBH+s9ZtvA7RZ85A3yuCBEU1fqh4/yOy759o9YDNHAowJ3+J8V4vWI2gLLKn7d6KGAc4g+i0oVDAIC9QFBBnKyl4vSptkIK/pEHpunwXVM0+fhMUfwdgavrLFMEqMwT1jvuE7yv52qm2U95nuv3iTMCslP/HpPjO69IZXBVWkKVnvBcx2NKXbjBlD8AAwBAnSZgvF1MgCzmm/rdLB2+e4qOjc/Q7D6rKu4q0WYenQ01AdzMBLBoGm60T4zGYM7yGbWoOwWch4g6RTQJ8U9j3FL67AIQ7TcPhwAAj3juPicrTnZQCmsCpPBP752lqb0z9nkKCzgDxvHNxvmZ2b4R6gHc+xgUBNYoqN1LZmnJRw5HL+DTju+3pE2wnPK3Ht9agAwAAPFkAgpiWy0jq7RkA8oR/5GfTopTEdVOe6J5ptGbsGxAwO3O+4fqmW4/3WNFCVNq1NE5lfR/WKRuOBQQliHQPV7tFAipf4AMAAANywbIosCNlOBeAXbE/4Qj4idNVB0UyQdE8Dw0W8DMIvww3dRF+A3KAix6/xFHEaBBpF5r5G9035pYjdQ/gAEAoDlmQK4bsI6KCwi13AxYb3I69vC0fRr+4jWaHGUqX6C4szrS/BRtKCCmaYFLP3GAWC8ZiHqNvQEa2yZ4UIj/CL6VAAYAgOabAXvxGyqvelc0BFFrBmT0VqDiMMOA8XPLdL+I+KcLs6FiH3R7eGRfmwkI3S/MBDQhC9C1wKLMZW82JspvfG+AESH+SP0DGAAAEmwScp6rCqXphqr9xoyj/l8bRv1BosgjZgNMTYCuKDBqZz+fSYi3OdDcM6Zo4XuOhETtUYW8lqEA7+MYmUbZ7W8C3zBQL2gEBECj3HXMLVllxD/56LTeunPFDUENfsjRzr58XcgCPsreO679ig1xTJv/aM/7rtI3B6qF7iUzFLr8r29BH+euzoY/DifCTBYUClpzIBB7vj/EH8QFZgEAkHCjIFP+kyLqnxLi7yzoV1bLs/IcfYWSBswCMJr/b9oAyGRmANP7GN3jaXetIY9pz/+vpBe4orLfdC5/UEW/4jquKsYwnhUwiKI/AAMAQIfAj3I6tnuKZl6cJZ/6M+VVwWYgoBFQ3SYgSPgMzIBuH9cyRGHGwNAMFDMApOkA6P07OPnHHjTX1TWNMJBtWOIXwAAA0CFYBzkdfWBKnFoB4a/eFPgyA2FCWa8JcJ3nBvtEyAKEZVEi7FsR/6B5+4GROimEnDSZAhPjEJoFGEWffwADAEAHib+M/Pl0DQPdiuxARZRZeDaAmQhwjdF85Mfz3c7rLl3uWTIbX8OfwDbBXlOhMgmkeC2ux5Apf1T8AxgAANqYfPnMzAuzdPT+SeIzXJ3j120B2QF3RkAxLGBiAnTp+ZChgMhZgHqzBCEGoWtBSAdAouAMATfJGsQyFICKfwADAECnIMV/8j+ma4tyQ8yAr0agXhMQob1vLFmAsLsb3n/OsmmKb0Gfhq0YCPEHMAAAdJz4m4i8qRlQXOcrFIzBBOjhBpkCMzPAYhoG6Jo/G1Ok3rAVA8fFzRB/AAMAQCcwu9+iqcdm9BG9ahGesCGAACPgHxIIEF5TvY5iEuIsBow4DGAPAcQXqfv3qy9rMGJH/hc+DvEHDQeNgABoMYf+Jtt37OdTfUHCxQLja8VOqsY/niY/zFXUzt1KXGcDH/+rVDQH0v2hvHHH2j0DgClfZ+XU1fCHV1MQJg1/dPdVNRwqnheCz7ew9z+5Dd8IAAMAQGeIv1xDYExoQUYr+iwk+FXNWFN1APRe5zQBrBytqlMA7v0CtDuKMQjbN/C6kqh6Zzey4Kn1XT3cIfC8mrpwCTyFdwAM6yKou05tEsbF8w+yDzyFJj8ABgCAThV/oyl4AekBxhVGgAcLr1LcTSLxWsW+lt2CWhFHygBMK1r5KgxBWLveeNoET4jzW9gHn0LUD1oCagAAaBWMhsXWV5YX5jqjEUHDMX9/V0C9aXAX+3GDfUK8iHL8P0IxYK0zIAyuY3PClj4si7rjttA2wVwzlz+wTfAW8c8K9sGnIf4AGQAAOir6vz67VZz0B4piVKFUpPtd4/whi/1UMwG8sqpf7SG74b61ZA7qSAN0zZ8h4/F6XZTvujHCUACnCfHYN4gzI+yDzxTwLQAwAAB0nvhL4d+oFf9ap7hpxv0DTUAU0Q6rBTAsBgx7LnNPEL0OoLsyBdBpAihkxT7PdVHrBTgVxIkQfhphFz2D6n4AAwBAh4p/VpwMRxL/MEPAQ4xAkAloQBYgrBiw5tkAsc0QCJoBQIrxeoVJCJ8hIMf3R8XN29nFz+XxyQcwAAAAKf6ZwHnzUbMAuul/LMAERBFW08dpNQYGoXvxtCJqr2UowJshsJ9YRPdMiD3fKU5H2SUvINoHMAAAADv6HxInuVrEX5ktUAmx8Ti/RiyjZAESMKYfOTsxx/IIfMBcflIJveO64mMUxIVRcdUulnsZy/UCGAAAgE/8s+JkM0UQ/9CKeeYuso9e7EfxTeMzTvPXUAcQp2mIMpdfbRIK4nxePMYuGe2z3KsFfLoBDAAAIIjhMD13iT/TqZfmTszRyyfMBBhEzdU0v0KwaxkGqKUOoMbHNnAAFKGL37h4M/LiwsPiQp59eD8EH8AAAACMo/8BcZILjP614s/VmYLKzdz1AK4KeKM0P0Xvxhd2exOE3TUTQHFwVDMBKosA6dv6ymr9cXFGRvfj7KMTeXx6AQwAAKA28S92+9vs03BT8TftBeBo46s1AQ3us98U6vgbuhfMOA1DobjkLhORPUmhH2cfO4iiPQADAACIDTnfPxsYxUcRf9Vc/4owakxALUKqSvPHZSaaXQhYwjrWLUSfBm2xv+wIxB7AAOAQANAYnvvCQtnmd0Og9uvG+sNmBqim/nlNAAVX/Ifd7n4CFq7jjRznj4HZwz0FdvmxPD6ZABTBWgAANIAnrqK+OQt6lav8Kaf5BdUGRGkJ7FweMI72wib3iRuGzw8AMAAApFT8u7q7xhYsPy4T/d76cFmaBOdWt6i2o7DDPAAAAwBAq8RfnIzNP35RRpiA+gQ4ZFogY+GPlWQ9ZA3bGQAAAwBAC8RfbJmFJy6uTdvChN7AGCQ/sueNedhwcviUAgADAEDDxH/ekgXU3dug+lpjVeRG+7NYnquZ5gEAAAMAQALFX16OEv23Go63D4COBdMAAahP/KXoD5fFX0b+vYvm1afInqjY2bjOq9j6uf6sfoVvhjvgTXn6gtjGxbYLn1gAYAAAiEv8ZeTfV75uwfGL4tD82ES1KRF+5CdhjX4OKfj5kuDnl934VAGfVgBgAABomPhL5usMgErlw5TfszCdLZ1ME/mHCSRvUYQf8HwxP70Uebkc7/bjb3hqHJ9QAGAAAGgUPvGfM7+3WPxXS0hfuU95nXm1SeBhQs4dEXZaB/ijve4Rsd1w/DaIPgAwAAA0Pvof9oq/Nvp3rjAbEPn7rvIuVU8aUxF1DN3IQMSYKWiMCZF9/G8Q27bjtz6Nnv4AwAAA0DTxH1DdJqf/mUX5AUJfzgIQ9+9vlOZnZqIeSZuZ8s485AEjab/5zjLNP7j07yD8AMAAANA88d+qE387/T8nwtdJIfz2SZgJCBRPphdnQ1MQReBbkBUYXPq/nh7BJxGAeEAfAADMxF8K/0bd7fOXLgoVWxPd4z5BLzkD50bey0wv/mHRf73p/0YWF3KIPwAwAAC0XvyHg/aZu2SBR7wNRE1z3v84zL1xz2Vd1G7wXOEkolXfKMQfABgAAJot/rLYb2vQPrLyX9n6V5cFMDQBnJunDXgE8edR9qnl9sDHZxqTE/hwN+CTCED8oAYAgGDxr7T41TFv8YJIU/+iVPx7hZKFBfEh/QEaVJgX3139d8wv/drTeXwaAUAGAIBmib8U/R1h4i/pXTRfH9nqIvywRj6a6J/XIf5GQwKu6J5FV/n4awa249MIAAwAAM0Ufxn5Z032n7t4QbComohwkDhyg9sMxJ9HCc9rHR6IKx1QvI+c6jeKTyQAMAAANAs55t9nsmPvQufCP0ytdxpx5rpMQJB54Ib7mIp/nNG/8ybl7Wbj/w5Gl34N8/0BgAEAoDnRv3auv4p5ixd6RNRgKMBzmesi+AhFgFrhr0X8OTOP/uvNBARPl8TqfQDAAADQFPGXwr8xyn0qS/9Grfj3moCg6J+HbBqx5WT23EbDFYb35aaPbQbS/wDAAADQcPGXKf/hSF+e7i7qmderuIWZiy3367xx5K8xCjyK+Huv4szMUESN/qOk/4u3jyP9D0BjwTRAAPG/yi72G4t6vzly/F/Zy78kpIxXr9Lt5xREbxt/7rESLCSDYCLKgfUBLNy01BrdR0//5/HJBAAGAIBGir/xdD+fAZg3Vy1qpiaAgo2ATzdNBdc0pW8i/iZPHTrkEbn4T/IwPp0ANBYMAQBAtLNnIW2bf3L0DADXCCt5hNWoEM95Xa1FgEGP57lsJP48wroBUQ1J8L4FfCwBaCwMhwB0OvzWngxxPkZk9ckB9MPPEh1+huiQOLWm9Pc76R0rKt8gpvo2OS8zzwQ71oRvIw+J1uMQf5PoX7VPyGMs/drT+G0CoMFgCAB0tvj/eE5R/Bn1FcWQ08IzyN6WC/GXZmD/HqLpQ+77Veb/K5fyJddtFaEtmQDu9ANMI6y1yl9I+t89pBAs/pGe0uR5G9EwCAAAAwBAbbDhovg7Fbl4vquX6LhVxW3ikaIRKGcEehfOV+pXqAkoVfZxb2KAhYghq0M0fVG/5wG5yf4h50kT/Ye9ZvVSyeP4XAIAAwBA46L/2+YOi3/7XYLI1PPdMucSLV5VNAHSDPTM7VWLfOhl5koBhBqBWqNj3QwBzoIfN6L481r2CX/tmP4HAAwAAA0S/9vnS/EfcKkTc0TpCmRGYPmFRAvPJJp8slc5tc8l6IGmgLmU32cEgsxAVNFXCX8jxF+RsghbVrgmgwAAgAEAoCbx/8nCYeJC/J3z7lyRPwtUpLlLe2hmTo9f2B3ntcMBZGYEyheieAB1LwBmtmNQ8yDTaYGN6hcAAIABAKBu8b9j0ZAt/r5on3kyAfrHsI70+kXL1ASEGQGP6tekh1yTPqilbXBNSwqbL42M6B8AGAAAGi/+dy4eEOK/2RftVy4zI9mdPTw3eJzfIfDain+dEXCOI5ikAnRibyj8rpsNlhQOF+06Zu/BCAAAAwBA7OJ/V0aIvzWsjvYDLqsMwJvz/KIfcDlSxT/TiGqtawNQDVF/VPEPm/OP6B+ARIJOgKD9xf/upQNkL/TD3NX47k494n9mFMnOHu51R81hKXNVpB0Ulde5GJDJ48cv/mS+CmLAfZEJAAAZAADiEf+fHi+n+Q1X0ui6aL9ytfey5/FmuuyNSndlquhf1+THE8jHPvXPIBNQi/Cbib/BuD+Rbt6/9/Y+fHIBQAYAgNp1b2x5n93oxxbZCNE+00f/rgLAWiLpoOV/44x8uTva52EZiLjE38CIGGQIMvj0AgADAECN4n+iFP8xt5gwj96bNvKvItP/XlHziWuA6AcZAZ8ZqHUxIK65O4/w+ryvKUT81bfVfn7/prOy+BQDAAMAQDTxz5/UJ/S7JP7MX2WvjfbD6wD4TLdWREMjbB4g3HotV1+pEXut6AcsDKR6jUYzAxzibzruH6FzMQwAADAAAEQQ/12nCPGXkT/LuKN7b7SvEHqmu6zIAERtphNkBCg46g/Rf+PHCTQEqpR/XOIfYWaA43wOn2YAGguKAEH7iP89pwrR58NCQDKV6N7V6lde5u7onxvc5mSmyy9anmI/7vQPtU79i7sS3qASn4cZlyaIv+OQn4dPNAAwAACE69u9p0vxHxNi0qdUWFezH0XVP3nPqy4TWcfmOMr/HeqmaPlrZARMzECcgl+P8Dv+qND1Akyjfe3VDDMBAGgwGAIA6Rf/+87IFAv+HKLBAor6WO11ALOTjjUAwnr2esbondcZ9QGoowgwdD9S1BgEKjKrWfw5Dzci7gyBnbnJ7t+4MotPNwAwAACo9eP+M2W6f0xoRl9VwD3izVRiztSXw+oAfMV+zC+wJkbAxAwECXwt96UIwu8Tf6pN/ClqVsDVLCGHTzgAMAAAaGDDImLvC472wy4776bPFDgLAN1CzvzZAAMjwINEvmZHRKGzC6IJv6K9bxTxjzbu72UdPt8ANA7UAID0Rv8PnDVMZPW70vHOsX7toj/ey4qxf8Vt9hRAZybAN8bPHO39yKgAkDOlbYmlCJBHeTzf7azmxYIiib/mOUs3IgMAADIAAHi05sGVIvKnAXfE7pVR1fQ/s2g/+DZ/RK/NBhAZj8tzXn+Wv7LVUBOgjfobKf5cK/6SzP4NK/vxaQcABgCAojb87K1yYZ8Bd8TuLeTTiLmq4593gSDtgkGknR/vL/SLaAQC1VxjDrhC6KM8BwULvzblX6v4k6H4u7kGn3gAYAAAIP7Q24bEyUB4+96waN90X9XzUGA3QGMjEHW8v546AV6n8OvE3DuWH3laIAt7zP59f7YSawMAAAMAOlr8d58jon62OTTaZya3EYUvD+ze1zrWY5QN0BoBlRmoV9hNswhK0Y8g/CFtg3mUIQKv+IcXBw7g0w8ADADoaPGn4dCFfJjqtrDLQfd1aKY0ACbNcnRGwMQM6AQ8yqbEL/qhwm8S9YdF+npRNxV/ef0GfAMAgAEAnSz+Pk0La+BjuuRvWM2AogGOSZSsMALBZoDFeNRYqOhHmxJIyqmFoWl+rfizKNMCs/uuRTEgADAAoNPEv98t/ozCG/pQtCV/Q2cIkN8EENW82E9wHwDm3shw897PdMnhKK/fuUtYcaBqfwPxD3heZAEAgAEAHST+fcrI3xfBU/AyvjVE+9qsgq61b4Dgm5oBo9X9DNP+PIroR8gERE75+24PFn+uvy2379qVOXwrAIABAJ0h/mNi81eAh7X6ZSa3GdQFMI2hUM7/r0FcNQJfbwkAr3FtgDDh5yYzA4Lm+dcu/mU245sBAAwA6FTx9wpyaCbAsA1wpCxCVaR4LUag3t7/Ma8NULPwh433G1b7G4p/OQuAWgAAYABAZ4q/SqA1DXx0EbzJgkGKmgHWY+kbAfGIC/3EPfWP6ngeHkH4KTwL4Bvvj0f8y2zFtwQAGADQfuIvRX84XPw1EX2trX7JbHng7kVTwUKlMgKmkX9cUT2v4fkogvCHpPyVxX7xib9EzggYwrcFABgA0F7iLyP/PjPxD4noa4r2DZYHDhNEjxGoyQzEJfJRRL8W4Q9M+bNomYJox2ODMAFZfGsAgAEAnSb+9UT7tS8PPDH92sJNNfUA4IYV/rEf2AiiX0cvgNCUf7ziL5GfFwwFAAADADpP/FXRvSrar6ctsOu2CWEM1k4+d9y4kTjWYgbCovwYigGNRN9Q+EmZMWBGxYF1in+ZfhQEAgADANLNcG3i7xF6ZSbAK+Y11QyMi6tXsI9PjweO75te7zUDvDFJgMBVA8PuECb8yqg/YsqfYvmDh4UJwEJBAMAAgBRG/1L8a4/ighr6RFkwSJtVYHkZ+bMrpiZKVxRCC/1MhVWzD9cYA9P5/8olgk1cgsHf468TYOqovzniL5HivwPfJABi+AkFoMniP1D/A1lVVbLVL+hylH35CLvs8KD36fZvWumWfxbwJWIJ+/bx2vZRdv8zHOtvoPg72bTsxqe24VsFADIAoFPEPzS6V0T7ZvtuUYm/Urm5YlzbNPqvp6LfRMgbMiUwWtTPuUGWpH627rt2ZR++WQDAAIBki/8Qxbm+e5Qlfkm3r+vyIPvYoaFQsVSs3sd1wwMmZiBIuBvZDVAj+pGFvzkp/yDGUA8AAAwASK74S+FvXD93FrEOwH1fOc6/nl365kjIs+TVRkCdFTCq9m/4gafw2QFBoh9R+Fsg/pLybBIAAAwASKD4DzdA9Smwq59ZZkCK/1r20QOjRmKqjez9WYFQMxAW9dcq8iGPoRd9z99Rr/Dzpn7M+vZdu3IY3zYAYABA24t/UPSvi/Z9mYFxcXk1+8gb45HFVns9CzcD3FAb40j5k2aWAIVE+4aCzk3WC2geA2gVDAAMAEiG+OcaL/4Ron33vnKO/1r24X2FCM+2y9gIBJkBlSGosyeAbkqgtsWvieiHCH8Con4Vm4UJGMC3DwAYANA68ZeV2c2dpx1WB1AV4hG29rXVbO3rE5H+pqjV/i5VZh5DwAL35xG3YPegeO5aOgImW/idDMMEAAADAFon/gbL+saVAjBYyKd6eYTlXhms8cnGucnUP6MwXSPMOnNgfBxCxL6WjoDpEX4nmB4IAAwAaF/x10X/RJrWvoNszUuDdTzLRKgoEtU2B9+3P4u4Uf3TAjWinzLhL2PPDIAJAAAGADRH/LOtEX9ttO8QbjbILnlxpL4/sNgO2FgoDUQ2kjGosxjQxJzUleGACQAgNaAVMIhT/OtY2S+OF6Bo+1u8PCFO17IPPTsex9MIMeGm3yDGWvhtjCDUnMf3WAnFnuq57ManxvFNBaBIDw4BaAvxLyso446xdXnCx8XlwbjEv0RBbFmfMLJgYQ01A00W2Q4Q/XFyD9nIJlTr8W0FAAYAtJX4e1WYy7NC/NladlFhIuYnqRoAnWAyM8FlTcrB8SjDA+kQdfkePFO6Ll+O8hHhAwADADpR/JlTwJjs6jfIPvj0RAOeSYpMzlhIWW3CHNUc8FrFO0Gi/wafZ28vWovoKO+hp2cWHzx330N/2L/jxe/j2wYADABIFluTEfm7HMAI+8CTgw18ogN1CayhsPNGCXMCBP9pK0P7raLYy/NS7KXoKzjugenz30b0Ir5pAMAAgARF/zEu6xubCdjE3v+7Rq8Nn6d6FjXiAf6lzYReCvtLfBE9NZuxBb4c3Udh+fLlXxYnfy+2ffjWAQADACD+KgbZhY+PNOF5JhpzUNP9mfCKfTmyr5fu7u5Trrjiis/edttt/wffPABiDJdwCEAbiH9xNb8LHmtaAZhrKmCHIqN5KfZS6KXgR43sozA1NfXLf/zHf1wrzh7ENxAAGADQGvHfSMVx/44V/5IB2EOJqX1ovuDLU3m5mbz44ov/6bbbbkMxIAAxgSEAEEX8BxIm/uMl8Z9owXNPtPv7bVfhC7H/7ezylgi+l+XLl39VnMjZHVP4NgIAAwCaK/7DCXpJebGtb5H4S+SywLl2jPKl4JdFP0n09va+Z926dR/fuXPnKL6RAMAAgM4U/xEh/IMtfg1t03BGjt3/YuZkW/RbHeWHsWTJkr8sZQEAAHWCGgAQJv4yyh1L0EvaIsR/qNUvorS4zB6IfvM5evToZTfffPMd+HYCgAwAaJz4S5HbkaCXNCjEfyQJL0S2nBUmIFXvpxR6KfpyS5voO5k7d+614gQGAABkAEADxb/5y/qqmSiJf6JSv2mYCSAL+WSUf9/M6Q2dptcCVnz7298u4JsKADIAoL3Fv+nT/AwZT6oBkGIvRV+KfxzNeBLIBrFtwrcVABgAEJ/491Ox4C8J4i8FVlb6JzXSezhpL0im9385e3JiKvi7urqop8f8Z2Z2dtbeDBiAAQCgPjAEAJziP0DJqfZv5Rx/I/ZduzJHCSiQlBG+jPabMbY/Z84cYozJ9rwVYe/t7a1GFOI6KfpxMjVVnPZvWRbNzMzY5ycnJ+Vzrb/xxhsxIwAAZABAG4l/Eqb5hbLsxqfyrSwElGJ/7/TpdsQfZ5pfirvc5s6da4u9FP3yda3AaTDKLFpk1zNcQ5gSCAAyAKAu8Zdp/6RU+6dC/B1ZgKYXAkrhv3M6a0f8cUT0MmqXp3JTiW3CWXr99ddP4FsMADIAILr49yUo8k/MNL8INK0QUEb5Uvhlur8WZGpeCnxZ6FMo9ipyyAIAAAMAoot/phT5t7piTEZwm1Io/hLZEnig0cIvRV9uUVP9UuTnzZtXEf42ZB0MAAAwACA6UvyzCRD/pE7zM80ANAyZ5v/h9Cpj4Zfj9GXRl1sHIIevBvFVBiA6qAHo3Og/Ccv6SvEcTLH42+y7duUbFHMWRc7jl8JvMp1Pir4U+/nz57drlB/G6uuvv34c32oAkAEA4eLflxDxT/Q0v4h/Sy6OBzId54fou8hRGy3OBAAMAGgkrRb/QhuJvySWpYFl174fTK0KnMsvBb+D0vumrBHbNhwGAGAAQHD0P0CtXseeWwV24e/aaepWXmybGxX1y2h/4cKFtvjH3WSnTejDIQAgOqgB6CzxlwPKe6mVVf/WrDQAW9gHnhpqp2O779qVvJb7ybH+7ZPvVEb9sphPCj+ifSPQDwAAZABAABtbJ/5c9nKV4i+3dhyvjdwPQEb9cvMiI/3jjjuuZZ33UpwFyOMwAAADANTR/4aWi781S+yiQjvO286bGgCZ8v/+1Dn2mD+EPzZyMAAAwACAREX/bvEXp+36I72rdIwDkSl/Kf7yFMIfK0twCACAAQCJif7L4j9bPeV8V5se5lBj87SVscf7y019IPyxgkJAACKCkmJE/80T/+JpW2YAlt341MSMxe/V3S47+t10rM8Wf1nct3z5cspkMhB/AAAMAGgoTY7+teIvMwBt27DF4rRLJ/4y7S/FfunSpbRs2TI074mfHA4BADAAwCnFxXn/TYz+g8TfKrA1L7ftVK3ebna39zop/HKTqX4Z9WNKHwAABgC0YfQfIP6WXQTY1u1al934VJ6KixtVxP/XXWfQiSeeSIsWLUITHwAADABoWvQvC6NiKY6anZykmaNH5FmXyBmLfzED8HAHHHZ5fOju2bPodwveZqf7Mc4PAEgimAWA6F+LFPxjE2/Q1OGD5asmll1Na0vmYoCKawpkiPNSg59A8beHADrgmO/8TfcZ/XsWvZcWQvgBADAAoAXRvxz376/pvkK0D7/yklP4XdGthF3w2Ih4jnEh/mPiDpmi2M865/v7T9vYAFx33XXyeG/cWjJdkH4AAAwAaBX9VEPxnxT/N194lmYnj6ludqXwhQkY5z9btV7caSxc/KVB4Jl2O8hl4aei8GfwsQMApAXUALQvkdP/IeIv8RXxsfc/mRciPxIo/lZlKKCtmrUI8R+g4uJKmyH+AABkAEDLqbX4T6b9A8RfUtA4hy1C5AfCMwDWeW0k/FL0s/i0AQBgAECqo39PsZ+SZVeTchof+9BzBb7rZJkJyAWIvzzNQfhBg8BSwADAAHR89B+5+M+amaaj+1+v7wfWmt0uxD4XIP6yC2CG/5D62ScpVasBQvhTwTgOAQAwAJ2OFKtI49Ey9c+lYNfzA8utUSH6w1Xx904B5OU914ktFQZACH+OilMdsdAMMgAAwACAxBMp/T91+BBNFxv81AX78L4JfudxI0L0BwLEn0rZicEUCL+M+HP4OKWGh3EIAIAB6FhKzXmyUe5z5PVXTHcNj4Kt2Z1C8AcCxF8ihwH62CeTl7KF8KcaDAEAAAPQ0WyOsvPkwQNkTU+b7p7ZdzP1L7tan75nlx0Z5T/uLQjxz9omgLj2sSD8AAYAABgAEE/0PxQl+pdz/o+89mrUp5HDC8Hj93x2ixD/4QDxT5Lwy+Mlx/j78QlKNYXrr7++gMMAQDTQCKg9xD9LEcf+j03sNyn885KTWYCgHdiVsyPiFYX9GLf0x1oKv9iESbGb+ED8008ehwAAZAA6leKiPBGifznvX8NEyGNtFSYgv+zqwKrr9WIb0zzONvbJ1hiAUsQvU/0D+Mi0FTtxCABABqATo/9c1Cg2JPqX4h00nipFdGNgFqBY4LdWEenL4YMtTT9Gt893RvwQ/zbCEmb2+uuvH8WRACA6DIcg9QZgL0Uc+58oPKUzAAUR2a8QEX5fQARfzhKsFvsGRvL8h/b9pUGRjzfa7Mp//pOF4nn5BuLcFv29B06nR/etsreJySX48LQBR44cob/7u7/D7xgAMAAdJ/4yEt8a5T6y419A178RIer2HH0DE7BN7LspkcflzuP6hehvsM2HPQ2RO6YjFs8/un8VPfjie4UpeAs+SCnm1Vdfpenp6aXDw8NoBARARDAEkF7xl8IcadpfyNi/5JnymVLf/7Wk77A2kLhjcldmgN+5ZK/wtTuIsVzR4rKiz2Ws6nnF+bcf/yR94Z3/195WLHkWH6gUMjk5KcVfnkWnRgBgADqKSIV/kukjh/Mhlf9nOi+EmIBEzOXnPz0+w+8+fojfvVQ6m2Gh79liYssh+hoTIE9XLHmOvvCOf6arz7mFMnMP4FOVImT6P0mfRQBgAEAzov++GiLwialDb4al7Pv33ez+MS2ZgBXkn/9faOkxGDshy8eWDwsR3yt0fLM4zbiF3twEyP9lRuAr5w3TB075BT5gKUBG/g4DgAwAADAAHRX9R2XLcZ86OB4i3MqVBOWUP7GtL2UDRsS2TWyrWyL8+ZNyPH9iqaKfDdjCXxJxpeC7hF5nEIr3n9czRR9fcTd94R03i/OT+JQlmAMHXNmaM3FEAIgOigDTF/1Lgd4R8W7j7ILHbMEWEf5wSPZgXIj96sT93fecElrYVzwl923l6323OS4r9j82M5dufuwq2vvmGfjQJYxjx47Rvn37nFflh4eH1+LIAIAMAKJ/P87Uf1jTlD5hErKJEP17T8+IbYDfc5pRYV94JkCzr2J/mQGQmYAPv+U+fOIShJz3/8YbvkLWHI4MADAA7R79DxFFFudtIvrPly+UFvMphNynpQaA339mht93xpAQY9njYFicZqOO6cdhAuTpWmEArlp1qzAEx/ABTABS/C17oSk3g4ODWRwdAGAA2lX85fj8hoh3k2P+qs57cjw/kfOm+QNZaXL2CvF1FPZRDWP6ClFnNZgAsa0+8Tf0hXNvhgloMbLoT6b/NaAQEAAYgLYl6rQ/KfDrRfTvE3rH9D5VZz5ZA5BvuvA/eFaOP3CWTPUXhV8V5dcRyQdnCcJNwCmLXrVNwCkLX8EnsQXIqn9F6h8GAIA6wGJA6WEgovivFeJf0O1QMgGrS6v79TnuN9J08f/Zqq3E+UZishivJMblAj0pwrykw9xx2RZoz/7ly6TYv3yZFPs7L5P++com4DuPXE0vHT4Jn8gmiv/rr78ettsaHCkAooFZACkhQs//8VLkX0j83/TQ2zJCZMeKBkRXye+p5q+zuj985oB3f+9tnI5Nz4UJaLL4q8b9vQwPD+P3DIAIYAggPYSN28vbtsjpfqkQf7uZEdsjIuw+bTq+koKn5g4HuPb33sZo3pwpDAckTPwlg4ODORw1AGAA2g4h6nbKnopNePKlSF+eyqp+uYDPCrHPUEqyGcWFhlzV/Q0wAaxRJoCKJuAdMAFJEf8SMAAARNEVHALQEvF3FjTWnM737Ou6zWD4oNbhAMd9j8300nd+i+GAOJHV/rLTX0Txl4wPDw+vxhEEwIxuHALQRPHPlMT/ZLcNZR5LyqrWlDl8KvPs793Xd5vmsZyXvfuHPqZ7/56uWXrX8kfoyYmz6ND0IrzJdSKF/8033xT+itdy95NXr169fXx8HEsDA2AAhgBAM5EtjLPKW2oe0/fs67otaqrfbM0A72uRawjI4QCsJlg7MuX/6quv0qFDh+p9qByOJgAwACBZ0f9Q6I9zHCaAxWECDO/vMQFXn30LFhGqgYMHD9riL01ADKzDEQXADNQAgGaIvxT+MfM7mE7/Cx+jr328v7bphi8dOtGeIigXEwLBTE5O2s19Zmdn437opcPDwxgGAAAZAJAAoi1gZFz5H56ejy0TYJiVkM2Crlp5K97xAKTgywp/uTVA/CX9OMoAwACA1kf/G6mWNq1B6fym9QCo7fnevuwJewEh4Bd+GfG//PLLdvTfQDbgaAMQDmYBgEaKv6z6l4V/82p7BKap/Kf6Zg7o9g+aTRDx+U5Z+CpNTC6hlzE90J7OJ4v7pPhPTU014ykxGwAAZABAi5HRf6a+hwjJBNS4uI9/f9OVBc0bD1216se0YvGzHS38ssDvlVdesaf21TCvH1kAABoIigBBIzMApusXmDxabYV9QYWBvv3JrOgvqGjQtT+3iwGLjYJO7Kj3vo5mPnEho/8VKAYEABkA0Hzx749P/IOidU3kb9IS2Lc/mY33G/ccYPb0wPWrbu2Y6YFS+OUYv0z3t1D8JTLzhGJAAGAAQAu4Jv6HDEjdB6bsG2QCDIsMT1n4WtsXBTqFv0GV/bWwGV9DAPSgCBA0IvqX0ddIYx6d1dAuWLM/cz+ssuhQeVv05zth/n57OOD5Q6e2nfDv27fPPq2xfW9DswCrV69+ZlyAbyUAyACA5pBr7MM3Yvofa/h0w4+v+CmtWNIeRYEJjfiRBQAABgC0mDWNf4pk9gAIe76rz9mR6nqAFAl/mezg4OAAvpIAwACAtsgANMgE1NR4iEV6Pin+V59zC4QfWQAAYABAW9LXvKeKWPlvuLhP7UWD4X0FVix5nj78lvsT/yaW5/G/9NJLaRV+ZxZgCF9LAHy/ngDER+SFf+J7Zv+cfs+c/OJVBj0Eauo5QJEXDvrOf/wB7T3wlkQK/+HDh+3ufS2eyhcn6AsAADIAoMFkWvO0isg8KCJncS8mRJHrBZJWD9Dizn3N+FwO4+sJAAwAaBx9rXvqMBPguewTeJO+AgYmwLA9sRT/q956W8vfMJnal1372lT4nfQPDg6iORAAMACgPanXBFDEor8aOhM67v/245+gD5z6y5YJf3l1vjZL9wcxLExABt8TAGAAQPyc2f4mgKiu6YaeIsUPn/GAvXpgs5ienq4Iv6zu7zAwFAAADABoENnkZAKS1QNA93xyKOBj2V2jjT4ik5OT9Prrr9Orr77aicLvRA4FbMRXFcAAANDOJNsEjIrzg+L80rd+9vH14vKWRgq/3OR5YLMGhwB0/M8jDgGIE777HDkFMJe8F1bnMr8Rp/gFTB8cFWd3ylP2sUO+KWnXXXfdHoqvkHJERvvT09MD+GS6j8vw8PAgDgNABgCATsoE1LTMLwu/f3DjoVFxZlCcX8ouPbiefezgiEr8S9QrTPJxR8S24vrrrx8U4n8D3nz38YX4A4AMAGhMBmCIktx6teZI3iBL4G48JMf0d8pT9pH9kZrPXHfddbUcQ/kcUuy3CeF3Pd/g4GCcWYW0Io/JWiH+WBkQgBI9OASg4zIBZb1mUqhLETx3XC5bYynm5f29+5LzNntfITAsL84L0adR9uHXa+44JwR8SJiAdYaiXaBi7cCoV/gdbO9wAyBFf70Q/wK+AADAAACYgPpMAJVEnzF7TJ/lXo67il+mqfeECb8Q/RGDx5L7bO3Qdxvj/QDofgpxCECctG4tgFperC6dHzgcMCEjfHG6k138fEOn7mmGAvIl4c9HchODg3Lu+0AHfRRlNmSTEP8RfCsBQAYAAE0mwJvOd5wWbfKEPabP2E520bOjTXyF28R2DRV7K0ghu0EIf61j2Ds7yADIYzSI8X4AkAEAzc8C8HS9YGUmQEaQo+J0J/vg06OtemnXXXedHLufEMJfqPexBgcH91JiGjU11DRtwap/AMAAgNYYgBQKTSXVL0V/O3v/E6Pt9r4IAzBESZ6hUQcLeqfpQ2cVtn32L+7bhG8gAGagDwBoBClMvVbm9e9qR/EvMdKOf9Q5J71Gf/up2+gPzv8NFvkBAAYAtJhd6XzZdoV/27aILU2DaxtzI6P+z77nYfrqR+4R52fke5fDVw8AGADQWvLpfems3UVke1tE/Se+RkNX3EWXnv0kObozZvldmSy+fgDAAIBWSegFj8khgLQWYWX47nPatmnO8PCwzAAUUh31ny+i/o/uouULj5B7USZ5wvrxDQQABgAgC1Ar7d41L5VZgNWnv0h/+6kf06XnPEG+dRmK4i//wSp/AMAAgBazM8Wvvd1FZCRNL3b5wsP0Fx/J07UXP2BnAALEH3UAAMAAAGQAkAHQUSoGTLwJkGK/7p2/paHL76SzT3zdIfha8ZenGf7TZX34+gEAAwBaBLvgMSkyae3E1gkCkuhhgNWnv0BDl91B6971SLnC3yH4CvEnpzlo+0JOAGAAAESmUZTWNGjnLECeElgMeM6Jr9JffHiMrv3Q/bR80RF9tK88XzEHqAMAAAYAtJg0zznvhCzADUl5IXKc/79euJu++uE8nX3ia960vqH4V67DTAAAYABAK0n5MMB5HfAWjVCLp2sWhf8h+ttP/oguWlFwC3lt4m+f5/kTc/gGAgADAFpLWocB2l5ASgvmtCRLYwv/BUL4P/HDkvCz2MS/VAsAAwBACFgOGDQaKTBbU/i6s3z3ORl2wWPtvqqcHAYYaNaTnZF5gy592+P+aD9W8bfPow4AgBCwGiBoOEJI91A6x9TXCgOQb/f3Z3BwcIwanPFYfdrz9DEh/Gef+GqwuMcj/sWTNS/j9w0AZABAAqLM4RS+bimK+Q54f7Y3wgDINP9F2aftzW7bGybuMYq/vMzvOTXHLnkxj68fAMgAgNZlAOQyrW+k8KWPsgseW98J79Hg4OBecZKN47Gk4J9/6nO0+vTnKbBxTwPFv3R+mzAAm/ANBAAZANAql3nBYxPCBMhagLRNz+qkjnIyC7C51juvFoJ//mnP2an+BXOmPMJMCpH2nA8U9JrEn1AICAAyACAZWYABSucwwNIOKASUGYBIWZrlCw7R2Se8IkT/WSH+z9cj0gH3C9s34PZqVmEpu/j5CXwDAYABAK01AVJgMil72R1RCFgyAdKgDahuO+eEl+ktS/YXTzNv2AagzvR8M8RfbuvZxc+N4tsHgB8MAYBmMkpNnHIWEznqjEJAyQ2XrnpkQKbwF8yZpDMy+2mZEHpb7E3EPXniL/9fQ+nuSAkAMgCgLTIAUkzH0mZaOqUQ0H6PfkjqYsB0ir88HWcfenY1vn0A+EEnQNA8t1lMpRdS9rI7bWnZ0TYSf3l7H7//zCy+fQDAAIDWk7bWwNmOfn/SLf7l23P42gEAAwBaz0jaXnC7Lw3s0vtP2os3TbSR+Mv/t/IHVmzEVw8AGADQSoFJ5wqBnTcMEO98/FaKvzzNiG0rf/CsMf7gyiy+hQDAAIDWcUPKXu95HfXuMLYzVKQDG/uoRJjIVXPcPPF3ns+JbQ//2SpkAwAgzAIALSCFrYHH2QWPdVQlOf9RF2+RSHv2Dbld10Y4/HHz4p9BduHvCvhGAmQAAGiW6yx21htJ0Uvu67w3iY22l/iT+3w5G7D7bGQDAAwAAE1mZ8qyFrkOcwA720v8lQsQFWsDdp8zJrYsvpIABgCA5mQBZIRZQBYgseTbXPwd2QC72+MeYQKQDQAwAAA0iTT1BOioQkB25Yw0Z+MdIP5lZF0KsgEABgCAJjGSotfaeaLA2PYOEX8nyAYAGAAAGq4vxZ4A+ZS83FwHvkP5DhN/bzZgR2nGCgAwAAA0gNQMAwgx6Kg6AHbF5LgQz/EOE38n/WLbK973fnxNAQwAAPEjiwEnUvJa+zrw/dnuavzjbeyjE+H0i78zG7AD2QAAAwBA3FFmsSdAWtZrP68D36HRaIJNUefjB9/eWvFHNgDAAADQ+CgTGYBEyv/lRwtCP0ebFqGHrjEQYg50+8YDsgEABgCAmLMAeUpHT4C+Dn2HtidD/FmNixHFDrIBAAYAgBhJwwJBmU6cI84uOywzAAWIP7IBAAYAgEaQljqATs0CbIH4IxsAYAAAiF9eij0B0mACOtMAFOsAJiD+yAYAGAAAGkEaigHXdKT+X3pQiv8NEP/QbMCezls4CqTX1wOQIMSP515KdtvdArvgsRUd+/7clSm+PxD/MLaJbUtpmisAyAAAYEDShwGyHZ7m3QLxN2IjsgEABgCAaKRhNkBfp7457KMTI5U1Amqaj6+5vb3Ev2IWxSZXF9yK2gCQyO8zDgFIGnJJVmrS4jsWW0RTc86ima6TaLb7JPu6Y73vDrtb/uS3fmptx74/Pz1eCBvbG12ka1xaOHQNglRQENtgqecFADAAAGgMwIA4GW6E2Etxn+45yz6d6lkprltY68Otzmaz451rApZtFGK8FeIfGdQGABgAAAIMgEyXygiz7rSpFHkp9ofnXSrOnxXnyxwUBmCko9+nsROKmRqIP7IBIJX04BCAxLlSER0JEyCLAQdquf9M90l0ZO4H6eD8fvt8g8jinaL1QpiFUWMZiH/kz46sDUA2ACADAIAiCyAL7fZEuY+M9A/OXy/E/wPNeIn5bDa7tuPfp/xJxfcJ4l9PNmC9MAHj+NYDGAAAqiZAGoDQivtD8y6lAws/38hoX8WEMABL8S6J92nXyQNk12xA/OtAZgKG8GkCMAAAUHgxoEzzv7HoT5ot/E5WCBNQwDslTcAppaJAiH8dyCzAILIBoFmgDwBIMsqmQLKw75Wlf0uvLfl/Wyn+RB3cD8AXSax5SY5nj0D86/48yeZByAQAGADQ4aJSLI4acV4nU/0vHf91Ojbn3Ul4iTAAzvfrkhcHhXiPVMQb4l8rm+XwV6kOBgAYANCxbC9H/S8d/w2aEAYgQZyHt8djAi5+ftC1dLBP0L3iHnZ7x2JnA46O/z6yAaBx31ccApB03vzNX+ydWPRfsnU07WkUhWw2uwLvkB9+3xkDQvyHlYKvOq9bV6CDkY2rXli+XTarKoiLm8RnLRHrZFz6xX+X5qTSo+POmz6dxyceBgCAxqhsoSAXVtma0Je3VPwwYx63ygTcf2ZO/MTsEL8yGYh/dGSdi2eoK18yAk0tEhSCn6Via+51VFzyWIV8TTJbNyIMAb4PMAAAxGYA5A/Q3oS+vLXiBxkRkM4EPJDN2iaAWB/E3xw5w0UWuWoYKRmBhgmtEP2y4MvTKLUI8jUNChMwincRBgCAuEyAUU+AFrBF/BAP4R0KMQIPniXXDdgI8Q/HkfoPE9ob4vzsCdEfcIh+vW2418MEJB8UAYK0sD2hr+tMvDUGkcYHnt4k/l0vNH4C4h+MnOliUO8iBXqzMMZ7xTZQb7QvNplhkzUb/TGIP1EDFvMCMACgc0lqNIGpWsYm4EnxHrIVQutHIP5qZF+LNxf0R7lLVoqtMAFjYstFFP6M2GRtzRjFv7ZFppRRADAAANRHqeNeEjukwQBEMQHvf2KCXfiEnCq4Vuh+AeLvj/5rRIq/NAHDpZqZUPEvCf/GBv456/COwgAAEBeJHAaIGnkBIfsXPp5nFzwup1BuouJ4NqJ/Ef3LdS3qREbde8RnckhsmRDxb7R57S89F4ABAKBukjoMkMVbU6MRuOAx2UJYGoEtnW4EDsTX5MquDygZgYEWib/TkAAYAADqVNnkDgOgI2B9JmCitBLeavK0fkb0X7cx9dYHbKbmDltdg084DAAAcZHEYQDUAcRjBApiGxRn5TLLcmig0Cl/++H4xd+JFP+x+3Y/uoMaO+av/G6UGgkBGAAA6iaJwwA5vC2xZwS2iU0ODayn5A79xMabC9Y33mQcm+lv0Z83gE81DAAAdZPUYYBCoYAsQGPMwKjYpDpKMyDrBdquTkB2/WvGOhf7Dky16k/EMEBC6cEhAClEDgM0RHDlj+TrBybpd88esi8/++oROnpsVrt/39sy9NH3nmh7E0pmfUK7GAFp/OSwwCa++5yBkqjk2uFvOzr3A015nhYagKxcQOjOmz6N7wcMAAB1I1PCsSwO9JwQ+MeF2D/+7EEh+gfpSIDYq5D3e+6VIzR4ZbaPOiBVnRAzMCJORoQRkMd8A8XXva5lGYAOQL5Pg/j0wgAAUF84kc0WBOO1ZgGk6D/wm32053cTsURF8rFefWNSNj0ZwrvTVCMgPwODwgjIzMBASWSyaRP/BC5z3Qj6YQAS+B3CIQBpJOoSwUcmZ22hvuvnrzQyFbrtzps+vQnvTusQZiDnyAoknjcWfTFq69+a+eF9L9EP7nuxlX8uFghKGCgCBGnF6IdEiv2/3P0c/eXf/4b+5a7nGj0OuhH9z1ueFcg7igYT31zoWO+7m5dtmJxp9Z+L1sDIAAAQWxZAu0SwjPh/KKKdu37+arNflhSctSh4SlRWQJqyxBUNymV/nzvh35r2fF+7+Xd2zUqLWSq+G2j9jAwAAHWjbAp01y9etSP+Foi/RBaj7UAP9ERlBUbEtpaqnQYTIUBTc87qxLejH59IGAAA4sA1DCCL+/56+FE71R+1mj9mslRsuQqSZQTGS50Gy4sQFVr5eibnvLsT3wYMA8AAABCDyjqaAskCp7/+zqP2lLyEIOsBcniXEmkEnJ0G11KLpm/K/v+dmAFAa2AYAABi4fFnD+6UUX+Lq5t1IAuQfDPQsqLBDjUAtgnAJw8GAIC6kBH2127+3YYERf1ecsgCpMYIyIWIhsQmFyKSwwT5Rj/nVM/KTj3caA0MAwBAXeI/QMV1zZNebIcsQPrMQFOKBpvdAGj+vO6kHGK5QiDWzoABACCy8GfENiTODqfkJecw5plaI9CwokE5BbDZnHHiAmQBAAwASK34y7HDPSmMqjHmmW4jEHvRYIdOAcR3AgYAgMjCL1cTk+n+HZSyXu8l1uBdbBszkKpOgwkmi/qY1oPFgECShV+O72+k9I+j44eu/YxAgYqLPw212/LETUQeszwOAzIAAHjFP63pfhUZRDttbQYS2WkwBWAYAAYAAJfwpz3djyxA5xqB/5+9u+mNqgoDAHyFKARFm+DHRnGMicaFCWzd2C5cuYH4Ayg7d4S9iSVxb5fsGH6AsUhcsXBM2NOYEE1MZEyUIgiUtnxURD1vOzUjttCWe++cO/M8yU0TQtqZ+/W+5z1fWa00+LC39j+X2ykbs3mWBAD6R/dfGtJgaQnU0UkEHh402HZWPBcSAFg/+A9TuX8jB2wQNJLJQKevKnBirSrwzP2fnJxVhzwXg2MQIIMM/K1idT7/+Ih85fieM678SCYCEfinit6gwR1/L9U+aPC1V/bkenqiAdB2l6gAMDrBP16Gw1ru34hyJ/2DBmM6Yaeuv7tn185cT8kxd4UEgNEI/LEyXgT+UVwi1/Kn/KvVas2ko3/2QOX2vfBMls+F1TIlAAx34I/R/TGyP0b4D+3D/tdfD4rl5aX/HRIAHpEIzKajf5xAZdMIX3xhV66nYdKdUD9jAKgj+E8Vq2W+oRrssxbs79+/WyzfW1z5Gf+2bqa9Y2cxNvaqm4FHJQLd9GOq2+1O9wLisbKT5UwrACHGREy5C+r1lFNAhYF/rNfiH5qWbwT8u3fnU8BfDfxbEUnAxbMnPHNsWkoGJosSVxk8e36u+Or85Vy/7sFzJz+addVVABD8s2nl37t7azXop+C/UQt/s78LtlgVaKcf7ZQIjPcSgckhrQCsVQEkADUyBgDBf51Afef2jeL67z8Vl3/9rrhx4+eUANwqI4BbIpbtJgKdvnEC09u9lzJPACZdaQkAzfdp04L/RkG/ZB23Bk+YCHTTcbzY5nLDb+/fm/PXG+stCoYEgIa2/seL1R38GiGC/M0U7K/MXawq6Pc74w6hpERgPh3T6YhE4OhWksvMqwDWypAA0PDWf9Ye/PlHMT//y0rQjxb/7dTyr6F/fvb7rz9ruz2oIBlo99YTiOOxK01mvCJgmLQ0sASA5rb+x3P9fFHiv3b1x2IuBf6lxWvFnykRqEn01x52h1BxIhDjBOI+i6pAu9hgnMD+l/fk/lV0A0gAaKAjubb21/r1+xblqTP4T6TWf9ftQU2JQPehhYX+c+9luC3ww3QD1MScZMqsANwsMljsZ23q3uLi1S3P1S9ZTGk6LPgzaL31BGJhoQN3lh8Uxz7PfrbdG+dOfuS5UQGgIcF/fNDBP4J9/4C+AQb/aPWfSIH/oOBPJlWBGCcQew5M7Nm1c+boh63cP7JuAAkADTKwaX9rffu/XfmhrgF9jwz80XpJgX/KLUGGicDKOIH33t33xvPPPp3z1tRHXK3q6QKgrApABLzaZgBE3/7i0tWV4J/BCnvRyj+djukU+C32Q5Oe2y8zbm1bGrhilgKmLK/X8Udinv6d29ernq+/2aDficCfgn7H5aehYrBgq8hz4S5LA0sAaIhWVb94bZW+pdTir3Hq3nriZRSL+cykoO/FROOlFvb8Bx9/EesHXCry260zKhPHXaXq6AKgFOkl8nlR8gqAmZT5Z3pBv2NAH0P8/EYF4JsMk4CJlKR0XCEVAPJWWk0+5upHmT8G9A1ABPl44ZxJAX/GZWVEKgGzKQk43EsCcnKksIeGBIDsPXHrOAL/wq25QSzWo7SPJCC1tFMSEGMCTmX0saIb4KirUw1dAJSiV0K80KDAr7QP6z/LpXfnPaHDKTlRjZMAkPmLIwYStTIN/BHkO4XSPmzmWY4qwGQmH2cmJQD20qiALgDK1NnMSyNW6Ju/+UsdgV9pH7YnRt8fKPKYHngodgiMGQsuiwSAfJ15VAIQI/kXFuZWduKrsrVQKO3DE+mbHhjdeq0ckoBidYdDSqQLgFJttCFQLNwT6/RXMJ2vWyjtQ1XPcy7TA2dTUnLQFZEAkPcL4399h7Edb8mtfqV9qO+ZHi/ymB5oh8CS6QKgbP/pBohNekrq61fahwHIaHpgdANMuyIqAOTdYliZDbCwcGVllP82RZDvFEr7kMtzPejpgboBVABogJUVxZbvLW6131BpH/KtBByP0fjF4KYHHnAVVABoRmshKgCnFm7NjT/mvyrtQ7Oe7QuDCsYpCRGzVABoQGshgvn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"path": "emoji_u1f93e.png"
} | Generate code for a svg of a person playing handball | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<linearGradient id="leg_2_" gradientTransform="matrix(0.9962 0.0876 0.0876 -0.9962 6.6333 123.4366)" gradientUnits="userSpaceOnUse" x1="82.794" x2="60.7654" y1="20.0706" y2="38.0185">
<stop offset="0.5979" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="leg_1_" d="M78.33,95.99l-4.01-15.41l-12.48,5.05c0,0,2.82,8.25,3.93,12.02 c0.92,3.12,2.47,6.31,7.53,8.79l22.24,9.26l0.6-7.71L78.33,95.99z" style="fill:url(#leg_2_);"/>
<g id="sock_1_">
<path d="M90.17,103.96c-3.13,4.29-2.36,8.54-2.36,8.54l8.51,3.8l1.06-8.25L90.17,103.96z" style="fill:#E0E0E0;"/>
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"path": "b11dff1640acbde5e4bfb338fe18596ec9f9ee1d814132f38a71a7dcdc36c693.png"
} | Generate code for a svg of a a close up of a knife with a black handle on a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 576 512"><defs><style>.fa-secondary{opacity:.4}</style></defs><path d="M291.881 194.744L4.888 469.862C-3.862 478.236 -0.362 492.486 11.388 496.361C125.26 532.86 250.757 504.361 335.63 422.488L421.003 341.74C427.503 335.49 427.503 325.366 421.003 319.116L291.881 194.744Z" class="fa-secondary"/><path d="M566.369 43.249L531.245 9.375C518.245 -3.125 497.245 -3.125 484.246 9.375L292 194.744L403.997 302.866L438.372 275.117C444.622 269.117 448.122 260.993 448.122 252.493V207.994L566.369 88.622C579.369 76.123 579.369 55.748 566.369 43.249ZM443.43 155.308C437.175 161.558 427.069 161.558 420.814 155.308C414.558 149.058 414.558 138.934 420.814 132.684C427.069 126.434 437.175 126.434 443.43 132.684C449.686 138.934 449.686 149.058 443.43 155.308ZM507.429 91.31C501.173 97.56 491.068 97.56 484.812 91.31C478.556 85.06 478.556 74.935 484.812 68.686C491.068 62.436 501.173 62.436 507.429 68.686S513.685 85.185 507.429 91.31Z" class="fa-primary"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a leather-bound journal sitting on a coffee table. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfaf1" d="M0 0h96v59q-7 0-1-2l-10-3q-7 1-12-4l-1 1v-5l-2 2q-3-5-8-7l-34 5-4 2 7 2q-4-1-6 1l-2 5q-10 0-19 4H0z"/><path fill="#d9772f" d="M25 51h40q3 2 5 6v8h7l2 2-49 1-3-8z"/><path fill="#997353" d="m25 51 2 9 2 10v2l-6-15v-1z"/><path fill="#cb7538" d="m67 49 13 18h-1l-2-2h-7v-8q-2-4-5-6l-34-1h1z"/><path fill="#c3b49d" d="M23 56q-10 0-18 4l-1-1q9-4 19-4"/><path fill="#faf5e6" d="M96 59v33l-27-6 2-7 4-1 4-8 1-1v-2L65 46l-31 1-2 3h-1l-7-2 4-2 34-5q5 2 8 7l2-2v5l1-1q5 5 12 4l10 3q-6 2 1 2"/><path fill="#f7eecf" d="m67 49-35 1 2-3 31-1z"/><path fill="#f5e4bc" d="m23 57 1 3-1 4-9 9q-7 4-11-2v-9l2-1q8-4 18-4"/><path fill="#331d16" d="M23 64q-3 10 7 16l-15-2 1-5h-3z"/><path fill="#412a1e" d="m27 60 3 8 9 1-10 1z"/><path fill="#754b2c" d="M79 67v2q-6-3-10 0l1 4H56q-6-4-12-1H29v-2l10-1-9-1z"/><path fill="#9f7148" d="M70 69v3q-46-4 0-3"/><path fill="#161315" d="M70 69q4-3 10 0l-1 1q-4 3-8 3z"/><path fill="#614631" d="m24 60 5 12h15l10 1-20 2-8-1-2-10h-1z"/><path fill="#b3723c" d="M44 72q6-3 12 1l4 3q-14-2-26-1l20-2z"/><path fill="#a85c29" d="m79 70-4 8q-9 0-16-5h12q4 0 8-3"/><path fill="#6d361b" d="M0 60h4l1 1-2 1v9q4 6 11 2h3l-1 5q-2 0-2 3l55 15H0z"/><path fill="#d97e34" d="m24 64 2 10 8 1q12-1 26 1 5-1 7 5l-12 1-2 2-22-4q-10-6-7-16"/><path fill="#f0d7a5" d="M56 73h3q7 5 16 5l-4 1-2 7q2-1 3 1h-4l-15-3 2-2 12-1q-2-6-7-5z"/><path fill="#572916" d="m16 78 15 2 22 4 14 4 29 7v1H69L14 81q0-3 2-3"/><path fill="#8f4b25" d="m53 84 15 3-1 1z"/><path fill="#edba82" d="m67 88 1-1h4l24 5v3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a blue motorcycle speeding along the open road. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f8faf9" d="M0 0h96v55l-39-1 3-2q0-4 3-5-3-2-4-5l-3-1-4-1-10 2 6 1-1 1 5 2q-3-1-3 1-3-1-5 1l-5 4q-4 0-6 3l3 3-1 3-17 1 16 2v1L0 62z"/><path fill="#4070b1" d="M52 35q3-1 5 2l-5 1z"/><path fill="#2d5587" d="M56 41v4q-2 1-1 4h-1l-2-3-5-2 1-1-6-1 10-2z"/><path fill="#f4f5f1" d="M56 45q5-1 3 4l-3 1-1-1q-1-3 1-4"/><path fill="#96bdc6" d="m56 41 3 1q1 3 4 5-3 1-3 5l-4-2 3-1q2-5-3-4z"/><path fill="#3072a7" d="M44 48q8 0 0 1l4 2q-5 0-7 3l-5 4-3-3q2-3 6-3z"/><path fill="#64c1d3" d="M44 48q2-2 5-1l1 1-2 9h-2v-3h-5q2-3 7-3l-4-2q8-1 0-1"/><path fill="#0c2056" d="m49 65 1-4-2-4 2-9q0-2 2 1l2 9z"/><path fill="#3298d5" d="m57 54 39 1v18l-30-3-1-13q-4-3-8 0-3-3 0-3"/><path fill="#63b0d6" d="m35 61-1 3-16-2z"/><path fill="#0b2158" d="M41 54h5v3q0 4 3 8l-1 2-8-4 2-5q-1 3-3 0l-4 7 1 2q3-4 6 0l-1 3-2 4v1l-21-2 10-2 6 1v-8l1-3 1-3z"/><path fill="#0e215b" d="m54 49 1 1 4 2-3 2q-3 0 0 3 4-3 8 0l1 13-7 5H40l16-1q-5-8-2-14l1 6 2-3z"/><path fill="#61cace" d="M59 59q2 0 2 2 0-2-2-2"/><path fill="#286592" d="M59 59q0 2 2 2l-1 7-3-1z"/><path fill="#2e7698" d="M46 57h2l2 4-1 4q-3-4-3-8"/><path fill="#436885" d="M48 67h-6q-3-4-6 0l-1-2 4-7q2 3 3 0l-2 5z"/><path fill="#d5bb8a" d="M34 69v3l-6-1-14-5z"/><path fill="#74a3b5" d="m57 67 3 1-3 3q-2-1-2-3z"/><path fill="#4895be" d="m52 46 2 3 3 14-2 3-1-6q-3 6 2 14l-3-1-12-3 1-3h6l1-2 5-7-2-9q-2-3-2-1l-1-1q0-2 3-1"/><path fill="#b6dbea" d="m66 70 30 3v1z"/><path fill="#4b9fcd" d="m0 62 34 3v4l-20-3 14 5-10 2 21 2h20l7-5 30 4v22H77q-9-6-19-8l14 8H44L0 72z"/><path fill="#757973" d="m53 73 3 1-16 1h-1v-1z"/><path fill="#f4d191" d="m41 70 12 3-14 1-2-1q1-3 4-3"/><path fill="#0b3a82" d="m0 72 44 24H0z"/><path fill="#e7f1f4" d="M77 96h-5l-14-8q10 2 19 8"/></svg> | |
{
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"path": null
} | Generate code for a svg of a cracked earth stretches across a weathered geometric grid. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f9f6f0" d="M0 0h96v96h-1q-4-4-5-9l-1-5v3q-5 0-8-3l-3-4v-3q3-2 6-1 3 8 2 0l-1-5-3-4 2-2q-5-2-8-1-4-3-4 2-1 3-4 3-3-5-7-5l-2-3q-3 2-4-1l-1 2H37l-4-2 10-1-19-1v-1q-3 2 0 3-9 3-16 2l-8-3z"/><path fill="#f0ebe7" d="M54 60v2q2-3 5-1l-3 1 1 1q-3 1-2 4 4-6 6 0 6-1 2 5-3-2-4-1-8-7-2 1l-3 5h-8q-1-6 5-7-4-1-6 2l-4-4 2-2h-9q4 0 1 3l1 1q-3 3-6 1l-1-7q-2 2-1 5-6-1-1 2l-3 2v-5l-7-3h-6l-6-2-5 2v-8l8 3q7 1 16-2-3-1 0-3v1l19 1-10 1 4 2z"/><path fill="#585654" d="m76 62-3 4-1-2q0-5 4-2"/><path fill="#5c5b59" d="M17 65h-6z"/><path fill="#c8c5c2" d="M76 62q3-1 8 1l-2 2 3 4 1 5-2-2v2q-3-1-6 1v3l3 4h-1l-6-6 2-1h-6l5-3q2 1 3-2-3-4-5 0l-5-3q3 0 4-3l1 2z"/><path fill="#d6d2cd" d="M11 65h6l7 3q-4 0-6 3-1 9-7 3-3 0-5 3H0V65l5-2z"/><path fill="#060606" d="M24 68v5l1 2 5-4q3 2 6-1l1-1q0 6 6 11l3 3q-3 3 0 8l-2 5H0V77h2l3 1q-2 3-1 7-5 3 2 3l2-2h3l-4 6h2l3-9H9q-1-2-3-1v-5q2-3 5-3 6 6 7-3 2-3 6-3"/><path fill="#b0aeac" d="m30 71-5 4-1-2 3-2q-5-3 1-2-1-3 1-5z"/><path fill="#191818" d="m75 72-2-2q2-4 5 0-1 3-3 2"/><path fill="#c6c2be" d="m46 77-1 3h-2q-6-5-6-11l-1 1-1-1q3-3-1-3h9l-2 2 4 4q2-3 6-2-6 1-5 7"/><path fill="#706e6c" d="m59 71-4 6h-1l3-5q-6-8 2-1"/><path fill="#dcd9d4" d="m68 67 5 3 2 2-5 3h6l-2 1 6 6h-8l6 4 3 4-2-4q4-3 10 2l-1 2 5 6h-4q-3-5-6-5l4 5h-5l-8-6q-1 2 2 5l-4-2-1-4-8-3 1-5q-3 4-7 4l-2-1v-7l4-6q1-1 4 1 4-6-2-5-2-6-6 0-1-3 2-4l-1-1 3-1q-3-2-5 1v-2l1-2q1 3 4 1l2 3q4 0 7 5"/><path fill="#2e2e2d" d="m72 82-5-3-2 1-4-4 2-2z"/><path fill="#838583" d="m25 79-2-1 4-1-2-1 3-1 2 2q3-3 7-1v3q-6-3-12 0"/><path fill="#484444" d="M86 74q1 8-2 0v-2z"/><path fill="#171616" d="M46 77h9v7l2 1-1 2-3-6-8-1z"/><path fill="#414444" d="m23 78 2 1q-3 3-3 7h-6z"/><path fill="#2b2d2d" d="M2 77h4v5q2-1 3 1H6l2 3-2 2q1-3-2-3-1-4 1-7z"/><path fill="#9f9c99" d="M72 82h9q3 3 8 3v-3l1 5-1 1q-6-5-10-2h-1z"/><path fill="#727d82" d="M4 85q3 0 2 3-7 0-2-3"/><path fill="#403f3e" d="m78 86 2 4z"/><path fill="#72787b" d="M32 86q3-1 5 2-2 3-6 5-2-1-2-3 0-3 3-4"/><path fill="#4f5356" d="M46 83h2q1 4 5 7h11l1 3q-6-3-9 0l-3-1 2 4H44l2-5q-3-5 0-8"/><path fill="#818282" d="M43 80h2l8 1 3 6 1-2q4 0 7-4l-1 5h-1l2 4H53q-4-3-5-7h-2z"/><path fill="#4f5354" d="M9 83h3l-3 9H7l4-6H8l-2-3z"/><path fill="#222427" d="m63 86 8 3 1 4h-2l1 3h-4l-2-3-1-3-2-4z"/><path fill="#585756" d="M90 87q1 5 5 9h-2l-5-6 1-2z"/><path fill="#0e0e0f" d="m56 93 1 3h-2l-2-4z"/><path fill="#888d8e" d="m65 93 2 3H57l-1-3q3-3 9 0"/><path fill="#353535" d="M89 96h-2l-4-5q3 0 6 5"/><path fill="#767878" d="m72 93 4 2q2-1 3 1h-8l-1-3z"/><path fill="#1d1d1d" d="M82 96h-3q-1-2-3-1-3-3-2-5z"/></svg> | |
{
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"path": "c633704252047906c000cd66b97852bddabfd8f58c8ff44045c221102157e40f.png"
} | Generate code for a svg of a a close up of a white sign with a black and white image of a person | <svg id="z12395" class="acjk" version="1.1" viewBox="0 0 1024 1024" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<style>
<![CDATA[
@keyframes zk {
to {
stroke-dashoffset:0;
}
}
svg.acjk path[clip-path] {
--t:0.8s;
animation:zk var(--t) linear forwards var(--d);
stroke-dasharray:3337;
stroke-dashoffset:3339;
stroke-width:128;
stroke-linecap:round;
fill:none;
stroke:#000;
}
svg.acjk path[id] {fill:#ccc;}
]]>
</style>
<path id="z12395d1" d="M197 137C187 139 185 152 189 159C200 178 204 200 200 221C196 262 185 302 179 342C157 461 135 580 133 701C133 761 139 822 163 877C170 892 182 908 200 911C214 911 224 899 227 886C235 858 232 828 238 799C243 765 255 732 263 698C263 692 266 685 262 680C256 673 244 676 241 684C220 709 208 739 190 764C186 748 186 732 184 715C180 628 195 540 214 455C228 390 245 326 262 263C267 246 279 227 275 210C270 186 252 165 232 151C222 143 210 138 197 137Z"/>
<path id="z12395d2" d="M746 204C708 206 673 222 636 232C590 247 545 263 500 282C492 289 497 304 507 307C527 318 551 312 571 306C619 293 667 280 716 278C755 276 793 281 831 280C840 280 850 276 852 266C856 253 845 242 834 235C814 223 793 210 769 206C762 205 754 204 746 204Z"/>
<path id="z12395d3" d="M475 654C464 655 459 668 461 678C462 723 497 774 538 792C596 819 657 823 720 822C760 821 801 820 841 818C859 816 880 813 892 798C898 790 898 778 891 772C875 754 851 746 828 744C793 742 758 750 723 753C679 758 638 761 593 755C569 752 544 743 525 728C506 712 498 681 487 660C484 657 480 654 475 654Z"/>
<defs>
<clipPath id="z12395c1"><use xlink:href="#z12395d1"/></clipPath>
<clipPath id="z12395c2"><use xlink:href="#z12395d2"/></clipPath>
<clipPath id="z12395c3"><use xlink:href="#z12395d3"/></clipPath>
</defs>
<path style="--d:1s;" pathLength="3333" clip-path="url(#z12395c1)" d="M 201,152 242,235 156,607 168,829 201,884 201,809 251,695"/>
<path style="--d:2s;" pathLength="3333" clip-path="url(#z12395c2)" d="M 513,294 747,240 836,262"/>
<path style="--d:3s;" pathLength="3333" clip-path="url(#z12395c3)" d="M 479,670 496,735 583,790 883,785"/>
</svg> | |
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",
"path": "emoji_u1f9db_200d_2642.png"
} | Generate code for a svg of a man vampire | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="collar">
<g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="125.0974" y2="65.5615">
<stop offset="3.200000e-03" style="stop-color:#4E4E4E"/>
<stop offset="0.1517" style="stop-color:#484848"/>
<stop offset="0.427" style="stop-color:#373838"/>
<stop offset="0.7959" style="stop-color:#1C1D1D"/>
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000/TQz/5CR0/ftznAuCxJJ6ufWeddRZ95CMfGTfwy/LAAw/Q399+e1UugIkkAML0/xqNPY6gT1gG7mXzYpteyLRoAqClWvD3mf+bVhyyGvBUBH7D08pX/oxBw/vaqTDsKqPqzvWf2aDfKQAfwD9RRYkA/mvHaALe7j0O1AGYPXs2LwgUFfz//u//nq679toJO0979+yhhx56iLZv326Z1hEDIJgkgHl2Wxv92Yc/TKtXr56U6wQCcP/991eMB7AFxwg3gCTbaIzNgdgccRHvcUqPRAZ0Iywt01oS+hRMmXS7mFe8xMF/TMAvxQSYal7QOZNPpBTMd8tYQb+UbqRi83xKHn1F9Ta2eTtZfudq5A7v8SBQrmXWLN70pnz9pIpPimj4f/vWt+jMM8/kmvlEyZKlS+lDf/ZnPF7gF088QQ89/DAdYwCLPVx11VW0fv163qlwIvcpy1//1V/Rb37zG9q/f7/7HAQISNAEzZWNQeCfn7OSYkMnKD58oloLD+IIkEEAMvBlsuIFevQSp0VbALQEWQDg+99o/5lqHaK6hb1VAr+7RoD9fvZoC2/169FSZlQMQIUI/sigX5i1hC/8xfo2fgIze35DqUMvBH1lbRUmX5+ZGZr/PGG+52lyESL477zzTrr+uuum5Jw+wYhAe3s7rVq1akr2d/8PfkD/99/9XaD5XyYfgwMD1Nfruj+2sHHTGKxDPncMBORvaPVVFtnIDlGidy8jg69WSwa8ViOdSaBFEwAtSgLQKy9E9UuOi/x/9+WoBvjt75RGk7zpj0d6hAYbtBj1VVUf4NQBf9QIfqWY8RQV2hjoz1rKwV8lDc/8MGjhx7lbFnFBB7m7R35hwcKFvLKdrNWGmf/f+ta30j9/6Usz+jZ4+9VXcyuAyg0gE4CJiAFgcwdBf92qOTF07nWcEHoF8wBEING7jxGDwbH+TJ1JoEUTAC0O+HcJTaS8OJ11gGmEJark3w8DfvlvlOr1BAJGEYsk1Fgxn3FE8DsCsM8xTT8I9GWzS3y4l5OAoMWcLeIbIuzS5WeG6R8tbmUJzdNn48Ef/YgWMtIwk+Xfvv1t+tznP+8GfkEGZAIA7R9WgLESADaH8NnbVe8Nn9ktzYvgJTDRf5iSx16hxIl9ZBRzY/3JsFzoTAItNSm6EuDUiEsLSdRneec/047odzX/IacksP2Wv92v4akKSJSee5Ji6UK1x9XJgctyT5xy0EeeNiq0CbK0sVrwx6I+svxyGrjoPWyRXysWeTNw4AwbaHBUN4uySy8K2ux64Ueu6hrXN/q1S552J19uKRbgnddf7wP/PXv20Cc+8YnpyXk3b6adO3f6T+YNN/j8/6Y4N7Lk83nvV3dUM5eCwB9zoti6hF93dxSNfxSa50rzqZvyc1aM5VRg7tzHjqmXjXtEOqIWLTUhOghwauRK+Y94fc4f/+QJ7PNp+9JrpuI7IBR1C09Q9kgLFYbS1S9Sm9fdP9WWgImI4C/Wz+ILMxZ2t0nXtM5MpJg2k3LzV1Gibx/FmdanEBCTbRUCvVxkRVHOloOeKQ87FY89X9vd7QPBD37wg3T++edPWmDeZEpfXx+9613v4tUBZWlkxOiiiy+mp556ynUuvJLP5VTWqqiiJLQw/Y8uv0xMCotEh5pAxQQyBXHAGO24iFsEkr37uJugCmkVZGCjCB7UmQRaNAE4XS0A5VUpupnfVHzH9UasROn5fZRgBCA/UMdUW1WBIeu14mjSe4y3i0VpskF/QiL48+0rGPAvJzNVBn3DDAb4KDK67E1U/+yPVObeVgEqa8fz202SAMdDBNaudW/6W9/6Fj322GP0zne+c1pOeBAXWDA+/elP09/93d+53nvbW99Kv/rVryzgDwB/OSWwGguAqPannFcjZ17JSUDkOWEaMv0W91iKCmzuYWCeIF4geexVig33VnN6QHx1JoGWUy46BmCyZfM63OyvuRapVa9PKPCbiu/4v2y43i4ykgBrgUtufnhS5sOERvCzhbdUP2tMAF8Znhk5691PdS8/FvShsCqBroNYuHixMpXNkAP/RAOeN15yCW25x620rly5kgPoI488QldeeeW0m/Yw/1900UXU2trK+wPg0ZYXXniBbtiwwVWFUBZFAOC2KOQrrNofLDzZpRdO8LJX3g4CBmERSB5+cTzBgzqTQIu2AMww6XJr/zkHyE0PQHthpPz+xAG//UdctkJMnrY//gh+bnpd7Anmqx7wsSgbuaEy0PcfsYBh3llkJlLOZguti/n+QAQUcjv7TVsDzLY9JNVfyGazqr72PheAwR4vZkApm8Gh/QP8Ieedd960dAHguCFwBSAeQLYC8LTDEPP/8NCQ96X7I5JMpekfhDG38FzJBGPtM/36MxYZZu+biaR1r6QalNkBlThfKd3ASQYGrAGwCmAOVUkGusSAy0lnEmjRBGCmEYBYOj824He9bwTjYAXgt2UMGQNRQX9CIvjz7cuVEfwwu8rm1vhQb9lkzx7j8ntqf77vhGUXnuf6e3TZZdTQf39Q5DdARtUwCFrqRvuP0eFhJQHwkQD2N8rvygKzOQRas6w5TzeBGwCWgK985Sv0l3/5l67fcvHFF9OvRByAC6xLJW8XQJtcVZKgrpU0suxSRiaT1k0gyHfy2G5Kvf77ihstNs8rHxsjB6ZEDgrSe3BFgQTYhANBpRjxgcOUPLqbWweqzCRYLwYCB7eQziTQognA9FwHXQCWKLjBPSSwL4q2D1N+vr9eHTQYtrD5YwC2jRP0x12D3zLzL+bPU4df5IOTJhnkJ1iSh3ZZVoB4SrI8JGnkjCuo/sWfKgkd/MxsMb5NoaU6BGCIabFoAyzXAQgiAIj+t4HwBz/4wbTX/m3p6OjgBABWAPyu97///c57CxctUv42uEaQQjnktgKAUG6tYGlSupZyi871uIysfaYO/D7Sb5BJZNzzXur1qMShkfIIMkVtgepiBWzBvELwoO5JoEUTgGkmLkCMI1XP6//nT6o385tFg1cBNEsT4tO8s0rQ76QJrsEPc2nq0ItTenFALFKMBGQXrXGd42LjXE4MUod3qb6G4K37PYswFuY+2epx7NgxpxJgIAkgclXi+7d/+zeXBj0RgpS6o6K97ooVwalsu3bt4h0L0QgomUyOe78gMAB+CKwAMgFYJJEe39xixMlDALrFfdQTMA+Vpv9i01zKLljjCzRMHn+NV/+bTHETh8MTtVmdSaBlQkXXAZh88bgACg6wm1LOvwv4zXKmupzz7/1MKZecKPDfFKV5EPysyIlnA3n6CGy8iyauAc8pkyQDeaOQI28eeG7BOUx7DDTB3yP8zrK4FmLTH8nuIwALBBBi2JqyrEGb3tTBMQzIs88+S6+++mrgZ0ASYHnA5xKJxITsVyYwsAT09PQ474FoBIIn23/Cbzm5Jeg6kMLVBCvOaOcbSZXfnzrwzExRLJBJsB21M9i4VZAhLVo0AagJsToAes54qQz8shvAAX6jIvCT/ZnxRzNDi9jAwP+2CKCPSne9YsHtmkmXiVsBoOnLTXoAVHAFdFwStgB7Nc9u+Y/GEJCzSYBc/EcGf8jPf/5zxx0wHgGY2vEIvb1qE/SAqLrXVOGYowqOW7ZmeH/f6gr9B2AF8Mh6xdy8lRSlfiG5hWuolKr3XVMrMG9opq00nYKMgwhsF2SglbRoqbQ26FMwldp/3q/tO08rBfYZvreNeFG1z6i56j0M+HtCgH9cEfynULZ5CM4ez3sq4OZWgNzcMzjoywWEzLpWbglIHXxOtS9UCVwvgrN8QBQUBCgTgFVnneVo6QB8L2DavvM//dM/pbe85S1jPimZTIa7AIIi73mLYEEWxhN3AOD/zGc+4wN/yAMPPEAf//jHA6e563j9565T3E87xPwMrvbXuojyc87gGRZEbp6dOvJS0C7vFPOjS5rvLZ57uHuarDk6k0CLJgA1p2nG3BF/oWl8IcBv/2EkFAQggik/BPTHHcE/gYKF3l608Lgz4L2eaguosN95o3cxN4p5Sh1+iYH92X5tkr0WHzhC8cGjqs3BFbCDHYNre+gEqAoA9IqscX/xi1/k4Pvtb3/b9RmAKQYIwN/+7d+OiQhgP9D+MWbNmhVIAFTvjRf4Iddffz3967/+q/P3okWLQreHYMA0Iy3Z0VGvhcV2swSa/rMdF5GqkEaCXT9cRxUZluo7bIs4hzrJHd8jX/+OkPemUnQmgRZNAE6hdKpAfUz5+wFqE0iAWZDikzev666GBExUBP8EAHnfFAYz3alalJNMO0SrYCtlzC0AlboXH+FEwSPK/HNEskeRRVI0fEtLCwdJaPwf+chHfOZ/WAgwbCJwxRVXRL/RJTJSScOvxgJgA7+XtDhI2NHBiQ0IgLztRRGaHsGC4iEAqIi0STT6UbqhcJ3MWFJZYTB14Lmw+VCVCNLZE2B5qkXisJF0JoEWTQBOHQGI1+WEf78K4A9ci63txFIFKhZcCUpdlRajMUbwexe8x2oAyMckWPhQ219lBUgefZly81f7rk0pWc9fT6tzx7vjmRYqjp50WQCiyGKFJgxgR7U8AOtXv/pVOumuijcuIjBRUgn4ITg2mPxb/P78SKI4h12i2p/S9A/yVmheaIG/JzwmPngsyIJjA+JUzb2xEgfZNdHquW/PD3lPRVhtMtBDOpNAEwAtUyRBgX3VAL8nhRBxBcVhV+MZ+O03BSwiNui3SovfnUEgP8M1hAArwMu83LDKCgCAAYgkTh70vSeDP99OxDQ6BApCKwag7t2713m0gR4a9O9/r85Zt4kACEAlImCb+INiAOzXkA0QZgHA8X32s58NBX5b85djGkAC7OqAUQmLoqFSJwU1+knV8yp8/sIaQvs/+HzQbr48HfzjCoCORFoiEIcuQaxwDh5j+9mkF2pNALRMOhkQWjxRBOAP6A0AApDxmaS7efbBzQ/3KRaRrVOp7UxfK8ArFpgorkV2yRsYCXhI5QpwibcPwIIFC2j5smX0iyefdL2OaPj/8T/+B33ta18b8295/PHH6eqrrw4lAqPClB7k428U7YsHBwfHBfzy5zFwbF75i7/4C+4WwG9/4cVy3YfL3/QmOnjwIO1+7bXg26aY7zQU5Gyk842Bpv/4UKj2v2mGz/MxEQctp4foNMDJlQ4l8IsUQHdveBX4u9MBVZ+PJQtkJHz55hv1qY9sBfAJCICqLgBvDYsgM0YCqhFE4L//fe8L7A3whS98ga677jrld1EX8cwqiQAGtG85x99O/0Nsgipn3yYA+JxtBbAtEx/96Efp7LPPjgz+Z4UcM6wA+L28FkBzs+s9kJP3/+mfukgKAgFlKXksLZDcvFVUyrQorxfP+z/0wrTW/rVo0RaA6SmdLraVyZXT/cao8atK/sbrslQYcIHLLTNds5l8K8CrvBKgSgrN83mvAtSTjyLXXXstB7WMB8zkSPi7776brrnmGsfcjzh21M3LiJESNysM+QgNhI78KHnaTEpEANuCJeBTn/oULVu2zNHyEwGZCTg2vA8LwKFDh3hN/koaPyY3Su2sEc8xA1HmCrYRtJqCzQGt7X4jgf+DDz4YuD1YSXAcf/jud9P/+sY3Ip3bUl2LuE6m8l6KDx3n/v/TUfvXokVbAGpK/IV/qtX4y9spbyvROOpfm5ENoGXsVoBjr4r+A6I0k+ke+blncb9zJQHwX/gGy2KwdOlSNwGQqgA2M234O9/5jhMw91s2viNAH55w7KlZWASQBIhAjm8IgEXQhzfnANuxicDtt99Oixcvps7OztDKfXgf45vf/Kaj8XuPGfI2Nr7Kxv9i42PieNC2CUfeKAgLjPT/nwT+OJ6vf/3r/Hc6cQgecz26IkLgKlkuSEuY8Gp/Sy/2XRtDXDOu/R9+UWv/WrRoAlADEgr6hlQCWOoIKFX/8wK/s61E0Soy5Jbb9QkvCwIgUc2QDVMERjlWAFJEYvO6AEzDNxyg8roCEgx8Liprmhl3pDvaAUPg17YFNfbDBGD74x//2CEBv2IDkQHDZDWiSQuARSRXOxvoMoAork8KsrBO2hYyB37xi1/wCn/fYNr0ypUrqb29PXT/eB8EAK178T18X85AuIyNbwvGdJnYP1retEnAnxAzFOTklxL443ede+65gftGd0CQJTt2wj5vRW9nQMn/n597JiNhdb5r41T945H/lbV/Ue2yV1TR26jvFi2aAGiZfGtAtdq+5z0XB/BbAbpPdyuAWNhRFhWWcpQytsvJPuqpm660AiRAABDs5ykna49SppmDEL9KcXfKmg1cZ6+2Ugqh+Z7nAUA0AfJq4QBJmQT8jo3/ycYr2KZtnRCAa5OABWygxQ+aCP+NtP1PfvKT46rl/7nPfc4hAH/Oxj+yca7YH8ZcYZVIi4UEkSgH2PhrNh5XgL93+3ITpAsvuICDv/27YYGAeFsD20Sr2DCb8rM7A68NRlLdyEml/T9K5Qj5ewQZuEvX1teiCYCWUw/8rl4B3u9Y24vV5VTBgKelFQC54mwgXQyRb6iR7l3IsdjfZ9dLD7MCWH5+tYaJkZuzkhOBmMcCkMvluEZrB7TZQXZzJStAUN19mwTYGnMPG3/LxjfZQBV7UL28mB0A4DmCDMxm44/ZeIfYjioCvxr54Q9/yB/tSlFtYj9zxHMQkYI4HlgpvsvGX1I5j9S2aARp/vLvf4Nwk9jnyf6+0pDGAzEvdAO+5xpx3z8bEbR/VW8LzAv0GUBt/UdF+qwWLZoAaBmHBGjvFYFf+XnD10I40TR82loBpKZFdnzcxgpf6RLkINwKcPw1Mgr5ALAp8cfRJW+gWIPbvA4XwKzWcqVaO6cdJvYoAtD80Y9+RNdeey3/G8APn/p72PgPNgBtx8SwW9vYsQLxSVgksN2M2HZW2v9xwZz+go1/kY7lzW9+Mz3xxBOhZn+SPmsDv5wp0T57tvtaNFjkKbvwXEYC4oGkjGv/wTX/He1fNBOqNE+6BVkEGbhDWwW0aAKgZVz4P27gV2USsBGvz5IR91kB7pnhwN8ltLjXxG+tZoHeKMrKhlsBju/2AExJDNE1MJmhUselru/lczkqFMu9GuzCQOecXe41sFAKAlQNmMP//d//nT7/+c87pnF0lv88WYF4fy1+8I/YeIiNB9j4uHi0ScR4XAA2+YAb4kNsfI+Nh9n4sSAhf88GPnEzles74zhxvCAveF6pTTHkissvJ8Pwd7ZMxN1UxkjWU6FlERWb5iquRfl6RNH+hVZ/VxVzpVNY1F4TsSTdekXTogmAlnGwACMi8BuhwF9+alBi1qB/4dq87tYZCPwAb2j624UWN9bmRbdLJl61FeDEHp4RYDCQsYYcdW69Vpq3iozWxa7vDSuK6pxzzjmRCYA9Pvaxj/H0wPe+973OdwcFEAORbiIrZRBa+E+lfcGHPx4CgBgCm3ggmv//EvuBOwD9o2HyPyTtD8cHtwOON+o+EHi4qkJrYFvirUsoP+9M6TqorwWqOYZp/yIIdDzEGPPlUWEV0K13tWgCoKUaUfv3g4GfKgK/3Bsgli74QI6RgM7pftZgfhXBWb1iAa+ohZnxFC/hO3Tu9TTacXHQxxD41RVuBeght6nZrXViGB2Xub5nZwJwi0DeytKAX9uOxq8GjBFEiGqBO3fupD//8z8P9I9DYFJHIaDLmWY9HgKwZs0avh3bEqASHAeOB8eF41uyZEnk7UM23HCDtRDF/EvR0aPu6n3FFVeSGUuEWmO49j98IlD7F2Ct7CSYn7OCBrveTdnFXXzeRLQKwIqAoMF7tFVAy3QTXQjoVAI/+Z66SgQrgd/11FBsgF3U1kHKHXatb61iodowTYEfGtctVEV3tFK6kTfvwaJuL+bF+lkcHFDkxyN2UOAFFNAjING7h/Lty8IuGsUWnEulnf/pvCp38wMZgBsAQIeAt4ceeohGhoerPhcAXBTowUDPAAxE6mPgPXtMlGBbqAeA7T/zzDOu9+BiGGujHwj8/eeuWWPNZOECsHsWQI4dK6fwGS2LyWxZaIE9Ke4Rw7oGqN9QQfuH1cjXLKdY38YJIuZKdtF5fGCepNj24v2HovwcWKFglULp3S+zsVXXGdCiCcDpLT0uUMolmIaerw74TdWfauB31sJYiRJNI97qgOtp87r1dPPD06IWuAi2wqJ6I1Xh1wfg59vRFW6ekkGNdlxEsaETjAj0qrS5+9iivVZdHbBAib4DVGhZIG3OdENRXRsjAedR6aBVzW+YATxADBo/Kuwh0A1A9/Z16zgBQIW+alrvegXaNobvV45jm4HXo7mZWxQmcl9vv+oqXvtftgDYvQhw7tAR0ZZYxxutmgzStSzfMpb1C9c05r+usvZ/l4rcAfRHzrzS1wCKzyU2YtlBXk4YhMAqDhUqtnsBlirca3eKDoBatNScxPUpmES5ZsUF8oITTxd4wR438HviAEK1/bKpP9hCYH3GSBSpNJryuhCuZsd0Nz24e7SGgb87PXc1Fuqvi3NX0b/Ktf0Fq9kivpbys5fxv1UnkiuJRpwKszu5n9gwiz4SwPbdKTS4jd43Y9kBKrYudirNOVdNqtpkZJqotPfXzndQe3/16tXcAgAQjcfjPCPgyNGjdNGFF1JbW9tpe3ucOHGCa/wgRalUipcfRhlikIpf/epX9PTTT5c1lYvY5YD5X76ehj3breuROvwCGXnl1P4CWSUTPq96c/icq8nMtFjbMvxWOzORokLrIh5/gJ4DsewQxfIjlX5eRpCBW9mcwpw2skdf0C13tWgLwOkqPv9+IIhH1/a91gPnYzGTEi1DlD/hyjW3/Z815QoQflkA7i3VaPuFWUt4Hj4eAwFfcXKh6Q2vXkcNz/5ItVkcx2NkxQK4rQAMXOInD1Kxeb5/f+LBmL2SjPaVZB57hf8NH/qGDdbphk8bgX/Qdj/8oQ9xbXcytPXpIra2b2v/x48f5yQAItcwiC29hK1UmXLpYMP0zfvYSB/T/vuCtH9cy0dVb44ufxOV6me5rqMhkXFTmkRWPIllFYArybYKRBDMo25hgdhCljtCWwW0aAvADLcAdMsgAu3fCtAzIgJ/JW2fHP1H9R5PCTRjZOZdPG8VO66d9ODuF2sA+LuYZvQ5sgLKr46i7WMRzi1awxbuy3kTGDSD8YK+QcpGy+7tJDNkphsp0btf9TZiDmC+vdRnBcgNUgG+aGVdZysQLcZIQGn3zy3tcniYa7iwAqA4EOIAYAGwK9zBLQDt93STYrHomP9xToaGhhyfPzR/uwgR11Iu/iD7UEbF6JzrkDq8i4yCUvv/utD8M9430NApt+hc5z5SiSHogDOnbD6erGPEcym3POF5bLQ/insgI+YUrAKY+9ns0Rde1AulllMlhj4Fkyib191BUjW+eEOWkt40vWo1fhfwq7fjklKM8sebyCzGvFrRMrr54SkPUhLavh3U1xUZMJjWnWu3tK8oWn4ow5L+TO99OqhhTF8QIUH530LTPFlP9B/vrp/wAamvr+dd+To6rO7Qc+fOdbrywSJQqUb/RAjAFamEqPEfJCAm6NiHY5psQdvhffv28ecgRjb4gzDddttt/JHfM8vfQvFz1gesVNY9EBs5SekDvw/aVY/KqlRk12941R8ErIRGpCXT9Hwn0X+IByFGtArIx4eeTpt00KAWbQGYWRYA/LvRWSJiJicB6gyAMWr8ge2Exfbwvx0P4NZEVtGDu783hcDfKfn2UdBufhRtv9DeyX37ufmrqNQwqyot36FUhRxvCmOmGn0nrdiygBIDh5lmP6TS1pQCH3CRBwMGWAEIVoAVVDr0LFF2gKcAAnzf8pa3ONouYgNgGYDJ2y4XPNka95NPPkl9fX2cBKgG/PGowS9X45tMQjI6amnscI3AFQLQR3aDE/3PNOvkxez2iScCrrPw/R99mV3jbNCufCSulG6gkVVvYxcy7gN2BBEiNsRMJCsSAq91oJRp5O4opJ0ibgDzJIJVoFVYCT+J+BM2TmaPvtCjF08t2gIw/S0AuLEd3yNcAKn2/ujavvOeAuoCgV/9keJAHZWG094vbJjsrADRXe1GqiKFD+l6SOErtC3hJECl5fOFWiyu8SHp+cBhB/S9EeHQ+HgVOfkMgUyw79bv+llQBLlSsMgXG+eGX5D8COV+9jn+CIGmf+utt3JLQGtrK7cMQOAeiMcnn4vDx/6DH/yAa9xegRvine98J832lN+dLEGEP0gJyBEIAEB/06ZNrtTJxEU3Umz+mtClKzZ6klIHn4u8X8yn4bPeKvz+5LLrYx407PyBC7TxOYC5PS9JpJTaWSbYnrMthXUg0buP0odeoHj/4WqtAghE3aKtAlo0AZghBAA++dT8XqrGzD9e4Hf+YCtS4YTPFYCF5oKJdgVIKXy3UBUV+qzc/VXcNx8DqPNVN+cUdjEQfZ0dHPNxYaEeOvtq/8lBAaWRXk4CePe/KECSSFN2yQUB16RsozH7D1DuV//qkADIu971Lnr3u99N8+dbRpBFixZxQjAVAhLwwAMPuEgAwP/666+fMvCHpv/aa6/x56gv8P3vf5+PYakuQnzxhZQ4/4/9ZNkz7VMHn+f+96gysuLNPKLfHe5vPc/0PCWaP41NOBkQVqpSqpHPY94xAq8xQoqgwXgVJJMsNxQIOoIGdQaBFk0ApiEJcMFDetGJifPvRwF+mUjkElToa/BuZBMjALdNEPCvF9p+zXZPA2gjeJA8OeVcWxs4QnUvbYtuBWhfTqXGOdIm1BequP+3VPj9f7leW7J0KW25x6pGi654UYr3QEuG1cC2HIxVsJ3HHnuMkwGA/3XXXTchcQh2zYNK8vrrr3NXBAT+frhHXLO1eQGl3nxz8PIkwNvIDVPqwDORjy+34BzKLjxHsfQZFB88wglgDYsuMKRlwkXHAEy2XLPiDvlPFOgJB/5K/n3y9QUIB/6ytYFnBZRiZBZcl/1SdoyP0YO7e8YI+q3puavhvwSafYwQW1DLE37ouBVIGItZZ8csn3Uz1cBTBBMRzbUxBkCWS8FTm9l5IuIBGKCZAwfJHDrq0oJRBQ9WAGjjsACoyuHKsn37dvrnf/5n/nkQBrvBULUCArF8+XIOwt3d3ePW/NH17ytf+Yqz3TCB2d/O9X/11VfpG9/4hh/8L/kzKeffVKgs1uuJvn38GkSRQlsnI39dLp+9IW2v/tUngmoI1IrMF8T6Y+xem8/GruzRFzQR0KIJQI0TgI0kmcGRBuh07JMK91QV2BcJ9NUlh41UkUojKa921cUIwN1VAj+KmyDDASl83TT2ZjxTKmgWE2MLfbFFinSXrAGlhjYOKogsr7itUpExuhSZyXr3xVDk9sdal1Bxz5Pl/ZRKlKmro0vf+EbrRozHK2r2AGqkx+3YsYMeeeQRrklD4x6L+wD7W7FixZgD/hDIiGMA8MOagCDCm266qeJv6O/v5wPy3e9+11Xtz2hi4P/GD1k5/16GbLjJAIL+rP4MlaVU10qjyy7hRaCkieDcLakjL0feVg2InEp4agsMbV7XxdY3pBX31XJxMS0ha5g+BZN+kzxKUgBccvaAKAc8gf5976U0AwwMwnpgZpM8KNAjd9LND99RSdunMRTsmSSB9rNDem53pO2hcglmvH8fKQIQR864koq2+d6lvVvP63f9NBIJQIBYbsEa9U3lIQK5J/8fKg0cdP5euGgRbbrrLg7sAOQzzjij4v7+4z/+g773PXfyxpw5c3jDnjcyMoEUw8mUZ599lh599FH6zW9+w0mALWvXrqWPf/zjFb8Prd9ujHTDDTc4xYAMBvqpN/2fZNR5MiIMtaULHRoDWv66rw+KPp19tVTm15AukMFjPuqf+7Eq9gNz6AIqp6q2Ss87pPnfWQP3Ao4VqYRbpqTAkNVYzNuMa4tYQ6YNk9KiCcBUEIB7SEoFjDeNULxxNAShJwb4K/UZKJ5sIDMf9wLqBaobWLRPBeivn2RN3wveJ6Xn3NwpOvZVY6nAYvWa93WA/8jKt5C6mI/VAbD+hZ9ECgostHVQqb6NKjGw3G+/SaUT5dO7gBGA/+OP/5iuv+466+8FC3i54Eqa9wc/+EEX+MoCAnDppZfyRj3I6Ue64XgE+4GPHqV5MVT7xT6++c1vVtwX0gzRvAjyk5/8hL74xS867yXXbKD4wi73nDbUyxWi9JMRI/+Hz1zLLQDlr7t9/+nXd1Ly6Cuqr25gc21rlXOtS7o/ZHC8UkEiJktwzPdWe+xVaf1WYHPQOgAicNupqDGiRROAWiQA0KrLxYCaRhkBGJmwwL5qgb+MgDEq9Db6F4+bH94gLWi2tj+eRcsBb7JK7Pq098mOcGa/w3UNbMkuvZDybUs9fvvy09hoH9W9+ouKJICXiJ1/NgXlqvOXC6OUfXwTmVK1ugULF9Ls9nb63Gc/S/V1ddynX8mHDkE+/+233x7pt8+bN4+b+jHw3M48AFivXLmSP3/llVccYId//vDhw1xTx8DzSoJ2wMhsqCQo/GNH+r/vfe/j++IzlAF0+s23uOeqEbxEIbUupm75676+Sy6g/Kylyoh/PMDCExD4tw1NoSZ5TsqWA5k4nB9AIsZCpic2lbAy+Mv3/FpNAjQB0LJ5HUD0HvvPWKpAiTZFNTYzpK5c1cAfrc+AOZL21QZI7k7cVPdw3fnCaqG60SOZ3mspUlm4LraTx1Rr9QS4qmweVmQGJE/so/T+7ZWtAK1L3DXlPQQgv/M/qHi0XHEQAX9LOzv54zuvv96xAsAdECUo76tf/Sr953/+5yk/t9dccw198pOfrPg5mPoPHDig1P7jc86iFE/587jF/J15OBlLHq5cPZeX+V2wRtwKHgIg/qx79QleIEohy2qpVr+Yv5VcEV0VtPJ7q7WeKday1yi6u6NPkACdvqgJwGlNALpJrgWQLFJydv/Ytf0JAH5neyWDiifreWaAsxgfj1HDfzXc6dXex714nPpFFO6L+/xAsYKyC9c4Z8dQWANSB56l5PHXKloBCnPPdH231LuHkaw+KhzcyZ/L0tLaSrPa2ijGQK6hsZE++5nPcCsACAHaBFfKCIDceOON9PLLL5+yc4qYha997Wu8n0GYIOARpn/b93/bJz5Bv9+5s0yGmuZR+pIP+5cmhQsg3refN/4Jk2LDbN7kx/tdU7IqJHv3UnqfktihJO9t03yuq1wRLeLxzkBybikrVwqQ7+EWu5sf3iJp/64Tlpk9QA1LjtPIkRYaOdzirTGiSYAmAFrYjYMb0VX9IzW/b8ID+6oCfvn1XIJKg76AwJucG38GCVsYXQGZtiAgsJTx+N491oDM3t9WrOaGzAL4mwH6o09+NfBzAHf4/9EPAM9BAi6//HK68QMf4O/DPI94gCha9Uc/+lHatWvXlJ/Ls846i+6+++6K4A9B218MyAM//CH913/9F+0XfQBsSV/wPorN6vDPe1fAXo4San99mWyw6zi67DJGyBKe7RiSFaFAdbseUbl2+oT233earVGdghyrXH09fD2wxFFkEvU5al2931lPSsU49b+0gAojysZWM3I9mQkS06dgkkXhBzMLMQeHfWnjzqpn+F435T9NAfxmQGdB13ekPgPetOpUgVslPHKXIC4zTZSaHTR8DvjOKJVPongtu/A8P0nw3kyDR/l3Dfa5+ILzAsF/zty5vA8AcuH5IMuv/9JLL/HPwB8fFOQnC8D361//Ol1xxRW8u+BUDcQTYL9RwD+bzTrgj8JDP/3pTymZSjnNkGzJPfP/U6m3xzr3vmFdE35+Q60wScouOo9M1Pi3r6XnOmKgYU9AXMdtpyH4t4aAPwlrAID/du8aZp1OK4UZqc3NZxykVIuyLsM9wrqgpcZE1wGYCrHaAnc6IJBmi4+rFkAA8AdaCAwKcwu4NX4jvNcAWW4J098sKEsP7t42ky5D9ugLh9JzV2PBc7X5jeVHOLib6QZ/RT+nB73BWw8n+g/yWgLK84jXmeaJ1MB4yxIqHtgO1chjWDBpZHiYN8IZYho8z0NPp/njy6+8Qm+67DIeDIhgOVQINIxwIx0q+b397W/nZvZf//rX/HEyx3vf+15esz9KC2MU/YHfH9+D/AsjDQdFESD8rhGp9C+VClQ89Awf5uBhHjQZb5xTrpKBktD9h0L3l1t8PhXlbAzDX0TIyI1wa45Ctk130/8Y1yYEcLwnwic7XfO4GKMYW8MS9eUmTGh2lm4dplIuQUW/JWA921cnW1Pu14CgCcDpSAAchg22bCQLHtCvBPxGReB3g35E744pFkrEARRd06GbHfe97IadURoRIwBPkVWx0FVtBjXaeY34mCGbWASOiDJNKPqTYSTg5IFgK0AhSyYjCgbTQo1kAxWP+03WAMAi06QxAPTQqhEHgDS5/oEB6jr/fKc7XqW0QFsuvvhiuvDCC3mqHurrTzTwI3vgH/7hH+j9739/5HN95MgRbgGAoIDRk7/8Jf9dXAtnBKKQzztxAY6w81caPGJZUWZ1OtcCwXohHf94eWe4YAzH3mV6bhDrMbPvaU74FLIBBPE0XJsQoOxY+2Dab+w4SqV8ggN5mOT76ynFAD8GC6JZLmZmWwEKg76Gml2aBGgCcDoSgAtI8j2DKccyBYoe0R9g5h+Dtq/eicHAqsQLBHn21TodblZRjjjDFvCK1cjwGfbZw+TpV2AwDZRdGK5B2oBviHazZVMyCv9kyExmGCAFmKNhBWDgj6DAWONcNuZYpu1SMRi8cjkOhvD97xfV/ZYsXux0y0O1PsddEDIWLlzIARrxA88///yEEAGY+T/0oQ/xNr3w+0c5Doze3l5eHRAC18aWe++l7Ogo9bHXT/b18fgF/DbbOuC6Fgz806uuY5fDKgcMc32MkYIgKbQsoHz7Sh/Yu8iAQbztc0CzH6TK3V3FfOucMWV4r1mxSf5z1jn7KFGX4wF+IAP5oYwquK88d3sbKdk0WnYjikuQbMxSLFXkJEFBAmAN+J6uHqgJwOlCAPDvRglvKcZuskDQnyzg931GKi1sp0u5+wR01boVACWJ2cODZNVIfyyKFofSqeyzIADz3VaAE0yLXCDVoRcnzWURMHnXQmiRQZ0J0Yq4lGnin43VtVFywXkUQ4ogrAPZ/kASAAHYo/AOrADQ/jk5KBSqKtm7atUq+sAHPsAfoYGj3S5cDlHBG+Ntb3sbffjDH6YvfelLdMkll0Qy+duC+AXb779//37a/JWvcP//wQMH+PEUhPVDBf5cSz/7nfy82ec7Pnzc1aJXFt5BclGXD/zdjxYRyOx92iJ6bsHcviYKeRRE85fsKXpfZNl3fjUD1qY75D9TzSMUTxesOhhMScnMHgQvprxfm3fWqezxJiu9OZN31hRw5jhb4xJ1ecqj6qjbIon77mpNAk696CyAqRBFJkByzkmFth9ySSJE9EfV9gPfYjdpCWmB7pt1C9388E21qPWTVV9hvWcxvylKFTRBHB71AQoD6tElF7rPju0CkP6GpPf+NpAE8HiCWMKzVrKVNJ6k0uBRKjEikN29jWlXbhP4nHnzqIUBP6wBn7jtNlq8eDF/HX+Pp2kP4gNQdx91+J966inf+ygjDMKxevVqDvhjFYA/wB4Cl8aX7rqLnnv2WToSoaCQkUhT+ox1FJ+9ojxPGWDHA1wuJju/2WWX8sdy2qAh3UaGM+eTx3cHaf8I/NsUYb6AZSBYrlN6eZuYbz3TeG3aTh73ZMPi45SePei6BeAOGNwzJ5gIkGX6r2ffLfc6sc5/cTRFA7vn6jRBTQBOaxIAAuD42uKtQ+U4gCDgDwzsGx/wh30VbgDTUxyIybJaqvEtcvpdvkuPINf5jgjbcZVpdiwES94gysf6ewQA8GMjveyRXT88DyAAUaQ4epKGXv2p73XUCECmACcBt97qIgFtbW01O8VBLuB2kMH/+eeeo8OHwo0ysYZ2SsxdzQdIgDxXY8O9ZOSGlOCfW3QetwC4Swfbz8vgbxRGKd3za5X2j4JVF0zVfKuBNQjkRa7saVv21qvAHLEAHMzNckRFjikIw6+3BcYH1C/sZeTBXegMfBkkYHj/bPaYVJGAZbpq4KkR7QKYOlPb1bL2YCRKfExaYJ8L+I3KnMEsawBmLundV03EAsD3mp67GloYIpczIR9Fl7RO4RIINDHifVIFBI6IgEBxYmLZAV4IKHnsFUr07uUBgwD+ILN0VIklMhRL1VNBahDECcjoKI+QR8rgjp076Zyzz+baOXzmMKFnMpmK2QFTKTDlo7Ww7fOH2f/rd99N23/3Ozp+zF9pL915OaUWvYGSDPAzK99GyXlrKNY4jwdOliejyYP+YqPqhkyF9hXcWmOEmv6tx9ThF4KI2p+w+dFTYc4B2P8lwnxbL1r01qY1wErDsxtjdYqxigLadxeZIpCFf78x6/Lvx9N5yswZ4GsKQN27JmFNgxtBMpTxz8bwOiMVhcE6bztynNfDbH2Z/u4UTQC0hBCAZeQJBEQOfjTgj7iPaoHfDLEL5V0M/5THArCF+Fb28J2gBUsh0HKuZovy94JIgAgIRGj51a6fzzRFHkDGHlOHXqDkiT0W4Ps1yPHfgJlWJQmAnxzaNIjA9h07eFAgIvERGAgzO1IF0UHwVAtICUz+iDGwwf8L//iP9Mwzz9DggL/kdWbFWgb4Z1Ms3cRH2UdvVWG0Ay9xrq16//5JijiNQssicgX7GerIf1QNDKjiiMC/L4fMN/j7Afy3RjwV8GtvRJopMk2ixBRMIfh3C/DPVPM1mOzh3zd4ul+OZP9+onGUuwng1bKJAD5XN+8kxbwZTk4mrUlJRgJKjFyUci5LwFMzLeVYEwAtXgIA86Er3zaWyY8f+JWgP0bgp9qzAsD3yhZUBPltDFrAYAYO0MaxKCM48CdBwYEI5GLvbySPeReNYhDpPxYtv9g8j0x2TN5hFPIM5IpKEhCva2Ha0WFRhEg6PqbxA2B/9rOfcU37fClFEGQAwXmnwhqAY4HJH5q/Hcz34IMP0j985jO8yl8h7y+0k1neTYn2M8kboOcOuBRFf4Z7gUD+/TKtH+WbgzR+h0CI5+nXnwkK/PuToEh+EV/yqJcYRphvENSYeA+bU3vY9l+skbXnHhpHy2IE8RWGMpSEZu/UVjA46Uo0ZCndNsgJQWZOP5vLOeX6ZXnRrO8A/AtuN+NjmgCcGtExAFPHwn2BgLwpkLihJi2wrwrgl7eFEsGnMhZALMLQvgLb3iHVLrdgNWUXnU/Jo69SZs9vwhZmBGttCdhXNykCAkNBvmkeB/pi3SwyE0n+d1U3HlLbREc7uBTwt3niNcq9/AiZJ18P/B6q8P3N3/wNf+REJRaj+vp6Hh8wFUQA5AMWCBAQG/jR1Q/NfXZK9f3dhDJF6aWXUrL9TFsVVExFqVRvtp9nUvj2naqn3LxVVnClYZNchf9fBAQmTh6khFr7D/TZi2C/wI532cXn8/mGjoRWp8hQgrhVzLu+U7juAPhdJ6F+QR8jnFnK9TVwn35Ymp9XMWhafpiBfF6aD57r541bMv3uzeyxZho96qpvcSdbV+7QIKEtADNXkO5yzQqXpsl9a3FzAjT+aP79ysBfvokdK4CbXJycCqYupfatD9ay59PwqrdRAe1eoZU1tFGxdSElj/cotWxsC+ZZppX9RGEF6GHvYeEPdS/wDnMLz6XRFW/mzwH6pbpmrt1XLagVICwDxcZ2i1DMPYto9TVkNM4lOsF4liL4Dfn1DzzwAAd7kAC4ApAqiKA7uA3gFojSSKhqq0axyHP3ofXDKmGKlf9b3/oWB/99ntr+zs+sb6P6lW+jRMticmdVmD5tnY/8sLrgDztfPNc/kXJZD8rfdVsDuPvm8C6fRYVJDwPkDQHzbqOYdxkV2Rxd9kbKzV/N94iqkPl5Z7L9FIM6CpKYTx87pSmD16zoIinQFTn+jZ1HeKofzPEw2cM3D5dkqRAPJwMIBjRj3MdvesuWK4FfVefEoMJQmoraAqAJwGkn1s1YTrlBHECiGFH1mhrg973nrQvw4O4vTKbWL/yum4I0MCzE2aVvYIvxpbzkLkl6oJmo44syKvUZeaUL9lIAvXAJuD7AXkP3natV+8svOJtGVr6FCm0dFfsBTIi0dZJx9rWMCMyxLo0iDQ7aNqrrwQdvEwEQABABADQAGyRhPGQA28b2ENxnF+6xgf/xxx+nT33qU/SLX/zCqWHgwutUI6UXX0KZjssY0a0jn6lf9Xcxy67bSAD5WmmlVoYE+8lkAJp/QODfBlWgHpt7d7GHz6u+AJP/yFlvpWLLIrehIZbgwaIgo/GBw0HWAJAJxKJ0i6DUvileczplAgBg5il+sXKGS4ytQSjmg+C+ZItl5jcDyACK+yR5pb9gM38Q8Jvi88XhjCYANSLaBTC15jiYtO+SLQCxpuEqgb8CtptjuPQB3+GNPvyVvCals1eEVCum7S+hkRWXc1Aul+lV/4jM7ieD8r4hyDuGaXaHZHFQ1gQYYdp+aSwa/kQKLAGHniOTDUJbYTxKgmp97373u+mqq67igYJeQeMdDFgHQAq8jXj4uWXkgZcoZsTBrkDoOx+lEicEIAOf/vSneV0B376aF1FyVgcl21Yqklu8Xf4MeeMM/Ic8XRiF9YEBb7FpjnveOm4Eb9qflaqZPKx0v2/1av8B9SRcc2B49Tox59z3junpVIiA0fT+nWFXEuD/5SlNGVS4HmHdg9afbB5mj96I/bK2j1S/XH8dr+YHrR2m/4alx3jRHzXwUwDwu29PpAN6ygTrboGaAJwWBMDXUzveNhAZ9McP/Eak77ga4Y4wpu7O+d3KbtYNEwj8nYIUBZr7AcCjHRdzAlAJ+OXc/RQDgfTep8MW4w2CDOCadLo0ztnLaLTzjbU7l1CKeOiI9SjKEpsneui7//hXPCYAqYITkSUACwK2g7F7d5lQoTTwrlf2MDBooHhDOwOHForXzyEDZMmIK6ab4Z+LhsM02RwbVk5IAHChdbH4vOH5rkSIpfeQ9mfklMR6mVy0R/j776GATnhw86C1sJKwBBABVJPMvPokfwwRFwGdgnVHWe/CJgM2EUg0jHKrpBvYKdBC6AN+z7plKm9Ng4b3tVNh2FVZEsWAtAVAE4DTggS4CgLF2M3nuAHGULhnsoC/rBrGyRzyuUQnJBhQpPbdHqb1w+eKwCu0eo0K/PITmGbrXn48LFgLC0+36ye3LuKavxIQcygANMQfYwJkinWt/PiKTXNP+fT61rry71y0aBGl02muuUOrh4YfVH7XBnvbbWCDvhxYaLcrhmz698fp5b0e3zfy+J3qh4Zn6oUQALhrFB0W0XOh0L6ibD1wQNhQBv3xfHMGvIkTe1Q/zxX4J6w+9wXNPRSDys1f5b+HlL+n/J5tlbCtARWCBDeJ4+qb5DXHzmroqvRRRPqnZg1SsmmEqgnsC9L2yUMi8BQEoKgJQE1IQp+CKZdtLm0X+fbx4uQDv1nlpkrsu0Vfh0Bb1ovFa6zA3yW0/u6gz6ApT7bjIio0z6sC+E336/A3Ns6h4bPWUl3PUwwclOus6xhMptFmOy7hDYFswI8PHKX44BH+qKpK5zptjAzkZ3dSkZGIUqrhlE40ALnK3D9ZugSDXw+QS1qgSoMGkJTyavBnhIpbfEBYDGvrVufKci66yyLAT36JEn37VQfXI89XQTzvUt4LbL8jK6+wyJzUCro8z2ywl39YeQ4a4m+QBxx/3e5fULw/sAwyjmM9Ox5YAyYPAFFlb/O6tYJsbwwj3Hlu8q/jpn6LBIwH+A2FNYFdptGEyhqnRROA00IekwkA0u2MTJam2r/vews3ax6BP3Er8K8Uahy6cqwEQFRWuz3sM1aq1XmWrqcEfrW2LwO/HHEOUB4+g5GA3U9wEA+T3NwzuNUANQASfQcqAr4PdEf6mOa3g4iNAiMCuflnUyndMOMnNbcUmFZbWLer33BrgfLUBPCruiQaMSo1LxAqtb1NozxPHULgrv8f7z8U1HXxNlvLDir/bJO30c5LGPlsLXeANKRAt4pEoDzvDMTPMAI4tPoqkTL4ZJA1oBPaOTuuyU0ZtErt3sbH5nVYf24Q65DaAnK8iROAav37YcDvWAFKMe+x6V4AmgCcNrJV1j54pK0ZsyJvpwD4fS+z/fN0Pwb+kUsNh2gQIcAPTTu0IAny6keWv4ktnI1iXa1s5o8PHOFBX8X6WZ76/eXCMBY6JGjkjCspvW8nJY++HHicHLwn6uY63sNHfs4ZnNTMWPC3VnU/AARp/Q5RU7sjSg3tXBM3nPcNKYBQfiw/j+VHKT6kTMfbhuZQUnEfpRkclqJRzL1EyrH+mIaEYJwIWK2JkWrK5xsbTnBgCBEoti6hwa4NjIA+yclAgACMu9lx3hZUr2ICycBWsQ7dFEQGeKoeU05iyWLVwG8qPl/dOqZlSu9dLVMsm9e9JgOh0ThabgxUNfCP0b8P33426U3ziyqRo3bFwguNP7CkKk/tW3we5eetDjhak1eGQwMeFM2BSdXIDfK/HdBAtPaZa6VYAdNHBmzrQPp1kIBXqvvFqE5XyPEcdRSpiSFXnWunJWufsQSVkhlu9rePwaddLr+MvV8/qVPr3reXQXXJkiVVtRGuJJViAGyyZfjWf7//P4ju4jyVoIGrfP2G3L5a9v8bvEdDUOCfALb7gshnfs5KXtwnqJmQKb1e/9KjnHTKcxdzr9g8l13bRm7tKXK3lTpgENYlZKhUaCK1jU5Fl0HPuoQKf5l5fe7rVsG/74tj8mQLwPc/8rqrq2UPW0uWaVDQFoDTSXCDb3T+QpS9TAAmE/ih8aN2dwTgjx+N9xXnFAH0J8UxQ/qimuyipvZll14kUu1MDuoI5OINd0TTHV4WtoLgM/Uv/YyGz+jmLXdl4C/78Y/y1rJGMR+NHbPPwWxrAz/XWM1yuVr7OoAQGCYa1yCj4wgnAVxDlMAeroG6Fx/h9QRQRGYmih2oZwoC5pAwj/m/ZKhrE5jJOjIzzWRwv385b9xt/jcczdoGbGO0Pwj84abqFha3wGC/fFsHjqqs8rvM/mXlPr3n1y7wt+ZIznIZDbj9/CACvMgTCjxhLrDnnCiwv4fXXEup13/PAwUDBMe8nd0/d0ZpVTyB8mXZOokSwJl5J6s086uBv0wUfDpnD2nRBOA0k/tlAoCiG8ZYgL+awD74JKHxZ5PBXyokKdmToOSrbGL0WFODLUC3VfvjKuVWO7wHVdWYBoXFMMY0+pBgqUiCIL/6l7ZxUy4AF4s1LwqUG44G+KWi1QgIwI9StALwDSpJ514KDPOqQ+I1TloYGcDCjyp/puhyh+3WvfJzGjnzrZNmCdjbT7R0CmoVjWTDSRQ0dNMB65JlzsfpjMUDrEBJy4VjlnvJG4YbNEyV+Z+d7/jQcdUmbdX1nqD9jSy/XJAx0wX4XrM/Xszs/Q1350Sei7BOwWLlmdMliQzkUMKakYCA2ADcQ3exe+lGmrqUwS0yASjl44wEZHid/8rA7zbzmwoLAf8zHw+6TlpOgehKgKdCrlmBxjSflG8q7gKImRWA36hO25e1/uGMt8NfectDsyi253yK7bqMEntSlNzv5DBnRFOTyIuPiLCGubViyhFKqHLtSZj3J0LQ+x0+fvhakYsdqu1zLbVIMdTlz4/yhdgoFjgRcM6ooai5aJiKOoz+1+KMeMQZsSmh651NAhjAwVfN2w1PQsneSxca1C6s/qgHgDTAiRBUF0R3QlvufT7G8bGCKdshRibT+k38XlW/Arxf38aD/9wz2RvPISwL9numZVkJIHijFJBlgmqO3N/ProthBBjVpOepQ89X7zIKOhVsnsVG+x2rQUDZalnshlYGGzsmtcugVa68U753EbDHmwCZnuqjAaWATRdR8K9ZBVQBHHGlAH5PVwE8dRLTp+AUiBWR65r0Zj4RDfhNNfAHgj+a+gzWWSl9vlW9kWLPraPYzmvIOLKc76fIi6645MaIwN/JxqMUYm6tBeEAwgA+Jvz43LxfLAQClxodFK+p8sPZ97Hgpxl4yFoeOg2mDr1otb+d4LG3vzwTULFvokTeFqwM6MEw2vFGGjpvPS+YhL9VsQ9RxMy0WOcKlgJYYRyLQUlYYfzP+WfgnhkJVCCVcxBFhVDcB+4Gx8LD92d6XDzWQCvoAFO97x6eZEEczXYRTDvZ1sny+RrM8IqAJpVPi6PVm4az+NjvW6951itTNHyGFbKoIUcTAC2+G81NAIzxAb990w2nrUp+PotAiow9F1Ns+wYy+qWAJdy7cau+uSTdolpfGPjfQVbHsclanHrIqp7WMybQl4AfGpcVXS47eUOAnVT1mQzFxz1kQf6T7Td1fI9kWSBKHntVgJc5oeN3h90EQFXSt1pB8SA0IbLlxRPufaIWfnbJBTR8zjt4Gh3iOqoiA7C+ODEWNtiXiYBDCETQpT1iatN/8G54sN+5lhvCiU8oo1o5bqHkgH9IJckN/c99fy0buNIIYkOe/Z1kmdEny1yP+xApg/cIN9tkKCdbvfdZHmV7ZY3fdGv8DvB71iu7XZMpfb5U0C6AWhIdA3DqxJUOyDV05MfGTAXqUDAgBbzBgV9hVTAG5pPx0lu5v99FIYwys0cRm0SfqyXtLWTlEHuBv1v8hq4JOic9YjwmFoYOocl1R94H19pjZQz2BOx5nb2mC7oN5fkI9fsrtilfDrswDCwBiYHDlG9Z6LyfOvAMjS6/fEIn1YvHiI6NkOMGOHz4MC1evHhc2zx+/LirguBDu0uBk7DYNJ8PSLz/ICX6D/H8/DBXDNw2xIYBN0GqnsxEukyA5WA/qRCQQxqiWBgYqc3PXWURW1d+v6G8hNgPjj2973dBm3QV7hHR+j1ei4AoeNUp5u754rFzAi7zRioXENo6SWvTrWUrQB2lWocr+vfd76u7m8ZTBSoOpStaarRMkUVUn4JTKJvXbZeBzajLkZHKjwv4eaoOfGwq8N97KRmHzy6DojB/lrWh8mt1Lz8md2ZDC9Vl0sJWMbWvgvQJLQljj/Qc5+KG6gA/xn3p8DEDQCxOUxIanTdqP+g12fxbEulsbpOwYzUIec2Qtulsy/Narn25q7nQ8Flv46A3kfKGeQbdfFFZ02publY2CYoiaP976NAh5+8n9pfoGztLVW8HJCAKGbCJlpnIWGZ6G/A9fQC49l+q3EkT5YSR4lfKNEnbKQcoyqmF9nP46DOv/TLoOG8ab56+IM6dYlwpPR+LbKOJThlU9CxpOuOgx79PVQG/TRZyfQ2U73UVxrqTbn74Dg0G2gJwOsr9MtDxqoAeAhC9HLAI0BlVgD9M/q9cJcz9Cg3WMH3bgrYkBT7Bv79eFFTB4nVPFQvWNqEd7RHPd0hV2boE2N9OUd0HAAfUm7eHQT5AtzU6k+vfIRq9R2MP1eiVFoHqrQSJwaOUkwgAOhbmFpwzoZPqd4dMNgx6w/yYA+LQ4EECqmkPDM0fwyErbGr++3PFMRV04elwbBjzz6b4ACMDvfuDovctMsXIJ7cMxFMWEYjFHYDhQX8RwB9EK7f4Assd4TivDWGXsS0MpiAD1v3Dwb/nV0HgPyFFelRlfwWpttuFd0jPK2nIuG8mNmUQab6b17nPZT5ORqIUAPwBwcnewkFatAVASzjT5u2BY2bVwM+FAb/pjrC1wP+l64mG2pQasEGmL7+d+0Lzw9wK4AFyAHdQap/to99pg75XKxGxBN2Slh/J/MerrSVS1kLOtXxZ+65szZBfM7xkIeJrXiuBlR5YvZUAI7tgtVNBDhHpqD0/0VLPTtUnL0vS0mapTS4D/1mzZnGLQDKp9tGDKCB2AMAvxw8A/D//y7wryHDciw8DclTVQ/3+UKsAADqR5lYBfi0YSKvaBnsJR27eqnJ8RqDmL7kYGOFAkZ6AY9nC5vNNU71ESMSgWxCDzhCyvE2QlB0TsDY9Ku+nbtEJitflPPn9Ydq+AvjZH3lYAPq0BUATAC32jeauCphhN1k6Hx30nRUvxoP+XOa5YtoC/2FU3vKYqQPN3eXX4AP1Fj6hckDeThv0gxYcsXjJgB/JasCBXiz4VjCZB5ADjl0O4Ir+mkyKyqTCRZRIESWuOibFawZ5XA7ssdC6kAqNc8rgumrdmCPoK5KAN6VcJMCxPDAC4CUB6BiIdD+vcPB/Mjeh4O8zRTISADIADTyUCIAAVtD+UXoZ1fhM2XXgciXI1f2s11D/Ib33t6KYU22AfwVi0CmRgfOpHGvAQVXufDghBGChRQAqm/nVwO9cG00Aakq0C+DUy70kNcdBNoAhE4BKwM8/Y1imf49vztizlmikXTJ9+gvXmKbpadteNmEXWhZ5CcBtlcyMwkVQnR8/nuBgX3ICwMgNuAHH7m41Z3o+FvKa73nlbcoBfcGeg2guBZ47LxGAOAO9YkPbhE+sETaNbn8sS+vPTNANZ7lvdWj3UTIEfneoRP/v9jwNF8xJ1RYQeIoRHzrB6zjEhk4o5rlpZQIESSzBtP4zqZRpFQRRgL2rOLFwAZiG6L/BnjPiA7IbyyrBf2utgT+kUuCh7bIbxy66vBhuVvDv+5YrbffXBEBLRdkiEwArG8CQ2+BVNNTwCn/e/NrX30x0crml6RoKIqHw+3uBCi1REUEt5ckjG2CTYsGBW+BKiuzHjzOwryMT5VITln/XGzwXepyGqfDne0A6DISjblMZNxCRTIhtmqbn6hnkSge0rnm+okl7PLJ1V56e2FegNy9J0OVL4tReHz6fhvMmB/5fsO+8eKw0pTcDr57YcQnXxBGD4i2xG3gPMPKYn72czylr/hjSjCib+02JBNizJb3v6aCCRrBs3TSdFhNhjRufC2DzOtzHLvdcLFUI8PEbEUDf8FcM1KIJgBZCwE0Pu+F2yIwbgM5dAVFuFuTV5jyXcXAR0dHzSeg3FDnoTRHAVmxZRIkTe+w/oVlsFIuDDfjR/PhsYUZFPF4CF1q+bMo3zegafSCpCC7NW2mbZuCZnhzLgxdsYPYuNs2Z1Gl2bNhkRCDHBlIEDUYCYoHgv7e/dMpvi1KmkbJLuoRF4FXeHyLws2xe5eesYCcyqdD8vYBvX3Pr79SRl8LAf+2ktec9FbJ5He7VjeLebfX8VrvMYwd54nxg+jd86cnVAr82CGgCoCVI7nWZ3Aq4LBXMs/b9OOrxHRcZuPZc6wEiD5AFvubXpPNtS2UCALknEuAn66ya53UtVpqb13dejSYtg7Tv2KuzEij3U/U25fNE0ciV9H1TdTHNqVseQQaODZemxY1hWQQu4q6o1OFdcmpqmUBlB3g56WJDu1LzN+WrJRoK4dXkkUALQ88MBP+wxlyhlrtk69DEAb9mAZoAaPHJFpKLAsEFAM0+UQwEfi7Q/EseTe7AFRYJCPJVV5n6xoGcLcKVOvLBd4+Idt7OFWluvK67FBQXsk+Tl4E1x6bRV/htLpCuwkpQNt1XbzWpZCWw4xycY0Q6o6lXxlAi0DiHRtk8RAXFxIm9/oWMkVRo8lZnP7fmbyjM/8kTPUHgD9DfMMPAf2NU4u4D/+Zhigtr5JiBX0/tmhVdCrgWxOoN4ArY8XXN8mIoAv9yHu0fpv8Tqz1A5X5ueh3SRBXL2xak6nUyaCHVKj/3DN5SFaVg8yhywxZp7tOPVDKXKpbhDfodzroyltK8IdsMfC3iNs1Qr424BnF3qqYp1QWoKckP19ThYM7l5p5F2aUXWrUBvIvZ0HEO7LyboyvzolROb0UzpoEjFD95MAj8105R572pAv/usYA/TP7JWUOUmj1Ipgz+Ki5vlssDy0Wi3Z81SPv/tQVAS7DADVD2vaGYTyYfSJ85+HvRZt8fKJTU8Za3JSsY8Mgupt3P4iZ9ruWn6n3pdP79SBp4NWV0Q4+9gpUggkvB9gBH3uYYLA9h57jkAXye315rFgAG/sXHN1H8rZ+qPWsAm4foOZA6+DzFB496SMAJSuZGeN1/A5YVW/MXpn8UH0ocfy1o0zML/C25xbfoN42wUW4qWPLUDjESRYrXZ8v1SMZl5o/WvlyLJgCnuxVgK2Pr0EDKProc06RTBZ8hgLsIvIF/R7vYa83RQcmzTZe52xPABs1r5IxufzGcKlLflO+HxCeYUvKW0kc/hm2Oye/vyzIY/zZLdc0urRblamutVlrpwE4y+/aT+cIPKbb62tq7X2ANWHQeJY/vpsQxN6AjTgC9LNCUSA78M0b6w8D/phkI/kSegL7U7AFKtrgtO/F0TiLHVAGwxwf8mgPU2G2kT0FNyRbX/ZRPOjeNy5qW81b7SxMdviRkswEmcGULW8VrAds0aWzbNAM3H938H7Qff8hDtG2aQe8HtPmNfJwk1Ujn2n6KSpL5uoR6AJ4WtLUwSi/82JparzxK5tCxmjxGjHzbMsrNX+1f2IZPUKJ3r9NGmFcdPNETBv5bTocFhlfzkyemk8pXwcyv6gKo2E65iRN5ugJaozTqK3i1Qy/7mgBoseTLbjUM/bPjEqgYVtCfNz7gWJcI/AsA6ah+/yBANIyA70fYplEFsAdu06M9VLNNogr7oSqO3VBYT6r77YWmuW7u1thOE90SeLzDPPYSmcOiTj/Tpi0yYNbsQDvi3PxVChLQS3FGBIzcECWPvRJUQfC2GQ7+rmDG0QNtlD3azDvymWwtqQb4lf59F/C7t+EmCQYFBMjodsCaAGjhgpoAnspelqlfurk8gX+xgRglXp0XYeMRwHECrARmFI0+6jaNsRy7//vmWLdJ1R5nuOUB2j/S2py/kxkqNsyuOa26+MKDbh669ykyj75Us1YAfsxN863a/16Nt/8gJWH2V4P/lglroDNNlAqTKRWFgToaPdxKw3vm0Agb2YOzKHu4hZfoLQxmmJaeYopHzAf8flQfF/Br0QRAS0UrANIBS7ZJzfBp/+mnU5R6/dUQ3FcAkVFJK64yQn68VgIvSI/JShDxOKvYphnFSqDYphnwfh796CWxUtZqTPtnmr957GXfLyg+8/2atgJYloB5VGhd7D5wAH8w+N90GqwnIDiBZnYQguJokorDaU4AcseaafRQK43sa+cEAUQhy0YB5KC/jkqoOjpW4GdvWt93SY9e8k+dxPUpqDF5cPeLdM2KjeQt2IFWnPD9S3n/Rs6gukfqKDZyknILzrbS75RYJgequTzSCviVXjP8er1hmK7XDGmb7m2Fv6Y+JvdrvmMyAo7T85r7mCocp6E4JiPgOFW/LeJxogGQ1ZNe4FK6kTetqTUp7fpvMnutwk8rcdxs8PZA2QEyEnVkzOqo6dsHaahxdj/wVsLBgvr+f3KarCejbNzN1hRMSRQby1TzdZMpIBgAblgGikMZ7sdPNGT9Fj+vO0BhFiwM1HutnrfpRV9bALRUsgKATRfclyv1TDkYEHXTQ8wAFbV3M4pGX+U2x2wlqKBJj93yUOncVLYSmJW2qfL7tyygYl2LW/ufe2btadH5YSrt/bVzjGvFcKwAjBxYtQFq2xKQm3sGzxIIkGlX339CxOq4t0z89q3j0bxBBvxugQDgl6wDRa3915zoNMDalC1kNQiyrAC4uUbSXpNaX+q5JBazbk4GDj5PuflnK9DIDPwzalMg91vu901ou+PZ5niOs9abAhkxKjTPo2Km2Qf+plNHoYa054PP8KA/yFI2ZouxnQ1eew8BgS/+N8XXrK/xVS3NLS6qioE006r8VUcC+sTassV5bfO6LrHO2I9XSn9XMA8EdScllU3OX7VUEwBNALQE3Kib14Glbyyvzr6b7cvGiNFjEwCUQU30H2KAM195P463KZD6NarQrCe4kA8/pnE08AncZ400BYKJv9Awm8y4W+vhvep545/ay4gu7vqJ8/xNVLYVv4vKLSCLu39OsSUXk6GoDllLghoA8f7DZBSy3rduPy0tAMFrjR0fsM333uZ1nexfjBvltciAO1IF/qYC9OV7Ph/XBKDGRLsAalfurGQlEOlLjjajdgNUmaJnBLD3oA9F3ubElOYN7ipaRRZD5GOPtk1T0vh5Z7rWxZRnRMwP/ist8K/BKHrz2Ctkio57yFM4XxAADFDKP5CJwrNbazojwB5WISCfbGw+513r9fISiRz0sLGNvK2B03n3IuHK9/fUAZAtTH4CsEefZE0AtATdfJ7CQDL4i/dJ/gwKnxjFnALnIvroq0p9C96mOQZg598zxhFLEAbsFFbXIGSbhjtsUSUo6lOsb6V8ywLKMcApNLbzdD/3XZag3IJzqNg4t2Zd58XdjzuHe6UE/vZ4Kxtt9m8+/iqV9v2m1kMBqFTfFhQLcA8jAZ16kYkglhXA3R4YzYF80f/BwG9/yMz7rsU2fYI1AdASLF8OeP1e1XOjkAvyewZr0lVaCcwg7XsCLQ/RgP3UNAUy4wkqpmDeb+OgX2SPMPd7tX1HW25ewBsllXgcQG0ipTlynEqHnuXHixqFlysIAKwCfyT9rsJzP6j5gEAzFnfVXZAEGu09enmJJHe57oZ4iWKZXFXAz0t7o+hQ0Qc3ugqgJgBaQqwAOxQs2TbLcRH1y50bKXXo+QD8Gm9527FYCRQauDE1RXeiWAnMKN+HWT+RoWLG8ukDUErpBl9HP9eal0jz6nTZxRfwXH/TiNe0qbwkaf8XCLDPCDJQLx4x3sjGWfYH8yNUfOmhmncDlNQEANLdfM677tCLTKj2v96r/SeahysDvykBv7jPSjmf9t8jghK1aAKgJUTurPC3y1IQHzrBy59Wo9X6QHoyy/1WaSUwK2n01ewzguXBZIAPLb8EEGeafTHTRKVUnQX4RnBFM2j4hdZFlFu4hgF/lwX83BVQ43ZydP3b/7TzO94tAb5qfEC2brz2BJn9r9f07ysGEwDI7YwEdOklRgn+PisJ1/7rc+WeAEHAr+gt4Gtdrs3/mgBoiWQFwI2yVgD/TezvLYpPIWMgNBjQCeiruaZAk2N5iN4UyOCxB+jKB9AvJTP8kZv0jeDbA2l8qDyHqP5sxyWUn7eKii2LyEzWi77z02OUDj3npP4hiXSxpP3XeawAGWEBeIdMAp5/oOZ/I65ViNzHSECrXmh84P8oeYL/ErOGQsz8auB3smL8FoDH9Ik+9aLTAKcPCQhkzMhrZouYkzYIAjDacYkH6ALS6Sq09HW3wI2Yohe1Ja8SkMO2WV5XjNBtVkp5tH6LpchE58Co5FdqaOdBf+7gsunb5LT48iPO8+vYQEuppFgY4tK1L+GzZFUGfK9YvYfw+vHdVNz/W4ovvrBmf2OJEYB4bjjo7U6y/Nw6NdAN/i7LSLxhlGKpvEKrUMQUeW4H+P4VKYDaAqAtAFomUFzBgMGVAU/DpkDcBlli3EUMCktxtCTF2EFjyb1oGaWi1bynxn36kf3jDLzNkV7+29CjUA7+C3IB4D0UB/ozF4n4aW3/1pB4DSE6NTAE/I1kkRItwx6Nv6zt+7sDyqY4g5cQ9sgOKYtJiyYAWsYr/c99H4zauamSvXt9Gq8PpGdqUyAs+iWmqxbzqD9qPaIhTIXKe/MLKTo/20DXDbbRe/rn8OeuvTAtEq1la96vHzVKnhEAWy4F6REjHUIEMuL9q+VrxklEbWcDuCdZSXX5T+/UwBDwT83uVwb2EVHFFsLcAjOS0tp/jYp2AcwsQTAgT9tBOiCqAyJFLby0bvWlebEAGFWU5rXfNwPg3f/9Ctv0leYF4OfJKArQVy/wPmktxqi9EKc5+TgtKzRQwnDfDkvyaQv1ZFPo0HEqJOtmxGQx2sp496yHAOAxKWkIOKMF8TfOumxfirUtq0iuTqWYnutlMHJosHlSSrkInh30tvY0BH+A/n1kuUOkC2tSsmVQNMcyQs38ZeD3GApg/i/EA62VWrQFQMvEyVb5D78bYJo1BVJlAthvsAUc2jg6IcaGe8nIMs0cZV9DwL++FKOOXJIuG8zQO/sa6G399XT+cJoW5hMUN/yNMVNmjFbk3OARG+mbMRaAGCMARp0V5wVbwB6FFUDW/tMSOejxEoCa/70SMMVTVsdAf5vg0y81cPO6jULzd4E/Iv5TbQNkJEtVafyuM46//dp/j1R+WIsmAFomSvqf+36PTALKBKCa8rYRgF2RjmdORmle+R0H8Hsp3n/IAn0EdsHUHyxA663Lsskt15xsoGtO1tNFQxbgJ6UDNsR/KllaSLuPo5Bj++6bETEAGLG5q53fhk4AcaH52yTAa/pPivF7+ZzM6qz93+q5hrjqSJlVyOmRGgiT/+Z19wirhyvaH2b/ZHs/u9DFcOA3/cDv/azC//9lvVJrAqBl8sQxr/EGQVIsQKT2uhHL/QZvpjorQVAqIMy0OH6Y3BN9r1Ns4DDX9o38aKXfv40N9Bi/gBGiWWxseMNwuq++FEwuoP0bAf8tzWe4JcD1eRyH0Ium+0h0XOr8rp8LAiCTgIyk/dtuAThKfiefj7aOmv6NmEe+6WjEyDCLFPe+Z8nMTg20TP5o8rjRBwiZPCWZ5g/zf1hgn834g4AfnytlU6rqf1v1El07omMAZp4VYCtbvHpsk1764PNUmLWUqk7R86XdVdsKN3ybZYuAvdCU2EI9RAZbkI38sOXPjyZ2tcT7RSCkSrrDNhCneOgOVubq6Pn0UHmRHD3JjnfJjJgvRqaVYk3zqTRwiA6Sld73DnGp4hLgQ/JCY8DnDtjngn239rMgFfEosZhlAckNUSmR8lZ2xL0zM1MDN6+7g6yOiP77oGmU4o0jIWb+gDMa0KHLHE36wV9H/2sCoGVKrAD8Joe5HOWBc/NWK1vlogiOvy99ALD7gu8otP2uu72uf5tYfI3RfuuxsmZvS48N+HiM2Ns91KQbM8INYSvybgKAjILY8ImwMrPTSuILu6i067/585+xcY2kzNn5//IV3iWfO5j/a5wBWCZ/74txTj5NNk/jo4NUwLV0W6KQGghSOTM01s3rQILvIW+gH7+IJiVbGfFOFcYP/LbSwDT/UjYZaJ3UogmAlskTtG+/hYRvL71/BxWb5nnKooZo9BGsBIGZACHbNLIjTMsfsEzoatOrSvo8gF+VBnHTwg90V74Jwm+D2cUkrwkwGCsHjcEdUaqbGVbi+MLzKS8RgF6h+duwGaNyESA8/tpFADpqOgOAz0BR6dD5G8F/wgJgUx24AlD22SNIDYxKMmsV+FuFNWOjkvwy0E/MsiP91cAfHP1vKF/nxDGrDP7T5n9NALRMtojKgDBf3mdrQHUvPUpDa65jq32yeo2eIlbw82zTKIwy7aqfa8ux0QErFz+ayIA/3ojhUAKgiv5Xycp8Pe1ID5QXTva7eABixO/XNgNIU3zOWVQ8uovwCx9m44/FpSxJj3lBAqYTAUB7bL91yeQ9HyxiKkoGI+akkOVloCVpFffQ9EwNtCL87yJPkJ+t9cPcH6/PVqnthwO/LaXhlNb+NQHQcgpJAGIBttjMH4FQDc/+kEbOuFLSXNXAXjbdV1nuly2i8aFjVmoetPxCNurhRvHjj1XOD8U+ikgAcnUuAmCTgJliBYjNtQgA5Kds3EDl3H/7KoMAIG7+Rfs7TfPYCpKmWnYBcKLmJQUgLMIFwF1V4pETBX8PCKQG3srm5aZpBPydZJn7u4O0/njLEE/1m2jg54WCYPr3pwVtIi2aAGiZUkE0fJcYnATUv/AwjS6/jHeuG1vRHbeVID54jKfkIT8+Ft2s30NWNPBjFN2PPykWgAQyAIzKG2ky49RWTNKJeLkeeny4j0qZlhkxUeLzz6PCrofILIzypPDX2FhK5X4AuNqw3/xSnjGN82rf/J8b8oB/ydL+heZvkwCnNkJ+xFsgCHKXcAXUfv765nW3khX/o9T6Ewz4Y+l8FcAfBfTdnysNp7173qJb/2oCoGXqrQBwBcB86ZT4hEm07uXHeExAduEaKjbOoWqaAnEffv9h3nIYwB9R+jyA3zMVv/+mhR/oVC6E8ppoxKlyx0NLzsjX01Pxky5wibHzyTsHzgQrwJwzqXjw944V4D0KAvC8TBpmdSjLNNWMmEXL9eR6jR1vLO7W/KlMBEAKYoUczwzwCOIB1tZsPEAFrT/ekLUi/EVVPyWYj0Hb953yfEKV+nenXo3/N3vvHSXHdd/5/qqq0+SEMBgAxDCKGaAlSqQShpa5kmyvScpJkncpYu1ny0kSvc/v7TnvnWdpn89Z73l/iPJ6z8rHxyatdVwHkVagJFoiKErMFMEkJoQBQOQ0g8kdqt793aqeqXCrqrunQ3X39wNdDdjdmOmpun1/31+4vwsBAForAnhxWD3wxJg7Rb1vnCKzd5gKo5cKIbCBzJ6hQERAW1mUYf3U7En5b6rAbfBb5TlFev+686dSLinm6Gma9cojYWCsDtkNkNpy46oA+DrZaQC3AOCA8fPu6zd8SaIjAPrSnCIkIGUsec4KKEcBVusBCuJryqkTWGWX41nf205evzzIZ2DRqfD37t+nOhr+8osU3v9ebP2DAAAtFgHiy12cy/QvFNzVLrv4wtpnONMrj0+VImH+bDU/ho18uXBvb0J+9d2Rk182AKqcAdOg8VKWThorLiMzI0VUR0QAhreTlhsia3mWDjje/hU+AfBi2UyI12m5QUpy/l9bUQkA3Y5nlT1+l/G3t67aooALZ6101h8d+pz4DD2WmK2BcV5//7Ic5UN8Gmn4V73/4LG/8P4hAEBChMB9YgF70BEB9ygXzfxi1NnpbqapeXn8WonZ/195+L/MlfleOtmzJgC40FEaiw5JAxgbrqLi28/Kv/PGwF91PfdyG3n/8j0GOgA6Rxm5jL7l8vyJvDUB3IxKcV+TsTUwzusfFF5/qrSurXxrf9FCjf7aXzUyl7JBp+Azj+wlAAEAEiMC2HDvEYvYFxwR8ClSNQdR8yDVuB+/2eyZuHs4TgCkapj+O4o5ejzgac6T1SFRAGPL9asC4GkxPuFa/l90G9f+TYn2/rmrZPBBwzmkJsTz90UFZG1AuWhwjdZuDbT39XvSeQGvv285xIOvxtuv3PBL+NS/oPePvv8QACDBQuDzPJxz0HeFGEz2dPYlKKxfF+9fLpY17OHncwFYBBxOrS2y9nbAztgNoPdtlMbdnD9NZ8iu+r/Jee6gJwKwPdn7/wPev7Za/Lfq+ZfD/fJ5K/CcPEtACgDNbwxbszXQ7ub3VaXXL7z91JDt9TcyzB8w/OVDf9Sn/j2AlRYCALSHGJimzjqoYypy4mupKoP/rihAoccjAGQaoFTonDTA+PVk7v+e/PtzYlztPP76qrHJOhGABAsZvwDQuajPWPP8XR6/5a8HIJ8QkK8JzJbmbg2M6uHveP2Bg3maYPht66/be/+9IPcPAQBAy9gdJwCoRgmwo8jn410IGJxOaQqUGruCCo4A4LD/zzi/7ZLL+9eS7P1z61/L9Nox3tbHBYAuA+/pA+A2+L70QDkaYAXnS+O3Btoh/6+qBC038kkNL4gbVqqv4a/E6LvtP7z/tgXHAYNOJTIFUGkHQBV2GqDHuxjLinOrIwZX9xsbrpC/Fxv9fS7vXy4afZuS/f59zX+k4dedDn88OBWgGeIxQ0YFyD2cx1afc14bslTuCvPK62T82egfUhl/vScvhNqcNP6rxnk1b695jbb/ZN/yrgC/8XeFENaSI1rI6YDO60rw/tsZA5cAdBp7Ju7mhflzUa/p0/vkEce1/mGf63B67ZAZPmDGyvb728i2L+L3KZ3bL//Ke0JY3pwrC6DJW0nLDiZ3UePtq64IgPT+0znbmGn2/SPNZSg1LfY5rfxc0BLekt10zYsrZ157vc7Gn+fv34qR84oZi4zBJXt7H/m9fS3G2/e9LtLj1yqq8bTme2QKwOf978Eq1B4gBQA6kalIAyH3/2vr+gGTxR76vn8JXlkgKzfYERfQGL1c5vqt4godFv/tLnHUB7cltgCQO13KQ5rcRoqNv9P+153zV4X7vd0BKbBdkExNdhj0Ub+tgRGn93GBn+Hb3tfw/H6o5Rf/KxpywPuHAAAgSeyMEwDrtP+UITsNcDjligJw4VnwSNm2RBNeszF2ORVP2c1/y/0PjaFtlOjmP6rwf7rHcZ596QJ/HwCXMPB3B1x9ThcTx7T8NQb12RpoG//Vtt1u9FyejIEl17G99TL81Rl9d8TBCu77R+6/zUANAOi6CEBaS3sypbWOiVJW4X2WbEPRAYOjAIEFY2hbot+zll8Kev8yj6/L/fyWbn8lvVwPoK89p3kfC31OnhgYMK5TTqfNWo0/G/1DKuPPXj+P1T7+vvy+76/R+X1rLb9vxeT3A/92VXho8P4hAABIHk4DoMnosJdRB/Ov0Y5ib/ADVVh0ltb2H6mxy5x2vy5jNLQ1ue+Ze/izCPMIgB6lYS+LgbDCQEv3FgaSvzDQyKimFm8N3FX1pLWL/R4l//5+YfBTo3PC+y8Q+QvyGljYF2X4yw+bCzn/q/fB+4cAACDR3j/n/g2tPpmvATNFY6bXEEgPtEMiADxSo5d5F4zeDW3j/TOmLMxUVPWXjfrqcyGevx4mHlJ2JCAI1wNUvh/0j2+/R2X8Oc+f3jAnvpoVevuNMPxawPDLkU/btRBe7sXSAwEAQKuJbv/rNACq17iq4D07fm0PemdsCUxtumZtsejbIGsDErv9r+AL/2f6ZAOggPEOCfd7HncLgUDEwNkumMqpdn1UvjXQNv73BxblXJ5SIwtO3QFVHuZfj+G3VIbf97Dzc63FQPRjL3r+QwAAkAQiGwCltfrWvU4q0gB8oFKnRAD03jFp+BljcGty36tpyo6MHu8/N6Aw3mXDrogKRPUB0NwRA5do4JMzg/UAfGrgnbUaf97mtxrjp/Xk96sw/KQ2/IGXL6dVwgPePwQAAIlgKjoCkK6j/6/JNAAPjwCQeWirY0Zqo90MmPP/7eL9S2PlhP/94X77MUVUQI+ICuhhUYHU6i4DH+GpADvnHzD+Rt+KXenvN/xNzu9bYa/npj/LAe//AeH978OyAwEAQEvZM3H3VNxr0lr9+/X7owBaYbmT7D+lRi+1F4vescS+R3nN3fYqnSOT+xjo4SF9qui5mKiAkwpQnAMxrDLyDoEUgZYuiuu7rC7soxYb/vLPCrb85b4HqPyHAAAgETQ1/18e7/DVAXANgB2O7pDWwNkBSm+5UX5N7HssegWA2Tu6aty9nr8vnB/zHFUYFbD42gRTAXdWujXQKqSoeKHf3lrXgsI+5WvdT/C2v0IgffYl4f1PY9lpX9AICHQSu+O9f63uP3TMzMrzAfLaWnMYaZA65HRAJrvjfck9/teX+5cCgLcvuo7/ra4DoBXsAFh+LqyJEIuA3BBpS4FmgH+gODXwS45Y9aQI2PiXhAjgNICWLXgNsuevWk2Ne5QPh77edz0XA9v+uOnP57HkIAIAQFdHAHhc6k8DdFAEIPERCp/3z4bfzPapG/+o+gC4ngv0AXBHBSK3Eup2yiETKAoNpgI+8wgfu815FQ6fBxRDaa5HGNxsdGFfRd4+UbVhfuXTnPfHtr+ORMMlAJ3Anom7J8nupBbKaGqUjAZp3unUIn2r57TXa+obdU6SAw31YhbOBqITpf4NVBy7dG2XALm8eNd/Rz5XflzxWNRz+sI50koF/9u87+Kr/xw0mn98+6QjEKYCi3O2QHr50J8me/xrk1gIGyFIfAWIvO3vNsw8RAAASApT0UqXGwDp1KgQwISZC/7MwkpHNQVK5GBDq0hN8ImAqXOHKugAGPGcFtYHQA+PCvBjPcOq/gC8NTA4RzmHLoxpZl8mUEnPx+zKwrsme/zuiS37/Qe3/eG0PwgAABJF5AFAGT1DDbP+YmQsgyZKPhEgvUCE6Jsa/leIgPAuf9HdASnyOT10K6GVyto1CEG+qtoaKB67J/d0dlfP3qCI5FQAC4FQI+4r7LOoisK+UMPvBDPyXPin6PePwr+OAUWAoCsiAOUDgBrJpcU+Om6sGSTuB2AltXCuQ9CK+cjnjfkz8mth4xXeYj5Fod9qON9fNBjxnOYqLHQ/x8dCcx2Irz9BuR7gLpfx57qVL8o5+oZt6JemlgMiQE+VhP4wGxPmV50syB3/lhWn/RHdh1nXOSBBCTqCmwZ2fjnq+T6j1zkDoHFRAPET6KX0RV+MzdlKBuoPb7f07f9/R3GAzuleUaDnF6UYM/vG7Hul2fdL01z3T9MintNXn9MUrw17jhsE6XxEtNcKX53ddM3sypnXnnKiAXwOwPjqgnzOIE0Y/OKOvNdAF1OunQHeMP/6DL/6OGBrJSO3/vm4S3j/r2PiQQAAkBicBkD3RL1m0Bhs+PvIWga9kZ7zbAeUhkFPNVB2dPEQ3r9mFj334JcWt9GglaJDqUWfCFiQHrnZv7Ei411+TtPUAiHqudXvpdnpAFsEeLhFiIBvO9EA784VI03awihZGZPMDa7tjZb988qHAzXK8MuHeM//UsD7545/X8Jq01kgBQA6gamoJzNapmlvZGuph15Pza0ttaWCfSY9qDv+o385BSOjAIUB+fV72TNe2zp3Whq+/OarKg7pe/oAhDwnvxfbU+c5d+qAMn1k9gyRvjTrfitlz993/K9Opd4R+a2yz2+g0uZlMkfWfkdzOU06RwE0qwbDr8W+1nKEhsL481ZFbPuDAAAgkUQWAJb3/zcD7gfgFgDyZEDTVHWJA+tBHgBU8l77Uu/qfb46VAScEoJQiIBNV7mM95pht8rW0f9c2eBHNBEKe67Uv1GmKnyHFQWKAc3+Mbu1sPPvc9/fQot3HPZEAazFLGl9VWwNrNTwl/++ojzqd4/w/mcw6ToPJCdBl0QAmhOYnigFTwckX5ga1AHFNb202O+5F1cXBuknVzYFXmdcPEmZ0296t/F5Kv595wJo6iZCUc/5txKWBsdVWwPXfh3h+dvHC6+9D64FyLwy5jXW+ZQ8lKcyj98V5g8JGnge5px/cMfBg07jItCBoAYAtDV7Ju7mHGpkv/XB1KCdl20CHGvgnQBzetHrg+kIttUT6U1ba7UWG8ws7SwMBV7Hjw9YaTqUWvB6PivzpIvvURrw1QT46wFUhYHlokDlcyH/ju+/+Mq1CAFDnB0gs2+EVDUJ+kyOilcI59twmWqOTqRKlRn+GI/fG13I+ff8s9d/Gz18cBkzrjPBqgTancj2v4bGvf+aG36fKPXQMcO1/UuGqrEdsJERAA75h93la5znvps97YsEnKCMeCI/fm1t5wJUsJXQ/RzvQtDyS0J8rKWIuEiQuxbaYsH9Hsj+OUWd0m+OUf66tVQGh+m1nG+XQKyFjy4c5NQCQv8QAAC0G5EHAK2F/5sHFwI+619hWQRoyLg1wvgzl5X6Iu8zpwNIJQJmTxB3iMhvuXbNeFOwmC/suUDOn/xFg+R5rji8lTJn3nLmg0GlwS32UcKegkKveDDeGiNyCQDprRdSpKVL6zL6qxRTqi1/CP1DAADQ3hEA+wTA5sICIGvptOI+HZAXfAOFgPURAN7wN4f4B8z4+2yLAE2IgFPeRXD2uPya33JdsOLfMeJlwx5WGFg+rkdZNOg6QVBYbSqOXCI7FBYHN5OV6VFHH9yFhcU0GccHqTTh6jHBBpsFwHoMPwsmU7PbDXuZIbT77QpQAwDalj0Td3MldWRnsoHUgDwDQCtvzW7SOGUs0wW94FlrcTBQnfAdtHNNcZB2mL0V3ZeNZpas4hIdT3ujCByW12RNwHiwHkDVByDiubgGQ1YqQ1aWtwcOur6XrqwfWP05hukVAPxopli74S83EuK8vxmITH0UDX8QAQCgrb1/OwLQminOUYCDhqvgi7cCGqgDWDdWsKTdDv9XzjsK/WQtWPRcn7e2LTVzzI4ETNyw6tWHef7ucL/mihR4ogIREQN5VkAVWwn1s75GViW9RsPvgiv+SwHjf58w/nsx0SAAAEg6U1FPrh0A1AoB0BtcidEPYP348v+catmq2noZQVbP0o48F2nmQkSARvmtN4YbaAppIuQ+cSfmucobDDmvWQo2k7K4aE+PawoUMt+4219wy98+YfzR8AcCAIC2ILIAMKtlqVXmlkPNwYWZc9dIA6xPAJg+77+/6ntc7gy5g/fUK0XA29JurmzdWbGBVhYNKp7zFwauNR8KKSh0PaefHSBzg6vJFIfu9VJ1hl/+u9C8/12YYBAAAHREBCCrZ1r65rb6twOWF3dQI4rwf7Gv6u+S0gxZHFqwCuEi4MLb0oiubNsZ0gGQYsP2dd9KGGbUKzX85Zdzq18r8Lp7ccwvBAAAbYHTAChmoU+39D1uM3t9AoCPc8VWwNrtvxkUWWZvTd+K00MFp5gwXAQclV9Xtt1UU9i+uqiAaisheZ7T8lrAk18z/hXEQfhbLWdUeX8+6OcBTDAIAAA6wvtnD09vcadrmZtOnwuswqgCqNX/9xf/9csTGGuhR++hhdJakWa0CNBoZftNNYXtyXVQkBWzXTD0OfHVmD9HqRPLVJpwCwC9YsMvKaTs4YXz/tjyBwEAQFuxM04AtNrQquoAtKhQLohxX70CYFupp+YrmVWcEBkuAo7IW7a8/Z01dQAMO3kw6jl3hIF/Pp9kWKrycnmjBbrt/XtB3h8CAIDOiwBwpXerDS17pywCzuhrp8BZcnHHzatJAPi4rDiwrnuc03O0bC5XJgLOHxGParR8yTsr7ABY3XOeI4Ud8aCZBfFzp4X3f3Y9l8ku+lvMql59F/L+EAAAtBVOA6DJpEcA7ChAziMAnLZyoGrzbwWiK0PW+mo8clqWlmm58kjA+cPEm/GWd7wrImxPFRTzRWwlLH8Vxj9z8jXSFIcHVWz4pZ4Qbyi86G8vZhYEAAAd5f1z7j+jpxPxRjeotgNCAaybbVxfsU6FJ6NEIXH1SBGgcSTg5siwvbuJUFVFg+KPnp+nzPFXSSt6f3Zpi6/zn27GtwJm428qi/7uwywCEACgHdkdu7AnxVCpqtQtCICq8eVNrikNrftbpoVI5C2BRasUKgJW9My+l3vynh0nqXPTxDNsZce71cV8ER0AA4WBvq2E+uJ5yhx7mTTFgUdWWubsh9euSZSs5KIFZcU/iv6Ay1kCoP3YFbewr/U7b+3gFEC4j4ZRyfDLpUFhCe3ruv77k9VzkRPtquWM8mCcNIuAw88KA26QpRv2OQ88nL/zY5brv8vPWavPcRMf3T4h0vm7cfEkZY++oDT+/B5KG0v7ombSmirgM47FZ6AQ2CExLcZtWD4ABABoZ6ainsw5HQCTMlQigD1EjMqG3/vn8H+97g13i4ybaxdf/ecH1CLgEOUOPy0NOBt0S18z5mXDblXwHD+WPnuQMideVf18FiC3Oe8h3vAzbPhXUqrvw0V/M1g+AAQAaEv2TNw9FfeaJKUAiELaAsOzr3AEubw0ULd702PkKplzd4aKgLNCBEw/vWrY2dBbms/Yy6+uqIA7MiC+Zo6/TOkz+1U/etox/nuVwlezvIbfcoy/ervfbcL478MKAtygBgC0G9Hhfy1NSdtnb0cAZtdMPx/xaqIOoBIsxZ5Ju66iPvdYp7W2wBFwzcmDLAIGr/sY//f9XhFwUL6f5ctura4DoJmnngM/IH1pVvUz9znGP9xjLx8EVJ5KRaXxZ+6F8QcQAKATiCwA5L3dSdtmv9EK8TJRDFiBhdYD3n/Oqu+BSjxnym2BQ1j1vMNFwAH5demy91Z0LoC+NEO5I8+GGX+ONtzrMf5/fPukMohUhiv91cZ/D9r8gnABDEAHRQAyWjpxb3iTGZaSQIg/LvzvjwBsL/XW/f706j2xc27PxN2TbhFAynTAAep75RtkzJ3xFgZq3sLA9JkD1LP/sTDjf5/4/nsUnr9XABim1/gvwfgDRABAB+MswpNRr0la/l++J+Gx8ljRSi7TrzmNYkAYlh70T+qZ/3fPGe4dYZIZFwV4IC4SYCyep97Xvk1mtp+KI9vJMjJUPv+Bt/gZF0+TVsqHTnFVsZ/DsPJRDvuvpFWNfnDAD4AAAB3FVORk1lItPwEwDE4DvK25urqhHXA8mlcAcC3FoNWYI55ZBCyZS1Ev2e0WAFEigNFX5mUnvwqRFfquYj9lFML7A8yonP8D2OsPKgEpANBORB4AlHHa/yZxBNIAwrhhi1/08EcAtpu9Dbs/OT12N8Cdqgcdj/0ux4jXQrnYb2/M63Z4/qukw/gDCACACMCaF5dL7Bv3H1trB4WR5w9t/qNpgTDJFaXBht2fCuoAhvdM3L0rRAQ8KL5c6kQIKhUC02J8Qfzbm8SopEJ/0vNfpg7jD9YNUgCgndgVLQAypCX0qL3tZh89SWdcEQANuwCiMPSAgOJr2KjUCW8F5