@keyframes rwdcur106338 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1klEQVRYhdXWa0yTVxgH8H/f0juUKqW0WJH2bauUiyMio62g08V5ySZjU+I2x1w0S+ZmtpmFGbdMTXSGXUzmJV7INGp2QefYZDqVi3EDYSJaJb0A5S0QC5RapICF9n3bfXIhZGSGtEv2/3ROznNyfjnPh3NYmJROh0MZZBgjCywPm01cJ0mSnlwTybAmTqxW69tUF/V5451GoX98DColaZufmf2SKTfXEnUARVHK9o729k/P7+Dz54YwODSI/jY3lipKOko3btkl4HErtBpNINIA4vEgGAzmWTot/H5JB4gYAmEmBJ6CjVrqnGbnoZ2nq65eut1wq0UeNQCbYLv5PB7AsKDpygbzcyzCHg6yTWkYSLTjSH2Z/lLd1R+tNltuJAF/t8BJOYk+d1/Txz98lBPnF0NKJMHOuocsxQhGwn6YvSyM9vCwVLU4ZMxZvOX1dcVHIgoAAKqTkjm6HPtrblUXNTiv8+PFLrwy7ERYFIMKQo0xaRJcThdiH871lb27e6VpYU5DRAGP46QoqaObqvmqam/WQmErBL0M7MI4zA4wuBHLQdd9GkvnFIbyso0bS9auOxVxAABQFCVx9bm2tlhaSk+YDwrfcHkws24U9oIZqEuXYWRoGHHDel+mYU3S4bc2j00XEDPVgkqleghgt81mu8PhxHxX/ccBYarJB1vCTOicIfTKCHQG7opJYtXv5tbWZfMzMnzTAUx5AxPj6HCo2xxt9Tt/LZWbrAEkXw1guNCPyllCjA0ySJc+u/381+X7pgMg/r0EIDVkJ6nSvLrFtM3dkcpH77pxDCRxkZtAQJjERoDxb7bZ7bKoAQBAp9PWmnIWbXjOsAlNKgGMo31YNuDAHA4DW/919d7yA/ujCgAAkiSvGLKNB3PEq1A/SwozT4EwlwMJyUez62bRvpMnhFEFAIAkXlK6Mne1r2ksFmIug/UuB/LDfoQYL98/6NkTdYBarX6Uokx5f62uBG0hDnoCCbgf4IGvCONcc+WbUQcAAJfLPZOXbnCbx0Rw8oQwVo8gy8eADrvFZcePvhx1AEmSAXmSfFehdj0C4yE4Wcnw0rHgiml8e63ik6gDACAtLe3wovn57qY4Dnrzh2HyeJAuAAi2L6P87NnlUQcAgFwmL1+hKoLykR9KtxeJozTGeQPEN1Und/wnAL1ev2O14Xl3DV+E35YkI3kGg3kKAnR4sOCL40e3Rh0AAIkJiV+umVcMuSAI5SMvFAEa4/H9qGyo3F7f3JwXdYBery97Ib/wmmP4KVTxFdDd98PApuGhrfKDZ45duH2vNSOqAACIF8dvW1+wwcehRSB6aXC8QEKKAGbfZemx70/cOHTm9JQ3ERGARqtpWZC54JnlT38YOpWZAFaDDAW/hCFJjEPD0E+xZmvLhaqa2n9EPNFz/KSxWCybam/W7Gm+clLGZT2Amk3jroKD270haIVGywevvWNaYjI9nLhnyg/JdKLX68vb29pbJaIZl+tulInjPd1QBOPgnyOCrbtR/9lpVimA7RP3RKQFE6PVaRsN2QZtSdGh8y1kEWYKAsh94EWilI0H/p4Vk+sjDgAAkiTdKcmzi7e++F6xMqvM0y1KBzkUhEgQ/nNybURbMDGpqlQaQEWX03lRl6pbdbnpojfQY6+O1nn/3/wFoFDdtXgaFakAAAAASUVORK5CYII=) 14 14, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEu0lEQVRYhdXWa0xTZxzH8V8Pp5TrablogYLoOaUgGCcicplVcItxM+JlGmUoMXOTEHVxy7JNk10SExfN4pvNKZnTZYKbitM4zZjgqKUOCwoUkZzJaU/BSynlYlsovXeveGW2GNOzZd9Xz6vn/3n1fx7gP040czDzPOH1+cu8Xo+SJMXDkZHiFpqmXf8KwMzzhMPpPN19r7ta23MToQCwKLuAy88vXKteupQVEkAAgM/vX9Xbb6g+2P4xRnKN0MdexyHNR8pL139p/eP27a84jksXFuDzldwf6oMowYtJqws+VwASOYHG3pMpO49u2/P9hYb7l5t/y+V5nhAEQJKkIZFKRpSPgupRAdw/ixExGYOyimIk5kbj4p/fUbc6bt3X3+3s7DIYloQTIAIAk8lEWqwW/cGLny8mJ8VIiU4DR3TiVWICEzLg99FISIIxsE/YUabYML6rcudmKjZGwzBMMCwAADAZTdSj4Yf7dT26rQa+Z65I0on17iGE/CLUy7Ihoxk8eDAA5+A0yudsxKKchS3FiwvXvrRggTssgJnMPE+MjNoaGlrObPVMXALpCIEgIlB4dxhcTjJaFakAGYR1YAxblu5t3FHxRg3N0ONhA8zU399fzJkHatt626qdg+dR9Os4TEoZul/OAOlyYjDgBmGZjYr8NaPK7LySqnXrubACAMBoNBIOp+ODti7te/o+TQoX7EN5QxzS3VbotkdjJDURI0M2ZEe9ojmy78A6hmEcYQXMxPN8pHXE+uOJa8c2zuq