BRS0SrGCdB9ISJAdgwcvO5j9zrRgp0h8/Ux/h6OaKjb3Cd7qx/6+wMIANB5VNIAKJfgCICS8vGvIICle5emK8yBhv9Mnj/zpfmol9whRqSRdYTAAw14e8NRHw8U/IFaQAoAtAtT7Wz8pffqN3LkRAEwvIOvja8AcHupr+H3qNeITQNMOUdRN5c/vn0Kxh8gAgC6megCQD1DSS+t928FlO1gzSLubIz3b0cABht+f3PxdQBlIfpgky+JKvyP9r4AAgAgAsD0JLADoCoKsN+46DF0mrWMOxsQAN6CyU1mru7d/1QYpEshmTfzUS/b3QIBMO37732O5w/jD9YFUgAg8TjV18PR3lvy8//+NIDdLU6TLWIx1oalpxXef3Po02M7Dd7Z9InzmUdYcHDtwV6y6wvg+QNEAEDXEFkBzdXbfKhL0rm+NEKPpk94HjPTPWSszOMO+0SRRwCUGh/+r0JITnJHyvuPf2W6ySLgXswOgAgA6EYiDwDqaZPqf64B2GR636tlpJ2cN/b+y/3/RlpxzXqado+4DkDXYpfFKXwkASIAACQgApDRs23RWfct4yKd1oM5/1K2n1J8MIxVQgTA8Ha3u9IcbPq9ZUG5UFqMeglvB3wAH0sAAQBAA3G2Xe1q9wgAV/8/nH5b/aSmUSnXT8bSRWEBze692cLz9hcANmP7n59evS9OACACADoCpABA0oldbLMaRwCS/YeNv2cLoN/z1VNU6hkM5L+7yvtPBQ9yutIcavq96llHW2AAEAEAoH7EeP89if8FjuoLMvwfawCFCCj2jpKxNENaqfv6A/ir/zn334ztf37S8lTJ2LbAvBsAlfgAAgCABhJfAJhgp3mFSvTNzNGgkbl4gsx0r/D6h7xPcDqgZ5hSixdI67ImQf4CwEsa2Ps/jj6jj2aLszXPSwDaAaQAQNKZinoyZyQ7AvDD9Cma1byNZVLzZyg1e4oyZw9R9tQbwtCXAiKg2Dti58O7pP2vpcj/c/i/VVQQWWpNW2AAEAEA3UAledack/9PIkf0eXrOOOu17cLYpy6eco67Ff9dWKbMmQOU33i51wBKETBKqcVzXZEOsFLBs+0vMftb9n56k9sWGABEAAC8/6yerWTPdkvggr9vphWh/wtH7Up/FgDO0IpCBJw9EBIJGLX7BHR6BMC3/a+Vxl8ujGJeVRAFuAMfUQABAEBjiDwAKKtlEvvGf5AKhv6N5YukL8+Rndj2Dq2wIkTAQYUI0KnYN0pmho1R5zYAMlPJEgBMTwWnA+IjCiAAAGhBBIAX6CRu+eOq/+eMM147Lgx7euZtj+fvH1pxhbKn3yC9sBwQAVwYyG2DO9L75wiHL5LDAqDV97Ffj+1BINsC42MKIAAAqCPOwjoZHQHIJu59c+j/G+kjgcfTs8dsgxchAOQQr8mcOxQUAYJS7wiZmd6O8/6Tlv9fnV+VpZjuxKcVQAAAUF8iCwB5YeYFOmk8Kzz/YOh/jvRlPvBHq2ywCDg/HSoCrHQvaeI1nTLMrNfYX9XC6n8/FRQDYjsgaFuwCwAkld3RC3MvJa0BwGl9iX6QOul90CpRavZ49R3+hGFMnz9M+bEdwkP2tjrmmgD+4Or59j9FkH83+zCkNa4sDSfm3vYZ/TRfWoh6yRQ+qgARAACaGAHIOgcAJWl8I3048D7TsyfsPHfg1Pv4YUcCjsjaAD8sAkq5obbPAPDv4SZHhowAJOWe9lbWFhgiAEAAAFBHpqIjAMlqAMSe/yltyfvhWpkXYyE+7x9XEyBEAH8vP9xFUBrQNi3+K/UOB7z/m4ubWtL+N4y0lq4k1QQBANoSpABA4qjEo7JTAMnglL5Ij6dOeB+0TEpfPFmnw30sSs8ep+LguPD6Bz3PcP6c2wSl5s+21T3m9+3/Xdj7v7m0MXGNnVhsrpgrUS/hfgCfxycXIAIAwPqJDf8nia+rQv9s/NnTrWNAmjsIci8BlTEt9m9oG8/fzPbZ79fHMpVoViskbjJWIDZ3oS0wgAAAoD7EFwAmJEn8ePpEMPRfWCI9v7i+0H/ISM2dlrsKlCJgYAMlvuFPjsXKxggxNU1JK+7oT1W0JXEKH1sAAQDA+olcTHsTcgAQG/7HjWDon410Iy0Sf39dKQIGpHFN8na/KONfvqZv6jPJiwIYsVEAtAUGbQdqAECicBoARYZTc3ouEXliVejfWLwgLHFp9bCfhn1w589QSYgN/3HCZm6A8qkMZWaO2WcOJATO9xcHNgU9kJU5MjN9nk6Aj6Teph35QVkTkBQGjH5aLC0iAgAQAQCgVd4/V2XzaDVc9HdK8xoEbtwjc/QNCP2rhrF4XgoBP1YqS/nhrVRuKtTyan+OTCiN/7wsXpSiyQU3Uno8dTxZEYD4OoDJSk6vBAACAIBwdkZ7/60vAGTD/33DZ6CEt23ISvzmJqh5m6FqB4AUASPbnF0Ircv5l3LC+A9uDjX+/DtwTYNW9HZPfMY4HRBYrYQLT434tsCIAgAIAAAaFQGoIBfbcL6mCv0vzZJmlZrm/buHnhciYOFciAjY3rJIgAz7D46rjT+/X3dxoy8KEHadW0m/MRD3ErQFBhAAAKyDXdERgFxLT4hThv6LK05lfutK1WUkIEwEjF7i5Nib6Pn3hBl/fp/nA+9fW72G3kgLX++knPLYF58GwMFAAAIAgFpIegOg0NA/G7QWeP7BSMCiY1wVImBsUn5tjuc/JIz/luBiw5GKxfBrpS9fJM0sev4NX++kpAIqiT6hLTCAAACgNiIXzz6xALdyS/i/8B51H7Loz7Kr/pMwtMKivQ3RtwPAMtIyEsAioJHXyOT2xEMq478oi/2i3jtHDvSl2cC/5euehJYAGS0tI1AxYDsggAAAoAYqPAGw+eP7qaAnymFr2es/YZ1rtFLBLrDzbwPUDCqM7mhYJIA9/8LQRKjxryiVUVgOHIMsIy9yV0Drr20FEShEAAAEAAA1EJv/bwVsgB5Thf7ZW01A6F81OJQuawL8kQDdoHwDRAD3IygMhxj/pZnqtjfy633v+7GEpAIGU7GFgGgLDCAAAKgGZw915MLZZ/S15L09lD4UeMxYmRdGtpQ4798bCSjaNQHyTAKfCOCagDRvqaxDwV8vG/+twcWlsGSLpGrfu3i/hiIV8L/S+2lZK7V0nlZYg4JiQNAWoBMgaAvvn5v/GFrzO8M9ZhwLhv5L+bVe/wlHRgIWz1Oxd9Tzfm0RcCmlZk8EGvFUQ2FkmxAAI+HGv8ZrxDsrLDHM1FrfhxltRRYFfrh0SUuv6YAxQHOluaiXcCrrAXykASIAAFTG7qR5/ydl6P+Y90HpnV5MbOg/Kh3gr7BnEcAGvDC2QxYJVnWoT7aX8puuCDH+9emIKK+zL3rxtHGSDutzLZ2oFczFKXycAQQAAHWKALQi//+d1JHAYxz65/y0RVpbDVmzsDgTEAEMN+xZGb9aigHZlz8s16/p0uDnN1wmxuVkpnuUxp+389XnfVvK448fMg7Ko4NbJwDQFhh0BkgBgJbjFE1FLpj9wutq5gFATwlPc1rzGh9uV6sVl9si9K/Gzq1zwZ6lBz/6pd5ROaQhZ6HjseyG0uB7XiKuDR/uU8/rI9MthSXPz+ZUwL+kDtIvF69qyVXs0XvklsC8VYiLAuzDpxsgAgBANFNRT3Luv5kRADYwjxlv+2ynZXv/8iPTxsPiEwtnA1vt/PDRvZ4RZfyda6MvLzTkPev5JdJ8uwJe1y/I0booQGwaAP0AACIAAFRAosL/D6WCIWaj7BG3rffvU/75Reldm+lesozalwEu1mMDLbftNfDacESCUxXe+3SAxgs30LDV/AOiWABcKM7ULGoBQAQAAJvEFAA+rQr9lwp27ryNCv8qKw4sCWEzJ3vw63wan6/gLgz2xtnwp5Zm7d0QHFZownvlFIMbFmks1lrBoDEY+5o9E3djOyBABACAGCK9pX69Ofl/Dv3vVVX9SyOndezFZ+Oqid9RHhdkpMji7ZZlb54PEXLC72z4ubeAt0lP866LXlghS0/L3QtlWKw9bZyiW0rjTb1m5bTUsrkcJ2wfxMcbQAAAoPaSYqulm5UCeDB1QHiVRZ/RWZQb3zol9B8Li4GICvtWXwsuCCxl+z2PfcuYpklzkMat5h4UxYWpMQJgCp9wkGSQAgCJ9v57hPFPCW+r0X3zlFX/wtvVSsnu9td1w7TTDyrx1ux3U0EagNsCT+IjDhABAEDNzmjvv6fhHueM8Pv3+qv++WS64lL3eP5thNyOqac8qYCT2gI9nDpMHy01z972p/plKqBkleIE7gO4awARAACqjAD0pxpfAPhVZeh/xfbzNIwkDrsg0Fu0+JR+IhDFaTQVFKjuxkccQAAA4MMJj0a6bP0N3gGgMhqyKM5E6D/RwyJ754JfzBn7A2KuoVGA+PmJnQAAAgAABZEFgBxezWiZhpmRWW2FHlWG/lfgZbfJNkZbqK3BOzkeNJpXDzCUiq0DGEZbYJBUUAMAWsnueO+qcTn4rxqK0H+xYPfOB20BNzOy5C6RtXv2mn6eXrDO0E3mpob//IyWpYyeobyZj3rZFKEtMIAAAKDyCAD3XG8UT+on6JDmPXNeM82Gd7QD9YdFm5nKeB572JimS62hpnQJZKF6PloAcFvg+3CnQOI+O7gEoIVMRS+s/bIBUL3/zMjQ/9GgN2kWEFpvx8ExG18qgCM7f2O83pD54/8zZAzFznPnwCsAIAAAEAviVLxn1d+Qn60qFJMd7lBc17ZDCgBfK2PeGqgSevWPAFQ0T6fwqQdJAykA0CpaEv5/Uj8eDP1zi9tyP3vQvt6MVSJT8y5p39OP0DXmKI1bjdtNwsWqPF+XzKWol6EtMEAEAADXghjpVTWi6v97qtB/Oe+P0eapAAocG8z8jfEarVCxoTGI4VRsGgDbAQEEAAAOU1FPDsiwan2X6X8y3gqG/qXBQAi9Y1IBMg3gTQVcEMLvm8Z0Q39uBWmASbQFBkkDKQDQdJyFMLIoqseobwrgCUXov2woLIT+OwoWAf57+iP9FF1jjdI15lhDfiYLALQFBogAALBO75/3VWfFqFdkeEaG/o8oDAXBa+7USIAvCsBwBIjnQqMyEAPxUYA78NEHiACAbifyAKDeOhcA/pPxZjD0L/8Pnn83wXOA58KvlW5oyPcfSg3RTHG2ZuELACIAoOsjAP3GQN08wR/ppxWhf0LBXDe0ClYIPJ4L39OPNiTqMCDnbSRoCwwgAED34jREiVwEe+uU/2eP7xv6QYXt1wlh8i5JBWjBJe67+mE6oS3UfW5z6opHDNgNABIDUgCg2cR6QAN1agD0DeNg8GQ4NggI/Xefn+PbHvjXxo/pd4s3Ua7OSyBvBzydPxP1EhwPDBABAF3LVLzxX7/nx6HeH2mn/K6/FACWLBHD6JahEn0XhDT8unGQWpAGQFtggAgA6FoiPaCB1EBdfsjXFaF/0jHduxbuEFgqeB5igXittoGuteq3NbACAVAWwegKCBABAF1Hw1sA/1A/Rie0ed9MN1AY1+3DCArAfzTeoAvact0mN/cCqEAEYDsggAAA3YVTAR0Z/hwUi+d6grDc8pWLvLzen+Z4/yiK6+ohjLMUgi7k1kD9zbr+pIFUbA3LFFYDAAEA4P274OY/hrY+Q/11VeGfnob3i+FEAdKBeoCD2owQjUfqJgGGU7EpfrQFBokASVHQTKLz/473Xyu8kD+vnfQZfwO5/1gsu0q+XCkv/26tFk3aURTd+XsH7KAwskRFb9j/X/VpuswaEmP99Xl9em8lbYF5O+B9mHsAAgB0C1NRT/aKhXM9Bubr+gHfIxpZRgbb/sKMvlkkzRRGyiyFvoSoFBBU1qqoatPrKoyzxpEAX1HgPxhv0GeL76rL1kBOZV0ozsSJYQgAAAEAOh9n69NkZASAdwDUaFN+qL1Nx/2Ff7zI+3K+sPsWaWz4pPGzqv/3QixI0UAFeX2tVKY9L0Mqa58E6RI/vDXwH4zX6d+b16/7+w+nR+IEwBQmI2g1qAEAifD+OWTaa/TW9I05588hXK+Xp8tFHsVvrsHGu7AkjH++NuPvDw+I76PlFx0j2n7Xw0rlAlGMV7WzwTRSjRGAOI0gRDFEAEAEAHQFkQWAfcL41xpQ/pq+n5Z8hX9WOovQv1sPcc67mI99nSoHzlsq/dd37UKbtqgQYssWXO10UQyyMjkhYpY8D39dzKfLS8M0QrmavzUXtLKgXSwtxonivZidAAIAdDoxBYCDVEv8n8P+wcI/Ma31DK542c4VFgP57jI9Ygl4pzUuxhaasPojr/OPhXf8nHZChsoDFFdkSN1K97bXxeF5YpScqIgNi52v6K/QZ82b1x0FiBEA3A/g85ihoGVrAy4BaAZ7Ju6OjDlf03d1pV3UPPyp/oKs/vc4pbnBter1bv+Ac4i+lFca/vdb2+l95jb592pgwfWIfkgtBIyM8KrbTARwXcTKXOC8gNutS+mnzMmav+2F4gV6a3F/3MtG7j/+lRnMVIAIAOhU4x97ABDvAKhWjT4nDFHA+KdzdpU6EEZtQWn8L7eG6ZfMa2oOcb/LGqfrShvoa/pb8h544J8n/mdl+9roQmni/faTvnzR8/Aj2iG6TBuW16sWRlMjlbxsitAWGLQIuEmgGUxFGn+jl1JVNgDiMC0bIO9CzoV/PYSCP016/prC+L/L2kK/Yf6EMP7ru049lBYi4lopJAL2tFwc2E7XTE8pIxdf0V926h9q+76DKbQFBogAgO4mMv8/KPP/1fED/e1g4R8v4Do0rbYyT1pxRWn8VQZ7PfD31Eyiv9df874H/vniXrRTTYCV7nFtkbThOfa/9NfpU+YNNX3PkdQIXSzO1SyOAUAEALQ7Fe0AqHTM0LIMz3qQe9Jz8PwjjP8vC+PfiJ9a/t4BIZJfct5L+1w/U9aP+LcGnqEfaEdr+o5D8eJ2spIUGQCIAIC2w+l5PhkdAaiu+O8hf+hfYGb7u37bHxeyRRn/RsI/44K1TN/xCTMWJDLHnsq1y1UkKztAmr8eQD9El5sjkTslVNjpLYOK0W2BOQqwD6sFQAQAdJX3z4tjVq/ccz+gzUiPzA0X/q0e8tKlQxr/wnKI8b+2Kd7z7eZl8ucFTOqyI0za5FrKQlJfPQCnAv5ee018rb7p0UhqNO4zshvLBEAEAHQisfn/avz2v9d/7LMumvD+B6ibd7Tqy7NK43/zqvFvHh8XP493YD6rnQhEJywjRRafzNgGcBRAL+ZJM9fqTI5rc/SIfpDuMK+q6nsNpQboTOFM1EvuxDIBEAEAXRcB6DP6KnamHtePBvaeW5k+u99/l3r+vHUt1Phb17Yklc4/92Z/JMCySF+csc8RaJdIQM9woJ/E49pReoUjUFVcj8FUfJEr2gIDCADQiUQubBVsk5JwCPY72kHf7DXIzA10r/FfmrXb8IYZ/xbCP3+CfPfWMoUIOG833GkHAZBK27UliihUaGtkBVk9KwtdY8B2QAABADqHSryawdRQRW4UF5f5F12zZ4S6tdo/3PhPCON7XSLe42+Z7wwRARdkRKAtDgwSAkDWmPjE6AP6S1RdP4ChdQllACAAQEd5/0OpwYqWTw77P64d8doRPnymfOBP13n+M06jnaDx/7jwvJNiPrnFsEoE8F57feEcyRMF2+B6m70jgWOlD4hZ+Yh2sOJrMRbfFXCXc2Q2ABAAoCPYGfVkL+f/K1g+/05/NfBvzd7R7vT8F6OM/3WJe7/cMXCPuTNw3oAtAs63x3XXDGe+efm2EADHab5eEQAGxYAAAgB0SQTAiI8AHNAuSG/LY/yzA3ZFOedpu2hw6FzLLyiN/yeE8U+qCR0T5v+3zHcFRUBxRf5O7XDtzXSOzJ6gEb9ff5GWqVjRdRhNYzsggAAAXYDTACgypNlvxB8Y83eaz/vXdHsh7rKwvyG85Sjjn3S20oBaBIjfiX+3tkgFiHlnGd5jps/TEj2ovVHRNaigK+AUVg4AAQA63vvnymgeUXxfOyIXWI/3z1uzZD62e8L+7W783SLgTusdgcf5d9P55MJ2aBU8sDGwNfBZ7bgcsQIgPg2AtsCgqaAREGgUO+O9//DmPVxp/W3tgE+upoQAGOyqi2jMn7Xb6SqN//Vt9/vcbG2V9/1vtVe8t5aLAmVTp/5Ev3/LSFOpfwMZc6c9j3MU4HJrlEblKYtquOcFi94VcyVOOKMtMEAEAHRuBGDIGIr0tR7XDge2/ZX6xrrL8w8x/u8Wxv+Twvi362/G7/8j1uXBxYh/30LyDw/i5lNWdiAgWO/X98X+6+H4KAD6AQAIANC+ONuZIkOZQxHd0Tjs/y2f989HtVrZvi7K+Ycb/3b0/P18WAgA/l0CEY+5U/aRvAm/P6X+MbkV1c0xmoutB0AdAIAAAJ1ObB6zz+gP9ZNUiyiHXbtmn//8GXmATtD4bxXG/4aOiXDw73KDtcn7S1omGbPHiZLeMlg3qDSwKXCPHtMO037tQujvPJoeq0RAYzsggAAAbctUtPc/FLquHtDO08uaN7/KZ7TLxj8cfu3woS3Pk64w/lfQKH2Sru84vfNJukEWBwZEwMWTZFlWsu+XmJNSmPr4C+0FWtaKyt83rafs8y+iwXZAAAEA2pbIBSwqD+oP/XPFdal/Y3d4/itzMgTuhw3kr1o3deRE4W2Bv2O9OyACuEdAauZYW3QJ9Bcucj3AnwsRUMv8r0RAAwABAJJM/AmACp6h47Sfznu9f9mGNeVM1c4d7PUbF9XGnw1kTwdv2OHf7ZPWDbJroF8E2Nck2feuNDge2BrI8/gxOqz8fcfiGwLtcvpoAAABANoHZx9zZAOgoZADgL6l7fe8Tm656hvtiiN9OeQdNP6Dwvi/xzGMnb3jwf5d3x0QAfLazJ1MeD1AiorD2wL376va63RM0Sp4KDVMKS1W0CEKACAAQGd5/zk9R2mx+PlNwLe1/cGmP5xfZe+/o43/rDD+J5TG/3eFQeylVNdsfNxGA/QrssjRt0gtzcrrlOijg7N99nz18Tfay8pWwRU0BUIdAIAAAG3H7njv3wvnTPf6wqWW7L3e2cf9smEzZsONf08X9um6gTYpRQBfJ75eSb6fpf5NgaODj9FF+mfttcDvU0EdAHYCAAgA0HZMRT3JC5/m+8Oh/yUqeF7HedVOPthHW5qxt7uFev7pwHXqlj/voW30UboiKAK4QLK4nOj7WhzZHjg6+BkhA16m057fcUP8dsBhtAUGEACgbXAaAE1Gvabf8FZMc9h/L017vf9MH5mZ/g72/GcoFWL8P+MY/27no9aVQghs9T5olih9/jBpheXE3lvLyFJxaGvg9/lr7WVPiotTYTzWI6YBgAAAbeP9c+GT/wRAVXi0OLKtc3P+bPx5e1uI8e+B8V/lV6wb6UoaDYiA1Owx2SsgyacGyt0rLjjC9WfajwLRsBjQFhhAAIC2YVe897/mLe2nC/QSebe+8cIpW6x2ovFfZOP/dojx52r/DFEXnXVQyfg1653y+rjhCED63KFEi4Di0IRsX+2G6wEeljtd7N9tLL0hVlA7UTUAIABA4oltAORe3h/W3vLNRsMJn3Zg2H/xgjD+RwPXZJswbp8Vxt/O+cPk+wdfl18XIiDQI6Cw5KRREvrOeWsg1wP4eJjekj0C+FUj8RGA2KgaABAAIClMRQuANWeGPf+36Jznednxz+i8bX9acVmZ89+26vkj7B8FH7Gruk4sqmQhZVK3BmZ6qTgcrAf4M+15mRKwU2Kxxx9jOyCAAADJppKK5f5U/+ri+E/ajz3PWakMFQc2dVxvf+Jw9Zn99uE2LtiYfYZuoR4t0zWHHK1nbNOG6N/RjYE5ZcyfEULgfGLvP28N5JoAN2z8/0p7Sf5eFewGwHZAAAEA2tv7Z0+n3P1sLx0KNP0pDW7puKY/WnGJMmfeUhr/z7Lxh+dfFTfSuBABOwOPp84fIT0/n9h5UBidDGwN5AgYfw6G0+Ep/ryZp/nS/CTaAoNGkcIlAHUiJv8/LPOe7P18k94KeP+qU9XaGS2/SJnT4cZ/Gw1ixtQAX7n9dI6eIm8xZfrsQcpvukqG3ROHkaLChsspffpNz8P/RD+mK1MfkMK4aBVXHz9fOE/fPb+XjX/5oUfFuEuMfZgBABEAkEQiUwADqT5nJZsONP0pjl1KnVS6puWF58+LPYx/Q+AoAF9FD+Ja29fcTOSc4COtS0MTgd/lr+hFyqb6PMb/4XPfcRt/ZtIRAYgEAEQAQLJwQpSRi9NIaoTO07JYxQ551+3cgFwcO8vzf0Np/D9Ht8L414lfoOvobbooh1cEvEH5ze9wTpBMFlwQyH0geI6U4ff/w2yBdhWMVePPoX8FnCu4R4zP4+4DRABA23j/HOLkrmffpDeDLX/lKWod5Pmfeh3GvwmUr+kY9QYEWPrcdGLnSGHjlYF6gAPpJXorvUiPzzwRZvzL7MSdBxAAIGnsjvb+h+mcMP1PkXcfPG/7KwnvvyN6+xfY+L8G499kEfDr9C7l9sDUhSOJnCdmOifrAdxYpQI9eeoRGQGIAU2BAAQASBxTUU/y9r//qahf6pSWv5pl2gVeMP5Nh6/tbwgR4Me4eJKM+bOJnC+lvlF714vD0rHnqcTHHccziTsO6glqAEA9iEwBnE2ZwaY/YgG0Urm2/8U1s0iZEz8mrbgSMP730nth/JvAVbSB7hZT8Cs+kZk+e8A+VjqBNSYsfvXli7R86PtUnAs2iUr1bSQt3UuFmcMQAAARAJBM9kzcPRX3midSp3yzLkXF0e0d4PmXbOOfXwj8zmyQYPybxy20XQ4/mVNvkF5YTF6XQCNNixcO+A28Hb3IDVHP9ltIV29pRBoAQACAxBApAE5niN70ef/yoBSd87ZtXPDHFefHXw01/jtpHDOjySivu1mk9On98n4lalvg0eeoNP2E0vj3Tn6QNCEQNF3ZKGoX7jSoF0gBgPUSWZn8fM+i57857F/i/ujsCbUpdtj/FbXx126iWxWeKGiWCLiJvmg9QW/TWk6d7xPfr5VtNyXiPZpHn6Xivr8Lzith9HNb3yW/2mJgGBEAgAgAaM8IwOFMkRZ10+v9j15CppFq22p/skqUPv4yaSsw/kmETw/8tHZz8PRAcb/Sp99q/S6Ai8ep+MqDSuPPnj9HAGJABABAAIDW4zQAUnokBc2iH/d49zRzQVZxkEO0bRz2P/Yy6TD+iYZ7A/ye9r6ACDDmTlFqpnVHCFuzwvj/8L+LD8dS4D33bH1nwPgbfRtwM0FDQQoANMT7358rBLz/woYr2jr0z1v99JX5EON/CWZDgthGQ/SL2vX0FesF7z10dgY0/ewJYfSLP/yTUOOfGpio9DvheGAAAQASwe4w7/+trLfjn9kzTKWB9vVoMidft/eV+/gUjH9iea+4L+e1Jfq69bpXBJx6Q4iAHjJz/c15I3lh/H/w35TGP7vpGkoP7whfoPs2UnHhzFp0Iz2261zhHG4uqAtIAQA3nxeDm/VbzviqGJ+j8P3Hu8K8fxYBXu+/fQ/8kcb/4snA7/khuhzGP+H8LL0jcI9WizibtDOAjb81eyzw3tjwZzdeU9XvM1eaG65k6y0AiACAamBjf6fvsTud8UWyjyLdK8ZD/FUsQsMqAbCoW/TjnDf3b/aOyNGWnv+J15TGn43KL2k3YNa0AXyf3rZm6ah7Z0BhmTLHX6GV7Y3dGVB6/q+E8X9bafw59B/roXFdgCsC4JwVMOV8FgFABACsm88pjL/K2+fX8bGkF/759IOP7l884D+2NFD4x6yMX0uWmGrtNtIn2fifUBr/e7SfwKxpE3hnwO9p75dfPYvf4gV5jxs1f9j4m4efCrwfLvbLjd9Y0Xsvbwl0czp/+g7cVVAPNFwCIHiB1rG9aDQ9SuOZzTTRu52e2eTNq3LTn/yW69rQ83+VUrPHYfw7CI4A/KH1aOBxnp88T+uJdfhJKj33FaXxLzf6qQTuFMhnBbj56IYP8+dt5P7jX5nBXQXrwcAlAIIvr+cfL5lLdKZwlg4uHqD8+f1UEp4V75fXjAzpZpH0/CJZmR5Zfd0OLX7Z8KfPHoTx7zCE300btF7aR96ojjF/hkoDm+o2Py3h9auMv9zrf+kHSa/mDIxSMdAueEtmnEX30/vmXnwddxWsB9QAAIY9iWHVgsVHlVbl+YjX8+Em5QNO2OMx+jbKnKc+ME7F4QnhbW2VVdiJ/EDMHpPev5/3SuP/TsyUNue9tENGAr5LBzyPZ488R8uXvnfd89I684Yw/n+pNv7C89fTvVV9P01xHoCTduM0wIO4owACAKwXXkju8T+YGbtC7k8uLZwRBv2EZztSxQ7M8qwc+XP75SLI3y/Vt4H0je+g0ugklQY3J0YMpGaOycIwP9uF7wjj3zn8snajLAp8g9a2dWrC086+/QKt7Hi3PKinJuM/c5RKT6iDaRV2+QugEgwra4WAAKwLpAAA8yLZBX4eTGG4eZtSyvHgpSDoHWV3Rlj2AllmddEB8Q/k92QxUTj5MlknXiLj9BtkFJZJNzJksbfD37sFW/1s4/+y0vj/R/0DlOb31b5nF2H4xi5tgl61TtFFWjvGWSvmhRDIU2mghm6Vi+eo9N0/IiosBuaQbPTTv7nmDyen1fizs7po6ym6svfy4ZsGdj60b+7Fk1i+AAQAWA+cApgkfyEgLzpilBcvTTdIzw5QenDCFgPiqyH+2youi7FSvcck/k1p4SwVT75CpcNPkH7sJdLFQqqne8jK9gv3x2hKzt+YPyW8vxeVxv9/F8a/jzLcCBh/OuhPRix9l2mj9Kz1NhVozbjqy3MyAiC3rVaa8y8ukfn9L0kRoDL+UY1+KoqizZ8m0yUsMnqGru67iv/6hhAAT2H5AhAAYL08JsanxfBUKJWWzlN6ZIeyapmLmYzeUcqMXiYFAYsBLvyzeLGyzJqiA6Wzb1Hp0OOkHfoBabMn7G0qPUNkpTINMf768kXKHv0Rab73axv/D1KvMBWgM+GiwC00QM+Sd58+d3wsytRUBUWBBWH8H/3/ZPjfj2z0s+madb/PwswRjwDgolvh/fNfl4UA+HvcSQABANbLMptaUuQWubCPvf4oODrAx5fy67Ib3iGjAzovoJwqqDE6YPLCd/QZst76V9LO7CettEKaEBmU6aN6xIHZ28tNPyW+byHE+KcxKzqccW1AzgZ3PQCTuniCiqM77ChUxBwyn/xTWfinMv6VNPqpBDb+HClz4wiAq4UA+ALuIoAAAPVgnyoKwJ65NOhVbF/i13LtQL2iAxaHQY+/SOabj5B27AWZKmDRofUM15QqYM8/d+jJgPFno/9/COPP3iFS5d0x3qFtlDsDTtLcmqAVc463BxbHJkPnkPnMn5N15JnAdOV533vJLXX7UJYWzwYEwJbsOPUb/SwEHhMiYBpLF4AAAPWIArC7/pGADc7P15zLrHt0QAgS8+xbZB76IdFb3yXt3EHSCktSdFgcIYg71le8tufAD5TG//eF8R+nQZjFLhvXa+P0iiwKXF6bt2Ju8rkBpYHNgddbrzxElhCjgQWVG/3seJ+c8/WCaxb8vQCu7L1CCgDBjBAA38bSBSAAQD3goqJ7yNcXgMOQ7Nnomd51/wB3dIDrC+ztUWJRLS1XHR3gnQjW3Ak7OiDEgH7kadKE52awIBAiw+J0gctr4wWdw/7cnEhl/LcH2yGALiAtlsLLFUWBxuIFMnuHyMoNrBX9Tf+AzB/9TXBep3up77LbKu7yV/EcF589vwAYS4/SxsxG/mtOCIA/xR0EtYlLAIKwALhf5d30Xf6hhv5gDnUW5o7L3gPcP2BdQkMsyNyESN9yA2ljV5DVv0GeB68vzSqM/266BMa/6/mhNU1/YT3nNcDCoC9ddZvcpmodfZ7Mx78UXEidRj+17PWPFQClAs29/jXPY1wDsMuuA2DQFhggAgDqBtcC8OFA456FqLgiIwAczm8U/P1522G9ogP2zoI3qXjkKdJOvU6a8Kb87/83tFvoam0j7jqgS7RhWqICHaTza8ad6wFYmOqGbfx9qaNGGn/5/cXPXTnzmucx3gp4Wc+l5f/k7YD7cPcABACoF2+QojsgG1Qu6msGvLDK2oGhbXbtgPDmZXjVKtVUO2Dm52QTIk5nlHc1/AftZnq3th13G6zC9QAvWMc99QDm/GkqPP8VIsW865m4aV2NfiqBUwDuxls9Ri83Ayr/J9cBPIQ7ByAAQL2YJntL4KTfq5aGmTsCNpmw6AAb9qqEgBAx/L3+t57b6X3aDtxpoBQBT1jTsh6AQ/CL099Xis56NPqphLJwdXNd/2qPgWEhAL6EuwaqXlNxCUAE96oe5HBktYcE1X3ipnvlwsvbrQav+5j8ypGJSg9bGThzhN6vTaInHv4o/2ykPvpV7eZV428qWvxyk59mGH8ZDfPNa+dAoDKTeybu3oXlClQLDgMCUXBe8QHypQJ4UeT+5HxOQGImMh8yJAaN3ygX6+LF41TkNsPOqYR+TufP0JnCmXIlNQABbtK20oajr9EhRTGq7PLXxPmv2n2TN/OyFsBhyvm8AoAIAKgbyk5jfLqfyitKxKQW3hJHA8rRgbCObM9cfA53F4Ty349+mQ4t7FeKzXp1+as4AqAHtxaeL15w/+cduGMAAgDUm2kx7vM/yFGAldOvtcUvwN6aKjXw6IXHcHdBqPFXzQ+uO2m28bd/7rAyAuBiCncNQACAhkQBXKHGVbgyOalRgIDXpjjLYHrpMC2WlpDxxh/Pn70Xvh9q/Hm7X70b/VSmABQRgMJ5z3/vmbj7TixVAAIA1JuZ6/rU+c7lY8+3RxRgQH2Y0TMXn8XdBZ6o0J8c/R+Bx9no91xya2uMvyM+KmA37iCAAAB1RXgWU9cKAeD0HvdQ5I59voNKkojRt0G5eD8z+xw64WPIwRGhMOPPnn+lO0yaxYn8Kf9DU1itAAQAqDdTnAK4aa31qAd/l7KkklJEATgCsFBahPnr8nFIGP//5+B/Vs6b3u23NqzLX1Xzty92x8ouIdYnsVwBCABQT6Tlv6L38tAoQNh2uySRHtyifPzVhR/jDncxC6UFafz5qx8u+OPoURI5uXJSKdZxRwEEAKhrBKD8lw+MvE/5guUTL7VlBIB5ehZ1AN3Mfzv6P0KNf7Ma/VS0WKMOAEAAgGbihBRX9yCNZzbTeHY88DpTcWRpu4gA7geAIHj3DlUhKBv+JBl/RqtgJwDZh3gBAAEA6uv9lwmrBVg++VLLWwTHoUoDsPf3tGwKBHPYnSNoaFux1z8OVR1C3gp83obRFhhAAIB6EQgpchTgklzwBL1yi+B2iwAwr86/ijvdpVzff11gHpcU7X9bHgFQ9OJQRACUoh0ACABQC0pv4j1DNytfzC2CkxwFYO9OVU399MVnSdM0jC4cPzkypZzHiZu7IecBKEBbYAABANbHnom7h8MEAO8GuGLtPHKP98SpgGRHAYJpAD4c6NDSNG56F6ISs0nc1aLqQzDnPRVwNQLgfHYBgAAA9fX+VxfOwZupz+gLPJ70FsGqtsDlKADoPngO+0UAC9l2EAHzit0LZRGAOwsgAMB6iFxEJrJb6Oc2/ozyuSRvC+RFVFVQ9fTsMyiJ69LxoZHbgkL24onkzd2MV3DPF+fDXortgAACAKyLyEVkQ2YD/dsNP6OMArD3lOQWwYaiDoBTAKfzZ2EOu3C8Z+jdgXnMczhx9Sy+Y4HnS6ECANsBAQQAWBeRKYAhY0gumr82sUf5fJJbBIft8eYoAOhOWAS4SWIawOhRbAVUFwJOoi0wgAAANeHsJY4sJNqYGbPDp6NTtCmzKRgFSHCLYE4BqIqqnrqINED3pgGmAvMhaWkATVc0AypeCHv5FFYyAAEAaiFy8RhKDVFay6wun5/b/tvK1yW5FkBVDPjK/Ks4HKhLxw391weEbNLSAEZuuNIIAIPtgAACANTEzjgB4OZ6sXje4GuowvBugCTuqZYCIOSQl6eQBuhabvGlAWQUIOEtrkOaASECACAAQGMiABvTY4HHPrH5l5Wv5VqAJDYH4q6Aqv7qT1+EAOhWlLsBEiQAqjyZEG2BAQQAqA6nichk5MqSGgoEUTkC8KHR4AKa5BbBqtbAT2E7YNeOy3om5XDDbYGT3NfiRP5U1NPYDQAgAED9vP+0lqah1LByCf1kSBSA0wBJXERVhwPZIuBZmMMuHR8a+clERwFUrawjQD8AAAEAqmJ3nPcftn5uym6in9v4s8oowMrp5G0LNHrVi+lTF5+GLezSccuwog7gQnLrAE6unIwU82gLDCAAQDVE5g25AVDUGvrJ8V9umxbB8nAgpAEwXGNzZpPcEeCG521STgjUFV0s1xPRAxAAAFS8YGzMRBci9Qvjf4ciCsAsH3s+cb+sKg2wUFqggzgcqGv5qdHkFgOqClcjdgIw2A4IIABAPHsm7o71FjamN8b6UZ8c/7j0pPxwc6CktQg2QnKq3z3/KPzhLh23DL0nsQJAdY5F3iogAgAgAMC6iQz/q6r/o1IByijAyReT9SEIORzoqdmnYQq7dHAU61afCEhKa2BNz1QbAUBbYAABACoisgBwYybe+y+Pnxr9EF3Wc2nge3AuNWnNVVRnA5zKn3bSADCJXbkbYFSxGyABrYG1TLCFdUQ3wDLYDgggAMD6IwDV8Otbf1X5eNJ2BKjaAjMvz7+CGdGlcAQgiScEqs6wmAs/FbAiYQ8gAECX44QJJyMjAOmNVflRN8oWwdcHvg9XVSfptEBeVFUL67+e/x584S4eSU0D+OfqfGkh7p9MYYUDEACg5kWiz+iVo1p+75LPKB/n5kBJahGsigIcXDokUwGgO7k9oWkAPeONTMwXYyMAw5UU+AIIANC9RB4ANBzS/S9ubM5spp9SLKSyOVCCogCqOgDmSXk4EPzh7jwh8IbAbpYkpAG0QARg3vl8IgoAIABAAyIA9va/2viV8U8omwMlqUUw7wRQpQFenn8ZM6OLuTWBWwJ1RSGgKf7EgH4AAAIAhBJZADiSHiJNOEa1jPHsJrpr088pv+/yiZcScwFUPQGenH2aFs2Fmn93jPYet499KHECQNODzYAs8Sfu8422wAACAASoqAGQDIXWHk69c+PPKaMAHFJNSnOgsMOBnhAiACHx7hyX9VwW2M7a6hMCjVzQjle4Q2cKqx2AAABVLQybMhvr0lzl09t+Tfn9k1ILwOcCqFqtPjmDpkDdPBIXBVDMUS5Y3ZSJTdMhDQAgAECACgoA18/tox8KbRGclOZAqsOBUAfQ3bx36JagAGjhCYGqzpULxQXamp1ABABAAID6RwDqxX/c8Tl1FCAhzYFSfcHDjnif9ZOzT2GWdCksWm/sv8HzWJJOCGQOVBYB4LbAu3BHAQQAkDgLwnC0AFhf/t89eCH1L6blBTUJqQBVBIB5YgZ1AN08kpYGSPkKVvkEy+HUCKW1NKIAAAIAVEykR8CFexmxqNRzOQ2rBUhCcyCuAVCJgJfmX4YZ7OKhTAMk6EyLA0sH5fvcltsa91K0BQYQAKCyBaGe4f8yl/dcJusB/CSlOZAqDcAdAXmRBd0JF7H6RUArWwMbijkqP6/x/TpwMBCAAACVRQBGauwAGDf+/ZZPykVVFQVodXOgsMOBHjn3PfjCSAN4owAJaA28FqV6xUnXRYO2wAACAJDTGGRXdARgU0N+NrcIvmuTeldSq5sDcUdAVaX1EygE7GreO3RrQLS2qjVwqlft6XPKbiR+1w62AwIIAECxFcG8mDTKp7pr4x3KKEASmgOpzgY4lT9Fp/On4QtTN9cC3OqZE0k5IdCOANh1KhWIdkQAAAQAiNv+V7/qf9XoN/rp09t+XfmzW10LoGoLvBYFgCns1vFvxn4qMCdakQZQ1wDY73FbNrYQEG2BAQQAiC4AlE17Grym8oLK6YBAFKDFzYHCDgf6zrl/hR3s4nHjwA2B+ZqEEwJlBGDuJfkeN2UrStuhGBACACACEBUB2NiUdfX3J+9VRwFa3BxIVQzIOwE4FQBb2L3jfcPJ2BIYqFPR1t4jtgMCCAAQSiUdwUbSI01ZUnf230g7B5LXHEhVB2B7Wi/DDHZ1GuD2RAgAzch4/vtF17zcjDoAAAEAal0A2PhntEzT3sxvbvsN5eOtbA7EHpbqcCDsBuhuuI8FDzetOCFQzw1FRO82x/1ztAWGAABdTOQBQI2s/leNK8SC+mFFgVWrmwOpugL+cOZJ2XoVvnD3DtVcbXYUQFOeCmh3BBwVn1/V8duIAgAIABD74d/coP3/Udy95VcS1xwoPbhF+fiLcy9hBnUx7xu+NSgAmnxCoKpXBR9cVcVnGP0AIABAt+FsAZqMjAA0Kf/vHpsz4/SxTeri5OVjzycmAsBgO2B3D56rOwdu9MyJZp8QqOnBFN2BxYOu9xibBkAEAAIAwPv3khELy2hqpCVL689vuovGQ7YFtqo5kDoN8ATMYJePD4+2Ng2gh0QAyu9ve/xOAHYGsB0QAgB0GfH7/1sEpwA4FaCMApx8sSXvSZUG4IWWawFA9/K+4fe2VACoagAOLB1YE/Jaxonk1b4WAAgA0HnEHAA00tI39+Gx2wNV1gyHV1ux3SosDfDiPOoAuhkWq/5agGa3BvY3q3LXAFQo5qdwJyEAQHcxFR0B4BB8awOsv7390yFRgJeavi2QPa2UojWwHQFAMLybx4dH/00wCtDE1sB6xls0664B4LE9uz3WGdgzcfcklkQIANAFVHIU6LjwGlq9tO7qv1EZYmXjnz+/vwVRgGAa4GT+lOwMCDPYveP9w7fKMy3cNLM1sBaIAMx73h9/ljN6bD8PRAEgAECXEB3+55xhQlbX345oDtTsbYGqtsDMt889AivY5aOVaQA9EzyvYr8Qpe73V0EaAHUAEACgS9gd7f1vFmtGMv5syY7TL2y6SxkFaPY5AZxrVe275joADX+6+s9HxlqXBlAdWGU3qVr7Mx6/HRA7ASAAACIARKPpkUS92U9N/LtAiFUusDOHm74tUBUF2L94QKYCQBd/oAZuDBjZZqUB9HSfIgJwwPPf23OxdQDDaAsMAQA6HKfYZzLqNRU0D2kqbPxZBKhodovgsN0AP5h5ApOry3l/i7YEahl1BMD7GepTdtj0MYW7CAEAOpupOGNre9vJSrL+wqaPhTYHaua2QE4BqEKusg4AyfCuHh9WpQGaMDdV85GjUqrOhTGgLTAEAOhwIg8A4vB/UpfY/zT5++oowOnXmrotMCwNsOCrvsbornFl7+V0hRhumnVCoKoXgP/9XZLbFuscOC3CAQQA6MYIQNLC/244z7prIKhfeIFt5rbAVN8G5eNIA4CPtCoK4OsFYEcAvIxX9tmewl2EAACdS0wB4Gii/azf2fabyvfdzG2BXAegasFqCwD4wt08lHUATTghUNULwP/eMnq2kgJfbAeEAACdSCUNgLbILYDJDrOqvKxmbwtUFQP+AIcDdf3YkhkPRKmacUKgshfA4gFFGuCSuG+F7YAQAKBDiRQA4wkO/7v53e2/2fJtgarDgdaiAKCb+WgL0gDqXgDztXzGJ9EWGAIAdCaR4T07/J982Pj/4uaPKZ9r1rZAo3ej8vHHZ36IWdbltGI7YFwvAE4JPHPxOfrehb3rdhQABABoT3ZFRwB4m1B7BFvv2XK38369NGtboDwcKCQNgEB4d49+Y0CIgPd55kWjWwOregHwToCT+dNyTv7j6a/Sjxdeo7yZr+TbYTsgBADoJJwuX5FbfLZkN5Mm1rB2Gb97ibogsFnbAlVpAPa09s2/2FbXEaP+46MbmtsaWJUC4GjUt859O9AVEBEAAAEA798Dh9UrODEsUXxAeFk3tXBbYHhXQKQBuh2em80+IdB/TsW8rxtgFaAtMAQA6DB2R3v/4215CMvvbv8t5e/TjG2BnAZQHQ70uNwNgD/d/ucDI01OAxheAX++cL7Wb/WAGNNYMiEAQBdFANqRK3uvoF/c/POBx5u1LTA9vCPw2MmVk/TW4gHMuC7no2MfDjzW0DSAT4xWmO/3G/5L7z/+lT1izOAOdj4GLkHn47T3vC/qNSfzJ+nw8lGaLV6klG60lSC4rv8aeujM1ylveRc8c3mWUn0blXuk6+Z1pXMy2uBnLD2qTE+A7oGjag+f+47TlMeZk/k5yoxdQZpe/6W3tHQ+sA2W30PMZ5kN/ZfF+IQw+n+5b+5FGH4IANBJCEP0EfHl43GvWzKX6EzhjPReX5h7kc4XLsjHeo2eRNcH8HvLivH0xWcDz5nLM5QZvaxxAsBIy10HlunN7fKif8fGf4vJ1+XwMdFcfe/x1FM5MnobsOVWzMHC7NuehzhCFiIA2ND/V8fwPwTD352kcAm6gpoKeg4vH5Hj6dln5SLC3sSO3CWy21nSBMEvbf4F+ofT/0wnVk56vaLlWWmgVaH6un2IBicCUQAWUbz4b4k/gQ10MD899mH6h1P/5HmM5yNHAeouRhWfSU5H+Zr/TIvxBWH0H8DdAYgAdEcE4A/El8n1fA8Or3NR0cGlQ/TS/Mt0RAiDmeIsGbpBAwlJF7C38/C5bwceLy2epczIZQ0Ju8qFV3h0hQuHAo+z8b+u/1pMwC6GU0G8Hc9dkGcVVyg9skN5nsR64FSXvxEWi/bxrBShe8W4Vxj+3xTe/j7cGYAIQPcwVe9veE4saDxeXfjx6kLDBm9cft3SIqGzS44X5rzrmywIFAtjbvzGxqjo3JDch+3fdcBpFI5MtBMn8naR2nxx3pO7PpE/WdX3GU2NyrSM/LswghwxYqHITXK6DS4GfGtxfyAKkN14TcN/9oGlg9O7BnbeJgz/NJZBEHBecAk6G6cA8H5HBDTlrG9e7FkMbMlukV+b2WKYixl/4aVPKJ/rv+ojyoYp9WDp2PPKDoTfuulriSqoZE90xcrL0PCKuULni+dltfi52reM1eQV8zUZS4/JuVH+705FNSd5HvJ8rDeL04/LbpguWA3fhJUQQABADLAIuMMRA01t9LHFiQyUIwWN5C+O/yX9+fEHAo/zjoDeyQ805Gfy/u7FI08FHv+/Lv0/6afHPtL0e80GnT14O1JzbvXvSYVFIwuBsdSoRxh0Cr/zxr2ByFTf5R9S9pFYlwAQc1DRawDrPIAAAB4xMOkIgTuaGR1wCwJe7MtRgnoWFbKx+3nhcc0rTkPrveSW0A5+62Xu9a8FOr19cPj99F+u+H8bdh2l91600zHnhaEvp2Y6hTFHCIwKUVAWCO3SsZLvwwm5vfYwPX7hh4GDorgQsN5pKU51KfpfXEpo7AMgAEASowPMgNxlsGV1wee/r4dvnv0W/eGhPwo8zqFX9rzqXYDFqNIAHNr+zk98vT6Lu5mXRv74yknp1XM4f04hcjodWUuQ6pcRJZ4rAyk7ndB6g39O7kI5vnJCGn53Ix7++1+f/Dvv4ivm4MDV9d0qyvOP56GPL4jxeaxyAAIAVBMd4PbBdzY7OuD2/tZEwVjVIeHfef1z9KO5YMFzdtM1DSnACll86Y+u+EP64Mj7q4smyJC9beTZ4M8X57rS2Fc7XzJ6liay45TRMnLOsFCo9y4Vvg9cJMn3Z85JrZxYie/w993zj9KR5aOex+odkeJtrwsHvqv8WJPd6Q8ACABQlSDYRd50QUsX+bIYKH8NCwlz5fWnXv015XONKAjk8D+nAfz89IaP0P996X+K8BzX8vRl776GNq4gArvGYGw1gsBRg0o57vSWyJsr60qvsPFnEeCG+1P0bH1nXX9XFgAsBBSwALiX7CZAAEAAgJoEgVsMtPzUsPLiLsPBTnU5L/Acfv/SkT+hvz/1j4F/06iCQFURVjkNwMaDDTtvtZtzPMhOyteDeDgN4BZ3nAbov/IjdU1JsfFfnP5+2MmD0040YC/uBoAAAOsVA8O0li5IhCBwM2AM0JeP/ZnSo+6b/CAZfRvq+vPC0gB3bPzZpm6HXAfTzmAv8UXX49UYjGHXPBhy/j6ctLnRCrgQcL/voCiOANS7U2WMCGAedKIB01jFIAAA6FhBwL3YuZ2xn0YUBHIzoPk3vxV4/Nq+a+g9Qzcn5TbtdRn4ssHf14wT4Jx00qQzL3Y6Xye75fPB7aEfPuvtVsk1AFwLUG9YBCwfey4sHVCGCwTvI6QFIAAA6FRBwKcFqs5Hb0RBoCoHy2mAX9z8sWb/2vuccdgx+tNJ7QjnpJXcoqBTowV7xT2Y9Ise3g3QiJ0p5S6YqhMrXbDx/xKEAAQAAM1a7MuioBwebrrntWqc61wQyIvt8smXAo83OA2w1zH2Lzre/L4OmCe7FKJguM1+jWnn3jwmxoNOlOWLYnzO/SLuB9CIA4JWowELZ2np2HOBdtUQAhAAACRpoW9YlECVf2XqXRAYthWLUwCcClgnM46hf6zs4XdTn3dni+qkM092uP6eFPa57s/ekHvD8/sF9wPcEZDTUY2EowH58/tVjYIgBCAAAEhclKCuIWEuBOQjg1UFgfXej811AH5vi71/jgLA2DdcGDC7na+NEgfTznis/Hdxb/ZW8e9f8M/pRp5V4YbnJYsA1dkVEAIQAAAkPVIwSTWmD8IKAuu9HYtTAKq8K9cBhBx848/XN6Uor8vmznCNoqAsxKiO94VTAF90P9CoBlVhcFqA6wN8hweF/f4POGIAAhQCAIDELOzD5M0P73YEwmTYv3n43HfkaXh+6tmbPTwN8O7pa/uuXs3VO54jzmfvPnh+HnI/0KgTAusoBMglBDBnIQAAaAuvzy0OuAHPrn858w1l5KCeJ7SpDgcie//1Xbg7QPCoPxrRiBMCGyQE9pK9hXAvbiMEAADtRqASm6lnMZbqcCCHEUJOFRDdI8b97gcacUJgg4XAtCMEHsDtbD8MXALQpTwtxsfJV0NgFVekLOadAetW1+L7FGbfVj31BiGECmzj6TkkwszPUXbDO1r6pvRMr+xMyJ8Bq7AYt3WQPz93OmK6h9a6SAIIAAASyzLZBXcf9z9hLs9SZuQy0vT1fTz07IDcdkWW6X+KF8iHcAswB8lOT129pkBNMnqG5NxpNWUhkB7ZIVNZZnRHwRzZ6QwWApNizBIKBiEAAEgwrwcWYGcR1lM5MnrX37SntHhBenU+eIH8r7j8QLASEKGaQenBicS8Qd4Zw++HhUA5SqEQtW74M3WPExng3w/RLggAABLJ085ilfN776n+zev/7laJinMnVN7Si44AARChn3PPPw671yMC1QghwJ8Jfm8skM2VOaEDClH/ZJyQHoAAACDBzDge2LhnsRMLXHpo27q/uZ7uo/zZN1VPcfgXaQDAXE3upkCcBhAC1Mgls+sxCxOOjnHBIqcJyCzG1Qm40wP8e54ipAcgAABIAFyFHdh8nR7eVp9CQLFYlhbPqhZIXt2/hMsPyM6X3+ObOXURoA03IEKkyIJBTlkI4RJTJ1AWO/c4g3ehve6IYdACdFwC0KWwJ/JocOG1SfVurNsPSg1sUT08SZ174h2ojr1+j7g4d1zVQyLBQmCIera+U55qyB0NK2hpzPOft+JecEQ4PguIAADQFMP/X8T4MoV0C2TPnxexeqGlc2HHsbLn823cEuDMxVs83lmdClGbCUe8+PNTRXqg/Jn8NK0VDU4jKtCk+4VLALoE9vQ/RTF94LnQqXfyg3XvxsZtgUvB8ChXR9+EWwOoRScENoPy4UNVRDW4Loc7ZqLlMAQAAOtaVD/lGP/YiqpGGX+GO6uFHMN6KaEgCtgETgjkroDsTXcCbPxZBPDnoIKogFskf8kRBNhBUGeQAgCdxqRj8P+W7C5rHFbNxf0jPgq4Txh/GbZshNI2MlS4cEj1FDcjegq3DZC9Vc5TkFqcPyXnZFJ3BFT1GeDdA+L3YEFTLrCtoGiwvJWQUwRXO5+Xk5gqiAAA4Pf0p6jKYiKZ7994DRl9Gxr+Juff/JbK80EaAJQZdqIAk/4nknBGQKOiAnxeBtfIICoAAQBApbBXsNv5OlntP26m4S+zfPKlsGJAHA4E3GL2BdUTnJrKje9s6pxtJvIQIvH54DRBFTwgxl8STiWEAAAdzaTj4d/hGP3qJzt3MhuYkN5UK45c5QVuYfr7qqf2EE5TA2vcQ75TAj3iVcxh3qXSqmODGw1HAooXj1cbFZh2ogIPQExDAAB4+R7PSeYdxcLJIqCVzL3+NVUlNIcy78LtBj4RwPvkQ5P/HMVKD18iG/F0Kiya8zOHw47VDoM/T/cSimshAEBbsctl9KfW8424EYk0+oMTlTQlaRpLx54PW8yQBgCqz0Nsk5xyZCs9uEV+7URqqBXgz9Kl+ExBAIBkL3BTLoO/rlJn9vTZ4PMimNTwKOc3F48oi/7vcjwXAPx8XozPVvr54MgA1wlwN8tOrBeoIirAUYD7MH0gAEAHGvzyYsetdpPm6Ud5MpwGUPAA2bUAAKiYFOMPKKR1ddxnRBeCmD8fvA2v3UUBRwCs/CIVhJjmWoGIiMBeMW7D1IEAAB1i8MvhzhR7OAnI6dcCRwAUlc4cqhzBlAEVCIF7qokIhH2OWAxoQhRwnwEWB3xyJcnHWx89Yy+fKS6eWf1vq5RXddOMAqIaAgA0kSmXwd9VD4Nf9mAMx+B3QuUzhy65FkDBbYTtTKByuF7mU1Tjrpg4pCjI9JX/g4we72ePP4uanqnCc18IeOulpVl+wv778ky9D0DC5wkCADSIYZ+xn6rnwiNz+cLoG70b29LLjyIiDcD5ynsxtUCNYuAO53M4ictBXyC7dgJAAIA6sMsZu+u9yMjcJOfy2eBzvrINcvnrJeRwoGmyK5cBWA+Tzmd0J9XQHbNNYU+fOwS+SIrjlQEEAKjOu99FDQjnd6vB98PbmbgzoIKbCCeggfpTFu2Tzmd6uA2FwYzz2WDjfthl6GHsaySFSwB83v2uei8MMPiKD97gBJFaANwJAQAa5CGHRQsmfYJgp0vw11X8V2DcyWXg3Y/txS1EBADUx7uf8hn8un7AuThIzw3D4McQkgbA4UAg6ZGEKCHhJ8pDh1GHAABN8O7vdFT9LmpAgVB5n3GnFu01iojDgS4lhDUBAA0GKYDOhQ39V6nO4Xy5f5g7jPUMdWynsWbBPdxDBAALNnQwAwBAAICq4ZD+o/Xw9jmcz2H88leE8+uH4XRnU3QyG8bVAQBAAIBauKcW4w/vvvnIdEkB1wEAAAEA6sMdFd18V+6ei/bg3TcX7gZYZWtTAACAAAC1eZvyiNwOaanbrnDIf1kY/+LCmbCX4FRAAAAEAKiJadWD3IK2XHTG3j6q9ZsLHwCUP3cgyvAzewl9AAAAzXAKcQk6kimyiwAjowFchc4RAYT+G+fpl4SxL1w8QaXFM5UcdMKNT26DAAAAQACA9fBFMT5XyQu5FiA9fEnbHq+bFGNvLs/InD6fcFahwYfxBwBAAICGwPvJ76cqtpWxCOCiQG5Vi8iAF1mwJ4y6PLbULKweZRoT0q+EvWSfWz6NqwwAgAAA9WLYiQR8lqrcX+7u4c+7BDq5cJA9eCu/uHpmOXvvplOhXwcDHwYbfD629AFMUwAABABInBDwRAicrYNSHPDWQfH3dkgblL13v4G3SvlWbMXjKv+/JFT7AwAgAECThcA9jhCYrNc3ZWEgowaOIND0tBQIZerZVKjsrZexTK8RLy2ctR9vjXFXwfn9vWI85Bj9GUxDAAAEAGgluxwhcCe1qP0sRxL0TF/QyOcXVC1y24V9zniRsK0PAAABABIOi4DdztdJXI6KvPp9zlc29NPO2ItLAwCAAADtCguAKUcQTHWhIJhxee38ddZl4Gfg0QMAIABANwmCXc7Y6XxtZ1HgNuKPOV/3+r4CAAAEAAAhsBAYdqIE5EQMyoKhFQKhHJJ3e+5uo1724gEAAAIAlwA0IXowGSIcqkHlmcOgAwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOrG/y/AAB7KEuFCxVn7AAAAAElFTkSuQmCC",
"path": "emoji_u1f9b9.png"
} | Generate code for a svg of a supervillain | <svg width="128" height="128" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<linearGradient id="l" gradientTransform="matrix(1 0 0 -1 0 128.93)" gradientUnits="userSpaceOnUse" x1="63.901" x2="63.901" y1="94.619" y2="18.073">
<stop offset="0" stop-color="#691B66"/>
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"path": null
} | Generate code for a svg of a tomato with a green leaf on a red and yellow plate. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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} | Generate code for a svg of a green zucchini arranged in neat piles. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fafbfb" d="M0 0h96v47q-2-1-2 1-6-3-10-2-6 2-8 6v-4q-6-1-7 4-4-5-6 2l-3 2q-2-3-4-2-4-1-6 3h-2l-5-8-12 2q0-6-5-8l-2-1q-3-5-6-2l-4 3-6-5-8 7z"/><path fill="#f3f4b5" d="M83 49q6 0 5 8-5 2-8-1-1-5 3-7"/><path fill="#60b01d" d="M8 38v5l4 4q-6 6-7 14l2 5 5-13q2-5 6-8 0-3 2-5h-2q3-3 6 2l-3 4q-2 11-7 21-3 1-4 4h3l7-5 1 2-5 5H8q-5-4-5-8-3-11 1-20-3 2-4 6v-6z"/><path fill="#80cc20" d="m18 45 2-3q-1 12-7 24l-6 4z"/><path fill="#358c15" d="m26 46 3 8q-2-1-2 1l-6 13-1-2z"/><path fill="#71c227" d="M76 52v3q-2-1-2 1-3 10-11 17l-6 3h-1l-2-1 1-6 2 2q0-3 3-3 5-2 6-7l1-6-12 12-2-3 7-8 3-2q2-7 6-2 1-5 7-4z"/><path fill="#e7e671" d="M84 46q4-1 10 2v16q-3-3-2 1h-8l-3-4q-2-3-1-5 3 3 8 1 1-8-5-8z"/><path fill="#85cd1c" d="m8 38 6 5 4-3h2q-2 2-2 5-4 3-6 8L7 66l-2-5q1-8 7-14l-4-4z"/><path fill="#5cb223" d="M26 43q5 2 5 8l12-2 5 8-2 3-2-4-3 7q-7 5-13 12-2-3-5-4 2-9 6-17l1-1-4-7z"/><path fill="#d6d03e" d="m84 46-1 3q-4 2-3 7-1 2 1 5l3 4h-2l-2-2-2-1-2-4v-6q2-4 8-6"/><path fill="#175610" d="m3 65-3-1V51q1-4 4-6-4 9-1 20"/><path fill="#7bc81e" d="m24 42 2 1v3l-6 20-7 5h-3q1-3 4-4 5-10 7-21z"/><path fill="#a1ce51" d="M96 47v19l-2-1V48q0-2 2-1"/><path fill="#f1f3dd" d="m76 58 2 4-2 2z"/><path fill="#459326" d="m60 56-7 8 2 3v1q-12-7-9 6l-2 3-4-3v-3l10-14q2-4 6-3 2-1 4 2"/><path fill="#90d625" d="m66 61-9 10-2-2v-2l12-12z"/><path fill="#1d5517" d="M48 57h2L40 71v3l-2-2 8-12z"/><path fill="#172614" d="M76 55v9l-8 7q-6 3 1 5 3-5 3 1l-3 5-4-4-2-5q8-7 11-17 0-2 2-1"/><path fill="#2d3a0f" d="M94 64h-2q-1-4 2-1"/><path fill="#3e8315" d="M66 61q-1 5-6 7z"/><path fill="#eef3d0" d="m55 68-1 6q-5 2-8-1-3-13 9-6"/><path fill="#2e8118" d="m46 60-8 12-3 2-8 4-4-2q-3-3 0-5 3 1 5 4 6-7 13-12l3-7z"/><path fill="#372" d="m78 62 2 1-9 10q2-6-3-1v-1z"/><path fill="#f1af46" d="M82 65h12l2 1v5q-7-1-9 5l2 10-10-4q-3-6 0-11z"/><path fill="#1f5418" d="m80 63 2 2-3 6q-5 2-7 6 0-6-3-1-7-2-1-5v1q5-5 3 1z"/><path fill="#29771c" d="M0 66q9 6 0 13z"/><path fill="#102d11" d="m0 64 3 1q0 4 5 8l1 3H5q-5 3-5 9v-6q9-7 0-13z"/><path fill="#112810" d="m56 76-3 5-5-2q3-3 7-3"/><path fill="#f3d661" d="M96 71v16l-7-1-2-10q2-6 9-5"/><path fill="#0f290f" d="m38 72 2 2q-1 1 1 4l1-1 3 5q-4 6 0 14h-2q-3-6-3 0h-1l-2-18-2-4z"/><path fill="#37802d" d="M9 76q2 0 2 2 3 9 0 18H0V85q0-6 5-9z"/><path fill="#3d8b29" d="m63 73 2 5-1 18H51q-1-9 3-15l3-5z"/><path fill="#227218" d="m16 73 4 8 1 15H11q3-9 0-18 0-2-2-2l-1-3z"/><path fill="#70be3a" d="M79 71q-3 5 0 11l10 4 7 1v9h-5l-4-9-1 6-1 3H69V82l3-5q2-4 7-6"/><path fill="#3f7b38" d="m35 74 2 4 2 18H23V76l4 2z"/><path fill="#123312" d="M29 54q-4 8-6 17-3 2 0 5v20h-2l-1-15-4-8 5-5 6-13q0-2 2-1"/><path fill="#2b721a" d="m40 74 4 3 2-3q3 3 8 1l2 1q-4 0-7 3l5 2q-4 6-3 15h-6q-4-8 0-14l-3-5-1 1q-2-3-1-4"/><path fill="#669b80" d="m65 78 4 4v10q-2 1-2 4h-3z"/><path fill="#29711a" d="M91 96h-2q0-3-3-3l1-6z"/><path fill="#6f9b48" d="M43 96h-3q0-6 3 0"/><path fill="#132810" d="M86 93q3 0 3 3h-4z"/><path fill="#111c12" d="M69 92v4h-2q0-3 2-4"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a mom and dad laughing together in a kitchen:My primary focus is on creating a visually appealing and engaging image that captures the essence of a happy and joyful moment. I aim to capture the interplay of physical and emotional elements, emphasizing the dynamic and expressive nature of the interaction. The focus is on creating a sense of warmth, warmth, and a feeling of connection and shared joy. I want the image to be visually striking and memorable, conveying the feeling of togetherness and laughter. | {
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} | Generate code for a svg of a mom and dad laughing together while cooking in the kitchen. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfbfa" d="M0 0h96v96H65V80l8-2h3l1 1q2-3 6-3h-5q3-2 9-1-1-4 3-6-5-1-4-6 2-18-2-36l-9-6q-3 3-2 9-11-1-20 1l1 1 5 1-1 2 3 3q-10-4-7 6-4 0-3 5l2-3 2 5-3 5 2 5 3-1q2 1 4-2-1-2-3 1-3-5 0-8l6 1v5h3l-2 3 4 11-1 3q3-3 6-1-3 3-7 3l-1-2q-3-6-9-5-5-3-8-2l-6-5q-3-6-8-8l-1-8v5h-5l2-8q-1-3-2 0l-2 9q0 2 2 3l1 1q0 4-4 4v-4l-9 4 4 6h-6l-1-8q-1-4 2-7-3-1-4 2l-2-4v7l1-2q2 4 1 10l-3 1-1-7v8l6 1-1 1q-3 1-4 4l-7 1v23H0z"/><path fill="#6e7e8b" d="M58 18q6-1 13 1l-7 1z"/><path fill="#e6ece7" d="M20 19q12 2 9 15-4 8-12 5-9-4-6-13z"/><path fill="#182037" d="M48 29h-4q-2 1-2 4h-4q-2-7 4-7z"/><path fill="#d7c0a9" d="M48 29q-3 2-3 6h-4l2 3q-3 0-3-2-2-3 1-4 0-3 2-4z"/><path fill="#3b4c5b" d="m59 33-5-1q9-3 20 0z"/><path fill="#746f74" d="m46 36-2 4v-1l-2-3z"/><path fill="#82797a" d="M42 33q-3 1-1 4-2 0-1 2l-1-2-1-4z"/><path fill="#efccab" d="m39 37 1 2q0 2 3 2v3q-6 0-7-4 0-3 3-3"/><path fill="#1a2039" d="M41 37q0 2 3 2v1l-1 1q-3 0-3-2-1-2 1-2"/><path fill="#e4eae5" d="M76 78v-5h9q-3-2-4-5l1-6 3-1-3-2q-2-4-2 0l-3 1q-4-5-7 1v1q-2 3-1 9l-4-11 2-3-1-8-3-2 2-2-4-7-3-3 1-2 15-1q-11-3-20 0l-1-1q9-2 20-1-1-6 2-9l9 6q4 18 2 36-1 5 4 6-4 2-3 6-6-1-9 1h5q-4 0-6 3z"/><path fill="#23283d" d="m61 38 4 7-2 2q-4-2-1-5-6-7-7 2h-1q-3-10 7-6"/><path fill="#c0c0bd" d="M35 54q-3-3-6-2v3q-2-1-2-3l2-9q1-3 2 0l-2 8h5v-5z"/><path fill="#1b1e2d" d="m55 44 3 4h-3z"/><path fill="#e5c5a2" d="m63 47 3 2 1 8h-3v-5l-6-1v-3l-3-4q1-9 7-2-3 3 1 5"/><path fill="#cdc4ba" d="M54 44v4h3v3q-3 3 0 8 2-3 3-1-2 3-4 2-3-3-3 1l-2-5 3-5-2-5-2 3q-1-5 3-5"/><path fill="#aeb5b5" d="m15 66-1 1-6-1v-8l1 7 3-1q1-6-1-10l-1 2v-7l2 4q1-3 4-2-3 3-2 7z"/><path fill="#f3d39e" d="M35 54q5 2 8 8l-5-1-6-3-2-2-1-1v-3q3-1 6 2"/><path fill="#f5f6f4" d="m32 58 6 3 5 1v3q-6-1-10 1l2 3q-4 3-9 0l4-2q-3-2-4-1l3-3q0-3 3-5"/><path fill="#d9c1a6" d="m46 45 2 13q4 3 1 7-4-3-4-8z"/><path fill="#6da72e" d="M82 59h-2q0-4 2 0"/><path fill="#495f73" d="m77 60-7 1q3-6 7-1"/><path fill="#363844" d="m57 60-3 1q0-4 3-1"/><path fill="#d79c4f" d="M80 59h2l3 2-3 1H70v-1l7-1z"/><path fill="#c2d1cf" d="m30 56 2 2q-3 2-3 5l-3 3h-5l-4-6 9-4v4q4 0 4-4"/><path fill="#1d3552" d="M78 62h4l-1 6h-1z"/><path fill="#dab275" d="M15 66h11q1-1 4 1l-4 2h-1q-2-2-5-2h-5l1 2-3-1 1-1z"/><path fill="#798892" d="m43 62 6 5-3 2q-6-3-11 0l-2-3q4-2 10-1z"/><path fill="#b55c27" d="M25 69h-9l-1-2h5q3 0 5 2"/><path fill="#38505e" d="M35 69q5-3 11 0l-9 1z"/><path fill="#d19153" d="M49 67q3-1 8 2l-5 1-6-1z"/><path fill="#97b0b6" d="m13 68 3 1h10q5 3 9 0l2 1-3 1-25 1q1-3 4-4"/><path fill="#e4c39a" d="M80 68q1 3 4 5h-9z"/><path fill="#c9d9da" d="M57 69q6-1 9 5l-15 1q-3-2-2-4l3-1z"/><path fill="#677b86" d="m46 69 6 1-3 1q-1 2 2 4l-7 2v19h-1V77L3 76v20H2V73l7-1z"/><path fill="#a6aba9" d="M70 62v9h5v-8zh7l2 6-4 5v5h-3l-6-2q4 0 7-3-3-2-6 1l1-3q-1-6 1-9"/><path fill="#638793" d="m70 62 4 1v8h-5z"/><path fill="#1a2b3f" d="M43 96H3V76l40 1z"/><path fill="#e2b287" d="m66 74 1 2 6 2-8 2v16H44V77l7-2z"/></svg> |
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} | Generate code for a svg of a there are two trees that are standing next to each other | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 144.9 150 151.3" enable-background="new 0 144.9 150 151.3"><g><path fill="#888480" d="M101.1 255.2h10.3v40.5h-10.3z"/><path fill="#477DAA" d="M106.1 144.9L62.3 283.5H150z"/><defs><path id="a" d="M106.1 144.9L62.3 283.5H150z"/></defs><clipPath id="b"><use xlink:href="#a" overflow="visible"/></clipPath><path clip-path="url(#b)" fill="none" stroke="#338995" stroke-width="6" stroke-miterlimit="10" d="M152.9 174.5l-46.8 46.7-46.8-46.7"/><defs><path id="c" d="M106.1 144.9L62.3 283.5H150z"/></defs><clipPath id="d"><use xlink:href="#c" overflow="visible"/></clipPath><path clip-path="url(#d)" fill="none" stroke="#338995" stroke-width="6" stroke-miterlimit="10" d="M152.9 205.6l-46.8 46.8-46.8-46.8"/><defs><path id="e" d="M106.1 144.9L62.3 283.5H150z"/></defs><clipPath id="f"><use xlink:href="#e" overflow="visible"/></clipPath><path clip-path="url(#f)" fill="none" stroke="#338995" stroke-width="6" stroke-miterlimit="10" d="M152.9 236.7l-46.8 46.8-46.8-46.8"/><defs><path id="g" d="M106.1 144.9L62.3 283.5H150z"/></defs><clipPath id="h"><use xlink:href="#g" overflow="visible"/></clipPath><path clip-path="url(#h)" fill="none" stroke="#338995" stroke-width="6" stroke-miterlimit="10" d="M152.9 81.1l-46.8 46.7-46.8-46.7"/><defs><path id="i" d="M106.1 144.9L62.3 283.5H150z"/></defs><clipPath id="j"><use xlink:href="#i" overflow="visible"/></clipPath><path clip-path="url(#j)" fill="none" stroke="#338995" stroke-width="6" stroke-miterlimit="10" d="M152.9 112.2L106.1 159l-46.8-46.8"/><defs><path id="k" d="M106.1 144.9L62.3 283.5H150z"/></defs><clipPath id="l"><use xlink:href="#k" overflow="visible"/></clipPath><path clip-path="url(#l)" fill="none" stroke="#338995" stroke-width="6" stroke-miterlimit="10" d="M152.9 143.4l-46.8 46.7-46.8-46.7"/><path opacity=".1" enable-background="new" d="M101.1 283.5h10.1v6.8l-10.1-4.5z"/><path fill="#fff" stroke="#fff" stroke-linejoin="round" stroke-miterlimit="10" d="M116.3 254.4c0 4.2-3.4 7.6-7.6 7.6-4.2 0-7.6-3.4-7.6-7.6h15.2zM131.4 254.4c0 4.2-3.4 7.6-7.6 7.6-4.2 0-7.6-3.4-7.6-7.6h15.2zM146.7 254.4c0 4.2-3.4 7.6-7.6 7.6-4.2 0-7.6-3.4-7.6-7.6h15.2zM85.4 230.5c0 4.2-3.4 7.6-7.6 7.6-4.2 0-7.6-3.4-7.6-7.6h15.2zM100.6 230.5c0 4.2-3.4 7.6-7.6 7.6-4.2 0-7.6-3.4-7.6-7.6h15.2zM115.9 230.5c0 4.2-3.4 7.6-7.6 7.6s-7.7-3.4-7.7-7.6h15.3zM116.3 199.3c0 4.2-3.4 7.6-7.6 7.6-4.2 0-7.6-3.4-7.6-7.6h15.2zM131.4 199.3c0 4.2-3.4 7.6-7.6 7.6-4.2 0-7.6-3.4-7.6-7.6h15.2zM105.5 175.6c0 4.2-3.4 7.6-7.6 7.6-4.2 0-7.6-3.4-7.6-7.6h15.2z"/><path fill="#716E69" d="M34.9 256.6h9.2v39.7h-9.2z"/><path fill="#4F9DBE" d="M39.5 151.6L79 276.4H0z"/><path opacity=".1" enable-background="new" d="M44.1 276.4h-9.2v4.4l9.2-3z"/></g></svg> | |
Okay, here's a concise summary of my thoughts on drawing a palm down hand:My primary focus is on capturing the essence of a palm down hand, a simple yet powerful form. I aim to create a sense of movement, fluidity, and a sense of connection to the natural world. I'm interested in the interplay of form, texture, and the subtle nuances of the hand's movement. I want to evoke a feeling of both strength and grace, a sense of effortless movement and a connection to the physical world. The details are crucial, and I'm striving to achieve a visually appealing and expressive representation of this unique and often overlooked form. | {
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"path": "emoji_u1faf3.png"