7gfjpAJ7QcZBSgDYkwvRQIqpKq9jiEnWJumDx07ADAMBoNJIu11S1vlt/7Juuw1G1HhuoKTs0czJx1xsLh2USCknp3hsnf/paEMBMLMu+2drRevxmbx0lD44hWiRCgCJw42kEckJlrjVlr5VXrd/UIRgAADiOW6bVa2+eNhwial0PIbIEcCozExZnAFHTObo79U3q573rhVarUqnUFeUXvVMxb1fwvCgF2oQ0LBn1QRFPwiuyFTc2NZUKCgCAvNy8UyuWlN/xRCoht/kgqZdCPiiGjxgj6y6eOi44AACSE5Mqa1e+62qaFYPuHUHEUB7MkYsx4h1Y+G3jOZXgAJqhTZnpmVeY2YXI8juwvPkxllmd8ATG0KxtPig4AACoeKqmUr3NoYsWo22DHOaUKCRkSMDb2ZXdvfeiBAfMo2mHIkWhS5cthJQKYpXdjDJyCg7vk+S6xrMfCg4AAKlUWltZut3f7hCjPSEDFrcElILAkzHjlivtHf84IywAmqaHMtIyNHESJRLsAazW8Si0e8DaOnJ/OHd6n+AAAJiVlLz7LXWNvy0kRlvWXNhCsZBmiIHg1Gfnr137219U2ADzaPqBcm5W0+zEInjsMcg6Ew3VuB+sS0vVXz37ieAAAIiLi9tcs3o3y6fFw7ptAnlBD+YnExh3Pa44cPTIasEBDMO4U+Wp+yvVb7uJeDGSQlOQBQKYlD3Erb72GsEBAKBSqS4vL1ixtiD/ff9VRRKWua2YHxHAhN/8+qZP9zyzF8hwAwBAla1qYVl2DSkmL1zq+pLKcTjASnxe+6j9mV/0Cz3HzxvHcQsMbM/hls7L5J3hni866/o0Qs77f/YXqO3woyywrLIAAAAASUVORK5CYII=) 14 14, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEr0lEQVRYhdXWa0xTZxgH8P85PW2hl0PpKFcF7aGlQ6VCoVbHZcpwzqFmjuAydVsUYxY1OjOXED8ZYzLj0A9uummmMHU4NpGgkG3SeeEys8FQQbQXCkKLCKil0FJOD+0+mSzb4oVQlv2/vcmT5/3lzfs+eYH/OMRfF51WayQIIh5AO8Mw3mkDdHd1iYZdrpMmq2n1Pcc9SiKmBxJnJxbnLck9EWwABQCjbvduY2Nd4ZcdJQiPkcFxszdSdTXzeHVd3RxNwqzDalVid7AAJAC43e5ltZYLoONDIVfIIIziw0w1kAdOlewsrSi7c+bcDxuCCuDxeEMBMgDFiBKSy3FwN/sRFi5HhN6Hi31nQkovlB6vrKkxtrS2Fkw1gAAAs8m0ura+9tzxli+Q4tGDEAQwFN2KJAkfbaNeDNhZ+H0kkkJTsSpvTXGOLv1zhmFGpwwAAO2324vqW64dqL1ZI3Ow3SigH4J52I97MVG4HqHFeMALh9mOOK8OKwx5zoQE5Ydv5L52dsoAT2IymYrqmi591WQ+SGaww7CNiyAZC+ClMRZ1MVKM8mRwjToR5dFwW9bueH8uw1QySuWkn+w/AABgNpv1Le0tW7r7ulZWWk7LNnb2IcTox+8F4RgyaODo74XzgQcq0oDFqdm3kualZb2+yOCaMsCTWCyW9Oa25u9rGk7P4uy34ZKLoCmXIlbTjaolkaBChOi3DmJ58saKLYXrNjGM8oURTwUAgM1mozxjnvybHTfKyox76aU3HmGcJmDTRkAYyuG62w84FFiR+ubdDP0rC/MXL3a+CIB6VoFSqeQAVNk6O7No6We7f2WaCo39Fdg6YINA6MVjBYMelRsVd45p7CPDewBsfxHAM0/g77nVdmt/1ZXzH/f0lJLhLAuCzwMlAS65+Ih0pWCpYVnx9qLNnwYNAABms9nQ1Nx49egf+wRbfXZQvRzOMLNg9wHEYJSXjtQqrh468lxzgpwMQK1WXzekLVy/QbvLU87FwqiIQ5p1DCnjExjnO0IyY2ceet5ekwIAgEajqcjSZR15ecYqCLwBUD+GgWeTgS/hoaq1vOitT3bODyoAAIRCYXFh7jsXhyIycHmDHzTtRM4EBzJsBPG0eHPQAQzDcPJweUne/GWciGCRbr2PeV2PQRKAsa3mg9wd26KDCgAAlUp1RZ+iP6GQZOJUbhwsSTTSowlA9igkLSZqXdABACASib7OnJvNkhQwX/AAGa6HIAE0tF/76O2Sp9/HKQGoVKrfdHN01dJxLb6l4mFlpdCE8+AkLbEL5NL8oAMAQCwWl2fPfdUv9vmha70PfYcLJD+A6itVu6YFoFarKxdqF/0y7GVQnjobraHRmCkWwEsOZh/95uR7QQcAAE3Th/PTVvoJD4EZRj6YXh9Y0SCO/Vy2bVoAarW6OkuXc1oqT4fpXSdm89wwSCbAo9zpu/bvWx50AACIxeI9BTlrekIFERDIJiBg/eDCHqG+o3HNtAASExNtyarktUu0m7ifFGFYMDGAZJLDCGvP/rf6Z/4HJhO1Wt1gunt3vZcbO3X+zkEqweUDFTrBThsAAJI0mrMmk2mUltAHLjV/1xc28nhvsPb6f+dP46i9avmEmlkAAAAASUVORK5CYII=) 14 14, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
20%,21.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEqklEQVRYheXWa0xTdxjH8V/P6Y0i0BZaykB6ObRF7gNFZiMiGS4sOJVBdW5u8zbnbQtxiUHnq21ZzLIXDBIX3SXiNGZqMlnHFMLVzDF1MU6hCpxTwI5VpErpaSml7dmbkezFsjnTY7Ls+/qf5/958yQP8H9PAAAMTctYn6/ROe6s8ni9kCuUtgytrt5oNE7wDRACwLTXe+J8R0t18+0jCJEBcBOxW2oKt+bZb99ZtyjT7OQTIGAYRjZID/r2tmyFsVCLQCAAZohGwCHBnpX7kamlmrPMi7ZnZZqDfAAIjuPA+tjxOZEP4uFERDrjwHlJJKbK0DLyBd796p1XW3s72gcGBqppmhZGGyAAgNYLrTVNHQ1nSJaE9GEcXIQT8mIgMOvHpMuLgFOGPHU2VhSV91mWla7MzzQHogoAANtF2/mT3SdemPTdRzDGg1fYIUgS59AS1kCky4GDpuFmWOyuODCVSZnOZhoMdTqdjo0aAADsdvtiZpQ52dB+2FSpuAUV40dbUgo0ESkmBEFcDwARPxCaFuDl0t2Xrc9VvWQyGceiBgAAhqY19ChzpOdGd/mNkZ/ilYJhVLaOISCIwUmrEUlUGgbtg5gZlaC20BrKNec21axZWxc1wHwjDods7Ne7335+4Ui52t4NNyGFW5YA088RsMVTsD+lhm/Gh/D4Auxbf+D9kty8DymK8kcN8AeCmJr21AyPDO1ovfZduWywCzmtM3CuEmK8KA3u2Wk4JoNQeE2oWlo5sKRg8ZIyi+VfIf4W8GeIa+Leez3Xu7ddHehSR8SDsNJjmMsQ45g4A5yIxH36IWoLdn2yeV3tfoPB8Mhb8kiA+RiGkY86R78/erGpxBj+ASE/gZBEinBsGF0eIaT30lBbtsFW98bO1bwAAGDE4RA+9Ezt6bnS8/HZ4UZip/8uCFcEzUYjJiMcvKOCyKayPZaDb+7u4wUwX39//7auq50Nvdc+lcWHWGidc3CpROgRCVCeXPsgv6gkd+vaF8f/aQ7xuIDs7OzPKp5Ztb0453XMRAQg+uIQpJMgTZCg03VGefTc8S2PMuexAQBgNptPVS5/vl6XsRG2jREsULlhZaagiCOhjY+vazrRrOEVAACymJimZ5dW3I4VaaCbm4ZqkoWM49AfuKQ83nbmbd4BeoOBTU9L37wh/zUcNyhw62klyuP8SE4isVCeUHO6rV3MKwAASIK4km3ObtOKs6CSz0LtZhEX5tD/oDej8fSxKt4BOr0+ok5Sf1RhqsTX3nj0cwoUzQYhVwlhVml28A4AAJIgOvOy8vpSCD1SWT+Sf2QhDQF9Yx2rVtfvy+MdoNPrI8mq5C8tqWU4pVbiklYPalICUu4HJZUe5B0AAARBnFpWaLml4hZC9dsslPeDEEpJXLzzzdo1b+2K5x1AURSbkpxyeLm2Atcsc1gY40E1fCBi/GKZRGjlHQAAErH49IolpS3pogJ49CS8YQLSBBJDrpvrnghAp9eHNGrNoTXFVn+HTIEckRtF4VnMhB9kPREAABgo6peCrIL16xftDZ0jUhAb4CCSctN/9Tbqd/58JpPJZrfbN5Ei8oPLN23jCp/nEF9//bf7HUtcz+YkqkeEAAAAAElFTkSuQmCC) 14 14, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEsUlEQVRYheXVa0yTVxgH8P/bC32hUKAUClJafFsuLdjhYAJe5pANUSdeWWRxt8xsc16zxMti3OYy48RkUUGMLsGZDL/gNhfGmGEojkVrcTqQQAv0fVso5VZLQV8o9rYvIzH7oJm2JMv+n85JznnOL8+H8wD/9xAAwDBMGMuyO9lJtsAP0NFR0SfSUlMNswJgaJq0O+7drGuq017quIjpaQ9WpJa4cnOXbihbvfrnYAM4D93ulfo2vfaCvQppa2TgZbKoHThDXrz8Xc2dtvbtFrOZE1SA0+n8tXvQaCMEAHvbB5aZBj+KC91QY9Ter/ZW1F9tqus0GIOGIABg/ruZGyHx1D4/vgSMsQc2FQNFWiJGB0cw3SfEzpKPrGnJc49SckWlXKEIPAAAlmzLb/B4vMWJYTIIeUakkU60cUl02vyAn0A0K8eWdVsr87Lmn09NSbkVKAB3ZlFf3XBVHacpaLXoEp6LMEM5aEM0n4txVSp4Ig7G3ENo+6N7gX3QvuWDD7cLfqi9eCUQAOLRDW0yUQbaWHeh+YwmdlIPq5/EUtMEuPDiR6UYYSoVzCYG/GEptq3dYZDPSTz20uLF1QED/I3gOZxjL9P99NeVv5XLXu/oAXGbj6bXosERSTHhGUHffTf800Ccl0JZ0VvlBXkLj6akqBwBAcykt9dEdfV2ntJ3Xi9u7b4GkWsMmm+4kGQPoKFMC344DxaDBVGOFLySVeBUqzPfWbdi5aWAAWbC0HR8j7m3qbqhQqM0tOJeJB/xIT7EC1g0xYjhFMRjZHgYMQ80zi+2f7ZnTkxMdfLcZF/AAABgZpiQEfvoWsuAZVfN9fMLczl6JI060RKXAIFECsOEE/2WaSQiA0XZRWf37tj9fkABj0DCzVbL4dZO3eYWw2UxFWZCPtMHm0SC+ngVJu6PY8pC+j5/88iebLX6uFyheGIn/hVgJjRNU9208fK3V06r5HY9HN4QJI56MRDLRwsHEE8qsGrhhl37t+08+aRaT/XFUhRFpyvT1fvKDh8kNVsxRRDgXAuHhxFDLBOBTbDh6p9Ne9o6OmRPqvVUHXg07e3t71271XyiRldJ5rBuzOsYg/7FSPxuJ7AoqURfXX4y93H3n3nIaLXaswW5hYeKNZtACNzwzwG8PA4iKRLXbfULPjldoQ0qAAAyMzK+XL9sYzUrLUTjfDEK2SGUkg5wBR5YTF3ngw4AAKFQeLB02SaryxWLPokIA2MCRMQK0DramLV5/+70oAOUSqUtWZZ8SistgM4fgWzjKDb13wPBcyME/k+DDgAAgUBwvChveefU/Rh0xYjRxRUhVMxH25Du1fJz58igAyiKcsVJ4n5Rx+XgbkQEyJ+kWNTlhcvjCO8ytr8ddAAAhIWGHliVX2IfcfkxtXwYY4lAaIIfd6w31swKYC5FueJjpd+nJ7yAyGgPVplp5PtcgI/QvHHgY17QAQAgEon2rcsrfajj8HFzXhIcXD68YU55r+VuyKwAKIpyUnKqKiO2EKGhXmQ8mITP64YsSZk8KwAACBcKD6/JX29tZiWYdBMg+aTjgYPu/ue5Z54Fj0tPT0/OzXbdocbWWl73hPXIjarbzcF877+ZvwBb1NgxMD3lAQAAAABJRU5ErkJggg==) 14 14, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEw0lEQVRYheXVa0yTZxQH8P9bei8gUCDFIvTtW7GCilQGwsDidagJKmZe2KLOLVtM5rZkMVM/bDPLbl7mEuNlcxiZi2AU3bwNnBB0ZEtMW0axlrb0QkEKRbC0b+mVdp9MjNuyZWnJkv0/PjlPzi9PTp4D/N9DAIDZbObTtPfI8Iij1uWecAuFGTfJnJx9FEVNTgugq6ur+ertH2obDKcQJvxgj2dg8+KdnYqSCuVGZWUknoAEi8Uistqt9QfVH0C+mIIgjYfxqSGoe3pyHnsFvfo7P9+PJ4BBAJMut2soxJ4Epy8doQ4+4GcASePICPtOXm9rL44rgJRK3TwO720qWojoGCCKiiGemA0BPwl3H15KOdnc0NB06ydG3AAAULuu9tIu5VstXhYNf64HebNCWJHNh0DEgWlUlT9it+o71ZrsuAEAYNE8xa5XlrxGjzKtUEaMUI6aUcLyg5cRwImOj/LOX710xWTqk8UNQEqltoLZBftWZ22GipMKeygDPi8TC4QsJIo4aH9wo7i+6az+XHPz+lgCiGcP9PoHazpVnTdO/nYQb3YPgzsQRHtlFvrEGRhzjmEOqyq8bfWmFpmEfC9/rvxBzAEAoNVq37/Q1njA03UOqYOARpaG1CgDAzO8GB4NIhogsFRaO/T6lh0HkgWC8xRF0TEFAIDBYKjW6ruPnOj4Mn++3oVZrQG4N05Ct2IeHI4hPLZ6MFfwPJYsKBsuUpSurFpc+q/+i78EAIDZbJb39Gp/vHL7tCS9vwvOmRxUDLswKuehjZgFbhIH/Xo7avJ2YmFefsccWd6rRYWFlpgBAMBqsbDdHneNWqdpuKr5lL8u4oA7yMY9YRYyWWH86plCwJUAn9eHVbI6+84NWw8lJSZ+Q1GUPyaAJzGZTCUanXpPr1236qb5cvI2tgNC2zju5OTCUzAfJksfXNYAxCw51hRX381bVLa0pqzkb/fIPwY8BSnX6NSN7aoLOcxBDXwcAkXNfgyUcqFfJoGLduGRicbu5XudBfKC7cqyspaYAgDAZrWyfT5f+X2T7mJj66F0sc4Lq5iL2YwJsLkB3OJzEKIjyGUqXG/U7S6tqVIaYwp4EovFkmkbsG0x2YyfN6m+4G5XDSKSyMD3yjnwEWE4bBOozq5zKQqfW1u3fsMvMQc8idFoVGgN3Uc71K1LTN52vEQ7EMxk4cykGDQdQFqw8F79/iNKipL+YTATYgE4duyY4/Bnh7+jxHKZcyRQMAorMebmQAYgIiDgmJgUR2mWtL3l1uVn78bkBZ6OTqc7evbamXf8IxdR3vEQPfkitIoE8I2ww2uLXiYPvbt38On6mO95Pp+/Z8uquq8DiStxrjIXDqcIin4GGDya6XQMHn+2PuYAkiTDqSmpB2qVL9rDURFSvD6wpkLgpLChcrbVbPxw/8y4AgBAKpUOkdnkx5XkC+iqCGIh/QhbAy6A5UdiJJwZdwAAcDjsb6tKlvVGPDPQP08AG8FFApeA0dZdPi0ACUn6hWnC4+W5y/EwiY3S0AiyMIVgKDQ0LQAA4PN4TeXzK4JaFxP3GemYiDIxM5k3fQAJST6iJNThNZJNEVMCD0Qk+fq1r27ci2fPP43RYFhY33S6eMcnW6e9938/vwOEVvPzzM0bJQAAAABJRU5ErkJggg==) 14 14, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEsElEQVRYhdXVW0yTZxzH8V8P9Ai0uIoVa6BvCy2HYVY8UcBJnOeJiDplmWy66VzcxpSZaLLFbAnbsoRkhsRoXJy44KZjGSJxbgKeEZWZllOhh7cs4ttSKrTQw0tt3+6KC80uW7J9L588yf9z8c/zAP+lbDYbe9huZ8/mTBYAkDZSNDk1VT9CjZRPeCYgkUhuqAj1gdzsbOesAIxG46+X21sqzgydAIsfBk1FUZZVNagvLC3YtWlTIJ4Ajp0kBSMOquGbrmNsQqdAsiwZXmYMvVaDzO1NHLd2PrgXTwA7CoTp6aCL5nohssvAuf4SmHEOuJIIkqf9nze1XtbHFUAQRFgsFFcvFayCf5xGCksKdWgRhAIReqbapA1XfrnwWcO5uC0mGwBKV5Y27V39QYs0SQrPgjEsVIxjfZoYSXI+Bt1dijmhoPGewaiIGwAAVOmq6p3FlT43+zFWgETxKAk9NwhhSgSnrtfmNbY0XTBbrKlxAxCEclij0h6tSH873MVOARlNxaQvAbmyBIjTeLjZf1V/vvni0B/XO9bEEsB68cBsNpfdun/z0knjtzjwyAGeYxptxWmwpErhcXmhk2zwVL3+xjmlQlGrUqtdMQcAgNFo/Pr8tcYj0z2NkDwGDFlzkMxmgUwMwk2FkRASYod+9+D2DZurtZqsP2MOAACTybTOMGA4/d2trxSFBgYLbwcwuiMEc5EWlOMJPNYQVqvKka/J61i5TL9Fo9VOxhQAABaLRf/AeP+339tPpi6gbHAp+FjsncIwIcJDRo4om4HT4sbekhpfrlrTQqRnHNBoNJ6YAQCAJMlE97h7352/btcZbPVYG6Awyk3Co7npELKC6H76DM/cDCI0B5WF73duXbOxTiQUNiuVGUxMADMNDAxUdBruHjY/7lt+w9mK/cwoxOM+NC/IBCtbA8ugBZMkB/kyHUpeWfH9x+/t2xtTwEwmk2lPx4P2ekPPWVGii0KQx0V2ewjm5QKMLFVh1O0E/TcfH208ZFVnqCpf1Rd2xxQAAHb7sOzphHtbd9/D47dv1PFkvWLYNSxk8mjQQhp3wEEkEEWOuMR1cE91SaFOZ44pYCar1ZrTY+7dPWQ3fXLXdJq7s5NCQC5Aa0k2/JEgHKQHZap36Bzty6uqtm7rjDlgpgHTQHmXseuLLsPVfCfTje1TDvjlfJz1z0fAPw1FZHHf8ZrawszMTF9cAABgs9kErjHX5R/bz7yW4m9FyM8Bn82HiQeYKSG2LHqr7ctPj6yOG2Cm/v7++obWsx8GnD+j6CaFvpz5uJaWBJ8jivW6d5fUHTz83FLG/J8XiUQHK9e+eYIt3YxzRelwOuahwBQFVzSNSdeTn168H3OAUqkMS5IlNZtXlHdzuAQSwz5wOSEIpDzcdTartx3anxdXAAAQBEGnKzKOrcstx/0lEeQFn2L3xCi4PICmgxlxBwCAOlN9ZdmiZVdTw1kYzEvCkDARXAEHdtej/FkBAIBUIvlhpXYV7AIedBiDmnkGgSCVnjVAQkLCRV12AUV5xTBiLiYYDnjR4HOvYlwBGUol5PPkR3cV7GOsXBnjDYva7jV2tsZz5r9Gknb5pSst6lkf/L/oH5PB61TUsl0NAAAAAElFTkSuQmCC) 14 14, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEzklEQVRYhe3WW0yTZxzH8V9rW0rbFyylhSKCra2VrZSDrSVKERZ14GFqiMcEZzadGoyJc9O4Xexi88LpsiVz04V0Hhd1RKjOmGmEbSKiiAQqFNG+beVQ2lIKtqW09LSLpWbLtsSL1t3se/O+yfO8+X9u3jwP8B9Hib2QJEkNBoNbPF7vmkAgEEpNTa3Pl8sbXpnkUU/PUe1ZbbRie1l0zqZZ0Q27N0S/1tYdSfRcCgCYTGaO0fR09IPGPczsYj58/kmY+kzgOvKwULlWVXfgUEeiANQ/HlHxqGuU6WHZMTUQgavDByqNBgejF/3GRxsTNfxPADzJFAgdzGkuZk2IIBrPA/tZGihUIA2RPdqGy6UJBYjFYn+2MHvnbsX7/m5fJxhzaBBKsiAQZOBpuI158tqPBxMKAACZbJ5OU6y5KOcpEGB3ozqgx0beJJIIGpghd+UPusa1CQUAAIdDNJbllUcYCCOF7UOOeRxMShRjMww07ZVzp7Z+cSwloQCpVHJVs6BsR3HmdpwPZKEpWQh1OAK+gI4hf+fM1zjJVx7o9ZyEAQCAzWKfXVxUOuCmcJFvm4SqfgQakw8MAtA2fV5+4ZruG7PZ8rfv4gYQiUUhIV+4ead6n/seVwC9Mh09qVyIUtjgZNPR/rh160+3brQYDAZBPACUf1sgSbL4TnvLg+Odh6lLGgjkWu1oeZsBczITz21evLPkYFfl4vJDhfnynxMCAAC9Xn+4vunSR+NtZ8D3hmAVsxFJm4EOTxiewShUmRpUV63fVyibf1oikUzEHQAA/f39K9o62658+/Az2h7nMBhJATRkzIM7lQereQQ500pUKBa5ChRFNUvLllyPOwAA+vr63mtub/ryYe93LMLvApNGhZDhR1OUwFRyBmxWG9TclZFl6ooumXjuzqLCwpc+O14KAAAWs2WmfdRe/5Xu2FJF5DZm9zxH81wh2EQ6DNMTsI+FEQ6GUcKv8r27ftv3Gbz0o1KpZCBuAAAgSZLmcDo+bTfc33LHcCsnx9qFzAtJeFbJgHO1CCNOK5yWcVDcPFTlV9nWLF+9rrSk5F7cALFMJlO6edB85nprY+VwRyvVJfBjVesY6LlBXFZLwSSYsPQOoFxQDeXrxTr5PFm1UqmMxA0Qy2g0iodGhupO3Tj5hoRsRpBChTeDCX7KNG76WQiCgGvQg9o3P766dJGmViaVDMUVAAAWswVuj7vSPGT65FzL6RIVsxV8uw+/8bLBZnHwYOw5XKYwls1f+zjIE+Zr9x8IxRUQy2wyc2xO2179k+7a8x11WevcA8jqHsP1UikGBQTspBPbVPtvLtNUVBfJ5d64A2IZjaTc8LT3xC/3dKWO4WYkP+OCHQjirsIHtysCWVrFh1ePnzoW2x+3QyWWRDK3J3++omLTql0XidzloNI9iHKmoEiig59Dhy/o+MsVL+4AABCJ5oTUqoWbd79Ve81XoAJLFMDyvn4sCE5h2NOvXLl3x6KEAmIRBFGzY8Uuy30IcFsxG5xoFKz0CKyOnhd3ioQCxGLxRFZm1v41BTWYoFDBCoeAUBTR0NSLPQkFAACNRtctVKg77VO5mJyegaRwsrcgb3F7bD3uf8E/RZJkdh9pOHLp17ppcnyo7u6JzruvYu7/vVS/A5BL55tHZ+1MAAAAAElFTkSuQmCC) 14 14, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEu0lEQVRYhe3WX0xTVwDH8d/tvf0LpaVSbEFFey9/VplAEd0cNKiRgLqNzamgEbMlWzadc9EZl5jFhz0syyKJ0Wxuxs3NP0UnTrEuc8qUCeiw/JFUoC33QmuRMhm0VIqUtuyJzLhMN+192/ftJOee88lJzskl8FAOh2O+z+fbOezzZpIkWa/RaD/RZ2RwD8+LVsRDm2dzPdyNg+e/oq57LyIyJsWajIpAnmHR8+tLX2nnA0A9OBgdHd1R03iWsiU0Ib9wEVpbmnHSeUDW4XF/CqCED4DgwUE4HE5i/Q4IQzLcu0JgrDcCSknAOeIq/NZco+IdIJVKa+eqn4ViTA3lsArpAzmQTigxGuAkN1st1abay4J/WigqALFYXPlyfqklZkIOt8wJuSEGcgUFdVoMzrdXF35xoWY+rwCapgPJ2uQ31y4shy/WA8NEE97FAHLlIRCSEeTGK1bzCgAAAmhnZqc2ajEbVHwY0sFRaIbGQQgINFl/3bZjb2UmrwAdTUc0idPXblq6NXCyTwmTSocBSDAjWQKvhBX8dqt5I68AAJij07m1iUn1yXId0nwTWHLuNl5qGoSAIqChqLeOnz2TwSsAABQKxc7yBRWDXaQcvbQKbYnxEMYKYb1/JW5/TdUW3gEMw7RlZWQdnZlQCHN2PCJ9ahTbxyGRU1AguO7YmR+iciMeea8lEvGh/HkFAUlgElmu20ix+iEKT8IZblZ+fvrwHra7+6nfhUcuQDOMNTfTsGHlvHdwaoUYrUVxWCwLIUEjxL1Qv7H2euMRXgEAQFLCmlx9LkeIpyFT7Ee2x4UsYhxQDmKfuXLdoVPfb+vt6Xnik3jshzStCyVpk1Z8sGSX64ooE79oZkEaImCYTgDxPhw/990e8+XafbwBAIBhmC59qn5roX41higShqE+vMAOIE4Vg+GELlTVmTZ9U2XqvGaxMP8VQDx+yl9ZrdZttU2Xdt9oORgnG/MjxT0BR4oEbRSFcX8QRbp17jXLS6u0avVunU4XiDoAAGw2W9mFhp9MN69WItkci+58MSI5JFxjI/jDNYGYkAplxor6lUuWfQmB4Kg+PT26AADo7Owsbre376muP6GfdrcFi368i97lcrQsyMSdO33ws8A8VR6MeYvNRfkF2xmGsUcVAAAsyyp73c6z5+qOG2W2i/AkAIbQPfRrJWgTpcI/NoLBrgBey16PdDr9wHPZuVtohg5FDTCVw+FY0OG4VX3s6mczjOhE/30xQqQcEQTRQMohFIkwwk1ic8n7HjplzubFBQWnowoAAI7jlO5+d4Wr3/XR1417E8pdXQj3kfh5aSpE45OwBYcR9EUwg8wKlK3YsPD1V1dZowqYimW5JDtn28L1Od440Xo4MedaGAp7BNZNJCJqGXpYD5aqVnvTnsmZ+3Z52Z2oA6biWFZ3q7vj4/aOG6V1ncdkLw55oRL5cXhWCjzeEMQ+ervFdKmSN8BUdrt9ZUNrwz5Lq2m2MNgB7WQEDaQEvw/MtF8/UpcO/MuX8ElLS0szG+cbc1aVfGgZiV2IUWoS2kAIEWkgdmoOrwAAoGnaO2eWbtnGovcsrDAPwTABMSGo4nvfv+VyOqnmlubiXft3Rv3X/v+eqj8BdGvPCF9AdjsAAAAASUVORK5CYII=) 14 14, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEvklEQVRYhe3XfUwbdRzH8U+f6LV0pUBbHipQSillMChjMCi4CUMEXHQsUVkQMTFzRjeN+2PqlvkQsyyLYZrBonO6LTMyQdgYgjqdRBFmeRAIlFEKo4WtbC1rVxiFa9cH/5ouGIcLPf/y/d8vd7nvK3e5++VoWJJer19nu2WrNk2bslzuO9NicXhVRFjE4dXKhKWn+iXmvQvDhCHSMGn4sebcEYGW1gUnSUaK7fKqrbnlIgBvUQGg37sgneQWzeBvgkFeB1JykhEcI4BZNIpT7XU7S97dK6AcAICYJWdBpzHBG5DA2rYAOp2BWZ+ely0Kf5VyAMEmWlLjUr2MBQKuaSfSg9TgO8JAEAx819nw3v6j1fmUAmJlsfrURNX25+Q7vIOsHtAULigjPJDKBJjjTeEbzcVKSgEAkJSUdGJT5qZLkTwJohlabLWM4Wn2TTDZdMRwuFtONTUpKQUAgCBIcHCrqsx91U3DnJCP+SkG6HQa9M5O/smW+oOUAxQKxbfqtNyPwgOKcdwThltuNgrdLvCEAZgjr+f3a4cDKAUAAJfLaU1TrMUqrxdrBm8gsd4O6ewdzDuu8r9obvzYXwDa/Q4ODQ1VnTj/2W7r+FkwfWzoRAwsej1wmSPJxJTNooY39syvFPCPdwAAAgMDP8xUrsdwGAe+ayHYXOtFisONO67rRBqfe2Clw5cFyGSya0p54mkVkYNQ/jRWhVrh9QGE2IO6X758ufzQoXBKAQAQHBS8ozyvwtYWEYiufAFUIKEK9cEVYGLGMnyNn7a0LnuNFQGksVJSLBTX5j70KCSEExK3BfGLC2Dzmajv/UR99YpuL6UAAOAF8l4vL6g4a2bk4SuxFAseFjYKveCI6OjXat4/fPzYbkoB0lipWxgifKdwbYlrwUdDMmlBxuXrCOKwYOL2oaWr9VDzhQtHdaP6B34c930Nl6Yf1W/u6Pv1ZNOlw8Jw8jaibngwEsXGwKIPdAcPLxa91lCUu+EDhULRTQkAAHQjup2NbQ3VJs0xhJwPxkQhHVYVAzOzc3BN8rApocBVmFe8SxkTUxsXF7fsd+KBAQCgHdaWdQ92VZ3sqInMmrEhuXcGmhIhjNHRME1OI86bhQ0paosqNa00T51zye8AABgbG1NrBjTn2n+uEUvNE5iWcCHhetHLYsEOEWbMFjwsLMX6NRlauSzuqZzMTJ1fAQBgNBj5FqtlX3N7055F+2mobt1ED08MJj8Cl2/bYLEzQC4solC6bf6x3ILmqKjoV5ITFHa/Ae42NDRU1jvcUzlwpbfIaW3BI51TGJOFY0SdApPZBIvJAa+Dhfz4J7/fVbG9dLUygfQrAACMBgNsdvub7f1tlSZdv1I714X4r0NBJFox+kwUbHYr7ONubEt/oTs5IzfniexMt18Bf0GMsNltB9p6Lr40pfkp5FrAGIrHb+J2IhtniFA4ZpxQhT5eWltV00QJ4G6TRiNhnrFUn+9ofB4TjUw3YxFcJhM/eJggb0g0v59pzwaW/Jj4sxiplASwfXx8/POB4XV1rT010XLHCOI9HGh5zj930RXtZP8muVyuSV+TnvFswdu9o5ws0EiAw/CdpXru3zIajMy+/r6i/Uf2rfvPh//f/foD/vHWiWCZ4NkAAAAASUVORK5CYII=) 14 14, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEwElEQVRYhe3Wa0xTZxzH8d85bTm0WNq1UKBI6WlPC9UWmGPgzETFWzTEqcuczsucTpfFS7I4lyw6jXFZTJwxZM64uI1o5jWbNxzquAQ0VDYYkE7rsT20FAUi0ostl9KWsldkanZxpt2rfd/9kyfP88n/1UPgqWw2W6Hb7T7FciwTDAYhl6VcMugN600mY//TZ2MR8fjgdDgSe3p7XeU/HFTYhG0IRUbgdQxhae6GpuKS+dPXzC2NxBrAf3wYjUZLbttvKZp5NZikM6K//yGGwgGct56aag0GZgKoiTWAfHwgCIIfioYBAkjnGIQvJmEswMOY0IN8UXLFdbNZHWvAExvgkWSNkZncJ25LUzwaGIA2kwEV5cGb3IurzpMTu854DgJYEkvAExtQ03QoM2Pigp2z9/Z0j7kwpHmEKXIvSpQJEKUm4O5Dtqy20TwhbgAA0Ol0rfmG/P0LcsswSnCYHuIwy+eCThDB8PB9flPLzfNxBQBAgkBwZHbR7BZhOBcWSQZcA3I8iAogoUkcNx8vnbNrpzGuAFqjCWamZ7658pW1qHokgmeUwgprH14KRUBQXtKUwF8UVwAAqGnaoVbRV9VULsTBMBIbopB1jYIgCfzGNe/dVn6QiSsAAGQvyDZsLN3kuSCS4NyadLBpEmQoKPSQt8gW669lcQdoNJr7GYqMJpVUD5GfQkEFgYU/e0DwCCgpasexykplXAEAkCxO/mDVq2v7AyI+yPl94DRJoCQCtPurU45Wnl0ed4CW0dr0av33mWkvo8UkxhS/D8soPygxHypK8Mnh06c1cQUAgFAoLJ9bOG8IYT546iiSfGHwBSTaB2qlNeaaPXEHMAzD5hsK3i+h38ERMg29CUIsSRqEVM7HQ1/XqsPHKg7EFQAAJEmeLcov7pwwJoeKPwC61YNUgkBA2oFvq49vrm6o3/w8AOKfj/xRR0eHkuXYxs8rd6mzRt3Qd47grkqIlmAU6cjBu4s37p6aV7BPq9WGnvXOZ94AAGi12h5GzRwoy1sBaiiKkRY5In0SyNVieKUcTlSd3HOp5lptu8WieNY7/9UGxrNarUsbWxsrvrq5P3nevWEw97y4NiMV3UkS9Lt8WF20NVign3TIZDBsV2Vnxx4AACzLbrzSWPWl03yIn+UNwKURg5LycMM7htAACfgmYMtr21gdrTmgViq//ivIcwMAwNHRYXTec57ff/kzZqGwHSkePy6n6YBkGe64HmCwJ4KsxBxsWPzeBQOj+yLfZKqLKQAAHA6HkuvkPm6z/bLsOntWMWPwAbLsblS9SGNkshbcHQ5+J4nCjOLovOkL3l63/K3vYgoYj+O4wvY77RXNrVXG4dv16EugkGoWwz3LjUixHtxdDjmRadE5RXN2r1+5+tOYA8az2+zGNmvrj1fqjqlErA2h7DDyPIOwMEloDSYCHmlk0+IPJ697/Q1bXAAA4OrsTPAH/DMtNsuJ2qZDKSa3Hd0yIUaEItT3hyEL5Z1s+ObiSuCpX3GsylarQwB+cjqdOn12zvba5uqPwt1H+ZluD7ITJege6pk4fjYugPFomvYB2GG32ystrP7MuYZyVaq/C/5EQX083/3TnA6HtO5G3aKt+7ZM+88f/7+/63cx7849zwT1XAAAAABJRU5ErkJggg==) 14 14, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEw0lEQVRYhe3Xe0xTVxwH8G9bbltuC31goS2l4fa2lZdoYLhNnQvqXIbithAdqDGiIdvYlsxtRo0x2YJG9wcOtyW6zegkLtlUXDJB00wRphvqeChQHm1tC1iE0kJfSCl97C8Xg0tkpN1f+/73Ozn3nE9+N+eeXAZmxWAwPOd0Ouo6e7uUXp8XEomsPUubsaUgP79v9txohPFkYTabuaOjo/1fXqhR9pFtACOCkft2rJaUGUS5+Yu/2vG2P9oA5qz6BeOAUdkS0UGSJgYpIMGVM3HNdlGriKDaarWyow2Im1W7IpEwwIxAatXCemcQIYUNDHIa53/9vpI1E5QDeDOaAMbsgZZbLV17fvw4RzSTBO4ED3bSBp90DKHpEAKDfGTnvJ7/04FP26MFmP0KkLwgeeO+dQe62SQbEwo7cgQ2bGY4kckPIRQ/DhXBOn3jzp+JMQPQarovQ51R8F7xB9bJgAuU0Av5wzEsmvQhjstE3b2TuUd/OFkVMwAAUBTlT5UpyitXfGS/6lTgD4ECJj+JRWICPDkBi9O09dv6hn98NioAANBo1E0FuUv3rVRvQicRj8Lbw1j/swXUZBD+qYfiYVPv8ZgCAIDFYtW+lL+yVRzORG+6GD1yGZwkAW5aAOdund9RfPCgNKYAmqaDshRZWdmybbgk5eFeqgTP3yCweDqIEGskrkCY8EZMAQCgUqlMVBpVr43PhdbtgEo/DulYACwCaG5vrC6p/oIfUwAAiESisvLCCs81KQFdBYmpNAJpCjZswQ4y0TO6IeYAlUrlk0qkv1HCTGQxA1huG8ArITcYDGDG6zpcder0vD/Rcz5KAoGgYvvKnSN3ggnooFJxN8QDT8ZFq12ntD4wz7sLcwbQND2SrqBuJvGyMUZwUOSwoSTiBosbxrTbeezImVphTAEAwOfz929cVjoy4U+EnUjAuIMAR8RGm6Ne7nE+3BNzAE3ThixN9ueZyUX4JUEEqX4G6zv9YPPj8HtH496qr4+VxhQAABwO5+yqpav7BGElnCwe7oflIBPZcItNMAz2n6mrv/SvEE9dx3OJxWxO1vf3GA9c2ZX42qAf6qEJ6FYsQJcXSGPkBvbu3HtImZJykKbp8LPWmteFQqlUdjWl3r0t992AV0zAmR4PIYeFhRQXNmYne3fNJ59dbm5sMBgMec9aa14deByTybT2est13Tn9EZRPDeIRj4uz8QvxaMqHaSuJl+k1wTXLC6syac0JjUZtjzoAAPR6/dabd28c6uy5oJz2G5E37MVQEolWqRLj4w5I3BlYtaTQR6s0b5WsW3856gAAsJjNcqPF2Fx7tVqdp2/DEJ8HJ5kMH9uLcaEAHq8LWtaL/i1Fm48Wr311f9QBAGC1WONc7onSjr6735xrqiYX6+Iwle1BuGABxmZc6B6dAdMrQmXxh7ve2bKtJuqAxzGZTFndhq5yi838/uWeE9ztAwNwSBNwXZGOBxMeCB1aH4eblNpwvNYTE8DjGI3GvI7ejt33h/SlbUO12DA1DB1bhq5JJkT+JSXNpy5eBJ7+L4haNBpNO4Cy/v7+7zSGnMMNrXVLaVsjzGx+mMcO/X0iYtaBJ2O1WJkuj2uT7rauoKlHd+lKTWPTf7Hv/5lT/gJBSdK9MEFlGgAAAABJRU5ErkJggg==) 14 14, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
}
div.testarea{
animation:rwdcur106338 2.6666666666667s linear infinite forwards;
}