} | Generate code for a svg of a palm down hand | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path id="hand_5_" d="M121.31,36.79c-0.85-0.78-16.12-2.16-18.07-2.43c2.87-0.6,7.32-1.67,9.93-3.14 c4.79-2.7,6.25-9.61,2.07-10.38c-2.5-0.46-10.01,0.08-13.53,0.35c3.64-1.73,4.65-5.65,4.47-7.83c-0.23-2.79-1.82-3.77-3.56-3.24 c-2.85,0.86-9.55,2.35-12.85,3.1c0,0,2.02-2.36,1.83-4.78c-0.19-2.35-2.01-3.12-5.86-1.95c-7.09,2.3-36.21,8.89-41.9,8.67 c-16.92-0.64-32.54-0.4-33.65-0.07c-1.1,0.33-2.52,1.15-3.47,3.31c-1.25,2.85-2.39,7.23-2.63,13.12 C3.57,43.51,5.95,44.57,5.95,44.57s9.54,8.48,15.85,13.06c10.39,7.54,15.04,16.95,17.54,22c1.04,2.11,1.62,3.89,2.58,5.05 c1.74,2.09,4.74,2.02,6.77,0.49c2.77-2.1,2.88-4.12,2.86-8c0.01-4.71-6.74-20.59-7.6-23.07c-0.7-2.03,3.41-2.36,5.36-2.99 c5.97-1.92,20.72-3.63,36.21-3.24c11.4,0.28,22.33,0.81,27.98-0.34c6.36-1.29,7.93-3.78,8.5-6.06 C122.45,39.58,122.56,37.87,121.31,36.79z" style="fill:#FFCA28;"/>
<path d="M121.29,36.79c-1.16,8.99-11.84,8.33-18.72,8.45c-6.56,0.02-14.55-0.41-21.5-0.42 c-13.99,0.02-30.54,2.45-34.04,3.62c-3.5,1.16-7.44,2.06-5.93,6.65c0.58,1.76,6.19,13.47,8.13,20.46c1.32,5.31-0.04,9.12-0.04,9.12 c0.74-0.56,2.08-1.17,2.66-5.54c0.94-7.15-6.69-21.54-7.91-25.02c-0.7-2.03,9.13-5.56,41.57-6.23c6.06-0.13,11.99,0.37,17.06,0.37 c7.5,0.12,18.29-0.55,19.42-6.77c0.37-1.54,0.74-3.62-0.68-4.73C121.3,36.75,121.3,36.77,121.29,36.79z" style="fill:#EDA600;"/>
<path d="M97.31,11.09c-0.02,0.01-0.05,0.02-0.07,0.02c0.04-0.01,0.08-0.02,0.11-0.03 C97.34,11.09,97.33,11.09,97.31,11.09z" style="fill:#EDA600;"/>
<path d="M88.03,11.08c-2.29,0.92-16.41,2.6-25.46,4.32c-4.51,0.86-6.15,2.16-6.15,2.16 c15.09-1.16,24.93-2.23,33.34-4.34c1.05-0.26,2.62-2.82,1.52-5.98C91.11,7.57,91.19,9.82,88.03,11.08z" style="fill:#EDA600;"/>
<g>
<path d="M101.7,21.19c4.65-2.65,5.08-5.41,4.26-8.83c0,0-2.34,4.97-7.86,5.99 c-1.84,0.34-19.68,1.38-29.53,2.56c-3.8,0.45-5.61,1.51-5.61,1.51S101.71,21.19,101.7,21.19z" style="fill:#EDA600;"/>
<path d="M106.24,30.58c-1.95,0.56-5.3,0.39-7.29,0.03S77.53,27.94,71,27.56c-3.8-0.22-5.14,0.46-5.14,0.46 s17.41,4.41,37.38,6.36c0,0,7.67-0.8,12.02-3.94c2.79-2.01,3.36-6.57,1.97-8.22c0,0-0.09,2.13-1.74,3.85 C112.69,28.97,108.19,30.02,106.24,30.58z" style="fill:#EDA600;"/>
</g>
</svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a blue butterfly resting on a lavender flower. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfe" d="M0 0h96v96H49V61l7-5q3-3 2-6 2-5 0-8l-6 8q-1-6-6-6 0 9-3 2v-1l4-5 4 4q5 0 3-5l3-3q2-6 5-9-3-3-4 0-6 3-10 9-1-3-3 0-1-6-6-7-3-4-7-3l3 10 3 1 2 1-1 2-3-2q-3 0-2 3l4 14 5 3 4 3v35H0z"/><path fill="#3c4e86" d="m39 29-3-1q0 5 2 9l-3-1-3-10q4-1 7 3"/><path fill="#4d98c8" d="m58 27 1 2q-3 3-2 7l-3 3-6-3q4-6 10-9"/><path fill="#4ba0cd" d="M39 29q5 1 6 7l-7 1q-2-4-2-9z"/><path fill="#3c3971" d="M57 36q-1-4 2-7l-1-2q1-3 4 0-3 3-5 9"/><path fill="#4360aa" d="m48 36 6 3q2 5-3 5l-4-4-4 5 1-6-4 5-1-2v-2l1-2-2-1 7-1q2-3 3 0"/><path fill="#629cc3" d="M43 45h-3v-2l4-5z"/><path fill="#7a6cae" d="M39 40v2q-3 6 3 10l-2-6h3q3 7 3-2 5 0 6 6l6-8q2 3 0 8 1 3-2 6l-13 2-5-3-4-14q-1-3 2-3z"/><path fill="#b2a5d0" d="m39 42 1 2v2l2 6q-6-4-3-10"/><path fill="#537363" d="m56 56-7 5h-2l-4-3z"/><path fill="#a5bdb3" d="M47 61h2v35h-2z"/></svg> | |
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} | Generate code for a svg of a a blue document with a person in a face on it | <svg width="48" height="48" viewBox="0 0 48 48" fill="none" xmlns="http://www.w3.org/2000/svg">
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} | Generate code for a svg of a a clean shiny coffee thermos sitting on a desk. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f1ece0" d="M0 0h96v53q-13-1-25 1-4 11-11 18-1-14 1-26l2-3-2-10-2-2q2-9-7-7H42q-6-1-4 5h14l-7 2h-1q-4-3-7 0-2 0-1 3v32H14L0 61z"/><path fill="#7e7e84" d="M42 24h10v5h-1v-3z"/><path fill="#4e5260" d="m42 24 9 2v3H38q-2-6 4-5"/><path fill="#fafafa" d="M52 24q9-2 7 7l-2 1 2 3-3 37-3 2V31h-8l7-2z"/><path fill="#dcd7d2" d="M44 31h8v43l3-2 3-37 2 11q-2 12-1 26v1l-5 3h-9l2-2-4-4z"/><path fill="#bbbab8" d="m37 31 3 44q-3-4-2-8v-4l-2-29q-1-3 1-3"/><path fill="#44444b" d="m59 31 2 2 2 10-2 3-2-11-2-3z"/><path fill="#46474f" d="M44 31v39l4 4-2 2-1 2h-8v-6q-1-3 1-5-1 4 2 8l-1-6-2-38q3-3 7 0"/><path fill="#889095" d="m36 34 2 29-2-24z"/><path fill="#fcfcfc" d="M96 53v8q-14-1-26 1l5 11-11 1-4-1v-1q7-7 11-18 12-2 25-1"/><path fill="#6b6e76" d="m36 39 2 24v4q-2 2-1 5-2-3-1-6z"/><path fill="#e4e0dc" d="M96 61v24L64 74l11-1-5-11q12-2 26-1"/><path fill="#bf8b71" d="m0 61 14 5v1H6l-2 3q-2 2 1 3 5 1 11-1l1-3-2-2 10 2q5 0 3-3h8q-1 3 1 6v3q-2 9-1 21H0z"/><path fill="#edeae8" d="m17 69-1 3q-6 2-11 1-3-1-1-3z"/><path fill="#60595d" d="m14 67 2 2-13 1 2-3z"/><path fill="#d6b59f" d="M14 67v-1h14q2 3-3 3l-10-2z"/><path fill="#78645e" d="M46 76h9l-6 2h-4z"/><path fill="#c08b70" d="m60 73 4 1 32 11v11H58l-1-13q-4-3-4 2l-4 4q-1-3-4-3v-5l7-2-3-1 6-2z"/><path fill="#ad806b" d="M37 75v3h12l3 1-7 2v5q3 0 4 3l4-4v11H36q-1-12 1-21"/><path fill="#c5a998" d="M58 96h-5V85q0-5 4-2z"/></svg> | |
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"path": "ee7dba0d1735f0670bfcceb3f76b845cbb6583c0610f187c5ba856fa0ad8d338.png"
} | Generate code for a svg of a a close up of a black and white arrow pointing in a circle | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 500 500" style="enable-background:new 0 0 500 500;" xml:space="preserve">
<title>arrow-left-circle</title>
<path id="Artboard_1" d="M383,230.8H184.2l93.3-93.1c3.9-3.9,3.9-10.2,0-14.1l-14.2-14.1c-3.9-3.9-10.2-3.9-14.1,0l0,0L107.5,250.7
L249.1,392c3.9,3.9,10.2,3.9,14.1,0l0,0l14.2-14.1c3.9-3.9,3.9-10.2,0-14.1l-93.3-93.1H383c5.5,0,10-4.5,10-10v-20
C393,235.2,388.5,230.7,383,230.8z M250,40C134,40,40,134,40,250s94,210,210,210s210-94,210-210S366,40,250,40z M250,420
c-93.9,0-170-76.1-170-170S156.1,80,250,80s170,76.1,170,170S343.9,420,250,420L250,420z"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a sticky note with a phone number written on it. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfb" d="M0 0h96v96H0z"/><path fill="#f8f3df" d="m28 32 42 1v37l-44-1z"/><path fill="#8e8d85" d="M56 56h4q-3 1-2 4h-6v-3q1-1 4 2z"/><path fill="#9f9d94" d="M41 57h4l5 2H40z"/><path fill="#8d8b83" d="m44 49 8 1-1 4-1-2-2 2q-1-3-3 0l-3-2z"/><path fill="#84817b" d="M38 50q2 0 1 2z"/><path fill="#7e7a71" d="M43 44q5-1 11 1l-8 2-5-1z"/></svg> | |
{
"bytes": 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",
"path": "91134a7be625a75feda0c89345763a0a3912cdb70545b5f941240b810efcf8fb.png"
} | Generate code for a svg of a a gray arrow pointing down on a white background | <svg xmlns="http://www.w3.org/2000/svg" width="20" height="19" viewBox="0 0 20 19">
<path fill="none" stroke="#979797" d="M40.5764079,77.7382643 C39.8874412,75.5952243 39.168942,74.1825602 38.4209103,73.5002722 C37.621066,72.7707252 35.7321331,72.0277947 32.7541116,71.2714806 L32.7541058,71.2715033 C32.2188015,71.1355545 31.8950599,70.5913965 32.0310086,70.0560922 C32.1007977,69.7812943 32.283952,69.5490359 32.5349048,69.4171 L48.3260417,61.1150741 C48.8148846,60.8580701 49.419513,61.0460126 49.676517,61.5348555 C49.822435,61.8124034 49.8297172,62.1423249 49.6961879,62.426041 L42.4331919,77.8580385 C42.1980111,78.3577382 41.6022729,78.5721731 41.1025733,78.3369924 C40.8517875,78.2189615 40.6612401,78.002136 40.5764079,77.7382643 Z" transform="translate(-31 -60)"/>
</svg> | |
{
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",
"path": "c9d24d238da506dab7d659fa5760014983d0600223b006f5bf87b7b506e59d3b.png"
} | Generate code for a svg of a a black and white photo of a camera with a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 30 30"><style>.st2{fill:#333}</style><g id="Layer_1"><path class="st2" d="M24.448 24.105l-3.602-1.804C23.936 20.351 26 16.916 26 13c0-6.065-4.935-11-11-11S4 6.935 4 13c0 3.916 2.063 7.351 5.154 9.301l-3.602 1.804A1 1 0 0 0 5 25v2a1 1 0 0 0 1 1h18a1 1 0 0 0 1-1v-2c0-.379-.214-.725-.552-.895zM6 13c0-4.962 4.038-9 9-9 4.963 0 9 4.038 9 9 0 4.963-4.037 9-9 9-4.962 0-9-4.037-9-9zm17 13H7v-.383l4.435-2.221c1.12.385 2.316.604 3.565.604s2.445-.22 3.564-.604L23 25.617V26z"/><path class="st2" d="M20 13c0-2.757-2.243-5-5-5s-5 2.243-5 5 2.243 5 5 5 5-2.243 5-5zm-8 0c0-1.654 1.346-3 3-3s3 1.346 3 3-1.346 3-3 3-3-1.346-3-3z"/><circle class="st2" cx="18.5" cy="7" r="1"/></g></svg> | |
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{
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} | Generate code for a svg of a house featuring a chimney with a cap. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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"path": "fe65edbcfea90ef6b85017204b468d0f2372e6ab36a3293bc6e852596d51e88b.png"
} | Generate code for a svg of a a close up of a black and white picture of a tag | <svg xmlns="http://www.w3.org/2000/svg" width="16" height="17" fill="none" viewBox="0 0 16 17">
<path fill="#424242" fill-rule="evenodd" d="M1.133 9.66l6-6.5L7.5 3h5l.5.5v5l-.133.34-6 6.5-.72.014-5-5-.014-.693zm1.06.326l4.293 4.292L12 8.305V4H7.719L2.193 9.986z" clip-rule="evenodd"/>
<path fill="#424242" fill-rule="evenodd" d="M15 9a3 3 0 0 1-5.22 2.017l-.77.64a4 4 0 1 0 .407-5.713l.879.587A3 3 0 0 1 15 9z" clip-rule="evenodd"/>
</svg> | |
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"path": "emoji_u1f911.png"
} | Generate code for a svg of a money-mouth face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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"path": "3f44923d0e996ff4e397502c1371eedb8ca7c7778e2a1600b7e402db7d33b16a.png"
} | Generate code for a svg of a a black and white image of a door with an arrow pointing to the left | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" width="32" height="32" viewBox="0 0 32 32">
<title>sign-out-filled</title>
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</svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white zebra stripes:I'm drawn to the intricate and dynamic nature of zebra stripes. The visual representation of a zebra's stripes is a fascinating blend of geometric shapes and visual cues. The stripes are not simply a simple pattern; they are a complex interplay of curves, shapes, and color variations. The stripes are often arranged in a dynamic and evolving pattern, with the stripes subtly shifting and changing in appearance depending on the angle of view and the surrounding environment. The overall effect is a visual representation of the zebra's movement and the dynamic interplay of its stripes. | {
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} | Generate code for a svg of a black and white zebra stripes marking a football field. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f6f6f6" d="M0 0h28l1 1Q14 1 2 5l4 2-4 1-1 5v12q-1 8 6 12l1 4h2v3l5 2q-4 3-4 8 0 2 2 1l10 2 11 1q-1-4 4-6l-1-1 1-3h3v3l7-1 2 3 2 7h-8l-32 2-2 1-10-2z"/><path fill="#f9f8f9" d="M28 0h68v14l-4-6q-3 2-4 6l-7-3-2 1q-3-2-3-5-6 0-1-2L63 3H44l-3 2q2 3 3 1l1 4q-7 1-9-6l-7 1-1-2-3 2 1 1q-6 0-9 3-3-3-4 1l-1-1v3l4-2 4 6q-3 0-4 3-6-3 0-4l-3-2q-4 3 0 7-4 4 3 7 1-4 4 0l-2 4-1-2-2 3q0 3 2 1 2 8 4 0 1 2 3 2-3 3 1 2l-2 2q0 6-4 10l1 1q-3 0-3 2l6 5-10-2q-2 1-2-1 0-5 4-8l-5-2v-3H8l-1-4q-7-4-6-12V13l1-5 4-1-4-2q12-4 27-4z"/><path fill="#f9f9fa" d="M79 12v6h-3q0-4-2 0l2 3 4-1q-6 4-10 1-7 6-13-2h-3l-3 4 1-3-4-3-9 3q-3-3 2-4l-4-2-2 2q0-3-2-1v7h-4l1 1-4 1-2 2-2-4 6-3 1 1 3-7q-1-1-3 1-6-7-6 1 2 3 5 0l2 2-10 2 2 7-2 1q-3-4-4 0-7-3-3-7-4-4 0-7l3 2q-6 1 0 4 1-3 4-3l-4-6-4 2V9l1 1q1-4 4-1 3-3 9-3l-1-1 3-2 1 2 7-1q2 7 9 6l-1-4q-1 2-3-1l3-2h19l12 2q-5 2 1 2 0 3 3 5"/><path fill="#fafafa" d="M96 14v43l-9-1q-1-2-3-1 1-7 4-13l-2-2q3-9 0-15 1-3-1-5l-1 3q-2-3-1-5l5-2v-2q1-4 4-6z"/><path fill="#f9f9f9" d="m79 12 2-1 7 3v2l-5 2q-1 2 1 5l1-3q2 2 1 5 3 6 0 15l2 2q-3 6-4 13 2-1 3 1l-5-1q-3-2 0-4l-3-2q2-3 6-3-3-1 0-3l-2-1-5 1 2-1-6-3q-6 3-11 0-6 0-11-4-3 2-3-1l-7-3q-2-6-5-1l1 2q-8 0-13 5-4 1-1-2-2 0-3-2-2 8-4 0-2 2-2-1l2-3 1 2 2-4 2-1-2-7 10-2-2-2q-3 3-5 0 0-8 6-1 2-2 3-1l-3 7-1-1-6 3 2 4 2-2 4-1-1-1h4v-7q2-2 2 1l2-2 4 2q-5 1-2 4l9-3 4 3-1 3 3-4h3q6 8 13 2 4 3 10-1l-4 1-2-3q2-4 2 0h3z"/><path fill="#f9f9f9" d="m49 34-10 5 2 1q-2 0-2 3l2 5h-3l-1 3 1 1q-5 2-4 6l-11-1-6-5q0-2 3-2l-1-1q4-4 4-10l2-2q5-5 13-5l-1-2q3-5 5 1z"/><path fill="#f3f3f3" d="M49 34q0 3 3 1 5 4 11 4 5 3 11 0l6 3-2 1 5-1 2 1q-3 2 0 3-4 0-6 3l3 2q-3 2 0 4l5 1 9 1v39h-5L57 80Q29 68 0 67v-1l17 1 26 6 22 6 29 13V79l-11-6-6-3v-1l17 7q2-9-1-15-2 0-2 3v-4l-13 1-2-3-2-6v-3l-4 3-4 1 8-7-2-1-2-2H50q-1-6-6-4l-3 1-2-1z"/><path fill="#9a9e9f" d="M44 39q5-2 6 4v10l-2-3v-9z"/><path fill="#dcdddd" d="M53 43h17l2 2-9 9 1 4-11 2v-6h3l7-10q-1-1-3 1l-5 8-1-2 1-6q0 4 3 1z"/><path fill="#5e6063" d="m44 39 4 2v9l-7 1v-3l-2-5q0-3 2-3z"/><path fill="#3e3f40" d="M50 43h3l5 3q-3 3-3-1l-1 6-2-6-2 8z"/><path fill="#2c2b2d" d="m56 54-1-1 5-8q2-2 3-1z"/><path fill="#2c2c2c" d="M66 44h3q-7 5-10 12-6 0 0-2 2-6 7-10"/><path fill="#2a2b2b" d="m72 45 2 1-8 7 4-1 4-3v3l-8 3-1 3h-1l-1-4z"/><path fill="#696b6c" d="m54 51 1 2 1 1h-3v6h-1l-2-7 2-8z"/><path fill="#353636" d="m76 58 2 3-2 2q-3-10-6 0 0-4-2-1l4-7z"/><path fill="#a5a4a4" d="m64 58-1 6-48-2 4-1q10 2 22 1l2-2h9z"/><path fill="#e1e1e1" d="m74 52 2 6-4-3-4 7q-3 0-1 2l1-1 4 3 5 3v1l-10-4-57-3 2-1-5-2h37l-2 2q-12 1-22-1l-4 1 2 1 46 1 1-6 1-3z"/><path fill="#2c2b2d" d="m0 61 10 2 7 2 6 1-6 1-17-1z"/><path fill="#c0c0bf" d="m78 61 13-1v4q0-3 2-3v4q-12-1-21 1l-4-3-1 1q-2-2 1-2 2-3 2 1 3-10 6 0z"/><path fill="#a09d9c" d="M93 61q3 6 1 15l-17-7-5-3q9-2 21-1z"/><path fill="#908e8e" d="M17 65q24-1 50 1l-4 2q-11 0-20 5l-26-6 6-1z"/><path fill="#434446" d="M0 67q29 1 57 13l-6 2h11q15 5 29 14H15l6-5 1-14q-3-3-4-1L8 73l-2 1-6 2z"/><path fill="#656566" d="m67 66-4 5 2 5q5 0 0 3l-22-6q9-5 20-5z"/><path fill="#3a3b3d" d="m6 74 12 2q1-2 4 1l-1 14-6 5H0V76z"/><path fill="#d9d9da" d="m6 74 2-1 10 3z"/><path fill="#828181" d="m67 66 10 4 6 3-2 2 1 7h-3l9 3h-8l-15-6q5-3 0-3l-2-5z"/><path fill="#9c9a99" d="m83 73 11 6v13l-14-7h8l-9-3h3l-1-7z"/><path fill="#8a8b8d" d="m57 80 5 2H51z"/></svg> |
{
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"path": "63d5f2d336419ce205f256d01e4fe358f594113f1f9b61d6cc6714fd68188b83.png"
} | Generate code for a svg of a there are two white arrows pointing in opposite directions | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" x="0" y="0" viewBox="0 0 120 120" style="enable-background:new 0 0 120 120" xml:space="preserve"><style>.st0{fill:#f6fafb}</style><circle id="XMLID_1_" class="st0" cx="28.1" cy="57.1" r="23.6"/><path id="XMLID_2_" class="st0" d="M26.6 76 42 70.2l15 39.5c1.3 3.6-.5 7.5-3.9 8.8l-2.8 1.1c-3.6 1.3-7.5-.5-8.8-3.9L26.6 76z"/><path id="XMLID_3_" class="st0" d="M44.4 3.7C46.2.5 50.3-.8 53.6 1l2.6 1.5c3.2 1.8 4.5 5.9 2.7 9.2L38.7 48.9 24.3 41 44.4 3.7z"/><path class="st0" d="M91.6 52.7h-4.4c-2.2 0-4 1.8-4 4v39.6c0 2.2 1.8 4 4 4h4.4c2.2 0 4-1.8 4-4V56.7c0-2.2-1.8-4-4-4z"/><path class="st0" d="m95.4 42.6-3.1-3.1c-1.6-1.6-4.1-1.6-5.7 0L64.2 61.9c-1.6 1.6-1.6 4.1 0 5.7l3.1 3.1c1.6 1.6 4.1 1.6 5.7 0l22.4-22.4c1.5-1.6 1.5-4.1 0-5.7z"/><path class="st0" d="m83.5 42.6 3.1-3.1c1.6-1.6 4.1-1.6 5.7 0l22.4 22.4c1.6 1.6 1.6 4.1 0 5.7l-3.1 3.1c-1.6 1.6-4.1 1.6-5.7 0L83.5 48.3c-1.6-1.6-1.6-4.1 0-5.7z"/></svg> | |
{
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"path": "b618c7eec7a17767f3ebe8ba02e5b35bd0d54a144b625cedeb70a8b7d0d1c4e1.png"
} | Generate code for a svg of a a close up of a black and white picture of two black numbers | <svg xmlns="http://www.w3.org/2000/svg" width="18" height="18" viewBox="0 0 24 24">
<path d="M6 17h3l2-4V7H5v6h3zm8 0h3l2-4V7h-6v6h3z"/>
<path d="M0 0h24v24H0z" fill="none"/>
</svg> | |
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icV9YLP92VjzvZ3i9ATyf5dnebh+Pd6D5WCRrXMzq6qM44B1eiITPU6HQSyU8WYJAZOngCIuBbM1Ddw91VQQCeQBEewBmoDbpT1Qsf9HeAKfHyrb+uRqAj4WAZHkBvBK/W9KOqCcAvQCUEEggANUBEIL3v//9e2sWRqCdXFjH9duNc+cZ/96O+LzMB2D2eavF63l5jrXbz/u5bq4bwLH+EPVYBEIVNAxQAC677DJXU/6GyfLn/ZwIj0CQlr+MJMCweALCHBYIkSdg7NJLL33yueeem6Cei9DtoBwAj7jzzjt3gKHmf1hj/u2O4f2c3WetjrXb3m6fFWmbEQwPuYuu5y/q+/zKB/BC6qKIPgRiAL0A26n3InQ7KATgHfd2o7vfqUufJwzAEwpwGg4QNbVvO3J2+r08x7m9Z7JCAB0UFhjfvXv3Xuq6CN0OSgL0Zv2j5X/cygKNurtfdqJfO4ud110fZOGfsHgC/EwQ7JCwwMT+/fu3Ui9GIA8AwbX1H0bLX6Y3oN2xorwCUbD8w+QJ4P2MCO+A22cpZJ6AMfICELodlAToAZdccsm3tJdMt5fxlZHo10nWv19eADcegi4vJzyuteGvP//88znqzQjkASBwo2Y9ZP3orLx4B7y4b6Mc9w+a6DslH0C0BylkYYExqBXwIhBIABCcdPLS3f9hd/eLICIeMeBEELQjYT9qBjg9D89xdvu9/h26PCxw786dO7PUoxG6ERQCcIFdu3bt0F7+d3xP7n5329vtc3KMl+NlewJEHy/b/e/USyRqWxCegRoy2pI/duzYIerZCOQBIPDg4zI7pSi7+91YoyJCAbxWumiCl+0JaHeMKPe/m+dAlKcpKPI3bCMvAIE8AIT2qHUU3+qE2v1BJvqJSgIMo+Uv2xMgcr6AID0BYRk6iF4AbRt5AQjkASC0xX2iOqEwFvMRZU3y7uO1fHlIMciEQLffz3u823wAmZ6ATigiZNh27x133EFeAAIJAIIthLn/RXV6IrZFNePfKzmLWtxeB++xTkVBGEYGeBWxsj0BTduyQCMCCF0GqgToAJqFsEt72U/ufr7t7fbx7Oc9RuTnvHoCZH0u6PoAssSnH8dwnmNWe9n6xBNPzFJvR+gG0GRALqx/WRP2uJmcR/Q2L9ud7uPZb9VZh3HiHxkioVvyAUJA/kYvwIPU1RHIA0AwWv9jYKj7H2XLX7ZHoBst/27yBHTyLIMaZrVtW3/wgx+QF4BAHgBCvaO416kVL2qqXr+s/KAsf95jZFr+dueV5UkQVRrYL09Ap4cFatvIC0AgDwChEbfffvsM1Er/hq2YjywrP8ghfjQM0H8vgCzid0vYgondyTrLBSAvAKHTQXUAOHDbbbft1Qjmbq+E3omJfl7J3glxiyB5kUJBhGfAr3wAp0QuantEPQGsLsCLL754iHo/QieDhgHy4V6/aveHdVy/iCF+7fa7HevvlHD9HPrn5dpF1gfw4xmQvU3WMWafSSUqDzz251fvoK6P0MmgEEB7639cezkchFUvw4Uflkp/Tqxxr1a7H+EBr96AqOUDeLXuRVr0sjwB1104M7ttw9LWPV84SqEAQkeCkgDboFKp3FssliCVSjIikZXo5+RzZqRmdT4nn7fb7mWfFQnzHGNHILzEHqbhgFHPB5BB8n4TPa8Y+N2r/dn+VGG/tnoj9YSETgTlANjg1ltvzZZK5W+hAMAFEYvFPFns3TCTn6i4fxQs/7B6AoL0AvhB/LLFgNbuYWG5DK9PJ8f+558MKY/99PQh6hEJJAC6CBdeeNFnC4XiLfp6uVxhHYNRCPjt7g9iXD9l/HevJyCMdQNkfg6Ffj5f1Np6tZ0XSgoM9lR2/Pfdo09qImCCekVCJ4GSAG2gdQKmyX+aKIDl5Rx7rVQqLfv9ntRHxLE822XV+Y/axD9OSNuvCYKCnC9A1rMqui3ZHYPCXm/Tzcf+50u9+LL/sT+/miYLInQUKAfAAu973/t2razkx+w6aewscEkmE9qShHg81rA/LGV8OyXuH+XyvyKul/IBxFr9uqsfrX67376wEsNQQPacNUXKByB0FCgEYIGxsa1fLpcrYzzHohcAOxHsTJCkYjGlgazC5u5349L3a7x/lMv/ihYlfuQDOCVsmcQvi+ibt2Eor1gs1lz9Fa57vJCLwSXn5MfuunkD5QMQOgY0DNAE733ve8e0zuF4s3vfCRklEnFtSbBXr6QftgI/fsf9RZO7iPOJ9jREwRMQ5QRBbMs81r4dPnj9HIwOsGTg7Xu+cPQI9ZQE8gB0ILZuPf+hcrk87uUc1Q6nVO9wkHT0JUpCwKsYkCEIomL5++kJCHt9gCCIX3fx5/MFFqrjtfatUK4ocP66Ar695a6bN3z9sZ+ezlFvSYgyKAegCbfccktWI+1dIjt9PVcAQwPxeJzlDKB3wHiM21h+0FP6Oo37BxHzj0IhIBmegE6YStjp541xfbcePCs8/3oa3nbBMgz0sNDgo9qym3pMAnkAOsv6v1vrQO6WQxKr+QJGi6TqGRBj5Yu08MMc94/yUEA3YiFq+QAySb4Z1TodKLJ1S78sMRlUgc2jRXxzyV03b3jlsZ+eplAAIbKgHIAm3HTTzRj7H/NdicVjzDuAOQPxeIJ5C7wSdTfH/YMUCH4VA+I9ttPyAfR4PhK9XpfDL6QTKnzshhn2CtVZAzEfYIJ6TkIUQSEAA97znvfsKhRKY0F8N3oDcEELRhcEGCbQRYFehtiM3IIOA5h12l6GANoRRhTL//rtCeikfIBq2yjXCR/bSJB/23xJgd+90gNvvWAZV7EuAA4N3E69JyGKoBCAAVu2bP2y1rmMheFaqsOVyrXKZAWWUGjs/KwSCmVY+FGa8jdMoYEweQKikg+A7/UwGT73uVyevce2UKmEQ9TNr8Th6i31/L8NNDSQEFVQCGDV+h8rFsvHo1RIRh9qqIcPjPMUuCX1sMb9O6H8ryih0En5AKvWfYURv+jEPVl41xWLWBfAuImGBhJIAEQVN91086Na57M36r9DFwQoBvTwgQyvAC8p+zHxTxTEgRdh6ddUwaKtfeM+JHad5HVXflTI3gzYti7b2gObBhdgtH8Zsj25iZoIoKmDCSQAooR3v/vd2VKpgtZ/R9b6RjGASzXBUH+fECoGRAsC2eTu5byyvERBTBDklvSt9ukZ+GjV6xa934l6fmF4eAjS6TT7vcl4BeJK5UCulHhc23Xg29/+NgkBAgmAKOBd77r5Qc0ieaDr/viKUg8dVMMIsVoVw0Qk4v5RDAvILgvs1crnIf0qsasNZK+787sJqVQK1qzJmt4zbR3DAV/XlkPf+c53KDRAIAEQNtx9991j2suO06cnHwhL8l+YgEJAL16EwAJG+vaoWf4yxUKQZYFFeQKah9mtLmqd7KMUo/cLa9YMa0Ig2W5ugglt/QAKgscee4zEAIEEQBD44Ac/yAhfI4Mb8FVbxnK5HMzOztOT4AJV74FSDzGsigSlPh8CWf7BeALsku4Qxhg8ZtlXt5UjN5tiWLwADiYnmtAWEgMEEgCycdddd2UNhI/lfceaCWRqaoZVESPIgx5iWH2/mpiov696FlpHMoTR4vfLI9DuPLrrvXpsY6wdh43q0AmeIAdr146w57idCLAJE+z77ne/SzkDBBIAXrFnz55xrfNHst+pLeNmZKCvI/GjACCEE3rIQX9M9QTG1uOSliKgnRfCL+hZ8Ibuv/7OKiO+WZhGPXO+U9HTk4GhoUE3AsC4ug/FgCYEDtEdJZAA4Cd8ZuXXCH+X1uln21mD+vrs7BwrNEIg8IoKtKzJTU4w8wI0i1MHYQHj+oT28ggKgu9973vkFSCQAGjGBz7wASR5ZuXXrP22ZN+8DeOdk5NT9AQQCAQhXoDBwQEeguddR/Lfp60/8o//+I8TdIcJXS0A3v/+92drFv7OGvlzEb7V+vz8PCwv03TeBAIhOC8A5/o+bfkiCQFC1wkAjfj3Qs2974Xwm63/s2engDy5BAJBphdAkADQQUKA0PkC4M4778TkvXtr7v0sL7nzCoClpSVYWFiivz6BQBCK0dE1DSNbvAoAi2OYENi/fz8JAULnCACN+NHavxfaZO+7XdcxOXk2NDOLEQiEzvUCuCR4nnXMEcBkwYc1IUDJgoRoCoDdu3ejhX9fzeLPiiR8s3Ua+kcgEGRi/fq1Igiedx2rDN5/QAPdeUJkBIBG/GPaC9bfr7v5ZRA+CQACgeBbh6r1MevWjfopAPR1FAD3aDqAvAGE8AqAXbt2MYtfaygP2JG1LAFACYAEAkEWcF6A4eFsEAIAMVsTAeQNIHAh5ueXaeSPrv7jNcu/rZKWAUzQ6YRa8gQCIXxIJJK+eBks1lF57Nf62YfoL0EIjQdg586dWJ73Uagl98mw7p18hmoAEAgEGRgeHmITBIm08F2eA+cZuPHxxx+nkAAhOA+ARv4Pai+HjeTvsypuQU9PD/3lCQSC2M40pkA6nZbadzkA9rfH0fiivwzBdw+A9uAxdxRU6/T7kuDnZH1mZhby+QI9AQQCQQj6+/vYInCon4j12ZongKYeJvjjAaipzuM6+Ye1sRIIBIIIYG5RX1+vSAteFNAQO0ieAIIvHoA77rgD4/0HwVDBL4weAFxfWFiAxcVlegoIBMno7e2FzZvPY10OvuL66vbNRtvVcoTO2bNnYWpqqm7dHjt2jL2++uoJWF4Oth2vWTPMRgCEwOK3WmeegO9///vkCSDIEQBI/qg22xX0CYsAwEYyPT0NhUKJngQCQQCQ3JHQR0dH4bzzzmOvVeIHbuuYZ7pls2NQCKysLMPzzx9jYgGH++oiQSZ013/ICN9sfUJbtmsigBIDCWIFgEb+SPqY7DcmM4Nf9Do2DOwoSqUyPQ0EggMguW/btq1G+ufBJZdc0r7DkSgArI45ceIEEwcoBvAV10UBE4qz2cGwEr7ZtgOaANhNTy9BtADAhD9hM/b5KRBKpRKrDlipVOiJIBAsgO767du3a0S/jRH/6OiIY3Jvd4zKWaHLi0jAcMGxYy/A4cOHmShAA8AL+Yec8M3W79FEwD56oglCBIBG/ju0l4OyyNoPjwDi7NlpViqYQCDoVv4II/23v/3tDa58t9Z9u+NEW/88x6FHAAXBL37xS27vgJH8I0D4zesYAthKoQBCQtB5HpWqUnzIqsXvwKk8Z2fnYGWFigQRupv0kfCvv/76upXP67p3e5waQG1u/TsxVwGXm29+F0syPHz4iK0YGBoahN7eYGuJ6DlMLqFPwPYgPe3kAfCE22+/fUct6983a122x2BpaRnm5ubp6SB0Daru/XF497tvZmToVoj7Idb98hKgGPjJT/6VCQJ8j0P99Ep/IbfwedYnvv/972+lJ58EgFcB8JDW6O8LkwAQIQgwLwC9AYUChQQInQsk+3e/+13Mza8PzfNC7rIFgB85AmbHHDlyBJ599tn6qIIIEr7Z+vYnnniChgV2MUSEAHZ04o1JJpOwdu0oLCwswuLiEiUIEjoKb3/79czFv23bxUKJmzcMEAaR4ATj4+NsmZ2dhYMHD8Jzzz0HuVzkQ4WYtE0CgASAt7bRyTdoYKCfxftQCGBogECIOvHfccftMDIyIo3cZYkANQRzeGezWdi9ezfccsst8Ktf/QqeeuopIULAY0zfLbZQiyAB0PHw2hlVY39ZGBwcYHMI5HJ5enIIXUP8YfAEiCZHryGCTCYDO3bsgGuvvZaJAKdCICDCb8YYtQwSAK5x++23d9UDhEIAs6JxqCCGBcgjQAg7rr/+Okb8WLTHb6td1DmdEKXfpGoUAiI9AgSCL8ax1xNoIkANY53/dh4AEecsl8tstAAOG6QcAUKYgLH9e+7ZW7f4RSbwOSV1LyLAKaH7kSRol1yH5P/DH/6QFRlqd64QFA868MQTT1BVQPIAENx6BHASECR/DAvg5EI0aoAQJJDwkfj15D4ZFrtTy14nHjefCYr8vXgEdu3axTwCKAQmJibC/LgcpRZDAsArDkHIRwLIzkyOxWJsKlBcMDyACYPLyyvkFSD4ittvv425+8PcDu28Al6IOYgcATts2LBBE2L3sNECBw4cgJWVFd9EiMO+m9DNRqzXE2zbtk1ry8ou47ZOdfnzrKNXAMuEYrWwdDrFtuNEQyFp8IQOBFr7/+N/fJ4NU7MTuqLH8Yds3vtQCIXmdcy9eMtb3sLCha+99lqYbsXEE088cT+1HvIAeMUBbXkIquUlCQagEMAFw7BoAaBXgDwDBFHA4am33XYbK2FrJCCvMXfez4dhzL/f1rSb78KwAA4bxNkS9+/fz2oJBPkbavg6tSCCZw/ACy+8kNu2bRuOi7ulGy1+3nUsH4qV1tAzgO8TiTgTAiQGCG5w8cUXw5/92efg8ssv52oPTq32qHgCZIwQkEXGQ0NDzEuzuLgIp06dClLUTGjLPceOHaPhCl2OSEwHHEXC513HksM4PSkmEdJoAgIPbrvtVhbvd9I+ZAqAoESA3yMERGbhP//888wboA8Z9Lk08I3f//73D1FLIsRFnWjbtm0/rnkBNhDB869jAmE6nYb+/n7IZodYIiGWIY7FqsMMKXeAoANd/p/73OfguuuuddWGOkUERHWEgBGYG3DFFVewUQLoEfDxur6okf8+ak0EoR6AmhcA8wAOah3BOAkAMb+xUCgwz0A+n2fWQrFYoqe2C4Eu/z/908+wnBK3z5cbonZD6jKFgEzyb3esSA+A8f2PfvQjVkBI5HdZHLNPI/97qDURpAgAHTt37nxUe9lLhC/+N2GIABMK8/kCEwQoDMplCht0Mm666Ua46649np83P7wAsoSAWws4jORvto6Fg1AI8IYEXAiCfY8//jiRP0G+AKiJAMwHQCGQJYte7jrmEWD9Ad1TgOIA1wnRBlr7e/Z8gLn8RT2TfnkB3H4eBS4+wwhMlsUQmR+iod2xflTpw8TAffv2MREg+Pz3a+T/MLUogm8CoCYCMCTwgLbcRwTv/zp6CqrioJpoiK8kDKJD/p///H1w7rnnCn1GgxIBSGr4LBoXfTuPO1uHLgoSiQTLlcFXXPTQiFuPgUzrv3lbu1LCKAJOnjwp4hpwvOFujfwPUYsi+C4AdOzatWusJgT2EuEHf43VWgRlNvIABQEKg3w+R6GEkABJ/zOf+TSMjKyR8ozIFgFIYrhg/gouOtnzEq9Ta1wHCgEUCJhUi2Pvm0VBmK3/ZuH+rW99q6GMsJs6/9rLPRr5z1KLIgQqAMyEABF8OK6xeRt6ClAIoBu2OsdBVRjQDGf+kf/999/rOtlPphfA6ngkeXw+kLisYth+CACz7XoxLqzBgcJANPnLFARYQvjIkSNOz4Gq4f4D+GECIUwCwCgEtI4EvQH3Qq2CIBF8MNdsRwJm21Eg4GODHT0KBOz89bACTY/sDVdffRV87GMfZWQl85nwKgIQ+DdfWlpiz4OVhe92xj0n7ngn31eds6Ovvrg5n9/eAF0EcHwOLf1HtOVh7TNk9RPCKwB0/PSrux489nrigZdOVeD4KfGdHBE8P+E7EQHttmP9AgwvVImiwGZI1Ic06rMlYggCkxYJVVx77TWM/P16rtyIACR6HLOOlj5PLknYBIDxOBQDAwMDbDHzDLgha1mCwOgJsDhun7Z+PxE/ITIC4LE/vzo7uvHi47oHYF4zHl8+pcJzJypwdo4I3s/vFC0A3GyvhhrK9e0oDnBd34/vm2dUw8eXp4hKlMg/iL9xu/1o6eOiZ+d7IXee/TIFgNkxmDeQzWaZV0AfdeAHuTv5TLMIqFn8+9Dq379//wRRGcENEkF98fDarXvBMIHQYC/A+PkKXL01pomBChMDx14DODuv1BtC2GYfa76mIK4xjPfFyXXq2zFpywjdReslfo2k5UUP53IrTHgkkylGEoardvjbAfr7+0z3YYGfd77zncKfK6+fwfAOiiu8h3ZJfFKsEu0a3Iz7d/s5FDanT59m5I9CAGv2Nw8/dDJSwcn95l3ftas64eqLzz0NW0fmYfOapfs/+X/8eh9RGCGSHoCD+/ag9T/W2igq1QdfW/D9/LIKx08r8MZ0DF6ZjJNFD9EIAzglbBn7ePb7IXysYCR/WW5+p6EAvF4kflyMHhm35CfSmvfT64ChgTVr1rCRBSK8AaI8CKd+97cw/9rPmVNgzxeO7iYKI0ROAGjkj3J2v0kzZA+5WiN/XQTogiBfVJkQmNCEwMmZOCzlxQqCThUVXkSBX0Qvm+SD8MzYYWRkBHbv3h2avzNa/GjtI/HrE1K5cdF3igDQMTw83OIRCHJkAMIgAoY1EUBxf4JrBBUC+Lh5I4Sqd7X+sKtGaQCphApb1pZg82iBbZlaiGlCIAGvnk3CqbkkV+fQiS77oH5XO7e+qPvS7nw836d3oLLvCw9JoWX5vve9z5e/s9kxzdswk39+fr7B4hdB/l7vUxgwPT0Ns7OzLDSAYsCNCBH9Wzdc9SmoFDWxdvq3O9ATQDRGcIu431+oWf8Y999n03zqamC13agt+3FfT7IMaweKcMGGHIxvXoTh3iJkkhUoqwrkivGutuiDDgPIsPZFW/qixICTDh5nfbzjjjtYToGs5D7evyvG9mdmZpjV3w2zTnqZTwATUBcWFtiIAQwLeDmnm/BBM3pHr4TC4uu5b3z/6ONEYwS38D0EoAmAvVCdI8CkYTTG/+vvodIUFmh9r9bcB/p7HG12YqYHzsyn4cxCBpbyia4ieL/CAH4TvUx3P+/n3BIJlq699dZbmfs/iL+jMcEPycwqSVLEUDuvngS3VrQfIQdMUF27dq2l98vpeT2so/t/6/j4OIUBCK4QRAhgp63lX6Xxxvf10EDd/m/5v94w1Oq2ZEKF80cXWcYsbsd8gTPzGTiz2AOTi72wXEhydyhRcNmLOmcY3PpewgHGDtLN9cq0PG+++eYG8hf1d+Rx8+vbcPw+Wv1WCX5+3J+oextQOKFHAEWAsWhTAOEBNv364cOHb9y+fTuJAEIkBMAue/5XTUWBMTQAFlKh4a3auLc3VYSxkQJsWTPHvAQoAFAITC71wcn5ASiW474RflDnlJUr4JWw3ZyTh+D9ivvzdPbXXnstbNy4UQjBOyF84zZ09aPl7yc5uxmaJ0MgiD4nelFw6CAKABQCZrMWuiF7F96Ace3lIW2hqX4Jztunn192cN+eHfhi+eDX3PdVq79iMiLAGBqosOMaPmcWJjCEBYzHNmNuJQNvaEIAl/lcT0snZrfOc0xY4vy8w8KikuEfRMzfKdFcdNFFDWP9ZRb2MfscWvuYyIbWv4ziPKItXi9WsqiQg5NrxZyA9evXN9SKCGDo4P3bt2+nKX8JjhDz+ft2cLbilgTARne/arD0LbwA9WRBQwjBpoDLUE8OLl0/Ce+66GX4b9tegKs2noKhTC5SFoqIhCS/v8MtIRn3O4kPGxeRfzurc2LG/zXXXCPlHvKcByssTk1NCSvd2y3gvRepRBl6E0tQWTgGUJiU2m7arD90+PDhHfSXIziB3yGAq20e91Z6Vi1XGgVBw9BB0zOBnkDA0w4xXHDB6BRbMFTw6uwwW3jzBqwas+jqbqLcxzyfc3N9Iva5/Z1uO3nesAIXOWgWIVr+jVUE3f+dnN4HfVx/2Ek0CuK63mHGKqx/6EngiKOSdq8N5869BlBeBjWzWaqXw+ac+3/7299ufdOb3kT5AIRQCoBxjse4kcjVRp4HC3JXTYTA6idUSyHBIwYuWXeGLWeX+pgQwJyBUiUhnJBkk7CozwSR3OfXWH+RZIGWP3oARIk33mP0Mr7NcyeIzO6PsiBwilS8DAPpPCN8fA92vUlxGpTyCqi9F2oPYtw12bsUCJgUiAXWbiRqI/DA7xDAWHvSN2tajULAzs6vH67aeAxcYrRvCd50zmvwnotfgO3aqzFEIMPFJ6qDdBNr9EIYsiZz4XXdy3DzO8XmzZtZ7F/036XdMfges/yDJv8okb3ZPUaiH+ldhvOyc3DO0DwMZvIt5G+Jygooy39gryKqFzp8dnb89re/fZCojcAD35IAD+7bg9b/YYunuZbQ11oHwHTsPzQlA1olADbUELBOAPSCuVwGXp4ahZMLgy1eAb8KvciuE+93cp+ssf5+jQbAYj87d+40nWZWdr0GJH+zyXu8Jvd5zRXxa4icl+9l7v1kAfrT/GRve3YlDpWeCzQzq8eTyHMpFLe/+c1vPkIUR7CDnyGArG0jarDwVcumptYEQ2NYwMRjAM0hBBVk2BfoBUBvwBXlOJzSRMDL06OaKOipN8qwuPBlxNFlufR5XPlu3P3GTlLGsEwdf/RHf8Ti/jL/Ls3bkPQx099tsqBM8g+z9c8EW7rAiB8XsQ9FGWIrL9VFgFsPj0vRg8XWthPFEewQC8+lrDK6+QgAE6I3CIHVvdYJgCCxj0lqFsN52Rm44fwX2YLvkxxWhF9uf1nWn+wMf55rc3sPzRavn7v88sthw4YNXq03rnuhb3NL/n6Rrl+CwFGCptY2h5mLf4aF9oSTf5MIgPKKkDbq4DeO/+Y3v3mQKI4QFgGww5EQcLJNbeMxsD2PDK/ACmzfdALeu+0ZGNdeR3oXpTd62ceEWQR4EQK8BM9zfnT9j4+PS/s7mG3TK/th4p+T65Vd9TAM1n/zeWOKCv2pPGwcnGPLYDrHtslXQJoIyL0ESmXFsxB0+JkHnn766XEgECyQCMuFqDycb7FLbfyP/0Q+4LyhabYsF1NwamEIjk+Pwkop3dJow+T2d1MOWGaGvxN3v0w3fztg1r+Z6190OV99m17gR6aL3uuxocniz+SYlW9K+KpfIuBlqGTOBzXWI03AmxxPoQBCKDwAjqx+J0MAG96qrWEAESMAvAI7n/PXTMK7LnwO3jl2DLZq7524HWVa+KI6bpmeADdWvp+jAdDtj5n/Xrw6Tn8bTuEbhjK7fjyPTs8TjymwbigD5wzNMmsfLX9frH0OEWAWDhBx7yw+M/7000/fR1RHCLEAsLPWHQ4BDJ7r22IwswKXr3sdbrrgWXjLuceZhyARK0npPEVbZV6IXPQwP6fXLVMQYOKfX4IN3f1o+Ztl+0uwIEMnLOyQ7U/DhRuHYPsFa2HL+iHoTWdC1sVpIqBwgr16abNO2qH2/oFf//rXWaI7QjP8DAHMtmNr1RODqyar4S9tuqF/ji1YInE+3wOvzY3AqcUhWCmmpFSHc3KM25kBRczm58Td73ayISu0G53QjO3bt7MpYnm+s9095jkGK/zJJn8/zi3qmob6UjDcl2bkj5a/Ef3962F65nio2rxSyUE89zKUey7yK3cHyZ8mDCK0Pot+fZH1RECqyTh+m3oAbWsANI37h8b6AFEBCgAUAtMrA3B6MWtLUDLmjOchRD8m8pE52c95o6tTua4dzEAmueoQWzuUgXSyvYNMVRKQ2nJdvdyv7L/N8vIyW2QTrR+xfy+1CQZ6kpBlpJ+CVCJue+z8whuQy83ZXYh78eNO+VQ9OYlhKKfO9Wz9263r72uvW9/2trdNEO0RgvAAOG5Kpo5+1WGin+qhoQaInmQBtg5PsgWBQmBquZ+94iLLwvfLEyDaG6Afm07GWexXqZE4kvpgb5ItiHWDfMTOi+W+McjZ1PoX+bfJ5/ORIH8vn7Pajpb9QE+KET4Sf7Olb4e+3rX2AsBP8jcgVpoBNdbHhIBb8rc73uRYTAikMsGEQATABF8rUts3ONVh8+yASc7W9CywBeBkXRDggmGD6eUBKKkJqYQftAjQLWDdal/HLHSN7AfT7HXIQPJ+oRJLQy6z0RcxpuBDXMox4itX5FTvE0X+ooZ2opWPpN/PXt3/bePxJGQyQ1JEgFfEC6+xUQFqLCPUi2JxzI7/+I//2HHNNdccIuojVPsVH3Fw3x7V9OE0lOzlcuvr20BtHzIw7ofOne4UQwYLhV5NEPTCgrbMa+9xm+hSs7LCAYjNa/tr5J7WLPc4I/Sh3hSz2JHww4bFvgsgn17rSwhmfV8FjI6LlUKZCQF8rbDXElsvlCpsCdLydyMAUNj0phPQn0l6JnwzlDTxZJoL4Lf73+Q7VSUFxfQF9cmDeL0Bdha/TRjgkCYAyAtA8N0DgMDa1OOmTcmNq563CmAXAEMGuKzra8y1RC8B1h3IaQt6C3C+gpncoHCL387y3by2miCHpL4uWx0DPcTIPVl32UcNaP0j+cu0+nUMpVVojlr0pKpk0Z8xb8K6ECiUyuy1XK6Khap4KLV4EUTlx/CQP5J7PBZjhN+TjrNXjOPLzNFJJDKQSvZCobgcumdJUQuQKJ6CUuocR/eVxwNjcgx5AQiBCYAJsJsSWO0+4paNathgoWFbOj0AoyMXQzG5ja2fnlmBfLGMpiZbn1sqsGXVR9RISFuQ0JtJqmat64duHu3r6Pu63HOuNMI3btO4EfpTFXDqrEslYmyxa+IoApYL1dEEhWJVKOjbdbFQFxSG/VbEg5a7bt0ioadqqqUnlYCEZuH3aD/GSexeNDKZbCgFACJWntGWAajEB6VUC20eFoieAOodCX4LgCe1ZZd7I797LXwRGBjYBKOjFzPybyT0fro5Dq3/XGq0gZK95lKYddhIlmsyNdKtPeeKwKidZoSvehAyArqCkDdFzANYWp6EcrkYyp+aKL4OhRgK55gXcufxGuz41a9+tePaa68lEUACwFccinonEjXE4ymN9LfB+vVXQDo1QDdEAFYyG0zJXHSdhsE0ioDm5uFNCKghbWB+DdHFNrC8Mq1/aRA/1GZfWRMBr0ExuZmHxD0JAQ33kheA4Ls/7uC+PTNgmBq4JbGvlqxnlfjXmthnljRokUDYRepiODsGI5q1j68Egf23EoepwXHNSFvVzu0S/twkAKLrf12f6qAhK8GSvsev8EsAoPU/Nf0HzwJAVAKgGYqpMajE+hwPC7RJ/LN6v/W6666boFZNHgC/vQC76NaLR2/vCHPvo8WPlj9BPHKptUwEgMFqdzPUsd224YzDsr0SSB7FM2bPmwoO7R4kEulIkT8ChwRiQqDV7wpFp4yhgPTFnsmf41jMBaDqgCQAfMXjJADEARP6spqVj8SPAoAgF8vp9VyE5iUBsF/Tbsm4P9ZwqZTXXnPsPS6VStFZjLxGJslktT5DKtUHsViSEa2+LWzAXIDFxfAKAEUtQrx0BkrxtVyiyaHr37h/1y9/+cv7r7/++llq2SQA/MIBqFakIri2YlIwPDwG69ddSaTvI/LJYSgrqbqzXbXxArgVAZgkn+2RR/iFwiIUi8va67L23WWvpnv9bbGWXV9syrJHaxuFAC4oVoO0/uuiOTUAi+op9z/bj465NA3l+Brtu+Ku7hOnKMjWjLF91Lq7E4GMyTm4b89+3QvgPQfAuvhPJ+UA6KSP1j7F9YPBXO+FTASwhmMgbav3ZuvttmFJBJFlEdDCxwp4hcKCkOx3KwHATb6aCEhpBIxWeFACADE9/bLrMIDq0/0qx7NQTGxy5frnzAFAHLn++uu3U+smD4Cf+Dr4FgZQqk1WiR7/++XeL5cLsLw8BXmNJAr5Bfaazy+2f3g0UYLXFWevo5BK93fsSAOM++cS2bbWvxdPAKt3nxZzvUj6Kysz8mLdLok7j8+XtiwunmbPCz438VjS979n2MMATPSXZ6EYG9X6rqQr8uf0Doz/4he/GH/7299+hOiQBIAvuHHvYwcO7tszob0dMyXrdmRuuaqEdpgTL/REPhyzL4v0keAXFk5qyxvsFTtkt5iZnWjxVGCnPjiwkYmXTglRrCRHLcnbrIN1IwKQ/L3UyUFv18rKtCbmZry79wUTf+tpyppImWULisaenjW+5QzgvXf7XX73LsnyJBQSm1yRv4PEwI9DtUorgQSAb/gimOUC2HO8c8u/9lZRw+kAQCt/QCNLJHx07cvK3kfSn52ZgLNTLzBrX6Y3oSos3oDX3/hNx+QrrCRHbIne60gAJH4v1j9a/IuLZ+QRv0DyrxKp2vBs4oJCoK9/vS8eAcxNwERF4WERwfcuXpnT+q61UDF01aKFgIa92nI/0SEJAD9xAzeBm+7W7H2Vw95npwmP/x8JcVAje530ZZMiWvhIxEjIQQAFwdmzL7AFxc6mTW+WKnSk/IZYCoqxHkfufycV//C4wYziyvrHGD/+jaUPa5NE/s0iNT+9wKbvRS+SLOu/bl0ne7Xncy70z1+ifAYK8U2ef6/N++y///u/73rHO95xgCiRBIB0HNy3p5Z9qraQNZel3sLnxg3V92Hhfd0C7u0Z8YXww0L8ph18fgGOHz8Er2r3ZMP6K5kYiALyiawr4ucJBejbB9LO2X95+SwsLZ0NrfXqhPyNwHK9KAYG+jcyS10Wksk+R1MEB9GV4P2KVRZBiZfZiAAJOQD6251QHaFFIAEgHZgAmF19+Phi/1VSV0w7JHNNELwCwGIpW8d2+EdWBSTZJ0NF/GZeARQnGI7Ae4PekDBjOTFiSuKiREB/SqlWf1eBa1wOxvrn5l5rGXIXZuJ37tnIwezcq9Dfvx4y6SFJAqAXogAFyiwUUFSGnVr2TkQB9slUFKjLEAvoe3fqxFwfnqcYmZu/aZi/NzsqmFnIvCTYOcXp07+HZ575XqjJv/nePH/sCTg+cYiJglCKlZr7X2TctXkd3f8NZqZqR4x5mJp6SS75s6G3EioLgtOx7GX2LC8unRb0sxq/H3MAcImCByWpzgl5/uxqAvz85z/fAQQSADJxcN+eMfQAVHlfH8evWhC3Ys33NmzfaGEpDk8gFn64/JE8//CHf4FXTzwVWiK1A+YHoBCQmZzoFrl41hGxOBUBqXh1MWHLFiGA5D87+6rcDH9JVr+X0Tk4skGWqOX1AgTl/teRiCuQgJwU8m8KAxBIAEjFrobHW4V60R4n1r7S7pDAKB+arIy01POjyx/Js3k4XtSA5B/G35GP93MRulNxoK8Ptov914QAc4nPviKe/HXSl+juFzE0dyU3B/MeRIDV30tmjoEoKLEYM2qSypLrZ5FTCJAHgASAdNxg7Gz0zqFSMYoAJ0xeEwOKnbWv1DwDnfXHQ9JEl38YLWcvngzMDQiPB2BIqMu/eV9vqv1Dych/RrP8K2XvZG0kfB9i/CLrcuQ8ioBABICAe6wPi0xpAkCBii3huxGpBoz/7Gc/GyNaJAEgBXr2v2rsiAxdBRMBZsyvtInjK228BkpwvoB0ul8aWaLFHEWXfzvgSIEweAJ4rH8vIgDJv93QP7T4Td3+zUTOu/gIUeRvvGwUAcsr00KsfwRPCCDINGJFiaELYPV6lRU3lr2T9+QFIAEgDbtaugbVmAOgiYByadWuV+ycAebkrjS8h8DNfhmlcTuZ/I0iIGjPRiHWLy35D9/3Jts/m5jtL7W4T4TIXweWERaZBBnGMIB+/2LxRIMMMQoASfkANxAtkgCQBVP3/+rzrbJ/lXKxqQOxcO0rLXRvYvk3iwZ/BYGMgjc4hK5T3P52IucPL/1LKDwAVhakVxHQ18b9j9au9KF+ISZ/OywtTXq2/lcFQFqO9e/R44LWv1Kz/vVToQBoDgMIfk8eABIA8jwAVu5/1mnURgbURUDtGPuEPwvrXzHf7nckQHRFM0z6w+F+3QAcJhhkPkA+1t+WUNyKAB73P87g183kb8efBU0YiSrjG9ZEwFgsUTeMjPDiBeAQSmOHDh3KAoEEgEgc3LdnHNj801buf8MetfpAMhFQzwtQdKPf3q2vgEVNAaXJY+APUoJzALCefzchqN+b53T/O+mEjes9ifZPYqUSHde/qot4H8h/9f4UPVv/dgIgKOsf72PV+ldMryih5F0TPudx5AXoEvhZCXBHY5Nqdf+3/I9CABu51hCYGm4q+bs691/tvWn1v1p9Yc8t2h1E5wDIjvvrs/lVvRcjbMpfM8wvnKxbqTKLHZUCynPA4j96J+m0wh/PcX3pcA1JwWS4WCzOyBDJx0iKsVhjwRxjWAJFij4PQaG4xIb0ep2XQESuopMMeLsQQFBQYnHT+4KPUlITAKLFadN7NNaoLDAJAKG4QVXBEOtvtB1ABRN3V00IVCpQrhRqCTEW5X0NJYKrcqD6+epmQynh1SldpP9gGUWAROYU4PXp8xOgUHFSkrd5ahLMScDwxIr2Ol+baljIAxrQpEEFJeOa3Nsdl4jhEpwAQLJHgtdfnVbD0zPn68WMUlUvVy+MNogEFAKlco6953XXOyF/RRHjwFSUeMvMgEFl/pta/6xE9Gqd6JhShoRShJKa5BZBDt9TIiAJAOEYrz/Nqv7S7P5Xa+7/Vo8APpylYp5ZKawwhpHS69xv9ApA04zAzaIgetY/Ijs8xir+uRUPODFRNjvGZiQULSZwwZn+dHGAExLhcL5ZbXHrJcDfG4gAiGU81/pvfl8lGwV6knzkj7MnikgCRHJD0k5pz2Mq1csIT7aFjd9nHGJXrhShkK9O+yvqN1m67l00bvRyCJsa2HPyX3yV91smiKiuJ2IFTVwlZSUDjhM1kgAQhlr537FmyjckAzQ94I37jJ/BRqoJYIih1aIPAWzwHKy6/BVVaZARq8f7o+9leABQVKxff6WjRMDR0YsZ6SM5+4nqlMcbYfN51zEPASb0OREDeP9GRy4OpGEUFf4QAK8I0NczCYVruuBMZojN9udmGCCSCNag6OlZIzTJTXU7r71GsHgtuODvyRcWIZebbRADTk6N5xF5falUX/1agh73z56LJqu/if+ZB0DiSIDswYMHszfeeOMsUSQJADHWv8XwP/bAqWZUrxcvaRUJLM5YzDFPQDU3wGDwm+QBMOtfqfYwfoYBeiTNA4CEirATAUieKBSQ9OMBudGbr2dz73Xs2tErMHX2BdtiPxiauOjC9wRj/SsZWwL0KgJSiVavgBWJZ7ObHdX/R69BOj3EXkVCFSia8XfhDH+4oGcAhzuiGOC1wFEY9VoIALeIxZKibpT7j+LUv8z6tyJ+FiBge5K1RECvhG/bZwMcIookASBEAFgN/2toOKppKmBttECrfMCiQbhUwwJxyzwAPRRQ36bUhIBkqS8jBGAUAevXX8Gy5NGaQgu7GsvvZ25zmd/tFcM1bwQmNKIIQNcw5g2gxYrXjd4KPyZRskJZSQlN+Gt+n24aAWAnBNB6Hxm5AFZWZrS/8bSpEMBjkBTRxS9ydjvVB08Zegb6ekfZkq+FCPL5RdPfiaIGid+qep+X69XvW+BV/5qc/lZhAMwDwHoAFVXxQvLtwgAkAEgAeEelUrqhIe5oNfyvRUE31Qow+QzLDSgVaio+zhIF65kASo30jSGCuodAfnOXTWJ6OCCqQM+E7uLfFKLrKrQZAeBFBPSkYlydcUMdC63t4MgMXDCxjk2eVSf/tJCYvt/Eb+290ITrADj+nV6vmXdWQFnW/6oAMJC9VRhAbz9KURMAqbbk7zYMQPRIAkCUth0zLRFiM/xPb0xqi6fAQiRo28qaEEAxEI8lDCU0VztU3QuhBwjYNkmdXZAWLMEbSpBsS/TtRICRxO2sf6diQEbRmqAI37ZjcvA7RV1/LC4wEdA5+zd2aZaPicpGNeHhiVgJipWUDPJH0EgAEgBiEIvFxtQ6oTfH+c2tfSPZN9cM1PeZFxFS2bzpUNaEAHoD0GowGw0gOQYQZhd8O+RyBTh5egZOnZ6GXL5xHH52qJ8tW7es71wBoCSFJfw174u7mJvCjOAUD3NchJHwgwaLv3sZCeDZ+ldarkcvW1YPA6hKgzCIa1JVEvnTM0ICQAz+6Us37VBtxvjXG49V/L/BU2BSI0C1+gx6BLAxF1l+QEyfVas+QqCWDChJCETNAzA7twjPHTsBh3/3kkb+fLOtXXrxeXDpts3sNZNJdUyjqEC8rYXvVgTwDgEkEvf/PqDXIZC5FxSlXuTHiWRBD4BE8qehgCQABBBh/5pVkrYc/2+mopuOaigi1CQETAWG4YhKWRMAGRhOXQp5dRZylUkoqku1EYNypi7BLPaoEP+//ewoI36neO6FE2xB8r/+bZfCdW+9tCOEQB7Sq0lYLkWA0aoz7ovFwlUBsFAowsLiCiwsrEC+9t7yme7vgd6etCZu08wLFI/HAr12UeSv9wCuEyiFizG+PABMBBRN/gZQDgAJAO8ol4s7cKie3fh/q/h/i6fA4AhQDR4B1XBes2c5pv3M4eSlml2ndV7KeuiNr4fpyn9BQZ2vK3DRjTjsHgB08//bz4/CU//5nJhzaSLil9q53vfut8L2qy7oCMuSZ/y/FdFbfY43B0A2pqbn4ezUvC3hN4MJhfrxp5kIGM72wciawciTf9UDEERJYMWG+G2uWlW0fq0knPyN6//6r/+avfnmm6kWAAkA98BhPquNzHz8P1/8XzWZPtjm8wYMJS+CuNLYuCtqSZobFTOZwzD23gro4t//xC+5Xf1OhMA/PvELeO7Yq3Dn7W+PpDdAZAlgK8EQNPG/cXKaWfsivEe44Pk2bVzjmxCQdR9d1QKQ+DflyQNQFLVW6tx7PN8iDHCIaLJzId2HVyoVbmjV2qodX1vE/02OsBstUENffBNkYq1FQ1gIQBJSIU4APP7Kafja3/+LcPI3AsMC+B0oCKIGPf7vxXJqnvlPf9+bCs5ljpb7s8+/yv7+IsjfCDwfnvfYi6/B8ko+MuTfHPwTWUOB7/uhNczpEMlaRUBZkwMRSAB48wAkUm2G27fW/29ppnbxf1Nvgd44+mAwsdX3mzroYFIdP1El5h/7QswoMKIqAtx0mnyiIJjf88apaV/IWRcZpydnIkf+OhwNsxRyPapF/2g+W6qFmUTkTwinAFAr5SxXAqBl/X+w8BZYjRYwEHEA5I/oCWH8HwkZ3fN+f2c3iAAnosBPlMsV+MPLJ+GNk1M+WbTVf6++NgnHXzkVWvK3A/cMgx6vxzr12N47ardd9JBAbRkjiiQB4K0TqpTGuRMA9YbVJjdAtakWqANd/6nYUCA3NWwJgEjA//DYoUCIGEXAP//k15FpECtKr+NOlHdfJulfAiCSP1r9GKP3i/iNODs9D89r34/XETbytxv3g7Ml+igzXR1jrJ+SihXahgA8WP4kAEgAeEMikeKy5FvVr5WvoDU3oNkZhln//YnzArmhmPwXtiJAaPn7QQRWwCGGGH6IovXvRQQ0r8cUfwSATv7S4/EmxG/EwuIyvPjyG5EhfwcXJfQazA0kq95Rtf01Xr0AfnpbCF0gAMwpXG2t62P2kKvNzcPqHI0n6ktsYiIgCAyGbPw/JmeFgXxRhEQpFOA14S/IzhT/5rLIXzX84wGKALfhgCDIv+2cALL+nqZRTNXy61VBwtWJwCWQAPD2dJu9V60z+O02Nx+jGqz/3nhwSXhhc/8f/PnRUFwHkv9Tv34u/C1CQKw/SBGACX+ivT1OSb8ZGA7AJQqWv+iJlfiuQ+X5oO1xXkMARP4kAORzv1VDsKsAqJ9DtXKGNUriIK1/RJgqAKIlKDoZywuwUFAUvACyQgCq5Nkn0eoXlfDnlfSb8eprZ7iGHzbfNz/JH2FbDMjjdaViWe4rbms7GUqeiyB4In8SAMLx2J9fPW41AsC9pW/tTQja+g+bB+Dw7/4QqocNyT8quQBRDAFMaIJPBOHLECqYl3C8zfXJuFdufoupF8DjtWHfhJVI40rKRcfnr3AlIUACQBSyTextKWtVAMsSwKrN0BijF6Anvi5Q6z9sFQDd1PeXDawSGGriF0D07Y6VAXSx88T9VYt/fgDzAaxKD4eJbGSUBI7ViD8BfY7tn8a/kXlfSORPCKMAaPNgm6yZlAA2Pcai6l+g1n9PeKz/sFraUfAAiIr1txwrsU9F17/K8S9ovN4UopDh8vdi/bNOMRYXav0zr0KtwiSWJFcgbt8rqm1/WKM4IPInhFUA2LO+u5CA2QgArPrXXO/fbwyEqALgKYmlfr3iuAdXdRhFQLtj9W1L+ZI06190eV8/vACq5Dr6QjwAAq4RryWmrHomE0qPLfGrDgRBoZR0/VxyPOs0ERAJAPfY84Wjh5ofadXmgVatLH67Bl07XdDWP/MA9I4SyUZcnKTVnBBr389cAJzVL0o4OzUbWvJn1rqeAyCI/Ju7WnMB4Nh6Wg0KCApPmXzuCFEkCQCxRn/TRudDAM1DAun4msBvZpg8AGHOts/lCyFuEBVHnaczkSD+etHyR6s6ElCrk36gYBFRIdCMbEWEOZgHQPAfy5ibhCGAGCTb/hqbntG1MHWzj0ACQBD9W9X+t9HOFvF+45ZkrC/Q5L+q9R+u8f8nKQTggadUYda/cT1XLAu/VqukulCSf8N1LwvuZcQRFvd8AJzXZBbzjykprufQ2Fea/cJiJSGU/GXmZBC6UAColYoD94DNJEA2QwDNpvv13/rfRE9Th8GtCLBaL1fEd6yzs4thv4mm1vTCgjjhIjq5MRHPCL2mmMmwwkRDvpLapl+0/paKqjjyTDkJAWiYoF6ABIAnlEuFNg3We+NNKUOB38jeEM4ASHCOHlh2Zd3zeg4KJbGub9n1/kUTv+jrFj6yQdW9AOIqAsYgxbXNlP9tfl65EpcaArjllltIAJAA8AYlFp9o+ySrnC4CixoAqdhgCDwAG+lp6iDLX5T133yuouDYd6iy/3XS53AhiwgByCJ/ZqF7qAXQfF1Ww/6aiwKpDo2ikhqTRv4EEgBCEI8nJ9qF++2LALWx/mPBW/9hnAFw4/o1oX3otm5ZH/JGUXHcSfKurxTE5QGEJv7PSfotFqwHMSST/EWLkpiS5PYMOLnYYjluKVgFkD+NACAB4B2F/KLYVteUFIjj/93A7efMMBjC+H8mkwrtQ5dJp0LdKNKQ57Lm3awXipXO6DkcWPtWcBMGkFLQyOR0qVSfq2sz72QTFtuTJreV/7e5CQE4EAZUA4AEgHckkpkj1mWA2zXE9rkC9lW1rKEo4kYNhDH+H2Yre0OIvRPVRlGWYv0zD0CxXO+II+dqFUD6oq3rMFv+iLhNtr+iKBwXY32BhXJcFNmbHUseABIA3lEuF+cctTtV5QgXGJR6CEIAYRwBsIFCAO49FDUPgLcx/+begFxTCCDUYsBI+AFfn9/kH4+LqSpq5+a33Mf5U+1CAE68Ahb75ogeSQB4RqVSnpDZLcQgHvhNDGMC4KUXnxfKBy6s12VEAkquLad2nW+pXLEcCWAUA4GIghARvpH4g7D8W+YDcClO2hf8Mdx7R4ZVrD4E0AnZOxAKh4geSQB4FwCl4oTn1mjzkUTAOQBhHv63/aoLwicAtm0OfaNIQpG7U3XjDcg5SAQ0EwWuBUIzwYeQ8KVb/ZzdDe8ogHbX2K7gD4YI3Nz6XCkhrEqlxWcngEACwCtWlmaOOG6FqsfWy/PDBeUAhLkA0ParLgzV9WBiYhQ8AL3KipCEP6tOd1HkpEDtSD3EBN/bk/bX6nfQffDUAWhL/pqUVEBxafjbn5u3AiAP+Zvtu/XWW0kAkADwjj1fODprVgyoUxBmDwDG2rdu2RCa67n+bZeGenRCoxegJMX6x/eLK2LG7g/090S67cTjMf+sfhe2Qzye9OSd4Cn36xboAZBF/kDufxIAQr8kFpfyQMXBfaJOQlAIIOwFgG78o6tDY/1f99ZLI9Mw0kreE8nbjgQolIWVBU6nkhBFDPT3+mf1uyD/ar+VdE3+1f6pXbU/d7+3VIlBoRQTXqXS8J5GAJAAEAdZiYBxJePhh3tPHkynB0JXAMjMCxAGt/udt789MtY/EyyQ95zwZycU5pbFeAF6etIQRejuf+nE75L8a4aLJ9KOK+3/Nm68BPlSwrXVb+YF0NcN748SNZIAECkAQvdAiagD0NsTjfr/SL7Zof7Avh8FSBRi/w1/WyXnunPlEQqLOUFhgIFohgH6tev2hfg9fEUi4d7AaGecePntuVLSlQh1MBEQeQBIAIhDuZQ/Iqd9u0+mEjEKICr1/9Hy/vCeHYFY4FiSGAVI1NAuBODGG2DcNrckJi9mOEBh56rN1vIRpecvSBk56MD6t3H/G89TUZ0/ByvFpONn0sF0wLO33XYbCQASAOJw2589eUhVHZRAVfh2FtWlQG9elKYADoKI8Ts/8dH3RMr1v9qBV1pKAnv1BhiPwRyAuWXvIiCVSrbE08NM/IjRkUHTBMCwkX8y2evaYrdy//Ofx7wTXNbIv3kKBVGJgLX3h4gWSQDI6AGOOGB5jyKBs/P0WEUwalMAoxv+Ex/9b74QcpTJv/73VXLCXP5mx4jyAiChhpn0m4e6jci6Xo8ufxGWf7VTTZqWKBcR8lguJB1Z/S5CAE8SLZIAEI5KpXREPJsrHn+8+0TAKFn/RmBSIBKzzNkCq0Ij2uSP6FNWHJE8r/WvY1aQABhZMxiq0QB2ZQfSzGMhwf0vgfhxFIAb0k4oPVLIH4HufxFWv40QIA8ACQAJAqBc4lOWitKe8g2HlNW862tKxtzHTwcjEv+3s86ve5vYYXlI+Bhm+PCeGyNP/swDEMs57mSdHINhgOmFvJBr3bQxWG8Ub72h884djQT5VwWAu0RhJ5n9FbXIbdcs5VPM/e9ldEqbEQCzd9xxB8X/uwgJv75oaeHsoWx6c8MzrtqQvNr2qJoAgLzregBe6ghE1QNgJOv3vfutrDjPv/3sKBz+3UuezoXnwXH+nUD8q89HNQ8gp6bqM7fpHabVur6ted3sGN0LsGbA+1A+9AKcPjPjaopdL6TvrM30QDYrMGlRVrFAww/DioCqyl+6GV3/zdP/2ln/7T0Dq8+M0f0vwgtg8v4AUSIJACnY84WjEz/6ysaJWCw+Zvusq212spfVA0uVJUjF3cUUecbpWndmGzviAcDhgWi13/TOq+G5YyeYEDh5eprrs2x437bN7LWTiL/h/sQW4VR5jSmpuyV947bZpTwUSr2QSnivS3Heuevg2IsnQkP4DW0tHhM7C6QP5M86yEQaisVl7s83jy6yI/iKyj+KCYv/LHO6/+3Ivo0QoPg/CQCZFgPGl5S9q623SuR83gCLRuRhKGAi5m4oYNSS/3iFAIYEcMnlCpoImIFTmhDI5Qstx+ES9il9RaEPwwBl4LL+eUm/edvp2RU4d7Sv9ry7z2vB2DqGAt44ORUo2ZsBryslIk9Bldo/efcaGYyKdta9CvyehflcWpbVb1wnDwAJAHnAPIB4PLnXnOkVQ69jpH1rCYB7Cuq86+tBVx0uTkVE1N3/7YDWfHUegfVd30AySoHNDliEpHDrX9+GeQAb1/RCPKbYkgaPONi0YQQWFlZgYZHPavVjjiAcpbB+XTa0xG9H/qlkH7cHwJj9z5P019jvWP9tyxUFFvNJWwL3YPXrbw/s3LlzliixuxDz88uWF84eMK0HwGv0mByHIQBPCsiFF6BT3P8Ezr93bNn17H8820rlCteIAJXz3wXnb4SeTDoUEwRiyd8xr0IyIPJ33JfUsv95M/75igCpzPVfURVbcudJ9GsjBB6nlk4CQCpwZkC1Uj7SaMkofDaO0rxXqanosqeCQGkXtQAGO9wDQGjEcHyJy7KyI/12pHNyelnY9WK8fdvF51pOt+sX8PvxOjwRf8DkH4vzhy2w/K+T4X6mIwBMesC5lQyX6PQoBMj9TwLAF3zdsfWv2G8qVNyHAZyOBMAJgOLxFD05XQQ9DODF+rc7BpdCsQxTC+Iy+HURENRcAej2x+93VfHPJ+LnsfzjMT4BUI398+dvYAKgmVhoPsNiPgXFsiI09m8y+c+BXbt2kfufBIB8FAvLBwwmfe2BV0xZf3XMv7XHgAkAdc719TgNAZD7v3u9AG7DADzEg9tOToktbc1EwEXneo+/OwQm/KHb3zH5+0D8PFZ/Qy+k8P2GODgTWhUocF3j7ErGkbC0IHhbUaCB3P8kAPzB7ff+fKJcLh5xa/mbHZOvTLu+Hhy2E3OQCzlA7v+uRNZhGKAd6Ztty6MXYD4n/NrPO3cts8ZlVwtEl/9ll27WBIDDKpM+Eb9T8mcGAteMgHHHQ4pL6kpjN6cYr3HV+sfhf06J387qN9k3qy3k/icB4B802/7r1nyvmLYKpfm90nhMzoMIcOIFIA9AdyKllKBPybmyxJxsOzG5yCoEigYOEbzyijFmnYueiAeFBY4YQfLnzjtQ/Sd+VULWI57SaRgRh/9Z1QDQrxCT/qaXexwLTl4hYHT/7969m9z/JAD8Q0MYwMzcVxrpvuUYpdU9sFI+474D40wExPh/OjVAT02XYjix5HkClnbbcETA6Zllab8BrfOrrtjKCNtrkiDmF+B5UFhwT/DjI+m7tfqbYZwVsJn82f6Ys9kYecqX47h/p2V/3WT/a3iEWnb3IhHEl95+388nfvhX7zkSi8XHVTM3gNp2U9M+BXKVKTauNubiJ6UUvs6LrP8uFwDxJTitPSsFNWFaBMhu3D9vbQDEG1NLMDqYgVQyLuV3oAcACRuXQqEIM7NLsLC4AoV80baUMAqG3t408yYg+XMX9lGD+5upksY66qeNKynTmf/sYHT/13sxddWmQbe/MfYvsfjPkTvvvJNq/5MACMD1EE88oj2BjzZUA2xXDKg2FFC1OAa9AH1x5zF63mmBKf5PQBFwqjhoSvxe5wUwbj9+egG2nSs/eQ9JHJMEmxMFURDUn3s3s/epwf6dRBJ/PJ6EYrGV/FkHqjiz/nHsf7P7X631f7oCOLvUa/kbeIv9cAoBsv67HLGgvnh++nVDUSDF4NG3qAWgtK405wwsld9w3xFyiIDenhF6Yroco4lF0w5VRBjAuH1huQCzi/nAfiez8muLI9IPwMXPc189CYBYypT8FVfJf1ZJntV+DCf8WSnEPRf74RgJMKFZ//uoRZMACARYFEh7Gve1kntjo1Cakv1M200tZwBja25zAdrlAeDY/06cA4DgkAyUCssFcEP8ToXAy6fmpSQEimXc4ElfhtXf0MUoMdPKiYlYj8NbVTZx/6/2Y5j4N7nY05b43cb9m9a/Tq2ZEAvyywuF5a831wJorQvQZiRAE9x6AdrlAVD1P4KODcl5T8RvLABkt61crsDxk3Ph+vFquEhfltXfQPQWQwGduv+LzWXLm655crG3XvJXZtU/HPqnvX2YWjIhUAFwx33/fkitVI5YyG5QlFYRYDYSwPg/lgV24wXAEIBdAiElABJWxWIZ1iSWpY8IQMws5uHs3Eo4yD5kzgjZxG8rCpQeRzM3tlj/xrwPqLr+cfH6THHue+T9738/Df0jBJcEWH/4Y7FaMqDeFFRDbt9qkh9L/oPVBCrVJllwofwq9MTXOb6WdHyNpXigBMDoopjLQaVcFnrO4UoepmPnN3SsvNMEO50t8NUzCzDQk4I0jgpQBP4INbp/Uz+J32wYoCfrv6Hvqmb9n1nocZ3g1269aR8W/iHrn9BiWgeGH/7Ve2a0lyzLh2WqtVJ9aJvfg3F7dV/9Pay+RwwmtjoeEYDkP1t6sWU7xv/ftH0vPS0Rw8r8AsydPAmlQlHK+RfWXg65/k0NpN08pM9sW7t1s2296SRcMUY5KEFY/OVSCaZmVvsFHPqXjg1zfx4z/3OVmRbLX3dxvj43AIVSXDbx6+tf/MAHPvAg9Q4ERCwMF6EosUesZwW0SwRsrQioY7F0gqvgRrMHwAwU/48elmdmYeqVV6WRPyPlmZdNO12nEwPx5AQs54vw8qm5rv17Bunur2gCIKasOkuxfLgTFNSFVvKvAeP+SP4iXP8coQCK/RPCJwDYQ6ngw8mbCKgYBLT5Z7Ao0HzpZYc3IwGZWKsIoPh/tFDWSH/6tdelf0+8tAKZhTe4OmS3xxi3Tc4uB5cP0IXEb/QApGNZSMb6IRUb1MQA/2ygmJNUqRRNyX8hn4KFXFI48dtV/dOsf4r9E8IlAG750x/NKmZFKZoSAU1KAbSuGFynOD+A04TATGzERACQByBKWJmf9+27+qePgVIWM1Vwu22Il07OMm9AN5B+0MRv9ADgmH+0/DH5j/tzagmK5QXTfblSAiYXehw/N1brHEJgglz/hLB6AKpeAIDZ6vC+xsJADUSvQL0iYIv1r7Tm5c6XjjMVzgtMHjSOBqDx/9FDpVLx7buUSgl65l/15Obn9QDoePbV6Y4UAWEi/fo1ac+Sm+cJs5IKFfOQDbr8T833CfMccQqBL1LPQAitALjlT3+MrqlHzCsCKoYwv2IzM2CLa4CFAuaKL7JXXhhzASj+T2iHvtmXWThAVIfeTjCUSmV46Y1ZVieAiF8uykV3QqtYnoeKWjTxCijwhkb+vBP9CBoCeGjPnj37qKUSwuwBqHsBGiz++luTBECDKGg8uvFY9ACgJ4AXOIIAcwGwNsCmTW+mpyRiSGYyvn/nwNlnPdcAsHJ9m21byhXh2VenIisCwubmtxQApZLjz5Qqy6YV/xj5zyH5K0KeEx4hUFu/n3oFQugFwHv/+79gIuAjDRTekgewSvwNw69WYwNgMqqK5QLwigAMAQwnL4WR5BWQTgzSUxIx9AwOQIJ3pjpBSOVmIL08KTwUYPfZqImAqJC+Fw9AqbIChcq8JfnnDRn/MojfZP3hu+66i2b8I0TCA1DzAiiz1nkAzd6AVeK3nTMAqmWCnSYF5peW6CmJIIbPPcf37xyaepblBPjhAdC3La4U4JlXzkIppCIgiqRfv3aH8f+K9rc3i/sj+b8+2we5YsxTQqiL9Qmg2D/BBvGwXdA3/uml3Edvu1CT0OqtVTpXm3hfbZIEqkEPqG0rG+HIgISSgWSMbyxvLB7XLEryAkQNiVSKdd6FZf+GzSlqhS35zBpXxX7MjuH5bLFUgbmlPIwM9kAsFnxtryiSvan1XyhAiccDoFYz/vNa39JcXrFK/r3M8re7PzzbnK5r2K1Z/89Tb0CIkgcAQwFf1rq4Yw05/hbDAZ2EAXRgtT9eTwBWkyNEE9mNGyDd1+frd/YunIBUftY3D0BDOCAgT4DxWjqF/JkA4In/q9VKf0j+rBqpAUj6RvJ3O+rD6RBBg+v/EPUChMgJgNpj/Nk6/ysNaf4ApkMFm8MA9pYQigCzsr/NwBryWEueEE2MbDnP96TA4cnfeQoFWImBdgKBhQMmzjIx4BfZdxLhN6NUKLQlf0z2y9mQv+72d1P3wa2IBHL9EzgRD+uFfeOfX574yK0XXKq9vaIxDNA4i5beEo0Wf/34Nt7QkrrElnR8WDvUWgsl02lI9fbS0xJBKLEY9GaHWCjA7ZAux40qpsDwcC/MVvpchQKstvFsL5bKMDW/Atn+DKQS7pt3JxM7D9oKfxVHFy1CsdLqIZzPJeHUXKY+ta/dPXXj+uc4ZvcHP/hBcv0ToisAEH+885JfqJXyn2hvM/VZAk1IXtFbJDTmASoc052hgi9UZiEZG2CTfFh1hn3DWXpaIiwC8O/nR04AehvWnb8VBnrjUNYIYLGUNCVukaTf+rwCnJ7RhG0qDn2ZFJG7CxTzefMQgKoX+ZkxHeo3vZSGycV0PRvJLem7FQfa+hfvvvvuffQXJEReAPz9D15c/OhtF51RobJzldebrfsmj0AtUdBJKlQFipArn8VJiSClCYFmoOXYPzrCiIQQXWQG+iHd3weFpSXNwhMbK8dk0YF1a2Fk87nsPaI/UYS5UlqzFGO+eQAayGh+BfKFMqwZyNAf3yHyy8utBGyI9zcXFmPJfnO9zPq3EliSiR9fDmnkfw/99QjcxlEULvKfvnTTQe0J37Ea72qeMrhpOmCLKYJ5gMV/somLIK6kG7avOfcc6CUvQMcAZwucP3PG82yB1VEiAzC4bh3ETWoPLJcT8PxiFspqzDcPQPP2vkwSLtk8CulknP7wHMD+YmlmpsXqL1bmTa3+lQKW9s1AsaxIJf02QgALqG3VBABN9kPoDA+Ajj++Y9uP1Urlk9rjnmmM9ddap9I8N5DqWt3gFMJYLwA70USsryE3AGPJhM5AsifDvDrJnurQOfTyOBGKjPTXroXsORvZc6Fb/S3fE6tAJl6GqULadw+AjmK5Amdml1lOAIoBQps+wDj8T9XDhDPMU9iMqaUUI39jvD8ID4CG6zTyn6C/HqHjPACIf/7SzXdX1PI3qxZ9zbKHJosft4Mhmxa9BKA69gLUrTtIQF9iE/TGN0IinoZNl11CT0wHA5O+0CNglfyVSCaZle9maOHruT54faU3EA+AEVgr4MJz1mjPM4WzrJBbXIRSvsCIv1hZ1HqQcssx+VKMJfrhqwjSd0v8tfV7PvShD+2jvxyhYwUA4p++dNM31Url7tUwQI3ka2KgQQiYCAQAd8lPuhA4d+uboX9oLT01BFd4eWkAzhYyvpN+8z4k/60bs7Au20d/lCZUKmWYnz5lSfxo6c8sJZnl74TIJXoA9mnkT3F/gitEKij4kfeO/VTrzXZp3dmobTKgyWgBxYPUwVwCVuIzVoHh7Bg9NQRXGEwWYbaQ1MglJt3tb7evUlFheiEH80t56OtJeRou2ElAUs3n52Elf9bUWFjMx+H1mQx79UL6gogfcUAj/w/RX47gFpHyA976uYOY4IIP/Cyr+2dSBbBxW43564WEvDk8ZmYm6IkhuFfbigqXDc5Bb7zEXfzHzfbmfVb7ZxdzcPjFk/Dia1OhnUvAT/JHFAqt4/rRzX9iOsPIX0/0s7u/TrZ7KAp0RFvI8id0jwcA8Q8/nDj1kfedrzGx+oFGopfrBag2ujL09o5AT4ZGAxBcKm7tGRxIllhSYPNgVb88AM37sXLgqelFqGC9i0wqFPMJ+E38evteWDhZX0eyn1xIw+n5tPY+ZptH5LMHAGf3u/HDH/4wZfwTuksAVEXA8Wc+/L7zM1oP+g6zyoAtkwYJ7M9isTiFAQiegCMDsskiTOVTlhUrRJN+O0GAYQEMCZzUhICqvcfQQCcLATOyzecXmAcAif/MQgpOzqZZKV8nxC6D9I3bYrEYZLPZL9x5552/opZE8IpIt/AnHrnhUa1p7K0n+kGlJelP1IiAumKKp+Dqqz7MXgkEL1guJeDZ+UEoqUqgHgAzYKLg+uF+2DQ6AJlUouPJH3Fq8g04M7sCcysJR4TvlwcAyX/jxo2QSqWYB+C6664jDwChewVAVQS887DWTMZVVTUhf4MgaBgl4H5EAGLr1h0wOnIxPT0EISLgGU0ElFV54QCe/XbHjQz2wvo1fey104gfcx+m5pfh9bMLsLRS4CZ8v0jf+HfZtGkTkr++6ZAmAG6kFkTodgGAAfmDWqMZt/MCrFYHXB066BYYArjwwvfQ00MQgqVSnHkCmqsFyvQAOBEF+rFYSXBkqBfOGR2MlFfArK0j6U/NrbBXFAFeCF+2GEDLv4n8dTysiYD7qQURulYA1EWAqh5Ua56A1hBAxUIIuBcBV131IUinBugJIogTAXNywgFePQBm6O9JMTGAXgF8HwXin5pbhrMa4c8t5iBXKEkhfNEeABvy13GPJgL2UQsidK0AYCLg4T/Kag3nsPZ2TAVDMSBLL4C3UMA5m96sNcw30xNEkCYCwuQBsDsevQFD/RnI9mXYa9DeAZ1AF1cKjOxnl3Ls1W6oYxg9AIlEAjZs2GBH/gjMA8B8gCPUgghdKwAQ3/u/3jKeTGUwHJBtjvuvVgY0EQYukE4PwFVXUg0OgngRcGy+H/KVuFDSF+0BsEMmlYSsJgRwJEF/bZFdehgt+sXlPCzmqqSP5G9F+F7J3g8PQDqdZpZ/jG8G0glt2U5JgYSuFgCI7z/8jnGN1zEckDWbI6AlIdBDKADzAGhIIEE00APwzOwAEwNR8ADwAAUACgH0DqBAiNfWdaBgsCN3o8seCb5q4ecZyc8u5lyRvGzCdysGHJK/DkoKJJAAQOz/v6/ZFY8n9pu5+0WGAigZkCBTBEws9sKZXEoY6fvlBRDhRXBL1KI+H5QHYGBgANatW+f251FSIIEEAPMEPPSOvRq1P2paE8BqpIALUDKgO8zPL8NvjrwIk5OzcOK1SbZtcLAP1q0dggvPPwcuv2wL3SQNJ5YycGK5Rxrh++kF8AuirX+/PACjo6MwNOR5ynFKCiSQAEAc+H+uezQWi+2tWCUEgncRQMmAzvHUfzwLv/zVs7bHoBi4/prLSAhoOPrSLMylN0E8lYqEB0CGWPBq+Ts9h+jCP3YeAL3AT09Pj4hbRUmBBBIAOn7wv3Yc1jqi8XK5BGqlBJWK9ZBAN6EArAj4pu176UnixI9+8jQ88+wE9/G6ELjwgk2QTie7y/p/bZKJJXztGx6BC655J/Rqr7wkK8MDEHYvgBuh4LcHwLgN4/1I/pjxLxDYwCgpkEAC4Id/9Z6sqlaOa2+zaqXM5vsul4uA7+sJgkwEQK1AEDgWAVQZkA+/PfwiHPzZUVefRfK/8IJz4MLzNzEx0Kk4MzkLzzz3CvzhpTdgfn6pYV8ilYIt26+FtedfLJ3wRZO8m/OJsPrdnM+v+H82m2Vuf0mgpEACCQDEP33pph3xePIgKw1cqTARoDIhgB6BkuehgTQkkA9f+srjkM8XhZwLRcB556yFtWuzcN65ayNN+JOTc3Di9UmN9F/nuj/D525h3oB4MhVIHkBYvQBBWP9OSR+BLv/169dDX1+f7FtCSYEEEgCIf/5/b35IEwH3IdnrAqCiL0wIlGseAHdlgmlIoD3Qon38B7+Udn4UASyJcHSIiYIh7f1giGrXI7Ej2WPy45mzsyz5EdfdCiLMB7j4HTfD4LqNjojZaflfqZ2P4fyirX0v4kCmB6C/v5+Rv8Mhfl5ASYEEEgCIH//1+w4roIxX1FUBwF7LZeYJYB6BsrsOeWBgE1yy7TZ6oizAk/gnA+s0MYDhAxQHQzVBcO45qx4Dr0JBJ3YdSOz5QhFy2vbJ2nZ9lIMMbNh2OZxz+ZtYeMBPD0DYvACyrH9RHgAk/JGREeb29xksKfC1115D62SntowZtj++Z88eEgckALoDT/yvG3ZkeocOYhigQQBUqgKgVMwzb0C1cJBzXLLtdk0IbKSnKkQCoBuAoYDzr/kjGD5ni5RJgKIOkda/Gw9AAFZ/HWXNuDl79iwUi5aGDZtaWBMClDDYhYh104+9/c+ePKQR/L5YLK41xgTE4quLosSAba+9d4PX3/gNPVEE/zv5YgFe/PefwvMHfwi5xYV6vQs7y7R5sSM0uyUM5O72GnmObXeM3T7M7McMf1yCIP98Pg+nT5+2I3/EuLYcfOyxx7LUkkgAdDxKhZUvagwPSjzOCF/BRSN8JgBQDHgQAQsLb2jLSXqqTLB2lPoX2Zg/cxKO/uA78Pozh5kocEL2bkmeh4BlLl4EAs/xLvfPDg8Pz27ZsoVZ/0FgcXERJicna8Oe2wJFwAPUgkgAdDxu/dzBCbVSrnkBaiKgTv4JgwiIu3J/khfAHN04jj8ovP5fh+GqwWlY11Pgtmq9eAGC8gSItv7dEH7zMX3qCRhSX9g9Ojp6fxBWP2JmZgZmZx179O977LHHxqn1kADoeBTyS1/EYX+69W8UA3p4QKkt4FAEkBfAGje+k/oXP/Cm7RfBmqFe2DaUg7etW4J1mYInL4AoMo6a9e/ES9CjnoRNlX+FETh6aNfe/3molnn/sJ9/d7T20eW/tLTk9hT7KRRAAqDzvQD/279NaM32wGrcv0b6cZ34DWLARSiAvADmwLK+l182RjdCInDUA1ZO1JGJV2BbtioE1vcUHZOdU3IPi+UvwvrnuU+pyiSMln4Go5X/hITCZiX8ur6vNgb/kB/3BOP8p06dahfvbwdsnHupFZEA6HiolfLj+Mq8AM2kr4cGYrG6l4C8AKK8AFczkiKIB4ZYdt52vWmoxUoIeLGYg/IEeL0OJ5+xOiZTehnW5n/AyD+jzLB+AnH25AsHmj6yG6qleaVheXmZWf6c8f522EktiQRAx2NmcqKuzDFWt0r68ZbQQLVxOwsFvHril/R0WZDUXe+/gUSApPvarqaBLgSuX78IW/rzkI5VpCT7BWn5uw0PtDsOKnnoKTwHoysHYKj4n5DULP5qH1HvRg/t+cLRhuB7rR4/igApw+ww3j89PS3ylBSnIwHQ+dAa6kSpmKs1SqVq7TPSry5VERCvb1McJvQsL0/B2akX6AmzIasol/ANE1BMORVViZgKWwYKcM36Jbh8TQ5GMyWhhB6U5e/FC2B1XLx0FvqWnoQ189+A/sLTkICVap+g6P1C3Th40uy8tZn5hJbkRWsfs/w9xPutQPUASAB0B7QGfMTw3pT0dWFQDQM48wK88cZvoFwu0FNmIwIoJ8B/8m8Gkj+KgGvWL8MFQ3nmJZBpfQftBeA5XinPQ3LpMPRP/X8wMPddSBdfZH1BnfiVeEt4sJBfsiRPkUmBGOc/c+YMG+cvATSNMAmA7kCplG8WBHVVX3+v1whg250JgHx+AU6f/j09ZTa45d1v0Za30o1wARRPH/vwzcKGVyLxn9tXZELgzWuX4Zy+AneIQLb1L/IarI6HSg4Sy89AZuox6D3zVUgv/gzilcWWvqDRKFhFKt1nS54ikgIx3o+Wf6lUkvJMvXP5L3aoXxt8kFpXdyBBt8AoABRG8oqqN3BltaHX3qvgLNHmlCYARkYvhnRqgG6wJZFtgbVrh+DHP3m6oa4+wdp7gkMq8b7JQn+yAhcOFdiSKytwdiUBZ3NxmM3HHbUnUVa/SA9CgwVUmoR44TVIrjwLseJki0EAhj7A2B+wfsLd78N8gIPgItaOY/uxwI8sbCodgXXlZ9GV9ID61YF7tbv1iHbDHlY+uUSNslM5r5t//E+/dufBWCy+o7GDqLAJgaoTA5Ua31eKtbkCnHVIOEsgzhZIaOcxKcIv/+NZ+O3hF+lmWADzJtBjEtRMh6WKArOFGBMCuCwWw+VEbNc2Y+V5Rvj6gq5+K/FSLQqWZK9xVjK88X2zB6BYWPniez79g7bW81NPPTVeEwFccRuM92Oy38rKirT7trb8Alyf+ytIVjCnQGUzo1Zf1dm6EPjUCgkBEgCdg5/87R1qIplu6UCMZF8uF2tCYPW9m8mCaKIgfuDseT/6ydMwP79EN8Ng9eP4fizyEzZUxUAMFjQxkCsplqLAicUswupX1Dyz6pHodUtfqfDFzfXqoPEa6SPhx/W5Q2qioPn3VCqlfe/6xP57eM6viYBd2sv+dsdhvB+z/D2O77fFRcV/g6sL38Gbjr+i+mp8XxUETAgon8o/SK2RBEDk8aOv3DKezgwcNul6amRv8ABUVt9XxUHZRQc+AFdd+SF64sgbEDmr360oKGn8gWJgpaxowiDGQgkoEEQCRzNguCIRg9qrCvOTT8PS9FEmANxCnxOkbvXHmj0AiZbuU62UJ276xD9u5f0OTQQgmVrW4EeLHy1/QeP7W5BUV2C8+F3YUnyqmex1699MEExo/92jfLp4iHopEgDRtf7/5vaHEqnMfWb76hZ/ZZX0jZ4AnDrYDc7Z9GbYpC0EfmBOwKGfHWVegW7D4GAfK5yE8yh0GlAYYDhBBwoDFApWGE43iu7+pMrIvhlYgOv5Y0/8/+x9CZgcZ3nmV3Pf03NpLh0jX/GBLYnDPJyWA3FCEoJkbK5lF80uzxM2EGyF5XkgHJJJdiFLEtskbI51VvKGh10wLHIgEGy8FkcgCwTJNtjClqzRMaMZzYzmvo/aequruqv++qu6qs+qru+1S93TZ3V31f++3/t9//fnvH/W1UJtLoDldqlwXZ7b8xvv+yfflfSaCIALsM/x/czPZ9PP3zcSm8P08tW/1y4veBO/7Xbrbeox7Z+Dyu9uDPEoFV3EsgjwkU/vSlRWVR/IJI0Ui0ZS9BuUnCQTWgQnEgPU0NDBR55PmNPcTp8ZoSc1IRCHtADs/pftuZZeuvvasl1ACdG6/UPn53XPDuUpMMV5jqK/1AlvXMtw/tfWoXiOBgO8Ex47QEZRIKL9mZmZQszvT6Fv4xl6xdoXqHpzMfiXoqg6/ydFi7pX/WvlPuV96gPEYAcgKnjsb3/7cHVNvYv1hhTAhsUBsFr/Zmog+3wcyP+mG9/KR16W+MWz5/TUQLkKAUztQ9TPKycGB/pu5GsdjlTOPxXxW1MBVfr6IW7DZxYugF4UuLGxkZiYmChovv/G9X/SN3lUn8kBcK0RgOrar7yPmwixAAg5/uH+1+5uau0+4drZTzug08SfJP10EWC6ODAXcCqAhYCM+FHkF6U8f5iAzpu/ePareXs9s9gvVfhnEwNJIeC2Uujm5sbJN/z7/7MnyPt9+9vfPjw/P3+oYPl+WtKi/v+lR/8ehX6ZBYDrY3TyH1T+Ix3jo5EFQCjx5NG7E+rmhkb+lQNuj0lOA7QTfzryz60GwD7gv5VTAXkSAj87+UIk+weYVv9NNwww8ed8HHxVFwF5EwC2GgA7+ZvXvRYJCzIj4JFHHjmgXRwp1HeTUEfo5Rr5I+/vTvhBawDE56bipwcqfi+/bY8ZLADyQv5rq0tPVtfUezbgQIW/TQDI3IAsZgGI4FRAfoEiwV88d04jgqHQ7yvqGpDfR3EfW/254/yFH+W942ZqFoCE+NOX3k2Rlhdnjr7p9x4bzED+eynZE6Ag6Nv8uRb5/2+qpkVrAZ9A8IEtfy8BACD9sV8TAkN8dLIAKDlg+ze39UJhe5K/Hv2nBMAGqdY6AMulmiebjlMB+QemD0IEQAyEyRUA0V9zdb9G/NfwSoh5RL6q/h0Do9733074sP0Vg/hNAeBjqfCjtx94ZNBDAID89xbiu9m1/ihdu/F9O1F7Er9fwhdvJ1EAmCmB/RXvz631MYMFQE749t/85r01tY0o+Msw6qoG+WvEv7kuOAEbdgGQx9ak3CCocJidXaTTZ4ZLJgZM0r/mqr6ynMpXamChraee/mJBFtzSOwHaBEClLfJXUrf5Wir85Mry3KBYGKiRP8akqXzvO/L9r147Sl2bp1Njm53kM9n/fgsCPQWAiUFNBBzlo5UFQFHxj3/5q3vrGhKHxFa/btAjfpD+ZpLsVZP0JUIgvyTRrKcCKitr+GgssBhAmuD0i8P6JZyCQgBNe7Bt7e/i5Y4LjNOnH6Op6aGCvb6M+Ct0F8C4rSK5ImCmVIAF92nbA7cfeGTaEAAYm/Jq/yfUYY38j1CDOkVpa14g/7wIAct9XgIgeXm04gOBpkYyWABkh8f+9rf3aifkocqqmr3+nqHqc29N8k+LAMMJEIRANm2AM4HXCiidIJidW9AvZ7S/g84oAMGjWc+Wzlbq6kow4RcRyPkj91/QwdFoB2wSP8SAUmH+nSb/5KXv5cJB/g+CFCca3zaQTwEwsPFj2rV+jKrVZQcDy8nfb02Av/y/hwDA7ce1i/2Vv89TBVkA5BlPHr0bJ9I+jbzv8arwd1C/uqnn883cv1wEbFii/w2yHe15xPZtr6Lu7pv5iAyBMJjxEAKw9TmHX1rke8qf1/CYzPcbkb9B+E7yr7QtExwAxzQRsC8fe7pr7Wt07cZ3ZYOchYkl5J+TEJAWALoJAAApkNtZBLAAyAlff/C2gfrGxG7t5LtNO7T2aSfnQJDn68Svrw1uCoAN/TKTCMhn7l8GrgdgMLyBfD/If2VlrjgDpFEL4En+OvFXpgSAuWywL8FZ9xparezPev/Qz//Vq//dyPeLw7mFhTOmAsT7/AoB8sr/y+6DCBis/CCd5KOZBYBvPPrnr0Yx31u0M2t3RWVVQlyjO7lut9C2M3X8Gf8a1a02AWARAWYqQCd81UL+KAxUNwv+GVEHsOuWd3E9AIPhglO//AbNzY0Ud5DUUwEG4Stp8jetfzv5C2NSqqe4fExaq+ii2YY3ZLVfic2LdNvK53QRkB7JFYF5RSGgBhMCGWsEXMwGQQgI901rl7dX3sMioNSoiMqOrq4soJJ2r0bKic31NX1xHkQDycu15Kp962tG29412+16F7/19O229r6WAr9U9X9qNsBmUhQUgfyBxZU1+tJjj/NRyWBI8NUnT9JPTk0W/X2TKcLNlEsorRHasLcN39hwjje2scoYrypWhql2+dnA+zSw/i/0xuX/opH/Atmm7unNeoSpfGJE79sFEEN5mccvELz0+3NqF0Lr4we9p2Uz2AGw4ZFP7zqrRf8DNbWNSVtOjP5TiluRHoUqmQ6AuxOwaaQDTBdA3SwO+Z8arqUfnGqklXWFXnvLDnrvm1/ORyeDYeAHT5+jh77+U/16c/0mveEl89TfvlbUfdB7Ayhm9G9ed4n8A45Hi2130maVv86gr1h5mHZoAsA2hEtXKrJG6BlcAF9ugCgkKKj9L943rd13e9W97ASwAPAnAPZCOeKEqqqqparqWtsJlz7ZFNs5p1psMJH8cUCrm2kRoCt7S3FgoTF8pVoj/gaamLMvzPiuX9tFd9x6DR+hjNjj/Ng0ffKhJxy379yySq+7fkEXBEUbMC3FfqniP/02DDgeKUnbeKTaRAD+3qxqp5X2/dpLuC+LWK0u0m1Lf6Zb/8bOSIZxhZyFyhImthE+kev0QNe0AGVr/4v3oSCQRQALAN8iINU5CydgpSYCoMTTJ5x5sjnVsCkEVONAtjoAWriv/Z92AgpV7W8Ckf5PTjfQU+fqXB8DFwBuAIMRV0zMLGrk/x1aXJZH+7VVKr3imkXatWO5qMNmSgSA7CuUtANAFcHHIgiAzXVar0iQ2vFGonrnOT+w9s+0a+VLRr5fJH6PZcpVt5DcSurk4QZsutxHQar/M92n1wRUHWQRwAIgswBA3uiE9bbkVJ1qQ3mTrfBGtMNsaQDjBEylAFTVO5mVx6j/iZ830dySdwlGQ101feTdr6ft3TztjBE/gPQ/84Xv6Q5AJsANeMPN87ogKKIdkIr4TQGQJH3FUQAoH4dILz5GPYAt1Vi/4zj1/9uHwfvadvx35n7/SI26MGC6m3bSVzyGc9XxvvJUAPlLBUgq/wNH/y6GBJHhBORJBDzzlT/eawSKuyjdBRbvgbmSR2++6+M8FZEiOg1QEwGHtYtDjg+jV+lW2HNuuC4c+MnjGafgpkUMFAeI+JHr9wsWAQwmf38A+e+7dZY6m9eLvr9p0jer/0kyDqkWYvRMM+65+6NPpYhQ/bsmrGNyIDlci8Sv+OB/UQjIegNQgCJBb4PBT/TvIhySIuAPshMBz3zlj0D479G2fdqXkUi/sJTm7tNEwGEWABGFJgLgAux2VeYkUd7mv0UkfBOw/EH8KPYLis7WBvrUe9+oiwEGIw5AwR8K/7IBCgSv718p8ciqWEYf+zikqiIp23BQI/8HbDz+UOO92sX9DutfWgMgg0s1XqY6gBys/4DRv/X6SRQGVn/If7MgjfgPGAHhQMAfCU5ArFsUV0R43/cblo7keBetfTPXr5aM/I/9uCUr8geQB0U05JYHZTCY/NNAei3bcy1vSI1BznHIg/yPiuRvvNjJdP99gZxTU/9k91mnBG467/Mi/AzkL3caXJwBj8dJ7kNQ9+Tan1FGyxPEr21ntatHdPK3fiWSzTGTkVQ8/wg7ANF1AfSDhYhC64+b5C9W+WcDpAGQDmAngMHkHxEnwD/0NrmaAJAGNepD9ap9yFZcpv65CxJHqG6N+l1nA8jJPy/Rv+S5lvuOV3+Ibnch/r0m6auqH3Uhpz7L17f/5rs+cYwdgIjByJMdDPM+5ov8AeRD2QlgMPn7dwLOXo5EV01P8jeY8bh7lJ8h9FUtzYBsToL4t+S6X/LPJvr3dgT2rv0pHRGIf0DbEPA9qb3HgCoP6/1aNMYUTH1/74/rOVcR9Q+gnTRHtQvkcUJX1Ymcf77In0UAo5xx7PvP5ZX8UyLgmcyzbUJP/knC+q6tEl/dtFfn06Y9mhdvVyXE7zblLxvyL0xq4IAmAu7VSD+hbYe1v89qz98rTaOkdlt13eRaQb9x4OlHPnWABUC0RcDtYRIBiDy85vizCGAwkvji40/Rse89W5DXRgoOTkBIcdwf+YOjNo85k9mbzkjftnmQvswFyAP55xL9y567WLcT0fkJ7fGHpMWTJukb//mI+e2CII174njuKeX0YR759C7UAnyNjEZBpQIGnS/9MFHwyINrAhhRR75tfzeEsB7gPo34Dwd5gvq3VVPJ6W2WodtXHYBLS2Ab6wrEnyv5B8z9i7uyWVFHlzrvpLmGG9J9ExwfKT8F3Wa/hlvu/qQSt/Ovopw+DJS0tsEJOFhKN+Dpc/VFsR3ZCWAw+fvDj880hOVjw/LfE5T8DYY8Zrf9XRYAki0MJKsBkC39W0zyd4n+Z5r20JmtH5KTvyXil1gB/jaJM4D/n/7yp2LXbKWiHD+UMZVmJ1R2Kd7/uSJOQWIRwGDyzwwI8hIXBA5p26A2Ntma/ARUAI86V/6T5fyFmgDHVEFhhUDR8g9Q8CczGzwf73H/WlUbne/+D3rkv1FRJyd/hxNgdnZ1VkC4bTIhYCQHYrc6YdlbHkZaAI00kOMpuMJD0d+Xftha9M+JZkEfvPtV3DGQEWpAqIL8f/b8SNHfGykApAJKEPE/aNQp5Qz1r5UpbdROeLcAzsC6sqlzmXLyqvtL+rb2Pe6fank1TbT+apL4rQu3uZK/KjYl9KlSJO2Z0h0b9+x626FYrUcQq5yHJgb2UbJV5N5CiYGfnGmgH5+uL8nn47bBjLCTf9D2vvkEVg38d6+fKla0j3nlD2cf7bsJALK0BXYwmZwMvebK+ynG8xACWVv/xvXVyjYa1SL+hbqdtpbttoI/hxOgCi+n+ncoUl+TIAQ0EaCRf+xqAJS4DkaGGLjNEAN5s35K3YUMIgBLCfMqgowwAaT/uUd+pHe1LCXe/+uThXjZaSPSf1Tbjueb9AUBgPHqydxexOXmgJZ9oNoAyf2I+se1qB8Ff2oA8hfNeyf/q65UZyM8xSYChna9/fDOuJ2XVXEdkLST9Jih0k1BYAqBHcZlIhthUOo5x6bFioF23+tuYOZhlBynzo3T577yo3KoUzGJHpdPGdeHCkn4Dhp7Hx1X/0p3GAZ8h3EZImNfU/fU4A6B2+si13+p8620WLuT5LX8Vir3IH+bE+CdziDF+iijCyCeb7gBKsVzKeIqYpiC4Dgl5+XK3IIBywkHYXAPlXiqYSZgXvXE9ILuBvA0QUap8NiPT+vz/COGo9r2sDA2hAnYt0N+Cd436Wcg/qzJ33J9vuFGnfw3lDrhftXbVXDZERv5+1lrQDFlhSkCTHGgPBrH8zO2KYBcYTgGEAL7rLej+1+hGgBlA9QDoDgQRYIMRrGAaB/EX8xKfz/wSAEgqn+QkgvyDIX5u938b3owclYfwIMuBRDEJfBr+fsgf31ef8ddugBQLesOqA4BYF0y2SX6F8lfqHFQPYnO3j/BUgjYtvvth6fjdp6yAMhdCOBkPEDJ4sIBkD9EQJgAB+CDd72Krt/RxT8Yo+BA+gn5/lIV+7mhs3md3v7qGfFmRPcP56tKv4giwCgGzAE+XQBV9e8SyMg/GfXfRZtG1K9aCgNsi/lY8/223L/scU7y91wXyMr7ThFwdPc77ovlssAsAPIrBvaNz1a95cs/aj0Qxv3b9/obuS6AUVBgeh9qUMKY79+1Y5lee/0CriLCfzgK0b6HANhLQYsBs3ABciF/RP2jnXfTnCYA0lG7QNouxX+Zo38J+ftUABIRcPued9x3nAUAIy84ePDgicuXx3cPD4+Ebt/gAsAN4LoARr4Byx85/7ChubmZ+vt7aU/viw+014w9XMyivYKKgM/rAmBvIVyAIMQvI//5hps08r8rWeHvRdwZ7f9M0b8kjeBKdBIRoNDxPe/41O1xPWe5CLAQX2pV1cN9fb27Ozo6aGRkhCYmJkOzb6jI/k+f/xa9980vp5de18c/FiNnwOp/6Ov/GjrLv7a2hrZt20ZtbXpfjKHfPfTYwTL76h/MSgB4OAG5zgjYVOppdMvduu3vXXjg0ck/4/RCYeqfOAHAsWiQQqpi1Pob1J+6ptJgnM/dCmIUAsfMAWjnzgG65Zab9SgkLIA9ixwtIjZuIczIBYj4S9ncx434zfPOIP/UOVlWg/f7tc+k0pDvHrgqudr80jb5qoSAPch/qe4qOt9/Dy2A/P0qjgAPcT5MdQoK1UWxyOsG7tvzzk8Nxfn85RRAgfDhD3/4BAl9BObm5mh4+JJ+GRZgdgDcAC4QZAQBCv2Q64ejFCbi7+vro87ODtndez772c+W3Vzvzb/UCwGPBDYB/EyZ87jN+vzNinqaTLyRpltfK9jyTtvfNgPATwFgKv+f2f5XJWkAsfGPxfoH8e956Tv/SFeuzz36J2bvF7zn9A37PhKLvgAsAAonALD+wP2y+8IoBO649Rra97obuTaA4SvqP/b9Z0PjHmUgfmBII/+y7fK28Rf6lMABcUqgGqQ/QJYzAlZq+uhy19touabX8vjgAsC1+5+HAPA3nVBJT5W0CgCN/BuamkH6b9Gess+l4RBWX3z0xv0fPcoCgBFUAAyQMVfXDRAAqA8IS40A3IB33bGLawMYUsDm/+LjT4cm6vdB/CYe0ATAwXL9XTQBgF4kXwv8xIAugEj+0y2vo4nONzui91AJAMU211+/Xl1de7y6tk4bn9UB5/vJ9h9dAtXBm/b/Ydm5AiwACisCHGkAGVZWVkNVLAgBACHAzYMYACL9x35yWu8uGQagnqa7e4s1v58JZWn/CyLAfUaAXyfA54wAWP6Xu95O8403kcy+L5YA8EoBSKlOgWisp+qaGh/vR/aGQ8nrgzfd+Ydl5QawACisAHBNA0hP4o0NGhu7TKOjY/r1UgKpgDtuvZbueMU1nBaIMTCv/4uPPVXyRXwARPrYAhbUlrX9nxo7PpflIkEBFwZaqe2j0d4DtF7VlibRPAiAzDUATjHgEACCC2D/PKpG/LVUV99gFxLk3XNALBzUbhl8yZ0fKxsRwAKgsAJggDKkAdwANwBiYHGxtAMvXAA0EOLVBeOFsNj9lZWV1NPTTZhSC8s/C5S1/S+IAO++AH6K8T1qAeZaXkETnb+jz+1PP1Yg0SACwErYPgWA++uJr2k+ZZMWF+ZpeXGBGhqbqau3X55KcN13+5ei3Tut/XP7S976sbJwlFgAFF4E+EoDuAECAEJgamq6pK4AZgmgiyDPFihvINKH1V/qHv6I8s2IP0eUvf2fEgAPUlYBh5+Fgca736EJgJe72vbeAkBG3h55+0BtgOVdAPHvxvoazc/M0Lp2WVFRSd3926mmttbD/rcLD/d9x7oRqiYCPh7544oFQOEFQKA0gOvJrZE/RECpXQEIgHf92i36IkOM8gHy/KjsL2UnP0T7IPzu7u5so30RsbD/BRFwmKwrBfolexfiR75/ZOvv0WptH3nl7aU2ujeJUvBWwBnWAbA8ZXVlieY08ocDAHR091FTcyv5qzfw5Tac1B5y+813fTzSCwhxJ8DC41g+BIA5OGJD0eDY2BhNT0/r14sJWMKffOgJPSWA1AAXCkaf+FHg99iPXyjZtD4U88HiD1DU5xcPx+331EjpAUquUhrsy5QIg9XafhrrG6S1qjYfkaTi7O2H+XeqmtXnkL6eXsin6qv3qsb15EOMRxvh7PzMNC0vpYMkK/nn+JVY74Gri+DuMDsAjEwuQE5pAC+YUwlLlSLAjAH0EODUQLQAqx+kD6u/FMQPsk8kEvolxG2BsPOzn/3sUNx+2/UHMkwL9MGDy/XX0Fj/oO4AePfoD1q4l81qgORrOWBE+9NXJmh9LX08d2rk39jSKqQaMjkN5FYAKKYdkArYefNdn4isC8AOQHHwcKEEAHKl2HbuJF0EwBUophhAlTg2rhGIDvGXKscPsjdz+wUkfRMn40j++qB+Lx1bv19f5nhvNiHvfOutNN77znT0rshFQ/Jm2Z322xyPsN7guG7coAf4FhdA8pzU+yuqTvqzU5O2cQ/k39SS8Fp1QC6KVNXldsd1uCwQW0dZADC8kJc0gJ8BFhvEAJwBUxAUI02A1MBntM2cNQBngKcPhgcQacjvF7uqv0iRvpvojjOwyM0J8koFSHgR5D8B8neDG3l7SgC3B1uNfomcEP6wPdaw//GQ1dVVmtHIX93cdJC/DxLPFbdFWQBwCqBIKGQaIBMgACAETFFQDID8USeAXgJcJ1AawNpHpA+rv1jz+FG8B8JHpF+AnH4Q7IyrA2Bi/c8pUAHyRN+7aL7lVvKaxhe8cI8cRYH215TNBrCws1cqQAOm981OX7F9js6efiPnT8J+qVlPAZR/B/r14zff9YnILifMAqB4AiAvswHyAQiBubl5mp2dK8p6BEgLQAywK1C8aP9nvxwpis0PwjfTUNjyVL2fK2D/7+EjQRcBnoGHSWSTIP/ErVIiFEk0WAc/8jd/360WwEMELMzNatuM7fN0gfxh+7vsewEEwJAmACI704RTAMXD0bAIAHOw7uvrTQmCxcUl43Ix7ykD2M7YQP4QAS/9lT5ebyDPQOMeED6Iv5DRfkNDg3bsNBmXoSF8EQ/zEZHCoEZWaBDkasdM9v0bWkjcSs68vd/8fiZ73/lc/V5FzVwL4HxLfXbB3NQkLWnRv4z8i4xITwNkB6C4LgAqc/eFfT9RSAMhAJfAFAT57j3AYiD8pG8SPMi+oaE+aAveUiL29r8Va3/mngqY7DfI338THJt9n35ILlX1EhdAeF3z5s3NDT3fv7K8JJD/Vo38ZbY/pwDYAQgPHo2CAECxlukSWAERAHEAYbC+vq67BqZYCAozP43NFANIFXCawBsrCwt09sI4PfSd5/JC+iB3/N4g+KqqKj26r6mpDWtk7wcnmfztqP4QPaCJACx7u9d6+5WtIP9XWqJyf3Vxiscz7HG/t1tgdwGwbK9JrMYj9TYCikUQbNLUxGVaW0s7lOjw17Gll5paE1n3HMj1eIvyscECoLjAbIAjUd15kIUZGUpJ3RAIyetLjqmIqDlwwy8uzNDZyTX60XPj9Kobeqm2sZH62uuov60u1gfMxNwqDV9ZpuGpZZ38WyrWaWpxjWqbEtS8WenxWyUJ3R7RN9mi+zIF2/8yqLSfkm2CdY98uvdOg/y9KT4bYrfekeZ3JeO0QvvD7CJgY2ONpifG7eSvCde+bTuppraOCk398sZEOr4b5cOCUwBFRlTSAGFCvyEErumqpbaW+rL+rDPzKzQ0uaITPsh/bmmdD4BgYPvfBWt/mmwQtND2Si36fze5Nt9xs/d9pgF8Weu+F/RRaW11la6Mj9KmZZqfTv7br6KamjqSziQImrLwsxCQsxBy+ua7Pt4W5WOCHYDiIxJpgDBBj4C17cRZlfZ2LlFrYy3V1NdRdZ22aZdwCyI5IC8v09rSMq0al/Nzi/T4eD2tbbIuzxJs/3ug+j/Rsen/8ZqjU/3vOOAZ8bvM9XfO2hfjf7kLkH6tZHifMRVgtvXV/l5bW3Mnfy3yp8ymgv9QWHXYEBmaFtGDuPrMV/5ot3Y9YXw307fc/cnIpAVYABQfkU4DlJQwNWI8MV1Lr6lc1snTdiDXVFNldQ3VNjVSRUWFLgyqtL8ra0pbT7C5saHv68bqmt6tbG1pida16+L+Az+frWXyzw1s/3vg7GN/OTCF4MMjV+6V37ffbPX3neRo6+JnlQ4u5CoTAbD7r1y+JCX/2tp6fx3+MvK+Evh14EhUVlVpH6Xitme+8seqpS2hjqcf+RSuH9Ne99Fdbzt0NMzHBI82JQCnAXLDazqWqbPGf6tjUxwAEAipiKiuThtQKuyPzSAakId33pYuxgPBb25spog/iLj55hg3TMoRbP97CwCjJ4CajyVxyXOpXvKeEWB5lFDon/x7cWGOpiftXSuT5H811dbV5bSf2fYuWF1d0dsNYwYCphxW1dT4SYPgeBzUhMBxdgAYJjgNkAMuLFYFEgCIuLG5EXgYMLNewT9sbmD73wNDj3/+fo2Qd9sDebm/HajK380FEB+rRf6KancBrL38rU7AwsKslPz7NfKvqStkUbB734PF+TmamZrQ3YiGxmaqrqmxiBhrwaLDBRnQ/nryqS/fd58mAg6H7bjgUac0OMZfQfZY3Cg/42pytZJ/2NzA9r87+e/VLu5VbKQWjBZ1dpM8XXxN6786Cdrey/KXIjzeuANEK5I/0Lt1QIv86wPss+L9eVzul90K4p+avKyTP4g/0dFl+4yur2C/75AmAu4P27HBAqAE0CKVaRYBHC0zWFQXgfwx7e+Ig5AUyxXF/qc7ucnIVXG8luuTFW8RANsfRCuiu2871Tc2uUgOP4LGp+CxfSxFJ3zUIMzPJtsNV9fU6osMeQogRbhVsb33vZoIOBCm44NrAALi8OHDsNHMfpN7hbt3kdfqW5Y5o6urq7vW1tY4DZAl3tK7UFaf558n62iCXYDsopiKCqqvrz9u/Alx/ZTwkJPG7Th/j8dMACDqvNf8W56Xd3bIk0+tI3+1AJRpQR/L6xsPXtAi/6mJMSn5Nyfafe1jtlMBZXUAIP/xSxdpbXXFRv441tynLbp/XsvfOA5v3/W2Q6GYKcACQE7yIPYBYzNJfW8+3wMnYr7b68YJ+nTA6k0WAAyqqamh6urAsz2OW0T5tCESTmrn/nS5fC8a+WP8OisMPGRbky/LYsCMIkAoCPQSAYvzs3RlXEL+/duppbU9mEhxEQD+CwERnC3r5G/OPtDJv0cjf6XC32cneRtjy+c/aYiAkh9rsS8CNMgeUf1tBuEXZcleWENowSp2y2P4w5paXtqVyT+HQawqq2Fsr3BpjgdDxgD9lCESoiwKjkgGHhuJBykGTK7Rk36+e0Fg8nryT+NVxKmBxoI/q8uLUvJHb/+WRIe9va/wFqlmAW5z9TNEvrK+BajwnxgbtpE/Kv6VigoSZyzIv1Z5G+NUPURSCIBj4MwMsgNQGsLfaxD+3lLuC/rpr6ys8AieBfYkVmh7ffl0yXv0UiP/qFnAsP8L/TYnDTEAt+B4FASBUfj3pPROt0V6JNFwEJvdPRKWvz7s9csjF2zz/IGWRLsW/e+QuwlBXQq3RYHImQaYn5vRmw6ZMMm/oqJC8lkzdzCUOgH2/d5T6lRA2TsA2smKqH6fQfihyrnDAWBkh6WN8ikE5Oi/6NF/UOw2tnuNMQWD9sOGGAhr17dD7mGfvRmPLVJ3C6OtwbZXAx/pgj72F4ATsLG5QZOXRx3kjyr7Lb1bfcXvbteEDkO+3AFU+mOVQRONTS3U2tGVJH9VPu3Rq4Oh9fOTKjQbSrsB95TaBShLB8BC+u+hIln62WIZXeI4DRAYiP7hApSLAEANACM4sECVUGld9GCbkjMQHg6LGJDm/vPoAmSKtP04AVjVb25myrFb23Zep1f8F6VY0bhr8vIlWpibSZN/cwu1d/aQWKgo/dyOtIDcCXDURCSBtsElXUugbASAdvIlDNK/J+ykbwWnAbIDGgGhI2A54JfzNXRqjpdADooi2f9BxQD6wx8zaglKJQCQ+z+Q6XE2S9xhswcTBEFEwMrSAo2NXHDsT0tbB/WY1n8AgRIoDWARDnAfxobP0+rKsp38u3qk+2CTGK6pAA8RIBFCGvaUcu2AyKcAjGl59xjkn4ja/nMaIDuUWxEgI4vBqyp0wxcibxR33a+NS6YrUNT+BMa8f1+pTpt97lXAR/YlAGSpAOEFyS0dgPutVrsVbR1b5K8lTVO4fI4MaQDz6qoWdI2PXtTX50iTfyt1aOTvtYaBW/dC1doR0SUdYL5MUgiY45daUs6KrADQTiwoXFj8e6M8iPFsgOwws1ZGNQAr3NioTASAFSDhfYYTcJ/hCkwX6X39kYrQu1ZcFsfOX861AKWzAkQiFETA8vIiLS85pz+jy5+901+mcn73+6V1CpbHouHQ5BgWGUqPuW2dW6i5tU0iaHITAWSrgSCHEKASBzKREwAG8R8y1HbZDGQsALJwATYVqq5Q+YuIIWD/lzj3H8QVOGK4AkgPPFBgIfCWQAGIPWhPR9r2+XaSaXfZiQBrrt0K9NcPQvaiOHFMB3R5iekrE45Wwx1bevXo3326olM0+RUBqUJIsu4w2S0JFgDxJH4TnAbI0gVYrwi0KFBoHQCeBVBu0b8MCWP8uqdQQiCI/e/mAoi+uzMVYJBjliJgcX5eLugkY6AoTpzLEGfoWWC5Ffn+idFhfa0BG/l391KTRv6qEPm7Lmfs2D8XESAQfsoNcAqBkk4pDb33iHn72nbWUNED5TiYmWkABoNRtgJAFAJntXHt3jy/9t7sxh+B/Mjlb3GJALEnvmLtjO98oZXlRZvtHmzHMgXLkvULjOso8hs5d0ZC/n0a+SfIStPuL+1cw8D2PNt3oUg/v/kaipJ64vTNd32C+wC4EP+AQfp7KQbgNEBwYAW9qDsAHP0HB8RyROz/TEIAaQF9Lnie1ii4LcsQxJ7f9xH5i3nxVEQsOAHJHLhqELH7bKelhfmM+0jk1RVQ7gfMTl/Rp/nZot6KStrSt5Vq6xokL+/dudD1c4tLI0vdAIcjcLzUB2EoHQDtZDhMyXmse+M0qDEYjLKO/mVAoPOkNuR9zQh6ckH205+VACv8ZYqIxchdSb6GV/SPwrxNSQAk3y3F2xfQbkJ1/+iFs1Ly79m6g+rqGy2vrQjv5bKcsS8nQHFIq5Qb4HQEHmQBYCd+0+4/FLdBjdMAwTGzFv2pgDwDgMWyAeTuT+SYFsgpYFIUkbrszKvkIgJ8VLvJlgLORPaKhJxnrkzQxaHTtLS44CT/bTuoprbOVdw4jCU/IkARZImiOHZVIgSOv+StHyu5AxAaKW1E/bEjfjGyQWMghj+sbpZHLwB7AxVGpnOkDOx/N5hpAVTy7w9SJDj0+Ofz0PxMKHYTXW1xPr7UFtePaEs6IPk3UF1dk1EANLUkhOmA/mcqrKws0eTYiIP4TfLv3Tagk7+1cY89sSAvIMyYDkh9dtVS42+KAGdaQL9VUQ+G4YArefgB20vbTsSd/Ms4smEHwMsB4BqAwAIgBkAkjyLBIBX9+Wkoo2SO/L2dAEs0bf5jCLZ05C0HUgCjF4ecqYAMgm99bVVfVOji2Rcykr/TjVBcon7BccjkBEhcEFtawP4egy+582OhaBtd0hHUOMCPUAQ7+BUKaAu8ZulOxfDGvr7FSO//DybrOA0QAI2NjeXsAMiA6YIZo8Whxz9/OJ9BlNjWV94e2P63vXc+2WJrsz3vudOnMs4EgAPQt+Nqu2NgbctrtBleWpynuekreqGfa4QL8t++M0n+mXr4++nfr5J9QqC4BoFlf01AlGDlw7qGRnwmuDom+X/XuH78pjv/sCTTAUt2JrHl76Jm19f1BYIY/nBH9xI1VEbXQj820sA/YoDov64ulosmHacMKYF8C4DsRYBIkHYRMD1x2SXXLxB3ZSW1Jjr0lAAWB8KzV1dXaV3b5uemaWF2RguUVjO+Rt+2nanIP9NCPuLCQb5FgEwAaVicm9XFyfp6MqBrbe/Uew5IgN9V7w1RbCFQdAFgLNqDftkHeEiTY2FhgfPCPvHazpVITwVkAeAfIP+YpABkQKQ46LbiYCEEgD0qDiYC3NwARP/nzzwfrB9AFtDJf/tVVFNTZ4/QHc5E/kXAqhbto9vgyvJS6q7qmlrq7OlPLi/sYeRA6N20/6NFSw8U1Xs0yP9JJn9vcC2AfyyuR9cOLqf1DPi8KDhQ5PeksfiZDLsKER8qkq5AspoAxVoT4FEXAEseffeLQv6I/GU1CfZP6PxbOh1QeLJiqey33DY3O62vMCiSf5dG/pVoX235iiTbgLY9+ezXPl201WyLNnpayD/wh8OSnzU1NQ77z7TLkTcvp+p5fJalpSUe8X3ghpZ1ur45mjUTyP1/f6KWf0QfQOQfsqV/M+5vbW2t1LXAmAU7O8tzHBbxQW08PSo4ABhb9xbm03g5AbYQ2bcbcOnCWWnBXr7Iv7a23tWFEFMByT+FpYyF/Rc+psMN2NjcoImxEVoRFjrSyb9Xi/yVAGJfUeAE7Llx30cKng4oip+WDfnDKmlubtY3N9sEJxiKggCcTHNzc2WRPzenOnEaIDNWN6O77+wABDsnogAQPsYsL7GCcQtAf3qMWdhw3Scwlh5BCZUoAgoZJ6YX9DHDX9UyRTA9Jc82hc7SXS89VTD5T1fPVjr/4i/zvqc9WwfS0whV4X1ts/gUmwiwj7eK8Rhnq0GFyLa6oc49i/N6wyHxN2xsaqHWjq5Mtr8MA5Qsjt9f6F+24CNQNuSPk6evr49aW1t9f3l4zpYtW6itrY0HvBghyiS6pir8A5bR+YCxB2OQX6cCYxvGOIx1WbgbR4wF0ooEr3RA+m97SkARUgJpw7yqpobaOvKbCuju20YNDU3kOkXR4f878gHiJxa6A6abBZkpgamJyzQ+Ouwk/+YWau/qcbX9nd+uY9v33LHP3FvoX7Wgo2c25I+IvqsrK9WkA+q7p6cn6+fzgBcxEo2wAzC9ygLA77kQ5ql/GGsw5mDsyfb5GPNMNzNLEfDd4ogAsTevYp/zblEFjn4BghBAVTxqAvKBRHsXNSfaZTzuEAS2xwgLGCmSpgAO4QP3Rt2kyyPnaW5myvFuIH5sqR4IipPexf8c9J983qHnHv2TgYKeW2Ej/46ODnmkNzOjV8ebc+RRENTQ0KCfdNXV1bbHol4ASvzy5ctBrLVQDnqcBmAHgAVAeMUwyBtjDcYcx++rjVWw9xcXF1MLfWGswjiHyF+EOfZhnAuA+91mBhRMBhj2ua0LHklSAmReKOnse6pVHlqfV1HHlh49gs4FsPxRYZ96Q1VcvMhjGeMUqbulA0wRkE6BYFEjFPqJMxlwLGA/xE6GLqrEl66h5MyOwcgJAErmMHyTP3JnMvLHCXTp0iXpSnm4b2xsTD+Zuru7bVXCOCFhyU1OTkZ24MPn4aZA5Qs4ACzwoi0AMMaI5I+xCuMSgha3YAb39/b2OlwDjIF4foBaJj3QGplePd6XqCmmCtC4VrW30TXqAihFr5RRCLRoUfvU5LjezS9bdPdvd7QLli0TaL/ZIgJMZ0CsCSB7H2SIAMzrvzI+JjlGq3Xyr0F9h2N2YHbnuJG82FdIAVCQ8ElTpPcbO+4b7e3tjttGRkbo4sWLGZfJxQl19uxZx0kDpR3lxiGis8GQI6qd9KKcvigm+YfV/sfYItr2GIMwFrmRv1UkYGzDGOdnLMwkAk5dWt5X9C9AkdUFSGoDhAtr0gCPb89hWiAa6+jL+ubasjjlZAgEbNy0qVf5X5KSP6Yb9uithmutH9Li5isU+D8lVT+ROPUP/7Vg0wLzPnJiRT/tIlDxAk4iUeXjxMh0Eol22/nz5x1iQWa18eDHKDV4BkD0RbA4tmDswRgUxLXDGCeKAJz3QesBVjdKpSYVg+BEIUDy2gCJEEDuvqo6O/eisSVhExqFEAHo5Dd68RzNzzpn5TW1tOrrDCRrGTzK/JSAm/3JBWuVX4hR6EjQJ4g2GKz9IOQvqmorMOVGlp+LkghgeGM6gmTK0X+0j3+MKeZ0PhN+3Eo3EYAxz2tMzIQrCyXug5LBDZAKAcuMgfau7qzetkFvEywjb9GD8CcCxKWMF+fnaOTci7S64kzJtHV2U8eW3tRbK4p9hoB/lg+kBsIrAIyK1IGgJ7hI0MiPpZTt6mqqkMYP8DjxsVlU13IExGTKoiUE5B9WB0wcU2TjjlegYs7/l415psAIIn5W11WaXyl1S2w3N8BFCFiutrS26018Ao+PNbUkMR8cf/gVAWQRAWjnOzYiK/arpK7erXr9gpSoFUEQKG50rjjeN7UJzy/YOZbn13tL0CeIKho5NNNCm56epjNnzqTuw3xZFM5kHFy152GGgPVkivogyMViHhEUOwBliTCLX3FMwZjjN0B5/vnnU04Biv4GBgb0MQ9jn7VmCWNjkA6n88ub1FQbgnbJpghwFAnqNzoLBfW7VX0q35Xx0UBvhaWDIRysTXz8NylyNijCPoPwUeXvtrRwz9YdxgJDYsdAGVOrjruC8bm+owXrCJhvARC4EEVUuVYVfeHCBdt9yJVhyg2q43EC4UQyH4/bt23bpl9Ha2AvkRFFEQAnhCHHcn0nrex6VaT2+cpPf0rqzCj/eAHGhjBBHFOsYw5mLZl5fQQi1113XWqGEqYmW9MEmKUEEQDLH2OZVQAE/fyjs2vU0xoi0aQkCdbeQtciBCz8iL8QUQcVAIsLc/qKgfbGfkFFQLpSH1P8RofPSWcl6MV+GvmnexcoFvNAdXQOzobuZfHsr7z5wwWb5pm30Mko/ssZ1nn7Xvk0iAOrWMCJZf5dbsvpch2AN6K4bgJP78wc/UepANYcczAGWYv68Lc1kPES8rn2LBmdCWOQoKTqA6T2tyU9UF1d47ZcrrvrMTeTJmM/nQpJlg5IUvnM1ARdHHpBSv4QGSj2Q+8COadbK/gl/X+y+NqM7Wghf51Qe6diXwCoaVNJy06kbApweDCMPvzmXsOE2dlZ/uHKUPTKxiDrWCWOaWZDs3xgdCbMotIUAoq8U5/BmI0tAQXA7LSeBshFBMDyHx0eosmxS9L3APl36Uv5VqapXlE8yF3S8c/87LL6ANumiNMGHyzoeRa2w8TawheWPgYCFMsg52Za/AAsM7Fy1rTlojz330sEcBrA2wWI0mpx7ABkPt6jBIw5cAFk6UZrRb8pAGD9g/xR02QGNfloX37+ygptbw95yjMlAsRVBjGvP0FjdN73S4H8L49epJ7+HZZIXN6gSNalEHn+sZELro2IsGhRU2uChGR/6p3Ml1QdKyB6hfa+cd91v/2hoagIgKx2VCxyEdUwThBZ4R9uw3PNEwniwCzM8crPRTkiYgHg7QJERQBw9J+Z/MPueGFMsY4zuA4BgDHo6quv1m1/uAEgfHH8wm2yrqfi2JfNEudwAUIvAKwUmvqZk2IABX1IA6StfR/n09SkPh2wJdGRFhhqBhGgXcPyvdNXxl1fF+Tf3JqwkLyxs5KCbEVIKajOdoBBcVQj/8MF55V8vdDhw4eHtA3ViomgJ5KopDEA+ImQQPpWV8BEImHfhXIgTnNQ5NkA0Y+oOfrPLHbDDowpVgGAMcfsXYLr4hjk5/wWnctsApfzk6t0684o/uppMVBb3xBIAOjC5+I5XXClVhj0EAGLi/N0eRgNm+S8ABEC8seKftbIP72MgWIhddXt0+QQ+NPRa3/rDwaLcq7l+fWOaduBoA4ATibrtBr09Rcb+vgFVLSopAMurlFwIFLA58aGwh83gYLvBLYgLs15wewCuEfVWJEtCgBRsJBzB1w9iF3z2DcDAxz/YREHGFOs1r457mRbj4IxTxQY2TgA6AUwOrVIPW0Nkf39GxqbaZIuBX7e+KWLtDA7ozfnqUeDIGMWgnmqQXhfuXxJ7+fvBpB/3/arNHFXJ0wPdAoBmyuQQRBk/N1mp2lO29o7u4dq6+q/+8I/3r/72t86WPBFnvJ2Nh04cGD38PDw7v7+/sDPRS7faonhxEKbzaDdAJEK2Lp1q0NFl5I08d4gfPMyyEktzmYwVxJjRDuqzmZgj9PvaI18ZYQKMYAN4gCXpVj6G+ezmAbA2IO+JUGLkTHWybqhZkUk8/N08sUl+o2XbY+uA5RD3xZMC1w8O6evyAchUYu0oJok2EyuQpr86w1+V9O8bhMCEjEgEwQ2PSAXBug0ODl+ida14x7TDKtragc04aJ30z39zfuHtIuD1/zmwWOhFgDvec97dmsRzZPaSZFAJNbS0hJYTeMksKp7NP0xoyU/ADniBKwUukll01I4FyCiB3HjMwUlfD+DDqIMnhEgj6p5X6MPkGomdwQFn9apn+aiPKYoKObviP4j1gBk+/btunvpV5Bi3DPHOqtAzMa1xNgD92RuRom0AKiuzv03XFle0je/APn3b7+aaqxpGNU6V8DaMEguBhyCwPYw+z0g/PHRi7RsNBsC+fdu30mVFTb+GtC2r53+5gNHr/nNewuSEshZOmvkf0C7eJKM3P/U1FRWEfeVK05bBieGjNRlJ9HOnTsdOTSThIsBKG+08zx37px+ib8LEelx/pjdinIFiD+b7wbnOIhveHhYL77D9WK4LKbQF90JjEWZFiEz3UqR/N3GQj9AAyI9AFndoJMvTvABFYT8d1ytuwaKpE2x+Ydiv9fZt9dlXqDY2R9Fi8NDp1PkX9/QSH0O8rf1SThw+lsP3B9WB+CIqEJxIKI4L4g1Z57EYnUsrDFsUNs42cwBwpw/i/tkU4YgQiBGCgm8B/YLNmWuTTyCvCevD+DExER0BjyuAXA/tnMFiB8uJDa4ASBijBOFShNgjMH5aHUeMDaB2Lu6ulLrmJhpATON5yYQMAZmE7SMj4/bvr8TZyZo91WdkT0WYN/DzpeRNQizpraeVleWaGEu9xk13X3bdfI3g3kz7lftN0hdAVv8r0h8ANUa9a/qUb+1xXBza5tecOhuIaT2594z33rw0avfdM/xsAkAqRUFEYDpL0FOPFNNy6bI4ITxu7QvTgR0BiwEKeM1sZ/o/V2KXC4EEMiD0wDsAPD3knkcADFiDIIIwPiR7xQBxgOMNUgFiK8Nsm9vb9c3PwD5Z2P9Q1DCcbRiaGyWpudXKNFUWzbHB0gaOXp90SCj4A6V/JOXL2UtBNDgB9MO0ySuugsBkaBVYSlhC9uLomBuZkrfz01LfQgWFIIAkBO+RA0oerCd1zkeOa8csWvXrsOy26F4sQUtWsMggBMXc7qzITkobkSD+Y6wQPZQ+xhQcJIWK+KXWlbagFZZWUkMOzo7O/PWVa1QQDRoXeCKYQyY2vlaqI6OeG2MKXAFEF1bZxfk6/VBwHjdbNYdwViCMSubz4+xCGOSDMtrG3TDtrZIHg+o1LdO0wPpb995nXZZZeFGRR8HG1sS+v1LC/OB3gPEDxJ2dAt0WbJYkaz655ITSP2nQiCOnNdXFjQ5SU85DFyjuxyK5FmyfTA+b+Ked7/p3Oe+8K28zQ4o6JwakDEK+9ragh2EKPBBP23T/vfjIuA5UML5rvg3iT/bqtxCQJw2yYgOoti2uJxcEbOA0ByXxOr7XIBxAq+N1/TTlArEby4LnE1AYTocbjhxZpxuv6W/LFwAfbngqkpjYSHnin6tbZ16q1608xWX75UGURoJd1u6B+o9Aiyhe7qa35ICUO0thG3xviRWRREi+hOsC0LGOtPAJfR33Gi565C2HY2EADBPCpxsQU80nBAgdGw4mcwpPyI5Q9GjcjjfdnwYid+6b/h+SjH9KczAsQIXgAUACwA/5xDIE+d4PoUAxiNsGPPgBpj9C8THgLxzWcQK5//o6GhG4XDixQldBEQdqTUCUgv7OUUA7HQQ68j5FzOKADQMgnvgqN+3tAm2CwHLjQ7OdwqCqYkxujI+ZntPWwrDFS4JgPQfAy9++y8SV/367+dlieCcBYAfqx32Fgg822V5TdVejOlTGBhQhRtG4hfVf9SXOY46iWQrALgA0DmGlKpXB44Z5PDzLQTMRl+FakIGh9TP8f7DZy/Rq67vobqaaKUMNzbsAV1yamCa9GUiANcxjQ8V9SPnz3qKANjvrssVpy5Ua0mAnZIVZ6tf3Isc/6WLQ7S0aE9HQJx0dvcZ5K8ECf5lwmC3dnE8H99zUUJIqFQcsKXMm/s5YTEQYBpf2MnfFACM6EXX7ACEU7iZQiAK5z/202+b4OXVdfrmT4Yid0yIc/irtQBSXMZXcRBj8nqNFmnruX1fcFuuOH2f5cJZK2DJ1y8tzdPQmecc5A/ix0wDLCUsZPkt6f1MNwo35wlF66tpigBMjwmTdW2mGlDVH2aB4lTIySJLTgOkEbaWz277yA5AeJ0bMxCACIAjELYFpjBWBRUoqAX41V1bI1sLkJyiZ13QR3QCbOaA/jf6+Le2ddDM1KRcGC0vJtsF28jeDPxVx7p/NlcgbQmk3AHY/VfGR+3RNVZ73DogvI+HEMloACRv2XnHB47n67stKntAtYZpvjZOJCh+WP5RIv8wDpwcXbMDkA2ybf5TaJiFyBADYWndDPGY7fj5f5+6GJljYlNopZyao28laUnkb5KkeU9bZ7feYU/6Xc56pJN1R8C6UqHIxEqq+Q9mKgyfO+0gf5D+wDU3apfNLuG9WP8v3CJtMqQjr+sDFKUGwApMxUHUWspiLZzcOJGivkww1wGwACiH6D/MjgjGK0zxw+p+fufzFyp4QofRbL+rn52+TLfv2kptEXABRPtfz9fbInVL2C+1AJLXEYFv6d0qrQdAkyFMG/SOzk0RINYJJIGpfejjLwqWjq4eau/yuTCZ4u0CiMKosrLywVAJgGwAux3Elc8pOL6UpTHftlzWY+c0gJxQwtopkQsA5b9X6CNSbdwwC4PR8KfYaQG/Ff8ZXYCTF+itr70mcsdIfVOzsBS6scqfRRAoAkGbqQB0DMTqgOjAJ+LypQu0Te8tkKlAUrH1ClhbXaHR4XOOvgMoVOzFFL+6/B0fpvOP99KEzMk3fPBvjubzuy0Zc0DNFjMCx8k7NDRUNuQfpQG02OIyrIhCjUIxEVb73+tcw3oD6HJazLQA3jMf3xNqAS5dCf8xaG0BDDI1FweyNYZTnMGzmAowrze3JqixqUXqNFw4+7wjgveKwLHk8Nnnf+Eg/0RHF22/+vqcyT/t+ifTEPhj8vKotp8vTG9srO/P93dd9BSAeGBjzYBCRmw4cSA2cplzG2ZwU6DoCCJ2AJzHbhS/D6QEMJ4gJYDUQKEDpXwuaPbVH5ymD/zOrsh81y1tHQ6CdEb+6VuFR6SudfX208rQsq0pjykCzp15jnr63Yv18Jipycv6Ij6OCLqyUnvuDmoy+xT4OZx92v4QHOhpoAkiRDW333Hw74ZCJwByAexrqGmsilUIGxu2HfprlzPwHXJToDRQJS1bYS0sAoCRRliK67I979BICGKgu7u7IEEM3Kx8O5ZwAJ44eYHesHtbaL9ba3Td1CIILETFqpPsLZrAUhKQrgtAl8Du/u36KnyOoEETonACMNWwqTmRSgkklxRe1O+XAc2EkF6wpRCU/H0Hw+fPQAScNMi/INZmVal/bLO4BQsH5fs1o17kFyTqZRfAEOAhjih5CqD9dyqH9BWcgPPnz+tTBvNZJAji92rzmwtQC3BVTyvt7GkJqbhKCkMU/5n2v10DWOoBxKZAri4AUW1tHbV1bqGpicvycRQryE5ezrh/2C8Qv7/pfcGBNIOxH0e17WChyD8UAgCAigZhQ0lz1M8CIKeTp0CDZr4EACP60b8IOHAYczCOIZDJ1Q0A+WM8LCS++oMX9FRAXU1V6L5PcxZAS5u7oJJTPLnckr41oUXtWI53eTH4uYhIH8SPyL9Qn3v04pD5+UH8DxT6uy5pDYAVsG5BZNk2CkK0j0rZuET94mD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<radialGradient id="finger_8_" cx="97.0415" cy="-34.2785" gradientTransform="matrix(0.8382 -0.5454 -0.5454 -0.8382 21.8559 118.5421)" gradientUnits="userSpaceOnUse" r="17.2586">
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<radialGradient id="finger_9_" cx="80.9732" cy="-26.3028" gradientTransform="matrix(0.6377 -0.7703 -0.7703 -0.6377 48.0684 139.4478)" gradientUnits="userSpaceOnUse" r="17.2647">
<stop offset="0" style="stop-color:#CCA47A"/>
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</radialGradient>
<path id="finger_1_" d="M117.65,102.04l-6.13,5.25c-0.93,0.76-1.13,2.04-0.52,3l0,0 c0.64,1.06,2.08,1.32,3.19,0.63l6.85-4.31c1.28-0.81,1.67-2.49,0.81-3.67l-0.43-0.6C120.53,101.17,118.81,101.02,117.65,102.04z" style="fill:url(#finger_9_);"/>
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</svg> | |
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} | Generate code for a svg of a a toy spaceship flying over the couch. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f1ede2" d="M0 0h96v68l-11 2-1-15q-3-3-8-2L41 64l-15-3q-3-1-4 2v13L0 73z"/><path fill="#9a9693" d="M45 41h-2l3 3q-5 0-5-3 1-6 8-5l-4 2z"/><path fill="#bcbab1" d="m55 49-7-2 3-1-5-3-3-3h2l6-2q1 3-2 5z"/><path fill="#d9b1a4" d="M41 41q0 3 5 3l5 3-3 1-14-4q3-3 7-3"/><path fill="#4a444a" d="M55 50v-1q0-6 3-1l1 3z"/><path fill="#cccdc3" d="M96 68v2l-13 2-1-17q-5-3-7 2l-2 15h-3l-1-15-6 2v14h-1l-2-14 24-4 1 15z"/><path fill="#e6e4d7" d="m70 72-1 1h-6V59l6-2z"/><path fill="#e7e5d9" d="m62 73-10 3 2 1q6-3 15-3h1l-7 3-13 3-2 1h-4q-1-8 1-14 5-2 0-2v-1q0-2 2-2l13-3z"/><path fill="#cfd0c7" d="m41 64 4 1-4 1q-9-3-19-3 1-3 4-2z"/><path fill="#acbeb8" d="M22 63q10 0 19 3l4-1q5 0 0 2-2 6-1 14h4l-3 1-23-6z"/><path fill="#858884" d="m44 62 1 2v1l-4-1q0-2 3-2"/><path fill="#2f2833" d="M70 72h3q3 2-1 2h-3v-1z"/><path fill="#939693" d="m75 57 1 16 6-1-2 2h-8q4 0 1-2z"/><path fill="#a09d99" d="M62 73h6v1q-9 0-15 3l-2-1z"/><path fill="#f6f2e5" d="M96 70v22L50 81l22-5 3 2 7-6-6 1-1-16q2-5 7-2l1 17z"/><path fill="#c8c7c0" d="M70 74h10l-5 4-3-2-22 5v-1z"/><path fill="#b8a1a1" d="m0 73 22 3 23 6 3-1 2-1v1l-1 1 47 10v4H0z"/></svg> | |
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} | Generate code for a svg of a a black and white image of a cell phone with a plus sign | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="32px" height="32px" viewBox="0 0 32 32" enable-background="new 0 0 32 32" xml:space="preserve">
<path d="M11,25c0,1.654,1.346,3,3,3s3-1.346,3-3s-1.346-3-3-3S11,23.346,11,25z M15,25c0,0.551-0.448,1-1,1s-1-0.449-1-1
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<path d="M25,19V3c0-1.654-1.346-3-3-3H6C4.346,0,3,1.346,3,3v26c0,1.654,1.346,3,3,3h14v-2H6c-0.552,0-1-0.449-1-1V3
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<polygon points="27,32 27,28 31,28 31,26 27,26 27,22 25,22 25,26 21,26 21,28 25,28 25,32 "/>
</svg> | |
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} | Generate code for a svg of a a yellow square surrounded by blue and green circles. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#efdf48" d="M10 0h15q1 5 4 2l2 5 4-2q5 6-4 7v4l-2 3q-9-12-19-1-3 9 7 14l5 1q-6 1-1 4l-5 2q-6 1-7 7l-2 6-1-2q-3-1-4 2V42l3-8h4l-1-4-6-3Q0 17 3 8h3l1-7z"/><path fill="#f2e14e" d="M25 0h67l-2 3q-7 1-12 4-4-3-7 2l-3-4q-9-3-2 3l2 3q-2 3-1 6 1-3 2 0l-8 2v-4l-5-4q-1 5-6 3-1 6-6 2 3-2 0-2-4 0-2 3l-3 1q-4-3-8-2v-4q9-1 4-7l-4 2-2-5q-3 3-4-2"/><path fill="#f0e046" d="M92 0h4v46l-5 1-9-3q-3-1-5 2l-1-2-2-10q1-3 5-3l-4-1 5-1q9-5 3-14-9-5-13 4-3 5-2 12h-1V20H33q13-2 28-1l8-2q-1-3-2 0-1-3 1-6l-2-3q-7-6 2-3l3 4q3-5 7-2 5-3 12-4z"/><path fill="#258da9" d="M80 29q-11 0-10-10 4-9 13-4 6 9-3 14"/><path fill="#238bac" d="M29 19q0 13-12 13-10-5-7-14 10-11 19 1"/><path fill="#f4df34" d="M33 20h30l-2 1q2 4 1 9l-5 7 2 1q-2 3-5 3l1 6q-3 0 0 1l-2 1-8-2q-1-3 1-4-3-3-1-5-6-8 5-8v-4h3q-1-3 1-4l-11 3q-7-3-12 2l-1-7z"/><path fill="#f3de35" d="M57 48q0 3 4 4l-2 4q-4 0-6 3-6-3-13 0l-3-3-2-13-4 1V27q5-5 12-2l11-3q-2 1-1 4h-3v4q-11 0-5 8-2 2 1 5-2 1-1 4l8 2 2-1q-3-1 0-1z"/><path fill="#f4df2e" d="M63 20h4v31q0 6-3 10H33l-2-4V44l4-1 2 13 3 3q7-3 13 0 2-3 6-3l2-4q-4-1-4-4l-3-7q3 0 5-3l-2-1 5-7q1-5-1-9z"/><path fill="#d8d853" d="M70 19q-1 10 10 10l-5 1 4 1q-4 0-5 3l-6-3q-1-7 2-12"/><path fill="#e6dc4a" d="m61 19-31 1 1 7v30q-2 0-1 3-9 0-1 2l-1 1q3 2 3 6-9-11-18-2-2-3-1-4 4 0 1-4l1-1q14 1 13-13-3-7-11-6l5-2q-5-3 1-4l-5-1q12 0 12-13l2-3q4-1 8 2l3-1q-2-3 2-3 3 0 0 2 5 4 6-2 5 2 6-3l5 4z"/><path fill="#6dc153" d="m68 31 6 3 2 10q-3 5-8 6z"/><path fill="#eede4a" d="M0 0h10L7 1 6 8H3q-3 9-1 19l6 3 1 4H5l-3 8v10q1-3 4-2l1 2 2-6q-1 6 5 12l-1 1q3 4-1 4-1 1 1 4-3 7 2 13l4 2 5 1q-9-1-4 6l-1 2 6 1q-1 1 1 4H0z"/><path fill="#4cb266" d="M16 39q8-1 11 6 1 14-13 13-6-6-5-12t7-7"/><path fill="#8ac956" d="m91 47-7 8v10q-2-3-1-4-7-1-9-6-1-6 3-9 2-3 5-2z"/><path fill="#ced94c" d="M67 31v19q5-1 8-6l1 2q-4 3-3 9-4 0-6 3l-1-7z"/><path fill="#7cc6ce" d="M96 46v33q-10-4-12-13V55l7-8z"/><path fill="#ebde4a" d="m67 51 1 7q2-3 6-3 2 5 9 6-1 1 1 4v1l-3 1q-1-4-4-5-6-1-10 1l3 2q-5-1-5 2l2 2v4l-1 13q-4-3-1-7l-5-5q-2 0-2 3l-2-5q-7-14-17-2-2 14 13 12l-4 2-8-2q-3 2-5-1l-2-3q2-3-1-3 4-5 1-10l2-2q-2 0-2-2h31q3-4 3-10"/><path fill="#288ea9" d="M31 69q0 13-12 13l-4-2q-5-6-2-13 9-9 18 2"/><path fill="#57b75f" d="M56 72q0 6-4 10-15 2-13-12 10-12 17 2"/><path fill="#3ca899" d="m70 65-3 4-2-2q0-3 5-2"/><path fill="#f2e031" d="M81 67q-4 3-3 8l-11-2v-4l3-4-3-2q4-2 10-1 3 1 4 5"/><path fill="#eddd4d" d="m31 57 2 4q0 2 2 2l-2 2q3 5-1 10 3 0 1 3l2 3q2 3 5 1l8 2 4-2q4-4 4-10l2 5q0-3 2-3l5 5q-3 4 1 7l1-13 11 2v1h-9v10l9 2q0 4 5 8H26q-2-3-1-4l-6-1 1-2q-5-7 4-6l-5-1q12 0 12-13 0-4-3-6l1-1q-8-2 1-2-1-3 1-3"/><path fill="#35a473" d="M84 66q2 9 12 13v17H83q-5-4-5-8l-9-2h9V75q-1-5 3-8z"/><path fill="#228aa9" d="M78 76v10h-9V76z"/></svg> | |
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YohvlKIFfdMD76tneNdZBQj/FBZ9Ef2YZlunlnL7BLaeVcRpgALJqALYxbPNZODoPP2mZgZaRY9Z9Mgptrxzy1VYpwTd97UQEQTfl3qu1w1CfBzBimAI/QzBnCf1qLvJ9bHbZGkvoSfBptA8KBbYBhgFAFABkB5o6IDNApsCYHOWmoPKzFTUQ6ryk2AvS6M0cnRfD27UYsh2Q2BBYo/llFaGn+zRvTwI/ueFCNMLGYQs3AIM4DTAAiAKAzFMxAmVLvDvKT1qPtb5yiDVNjXGzUIkg1Iq9gtArrSYwE+kaDMVeRGQMSNBpFE9MbniT9ez0OhrB93DRrwg+wOgfo38YAEQBQOFoGT7GmoePLdxvsRMRLZPwcvU0Q3v5iciCnvwyQMMOxy8KNv08t7zyMyXbTa+rJHDT6H1mHZK5gTRY+pdU/4NTkAjb+bEXpwGEMesSzakI7180BWLIXLQMH1P6TBmBpucxzw5S4HaIPyIAeYwCoC4AAABEp2yP/rHZWkI04RQkxq0MJYIBACAq10P8YQByid1waSoADRgAANTYhdA/DEDeTQA14F04EwAAIM1u3nfejtMAA1AEE7Cb36AxAwBAOBg0pQiSAFNiYO8Rqg2wDWcCAAB8xX8L5v1hAGACAACgcSDR74P4pwumAFKEN25KCtyNMwEAAFXij5E/IgCIBAAAQAOBsD8MAEwAAABA/EGaYAqgTtjTAdtxJgAADcgeiD8iAIgE7D2ylVV2D+zF2QAANABU3x9L/WAAgG0C+m0T0I+zAQAoKFZ1VC7+e3AqsgGmADKAXTGQ9rvejbMBACggznw/xB8RABAQDdjGb2gnQUwJAACKAEL+MABAwQSUWGVKYABnAwCQU8qsEvIfxKmAAQDqRmAnv7kZ0QAAQN5G/fy4FVn+MAAA0QAAAEb9AAYARDQCtFyQcgNKOBsAgCzRPDXOVuz/2fB///NPLcfZgAEAyZgAmgqgaYEdDNMCAIAMsPTgb9j6vd9ibSdfpR9333nfXhQ4y4txwynID+V7/s/J973+29LyJ3/+kfmOLja5ZgNOCgCgLnQcO8zO+vE/sNUP/6sVAbDpv+K8vt6Hnyn/FGcIEQCgkc+9dwsVCtrrjP7HznwjO/q291u3AACQBjTSX/PLH7DlTz4Y9LLtd963dzfOFgwASED83cAIAAAyIvxutnATMIgzBwMA4ol/ry3+gaWCYQQAABkQfodh2wQM4SzCAIDoBoDEf0D29TACAIA6Cr+bIdsEoB4ADACIIP5UA2BblPdSkuBrl17NTlz4DpxIAIAU3S/8zhL9mMLvZg83ANfjzMIAADXxJ+G/O+7nTC9dzV6/rGIE5tq7cGIBADU4ok8GIAFu5SbgFpxlGAAgJ/403/+ozs8k8T+58TL22qXXYAkhAMBavrfykQcs4W87+VrSvw5JgTAAQEL8e23xL+n8XNM0K7f8GDvjjWz4Te/gx2accAAajO4XnmK9TzxoHaQChi0HRrKKQHkAfcgHyA4tOAWZ5IdJij/9p4t3AHSs/bd/tkzACD8QFQCguLSOvMqWHPgNW/HI/axt5LXF4Z9p0P/5jybvJxI1Ab1237YF3wYiAEA8+r+FVXYA1Cj+FdV3xN++V3WfXjPFDcDwRdwM8GO+vRtfBgAFYNnj+1jPgV9b4m91+obT+RuLo3/DcAlC4pEA5APAAACB+A+wynr/xMRfZATMBT9gMscbnDrvcjZ67putY74DZgCAPNHzzK8t0aejeXK8KswfZAIWBMF9Pxk2oT4ADABYFH/t8/6mre6myw3IiL9z35k0OHnRABs97y1s7Lw344sCIKO0Hy2zJY8NctF/mLWOvLbYwRseofeaAPfoPz0TULZNAPIB6ghyALLD3UmIP5MQfxYg/nRLnQodtIpgjBuBiQ0XWmYAkQEA6kvn4SdZ1zMPs56nf81aTh5jjmSbtuibtrDTlWy45vqt/5oVE7BwS49SP+EIv/NEMlBfR1Odu/AtIgLQ6KP/bUzDev8qA1CV9LcYBVh43CX+ZoD4+xoDfmf8/LdYhmCSG4LZ3jX4IgFImKbJMdZBov/0w6ybC38z/9kZ5leN9j33hSF/z/3F11SP/o1kEwKwNBAGoKHFn5wwhf57kxf/asGvyQdQEH/v75pa28cmuCEgUzC9rg9fLACaaBk+xjqf/hXrKFdG+15hNlz/MYTCH8UEuB9P1ASUGaYC6te2cArqzt2pij/TL/7037ZXnmOt/Fi671+sFQTjb3gLm9rwJjZVehOiAwAo0vn7X7H2w0+wLn7bMvxqlRg7IXq6/kiYK6H7yn9Mkm66Xg2zMgVgRfE9IX/vdIDpfPjiMsDq1yz+rgSgARCmAhABaMjR/05+c1sy4u+d6zdrjYBiMqCf+FcnGtb+3pl1fWyyRGbgIjbNb5E7AEA17eUnrKOt/Dgf6T9RNZoXjchFIfq4kQDv40GvSQBMBcAANJT4k/PVFvqXXeuftviLDMnM2j421VcxA9P8FoYANBpthx5nra8c4oLPhZ/fb5oaEwq9vxjrMAHu14hNQE2NgORWBgxxA7AJLQMGoFEMgNIWv4Hi71LxKlFWEP/AZMA44u/+zIXXLd6h+zPr+7gZuMgyA7Prz2ZzmDIARepkJ8dY68vPVUSfj/DbDz1RNRIPHe37js6DTEC1ITB8hF/FBKSQD4ACQTAADSH+W1mlJKYWTGXxrxbgVMR/MbjAahIR3b+D/2+ud61lBBxDMMNvAcgLLVzs6Wjlgm/d8qN6fb1LkAVC7Pqp2iQkZAICVw34jP4TMgGUCEgJgWW0IhiAooo/hfwPMW2hf7nlfjLhfe/jbtFOWvxFv9P9e6zIAJmBsy9mc8vXwhSATNB84ihrdgl+63OPVXeuPiLsFmLxyFyfCRAaD5VpgnRXBuzhBuB6tCwYgKIaAEr626lf/AUjfoXwvhkgviriH7SCwG0MasTf/TtcvzMIxxTQ7exp51i3JvIJQEKQwFcJvkvsAztZv/l5H8H1H7WnYAKUlgcmlhSIhEAYgEKKfz+rJP7FF3+3GAcKccByP2F0IHnxD/p9suLvx/zytQsRAvd9AGQhcW/iQu+E8p37sTraqs12vGId3wSEJwYagb/bzwTUac8AJATCABTSAOhL/IuS9CcUfyZOIIws/oJcA2nxr84H0IljBihKMN+7xooY0C09Bhqw45scs0SdRvSOwOsQehkTIB6xe02AQJiTMAES1QLrlBS4nZuA3WipMABFEf9tTFO5XzNmxn+VGaib+PtPOaSNNXXQ2bMQKaA8A5pKoMdBfrHEffhYlchbGfmSoftkTIB3hB8Uno9qAsRz9b7TBCrLA9NLCqSEwD5UCIQBKIL4a9vpTzXprzab3zX6lxR/l74XTvxDzzcZgdPOqRgDl0GwogqIINR9BE+0HHl24We6dQQ/052uX3KgRhPg1mSv2MuuDJBPCkwkHwDLAmEACmEAqBHfHFuMJEf86kl/fqYgKJKgLv5BqwvyjNskuE2BE1lYuI8ExVAo0W7hvj1Sd4t91sW9cCZAIinQGx1AFCA/YC+A5MWfRv079CiN6bUDzJN5x9z1/qOKP5MQf9Gf0Iji7wiUSljZyUdw8JoDt3FYeE9Oog1uAfcK+UKnY4/UrXM3MZrovHtmTaN9kbhr+Tv1+1lNLX/nShLV+XeuYUNY5995vOaXB+wbUPW4z54BVfsHMCOp/QIockorphAFQAQgtwaA5v23xdd+XUl/EoV+JMTfVMj2L7L4ZwGRYUhU5Os4h17ITlhTJKBqWWDYvL/nceHKgLCkwPTyAfpQHAgRgLyO/jWIv2ikLZH0x7wRAcaYIIgA8c/5RdyAI+hCRQM0RQIWdwX0fqbps4Pg4uOuX8Dsj6j53MWdAe3H/Z7XP7Kk6dPtaCn6acIpSJSbNXURARn9YkEX3pdJ+vNOIXicg7L4mxB/AGRMQLXJ99vMS87sS1/vZvD17nufeUYj1aMJ3adnmz2YAjAAuRn99zONof+qiyzqvD9TWe5n1voHFkH83Z0TxB8AvSaAhdX4YPKm31SIKvpc7wka/ZvRQmAA8sRt8TsEFujUI8/7h4q/N2jg/ztCowKevwUAoMsEMOnVPkw4UJeb9pMyGkw0Rak9CtCLFgIDkIfR/wCLWfGv1pl7Lngz6KKTS/oTdQoqo4BA8Tch/gAkawK8q3HUE3/9+wCPuPvMAojqjNS4E33sROuAAcgDOzT0ArVXZ9gcnMSFHcn9m975QQbxByAjJqC6W9AVBQzOATB9+p+EpwJ2IAoAA5D10X+J32zVof1SoX8Wc95fstBP9fXuF2I0hdEKAIBeE8B8jbr/wECpP2ARpxpZolMBJP7b0DJgALKMhmSVsNC/YnIOi5cBbEqIv4mlfgCkZgLM0OvUJ2wvVUpcJh+AhUwVJDYVsAOtQh/NOAXaR/+7dVzwVZeVWXNJ+V/ojPkLtkrGvxn8WQziD0Bq+BfdqTy6WLJfcWtfhcI+cbcO1lQgqPeK8/oOP/xMeQitAhGAQo3+w0L/tUbAJwegpqRvTYAhwEj4Ty0w0YZCNZ8B8Qcg2UiA6XvNxqkGGhYdzNBUwE1oEZqMJU6BttE/zU8dYpV5qngXuSj0FmXJX9h6f4VSwrV/SyprfwEAUpEAv937NI/4mbdUcHBEIMEywZvuvG8vogCIAGSGnVrE3+2VTYFvFs27+YzYZef9g/MKPNEJiD8A9QwFSF3L1RdwcKQwbGtxv35HZlWSOGKhBeQCwABkishhKf/EGnECjv8FLfhQT+chu8xHHO4PzyEAACSo/wJlDo/mCS55Frw3iEyfER6NFPVr2vqKrVgSCAOQCXhD3MZvSnFdvfuy8S/4E5D1H8PNhyX9iaYEajoIAEA6JsBnma7/yoAYq4WYzFJkJixIJtorQFO0EEsCYQAKMPoXhdQDQ2siJ69wESuU+gwKIQo3HwEApGMC/AYGfkmBLEa9EL+IAgsIJaSTEIhkQBiAuo/+adOfgTh+PnhNbe0F7DuMdw8AYs37y4wWEPkHoL4mwEdcTcH1KZkP4KvOom1HZacCkisT3G/3vwAGoG7siHsB+15ULHroX3jh+l7YAWV+sdwPgJyYABmjL7iumWTtEIUCQTWdTHIJgUgGhAGo2+if5qHilf2tGcwHrwCovmh1hf5ZpNAgACATLqDqvpatfZn/VEBNIEEwmAhLCPQfkSizFQ0ABqBeUOPrjXbNKib+iebmdYX+Zeb9mV7bDgDQpP8ewQ7aPEwq38d3JO8VfplcIp9CYvoGE718IAYTAANQF26KfsHKJf4FbvPLFEP/YTt7KYwKAADZCwJEzQfwG6FLTwX4DurDEwLr1Q8DVAKMjF33/1Cc0b/JBJm2Eok11aIfUsrTt6pghJKgGP0DkO0OXVTdT1TFz/24Yj1/9b0CaisIJlAhcPmd9+0dRgtABCAtIiWfeJf9MeHonwWO/qtD8oKBf4JbCAMAshwJEA8CVDP3dfQx4r4tsWWBmAaAAUiViA3O9BH44Ip/sol/MqF/0ZK/mj8K8/4A5NUG1AquSJyF1z0TCLRMgrHoI32mFZPpY67D9w4DkAqfe++WARah8l+1Rkss+4uS+BcwP2f6LAmsTT7EvD8A+Y0CsMBRdnBhn4h5RjqWBcYckKE0MAxAWkRMOhGN/v2nAWrX7IZfkGoZuhJbeEL9AcihCQjOB2Kyq4EEBYLUEgIllgXqiwJgGgAGIBW2ql+QfqN//2V/Ne+QCMn5GQFh6D905y6oPwC5DwXU9DnhUwG+NUK8/U7AlKP0skB9UQBMA8AAJIu95jRCqMn0L/pTq9oak3LEVTxFEQbM+wNQIP3363eqBh7qUwEio+HX9wQvC9QeBcA0AAxA4ii7TNN3rsx/Y59agZdN/FPdsjPRzToAABkIAvgNEljYfiOBAwdx9FE86EktCjCAbx0GIEkizDOJsmXli/6Irr6wbNygeTjh70XoH4CCmgDJqYCwxGAml39khq48SDQKgGkAGIBkiBL+Dx/9R1v2p3LhmSEXN0L/ABTeBiisChAn7qklBIr6qVSiAEgEhAFIjM36R/8s5KJgoRedwEJXX3QMoX8AGjsKwGpH8GZQRCDmVKRSFMDUGQXoxRbBMABJsTXKRRdr9M+Cwm7qiX+1FzdC/wA0lAsQ9UchAxLpZORIUQCGKAAMQLaxXWVJdfTPNI3+xYk33ie9F6Bfrf9qR4+xPwANoP/CkXx4uXBP75RQFIDpjAIgDwAGIBujf/91/2qj/5rLSjT6Z6xG2YO3+zRR8AeAhgoCCPoV03c47x2cC/omXVEArbkA/VgOCAOgG0VXGVD1L+boX5wX4HXvTHrNP0L/ADSUC3D1CwFTk1IlyTMbBRjAFw0DoAXbTUonlpgsbPTP4o3+BRm7TGL0b/qE8QAADaT/nq7Cd2myeDwToY+KFwWIyGZ80zAAulBLKjFNwcUWvu5fl7sWj/59QmzQfwAaMAgQkBAoKk3OYkQpI0QB/P9WRABgANJH2k1Wi7Dp455lR/8smrNmqW2+AQDIcSzAtzy5jjwlxShAzeDIjBWfRB4ADIA25N2kcPTPvJY6YHSuwVWns/0mACDXUQBPHyQUfqYnV0kiCiCcHo03VkEUAAYgHlGW/5m1oYDa6lvCQhs6HbWJin8AAGkXEFghMOEoABO+k8XNVUIeAAxAeqN/YeEfoSvwXCDa3XTYxYTRPwAgaMoygRVLAcWHZAYtEfosRABgAGKzWeVyCsqsNQNcb5qjfyz7AwCIRi7pRQFq+8WggYtghCUDSgLDAKQTARA2e8/a2sDRP9M1+jd9TAWW/QEAwqMAZopRgNply0wQEY2+JPBz792CKAAMQOTGQw5SLpPUlC37G7LJho41tb6FtjH1DwAQdV+mePQdKQrAAvswxmqFXWQ6hPuhqXdgMAAwAJFRCiHJlf1lAjE2Qy5IjP4BAClFA0wWMwoQXL8kvHS5+LMj9l6X4FuFAYiK1Py/SKyDNuAza6+Ims013C4h7ugfRX8AAJGiAJH3LwkfHDGlwkCRo5iIAMAAREa68Yics0rhn+qogf94Pcron2H0DwCI0pex+FEA8fvM0MFMjXWI1pf1fu69W0r4VmEAlLCrSJWkLhaxzw1c+pfEBYPRPwBAexSAqUcBdAxoNCYDYjUADEBCo/9YyX+6QmZhnwn1BwBEjALI5gLUPKc4pcmCdyaOkQwIAwADkJxrlE3+U136J5xbcxsKFlRMCKN/AEDSUQBWs9MpC4gCBPScSSYDIhEQBkCZzeEXir+Qi5yyv8M2o43+ZYpnYPQPAEgsCmD69j+iwL9wSWDUZEBEAGAA6hsBCA7/m5INmQlG/yxg9M/8dvzDun8AgPYoABP2QabgOdXCZqbkdKnQTsh3biV8ozAA0thZo1IFgKqkWKLyX20oyycBpra1C4pmMCX3DQAA6lGAsJ0Co+Q3ecZQMlOmMaYBUBEQBkDr6N80JYJSIRdH9QUQEDAz/Y1HAltoAgCA3NbmIYMc5jfICdmWPNg4RJoGQBQABkCfAahppKbPhSK+nvwbcNCOfUHhMZMFZtcCAIDy6F8YBWCB25vLLAkUD2dqO9bQmgCYBoABSIBLZC6MsMYreoWW5D+PUzBDIhQAAKArChAU0w9aEhinr9NQE2AzvkwYAD0RgAjhfx3Jf6ZwiUy1G4bsAwASiQKElgdmgUsCZZY61xiHoPwBtSAAIgAwANKUpC4MifC/0rxYSPKf2GfEyo4FAAA5GyBT7CzIQCiLueQ0gNywBwYABiCcsGxRqfB/0Np/Fs/ZShX+wdcIANAl/6ZEn5fkoEeiz5Ps21EPAAYgplM0Q1f8M69dlg3/y9T9Z3rcMAAAqMcBgqKeZoRkwAg1AWJMA/TiW4QBiGcAAi+EaE64jltlAgCARBRAtCTQDO4jpZMBw8Vc0zTAAL5JGIAwJOtGi0JhTCn8H68+NotbH9uX7k40AgBASO8UlAwoLeasaoOggHgA0zANsAzfIAxA5AiAaYoasY+Iq9SwNplyUQyWUPIfif8tn5u2DhgBAEBNr2fqLX4WKPsq0wDh/wDkAMAAxGkk4nR/1ez/MEfNJMpimgkl/227YYaVTp9nF26cZ//HF6b4fcwpAABiJAPWDHTMsKGM2jSA/AAIOQAwAP7YewBIeODwxi9quFHC/2km/w28Zc46HFavMC0TcO3mOTQOAEBtv+M7CDIFNQECRuvCdf+S0wDyU6CIAMAABFIKE/GwK8PUEv4PnteKkQXr/w/nI/3P3DjjGxX4wsdnMCUAAMIA4b2abx5UxGkAJr83gMQgD1EAGAB1A8BM2a1/g5Q9PPwfde1/HEjYv/Dx6cDXvPmiOfa1m6esqQEAQAOP/sU9mHRNAOXVADJ7A8gPhBAFgAGIYABY8DaWfq9TDf/7RROEjV59QwwhNPKncH+4UTCt5MBtN8wiGgBAA9sA5WmA8B6PyRcFEq+EUo0GABgALxtkPbDSTn0BHxU9/B9pS8waaM6fRvcqXLt5FgmCADSq/MushooyDWAGy35YkTXJ3mgA3yAMgFIEIKzBy83Jyxb/EduNGIkvvtCon0bzUd9LJuBD18yi1QDQkHEAwYAo9mqAoJG+XKeHYQkMgFYDELb8T6qxmwpRBZnwv7/TkIZC/xTWj8MHr6ZowDRyAwCoMxTNS29qzhT2b7FXA/jVGPZ9j3KfuAEtBQZA0QD4BP59k1NEY36nbYrCXUqXHNMR/qeRuy7RproByA0AoL7QtZfW1JxYYyNMAwj6Rf+6Kp5PiRYVLaGlwACo+tzgxzzhqUgJLxLFf3SF/6mDoJG7bpzcAEQDAEifhx9vsqbmyIy763kk3z9GmAZg8pHRsPfoyYaCAWhofLcBVp7/l13+5/NrzOBX6Aj/+63314HTAaFuAADp8upxwzpoWo+u8eQLeMlXRq3psmSWRgvfIzu8QgQABiDJRq5p+Z960QupRh4wSp+zQvZJ49QNQBVBANLjyYOLXToV8ErS7MuvBgheHSW3/4kZMiUgPTiCAYABUGsYpq83ZQHheLnlf6FWQGPxHxqdfzDFrH0aiVAnhCRBAFIyAAequ3SaCkjSBASP3UOHVZ5BlWp+VDKro2AAYAAUR9jq8/+10QTxe0xfV6zezHVk/Uc6sXaSYOX3o6EVmTdfNG8doD78+vHmmseSNgHCokABOU1qVQF9Egtj5AGgHDAMgLJNjTL/H61xyxUTUp3+p0653qNw6ohoWgC1A4osQE3s2oFZmL06MTbBWPmlpvRMgCldGSXaIEnY38XOA0A5YBiAGjawkJF69Y/h8//VjljP8r8o43fqiLffMJOJk0wRCFqBcBc3AhgpFpPdP2i1BAcrQuqDOw8gaRMgu0oq8jRprDwAtIUwmnEKKlxxXt9O5jsNYEpEBuRbnlzDFs9vRWnZ179rNnNiS6bkykvn2IXnzlsjluFTBhphQaDvsruLD7PeOM8Grpiz7h8oN7EZBH5SobWlcm2JoCXA9H0M/U7f2M8wDPuWH8xYeMy65zxWdet+z8I7mP2Q673Vt4ax+Dr3Z9U+Vv1ZAu55+JlyGS0FEYB4bldx/X/gEpeQT4jqbK3Ev6uz2/PSCJFGirIbEoF88N8faGFjE5XOF/Uh0oWmYYKg70NvnQBxBxi0HDDWVCkLzwMI6UlKaCWIAHgjANvcDSNsZB+lUQfaCTOZ5X+fvXGWnb42+8JKI5OBK+ZZW2tlDhOjxXxD39/MjGFFAQiK+FA0YM1Kkz11sBnfb9LG+tx5tibAUL/l4krk7cgxPZE3I2C07sQFah7zjuQX3uuJKHhH967Igvgzaz/Lw/6HnykPopUgAuBmwG9oLjfv5J/KH2n+P2QzIdnRtepOf/XEyQ9AomAx+PG+5pqENCcRFPkfyfLUwfCunaJu+ssGm4oDF4Xp0gj7ApgIKsIAaGjPgY1QRaal5//9fr+CDfhgTkXUnSiYVklTkAy7f9Ai/H6/8PFKtUhM+ySDtx6A33VG34Ou1Rqmb7+pN2Favjy7Wn8JAwB8/aRvZqupMIjXMP8v62izsOwvLiQONEqBEcixEPGRqGhteqWNzllFolAtMpnz7uRghF1j/ys3Adrk3wyoiCrsQJlk8Z6Q6VQTeg8DULfwgEiYTenmqzL/L0tWlv3BCIC7f9DiK0buapFp7GLXSMhMAxA0UKCdPGP1hDK7A3rEOnSAFPSJPjVT4i6ZbjSQBMisylAlfrMzWHhNuZG9hJtVb5pq7yCRpISrokGhSkpe2sL/bSQoooInIHuM8++KkjuDIlK9S032R1diyaBOepewhSTMMM4rxU8K9Fv6504EFCXviZf8iZcWin5PlETAh58p34MWggiAQylAz+UcKQufz5Kt/x93/X/RE+gQEcgfPx5ssXaqC4OWqH0N36sWnjyo1r3rWIorHQiQfdpUjRSYUv02gAEIb5KKCYBSTS1grip0Y0yJj6eOs1ESq2AE8gOVqL37B61Sr3W2s6X9IzAtEJ3yS4aU6XKfd0rM1N1vmnK9m8TOqfKDseon0IZgACI1ZTPYlcZJAPS2egXv0Mij/yAjsPvvK8sHUYM+m1CBGpVRqVMkiuan8Z2mEwWgjbsi9yHKe6cwxSinYiIgdB8GQGM8wPdRtQRAuU0rVHa3asTRv98Ixl1HAEvMssduySiAG2daAKsFIhiAA+pdPF1DUSIvpvSLgqunSn9m6EAMiYAwALrFXqZBxrlIzCA3jdG/ihGgqQGUGM4WFJb+8b6WSN8prRag7xQlhZOLADjE2TQocPk0i5lkzcKXT+NqhwHQ4gBMhYYu+gxRQYtgd2pGLmhB6/4hdLVQVIREg+aTUX0uG7j3CVCF2jh9l8gPkINyAFTyABxiTQX4DmjMyAMjtSlXtAtZsAyQWfsAlPjNtnB/qqkBR0gADMtj+eSHZwJrfzc6dG5ohzRnCeGrx7HUrF549wmI+n3SskHaW4CWr41PYDdJX9O0srLMTxWKtFARJ5WdOqtr/3uX78XfGdD9WTK7AIo+k1PGMkBEABScK1Mq3q+cABgTGgkhLCo/gqTwJs0pU3IZoib1QbRPQBQowkNFhJD86U+UPAAH1akAM2YiYNwpVFzNiADEjACoJZ5oabCmvJUQceMfzyIcqggVpqFR0bUDc9bOaRQV0LUzGpDjyFFDS8Eqp8jQu66cw26SAkb4CH7r/xTthFCBJoquHDgsbyJCdwZ0CvUE7AxYGz0IKiTk2lFQIiqACAAMgNcAbOU3V4tkOHQHK1NF8vVn1tKoZ+dNM/gSY+CeHqBKdMeOGwgppwDNTfedYWrbrhpGQAydA6qgSWIehXNLJvsfD7VIn8voFQGDtgb2+UwfoxE01QADAAPgNQAk/gOxPiR2+CpoHav/O2keNM5cKqg2UyQgFBUgYZqeQVQgaZ4pN7GBK+YtwdYZ3YERqGb50ujThHQOyTz4beokMgC2LusvCSw0AMolgWEAYACqDACJ/4DK8hSdKwBM388Pdw67ts1g7jMBaFTqRAUoieqlo4gKJIHMPgEwAnqIM91CU4y0uZDMigK/RMDAqIBs0h/TsicADIANkgArDHuFViVYFncFQNin+b2FOjcksSULnV8qROMsJaSkMxguvcjuExA9srNYIKpR60JErQfg5oOyywJD9lLROZCS/Um1T0cEoLEiAB3MSgKMtgRQ5Tmd61Up8xnJf+lBuQI0l0ojysq8NaYIdECj8mPHm6yIS5JQFICuF2eKZ/ikkajxyBqU7BpnqTC9l86XzOoNuURAQdKfT/KeeHpA9FkBSwEXlgQiAuDQglMQoNkRakqbCi+MswKARqEobFMfaERpbbnMD+oQH368mQ3+qtmqcgei4ewTkNZy1jdfNGcd9P1RBGLw4WZrw6JCn+PHmmOfXxp00LnS19EaNXd9HpB8LuDZ4LchAtDAEYASs5cBprkEMI6ZoNFS0iMmIGMGKssJKRlzizXHaliFU5AvoA4ZABqdp/39URItLZOjokJFjurMzBpWO417vmSiADpWAiS4FBARABgAsQFwS2/oEkBtzzHlFQAfumZO2/IpoFdMSMRoqqCthcEMKEDniZZhRqlapwOaHnAnfs7MsEJNEVBbpLYZd8UFTZ8MPhy8LDD6SgD5pYBh9QVgAGAAIhoAxSG6hiWAKlJOQhNnsw6QPLRsCmZAnQPlpoWs/XpHdShrnr4/Mtr0GBWLyvv3d14pft0FOhck/kGJhb4GwCXsSS8FDKgFAAMAA6BmAOS3uoy2BND3dwleQKMUEhWQTzNAa7JJTFRqrDcKJCyUnJeV9u0kDtLfQ98fRQcuPHdRRMkQ5GlpYWsL03Ju6ZwEFQdKaingQmX/eEsBYQBskAQYYdwevipA0TgEvFr0foh/fqFd1uigZWlOAuGvH2vSskyrKFCSGYktnaesQUsIV6+gBELGv8PKY86cOCWBHnqxyf45m+ZOVztzEmFpTwffrkyQ3yfKw1PJzUMeHwxA4lKvswZA1YtMHRdeJYMZ5B+nxsC1myvhZSsT/kCTVXGt6BnpYez+QYtVdyEv36NjCtyQKaDvkQrojI1XTAF9z/U0B872wDpqIVw7MOtrAMKEuvZ5wTvshyiiao3chR9a/aCkQSij94EBkFJyU+OH6qgBcAF2/Ssk7qWFjM1Y4uEYgkaMDtC/mSIBlfORT5wIhmjpndsIPOX6ft079zkGQhfO30G/e7WG0QiZCPp+5JcFyo/f9UQFfG3GYfQ4MAAKjlDvBj9xagC85WKM/huBxamCRUEkoaAQMwlHIxSw+e4DLVatCzJHRTR8F240awzCB68Ofp9sBCGtegpa6wI4ei2h/pg2gAHQxp337S1/9tqBau1NsghQjM+6EBGAhoS+d/d37wiBYwqyPO8cFfo33b+v2cqXALXGIQtQFIBMGkWrlIXYeoBGQ5VMPalpgbiiDzcAA6BblJM2A4ujQhO1/0GVEHgNYRbnneNGASjMjHafXSgX4NePtwUIsUqQPrbEQ+VhABJUf98VfskXAcLoH4SbxPnAtuLkEzjJYMSx16unFHTPPQeNHt216a2fV1Z+7upc/Ld0YfOlTONsSpb0tJSSrHunExbeDHMAAxB51G4m8Lnyn0mbeQAQt7OOStRkxDUrELkqOpQL8LVv66/elNBc/xC+MRgAL4P8GJBe5R9xaZ8p+ZjoCawAAHk1D6DYiDcmc9bx+Y3G40t5zcBe7q3D+MYqoPpIKpGD+DEGGkEVMRsaAJB/nGWsSfSaet6n8xNgAEAKxsHE6AsAkBNqKpRGrK0SXaDNhD4XBqARKOtQ8+B9AKI3z9IZaL4AgOxCFUq7O1MSfckpWJ/aKmV8WzAAXg7LN84k9gEIJot10QEAwGsCoot+Ov3qP9y3FwYABiDWQF+7Uw0DUwAAgKyDjcpgAPJKObnxe9zRP8L/AIDsE75SKdqyqehTqzVgBQAMgIwBSCAaEPGdCP8DAPJApUJlpvsr1ACAAcgXTnU0AADIOm/WNA0QdXk1eksYAGX+4ceDg3o/0adR+uQEBO0EiAJAAIC8gHyl/IBKgJFdZ4oRAJRRtTh4eHHDkQPlduFrOjvm2RnrZir32012un0fAFWODzez4yOVrW5fp/vD4u7y3NLUwv2NG6Yb/rzFmrJUq+hX8zYJ9qFlwwD4tSKaH+rPmglptDrqL73Syl482mLdvnSU33+lhU1MRg9WreidYyv5QZ0zGYIz1s5YjwHgCP2LvJ1ReyOTWRF7+T3uH9jXIzAF02zFsjmrvZ1rt7tGiwJE3TtCf2+KzX9gAOQYTqtJqlxIRYfE/bGn29njv+9gB3gHHEfsfUdy/DhQbqsyBdQxX/SGSXbx+ZNo+Q3GY093sIO8PdCtitjLstDW9lcq41BkitrbRm4MqL0V3YDSxmXZMAD16eNhAPIJRQAGkpHyaBR1K1S36FMnXI9R36+GO9mveAdNnfPF50/BDBQcGt3/aqjLane6TaZce6+09R/8dKkVERi4Ysxqd9T+ioZa3lKqo3SsAoAB8GUka39Q3xnF6hxIeB/Yt6QunXBQ50xGgA4amVHHfMUlE4XsmBsNx2hSm0tipB8Vmm749r297Ae2+bxm86lCRQVQuwQGIIeYmXOHRYkAOML/q/2dmf87aYRG87oDV4xbZgBGIJ/CP/irbn50ZcZohplPyhsgI1CEREKqB0C5S6+dyNb8u/7VXjAARSJz80N5LwJEHRwJataFX/R3kwkgASEjQB0zyAfU1qjNZVn4RVDewIHySiv6VISIwBrLAKA9ZplmnIJFfn3gcPnN55ZuydLfdO3AHOtdms9wGo3A/vN3l7PyS225bROzs0Zl7nh/l7W8EKsHsgt9T//E29tDj3Rb31teoZUvZGJmZ5usqEBeeZWP/p862FyZ3TcM69ao/FB1W/U8qzzgvjXsr9KwX7P4WYb9uPuzAt83+OsD5XtwpSACEESZBt6IAESHwujf/lFvVdZ93qF/01fvWWlNCVyzeRTTAhmDRvxkOIuCE4Gi/IU//eORXC4jXI36JTAAxTYATsWKZOjO4fx/XsOvKlENyuT+xIdOoMhQFkbLr7Syb/1omXVb1H/fV/7vVeyGd5+0zGcxDUBq0RoUAfKAUsB1aCSyzT1vo3/KaqajqOJfFQ345xW5y2soGmTE6Hsoqvi7IVOdt2srczVMTPUN32AAGjMCUFfyNntJnRKNUhpJEOnfbC3j4h0zSB8rv+Q7ywtvNt3Q9UWGJ0//ZloNkKHeFAYABiCUzCwFzMNaWuqMGmUU5idEZARAejSy8XKmBPJyvSn3YUa0UZDky1EECAYgmLvu36epkRjin3wauCG4192VbQPQ6OLvHpnBBKQn/o0+9eJMQeXhuuvqzEYfxv+K4a/dP4gywDAAcgM7nAKIP0wAxD/r11/WpwPSiWIaodEAA6N/GAAFhtSbXfQG68cFGd4ICOIvNgFU7RAkc24h/vk0Acn2ktJgBQAMgCQm21/AC0AbNP8K8RdTWbvdgROhESrwg+iKmMqeAssy+/dduHEuXq/mKuYTp1M0EQGAAVBg0K+lKbc/g8VquFnsjItUcCUJqENupOz0pEe534L4B0KGE9GRUGAAYADkuOuBfWXuGYf9RV9OzeNq/oYMrgJAZywnWjBJmpw4P49Z2sUvq2R16imoGFCK/erwXfdTnw5gAJSiAOoj/eihqto3dHdmywBQuBGdsaxwdeEkaAAjWznouszi1JNjAMK6w6Qiq0aUvhwGALAMVQTMCgcOt6FVKEQBkCehR9iAvEHPA9rNQPg796N1wAAkFgEwmL5XZtkUYF5b8XxNGTgJoOERRzJTvTYQAfABmwH58PUHHhz6j9e8g/IAen2V2mTK+wGJXi56LIs7adVzBzzaFrWzfZ6dvm7W/nlK+Lpx18ibEhbHJ426jYw627EbWl6hbZ9X8uP0tTO83Zv851nrZxEHyu32CLyFm76mQu2CqYMNZ5jsdweZQkK0If1cWIE14q7798EAwABEYg8/tgVLdTTRD3t2TQYNwLkbkt+bnEwG/R4SehL5FcvmrM5YhYvPn6x5jEzAi0db2PHhFssYJN1J078DuwXqEeKkpwHIXJLQ0/d1xtpZ5e9to+C6oL/5+EizZQ7IGLx4NPn8GTIpRcOI/1qIPwxAZPYtGADPiL9WtmNsDeyNJmQ0ckwdo+4OmT6PBH8jF3u6VRV7lb/d27GTKaC8hoPcDNCtzimOi8+fwtWjgSsumbBqK+gWfBJtMpgbEzK11I7pcH8+XTeV9tZu3eq8jshwFr3NGRFezLvTe3EVwQDEiQDcHUXiq18bwxxkDNqXnHZhiyvG1LFXRvr1GyU7psDZZ50iA4/9vsPKpo7TOVNnfM3mU7h6NEDfDa2oiGPOSIgpKrSRC78oOpRmNOOK3gmr7TuGgNra4/yIG5EauGK8rlN0QXR3ahJ16XcaiAAkYaoakf9w9Tse5eLdb9p20qT/2T+Y9s/2/xk9YFo3FbE37Z9D31fzmMkuOGee3fzZbDr6KDXZqeO96A2T1iglqx2VNzpA/8YoZuDG64YXOnmg57tQLXnriD59D3mYiqF/22NPt7PHbQOqGiWhNpdVvvfTVva9n7Syygppo+q2ctewbq3/GtW3hmt5tfu1C++p+qya95W//sCDfbiCEAGIwz28SfX7j+Bj5AV43rr4Y7Z9GXU21KlSaDaoU6ZOmEZw1BEnFdpPMjpwAx3vPrlgBugI+veSsbnxupG6jjKLCH0Xn/93x9k/fXd5oBlzwuDU5vKWf0F/Owk5HdTGnPYWlsBK/1Zqo4UYgxqR3hUERv8wALGhaYDbojduwUSASP09ZK0IkKjjIaFzQpgvvlJpSmesm7XmPem5oiTBuc2A9e/lozRKKKTOmTpu+jdfZI828xDdyOt3cMvnj1miWDn/laQ6J3GPckiKEnWhNkTXFx3UxqjNuRNX6d9M02f0fL6MtSH9MkPPp2L+X8830tjQNIDJzH5RKN+6txDq904B2GF9JjctsDgVwNgH3z3DPnA1ssgBAPlmcQqgIjfecL0j+IvPe8P8i++z3yF4rTv0b90Of/2BB5fj7AeDyi5SmPfUuqYk6lbDjwEAGmvEmVB/ugdnGwZAV7PdYyi0zuD9AAzJCwIAABrFBij0fXIFhRD+hwHQwzd+8mCZibaTdDVElfrWol2wIPoAgMJrfmJVAKs6YQr/IwIAA6APk7E7VBtorAsEjgAAAM8Q5bUQfxgA7VCjGjZcrU1tVysoOgAAYs7cA/ZIfWnoK+/AGZcDywAl+cef/Hz4U+9+u2dvAHHzMyXbqWEG1QIAboaea2MHj7SysQnDuh2dXOwSejpMtvG0GWvpJN32nz2NEwZSa38EtTm0vxi2wFCR/KDnzPI3fvLzIZxbGIAkuENsAIJkO6goMOTej9GJJvaLJ9vZQ092WLdheF9z1YVT7MoLJ63bnk6szQfJtr+hZ6tL+fafM83b3xS7+rIJtD+VMbwROxqA0b/+bwU47Hzf2w6NTzeXVGoBONUA5GoBVJ6nGgAfeHfj1QF45UQzu+d/9PBOt4N3wnqa59WXT7Cb3jXK1i2fQwMGoe3v+z/vZj95pBPtTxNUB+D7P22rWq8vWLdfEaQYNQA62mbZJzc/euuF/8vkLWjJiABo56W72M79zz9X2vPoufbYXTCCd3YL5I3TEnzhIB9xANGIi4T/e7/o0v7ZP/lNp3V84KpxqyPGiAyI2t/3edv73i+6tQm/t/2REfjM+041bvszgsecRry3s/PXvc56uyZv5v300OmfRiKgDEgClBf/fn5z2yVnHeWNbCp6A/Z97aILbrS4DM2vfvTvVyci/lUjEf759HsougCAu/194vaVbDc3oLrF32sE0P5ke8iQ54zaHzaf/7zzwN28vy7hfMIA6BL/XubaFrifm4CahmhEaMTAGvXv+saKRDve6pGewf7qnl72tR8txckH1oif2h+F/tNsf1/57rLGlfX48/xV3S3dP3+9Nfp3Hq3qrwEMQFxuJt13frji7COso3VWedTv+7zRmDaBOkEaddWn4++yfj+FfkFjQt//1360pC6/m6IBn7h9VQO3PyNgCaAh/ZPDW89+yfvQAE3ZopXDAMQd/ZPwVzUkEv+3nnPEt9FKN+iwSa2Cd77UCdYT+v27/nEFGjnaX104eKTFan/FNwGG3NMRIwMbVo1Yh2jghqkAGIC4CLcCvuKcxSiA8kjfCGvYxTYFWeh83Z1wI4VjQfba31/9c28jjPdrejYjpDMM21PFeXjg/MN+v7aXRd7KHQYAo/+7rDX/A6LnFqMA8Rtw40h/Zc41K52vOxJwT52mIkD633XW2h/VECh8TkpCKwBK/qN/h628Hx9Ay4cBiMLNQU++1RMFiJ/csvgB4xPFswJUQa1ec65hUC4CZYOD4kKJfl/712wKLeWkNMrqAEO5Z/RPknJl/kfux2EAgN/ovxT0GhL/gTc8v7h8z6fBhoX3RU3/8JHifTVZD7V/5TuYCigylaRPI+N/X/Gu+/JLTbVD+YDgqBHSNzqP9Z91zIoASDCAKAAMgNbRvzsKIKoLoLKMRSp0kHMo9E/znVkfIWIqoJhQ2N9brjdrkDn5fsK1MOrB+KRER6i4jJoGX5vf8LzKn4EoAAyA9Oh/IGz072brpQfkG690ImBxcKr85cWoYGlg8chL+6OpqLRqEqRNWAJg1e6ARnCktDLwmlT59QNYEQADIMsOlRdTGOoN64+Lw1WuREBh9T+px/INbaYympOcBvo7qQ48KNboP0+i+tPfFKv9GSHDGyPkzd7nKeJauwwbUQAYAD2jf1o6slX1fddc/Fx1cSCDRWvwBQwFfJ+PqnP19/68CxdCgfhpzgzd93J2vag4gbAEQN9xvytyShHXquRrebbiaoABCGNblDeRK93yxhd857ICEwGN4tYEosz/rM/9e6HRIv3dIP/Qd5n1uX8vFIUq0oqAp55tFroAtQqAFd7GR/6SiX/CbpoP8GACYAACuS7qGyks1bfqZLibdX4y/J979Xgxvpq8Lq17SGIPeJCD9vcs2l9GBv/+D0rlQBvWIGvgDS/UrX+HASg4dvh/IM5nXH9ZcHiqdqRvCJe9vHa8GOGAvHZkqAlQDPbn9HvMq3GRkX+j5r/VLxMVUDMk+lZJEAGAAfBlIO4HLEwFSDTowAumINMBeQ2lF6sDRgQgbxRlJYC7oJl6AaDFAdNb44X+q7poe38XAANQw2YdH/K2jS+zN552nKluDVy0PABaTjea44qGRV2O1Ujk+TssQhRqoaCZYgEg9yPrlo2xay4+lKmBHgxAMdHmDG+47KC1TjV07atRUPWn0f/LLbn++2EAct7+kMiZCcLm/0Wvcn6ikP+fvPX3mRzowQAUD23O0Gq4b3taOGcllwdgFLIcMABpMTqZb0O9v4DTUKL5/6ACQNSHiiqtZmWgBwNQEJKYF1q/bIy955JydcOWzgMo5oZAAIDGwVoCaESY/zcqUVRN8/5eSvhmYAC8JLIp96YNr7J3XvBioB92/2g0wL4AAIBGQ23+n/KoNm04luSAbwDfCQyAm8QaxDvf+AK7lBuBxYYeVA9ALjoAACg23Z1m7v8NtasADMH6/+rejvrK91xcRgOAASgON1x+kF3UN1rd8APyAIjqCloAABXWLZ/L9d+/8bSZ3H8HfnlMfuv/Sfypr8zzgA8GIJ8kvhn8je86ys46bY4Fy35xFgT0nz2d7w54/SyuChiAutHTYRbiexBPa9Z2cJvSE38AA1CrV0n/gvamafbnnxytMQFVl0PBlgPmtRPu6TT5MY+rIudsPG02x397/iMAv/NEMQ3B8j+6e9Vl0+xPthxBg4UBKC5zUzOsi7v6v+Am4A1nz1VfCEZtPOD5l/L/9eS1A8579ALk+3vMs3ERRwFqBzbOWIfE/2MfHGdTp8bRYGEAisvMeGU9q2UCPjXK3n7ZNAsa749N5j8ScOWFk7n8uy85BwagCOT1eyyCAX31RJNPxv/io3905ZQl/nPTM2isdaAFpyA95ufm+DHPmporvuvjH5pgnZ0m+39/ThvmmNZlYdqOwDCLMQ3Qn9MO+KqcGhdQDCF99+UTuT/3lQ3NXMv/XF1aF+/3bnzfpDX6Jyg6ChABqCfDafyS2fFqYaGL4BPcCNAF4bXLRagESDkAV104lau/mUxL3hPIQAXK47g6Z2JKba8I8/8UAbDHM8zdua1aMc+++MmxBfEnEP6HAag3+9P4JaKGftXl0+xLnxpnq5bPM3eArCiVAPM2mnn3ZRO4GgpE3trfTe8aLcR5F21pftmFs+yvd9QmQmMKAAagIfBr6HRB/M3OMfb2y+3n7aqARTABFE7Py4ia/s6rL4cBKBI0DZCXqShafZK3iJmvAaAIgN19UVGjHTeNW0eXoMCRkx+VImVcGTAAqTeIoIZOF8YnPzzBvvQfxtnq5ZUlaEXZEOjPPzySi7/zM398CldCAcnLqPoz7ztZmOWnrx6vJAHSoOb/+uKoNfr37xdTz7mBAYABqIcBCG/obzxnjv3trnF2wx9NC91yXkdhWR/Z0CgRyX/FjQJ84KpszzPT0r8iRZ9Wr5hnf7NrjA9qJgP7sen6zP/DAMAAVDGU1i+SCXfRBXPDH02xDacVpxjNn39oxApxZhH6u+jvA8WOAmR1KqqI7Y+EX6b/mq3D/P/pn4YBgAGobhDDqUUBJhpzlEmhzb++6URmzQky/xuh/Q1n8m+j0H8RMv+TGhBpZhBXAwxA3aIAdWjwmYFCsVkb6dC8P0L/jQGJbNbaH01NNHLiaR2mAIZwJcAAiNhX0AafKaizy0onTH/LB64aQ8tH+6vb3/KZPz7Z0N9HHRIA9+EqqIBKgNUMFrTBZ7ITJr7y3WV1+xto5A/xR/ur58i/0cW/ToOhQVwBFQycgmpeuosd4jelpH/PqvPPYm1Luhr+fP/iyQ6rEx5Nsd6Bk3CFsD84eKSV7frHFam3P5rzR70JxsaOnmAjLxxN81cOnf5ptgktvwKmAOrkDlH6sgKJ8D/tfC21Qi30e+j3QfwBQTkB/+0vXk1tiSq1v9s+dRziX79+8B6cdUQAgiIAA/xmb9K/p6N3CVux8XSccE804Gs/WsJeOdGs/bMpw5+WgaHjBb5Dw+fa2Fe+swztL0WOPv5s2hsB9WEJIAxAmAlIfBqgqbmZrdt0Lk62gJ/8ppP99JFONvRsm4YR3ix7/1Vj6HiBkhH9/i+60P4ShsqiH33s2TR/5SAX/y0484sgCVAMhYluTvIX0NbAtBywtasdZ9sDdZZ00EiMOuOHnmxX6owpzHrlhVO52oMAZAdqN3TEaX+03JXaYKOu7ZcB4X9EALIaAejlN4lXrFl25lrWvXY5TrgklLA1Ommw/YLO+BLe6fZ0mIXvcClrevz1kUztn240N7OO5T2sa+Wyhmh/dDvmSRq8xM5hIeEHcgyXX2bjr6W2HHOYj/7R2cIASJuAu/nNtiR/B/IAgCzzc/PsxMEXM5082trVwXpL6xHVAlKkPP9/KzcAt+CsV4NVAAENJo3RHAAyvP7085lfOUL1LejvJLMCQBA0/5+i+FP959tx1mEApLEzRXcnO6qba+iywECOU0dey03xKGrTJ9Nd1w1ySMpm9g57rxcAA6AcBUi04SAKAMKYHB7N1997YhRfGshKv1fG6B8GIE4U4I4COWGQQ/JWOpqiAABkpN+7FaN/GIA4JuAWluDuUZPDp3CSAQANZGin0pr/p3X/u3HGYQDisj3JD8c0AAiiPWd7RjS3t+JLA/Xu74aT7rdhABonCkARgMRWBUwMY84U+NO5Kl/r64teDwDEI6Wo560o+QsDoNME3MISmgrANAAIE1RaY5+X0X/32hX40oAQWiKawvz/Ht5fI/EPBkA7VEdae0IJzYfRulgA/KACO3mAqls2NaNbAXUb7NAgDaF/GIBEogDDbRf9xa5ELgwsnQIBUHW93r5smwAa+Xf09uDLAr4kPP9vzfsj618ebAYkwYkTJ7bym+v4sdUwjF6j+yw29f99Wrszxr4AIAiaCrD2Akivfro0VNZ62Zlr8CWBug10Ot69lzWt6N9x4qPsXv7j4PLly2EEQsBeAAJef/31Ehf6AVv06baX/7x40vj92ef+q3YTsG7TeQifgvBhTrqbqEhEJzrYyvPPQtsFIYOcUXb84IuJfHbbW7/GWvr+ZOFn0zTpZg8/9vH7e1auXFnGNwADIOS1117rtYV+sy38/Y7QV52shE0AhXiRQQ3yZAK6Vi1jSzHvD+rYZn3E33u/TEaADAFFB1atWoXoQKMagKNHj5ZI5LmIbybh57f9XnEPEv6kTAB2BwQq0LbAw4dertvvX3LaKusAQIZXHj2gvUqkpPjX3OcHJQsO8mM/vz+4du3ahowQFN4AHDlyhML3/fYI/5Kmpia6X/ITdu9t2iYA0wBABaqqRiOrNMsF01K/5aX1rC1nBYpA/aDcldeefl6fcLUtY62XfnlB/N0CLyH+oueGyQjwY79tDMrr168vvCkojAF4/vnnSdRLtsBvsEf4dPR6RZu/RijucU3A9G+/yMzpeCEuTAOAKIwdPWHtGphkHf6m5mYrUZWy/WFSgQo6w/8k/u3v/FfWtPwiXeJf9ZzrlqYJhuxowWG65Uf5rLPOKowxyI0BKJfLA/bdkn2QSpLY99qivyDGXnEWCbrodX7iL3t//sTjbPLBG5k5Ft3pYhoARIWKrEzwTnb02HGttdYh/CAuusL/JPrtb/8Wo5VYCYt/za3nPUOOQeAHOZuyfbBSqTQIAyAv7I6gW2Juj95L9tPOY+ENwzWqr5cJsJg5aU0HzL3448jnZO3F57DmNtRTB9GhkCuVmKblpVHMAIX5aQ8CMqRY2w/ioCv7v+XsP2Gtm75sRQCCxD4F8a/5fQE4ZoDMwn7XY8PcKAzV+7tJ3QBwwd9qC7uVgKf1H+MRdD9TIGMCZJ7zMwH088zTX2fTj3wx0r+DqqmhJgDQBVWZJBPglGAVFWNp6eqwRve0pI+KDsGAAl3EDf+T4Le99S7WfPp7Qkf6QULuvT8/Px/6Hq/Yu9+jiUE7irCPG4I9hTQAdvj+Jn5slR3RF8EE0JQARQPoVgXqhFdfUELPAQDINTQtdeyxZyOH/5vXXsXarriLGd1nxhJ/7+v8xD9opJ+A+IvYzY970ppGSNQA2MJ/s+6RflZNgN9zFA2YefzvlRIEV1/QZ43EAAAgr0Rdqmol+tGo/4xrpZf2yUYA/F6bAfH3RgZuTdoIJGYAuPjfxm921qvhhZkAP2FPygSQ+NMqAVotIAMlXKG0KgAgz7z+9PPKu/+1XfQXrOX8/8hY61Lh6L4BxN8bEdjFjUAihYu0GwAu/BTi/2Hao/44JiDMFOgyAVbjGnuBzTz+d2wmxAhQ5vW6TeeiBwEA5BLKPTn62LPSr6ckPxJ/yvBXye4PE3gV8fdODSgk+yUJ5QhsScIEJGEAHmV2Kd0sILMiIG0TQPdpqeD0Y8FGYMXGM5CBDQDIJSMvHGNjR48H989tyyrZ/XzEH2VpXwOIf6ImQKsBqHfYP3BEHZIHoMsEhAm/93U0NUA5ArPPfpvNe+oHoCYAACCvHH38Wd8lqE1c7Fvf8GlL/N2hfpWlfQ0k/g57uAG4PpMGwE7425vlBhmlVoBo2iDIOEQxAQ5UO2CWjhfuW0gYRE0AAEDeEK39Xxjtn32jsIpfGuIvyg3Iifg7XK9zuaBOA0DiP5D1hplkwSAdJsC5TyZg7ugvWPv0L9mSFZPoUQAAucFJ/iOhb1n7dtZ6zo3M6H2TtKjrFP+gxMCcib8ltdwA9GXKANjV/A7lpXFmoWqgtFmYH2U9z7wTPQoAIBeYrevZcPsnWfOaq4RV+7Ig/jGr+9WbTbqqCOoq7L01Tw00yPX5hYmC5pJkG7RKA16439TDZpa9F70KACAXTK/4KGs541rfkr1x+kfncZ3iT3qQI/EnbtI2GNb0OZvz1kjdXzrd+pkCXY0yisNdvKA+gl4FAJD90X/zEj5guVZb36cy2PL26aK+OWNr/KOibZWdLgPQm8vGKpkJGjfjNO6FMN9+Hpvrugy9CwAg05D4m01LEhd/b/+c4dK+DWEA8utY62gCVMwCogAAgMwbgOUf1SL+skl8Oa3ul5kBNzb3ljQBYQ0qirirXAwz3e9g863r8WUBADI6+n+v1UfpjJBC/JMFBiCgkajOJyVpAoiplZ/AFwUAyKgBuFb7wCdqPpZfPw7xhwGQNgFRl5PojBK477vn1wAAICvMdV3KZjsv1S7+Ks/ltLpfFIZ0fZAuA7CvSCYgLA9AdCtKQglzsVEuBuQCAACyhjs6mXR+VIOLP1HW9UEtWXMkWYEakFMwyGk8Vu1+V0NyfnYK93jfs7AVsH3fe+tuoN7Xeu87P08v/zBrO/4vzJg/hV4nBSanmthTB7rYUwe72HPPd1g/OyxfNsv6zpxkZ/Pj0jeN4mSl+J088kQP+x3/Xp57oaPqOec7uYx/H3QLUhr9d10qPaDRKf4Fqe5XtwG3rkqAlJV4ooiNO4ulgzte/8+snR8gWUj4v/fAqirR94OE5w//YBhGIGHh/9lDveyhR5ZKvZ6M2bXvPM7Wr5nGyUuQ8TO/bhkAVPdLjb5SqaQlCqBzL4C7+c02mAA1E6Ai/AvvnR9lS567HlGABCHh/+0T6lsxwwgkI/wk+g/9ZqmUGasyy+3z7L3cBOD7SG70P8YNgI76JxB/KYa4+G/KVATANgADLOO7AWbFBMg8F2YCEAXInvh7jcAfXHbSCkWTCAF1Toy0sF9y4adwv6rwe/nER17BlEACjJ15l1TyX5zqfmHvabBlftu5AdidOQNgm4Bc7AgY+WR5RNvPFKRhAhAFSAYK+39rzxqtn3nBuePsgo3j1i3MQLjoU74FGbCXj7Vp+1w671/41Is4/xqhsP/YGXelLv4NvMZf606ARIvmP/DWIhsAdzKg09j8EgXdiXzu96g8F5QMyJp6rIRARAH08uO9KxIxFXSwByrz0m/kRoBuMTddCe9TcuWhFzqshD6dou/9PTSNQNMzQA9TKz+uTfxR4EeKXdoHtdotSrl8G7/ZWeRvoV6RAO/PTeYo6zn871jTzMvojTRAo04K/6cJGYG+s7gZWD1tGQKaOigyJPDOkaTg+0UB/vfPP4+GrnH0H3VZM8RfmT189H+97g9tSeAPdaIA/UX9JmQiAV7B1hEJ8P48b/RYLrzzlb9Gj6QB75KytH6n9/eSKejlRoDMAN0n4cpTtIBG2yTsE5P89tWK2FNoP02x9/u7KNKAXAAN53L1rroV+GlA8S/zY3sSH6zdAHCXMlwul7fwu4dYTncJjGoCnJG8e72/2wgkYQKmlrzHmgZAFCA+wyMtmfg7LEPwQuX+zwQRA4IMQUfHfNVjRO/S2cSiCCTgTjKeI+4EiTuduwlb+LMM/a19Z6Ktx2F66bVstm1jXcS/Adb413RL/LiedDUXBsBjAvY2kgkQ5QGIbqOaAL/nxtf+b6znxc+gZ2qgKIU7avCzkPdQBOE0xQhCPaIhqRiAky1oRHFH/ys+BvFPT/y3cD1NrNBeYlcD/dGNYgLoCEoGFN163+MVeu9niEb/zn1ahkNHy8Rv0TuB2g6bEu0KKuiqYBVAzLa08uMLu5ImVd0P4p+O+BOJbgZk//FkAspF/7aC9g+QLVkpughkLzSKAoCY4tABcSg6p2HlRfTBTlMPm+r9cCLi7912HeKfvPgnbgBcJoAqFw02qgkQNXb3e0SuV9UEkCt3Lk4QDVqrD4oNEgCjM7F6p2UC0izt24Dib+llGuKfigGwTcAwPygScDtMgNrSF+9t0AVFc3N0gYKIBgCFegoNygFHh6YYKflP13bnKO0rZLc98i+n9Qub0vzX8X8YFTIo/JSA1wSEbS8cZgJkt9Gc5+JPLh1Eg8T/ystP4kQUFBQBijn6lyzwE9RfeSOeMuLvfk9BcTL9tyeV7Z8JA2CbgEFWmRIodDTA22jjmACZ5xxoWaC7NjdQ48rLTqJCXxHF/8rhwhdZSgqaWnQv+1Op7idb2rdB6/o7o37a3W9PPX65Uc9/eblcLvEb2kVwoKjfbj2qBjZPHWBLX7gJPVdEaC37P/3Lutgb0IBsQHUSPv6RV3AiogxkWtezk2feszC1iOp+2qCB8K32gLhu1LWHo7kOOzdgCytokqBsRqvOSMBc+7k1a3WBPBQB+LPrj+FEFOS7/FN8l5EZX7UD4q9f+Gmef0u9xb/uEQBBRIAiATR03dZokQC/2yiRALp4pqen2eqXP8pa59H5RaUeewMAveJP2wAjsTMaY61vZcOr/4a1tbWx5ubmSAMS1TX+BRb/TIz4M20AXEagZJsAMgOlopoA0RRAFBNAF8zMzIx1kPDPzc1Zz3fNPcHOGv8r9GQxTcB9/7YC0wEQ/4Zizuhmz3Z9w0osdgYsZARaW1tZS0uLdaDATyiU0LebH3ekmdmfewPgMQNb+c11/KDb3FcU1GEC6KIhkZ+dnbUOR/BFF9zaqW+y5dP/ih4tBsgJgPg3Gke6vsRONr9ZOOhwDIFjBOhwRzQh/owS+u7lor8783qUp7NaJDMQlgzovnUE330rurjcj9H7yLEv6TTZ8pc/hs2CNJgAmg7I+mY3jQ6t9f/ANa/hRMRgpvsd7OTaL7Px8XE2MTFRsw+JX0SSjABNFdDh3hhNpgpqzsWfRvqDJPqssm1vbtabGnk949wM9NtGYDPL6SoCkQlwL4uhiySsXLDXBNBndHR0sM7OzoXPb514lC058ln0bDGhCACZgKcOdOFkZJBr33ncWsYJokMJfyMbvr8Q+qc+ZWpqyjIDzo6nQSbAaxTcZsC9c2oBxH/IFvzBrM3rN4QBEBiCAdsIXGLf5iJC4N4h0G80X3WB+jxHYt/e3m4doouz88Q3Wefx/4IeTgM/+2Uv+9lDvTgRGYFC/bRqA2V+4zO67u/ZdPfbhX3M5ORkVY6RrBEQRQ9Em59lfIRPgr8v74JfWAMgMAQlVkkgdEwB3e/PnOP2bBMcJvTenynsRqF+uhVdYO77y17cZtUIAPE59EKHFQ2g/eVB/aA1/rTMD/P98aEiYmNr/tK3D1pYZswNAEUFKP9IRfy9gx7v4xka2Zf5sd++P5TVBD4YgGjGoN+ODgzYD222bweybALcP9NrSfApI1e0nNC57/3ZKhB05LPMmEdNdB1gSqC+o36q7oeQvx7mW9azkTN316z5D4pK0i1FBMgIeLcxz7j4D7lG9SOsMn8/nNYGPDAA2TYIjhFwIgjEDpbSlEKQCSCxpzk1Z7TvJ/RBz7Wfup91H/tbfNEaIQNARgCrBNIb9b//mtdQ2lcjI2fstgqIBYm/t29yz+U7q5Hcj9VR/J3ldyMuoWdFCt3DAKRjBkj0b2N1KEzkHu3TQeJPh47SwWQAyAgAvdEAygt46JGlOBkY9ecKqvY3uexD2qr7kRHwvqYOI38S++1FDt/DACQr/rTC4G5Wx2RCt/h7xT2onkCYCWgyx6ypAOQD6IdyA6hwEJYL6oW2ar52y3GM+jUz3f0ONrru7xIp7evd+a8OYX8a/VP1vdvxTcMAZH7ULxL/BdHWXDq4Zfog8gEShCIBFBHAtEA8SPBpXT8y/PXjzPvPG92hAq8i/hlc5kfRgOvztD4fBqB+4r+XZWS1QFKlgx06Rh9APkCCYFogOhTuv/Lyk+wP/wB9dlLQvL93m98Cl/alPIDtjZjoBwOQQ/F3o1I1UMYEuG97Xv0y8gEShpYKUu0A2lcAhOPM82NpX3LQcr/JnmsaRfwdyE1ugQmAAciN+IeZAD9TIHqPnwlY9uJ21jKNfICkobyAH//bCvbcCx04GQKojC+N+DHPnyy03n909Zcii3/OS/uW+bEJ0wEwAG4DQHP+O7P+d0YxAX7RgKpowfwo6+UmoGkW+wWkASUKPvJEDyICEP7UmW07l42ccbey+AfdBhmGjELV/LagNcAAOBUDD+Xl703KBFAEYOmRzyEpMEUaeWrAmeO/9MJRCH9KUNLfMBd/d7GfBhR/hy2oCwADQAaA7PC2PP3NSZmA9lMPsJ5XkRSYNpQsSImCZASKXlqYxJ5G+7SsD3P86UGif/K0O60IQNieI0G7jcrM/+cE2rXvehgAGAAa/Zdy98WFLBOMWjCoY+S7rPv1r6LHrBNUVfC3T/YUrrwwhfkv4weW89UHEv+Zjk2RxT9opJ9D8bfgBqDh9Q87meRQ/N0Xp3uLTccEuJ9zF+Dwvkf0HFUEoxoBWBlQH2hkTAdFAp462MV++cjS3EYF1q+ZXhB+jPbrx+jqvxSKf9QCP0UQf4AIgBMBMHP9BSYUCcDywOxAqwdoeoAMQdbNgCP6F2wcx9x+BphY/u/ZOD8g/ogAwACIDQAt/xsosgnwE/0gE9BkjrKlRz6P5YEZw4kM0EqCrEwTUMSCQvsQ/WzhLPfTsca/gCP/MjcAfTAAMAC0/O+23H+RCVQNhAnIPmQEqK7Aoec72JFjbYmXHqZQ/ml8lN931qS1Kx/m9Isv/jla46/C7dwA7IIBgAGgIkCUCNib+y8TJgARgpEWa8rg5VfbrNvJyaZIxsAR+l4+oqdR/frV01Z4HyP87OOs9Yf4+0JFgDZhp0AYAMcE0M5/PyzKv0e1dLDoPe77lBS47GXUCMg7ZALCdikkkUfCXr7FnzL+aYMfiL8vu7BDIAyA1wTkohpgXBPgZwpgAgAogvh/lYt/TyOV9lVlNxf/7WgtMAAiE5C7okC6TUBQwSCYAACKIf4Fre4H8VfVCJyCRezGUZgGEuTi/Zx/UHiQtg4dWf/VhVKiAACIf064FeKPCIBsJIB2BaRoQH8R/j06IwFE6wxFAj6PSAAAWRB/bsrnm3oavbSvb3dOgzrU/YcBiGIEbuE3O1gBVwjELRgEEwBAfsW/Qar73coqy/2w9S8MQGQTQOK/swhGQLcJaJ47ypYe/RKWCAKQAfFHgZ8FdrNKyL+MlgIDoNsI3MRyun9AEiagyRyzIgEwAQCkw9SSa9ipVV+qEfYGF38a5d/BKol+EH4YgETNwFbbCGwtognwu4UJACAb4o/Svgvs4ce9XPR3o3XAANQjKkAm4DpW2U8gN1MEOqsGTk9Ps9mpE2z5qW+wpdM/Q8MAIAFe7/goG+n+U9be3s5aW1sXdvtUFf8CrPG3RJ9uMb8PA5C1yMBm2wxkfgVBHBNAncjU1BSbnZ2t6kTWjt8BEwCAZl7p2sFOtf1h1bVKJoCOlpaWoot/2Rb9ffwYhOjDAOQlOjBgG4J+luEdB2VLB1u1ALjgz83NLXQkok6HDAAZAQBAPKik75GuL7GJ1ouqrlH3fbp+m5ubLSNA9wsg/kMk9LbgD2FOHwagKKag3zYDl9i3dGRi2sDPBFAnQR0HiX7QvKP7Pn3WiqZHWe/xr2CZIABRxb9lPTux6j+x4en11jXol4PjNetkBugadL8mw+I/aAv+YVvsB/HNwwA0kikoscqqAjIDG1ymIPUpBNHowU/oRcJPHU5bW5s1R0mfRaWDlx79ImuafQVfNAAKzHRuYqfWfnmhuh9Nt9HhXGdhRsBt5N3moE7iX7YPEvoRW/TLGNnDAAA5c+A2BJvtW+0mwelcwoRe9BzNRZL4u0ceVuczP2rVCmidfBRfKAASTC15Dxtd/SVhCJ8SbumQEX/vc17zoFnciX2exyDyMAAgBaPgNQPen2nKQWrJoowJcP9M844k/t6Qo/d+z/E7WcfId/FlAeB37TX1sLGVO9hkz9WBxpum48gE0G1C4j/oEnOvyBNDSMSDAQD5MAdUvOi2qBEBv5/dSUfujibIBLSP/4L1vPq3yAsAwAPN959a92U207qx6lrzXoPuuXwnN4cScxMY+VMlvVvwzcAAgPyKv5btjZ1OyMk4dkb7qlUDrQSluVfYkldQPhgAh+nut7PR1X9pZfz7iX/YMj8yA86tBvF3oKV32zHahwEADSr+XlH3qxqoYgLo6H79q5gSAA3P2MrPs8llH/LdpU9G/L2vcx8a5vwpcW8LTAAMAGhA8RcJetzSwc5zbWM/x5QAaEhoM5+xNV+yboNW20Qp8CP6GSYAiGjCKSic+N+mU/z9OpugfcWDOi73cxT6PHHW96wlTwA0CjTiP3nanYmIv3caQBOUUHwbvjlEAEC2xZ8y/X+YqGOUrBqoEgkgaDqg68Q3EQ0AhYWy/Gmun4yvrElWFf+E1/jvKpVKt+ObhAEA2RN/Wvp3iKVQWVDVBIje471vJRjOvmJNCbROoGYAKBZOoh+ZgCjiL8oNqFN1vz6s7S8OmAIoDjtZSmWF/Toeb/VAmc7KfTvfso6dXH8nG1/5+YWOEoC8j/pPrfs7dmrt3ymLf5TrKQVuxreKCADIXgTgBEt5X4GwGgAqywS9t812NKAF0QCQU2iuf2LFxxaW96mKv99tULQgJRAFQAQAZEj8B1gdNhUKGoX4jVyC5jbdt3Mt69jI+jvZ2Jq/RDQA5AqrqM9p/8DGV+1IVPzdybgpM4BvuRi04BSAuCbAGdU7HZQTGXAXEHKvSXY/7vz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"path": "f66d8fb5c7e040ad3f2d34623b48be7ec22e3bb7935acb36e64ad352707ee7aa.png"
} | Generate code for a svg of a a close up of a blue speech bubble with three black dots | <svg width="102px" height="104px" viewBox="0 0 102 104" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>decorative/outlined/discourse</title>
<desc>Created with Sketch.</desc>
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<filter x="-50%" y="-50%" width="200%" height="200%" filterUnits="objectBoundingBox" id="filter-2">
<feOffset dx="0" dy="10" in="SourceAlpha" result="shadowOffsetOuter1"></feOffset>
<feGaussianBlur stdDeviation="10" in="shadowOffsetOuter1" result="shadowBlurOuter1"></feGaussianBlur>
<feColorMatrix values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.2 0" type="matrix" in="shadowBlurOuter1"></feColorMatrix>
</filter>
</defs>
<g id="-home" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="1024up---home" transform="translate(-513.000000, -1998.000000)">
<g id="decorative/outlined/discourse" transform="translate(520.000000, 1996.000000)">
<g>
<rect id="Rectangle-2" x="0" y="0" width="88" height="88"></rect>
<g id="Combined-Shape">
<use fill="black" fill-opacity="1" filter="url(#filter-2)" xlink:href="#path-1"></use>
<use fill="#06c" fill-rule="evenodd" xlink:href="#path-1"></use>
</g>
</g>
</g>
</g>
</g>
</svg> | |
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"path": null
} | Generate code for a svg of a detailed view of a rising green bar chart with an upward-pointing arrow, symbolizing business growth. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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| |
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"path": "emoji_u1fa76.png"
} | Generate code for a svg of a grey heart | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path d="M93.99,8.97c-21.91,0-29.96,22.39-29.96,22.39S56.09,8.97,34.03,8.97 c-16.58,0-35.48,13.14-28.5,43.01c6.98,29.87,58.56,67.08,58.56,67.08s51.39-37.21,58.38-67.08C129.45,22.11,111.91,8.97,93.99,8.97 z" style="fill:#939393;"/>
<path d="M30.65,11.2c17.2,0,25.74,18.49,28.5,25.98c0.39,1.07,1.88,1.1,2.33,0.06L64,31.35 C60.45,20.01,50.69,8.97,34.03,8.97c-6.9,0-14.19,2.28-19.86,7.09C19.18,12.77,25.05,11.2,30.65,11.2z" style="fill:#5C5C5C;"/>
<path d="M93.99,8.97c-5.29,0-9.77,1.54-13.53,3.85c2.64-1.02,5.56-1.62,8.8-1.62 c16.21,0,30.72,12.29,24.17,40.7c-5.62,24.39-38.46,53.98-48.49,65.27c-0.64,0.72-0.86,1.88-0.86,1.88s51.39-37.21,58.38-67.08 C129.45,22.11,110.57,8.97,93.99,8.97z" style="fill:#5C5C5C;"/>
<path d="M17.04,24.82c3.75-4.68,10.45-8.55,16.13-4.09c3.07,2.41,1.73,7.35-1.02,9.43 c-4,3.04-7.48,4.87-9.92,9.63c-1.46,2.86-2.34,5.99-2.79,9.18c-0.18,1.26-1.83,1.57-2.45,0.46C12.77,41.95,11.57,31.65,17.04,24.82 z" style="fill:#B7B7B7;"/>
<path d="M77.16,34.66c-1.76,0-3-1.7-2.36-3.34c1.19-3.02,2.73-5.94,4.58-8.54c2.74-3.84,7.95-6.08,11.25-3.75 c3.38,2.38,2.94,7.14,0.57,9.44C86.11,33.4,79.69,34.66,77.16,34.66z" style="fill:#B7B7B7;"/>
</svg> | |
Okay, here's a concise summary of my thoughts on drawing a yellow spiral around a blue square:I'm drawn to the visual interplay of shapes and color, specifically the interplay of curves, shapes, and the subtle interplay of yellow and blue. The spiral's shape is a dynamic and organic element, suggesting a sense of movement and depth. The blue square, with its defined edges and a slightly curved shape, provides a visual anchor, while the yellow spiral adds a touch of vibrancy and a subtle, almost ethereal quality. The overall effect is one of a visually interesting and intriguing combination, suggesting a potential for artistic exploration and a sense of depth and complexity. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a yellow spiral surrounding a blue square. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f2d167" d="M0 0h96v96H0z"/><path fill="#f5d126" d="M43 14q15-2 27 10 14 17 5 38-19 25-47 12Q9 61 15 38q7-19 28-24"/><path fill="#cda91f" d="M41 18q24-3 35 21 3 23-16 33-23 12-38-8-13-25 9-42z"/><path fill="#f4d24b" d="M70 53q-2 13-14 16-12 1-21-2l-5-4 4 2 1-3 26-1h1l1-31 3 21z"/><path fill="#f0d25e" d="m70 53-4-2-3-21-1 31V31q-12-2-23-1v31h22l-26 1-1 3-4-2Q13 36 43 24q32-3 27 29"/><path fill="#4f93b1" d="M62 31H40v29h22v1H39V30q11-1 23 1"/><path fill="#077ad4" d="M62 31v29H40V31z"/></svg> |
{
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"path": "cf7a163431620b002daab97173c1866132d3d37f9cc62c16816287b00a1fa7cb.png"
} | Generate code for a svg of a a diagram of a triangle with two words and a red arrow | <svg width="154pt" height="151pt"
viewBox="0.00 0.00 154.00 151.00" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="graph0" class="graph" transform="scale(1 1) rotate(0) translate(4 147)">
<title>drake/multibody/triangle_quadrature</title>
<polygon fill="#ffffff" stroke="transparent" points="-4,4 -4,-147 150,-147 150,4 -4,4"/>
<g id="clust1" class="cluster">
<title>clusterdir_39b8b3c6654246a9c12332c930bc7d3f</title>
<g id="a_clust1"><a xlink:href="dir_39b8b3c6654246a9c12332c930bc7d3f.html" target="_top" xlink:title="multibody">
<polygon fill="#ddddee" stroke="#000000" points="8,-64 8,-135 138,-135 138,-64 8,-64"/>
<text text-anchor="middle" x="73" y="-123" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">multibody</text>
</a>
</g>
</g>
<g id="node1" class="node">
<title>dir_358247dff0bca675d227b56e1e6e52cc</title>
<g id="a_node1"><a xlink:href="dir_358247dff0bca675d227b56e1e6e52cc.html" target="_top" xlink:title="triangle_quadrature">
<polygon fill="#eeeeff" stroke="#000000" points="129.5,-108 16.5,-108 16.5,-72 129.5,-72 129.5,-108"/>
<text text-anchor="middle" x="73" y="-87.5" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">triangle_quadrature</text>
</a>
</g>
</g>
<g id="node2" class="node">
<title>dir_a36da230f0956f48b11c85f7d599788f</title>
<g id="a_node2"><a xlink:href="dir_a36da230f0956f48b11c85f7d599788f.html" target="_top" xlink:title="common">
<polygon fill="#ffffff" stroke="#ff0000" points="102.5,-36 43.5,-36 43.5,0 102.5,0 102.5,-36"/>
<text text-anchor="middle" x="73" y="-15.5" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">common</text>
</a>
</g>
</g>
<g id="edge1" class="edge">
<title>dir_358247dff0bca675d227b56e1e6e52cc->dir_a36da230f0956f48b11c85f7d599788f</title>
<path fill="none" stroke="#000000" d="M73,-71.8314C73,-64.131 73,-54.9743 73,-46.4166"/>
<polygon fill="#000000" stroke="#000000" points="76.5001,-46.4132 73,-36.4133 69.5001,-46.4133 76.5001,-46.4132"/>
<g id="a_edge1-headlabel"><a xlink:href="dir_000073_000006.html" target="_top" xlink:title="2">
<text text-anchor="middle" x="79.3393" y="-47.5079" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">2</text>
</a>
</g>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a glass of sparkling water resting on a stone ledge. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fafbfc" d="M0 0h96v96H75l2-24-1-2-9 4-3-3-10-1v1l-10 1-1-2h-6l-12-1-17 6Q6 86 7 96H0z"/><path fill="#93bcc7" d="M40 39v8l-2 1q-3-11-1-20z"/><path fill="#a8cdd3" d="m61 29-2 20-5-3 2-1q-2 0-2-2l2 1q2-4 0-6-1 3-2 0l1-9z"/><path fill="#d5e4e8" d="M61 29h-6l-1 9q1 3 2 0 2 2 0 6l-2-1q0 2 2 2l-2 1 5 3-1 4q-4-1 0-2-3-4-5 0l-1-2-4 6 5 3q-3 3-3 0l-3 3-1-1v4q6 0 0 1-4-1-1-3l-4-8 1-4q-6 0-1-2l-1-1v-8q1-4 4-5-1-4-4-6h20q-1-6 1-9z"/><path fill="#6ca8b4" d="M40 47q-5 2 1 2l-1 4 4 8q-3 2 1 3 6 2 9-4l1 1-2 4H43q-5-9-5-18z"/><path fill="#b9d6db" d="m58 53-2 9-1-1q-3 6-9 4 6-1 0-1v-4l1 1 3-3q0 3 3 0l-5-3 4-6 1 2q2-4 5 0-4 1 0 2"/><path fill="#8895a3" d="M46 68q4-1 8 2h-1z"/><path fill="#1e354d" d="m46 68 7 2-9-2z"/><path fill="#55738a" d="M37 70h6l1 2h-1q5 2-1 3l-9-3z"/><path fill="#51748b" d="m54 70 10 1 3 3H54q5-1 0-3z"/><path fill="#9ab0ba" d="M54 71q5 2 0 3h13l1 1-3 2-23-2q6-1 1-3h1z"/><path fill="#d9dbdb" d="m37 70-4 2 9 3 23 2q-8 3-15 8l-1 11H7Q6 86 8 75l17-6z"/><path fill="#546b82" d="M75 96H49l1-11q7-5 15-8l3-2 8-5 1 2z"/></svg> | |
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",
"path": "emoji_u1f60a.png"
} | Generate code for a svg of a smiling face with smiling eyes | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<radialGradient id="face_1_" cx="63.6" cy="-2088.8999" gradientTransform="matrix(1 0 0 -1 0 -2026)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.9188" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face_106_" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37.04-7.35-48.18-22.94c10.76,17.66,30.99,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
<g id="smiling-eyes-smiling-face_2_">
<g id="blush_2_">
<radialGradient id="SVGID_1_" cx="25.7006" cy="68.0232" gradientTransform="matrix(0.9791 0 0 0.9301 2.0871 8.5603)" gradientUnits="userSpaceOnUse" r="19.4444">
<stop offset="0" style="stop-color:#ED7770"/>
<stop offset="0.9" style="stop-color:#ED7770;stop-opacity:0"/>
</radialGradient>
<circle cx="27.25" cy="71.83" r="17.5" style="opacity:0.8;fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="100.7714" cy="68.0232" gradientTransform="matrix(0.9791 0 0 0.9301 2.0871 8.5603)" gradientUnits="userSpaceOnUse" r="19.4444">
<stop offset="0" style="stop-color:#ED7770"/>
<stop offset="0.9" style="stop-color:#ED7770;stop-opacity:0"/>
</radialGradient>
<circle cx="100.75" cy="71.83" r="17.5" style="opacity:0.8;fill:url(#SVGID_2_);"/>
</g>
<path id="mouth_22_" d="M64.49,97.55c12.29,0,23.26-7.11,30.51-18.26 c1.1-1.7-1.23-4.29-3.23-2.29c-7.12,7.12-16.57,11.03-27.28,11.03h-0.21c-10.7,0-20.16-3.9-27.28-11.03c-2-2-4.33,0.59-3.23,2.29 c7.24,11.15,18.22,18.26,30.51,18.26H64.49z" style="display:none;fill:#35220B;"/>
</g>
<g id="smiling-eyes-grinning-face_11_">
<g id="eyes_22_">
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<path d="M88.46,56.89c0,0-0.05-0.07-0.16-0.2c-0.1-0.13-0.24-0.31-0.42-0.54 c-0.15-0.16-0.33-0.35-0.54-0.57c-0.21-0.24-0.47-0.49-0.73-0.75c-0.27-0.25-0.55-0.51-0.84-0.72c-0.28-0.23-0.59-0.4-0.84-0.54 c-0.26-0.16-0.5-0.2-0.65-0.25c-0.08-0.03-0.15-0.03-0.21-0.04c-0.03,0.01-0.06-0.01-0.09,0l-0.04,0.01l-0.02,0l-0.01,0l-0.01,0 l0,0l0,0c0.12,0-0.27,0.01,0.27-0.01l-0.55,0.02c-0.14,0-0.05,0.01-0.04,0.01c0.03,0,0.05,0,0.07-0.01c0.08-0.03,0,0-0.02,0 c-0.03,0-0.07,0.01-0.11,0.03c-0.16,0.05-0.4,0.09-0.65,0.25c-0.25,0.14-0.56,0.31-0.84,0.54c-0.28,0.22-0.57,0.47-0.84,0.72 c-0.52,0.51-0.98,1.02-1.3,1.39c-0.33,0.38-0.51,0.6-0.51,0.6l-0.23,0.27c-1.37,1.6-3.89,1.87-5.62,0.61 c-1.18-0.86-1.69-2.2-1.47-3.48c0,0,0.07-0.41,0.27-1.12c0.21-0.71,0.56-1.72,1.25-2.91c0.69-1.18,1.69-2.57,3.38-3.84 c0.83-0.62,1.84-1.24,3.04-1.66c0.29-0.11,0.6-0.21,0.92-0.29c0.33-0.08,0.59-0.17,1.04-0.23l0.62-0.09 c0.19-0.02,0.47-0.05,0.51-0.05l0.55-0.04l0.31-0.01l0.03,0l0.06,0l0.13,0.01L84.41,44l0.51,0.03c0.34,0.03,0.67,0.09,1,0.14 c0.65,0.12,1.3,0.29,1.89,0.51c1.2,0.42,2.21,1.03,3.04,1.66c1.69,1.27,2.69,2.66,3.38,3.84c0.35,0.59,0.61,1.15,0.8,1.64 c0.21,0.47,0.36,0.97,0.48,1.34c0.11,0.36,0.11,0.55,0.16,0.72c0.03,0.16,0.04,0.25,0.04,0.25c0.37,2.02-1.12,3.93-3.31,4.26 C90.83,58.64,89.32,58.01,88.46,56.89z" style="fill:#422B0D;"/>
</g>
</g>
<path id="mouth_9_" d="M64.02,93.99c-12.57,0-22.51-5.95-27.99-12.32c-0.55-0.64-0.68-1.5-0.33-2.25 c0.35-0.77,1.11-1.27,1.93-1.27h0c0.37,0,0.75,0.1,1.08,0.29c5.65,3.26,15.14,7.29,25.28,7.29h0.16c10.15,0,19.63-4.04,25.28-7.29 c0.34-0.19,0.71-0.3,1.08-0.29h0c0.82,0,1.58,0.5,1.93,1.27c0.34,0.75,0.22,1.62-0.33,2.25c-5.48,6.36-15.43,12.32-27.99,12.32" style="fill:#422B0D;"/>
</svg> | |
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} | Generate code for a svg of a a close up of a korean flag with four black stripes | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:xlink="http://www.w3.org/1999/xlink"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
width="875"
height="500"
viewBox="-36 -24 70 40"
version="1.1"
id="svg32"
sodipodi:docname="South Korea.svg"
inkscape:version="1.0.2 (e86c8708, 2021-01-15)">
<metadata
id="metadata38">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
</cc:Work>
</rdf:RDF>
</metadata>
<defs
id="defs36" />
<sodipodi:namedview
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="1344"
inkscape:window-height="729"
id="namedview34"
showgrid="false"
inkscape:zoom="0.49683462"
inkscape:cx="568.10864"
inkscape:cy="287.95843"
inkscape:window-x="0"
inkscape:window-y="25"
inkscape:window-maximized="1"
inkscape:current-layer="svg32" />
<title
id="title10">Flag of South Korea</title>
<rect
fill="#ffffff"
x="-36"
y="-24"
width="70"
height="40"
id="rect12"
style="stroke-width:0.900103" />
<g
transform="matrix(-0.46225016,-0.69337525,0.69337525,-0.46225016,-0.65331237,-3.768875)"
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transform="rotate(67.380134)"
id="g24">
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id="b2">
<path
id="b"
d="M -6,-25 H 6 m -12,3 H 6 m -12,3 H 6"
stroke="#000000"
stroke-width="2" />
<use
xlink:href="#b"
y="44"
id="use15"
x="0"
width="100%"
height="100%" />
</g>
<path
stroke="#ffffff"
stroke-width="1"
d="M 0,17 V 27"
id="path18" />
<circle
fill="#cd2e3a"
r="12"
id="circle20"
cx="0"
cy="0" />
<path
fill="#0047a0"
d="M 0,-12 A 6,6 0 0 0 0,0 6,6 0 0 1 0,12 12,12 0 0 1 0,-12 Z"
id="path22" />
</g>
<use
xlink:href="#b2"
id="use26"
x="0"
y="0"
width="100%"
height="100%" />
<path
stroke="#ffffff"
stroke-width="1"
d="m 0,-23.5 v 3 M 0,17 v 3.5 m 0,3 v 3"
id="path28" />
</g>
</g>
</svg> | |
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} | Generate code for a svg of a a collection of vintage postcards on a desk. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fafbfb" d="M0 0h96v48H81q0-2 3-2l-2-2-1-20-1 21-2-22-17-1-3 1 2 12q-5 4-11 2-2-6-1-10l-10-1-1-4-1 8v-9l-17 2-1 9 13 6 1-13 1 16q-9-1-15 1l9 1-6 1-2 2q-2 8-1 15l18 5q1-3 4 0l11 1 5 3 1-1q1 17 4-1 6-1 12 1 3-3-1-3h4v15H61l16 2v13H0z"/><path fill="#dfd7ce" d="m78 23 2 22-16-1h14z"/><path fill="#f2efe9" d="M36 30v11l13 3 3 16H40l2-1-3-1q3-6-1-10l-1 12-19 1q-1-7 1-15l2-2 6-1-9-1q6-2 15-1l-1-16-1 13-13-6 1-9 17-2z"/><path fill="#f7f7f5" d="M78 23v21H64l16 1 1-21 1 20 2 2q-3 0-3 2v1l-4 5q-2 0-1 2-4 3-4 8h5l2-10 2 8 6 2q-2-1-2 1-2-1-2 1h-6v17l-16-2h15V66h-4q4 0 1 3-6-2-12-1-3 18-4 1l-1 1-5-3-11-1q-3-3-4 0l-18-5 19-1 1-12q4 4 1 10l3 1-2 1h12l-3-16h13l-26-3V30l1-8 1 4 10 1q-1 4 1 10 6 2 11-2l-2-12 3-1z"/><path fill="#b24339" d="M70 27h3v3h-3z"/><path fill="#858282" d="M96 49v14l-7 1 2-2-5-1 2-1q-2 0-3-2l-2-9z"/><path fill="#7e7b7c" d="M81 49v13l-2-8h-2z"/><path fill="#9d9b9a" d="M81 49v-1h15v1H83l5 11-2 1 5 1-2 2h-2l-6-2z"/><path fill="#a76a4e" d="M77 54h2l-2 10-3-1 2-7q-1-2 1-2"/><path fill="#ddc8b5" d="m37 60-2-8 1-7z"/><path fill="#d19977" d="m76 56-2 7 3 1h-5q0-5 4-8"/><path fill="#4f4642" d="M96 63v3l-11-1q0-2 2-1h2z"/><path fill="#b9654a" d="m85 65 11 1v30H77V77l2-7 4-4q0-2 2-1"/><path fill="#d9c4b6" d="m83 66-4 4-2 7V66z"/></svg> | |
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<stop offset=".7189" stop-color="#03A438"/>
<stop offset=".9972" stop-color="#009E3C"/>
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<clipPath id="i">
<use xlink:href="#j"/>
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<g clip-path="url(#i)">
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<stop offset=".0037861" stop-color="#656464"/>
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</g>
</svg> | |
{
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"path": null
} | Generate code for a svg of a the soft murmur of wind through the tall grass. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f0eddb" d="M0 0h96v42l-5 2 2 4 3-4v29q-3 1-4 4-1-6 2-10-2-2-2 2l-2-5h-3v-4q-2 0-1 3-3 3-4 0 2-3-1-4v-8l2 3 1-2 2-7-1 2-3-1-6 3q-1 9 3 1l1 2q-2 6-1 14l-2 2-2-8-7 9q-1-4-2 0l-1-5-2 3q-1-3 2-5h-1l-5 3q-3 7-4 1l-1 4-1-5q-4 1-4 5-2 0-1 2-3-3-1-4l5-8q-3-1-3 2l-4-5-1 3h-2q1-7 4-12l-4 4-4 11q-8 9-2-2-3-2-3 1-2-4 1-8-3-1-4 2l-1-3q-2 3-1 7l-2-5-2 3v-8l-2 5-2-2-4 7q-3-5-1-8l-5 12-2 1q2-3-1-5v2q-3 2-2-1 0-4 3-7-1-3-2 0l-1-3-3 10q0-5-2-2z"/><path fill="#9f9484" d="M11 38h2l-4 6q0-4 2-6"/><path fill="#b1ae8e" d="M96 42v2l-3 4-2-4z"/><path fill="#7a6d5c" d="m84 52-1-1 2-4 1-2z"/><path fill="#7d7166" d="M53 54q2 0-1 3z"/><path fill="#d6d6be" d="m24 58-2 9-2-6-2 10-1 1v-3q-3-6 1-6l-2-3 4-7 2 2 2-5z"/><path fill="#53453c" d="m60 54-4 6-1-1q1-4 4-6"/><path fill="#807c63" d="m87 64-1-1q-1-3 1-3z"/><path fill="#a7af86" d="m16 60 2 3q-4 0-1 6l-3 2-2-6-1 2-1-3 5-12q-2 3 1 8"/><path fill="#a4ae84" d="M7 62q-3 6-1 14l-3-6v7L1 67l-1 1v-9q2-3 2 2l3-10 1 3q1-3 2 0-3 3-3 7-1 3 2 1"/><path fill="#dddbc6" d="m85 47-2 4 1 1-1 2-2-3v8q3 1 1 4 1 3 4 0l1 1h3l2 5-1 2-2-6-2 5q0-6-2-1-2 0-2-3l-2 6q-3-3-2-6-1-8 1-14l-1-2q-4 8-3-1l6-3z"/><path fill="#c8c9ad" d="m49 62-4 4q-3-2-3 1l-2-1 2-14 4-4q-3 5-4 12h2l1-3z"/><path fill="#b2b890" d="m54 70-4 5q0 10-2 1l1-6q0-4 4-5z"/><path fill="#d1d1b8" d="m33 62-1 7h-1l-1-7v5l-2-1-2 6V61l2-1q-1-4 1-7l1 3q1-3 4-2-3 4-1 8"/><path fill="#abb08b" d="m40 66 2 1-2 6q-4 1-1-2l-3-3-3 9q-1-8-3 1-2-6 1-9h1l1-7q0-3 3-1-6 11 2 2v6z"/><path fill="#949d72" d="M48 72q-7 11-6 24h-2q-1-13 5-24-1-2-3 1-1-5 3-7l4-4q0-3 3-2l-5 8q-2 1 1 4"/><path fill="#8d996d" d="m10 64 1 3 1-2 2 6q-4 6-6 15l-1-4-3 14H0V75l4 11q1-6-1-9v-7l3 6q-2-8 1-14v-2q3 2 1 5z"/><path fill="#c2c4a6" d="M79 66q-1 3 2 6l-2 5q-2-3 1-4-8 2-2-4-2 0-3-2l-2 4-7 10q0-5 3-8t-1-1v-3l7-9 2 8z"/><path fill="#a5ac82" d="M68 69v3q4-2 1 1l-3-1-1 5q-3 0-3 3V65h-3l5-3h1q-3 2-2 5l2-3 1 5q1-4 2 0"/><path fill="#bec0a2" d="M91 71q-3 2-4 6l-2-4v-4q2-5 2 1l2-5z"/><path fill="#696f53" d="M3 77q2 3 1 9L0 75v-7l1-1z"/><path fill="#939d72" d="m28 60-2 1v11l2-6 2 1-5 21-1-13q2-3-1-3l-4 6-1-5-1 17-2-10-3 7q0-9 2-16l3-2v3l1-1 2-10 2 6 2-9 2-3z"/><path fill="#8c966a" d="M59 65h3v15q0-3 3-3-3 13-5 1l-2 12-1-8-1 14h-8V76q2 9 2-1l4-5 1-4q1 6 4-1"/><path fill="#848e64" d="M31 69q-3 3-1 9 2-9 3-1l3-9 3 3q-3 3 1 2l-5 23H20V82q1-5 4-7l1 13 5-21v-5z"/><path fill="#737b58" d="m49 70-1 6v20h-6q-1-13 6-24-1-2 1-2"/><path fill="#777f5b" d="M14 71q-2 7-2 16l3-7 2 10 1-17 1 5 4-6q3 0 1 3-3 2-4 7v14H4l3-14 1 4q2-9 6-15"/><path fill="#7f8960" d="M73 71q1 3-3 6l-1 10-1-2q-2 2-1 5 1-4 2-1l-2 7H56q2-3 1-5-2 0-2 3l2-12 1 8 2-12q2 12 5-1l1-5 3 1q-3 3-3 8z"/><path fill="#8d986b" d="M85 69v4l2 4q1-4 4-6l1-2q0-4 2-2-3 4-2 10 1-3 4-4v23h-4q2-8-3-14l-1 14h-1l-1-10q-1 2-1-1v-7q-3 1-4-1 0 8-6 14v5h-8l2-7q-1-3-2 1-1-3 1-5l1 2 1-10q4-3 3-6l2-4q1 2 3 2-6 6 2 4-3 1-1 4l2-5 2-6q0 3 2 3"/><path fill="#6f7656" d="M92 96h-4l1-14q5 6 3 14"/><path fill="#757c59" d="M45 66q-4 2-3 7 2-3 3-1-6 11-5 24h-5l5-23 2-6q0-3 3-1"/><path fill="#7c855e" d="M87 96H75v-5q6-6 6-14 1 2 4 1v7q0 3 1 1z"/></svg> | |
{
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} | Generate code for a svg of a a swirling spiral galaxy within an ornate circular gold frame. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfcfb" d="M0 0h96v96H0z"/><path fill="#efe6bd" d="M72 25q-7-7-16-9h-4q-4 5-7 1-8-1-14 3T21 30v-6l4-1q7-7 19-9l1-3 22 8z"/><path fill="#b89e71" d="M45 28q3-1 8 1-2-1-2 1z"/><path fill="#745a42" d="M51 30q0-2 2-1l4 1 2 2v3q-3-1-3-4z"/><path fill="#e8e1cd" d="m65 33-1 1q2 3 1 8l-1-3q-2-6-5-7l-2-2q-3-4-6-4 9-2 14 7"/><path fill="#eee7bf" d="m45 28 6 2h1v1h-7q-6-2-10 4v-1q4-6 10-6"/><path fill="#dfc580" d="M45 31h7l2 1-1 1q-9-2-15 5-1-3-2 0-3 3-4 9 0-13 13-16"/><path fill="#cfb27c" d="M72 25q7 5 10 16h-1z"/><path fill="#7d6c64" d="M53 33q6 1 6 10l-1 2q0-6-3-7l-4-2q-8 0-10 7l2 4v2q-4-4-4-8v4q-2 0-1 3-3-6 0-10 6-7 15-5"/><path fill="#6e6965" d="M51 38q-6 0 0 1l-2 2 2 4q-4 0-6-3l-1 2q-2-9 7-7"/><path fill="#cac1a8" d="M55 38q3 1 3 7l-5 5h-1l3-6z"/><path fill="#c6b284" d="M43 49q1 3 5 4-9-1-9-8v-4q0 4 4 8"/><path fill="#b39c71" d="M55 38q-3-2-4-1-9-2-7 7l-1 2-2-4q2-7 10-7l4 2"/><path fill="#98846a" d="M65 33q3 6 0 12-2-3-1-6l1 3q1-5-1-8z"/><path fill="#95856f" d="M51 39q5 8-5 9l6 2h1l1 1-6 2q-4-1-5-4v-2l1-2 1-2q2 3 6 3l-2-4 2-2q-6-1 0-1"/><path fill="#c5a164" d="m52 30 4 1q0 3 3 4 4 10-5 16l-1-1 5-5 1-2q0-9-6-10l1-1z"/><path fill="#a6804e" d="M81 41q2 9-3 20z"/><path fill="#a6a598" d="M51 39v-1q1-1 4 1v5l-3 6-6-2q10-1 5-9"/><path fill="#e0c488" d="m38 49 4 5q-4-2-4-5"/><path fill="#53474b" d="M59 32q3 1 5 7-1 3 1 6-2 6-8 9H42l-4-5v-1q-1-3 1-3 0 7 9 8l6-2q9-6 5-16z"/><path fill="#c0ad80" d="M42 54h15l1 1q2-3 6-3-6 5-13 5l-6-1q-3 0-3-2"/><path fill="#d8bc7a" d="M21 29Q9 50 24 69v1q-14-14-9-32 2-6 6-9"/><path fill="#eee3bf" d="M24 69q11 11 27 12-15 2-27-9z"/></svg> | |
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",
"path": "emoji_u1f608.png"
} | Generate code for a svg of a smiling face with horns | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="faces">
<g id="devil-happy-face">
<path d="M8.88,7.38c9.23,9.39,21.36,17,32.89,16.67c1.1-0.03,2.02,0.84,2.05,1.94 c0.01,0.32-0.06,0.63-0.19,0.92c-5.07,10.41-16.22,20.81-26.4,19.39c-0.48-0.06-0.92-0.31-1.23-0.68 c-6.64-7.94-11.3-23.81-10.55-37C5.53,7.52,6.5,6.69,7.6,6.78C8.08,6.82,8.54,7.03,8.88,7.38z" style="fill:#792D85;"/>
<path d="M119.07,7.63C109.84,17,97.71,24.6,86.18,24.3c-1.1-0.03-2.02,0.84-2.05,1.94 c-0.01,0.32,0.06,0.63,0.19,0.92c5.07,10.41,16.22,20.81,26.4,19.39c0.47-0.07,0.91-0.31,1.21-0.68 c6.63-7.94,11.29-23.81,10.55-37c-0.09-1.1-1.06-1.92-2.16-1.82C119.85,7.09,119.4,7.29,119.07,7.63z" style="fill:#792D85;"/>
<radialGradient id="face_1_" cx="63.6" cy="2590.2251" gradientTransform="matrix(1 0 0 1 0 -2522)" gradientUnits="userSpaceOnUse" r="51.5312">
<stop offset="0" style="stop-color:#FC01FC"/>
<stop offset="0" style="stop-color:#FF00FF"/>
<stop offset="0.86" style="stop-color:#DF0BE2"/>
<stop offset="1" style="stop-color:#8E2698"/>
<stop offset="1" style="stop-color:#792D85"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-25.24,0-52.47-15.83-52.47-50.57S38.36,17.65,63.6,17.65 c14,0,27,4.62,36.55,13c10.4,9.23,15.92,22.26,15.92,37.55s-5.52,28.22-15.92,37.45C90.56,114.1,77.53,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
</g>
<path d="M107.22,38.33c4.95,8.23,7.49,17.69,7.32,27.29c0,15.26-5.51,28.17-15.89,37.38 c-9.57,8.4-22.57,13.09-36.48,13.09c-16.3,0-33.43-6.63-43.49-20.71c9.71,16,28,23.42,45.3,23.42c13.9,0,26.9-4.69,36.47-13.09 c10.39-9.21,15.89-22.12,15.89-37.38C116.34,56.83,113.21,46.61,107.22,38.33z" style="fill:#792D85;"/>
</g>
<g id="facial_expressions">
<g id="devil-happy-face-2">
<path id="mouth" d="M81.27,87.54c1.21-0.02,2.32,0.64,2.9,1.7c0.7,1.5,0.52,3.26-0.47,4.58 c-2.22,3.37-9.52,8.72-19.7,8.72s-17.48-5.35-19.69-8.72c-0.99-1.32-1.17-3.08-0.47-4.57c0.57-1.07,1.69-1.73,2.9-1.71 c0.41,0,0.82,0.06,1.21,0.19c5.2,1.57,10.61,2.35,16.05,2.32c5.42,0.03,10.81-0.75,16-2.32c0.39-0.13,0.8-0.19,1.21-0.19H81.27z" style="fill:#422B0D;"/>
</g>
<g id="eyes">
<path d="M58.14,68.82C55.9,66,46.67,60.58,43.34,59c-1.24-0.57-2.53-1.03-3.85-1.37 c-0.24-0.07-0.5-0.1-0.75-0.1c-1.33,0.03-2.47,0.98-2.74,2.29c-0.31,1.36,0.39,2.76,1.67,3.32c1.57,0.77,4.31,2.23,7.15,3.84 C42.45,68.39,41,70.95,41,73.71v1.46c0,4.14,3.36,7.5,7.5,7.5s7.5-3.36,7.5-7.5v-1.46c0-0.06,0-0.11,0-0.17 c1.07-0.07,2.03-0.71,2.5-1.67C58.99,70.87,58.85,69.68,58.14,68.82z" style="fill:#422B0D;"/>
<path d="M93.52,59.82c-0.28-1.32-1.44-2.26-2.79-2.27c-0.25,0-0.51,0.03-0.75,0.1 c-1.32,0.33-2.61,0.79-3.85,1.35c-3.33,1.56-12.56,7-14.8,9.8c-0.71,0.87-0.83,2.07-0.33,3.07c0.48,0.97,1.43,1.6,2.51,1.67 c0,0.06,0,0.11,0,0.17v1.46c0,4.14,3.36,7.5,7.5,7.5s7.5-3.36,7.5-7.5v-1.46c0-2.75-1.45-5.3-3.81-6.71 c2.84-1.61,5.58-3.07,7.15-3.84C93.14,62.6,93.85,61.19,93.52,59.82z" style="fill:#422B0D;"/>
</g>
<g id="peepers">
<path d="M48.12,68.45L48.12,68.45c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C49.25,70.64,49.01,69.31,48.12,68.45z" style="fill:#896024;"/>
</g>
<g id="peepers-2">
<path d="M80.63,68.45L80.63,68.45c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C81.76,70.64,81.52,69.31,80.63,68.45z" style="fill:#896024;"/>
</g>
</g>
</svg> | |
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",
"path": null
} | Generate code for a svg of a black and white vector illustration of a robot with a smiley face. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 511.999 511.999" style="enable-background:new 0 0 511.999 511.999;" xml:space="preserve">
<g>
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Okay, here's a concise summary of my thoughts on drawing a children helping their parents with yard work:I'm drawn to the idea of creating a visual representation of a child helping their parents with yard work, focusing on the process of shaping and manipulating objects to achieve a desired outcome. I aim to capture the joy and attention the child brings to the task, emphasizing the tangible and tangible aspects of the process. The focus is on creating a visual narrative that evokes a sense of care, encouragement, and a sense of accomplishment. | {
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",
"path": null
} | Generate code for a svg of a simple black and white illustration of a smartphone, with a clock icon prominently displayed on the screen. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<g>
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<path d="M115.093,51.2v392.533h290.133V51.2H115.093z M388.16,426.667h-256v-358.4h256V426.667z"/>
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</g>
<g>
<g>
<path d="M294.293,25.6h-42.667c-5.12,0-8.533,3.413-8.533,8.533c0,5.12,3.413,8.533,8.533,8.533h42.667
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</g>
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<g>
<path d="M226.027,25.6h-8.533c-5.12,0-8.533,3.413-8.533,8.533c0,5.12,3.413,8.533,8.533,8.533h8.533
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<g>
<g>
<path d="M115.093,76.8c-5.12,0-8.533,3.413-8.533,8.533v8.533c0,5.12,3.413,8.533,8.533,8.533c5.12,0,8.533-3.413,8.533-8.533
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</g>
<g>
<g>
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<g>
<path d="M115.093,145.067c-5.12,0-8.533,3.413-8.533,8.533v8.533c0,5.12,3.413,8.533,8.533,8.533c5.12,0,8.533-3.413,8.533-8.533
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<g>
<g>
<path d="M260.16,435.2c-18.773,0-34.133,15.36-34.133,34.133c0,18.773,15.36,34.133,34.133,34.133s34.133-15.36,34.133-34.133
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<g>
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<path d="M260.16,162.133c-52.053,0-93.867,41.813-93.867,93.867s41.813,93.867,93.867,93.867s93.867-41.813,93.867-93.867
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</g>
<g>
<g>
<path d="M260.16,213.333c-5.12,0-8.533,3.413-8.533,8.533V256c0,5.12,3.413,8.533,8.533,8.533s8.533-3.413,8.533-8.533v-34.133
C268.693,216.747,265.28,213.333,260.16,213.333z"/>
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<g>
<g>
<path d="M294.293,247.467H260.16c-5.12,0-8.533,3.413-8.533,8.533s3.413,8.533,8.533,8.533h34.133c5.12,0,8.533-3.413,8.533-8.533
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<g>
<g>
<path d="M214.933,318.293c-3.413-3.413-8.533-3.413-11.947,0l-25.6,25.6c-3.413,3.413-3.413,8.533,0,11.947
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</g>
</g>
<g>
<g>
<path d="M342.933,343.893l-25.6-25.6c-3.413-3.413-8.533-3.413-11.947,0s-3.413,8.533,0,11.947l25.6,25.6
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<g>
<g>
<path d="M207.253,140.8c-2.56-4.267-7.68-5.12-11.947-2.56l-25.6,17.067c-4.267,2.56-5.12,7.68-2.56,11.947s7.68,5.12,11.947,2.56
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<g>
<g>
<path d="M349.76,154.453l-25.6-17.067c-4.267-2.56-9.387-1.707-11.947,2.56c-1.707,4.267-0.853,9.387,2.56,11.947l25.6,17.067
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<g>
<g>
<path d="M80.96,34.133c-14.507,0-25.6-11.093-25.6-25.6c0-11.093-17.067-11.093-17.067,0c0,14.507-11.093,25.6-25.6,25.6
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<g>
<g>
<path d="M464.96,119.467c-5.12,0-8.533,3.413-8.533,8.533v34.133c0,5.12,3.413,8.533,8.533,8.533s8.533-3.413,8.533-8.533V128
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<g>
<g>
<path d="M482.027,136.533h-34.133c-5.12,0-8.533,3.413-8.533,8.533c0,5.12,3.413,8.533,8.533,8.533h34.133
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</g>
</g>
<g>
<g>
<path d="M63.893,366.933c-5.12,0-8.533,3.413-8.533,8.533S58.773,384,63.893,384s8.533-3.413,8.533-8.533
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</g>
</g>
<g>
<g>
<path d="M21.227,213.333c-5.12,0-8.533,3.413-8.533,8.533s3.413,8.533,8.533,8.533s8.533-3.413,8.533-8.533
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<g>
<g>
<path d="M439.36,298.667c-5.12,0-8.533,3.413-8.533,8.533s3.413,8.533,8.533,8.533s8.533-3.413,8.533-8.533
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</g>
<g>
<g>
<path d="M499.093,477.867c-5.12,0-8.533,3.413-8.533,8.533s3.413,8.533,8.533,8.533s8.533-3.413,8.533-8.533
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</g>
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<g>
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<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bunch of fresh herbs tied with twine. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbf9ed" d="M0 0h96v96H0z"/><path fill="#7fa659" d="m41 38 5 1q-1 7-6 1z"/><path fill="#779e58" d="m50 47-1-1q-3-7 4-8 2 6-3 9"/><path fill="#a7ba7f" d="m61 44-2 3-1-1-2 3 2 3-3-1q0-6 4-10l-1-3q3-1 5 1l-3 1q-1 1 1 4"/><path fill="#e7e5cc" d="m32 44 5 4 2-2 3 4q2 4 1 10l-4-3-1-1 2-1q1-3-1-5l-1 2q-2-5-5-4v5q3-1 6 1h-7l-2-7z"/><path fill="#aabb86" d="m32 44 1-1 3 3 3-3v3l-2 2z"/><path fill="#6c9955" d="m39 43 5 3 2-1 1 4-1 2h-1l-3-1-3-4z"/><path fill="#afbd92" d="m72 50-4-1-4-4 8-2z"/><path fill="#698e58" d="m61 44 3 1 4 4 4 1v4q-6-3-10-2v-5h-3z"/><path fill="#e2e3ce" d="M59 47h3v5l-2-3-2 3-2-3 2-3z"/><path fill="#7e9e55" d="m40 55-1-1q-3-2-6-1v-5q3-1 5 4l1-2q2 2 1 5"/><path fill="#e4e1cd" d="M54 51q-3 2-3 6-3-3-1-6z"/><path fill="#e8e3c9" d="m45 51 1 7q-3-3-2-7"/><path fill="#6a8654" d="m62 52-3 4q-3 3-4 0-1 3-4 2v-1q0-4 3-6h1l3 1 2-3z"/><path fill="#b9b379" d="M49 46v2q3-3 4 2h-4q-2 3 1 6v1h-4l-1-7 1-2 1 5z"/><path fill="#c8cd9c" d="M39 60q-3-1-3 1-3 3-1-1-2-3-5-3v-2z"/><path fill="#c9a872" d="m42 50 3 1q-1 4 2 7h4q3 1 4-2 1 3 4 0h2l-7 5q3 3 2 7l-2-5q-2-2-2 1-5-1-8 1-3-4-8-4 0-2 3-1l2-1-2-2 4 3q1-6-1-10"/><path fill="#87925d" d="m52 64-1 3 2 11h-3l-2-8-2 7-2-7-2-4 2-1q3-2 8-1"/><path fill="#a5cb88" d="m37 70 1 4q-2-3-1-4"/><path fill="#9ead75" d="m44 70 2 7 2-7 2 8h3l-1 2q-4-3-7 0l-3-3-2 3-1-1q2-6 5-9"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a close-up black and white check mark on a white background:I'm drawn to the subtle nuances of a black and white check mark. It's a visual representation of a subtle, almost imperceptible mark, often representing a specific element or detail. The contrast between the white background and the black mark creates a sense of depth and emphasizes the subtle details. It's a visual cue that suggests a specific, often hidden, element is present, making it a powerful tool for conveying information or highlighting a particular aspect of a scene. | {
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"path": "5fcd770fdd335f555adfd3440c2492885c6f5b935cffa2bb62aef8584e5fd794.png"
} | Generate code for a svg of a a close up of a black and white check mark on a white background | <svg width="14px" height="8px" viewBox="0 0 14 8" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>arrowdown_accordion</title>
<desc>Created with Sketch.</desc>
<g id="UI/Stylized-Wireframe" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="0301_My-Profile---Teacher---Bluebird-Activity" transform="translate(-1352.000000, -553.000000)" stroke="#000000" stroke-width="2">
<g id="Group-2" transform="translate(60.000000, 531.000000)">
<g id="arrowdown_accordion" transform="translate(1293.000000, 17.000000)">
<polyline id="Path-2" transform="translate(6.000000, 6.000000) rotate(-45.000000) translate(-6.000000, -6.000000) " points="2 2 2 10 10 10"></polyline>
</g>
</g>
</g>
</g>
</svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a blue Christmas tree lit with sparkling lights. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#bed7ed" d="M0 0h96v96H0z"/><path fill="#5e90c1" d="m48 19-2 2v-6q4 0 1 2z"/><path fill="#14478a" d="m56 34-2 8h-1q-2 0-1 3l-7 1v-4q-3-1-4 1-4-1-1-3v-9q1-2 4-1l-2-5q0-3 4-4l2-2 1-1q1 1-1 4l3 1v4q8 1 0 4z"/><path fill="#cfd4d0" d="M46 34h3v3h-3z"/><path fill="#5583a6" d="M45 26h3q-1 5-3 0"/><path fill="#5180a9" d="m56 34 2 10q-1-3-3 0l-1-2z"/><path fill="#dae4df" d="m53 42 1 2q-2 0-2-2"/><path fill="#154785" d="M40 40q-3 2 1 3 1-2 4-1v4l7-1q-1-3 1-3 0 2 2 2 2-3 3 0 3 2 1 6l2 2-2 2 6 3q-4 2-3 6l-1 2q-3-2-4-1-3-2-5-1v-3h-3v5q1-3 4-1-1 3 2 5 2-3 6-3 2 0 2 2-2-1-2 1-2 0-1 3h3q-3 0-3 2l6 1-6 3-3-1-1-4q-4-1-4 3-3 5 1 9l-4 2-3-2 1-5-2-3-7-2q0-3 3-2l-2-3-9 3q-3-6 0-10 3-3 0-4 0-2 3-1v-3l2-5q-6-1 0-3 0-3 3-5-3-3 2-2"/><path fill="#688397" d="M48 48q0 2 2 1 3-1 1 2l-4 1q-2-3 1-4"/><path fill="#e2e5da" d="m48 48 2 1q-2 1-2-1"/><path fill="#adbfbd" d="M41 43h3l-2 4q-2-3-1-4"/><path fill="#91a7b4" d="M52 53q4 0 1 3-2-1-1-3"/><path fill="#7ea9cc" d="M33 55v3q-3-1-3 1 3 1 0 4t-2 8q-6-2-2-4l1-5q4 0 1-2 1-4 5-5"/><path fill="#d1d7ca" d="M34 63h3l-2 4q-2-3-1-4"/><path fill="#547393" d="M57 64q1-1 4 1v1q-4 0-6 3-3-2-2-5-3-2-4 1v-5h3v3q2-1 5 1"/><path fill="#ebebe4" d="M57 64q1 3-2 1 0-2 2-1"/><path fill="#d8dfdd" d="m63 68-1 3-1-2q0-2 2-1"/><path fill="#8a9da7" d="M45 69q3 0 2 5-5-2-2-5"/><path fill="#2c5f9a" d="M62 63h3q-3 1 0 4 5-2 3 4l5 2-5 2 3 2q-6 2-11 1l6-3-6-1q0-2 3-2h-3q-1-3 1-3l1 2 1-3q0-2-2-2v-1z"/><path fill="#406fa0" d="M30 63q-3 4 0 10l-1 1q5 0 2 3l2 1-5 2 1-1q-4-1-5-4l4-4q-1-5 2-8"/><path fill="#275f9a" d="m38 75 7 2-12 1-2-1q3-3-2-3l1-1 9-3 2 3q-3-1-3 2"/><path fill="#6ac8d6" d="M38 75q-3-1-1-2z"/><path fill="#f4f6e4" d="M56 73v4l-4-1q0-4 4-3"/><path fill="#88bcdb" d="m46 85 3 2 4-2q8-1 15 1-19 3-37 0 6-2 15-1"/></svg> | |
{
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"path": "25807819d676558591e791a36417bcfdd0e00fe6f3c9f165deb1460d2f29acb0.png"
} | Generate code for a svg of a a diagram of a computer system with a keyboard and a mouse | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="482px" height="142px" version="1.1" content="<mxfile userAgent="Mozilla/5.0 (Windows NT 10.0; Win64; x64) AppleWebKit/537.36 (KHTML, like Gecko) draw.io/8.8.0 Chrome/61.0.3163.100 Electron/2.0.2 Safari/537.36" version="9.2.9" editor="www.draw.io" type="device"><diagram>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</diagram></mxfile>" style="background-color: rgb(255, 255, 255);"><defs/><g transform="translate(0.5,0.5)"><g transform="translate(-0.5,54.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="48" height="13" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 12px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 49px; white-space: nowrap; word-wrap: normal; text-align: right;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;"><b><font face="Courier New"><font style="font-size: 10px">select_2</font><br /></font></b></div></div></foreignObject><text x="24" y="13" fill="#000000" text-anchor="middle" font-size="12px" font-family="Helvetica">[Not supported by viewer]</text></switch></g><rect x="80" y="1" width="160" height="140" fill="#ffffff" stroke="#000000" stroke-width="2" pointer-events="none"/><path d="M 60 21 L 80 21" fill="none" stroke="#000000" stroke-width="2" stroke-miterlimit="10" pointer-events="none"/><path d="M 60 41 L 80 41" fill="none" stroke="#000000" stroke-width="2" stroke-miterlimit="10" pointer-events="none"/><path d="M 240 40.5 L 260 40.5" fill="none" stroke="#000000" stroke-width="2" stroke-miterlimit="10" pointer-events="none"/><g transform="translate(97.5,52.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="124" height="36" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 12px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 126px; white-space: nowrap; word-wrap: normal; text-align: center;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;"><font face="Courier New"><span style="font-size: 16px"><b>Demultiplexer<br /></b></span></font><b><font face="Courier New" style="font-size: 16px">1To4</font></b><br /></div></div></foreignObject><text x="62" y="24" fill="#000000" text-anchor="middle" font-size="12px" font-family="Helvetica">[Not supported by viewer]</text></switch></g><g transform="translate(11.5,14.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="36" height="13" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 12px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 37px; white-space: nowrap; word-wrap: normal; text-align: right;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;"><b><font face="Courier New" style="font-size: 10px">enable</font></b></div></div></foreignObject><text x="18" y="13" fill="#000000" text-anchor="middle" font-size="12px" font-family="Helvetica">[Not supported by viewer]</text></switch></g><g transform="translate(-0.5,34.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="48" height="13" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 12px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 49px; white-space: nowrap; word-wrap: normal; text-align: right;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;"><b><font face="Courier New"><font style="font-size: 10px">select_1</font><br /></font></b></div></div></foreignObject><text x="24" y="13" fill="#000000" text-anchor="middle" font-size="12px" font-family="Helvetica">[Not supported by viewer]</text></switch></g><g transform="translate(271.5,34.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="78" height="13" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; 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{
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} | Generate code for a svg of a a simple white bowl filled with fresh fruit. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v96H0z"/><path fill="#f7e483" d="M60 44h-3q-1-3-3-2v-1q6-9 6 3"/><path fill="#f7cd63" d="m50 41-3 2q-4-1-6 1 2-9 9-3"/><path fill="#c77c55" d="m50 41-2 4-2-2z"/><path fill="#8f4648" d="M54 42q2-1 3 2l-4-1z"/><path fill="#86914e" d="m47 43 2 2 2 3-12-1 1-3h1q2-2 6-1"/><path fill="#514b4c" d="M51 41h3v1l-1 1 4 1h3l2 1 1 2-12 1-2-3z"/><path fill="#9ba3ab" d="m63 47-1-2q9-3 1 2"/><path fill="#d05657" d="m40 44-1 3q-4 0-5-2 0-3 3-2z"/></svg> | |
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} | Generate code for a svg of a yellow corn cobs stacked in neat piles. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f8eaa1" d="M0 0h19l-3 1 4 6 1-1 2 3-7 5-1 5q3 4-1 10v5q-3-1-4 1l4 3 1-3 2 6q3-2 1 1l5 1-12 4q-5 3-1 5-3 1-4-2l-6 1z"/><path fill="#faeca0" d="M19 0h9q2 3 7 3l2 4 1-2 4 2h4q2-4 6-3l-3 4q3 2 5 6-6 0-10-4h-3l-2 5-1-2-3 3 2 1v5l-1 2q-1-5-3 1l-1-4 3-3-4-1-3 2 1 1-4 4 5 12q-3-1-4 2 5 0 8 5l-1 1h5q3 0 0 1l2 1-30 15q-9 2-7-7H0v-3l6-1q1 3 4 2-4-2 1-5l12-4-5-1q2-3-1-1l-2-6-1 3-4-3q1-2 4-1v-5q4-6 1-10l1-5 7-5-2-3-1 1-4-6z"/><path fill="#f9eb9f" d="M63 0h33v58h-3l-1 7q-2-1-1-3h-8v-1q3-16-11-8v-3H61v-3h-7l9-3-1-1 2-8 2 6q8-1 4-9l1-2-11-5q0-4 5-3l2-9q-4-5-6-11z"/><path fill="#fbeea4" d="M28 0h35l-2 2q2 6 6 11l-2 9q-5-1-5 3l11 5-1 2q4 8-4 9l-2-6-2 8 1 1-18 5q-2-4-5-3l-2-1q3-1 0-1h-5l1-1q-3-5-8-5 1-3 4-2l-5-12 4-4-1-1 3-2 4 1-3 3 1 4q2-6 3-1l1-2v-5l-2-1 3-3 1 2 2-5h3q4 4 10 4-2-4-5-6l3-4q-4-1-6 3h-4l-4-2-1 2-2-4q-5 0-7-3"/><path fill="#deb836" d="m77 63-5 2q0 3 3 1-1 3 2 5l-2 3-3-6-11-2v-2q-3 0-3 2l-3-5 13-2 10-4 3 1q-10 2-17 8 6 1 13-1"/><path fill="#89794f" d="m83 61-8 4q-3 2-3-1l5-2z"/><path fill="#c5a444" d="M0 67v-3h7q-3 3-7 3"/><path fill="#f4d435" d="M96 58v29l-3-1v-5l1-2q-3-4-7-5l-1-4-10 12 3 1 3 4-2 1-5-2-6 2v-1l1-2-2-5q2 2 5 1l-4-9q-2-3-2 0h-6v-6l11 2 3 8 4-5h-2q-3-2-2-5l8-4h8q-1 2 1 3l1-7z"/><path fill="#f7d938" d="M46 79v2l-1 5-6-14q-2-6 4-8 3 2 1 6z"/><path fill="#f0ce34" d="M40 46q3-1 5 3 3-3 9-2h7v3h11v3q14-8 11 8l-6 2q-7 2-13 1 7-6 17-8l-3-1-10 4-13 2 3 5 2 7 6 1-4 3q-3-1-3 1l1 1h6l-1 3q-3 0-3 2h3v3q-7 2-13-1l-1-1-3-8-2 2-2-9q2-4-1-6-6 2-4 8l-2-4q-4 1-7 5l-2 1q-6-3-11-2L4 74l4 3 1 3-5 1-4-2V67q4 0 7-3H0V54h3q-2 9 7 7z"/><path fill="#a8924a" d="M37 68v4l-7 1q3-4 7-5"/><path fill="#b89940" d="M28 58h2l-6 4-15 6-1-1z"/><path fill="#786445" d="m50 62-3 3-4-3q2-3 4 1 2-2 3-1"/><path fill="#ba9c3f" d="m72 53-22 9q2-3 7-5z"/><path fill="#b8963e" d="M57 51h3l-14 7q-1-1 1-3z"/><path fill="#9a7b3e" d="M61 66v6h6q2 2 1 6l-2-4-6-1-2-7q0-2 3-2z"/><path fill="#c5a03a" d="m17 72 5 2h-9q-2 0-2 3l-2-2q-2 0-1 2l-4-3z"/><path fill="#8f783d" d="M17 72q5-1 11 2v1h-3l-3-1z"/><path fill="#6e6146" d="M77 71h2l-4 5v-2z"/><path fill="#f3ce2d" d="m22 74 3 1-2 2H11q0-3 2-3z"/><path fill="#544e43" d="M62 77h4l-6 2-1-1q0-2 3-1"/><path fill="#b6943d" d="M67 72q0-3 2 0l4 9q-3 1-5-1l2 5-1 2q-3-3-4 0v-3h-3q0-2 3-2l1-3h-6l6-2h-4l4-3 2 4q1-4-1-6"/><path fill="#4b5152" d="m37 68 2 4 6 14h-6l1-5-4-1 3-2q-2-3-1-4-6-1-10 1v-1l2-1 7-1z"/><path fill="#deb633" d="M36 80q-6 0-9 3l1 1q5-3 11-2v4q-8 2-14 1 2-6-3-7l-10-2-1-1h12l2-2h3q4-2 10-1-1 1 1 4z"/><path fill="#ecc32f" d="M22 80q5 1 3 7H2q0-5 5-6 6-2 15-1"/><path fill="#b9983b" d="m93 81-2 1-8-1q-3-1-4 2l-3-1 10-12 1 4q4 1 7 5z"/><path fill="#f4d02b" d="M83 76q5-1 9 3H80z"/><path fill="#87723e" d="m36 80 4 1-1 5v-4q-6-1-11 2l-1-1q3-3 9-3"/><path fill="#766d52" d="M51 85h-4l-1-4v-2l2-2z"/><path fill="#a3894c" d="m11 77 1 1 10 2q-9-1-15 1-5 1-5 6l-2-1v-7l4 2 5-1-1-3q-1-2 1-2z"/><path fill="#f2e294" d="m46 81 1 4v2q10 3 22 1l6-2 5 2 2-1h9v-5l2-1v5l3 1v9H0V86l2 1 43-1z"/><path fill="#bfb273" d="M52 86q6 3 13 1 1-3 4 0v1q-12 2-22-1z"/><path fill="#233b51" d="M47 85h4l1 1-5 1z"/><path fill="#947938" d="m62 84-6 1q2-2 6-1"/><path fill="#e0b931" d="M91 82v5h-9l-3-4q1-3 4-2z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a close-up logo with a black outline:I'm drawn to create a logo that is visually striking and impactful, emphasizing the shape and form of the square. The black outline provides a clear and distinct visual element, enhancing the overall design and making it memorable. The focus is on the precise details and the subtle interplay of shapes to create a sense of precision and sophistication. | {
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"path": "606df0be4dd22734229f754f97bfadfba6b221d27b4c56a02c188eb675ccdc52.png"
} | Generate code for a svg of a a close up of a square logo with a black outline | <svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M6.43749 20.5045H15.2443C16.3407 20.5045 17.2318 19.6134 17.2318 18.517V18.1648C17.2318 17.8455 16.9727 17.5864 16.6534 17.5864C16.3341 17.5864 16.075 17.8455 16.075 18.1648V18.517C16.075 18.9748 15.7021 19.3477 15.2443 19.3477H6.43749C5.97965 19.3477 5.60676 18.9748 5.60676 18.517V9.00554C5.60676 8.54771 5.97964 8.17494 6.43749 8.17494H6.78968C7.10898 8.17494 7.36809 7.91583 7.36809 7.59653C7.36809 7.27723 7.10898 7.01812 6.78968 7.01812H6.43749C5.34106 7.01812 4.44994 7.9091 4.44994 9.00554V18.517C4.44994 19.6134 5.34106 20.5045 6.43749 20.5045Z" fill="#212B36" stroke="#212B36" stroke-width="0.1"/>
<path d="M10.6648 16.2773H18.0626C19.159 16.2773 20.05 15.3862 20.05 14.2897V5.48296C20.05 4.38653 19.159 3.49541 18.0626 3.49541H10.6648C9.56835 3.49541 8.67723 4.38653 8.67723 5.48296V14.2897C8.67723 15.3862 9.56835 16.2773 10.6648 16.2773ZM9.83406 5.48296C9.83406 5.02513 10.2069 4.65223 10.6648 4.65223H18.0626C18.5204 4.65223 18.8932 5.02512 18.8932 5.48296V14.2897C18.8932 14.7476 18.5204 15.1205 18.0626 15.1205H10.6648C10.2069 15.1205 9.83406 14.7476 9.83406 14.2897V5.48296Z" fill="#212B36" stroke="#212B36" stroke-width="0.1"/>
</svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green benches with people waiting for trains. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#e0f0bb" d="M0 0h96v96H0V79l23-14-8-1q0-3 3-3l13 1 3 2-1 2q-5 0-8 4l10 10q6-6 8-13-6 0-7-3v-1l4 2h8l1 1q4 4-2 4-1 2 1 3l2 3q-4 2-6 8l3 4h14q6-5 15-8l-2-2 2-6q6-4 9 3l1-1q-3-5-1-8l5-20q-10-2-21-1v3l-1 2q0 5-4 6l-1-2-3-6-2 1v5h-5q-2 2-1 3-6-2-12-1-1-3-3-1l-2-5q-2-4-2 0-3 2-2 6l-1-1-2-3-28-3z"/><path fill="#58c853" d="m90 46-21 2v-3q11-1 21 1"/><path fill="#5f3f30" d="M35 50h-2q0-4 2 0"/><path fill="#10622b" d="M63 54h-5v-5l2-1z"/><path fill="#62c45e" d="m0 49 30 6q-2 3 1 7l-13-1h-7q-6-2-11-1z"/><path fill="#f4d967" d="M33 50h2l2 5-2 2h-4v-1q-1-4 2-6"/><path fill="#b5dcae" d="m77 54 9 2-2 1-14-3z"/><path fill="#bde999" d="M40 56q6-1 12 1v3l-4 5h-8z"/><path fill="#5ac65c" d="m85 51 2 4-10-1h-7l14 3 1 1-4 1q-6-2-13-2l9 3q-4 1 0 2l5 3-3 1 3 2h-6q-6-6-12-4h-3l-1 3q-1-3 2-5l-8-2h-2v-3q-1-1 1-3h10l1 2q4-1 4-6 8-1 17 1"/><path fill="#a1cc9a" d="M77 60q3-1 7 1l-3 2-4-1q-4-1 0-2"/><path fill="#e1f2bc" d="M0 60q5-1 11 1-1 2 1 5-7 1-12 5z"/><path fill="#439e4b" d="M40 56v9l-4-2v1l-3 3v-1l1-2-3-2q-3-4-1-7l1 1v1q-1 3 3 4h4v-3h-3v-1l2-2q2-2 3 1"/><path fill="#d69e73" d="M35 58h3v3h-4q-1-3 1-3"/><path fill="#d3e9c0" d="M31 57h4v1q-2 0-1 3-4-1-3-4"/><path fill="#21582e" d="m52 60-1 4-2 2-1-1z"/><path fill="#3b854a" d="M11 61h7q-3 0-3 3l-3 2q-2-3-1-5"/><path fill="#227d2d" d="m54 60 8 2q-3 2-2 5v2l-3 3q2-4 1-9z"/><path fill="#d5e9b6" d="M52 60h2l4 3q1 5-1 9h-2l-4-8z"/><path fill="#dff1bd" d="M64 64q6 1 10 7l-2 5-12-7v-2l1-3z"/><path fill="#9ed882" d="m15 64 8 1L0 79v-8q5-4 12-5z"/><path fill="#91d27b" d="M36 64q1 3 7 3-2 7-8 13L25 70q3-4 8-4v1z"/><path fill="#d5dc8e" d="m51 64 4 8-7 1q-2-1-1-3 6 0 2-4z"/><path fill="#45a849" d="m90 46-5 20q-2 3 1 8l-1 1q-3-7-9-3v-4h6l-3-2 3-1-5-3 4 1 3-2q-4-2-7-1l-9-3q7 0 13 2l4-1-1-1 2-1-9-2 10 1-2-4 3-1-19-2z"/><path fill="#2b813e" d="M64 64q6-2 12 4v4l-2 6q-5 1-2-2l2-5q-4-6-10-7"/><path fill="#8bcd78" d="m60 69 16 11q-9 3-15 8H47l-3-4q2-6 6-8l-2-3 7-1h2z"/><path fill="#439d44" d="M57 74q2-1 3 1l-7 4q-3-2-1-2 2-3 5-3"/></svg> | |
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",
"path": "011676dfa8cc2fa99dbd5e4cccf35ba6799787c934394da97a8d4ca59e6bbb44.png"
} | Generate code for a svg of a a black and white image of a sound wave with a guitar in the middle | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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} | Generate code for a svg of a black and white vector illustration of a computer mouse icon. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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| |
Okay, here's a concise summary of my thoughts on drawing a black and white image of a hash symbol:I'm drawn to the visual representation of a hash symbol, a simple yet powerful tool for representing geometric shapes and patterns. The visual appeal lies in its simplicity and the ability to capture a sense of form and movement. The color palette is primarily black and white, creating a clean and sophisticated aesthetic. The focus is on the geometric elements, such as curves, shapes, and the overall visual structure, which are key to the symbol's meaning. I aim to capture the essence of the hash symbol in a visually appealing and easily recognizable way. | {
"bytes": "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",
"path": "6caf6dd7727beb8f5063c9cf943ca982e94ae10914eb6aed7fa99ac899da746e.png"
} | Generate code for a svg of a a black and white image of a hash symbol | <svg t="1650436523116" class="icon" viewBox="0 0 1027 1024" version="1.1" xmlns="http://www.w3.org/2000/svg" p-id="2577" xmlns:xlink="http://www.w3.org/1999/xlink" width="200.5859375" height="200"><defs><style type="text/css">@font-face { font-family: feedback-iconfont; src: url("//at.alicdn.com/t/font_1031158_u69w8yhxdu.woff2?t=1630033759944") format("woff2"), url("//at.alicdn.com/t/font_1031158_u69w8yhxdu.woff?t=1630033759944") format("woff"), url("//at.alicdn.com/t/font_1031158_u69w8yhxdu.ttf?t=1630033759944") format("truetype"); }
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{
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"path": "0f555adf3233a4219e39811ca7131f2fa99a53efafbdb411b5ba52b1d88c99a3.png"
} | Generate code for a svg of a a black and white picture of a bus with a window | <svg xmlns="http://www.w3.org/2000/svg" width="48" height="48" version="1.1" viewBox="0 0 48 48">
<path fill="none" fill-rule="evenodd" stroke="#000" stroke-width="2" d="M4,13 L9,13 L9,21 L4,21 M39,27 L31,27 L27,13 L32.8,13 L39,27 Z M31,35 L41,35 C42.106,35 43,34.106 43,33 L43,27.85 C43,27.29 42.882,26.736 42.654,26.224 L35.528,10.188 C35.208,9.466 34.49,9 33.702,9 L4,9 M4,35 L21,35 M31,35 C31,37.762 28.762,40 26,40 C23.238,40 21,37.762 21,35 C21,32.238 23.238,30 26,30 C28.762,30 31,32.238 31,35 Z M13,21 L25.3,21 L23,13 L13,13 L13,21 Z M4,25 L26,25 M36,11 L41,11 C42.106,11 43,11.896 43,13 L43,18"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a yellow tulip standing tall in the sunlight. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f7e9b8" d="M0 0h96v27q-4-2-4 2l2 1q-4 0-6 3l-6-3-1 1q8 6-2 8l-3 5-2-1q-3 0 0 1-4 3-6 0l-3 2q-4 5-5 12l-9 2q-1-15-2 0l-1-27v-3q7-3 4-10-3-9-9-4-6 0-5 5l2 10q8 9 2 20 2 4-1 10l-4-3-1 4v-7q-7 0-6 7l-2 1 4 5-3 3 3 2 2 5q-4 7 0 15l-1 1 3 2H0z"/><path fill="#f7d02e" d="M48 30h-1q-7-2-6-8 0-4 2-6 6-5 9 4 3 7-4 10"/><path fill="#f6ebb0" d="M43 16q-2 2-2 6-1 6 6 8l-1 42v16h-1l-9-26 1-4 4 3q3-6 1-10 6-11-2-20l-2-10q-1-5 5-5"/><path fill="#f4e9af" d="m48 33 1 27q1-15 2 0l9-2q1-7 5-12l3-2q2 3 6 0-3-1 0-1l2 1-3 4 2 2 13-3q-6 3-9 9l1 2q-3 6-3 13l-4 12h-3l5-17q0-7-5-12l3 10-3 9q-4 1-6 4-12 5-16 17V80q1-4 4-5l2 1 1-2 5 1 4-5q10-3 1-9v-3l-17 8z"/><path fill="#f7eab6" d="M96 27v69H60l10-13h3l4-12q0-7 3-13l-1-2q3-6 9-9l-13 3-2-2 3-4 3-5q10-2 2-8l1-1 6 3q2-3 6-3l-2-1q0-4 4-2"/><path fill="#f4eab0" d="m36 60-2-2q-2 5 1 11l1 6 7 21h-7l-3-2 1-1q-4-8 0-15l-2-5-3-2 3-3-4-5 2-1q-1-7 6-7z"/><path fill="#f9ebb8" d="M48 80V66l17-8v3q9 6-1 9l-4 5-5-1-1 2-2-1q-3 1-4 5"/><path fill="#adbd68" d="M36 60v2q-2 3-1 7-3-6-1-11z"/><path fill="#9fc452" d="M47 30v55l-2-13z"/><path fill="#618228" d="m36 62 8 28-8-15-1-6q-1-4 1-7"/><path fill="#95be47" d="m46 72 2 13v9l-2-6z"/><path fill="#7f9b3c" d="M70 83 60 96h-2q5-12 12-23l3-9-3-10q5 5 5 12z"/><path fill="#597232" d="M70 73q-7 11-12 23h-7l13-19q2-3 6-4"/><path fill="#a7c44e" d="m36 75 8 15 2 6h-3z"/><path fill="#809e3e" d="M64 77 51 96h-5l-2-6 1-2h1l2 6q4-12 16-17"/></svg> | |
{
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"path": "5e57aa3c785e4f0a699e23cac7ee83bdebb357abb03120877cc6aad2bb1d50e6.png"
} | Generate code for a svg of a a close up of a camera with a blue frame on it | <svg xmlns="http://www.w3.org/2000/svg" width="41" height="27.667" viewBox="0 0 41 27.667">
<g id="Grupo_29" data-name="Grupo 29" transform="translate(0.5 0.5)">
<path id="Icon_awesome-video" data-name="Icon awesome-video" d="M23.347,4.5H3.319A3.319,3.319,0,0,0,0,7.819V27.847a3.319,3.319,0,0,0,3.319,3.319H23.347a3.319,3.319,0,0,0,3.319-3.319V7.819A3.319,3.319,0,0,0,23.347,4.5ZM36.5,7.118l-7.611,5.25V23.3L36.5,28.542A2.227,2.227,0,0,0,40,26.75V8.91A2.228,2.228,0,0,0,36.5,7.118Z" transform="translate(0 -4.5)" fill="none" stroke="#009bdb" stroke-linejoin="round" stroke-width="1"/>
</g>
</svg> | |
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"path": "1fc096fd70fab3dcc16395d9485bc4487e03bd28cb5dc5c22d0f7ed196765777.png"
} | Generate code for a svg of a a close up of a black and white sign with a korean character | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" viewBox="-10 0 930 1000">
<path fill="currentColor"
d="M585 148v66h-529v-66h223v-95h82v95h224zM320 320c-82 0 -136 34 -136 89s54 89 136 89s137 -34 137 -89s-55 -89 -137 -89zM320 559c-128 0 -214 -59 -214 -150c0 -92 86 -150 214 -150s215 58 215 150c0 91 -87 150 -215 150zM770 716h-251c19 84 144 155 289 172
l-29 62c-135 -18 -254 -77 -306 -161c-51 85 -169 143 -302 161l-29 -62c145 -18 268 -87 286 -172h-252v-66h594v66zM750 298h132v69h-132v233h-83v-542h83v240z" />
</svg> | |
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oRrgaEjo40HS6FRnOfgAEACLgyJEptW3XmbWUMUvg3/70S43c7Qebuc2v/a3vZaSM0evFQX0Skt0GCYSQrgDTM9AvSAR4uwHCBvEVn28GLVPongpget7bty8BRYZcl+IO/q4CR2aA7R+S/du7hAAAQACAQwgcVBdaCJQsk6qz/zs2X27k7uoZBIcKMwvsMQJ77ft2eWccpDD9z5Qzf13CgryzGp94bHTTE7AlYCqfBIsAd+YtniI+4h7hL+Lp5/ds4g36bvveDCoyJGED/8Sd9fusf8d8gPDs3/r35t/5McWsABAA4BABx9WmuwT2RWb/P/WC/YOeC1qSrV6MqO0VFez1DugpiHvs+/SYhmO6IFG6NYB3Cp0EZ7LOwOtxAVyWvMfqd5Xfddrn4gmaAU6AK6sOFAKODDxw2p9/SqD385oBhYUkKPh799WX9TuWNfYII9PVYr6uD0paAyAAIEAI7JX82ACfG3Dl2gW5Y9MlO/h7NzMtHyGjRUFaRYDLto8YrOa6P2iwm+n0CMxgq9+Z5XuCrWvUfcCYAXGKBfGvLWCapr8bw6Fp3DMa3EWDgioKFl9Tgvv8Ta8oEPG5A2L6u0bMoK6R9ByrAAgASJ8bIPkugYOu7P8tZ90BP+y6NPwHdkACphWmJv2XgMF7oS6A8/H+jNcM6gowPdPtxJtJm55M3FGtzzOX3i8EvEE/oBSw6z4JCPoBgd8Mmr/vcSl8wiXIHTDDZwWYBH8ABADEEQHTatttC4Gplb1ZecOrpyMCfy7g/ob+2Ka2foAZtHKfRCxzGzHdzdsVYJoh4wFEQoKrc5BeeFGdZSEgriDv6/D3Zv7iD/qu1zX9++/M+E3PbIAggeN2B6S0UKIiIAACAGIJgUl1sfUX3/jcxMrexXxgz0UF/Vyauggy6W7daBdAwka1B3QF+Ef8m+Ej/gPsdW/NfwmtrudZ5Mc3BdD0uBge18P1mo6Ab4q/ql9ol4W3XLGn39/zWiLewZCc1wBhUAgIfG7A4d+8Lj99zSr2YleACbtuGsVCNIGPKZSfbWNM01nkxy7SY+SvG46COoXCO4az2I9RKALkKPQjdtEeu/0LZYCskr7Fx5nF78IQ+7Ge+0Uk4roUCwf5oqjh0zYhn1ucisBT7385iy8GdzF9JYFd6wf4BI0EdH94x0HIFGc1AAIA4gSrr12tgn9ucPmX3pDErtdWDBxPYXNO+T2A4Gp9Ytf9L1b0M53h3lyu1+8I8FZgN/LBznA+zn6MrviXFxX5+wuv6ZQGzuBvFH2H4Cp/hfUDYgV8T9APvF5yHQB38HdPCwyZ5ugpmqTuRAAAhEAXAHh+xXPDJQf+VX09cV/2eBoXF3ruU3dOuVyAgNr2js5qj9XvHeUeHvB8g+t8AdRbpMd0TfczAwblSYDF77f+HVsu6LWCXjNkAR+RyEGBvvEBniWMg7oGXKWHAQAHAEoJAPOBUDvfrhfvvt+Z7Yd1EUQ8JhlX4NNpbc41HRemL+TWDDg9gLxt76zm78jwPV0B1t8N2yEwl10EZ3bvdgL8Jn8x37fXBPDZ/taaAF5HwPNcKdGdbgZ4Bg4h46ztL55lgQNLFXunA/qCf5Bg8pdEFmYCAOAAQIzY/5X1efs/coBfuQMCSzwmV/WUQp35p3LRoGc/K7tu6nlqwBUPQxa5Mb3BzdvvbZohQdA/2M8MHOznnxEgIdm4RGX9uWhXQAIy/7Ale4OmAvpdA++MBX/w9w2KdEyRPLH3lknObAAEAJRUAFXa/7n6dxHMnHth4OWnnzj00hfTVfFNBX+9P3vu7vu2x2AJWuZ2ebS9d52AwGlvUSLA9I+M91byiw7G/tsSuPCP475cVBeBuESBhHY3eASLmJ7nmf5lhsOKBrmXBAYABADEEADbysvsy9xylTwv/Fc8Oz8vc9Mv66t6RcGTSgSkqSLgiNoGbu55MripfRm+c+pfWJAzS4qAMNs82A0oFaBDsv2cGXzdUdTIjOEEOEf/BzsB/roApYO/a+og2T9ABIwBAGd6OlzsQfb13Zc5/a8W1z3jBWbOnXXuvc64D6ttS0pac4f+x+sAFFwAw+57N32zApbHAyxPH1T3ukbxF/rtl6f3FcYLFMcNhPTlu/v0vY/z3DbtqYBBXTMlsmtv/3v0lEDx1yiQgK4MiRP8XVMLpzipARAAUCr2//2KvP0vdQ7qJa87Rcjy/XPnX5HF2Rnvx8ikqEmH9D+rOy6KdgGeWrjFJwIKgdu6bYupfFDPBzDnoL2SIsD+m9VahfGaQbKgGOO9EiBIDMSI9JF6MjjoO9YDck8FFNO3QqGzbkBgkSNv8BfTKRQe58wGQABAyV/r3LbE5/2Xe90UxyyDMPdBJLuwoPv+Az/GS1+0Au+QfVPXBpjc8H6p6xRBu/9/WQms+KpPANghzY7I7hH/zhH5hi0MTDNIBEhhEH+x6Yrz/r3zARzR3+8PBIuB4JH/Rqm83yMAIoK+L/AvP8kMcQQktFywf1qj/u45sQEQAFA6XRsqb/pflRUCK7mus10zJxefPxP1SY56bk8rUbBPiYCDdWzNQa8A+KPp3wiOl4Y4Kvo5REDeFvBN+3OLgLAKf47c3ygEUP/UPzHDMn8zIujHcQS8Wb8ETwN0PiZoKqCEWf/i6zJwjSnIP2n61MO3HefEBgiHQYAg5t92Dfin/5nJTfVLbEBgTr44uV5OnVtZzsezVgtUIqCeKwa6Ao/uAggdDBhQrz9sxH/oADgJmAEgwSPxXXX/A6f+BY38NwOn+4lv2p93ZkC8mQdSYiqg91ICphwGdBGQ/QMgAKC0AsgNVRbozTIfU931L//3K+QvvrVJPvXVt8g/PHVjuZ9yl909UHOu+4jV5eDqdnjvqiMR5osZMO2vRH38iFHzZsmAWnrqX9Q8f4mc+x8+BdAf+ANeX4IFi0TNCAgeH3CEExsgGroA2vWLf/STeurcAzpQ/e3Co/KzPU9IxfZ8JV0EZb7myRdWyh9/9Tpr32cWu+VPj90hT76wQT76U98q52M/KPXrF9bFiUYKN96jBIDuBriYWx0uAiIG+xX7753V/AxH14FzLEDgnICwuv/eW/7by/eLZ60A1yfwVAH0XA2ZERB0PbTPX8Q/IyCkGJKktDgUAAIAGh38M5KfMmcxfOlXZFvXCXmo/yvq8qRn+l8C131TCsu7fnmuSx76s5t9n+Pem0+U+9GH69jM+5wCQM8G0GMBvnxpR7QTIMGD/dyT94Im+4UM/nP8LUgI+KJ1aNHfeOMAXMsduz6bN9C7g31QaWAJdEBCM35nN8rEM5+4fZozHSAaugDaE18g/NrSq+TtFz8kr7/w7+TR+deFW/K52tr8Qdd/98ir5fJ8p2t/t173nNxy5bnUNvB1H7HmoO9z3vfhgT8o+bygfn73CHfTZfN7V8tz9Y+Le7Gg0l0A4rfsc2HFfaI2ibEokLeLQKJLFEtQd0HwGAp1gf0PgACAEB4I+8Pj2Wvkg5d/UV59/uOWEJjO9cYM2LUZQPjHk5vl+6fXWPu2aeC8vGXLT2THHU/KB95wrJLPXVdbWImAvepivHD7+pUvyvsyk+WJgIClcAPL/UaurBd/8F9QEC8n+EevBVD++gC+MsES/rr2Y6a1A8ApDlAagyZoL2z7/2Tcxw8Yc/Kxvn+Wf9f7deu6qyKf4bDqg6475/Qb3mp+Idcdr/MvJ66Qf/rBSpXtP29l+yu6F6v56NoS3r7h/VL3qWHPftYSAnt6V6+QmU13y73/8Cm5sFh6JoPu7zfsdsk3n71ioH2/Ybeb877iY71/K57thqugolF8kLge496PMj+wGdBJ4F2a11m3X8JqATgcjsixAa7sf/zZT94xypkOgAMAfsrqB582++Q/zL5Nbjr/v1vOwKncQF3s/+ziolzfOyUfuOeYZfdXGfw1+xoR/B1OwJae1SsmN614UT5003+LF0ddI/slcO57WMYfnN1Libr/ErEQkHcxoLAtqlsgxvoAcVcKlKAVDi2dsI9THAAHAIIdAO2dV7Vozq/0/KvlCtzV+Zwj65eqsn2na6B/yC9Mz0h2KZvUx9bVALc3uu3Nb91qOQE6+7/3Hz8lz1zeGO8ktdvGMPwZ/7IL4MjknY93ZvAFJ8B33e8MLP/JKP+Xwlnox3Wfc8GjgNLAnkw/1owAhyDSi/88+7uv3c5ZDoADAP7gP1Bt8Nc8unC3vP7Cx6xBg3rw4HLlmgRcgFxOLl+YTTL4y8HH3pgZ3rEjNSsFrum+LAdf/9n48dSxDK5E1gHwrv4Xf/lfCexTlzIG/nlXB5SSYwAkbGCghOynlBpXQPYPgACAMBKdBrc8c+BjlihYTu1MR7W/8gYNzs0uyMLCUmL7+OQLV8j3nrsqc+VVVx0be+ihvWn5It608QexuwLsJDfE/jYDrPGAgkIRAdcfwKXMUf9RAwIloupf/IGBLmHjzPqXZwRMnvm9105yigMgACCYHbV4UdfMASUE9LiBZTEQf+T/0uKSzMwsJrpv/zy1Sfr6+0UJAH1zjxIBWgg0yg3Y7Lzxm6/5ktw+MFXWC/izfPEExfKr/0nJ6XvLwqCy/n/Pe+eCph1K4AwCiT0OwCT7B0AAQBC2/V/TQjincussIaAHDD4893aHEJCSXQS5bE4uXlpMfJ+Onb5Grr/+euddOvgfVSJgVwO+hozzRqEroDs7W7YICHcDPEJA4k79k4jSvnEC/HLNgPDXqnR9gKDuD9OV/T/3qTvJ/gEQABBC3arg+WcOrHOGL08XQU79r4L/5ayzWmwiaPt/1frrLQfAg7VAkBIBWghkGvmlaAfg53v/a0XPDXIDQoVAjH74kgV9chFrAuQinpuLvz5A2PoDYTMDbJj2B4AAgAh21PsNtRDQXQK6a0ALAd1V4Alh1o/7zFxOslkz8fc//uJtBes/jCFtEigRUC9xNBV05/s2T8qrzh2tWASUmkYnZUzHkxIZvzfwS8lCQVLSUYgepyDuAYCyXAXQ5qDK/qc4vQHKh2mAbYBt/7+Shn1ZXnMgX8d/bkFkZj7593n24nr5kxMfku6enrhP0dXjRvc//HDNasgXpgEG/W3X72yQb2z8FTm9/k3VndCuqX+OaYP2nc7rxR8Ax3xAI+JXwftchwopyLmQD+6Y8ue7MN2Fg1wFgsyQdQOWNabatigBQN1/ABwACGE4LTvinDlweP41iQd/vVKgXir4kR/8fDnBv9BG2g0YakS73JxZlLtOPSrXvfT/VScyyhpZXypT904JLPTeOGx914C+aOegkvUB3OseuHnvqiOfJvgDVJEc0gRtwY607ZDuDnjfzC/L4c7Py5uNE1W91rFnr7GWBn7ihSvkmem1smbNGrkhc00lL5WR/ADBg+pyXy3dAC+brlmS7/ywS147NW4FwGeveHPVQqCQtZuhqwE6c3vP+r0uK8AMzeyj7w7K+MVZ9ced7TsfW2JAiF5Zcc8VD237I85tABwAiP69TOuOfcN8VaVPnVLb7k8dfcv2z3z9nuM669fBv7OzU67btKna3dplC4GkpwtOhjoAWxaLwe92JQKuPfeNRN6w9Ch7iSj5a5a9GFDUtMKyxiJEoJdWVsGfsxoAAQBRdD36SW1tD6R1/yrI/nXgH93wftmitoO/9/l/npw4cmSr2Evv6uCvRUAC6ODfmOJBKv695sQfy5bTya5qa5ackmeWWAvArLAyoMRaGVBijgPVwV+LAAkZVAkACADIsyOtO7bJeKUSAaCD/7j3TiUC9q5du3brmjVrkl7wp1A8KFPtCxn3PBHqANyyZdGtABRbTv+13Pr0f5aupZnkNUaMuf7lLwRUyjUQ3/1S5uSPX1rzXyz73+ZxTm8ABACEM5zWHXuX8cNyn6IX9QkNoo88+qgO/noxmIMJ72rBDUiieFBZAuXqF78ud33/d2Xl5Z/U1HGIruBXzpoAElDlzyMCKuTmniflN9d/ynU8cHoDVJGU0ASti23/H07r/n2l8/flDuO5qrP/IOzR/IfEU30vAXTQ2VnpAEHzW7fqfRrx3v/SKx3y8f84YAXJXC4nOetSbbpKorpc6OyXn2waljPXvbMtj2Vt+X/x2vvlmq4zRSF13UdkK2c5AA4ABJNa+18H/jKD/1Tc4K9RAVoH6q01cAO0sDhZRfGgrwXdeW46P24hbACc7gbYcuJP5I7vflJ65861XfD/3NUfcAZ/DbX/ARAAEEFq7f9/a/xruU95pNwn6Cxdbbsl3y0wleDu60GVh5UIOKS2cgdYTgbdqR2AOKw9/yMZPDYm1z77921zEGvbX9v/DiZU9j/B6Q2AAICgjDHlo//f1VF2/3/FmXwN3YARKbN4kHHPE1qIHPc7APFPxYIbMPidMSUInmjxzP+D8p5VrtkQuu2o/Q+AAIAItqV1xzZlz8mm8ioTj294v1RVlKeGbkBG8jUDDpTxHJ+b8dSJ7rLfWA8MvOO7n7C6BVpNCFzbdcay/e/u+7bz7n26319tVP8DQABABKm1/5+Z7pSRs++W87neuE/5dFLv7XADxhP+WLvs6YJxigeF2teGt86+t55/ALpboJWEwD3935z+k2vv17b/pN1WWritU4F/L6c1QHIwC6AF6Xr0k9a0tdTu4OnnrKWAN3VdlN+/8h/lzX3PRj1aT/3bXovdsAfy6VH5SXeV6DLCkcHKOxvg//zCGnniRJc9+t+eBWDPBHDODIjD+bW3yZnr3iEvb7i7qY7bNep4eDBzaOIjH/7CTs5iAAQAVCYAtB29K5U7Nzsn8uJLrrvetfKEPLzh60oQXAh6xlYlAI7XanfsQXw6GCftmOjsVa8uOBUiAIbURXEN4C9/dYUc+cc+9/Q/u5LeshjIlbUD831XyAtX/bScvfKnrevpDfyX5EM3/Kl8aNOfyprOi9uN+2YnOYsBEABQmQA4KcnPf08GHfy1CAhAC4F3rTgpm7ovyPlsr/zVpZsn/2r3322vx27VyA2Ytt2AgyEiQAsALQTk+A975DP/ZVUx2JtBLkCMOvlRrsALV/2U5Qosda1IUeD/M2tTgV+3yITxzhmyfwAEAFQY/NNr/+sM9nRZc/+3L419pm7ZYA3dgAnbDZiOcgE+9vA6uTQjtuXvcAGKtysXAE4ur7xBXr7ibnlJiQF9vd7cd+U/yX0b/0ned+1/c68jLOYWJQCmOIsBEABQmQBIr/1/eUZPeI/76EkV/Lc3Yjdr6AZoETDhEQHFsQB//ZX+5W4AV+bv7g5IEu0GXFh7m1xedYPlEmhBkLRDcPuap+X21U+rwP91efO6Y1ZffzHoLwuAg8Y7L+/mDAZAAEDlAiC99v8L50Tm5lOZ/dfRDdDdAfsKboASAPp99Hc2MDNnyN7fXyMvvmwEZv65mMvlJiEKLq/cbImCrLo+13uFzPdtLP5gTK+91fX41TPPSHd2VvQEBn25du609GTn5P13H5f33fZN6e/JOrN892X++pS63KoEANP7ABAAUGHwT6/9v6SCwJnnU5/9BwgB7absSdgNmLLdgElbBBTXbHjyRJf83udXF0f9FwO/RwjUmw4V3fUUReuyw3Dd7ujoWL6uthuuXpAH3vO8XL9xLjzwuwXATuMdl6jsB1Dv85omaCmGUrtns7PlPDo1dd7tAXy6bkCSbkRG8sWD9loq/J4nJmxnQG551ZJ88Bcv64IAYlj63L407BoBduCta5Zgv2foZj0m/7g333VR/tf/+bRcf2Vsp2ec4A+AAwDVOwA6+x9M5c49/4LIwmJTZf91cgOO227AcfNbtxa/v6//a498/s/7Ax2AeroAxazf6QBYWb/hyvr19bcMXpKR97wgAf37YZfqs5vbjXsvYv0D4ABAFcE/k9rgrwN/vOCfquy/Tm6A1W1ji4vttiCQn7p7QT70vtlllW4sZ9n1cgG8mX5HcR/y++QUBltvnZGR975YzstbgyIJ/gCNo5MmaBElt/PtI+rivlTu3IVLSgAsxHnkuMr+P53mdn7sscem1fbIW7dtO69uvlFtfQm99H1Hn7r9jS9eWvsbd1x7+n/Sr3vDtVm57casfOcH3bK4ZFhJ83J0Lv5T08w/H+TdToB3PMDGgaw8+EtnpburLFfil4x7L0xy5gLgAED1PJDaPYvf/980a7zXyA0Y+v6Z64/+8TeGPl1wAm591ZL83//+krz+9iVX9l8cIZCwE6BfrsNl+/u7Adz9/4aM7jgnK/rKqlI4arz9PP3+AA2GMQAtgG3/n0zlzs3Pi5w9Fzf7b8plXm37/kCSr7myZ37ywZ/5u0x/90KmcN+/fr9L/p8jvfLCy4UudntMgEgiUwOLAV+cQV4CxwAUrr9l8LKM/Ny5qBH+3stR422vjHPWAjQeugBagFTb/+cviizG6v/fmfvqt5qyP/ixxx775lu3bdOL1usugauTeM3FbFfm26duHLh2xfOyfnW+dPK1V+bkrf9mSbq7RU6d6ch3CxRlvFGxmvcO5nP2+fvvW75c2W/Kx95flvVP8AdAAEDCAuAPkgo8ifPytJ35lcz+H2nm70CJgOfV9jklBHQcHkriNZdynfL4czfK3FKPbFr3knR15qzg/5obs/L2Ny1JT0EILNpdA/loHksIGBJs7XeEiAF/9i/y8287L7dsnisj+L9M8AdIEXQBNDldj35ST0l7JZU7F7DyXwhblACYapXvZOyhh/TIfl1FMLFZGQMrLsv7/8035Jo1bpNkZtaQb3+/U/7i77tVUxv5cYK24DKjTnpj2TMwnOLB1QUQJBLyrsCbB2cc1r9EdQFMq8vtxs+cO87ZCoADAMlm/3rE+HAqd276vEpjl1o++6+HGzC32CPfPnWjmNmcZNa/YI2+12hHIHNdTt791iV5zU05K5CfeyXfPVCygI8zuHe4s/8O32BAb/CPJewm1fYmFfynOFMBcAAgeQfgcCoFQLyV/6bt7L9l54LXwg3Y2Pei7HjNN2TzdeFTK//79zvl29/rsi61SxDkAFi5fsEJKGb+4qju5w7+K/tFfm7ogrztDRc9Gb/PAdBZ/25j6Ow4ZygAAgBqE/zTa//HW/lvnwr+e1v5O+r97MND3c+/+OCbsj3Db+joT+51O+bkuiufkjtueU7uXjktHZ3hM3r1OIEfPt0pP/pxp3VdOwR2+HcHfkfJYacA2HzNkrx566yV+a/oywaM8HcJgIPqn33Gtucp8AOQ9hhCEzQ1w6ndMy0ASmf/B1v2xBr/j4Pd51450PXMc0P69jdlSX5sLsh7OlfLmgTKb8zn+uTE83fK0Zl75F9e3SnvXnNKHuj/gQx2veB77OZrc9b2rrfmZ2NoR6AgBApiQK9E+MyZTrlBPU6P7tfcoAL/Ddcsyoa1S+5gH/xd6nn9KvA/N8VpCYADALV3ANJp/8db+a81s/8vf36g/8mTezrPX9xl6HbwnGq96lI7AVs7+hJ7yzmV/X/5VRvkyXX9kum8IEM9z8iO3qdlWG2VEaOWf/76cXWpx2+MGz99mowfAAEAdQr+6bX/L15Se3a+VPbfcn3//f/Xbw92XJo93DE3nyl1al1vdMu9nSsTcQMKaAGghcCc3R0wYMzLcN/T8nNdT6rtKenU8warEwB6TuekuvyazviNt5wi2wdAAEADBMCI5AeXpY/SK/+1XPa/5n/7tY+b3V2/V85ZVnQDjOTcgPO9XfLXSgScWtPrmge4Jjcj980et8TAz+Z+YImBjs5O6V7RGygAcktZWZyZt64vXJyV7NLS8as+sLiVMw+gheIITdC07EjlXpVe+a/l+v47//T3D2Wf/slIx+XZsmT1vAquj6nAfMJYlHs7knED1s4vyS//6Kx86+o18tj1a2WuM78zFzpWyJ+vfLP8ubzZun3f7DF5pxIE9z173BIHMXiEUw4ABwDS4QBo+38gdTumrX/dBRDOqMr+x1viS/ibL+j2Pyp6ip86k3rOvCg9zzwn7r7/eNTCDTi7okf++sYN1mXRDjD92f59M8flnXPHLYcgQgysu+4jQj8/AAIAGhz89cC/w6ncOT34LzwATqngv6Wlgr/hnN9vSMf8gvSeOC1dL09XdPpdb3Ql5gYUeOz6AXnsurXiUgBeIWCP8H/fzDdk3/Sfe4XAhAr+OznzAFoLlgNuTtJp/+uV/6Kz330t0fp/q4K/UQj+1ox5MRaX1LYoZqchczdtkrkbrxezSwmChYXiZjkDVqDN1+63n+raTsuSfDF3QX5sLia2u289PS0f+t5zMjC/tPxGXu1h78+fr3izvOHqT8jf9bvqFh3hlAPAAYB0OADptP914Z/w+f+py/5VOw557tJt6q3Yt1ltGc99g3Ha38hmpefMOek++7JHdncoodApZk+PmB3h1bhv1DMFjJVW90AS6NkBelyAHh/gSP1D3YBfvfQV2Tf9Z9Mq+1/HWQfQgrGEJmi64D+cyuCvmZ2refZf66CdJDrIz2+6ShY3rJW+qeekY8Zun1xODL1ZjkGXmL29Ynb5T8Ufm0ty2rwg93askBulu+r96cvm5B2nXpHNF+blyzcWpgvqzN8jArQboETAF1a9TR7v2Twl8ilOPAAcAEiBANBT/0ZSGfzDVv7r652WK6/Y2QxBu5ZoJ0A7AtoZ8IkFJQByff2WOxDoBoh2A1Yk5wZ0FYoHrYhwA4q3R+XnPjzO2QeAAIDGCoB02v+6fzu7lF+eroOhJWF0LCxKz0/OStf0xYCz0VAioE/M7p7A5+rgr0VAEm5Age9uXCX/7+Z1xeJBEV0CW5UIYElfAAQANCj4p3f0P5T3XSoB0PvMWTHm/YP9tADI9YcvHJS0G2AVD7pxg5xa3RclAqZsEcBUQIBWSUhogqZiG03QGiwNrJaZ12yRxavW+1X54oJ0zM6GPvfHsiiHzAvWZRJYxYN+eNYaH1DMCwzD605k1L+7+OYAcACgMQ7ASfH3k0Ozq/CZOfcgwZhOgFgpea+8wehLzA1wFw/yuQF6LYCt8t4PT/GtATQ/nTRB0wR/PSDut2iJ1sPs7pLFjessPd4xMy+GPQ3PyGXVPx3qy++y5+k7agfYPC9ZeUoWZaPRmUjxoFWLWbn7hUvWe51a0yeemgHqDmNA/uuXqQsA0ArJB03QNDxAE7Q2C9deIbO3b5Hs6uWR+R1zs55ZA4VCPsti4ILk5C/NS/KYOWutL5AEuniQXlOgWDxoWQQM6yWP+bYAEABQP4ZpgtYn19Mts7dslrlXX2/VEbBO0pnLIY92i4FjKvx/0bxoVRNMgs0X5uRXv/ec3PXiJaftoIP/CN8UQPPDGIAmwLb/j9ESbXZyOioJmn19kuuNu1CQmR8bIMmNDdD1AqziQR3W603Jez+0hW8IAAcAag/2fxtSqCSoHQG9xkChRG8cXX9MFuSLkpwbcMsrM/LRY8/KLdPW7ISMfPnzg3xDAAgAqD3Y/22MHhMwc1tGFjZdKWZ3Z2zf7oKY8pdySR6T2UT2Q5cSvv+pF+UdP3lF1ixkEaUATQ5dACmn69FPZtTFSVoCpLNTcmvXS99TJ6WzUEkwpimwUWn9e2WFukxm4s9cV8d031Ju5/6HH57kiwHAAQCyf6ipFZAVs7NDZu68VWZvvym/gJBzOeEIXpSc1SXwLzKXjBuwlNODAY+OPfTQXr4YABwAqI0DoAf/0d8KFrk1ayS3Or+cr7GYlZ5TZ6Tn2bNuKyDSFTBlo9lplRLemFwZEL1GwOj+hx9mrQCAJoJCQOkO/hl18bu0BLhC+IqV9tnbIdn1ayU7sFo6L8+KsbAUQ9YbMmOY8j1z3po9eH0yK4JfrbZff+u2becfe+yxb/INAeAAQPUCQNdeP0BLQJGODlm65rrAVL936ox0P3tWjKWleG6AaVouQMJuwKTtBkzxZQGk/OeEJkg1LP4DbnI5R7+/ewDAfOZambn7dskOrFnW9lESXz3/RclaxYOSGhugGFLbsbGHHmLsCgAOAFThABy1f1ABimSvulrM7m5PNu9O97vOTUvfkyeX3YASToBGuwDvMVYmsqaAzYTtBrCEMAAOAFSQTQH4A7ZvuV6nIyCydMWAXH7DnbJ41cYYTkD+ouAG6JLCCaFdgJNjDz3EcQyAAwBlOgAmrQA+B+DKq8Ts7fVl8GFugK4ZoN2Ajrn5CCfAteyvNThQjw1I0A04qLZ9uAEAOAAAkJiM9xQCMNzaXs8SuHzPnbKw+boIye9a8c8qIZywG6AHtOqxAUxpBUAAAEBFdHYGxm9Xt4CnS0BfzG++1hIC2XWrw0WAA720sF5iWC81rJccToCMLQL28iUCpCB3oAnSC0WAIIilTTdEPyCqS8C+3n32Jel9+idiLGXF9+CAbgK9qqBeXXCr0ZvUx9BFg3YyXRAABwCC4ccR3OG5uyeGrDfCZb7dPbB41QZ7kOAVsXKCvBswI39pXkzKDRi03YBdfKsAjYFKgGlWZzvffo26uI+WgCL9fWL2ryhfBASNEegwZGnDQL6S4PlLy26AEWYMGlbw/5G5IOvUT8d6o+qfjz59fL9127YhtR157LHH5viCAXAAIM8kTQAuB6C3L/6DjfCBgc77s2v1IMHXysLma6ONAGPZDfib3CVrm5dEJqoMSX66IMWDAOoIYwBSTtejn9RLAWdoCdAsXXe9VQ64PNXgXSjIDL3eMbcgfU9OSef5i/6xBAHPWSXGwQ92DujjM6ngTfEgABwAsNlHE4AVb1euLD/4BzoBYTmAIbm+Hpm582aZuzkjZldnyZThkuTOq2C9U13VWxJBWwuJYxQPAsABAFwAsPEVACpLPURn/q7r9k1dRrj3x89YMwYiHIXRi5/4zLi+qoL2gLo4lKAbQPEgAByAtmc3TdDm2X9vX+XB35/oB92xfN2+aXZ1WU6AdgS0MxCSN0wVruhAnbAboGcIHKV4EAACoG1Z+pV/r/tFJ2iJ9iW3bqD6FzGMGMLA/3c9SHBm62tk4YZrgp4z5X2KEgH6WN2S0DFbmC64l6MAIFnoAmgSuh79pI4AR4XCQO0X/FevltzAuoSsBNN/3dcN4Hyc6bqv4/Ks9J04LZ3TF6y7Lv7OZyJ/Q+x5/nvUloCCsWbFjFI8CAAHoN1cAG2pbpd8BTVoE3Thn9yatQlK/oCUP2iKoBGQI6jn5lb2y8xrb5L5V21S+9Y1WertVLDW/fhbJZkprUNC8SAAHACcAJyA1pfnHZK96mqrLz5ZVVHeYECvC+B4nX3yrg/sjfu2CbsBTBcEwAFoWydgnNZo8eB/5ZXJB3+f/K8qByjLjUrYDdAzDSgeBIAD0LZuwJDkp11laI0WDP5x6v7XwgWIyvzdUwDXybtGK8rAE3YDtBjejRsAgABoRyEwoi4ekHwfKTQxVp//hvW1Df7VCIDl6xNy3+jOanZBiYCMLWCTOG6nJN8lMMlRBIAAaEchkLF/TO+S4DECA8LYgfQG//5+ya7fUFm1v0oFQJAYiCcAdioBkMjUVNsNOJDQJzuoRAB1MwAQAFCmgBiShcUBuXR5hywtDYvTnu3uDg9MumRsV8jKcIZ6Tk83jRvZ8F1W4K+q0E/ZAsCZ+ZftBkyp4L8lyd2xi/0cSkigHrfdAGbMACAAoKK4tP+jQx5HIZP4m/RFBL1KRYemnsG00hjc3SOmnuOva/zX/c3Dgn0sAbBPCYC9tdgtu+DPnoRebrc98BAAEABQpSAodCFoUbDZvp7KLgVzwwbJZjaLs7RtYQ68sbS4HMy8VXCXciK5Jf8f9dVcToyFxfCTab70cvZWSV8lerTdX/N+/pI7UyrYhwqALUoATNVqtxJ2AyaF4kEACACoqVOQcTgFQ43ep+xtt4m5oj9QALimvxWuOwvfeO8zWvQ0KWn9BwqAcXnnyGg9di9BN2DadgPGOVsBEABQe1FQ6DLQl9vsy4F6vLc1mO41t3kCOgKgfAEgQSWBtysBMFmvXUzYDaB4EAACABokCpxdCHc5BEKi5DZvltwVGxAAyQuAKRX8tzRiVxN2A0btBYsAEAAADRYGQ7YQ2CzVdiF0dsrSHbdbI+sRANUKAF8XwD4lAPY2aneVCBiS5Apf6cGB+3ADAAEAkD5RUBhgqH/sY3chmBvWS3ZzJiCgVyEAXNdbWACUHgS4RQmAqUbushIBA7YTkMSCQFNC8SBAAAA0hSjI2IJAZ4KBUxOzt90qZv+KaAEQJAYiH9+CAqD8aYAT8o6RnWnZ/YTdAO0E7OUMAwQAQPMJAx0MBs3Vq7dlb3r1cGjwjhIAQWIg6PEtKQBiFQIaVQJgPE0fIWE3gOJBgAAAaFr+9j8fUkf0SGjgL1cAtPI4gPJKAU/LOx5Yl9aPkqAbMG27ARQPAgQAQPME/y+obNA4qY7ogXiZPwIgRta/PPf/HQ+MpvnjJOwGTArFg6AN6KAJoEVwr11QOgL6A6DnTyXvax8eSfsO6tH89iJA2+1Mvhq0o3BMiYphTivAAQBIvwNwVB3OQ4GZfFLWf6u4AFH2v98JmFLZ/5Zm+ni2G3DIFoXVQvEgQAAApJa/+UJGHcknKw7o7dYNEBX0/QLgoBIATbm8rp3BayFQbQVKHfx3Ml0QWg26AKAVeNBv5YddjxskY97XdMG/7L8/0qwf1a72t8XO4qtBC4ijSlAcsN0FABwAgJQ4ACr7l0xdMv9mdwFa3P6vgxvAdEHAAQBIR/D//LB4p3/Fzd4rua9VBgPG++wtUy8/QTdAF586Zq9NAIADANAwvvz5QyorH0kko3c5Ay3oAoRm/66s33l9q7zjgZbLdBN2A3YyXRAQAAD1D/76B9ye+5/gAMBSr9OMIqDUgD/n9Raz/0NEgD52Dks1C0/loXgQIAAAGiAARqxMLnbgLlcMxHyt1sz+m3b0f5lCQBcO2pOAGzBpuwFMF4SmgTEA0MzscAcyb8YbMyCGZsMlU+omDP5Rn8MpBORIOxxAdua+1Q7g1aCdhJMUDwIcAIBa89d/lBHL/k9oRH9FLoCkvyvAF/yjxE5z1P5vAjeA4kGAAwBQQ0pnWmU5AyVcgEC73OskNFPwj/xcE+14QCXoBuhj85i9SBEAAgAgYR6IDuxh1rYZESADgqVEZsrpFQFhwb+0EtJ/O9KuB5Ue0a82vZ6AHv9QTQafEbt4EKcqpBW6AKD5OPK5jBjGyeWjuNxR/CE2fuSMgIDnpbU7ICr4m6UEjXV9nbxzpO3taxW8dRDX0wWrzeQpHgQ4AAAJ8WBg1h1p+Ye4ACIRwbFE5h/kBDTaDKgq+Fs3Jwn+PjdgX5UvRfEgQAAAJMRweOSPWOY39CkxugLiigDrdgNUgJlE8LduHOHw8gkBHbi32pl8NexRIuCo7SwANBy6AKC5mPjDQTGMY8XDN6l5/a7ne06NSroDQu+rQeD3Cp24wT9YDGyVd45gVYdgZ/F7qnwZigcBAgCgAgFwQB22u3yBu1RFP+f1sH57I0bQL+t2DYVAmMNRXfCfUsF/CwdZSRGgLX09NmCw2qNZmC4IDYQuAGg2hsMDX8D1oD+GrhpcQeD03TaD3980qx8jULD5TTM463feb5Yd/DWTHF6l0YP51Ka7BPZVfyxTPAhwAABKc/gPVMZlHPNl8mW7AN6sPMoVqHXmH/LcUgMWo5yAcgSL+6mj8s6RcQ60hrgBut134wYADgBAMA9EpPkRmX1Q8JMIVyDCCTBLZP5BAwJNKVGAyOkQODN8M/IpPifAtX9lBv/8+05wiDXMDRgRigcBAgAgNFYOuwKXGRSwo/oCIroCfFl0GSPq4wgBrxgwy/rcAUE/KPBH7JcZmflrjst9o2SflQuBvepCTxmcquJlMpIvHrSXFoV6QBcANAd/9dlo+z/OiP44o/m9xXxKzg4Iuy/q/rinYRz7P+BGaNYfEvzzYuegEgC7OdCqw15mWM8S2FXlS1E8CHAAAGwecGXfZkiwi8re48+Fj+8EhN7nuRGZ+ZshW4mHeR9rlhn8TVfNgq9xiCXiBEyrbXcCbkCheNAuWhVwAKC9+cvPnlRHa6a87N+IyNyrcALiugGBZ1i1p5xZwiQIGesQJWzyrKMLILVuwKTtBkzRqoAAgDYL/v8pb/87A2/VXQE1EAFRQiDW2WaERfUSQT8i8Idb/s7bx+VdH9jKgVYzITAk+ZkCmSpeRoszPUtgnBaFpKALANKPqe3/kEL/FXcFhNyOqu1vlph7X7zPeSXgb6Euf1zrP+APUTMQSjsBkxxktUMFbd2+WmBVU/lPuwmHlJg4bDsLADgA0Ab8xX86aWVPRlBFvzilfat0AoLm8xthGX6czL+a084s7QQEaqXIcsE75V0fYApg/dyAw3ZAr8YN0F0CfGeAAIAW5kufWa79H1rWN07gr4EIKFcIVHvWmSX+GPZ3s8RaAbr//10foP+/fiLAyubFt6hV2WhHYR/FgwABAK0qAA6IHkQVlv377pOQ8QCew70iEVCGGxBXDFRFidLCgUsm+8TAlLz7A9T/b4wQGLaFQDVuwJTadjJdECqBMQCQdoZd6a8ZlsWWGg8QcbvUmIA48+jNkGWAffX7q14MoPS6AkH7ErRccL4NJjnEGoNt4WvxVY2Vn5H8dMG9tCjgAEArZf/6x+2kL9OO0xVQ7VK/vrOjzOV+DaP6s7CsaoERZYOjlwveLe/+IMvStoYbQPEgwAGAVsv+PUEuKqgFjegvu6xvnHK6IqEj7Uu5AiGJfak6QGW9R8kZCsX7cABaxw3QxYOOUjwIcACgFRyAYxK0ylrRCSjlCFToBMRxAwLPHiP+WWVUcOrFFROhCyUFzCD42Q/yG9CabsCkUDwIcACgSYN/RkotsRrqCFTpBIiUXlwnzqI/cbP3uFukg2D6M/4oJyB/hew/3W5ANd/PkOTHBgzTooADAM0mAEbsLCg6g46b/Yc5AaWcgZJuQJzM30j2bAsa5Bjn7/7798nP/upeDrZUuwHazt9TpRswYbsBTBcEHABoCnaUnf1HjQMIcwKCnIHwjDnADQhwBMIq/PmyeiljM6NnEwQuEiQh7kXxPgaLpd8N0AM0t1bpBmgX4KRdhAgABwBSnf3rbOeVeEdwFU5Aydr/MdyA0DPJqP1ZZobeiLtI0BZ5z69OccC1lRtA8SDAAYBUEz9TqcYJEE/feuCo+Zi1/iPr9Jvlj/APMREilwOO404s3z9N8G9LN0CLCD1TYJAWBQQApJEdFaXCFYkACekCkJhCQIKFQJQgkHK7AErMEzTD9idqoCL2f5OKgCm1bRddvyG/JkAl6OBP8SBAAEAqKW/kslmpCPBk/76VAMsQAnFXACyZ1pcoCBD654CgH+0EfI3DrO3dgD1KBGghkKFFEQAAjUcv/lNJH2ccEeC77g38ZsgAwRhCIFIMmOXH/JJawIwR9MXvNiyDA9A6bsC+Kl7GcgM+/vGPUzwIAQDQcB6o+JmlRIB4gnNUl4AZN+DHzNTLyfLjqIU4zkJ0lcIpDrWWEQJ7bTegUlE3cPHixQPDO3YcVdsQLdo+MAsA0uYABFf/K/uoNmJct69E1fwvd7lfo8xTq9TDYg8YNEs83iMGfu7DnPstiN2vv6ec58zNzsrJEyckm80W7hrXrsLEkSOIRBwAgLoF/0zVwd+VmZeR/Ue6ASGZf2gNfgmYs2+WneRHB/+AlQEj1yRw3TvJwYYbUOD06dPO4K8ZUdux4R079tKiCACAepFs2VKnCDADFvwxo0RBiBAoZylgX4A3I0b0x9jMGAHftf9mmCAgs2ttEXBcbVoElBwb8MLZs5YDEIAeh7NHiYCTdAsgAADqwbbEXzFsnr/PGQgK/EFBv2RwDR4vUE7WX8nqgF5xEO1YPM6hhhugA78WACXIqE2PDTiktgFaFQEA0BwOQKAI8AR+M2i+fNDtqOw/LMjHFATlf6DSCwWFLRCUv58ZAG3uBmjL/yenTpXzUiNq024Aiwu1EAwEgnTwpc/oH5bDtT/aQxb+CV3wJ2IBICPkTRp1VkUuBey6sk6Gf51SsG2GvRaAXmAr89yZM/LSuXOVvtSk2kYZJIgDAJAU22r+DmYpNyDsdkhFPTPq/pjLAifxeUIzffFPUzRlmuDftm6ADtxbz58/f7CK4K/RQkIPEhyhVXEAAJJwAE5Kvr+xjke+UebtGK5AWWdVjMeHZfWhjw14vPv+Sdn5G9s54Nob28rXbkC1/foTthuAqMQBAKgo+GfqGvzD3ADvIEEzbLGfsOp7MafmSdjjg/r24wwmNIMy/eDlgVkDAHTUPnJEB24tBKs9HqylhpkpgAAAqOZHpDF4B9F5M26vjR5W3c+MWngnZApf2Cj/qEWBfOIgxroE7oee4nADWwQct0XAeJUvpV0EPVOAcsIIAICy2dbwPQjN/kPGBJR0AKT8RYBK1gmIegkz7r7hAIBTBEyrbVRd1Vu1Nr4uJ3yIVm0eGAMAjedLnzHTd1YYMe8LOZWMWp5yZsy7A8sDb5Ff+MgUBx14UcFbV+HUM3EyVb6U5SwwLgAHAKBU8E/fvOLQZX/j9LOb4Ul+VPZfVkXAsNeP0SVB8IdwN0AHbl0zYKLKlyoICUAAAESyLbV7FlTz34whBsyQ6G8mtAW9mGmGLxu8PPZgksMNSogAnbXr7oBqheIQawkgAABK/lA0xV6WM9c+MNhXuQ5AVLCPHHjo+hRYshBXBDySwEs9QGsiAACCSWr1v4a5AiFiwCxn8J5UsSaAKaWnHrpmDrAGAJTErvmfRPDOqNfK0KIIAIDmzf7jiAEzKtCXOcI/SimETSeUsKDv+sMUhxzE4IAkV5djkOZEAAAEsa2lPk2cIj5x5/jHXhEwpM5AMAgAKJX9j0h+4Z+kQACkmC6aABr5e9PSny6qjG/QtMLoF0piXQFqAEBU8B+ws/8kWUvLIgAA3HzpMzozaN/1xcup8Z8U93+UQYAQxYEanJM4ACmGLgBoFEM0QV2ZpAkgIvvX5+MILYEAAKgHO2iCukL2D1HsoQkQAAA4AK0JUwAhKvsf4jxHAADUni99hh8FHABIDw/SBAgAALL/1oUZABCU/Wek1WfjAAIAUsVdNAEOAJD9AwIA2o8BmqDO3P9RHAAINAFoAgQAAJD9QztF/h07dPDP0BIIAABoXcj+IYhtNAECAABwAKD9GKIJEAAA0NpQAwBc2HX/KdOLAACoO1jSOADQWAj+gAAAMlIEFwDHHgIAgB8FAEgO3CcEAICD/Jz0KRqibu09SSMAAAIA0sIETQCAAwAIAGg/Pk0T1AW6W6CRMN4HAQDg4f6PTql/x2kIMjDg+AMEALQZv/bkuQytUHOmaAII4HiLvQ8gAKCZ2Di3NPjWs5doiNpyiiYALxNHjkzX6X0maW0EAICLsbExnf0PvPX5S3LV7BINUjuwYKFhOoMmQAAABDFUuPLLP35Z+rImLVIbsGAhjKkav/4RmhgBABDEXYUrfdkcIgAHAFpLAExNHDkyThMjAACCcNUiv2p2ERFQix/4fNElgHqzmyZAAACEMeS9Q4uAj/7oRdl8aYHWSYZHaAKI4Gs1et1xlf3T/48AAPAzNjY2FPa3QnfAO85cxA2oDm39H6QZoM7sU8F/lGZAAACEUXIp0ntevGy5AXe9PIsQqIzdcv9H6f+HKCYTfq0tKvjvpVmbhy6aABrAXXEepN2A9z5zXu49c1G+u75fnlzTK6dW9dB6pRlXwX+cZoASJDE+ZNLO+idpzubDoAmg3oyNjR2L4wKEoUWAta3skbP93TLXyWHsYJ8K/mRhEIvhHTsOqYuRCp6q+/g/TeDHAQAoJ/gPVBP8NXqQoHOgoBYBZ/u75Pm+/GWbugRTahtl6V8ok932+TgY8xgrBP4pmg4BAFAug0m/oJ49oLc7ZdYnCqZ7OlvaKehZzMpCd+c+0QP+6POHctP4I0emh3fs2K6u7lLbg2obcPxZH0+6m0AX9JlUj2VKaYuBdwr1dgD2qos9jXjvuc4OSxRoMTDd3Vm83ozC4OqXL8pNp1+SG85Oy5/80Rc4jyExlCAYJNjjAADUgrsa9cZ6UKG3+6CA7jYoCIS5DvvSvp0GVs0uyNUvXZRrVODXQV9n/gA1cgUI/ggAgJowlMadKoiCW86HOwcap2OguxYKJOEk6KC+/uKMdf2aly6p20vq9qysvzBDwAc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"path": "b2b5f6c3ea455d6583074dd33989f35aa8c5b0b49e03a3c6b9c58fc0dc38242e.png"
} | Generate code for a svg of a a black and white photo of a logo with the word x - fln | <svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" width="65" height="24" viewBox="0 0 65 24">
<title>LFN</title>
<g>
<path d="M20.49,22.23l-.19.17L9.81,14,1.43,21.75l-.17-.16L7.72,12.3l-6-4.83L4.22,3.15,9.64,9.51l4-5.71,2.52,4.32-4.29,4Z"/>
<path d="M35.3,20.17H29.1l.22,1.37L24,22.33l.33-2.16H20.63l-.05-.29,3.94-1.17L26.56,5h.17l1.94,12.46,6.63-2Z"/>
<path d="M49.41,5.94,41.49,9.08l6.14,2.11v.36L42.5,13.26l-1.11,8.25h-.26L36,5.7H49.41Z"/>
<path d="M63,21.23l-9.34-8-3.09,7.54h-.19V4.45l9.4,9.6L62.9,4.86H63Z"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a rough stone wrapped in shimmering silk, resting under moonlight. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#1c2833" d="M0 0h96v96H0z"/><path fill="#596b71" d="M78 81V22H18v59q-2-30-1-60h62z"/><path fill="#f8f1d5" d="M78 28v7q-6 4-12 1-4-11 8-11z"/><path fill="#72878c" d="m78 28-4-3q-12 0-8 11 6 3 12-1v46h-1l-1-9-1 5q-4-3-6-8-2 4-4 1 3-5 0-8l-3-10-2-3-3-2q3-1 0-2 3 0 2-3l4-5-1-1h-2q-2-3 1-5l-4-3q-3-1-5 1-5-2-2-5h3l2 2 3-3H19v58h-1V22h60z"/><path fill="#6b8187" d="M57 47q-4-3-7 0-6 2-11 6l-1 4-2-5-7 4 1 2q-3-1-3 2 2 12 14 12l18-6 6-4q3 3 0 8 2 3 4-1 2 5 6 8l1-5 1 9H19V23h39l-3 3-2-2h-3q-3 3 2 5 2-2 5-1l4 3q-3 2-1 5h2l1 1-4 5q1 3-2 3 3 1 0 2"/><path fill="#192132" d="m50 47 1 4-12 2q5-4 11-6"/><path fill="#a8afac" d="m57 47 3 2q-7 9-18 13l-12-4-1-2 7-4 2 5 1-4 12-2-1-4q3-3 7 0"/><path fill="#111b2c" d="m60 49 2 3 3 10-6 4-18 6q-12 0-14-12 0-3 3-2l12 4q11-4 18-13"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pristine white snowflake falling from the sky. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#eceeef" d="M0 0h40l-2 2H28l6 3q-3 2-4 5 2 1 3-1l1 1-5 10v3l2-1q0-6 4-9 0 3 3 0-7-7 1-8l4 11q1-5 5-2l-1 6q-5 3-8 8l-2-1-2 5q-5 0-8 3l-6-2 6 7-5-2v5q-6 3 0 7v4l2 1-5 2 2 4v5h-3l3 4h-3l-2 3q6 0 1 3 5 3 8 9l1-6-2 2-2-4 1 1 3-3q-1 2 2 3l2-2-5-4q2-5-3-5v-2l5 3 2-3q3 3 5-1 2-2 5-1h2q-3 1 0 2 2-3 6-2-4 0-5 4h-4l-2 4 9 7q0-2 3-2l-1 2q-3 2-3 5-2-3-2 0l-1-1 3-3q-6-6-5 0l-2 2-4-5q-3 2 0 3-3 3 0 6-4 3-5-1-5 4-8 1l-1 6h-4l3-1q-3-2 0-2l-9-5q-1 3-3 0 3-3-1-3 3-3 0-6 4-2 1-4 1-3 4-3H4v-7q2-1 1-3l2-8v-7l-3-6q3-2 1-4L4 19l1-5H1l-1-4z"/><path fill="#eeeff0" d="M40 0h45l6 1-3 6q-1-9-7-1-4-4-1 2 2-2 3 0l-3 1q-1 3 2 6l-1 1q-3-3-4 0l1-5-2-3q-4 11-7 0-2 3 1 8l-2 2-2-6-2 4q-5 0-8 3-1-3-3 0 0-4-3-6l-1 1h-1q-4-3-5 2L39 5q-8 1-1 8-3 3-3 0-4 3-4 9l-2 1v-3l5-10-1-1q-1 2-3 1 1-3 4-5l-6-3h10z"/><path fill="#eceeef" d="M85 0h11v96H69q-4-6-10-1 0-2-2-3l5-4q-3-3 0-4h5q-2-4-5-6l-3 5 1 2q-6-1-2 4l-8 3-2-14h1q-1 2 1 5l7-5q2-5 1-8 2-3 3 0 3-3 0-3 0-2 3-2 2 3 3-1 1-5 4-5-2-4-5-5l-2 5v-7q8 0 12-6v3h4q0-5-4-4v-4l-6 1 4-4q-3 0-4 2l-1-1q0-3 3-3l-7-1-1 1-2-4 1-2-7-4q-3 0-3 3l-2-1q-2-2-2-5v-9l1-1q3 2 3 6 2-3 3 0 3-3 8-3l2-4 2 6 2-2q-3-5-1-8 3 11 7 0l2 3-1 5q1-3 4 0l1-1q-3-3-2-6l3-1q-1-2-3 0-3-6 1-2 6-8 7 1l3-6z"/><path fill="#f6f8f7" d="M48 14v9q0 3 2 5l-2 1v17l2 2v2q-2 2-2 5v6q3 0 3 4l-2-2q-2 3 1 6-2 1-2 4v5h-2l1-2-1-27V20z"/><path fill="#f7f9f7" d="M76 22q2 0 1 2z"/><path fill="#e6e9e9" d="M47 39v9l-5-5-1 2-4-2v-4l6-3z"/><path fill="#f3f5f4" d="M70 42h-2l2 4q-3-3-7-3l6-4 1 1q1-2 4-2z"/><path fill="#f1f3f3" d="m37 43 4 2 1-2 5 5v1q-6-4-12-4v-6z"/><path fill="#e9ecec" d="M47 20v19l-4-3-6 3v4l-2-4v6q6 0 12 4l1 27q-3 0-3 2l-9-7 2-4h4q1-4 5-4-4-1-6 2-3-1 0-2h-2q0-3-2-1l-3-3q-3 3-6 2l2-2h-2l-6 4q2-4 5-6l1 1 1-3q-5 2-8 6l-2-4 5-2-2-1v-4q-6-4 0-7v-5l5 2-6-7 6 2q3-3 8-3l2-5 2 1q3-5 8-8"/><path fill="#f2f4f3" d="m27 40 2-2q0 3 5 6l-8 1 5-2z"/><path fill="#f6f9f8" d="M76 45q4-1 4 4h-4z"/><path fill="#f0f2f1" d="M51 50v-2l4-7 1 3q3 0 5-3 1 2-2 4l-6 2q0 2 3 2l-1 1 6 2-5 1q0 3 4 5h-3l-3-6z"/><path fill="#e9ecec" d="m69 39-6 4q4 0 7 3l-2-4h2l6-1v5q-4 6-12 6v7l2-5q3 1 5 5-3 0-4 5-3-3-3 1-3 0-3 2 3 0 0 3-1-3-3 0 1 3-1 8l-7 5q-2-3-1-5v-5q0-3 2-4-3-3-1-6l2 2q0-4-3-4v-6q0-3 2-5l3 2 3 6h3q-4-2-4-5l5-1-6-2 1-1q-3 0-3-2l6-2q3-2 2-4-2 3-5 3l-1-3-4 7-2-2V29l2-1 2 1q0-3 3-3l7 4-1 2 2 4 1-1 7 1q-3 0-3 3"/><path fill="#f5f7f6" d="M53 31v5z"/><path fill="#f0f3f2" d="m29 55 1-2-4-2h18l-10 3q-2 5-3 0z"/><path fill="#f2f5f3" d="m29 55-1 3-1-1q-3 2-5 6h-1v-2q3-4 8-6"/><path fill="#f8f9f9" d="M67 64q-1 4-3 1 0-4 3-1"/><path fill="#ebedee" d="M39 63q-3-1-5 1-2 4-5 1l-2 3-5-1q5 0 3 5l5 4-2 2q-3-1-2-3l-3 3-1-1 2 4 2-2-1 6q-3-6-8-9 5-3-1-3l2-3h3l-3-4h3v-3h1l6-4h2l-2 2q3 1 6-2l3 3q2-2 2 1"/><path fill="#ebedee" d="m0 10 1 4h4l-1 5 1 13q2 2-1 4l3 6v7l-2 8q1 2-1 3v7h6q-3 0-4 3 3 2-1 4 3 3 0 6 4 0 1 3 2 3 3 0l9 5q-3 0 0 2l-3 1h4l1-6q3 3 8-1 1 4 5 1-3-3 0-6-3-1 0-3l4 5 2-2q-1-6 5 0l-3 3 1 1q0-3 2 0 0-3 3-5h1l2 14 8-3q-4-5 2-4l-1-2 3-5q3 2 5 6h-5q-3 1 0 4l-5 4q2 1 2 3 6-5 10 1H0z"/><path fill="#f8faf9" d="M57 78q2 0 1 2z"/></svg> | |
{
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"path": "0e64be7e83223fd40071544875158f6e0f2ebb0069119988e62a3a95d24db26e.png"
} | Generate code for a svg of a a couple of black people standing next to each other | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 448 512"><path d="M128 160H64C28.65 160 0 188.7 0 224v96c0 17.67 14.33 32 32 32v128c0 17.67 14.33 32 32 32h64c17.67 0 32-14.33 32-32v-128c17.67 0 32-14.33 32-32V224C192 188.7 163.3 160 128 160zM96 128c35.38 0 64-28.62 64-64S131.4 0 96 0S32 28.62 32 64S60.63 128 96 128zM352 128c35.38 0 64-28.62 64-64s-28.62-64-64-64s-64 28.62-64 64S316.6 128 352 128zM384 160h-64c-35.35 0-64 28.65-64 64v96c0 17.67 14.33 32 32 32v128c0 17.67 14.33 32 32 32h64c17.67 0 32-14.33 32-32v-128c17.67 0 32-14.33 32-32V224C448 188.7 419.3 160 384 160z"/></svg> | |
{
"bytes": "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",
"path": "7318569d002d45db3aed9ec108338a804e1faaaade9d595a804bdc6ca4c4e913.png"
} | Generate code for a svg of a a close up of a snowman with four black dots on it | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24"><path role="presentation" d="M12 17a1.5 1.5 0 110 3 1.5 1.5 0 010-3zm0-6.5a1.5 1.5 0 110 3 1.5 1.5 0 010-3zM12 4a1.5 1.5 0 110 3 1.5 1.5 0 010-3z"/></svg> |
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