@keyframes rwdcur72887 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE20lEQVRYhe2WXWyTZRTHfw+MUhFNhAtMNHwIN7IynIq6xIAyxQvNvIIFzJxmMpF9dFvbrWM6DbIPt65sg80luhAEMXJjMlAGc8jXxvhqWYQEExAki5IJCSE4ulJ6vHj7tn3XriteeKPn5s3zPuc5//855znnOfBfF2VYXZwi+O4yzQ8P+MDsB7MPHvSDyQfTQmuzvu+DqX6YZYZHUqDMPsbefRM4h/xTcLMfTH4w3wXTKKxyJUfGoDTNgyQD/m0ZqsZ2WOZ557Dm4FwF0JF9XqYvSMU0CuZ7YLqjkXmpMzGRSdGLicALmm8y+48eAKqalikdHGBkxginZ3axyoXSwU1+8GQjSUfgsUNIPPAD78V6YW3YI893L2LNwbnK+vEeWXB1NkXbFiuAtnfOSsroFJYEUzEFwTwKC7qSSMn8biStC3l2N7J0J7LiS2Rv6g2DB99k/hbXo1rnEQGwOXoM+xezkKEVyPDy+JEwpCCe52+cn6nqHX3itGmGV/fOUR+VHxKAHa9eFoCmwpNyfeqIZmRyEHvlj2GwC5duYAqA+c6E/kO051ntEcbWmj0J86hLY8mANFiPa5Go3Sf1jj4BuJWB+JYgkq4S24kG35rr1QyV7xeA0qp9YePuD04JQGu+RwDacgcNhu0VBwTAXh6JhKQrCT4Vm4aU6EV0qRVuT1eOil6RSYLLelzsNRkKoGXtGbF+/owCCIbOFWxfbLhgs0YfBsDV8Er4v4gQmCiOWe1IthspqvvOoFrnOGpYu9efjDHlLtb+teSfNuztWn5Fi6StR3yLkZG0BGWZ7UZya5HWfI+05Q5KvaNPyqq7DQc2F2jhr6s8qu1v+iG8rxNrff+MAFRXHDacHUlDbicikFuL5H+iKZRu+l4AXIUDAtCeM5gwgDXOY+PuF3/aJQC305Cbi4wEDGWo93aAzR++rgDsW19QAOt3RPJsq+qJvUwB7duyziNb8rQLvOO1SwKQcWQRAAGJ3Ju4BPSHBeDrl7Ua13O4Jc8revgf/euhGC//nK71AWvH06qoM10B5OyfrwBW98wLX9pgoji6XUh7rRaikoaucVU3hrreeNL2rhYBd8EJAbBu1PrIdQsybEmQAv1JBWguz1IA1Y6fNGOhC9ZUeFKq65cqgLKN3dJQNiA1lVqVNK/TKqBgmxaBoVk3qKs4KvMvP07rWq8EiU1BjOysQnbbNZZ6GnTRc6unIlpcY0qzsWTAsB62INcsyFBq4teR3XakqzRWqanoRNyDejeMJghQX35MKssPisPRKwA6+NXUBCmAyDChy4aQgd9n3DTotb99VgDU3cmAlqKiznTVXHhabM794mx4Ufkn3aOxMVN1vDUoegUkvIS6HMpD+nMIN5yS2r0C8FlxvzSW9iX1MEU3KN3zKwuRXxdOkAKA/hzEk42cWxlRLnXuMxxsCt0Dvdb1SAE4HL2izwdjwS8+mQQBgHMrEX2Y0P/ZnFoDcpX0xzWya5lxWIkHfmEMgYRj0tAKRB8mTAEwn9L02/O88ssTV2mpelN9lXlZPJk/07whK2zrmgVDzvVvIPRdeCGCO+GcditDIzE1oMJPasdzXoq/SI85O2xBgkRabjzwIGC5HwKgDRM6eLThGKAkwINAWhSBlFi4WFFeiYzfaeN4mSR4UmX4v/yb8jc+a9y9qkZFqAAAAABJRU5ErkJggg==) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEfklEQVRYhe2WXWwUVRTHf9OSdS0t1SYaXtQXQwQMD1qgMSTV9EFiguHDFCMmChSRfu/SLTbahCAhmEgDaBtMMHx0W2iL/dhS2kqBUst2t1u30rRSY0NEeCiNgVpJ3ZR2jw/Tme3uTncXffBBTzLJ3HP/5/z/c+695w78100JGv00IjychKlx8N2HqQnwjcPUffBNzPrHYeoP8N0D3+8qxjxBvGmSGWtIvkcWMDggf5c82QwLTbDIDEkmcGXGJiYY5O2SmMitHsPky+1IkgkWmiHZBElmOPVqZCFxQaNo5NntClaPcjLfIbfSPxEt7NZrpVJtaZGhd1FcmSgaeaIJSrxIGOu8FeisFEPyrHOKO6dGFo3dZWldfsQv+nHjYZl8+ilSj21RSrzI4yZINkPB88aVCKlAOHnN0FYAVpdvVpbW5Su11gsC8PO6z/Qv094rLc2yrL5QST22RQFYXdlKshmeMEPdWORKqObYJ9QWCfYs4fhbUmW9IKNpqXrgJVtH1CRXbJd1zOgrq6TS0ix1Y0jHRCwC5pBT8boecGNTmZTnNwrAD+9/PW+i/u0nBeBwXpMMrz+k4zomEKcPGRAliog55J6ddh18MO8bw0BXbo30Zp8xnPuy0KH7PbuqZEAUue6PVgXty8tWytDmowJwydYeFuTOq43J11msLtlg5hG57ke8U9EEzJJrwzPWNoFAaQG6PmoVAKe1Qb6zOcRZfF6u2ZoE4JrlnI7r33pCAOyWFt3X50M8k5FElK0UDiwRe0GzIajvwyoB+H7H6bB5fW5npWFstaVFPJOI+0EkAQeWCHsX601mZO2nYWBXYb26NMWB3X51j7pM3UWNYfiRNw4KwO30UnE/QJzjkQTsXSwcTDDecLPETmuDPl+5/YSc3lauj7uL1cpp2FBzjiPd94IFLAhCaLeaQfAC358AxPkD8XFxfiAxgJmeBiD+4ZQRP36/+sxr8WVISgVyO700rNtp1puvHsnztothS9BTUDfvEtxKT5eu35CrkTpiSgXyzHHEPttuQ60v+6wAeD8I32jaxnTvshvG2i0tcnUMuTIa5SgutyNptSrojKU1jNBlVY9cz+5GcVkbxGVtkJ4CtSo9lsAm7N+hxlTP5tDIO+5EEZBWi2Q4kBsb1FZ6sSi8/xtVwL2rOsynnZThNz/Xyb/9NYqADAeysQ1x5wWainYPhJort0Y8OWcN576a00t6c8/q5O2/xHApvdeJ5DgDwMG3y+XorAhv1sl5E2iV+aKgSW/lAHPJW2/GICDHiZR4kX2DyNiql+Zcx61RgzuL2wLXcVqqhJK3jMRyLQP7BpEjI8ipkE2jnZCba/frfu29qqAlCGtE7hgOzhfx9+rUHSTBBE+aIcEEKe+U8UK9Ncov2SG5W7GbmWm16Yg/0IA03/plAd6ov84dE6qIxMcURISZabhuayaj382zXfsVgDtr1sjll/fw3MfrgoiMyMUPG158BAEAA6KIRj43sTY28s1H7vfDphUB3gWRiDVboYge4JlE/gl5xLvgf/s37C96lDD/dOh96QAAAABJRU5ErkJggg==) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEnElEQVRYhe2Wf2xTVRTHP29s3QPGpn/uH40R/yAhxMhfmsVEyIIKBpRMVARCcLq2w4R17Toy3USYk2UjKhnKpiBsIXRCcNFkA7q1+6VOJ0NilGw6xCWaRWHANps6evzj7b31tX3toon/6Ema13vuPef7Peeec++F/7ooplHjiEAIMsKwIATpYUgLQWYYwjchfB1Cv0P4hvYNXYPwBKiTYJuCkmHFAsdS0s3DfwCuTkJTjqBOodpmCD3NvMikmUbzBK8Zfgx2f6L0hnbwzdgKLXLHL4oOvlCFu9qRZQEkFQEzy+P9khTccSAuqk5Pq6zaX2Do99pPyuH1m1iswiIbZKkQfMA6G+YMWIB/O/SdAf6F3S4XnVsE4JyrVXJudQLgdzfLZft6qTi0Sbn6KMpxXxFZKmTaYONI6kxocrJdONMm+JqF5neEpirDcMi5NaGTLndznL7LfczQbRxBto8h9vHEJMwZiE37C1UKwKGdp+RG1uPGsmH7WsPZI7XPKwBXnKsMXVpaGh2u0wJwaimKaoMcNVX0gCnyhl0CGI4ARu35pigCnhPSW/KeSXfJ8az43a0C0Og8JQDem0hVCKkVJcVWxICfL22RYNkRaS/5yDD80um0dNLjbooheEwuOLcLQK0osj+SqhZ08Hrzfl8s3hxn2Ot539D1lH8YNx+brf0R5I1wKgJR4MPOJ0yLez0fGONB+0txjgaKXjR0A8UHTPN61qpDyL7pZCTqtwrV6wQg4DkpAKM78xM66/bOVXqvV8vAV44i01q9WIfsWlD7ppG9k8kIVK8TqvIsFwTLmk3gfrdPur0tAtBVpn2jMxUreyeRPRPJCFTlCTX3S4erVQYdhYbz/pffijOKzoBOLBFZjaj2f88E8to1MwHzOTB7saypK1CuL1rDwzWbFYA/MnPjuN6WBdaBALbwDQACnhbJnuzjbKlPJAISSWZVf5/QkGuZoj53o2jRHdfqxHtCumZ7vtt7dHYuPhu6VP2GVFqciJo05ApNOQJwabb1Yrvha6dW7T1RQPp2DDoKTWv101EnVTmOvPprqlZsThfVh3we00rRrRULBDDgcBi6vl2HTPPfO58SHbxiLAUB1Yfc2WZe9FPx6gRF2GLoPnM1xs1fcm4y6XTw3VeTFSGwUIUlNt3JFukrOyJ3H/Qb97l+AuoFCvBgXaEC5mP654xnCJYdEb9bq5fIDERSFuGsLAsgK/s1pgftrbP3wscSG1Wf63Bc5NG3YoerTQD0yMuvIN4fzRlI+FJZ2Y/oj4mzy1E6XK2yOGOavJptCsBo0Wq5512/yfYHx1q5t+FTBbSOGJ6+gx1vb1AqxhA9cv335tI53LgtABh8CCXTBktU2D6GrKkrUP68nWHM6+Cdnrk60MEBsm8FLMEjM2ashARAizxbBdWm3efB158D4LLzSTlfqgFnTwXxu30CcMGxTQYc9QJw+pWjWIHH1kDKp7P3JqLaYHGmgohwewbKbZrdOdcZya/bYPioHEd0ICtwiUDd8jnceb3da0URHdzKabQuGbhEoH7FHG56MmBd3IoYBvum56L8O+DzasP/5d+UvwCp+wjrFmg30AAAAABJRU5ErkJggg==) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEt0lEQVRYhe2Wa2xUVRDHf6ddthtAEEk0Af3EIyY1gsYEbEwkUZREk1YQKAGVl4Ftaffu3u22xZJgggItKRQBMZbKyw+A8tIY5GVBKC3YIo82IIUYUwyBAiUpuGnWHT/cvXd7d7e7iyZ+0fly7zlnzvz/M2fOzIH/uijbaFW7QBD69YAj8s0IQlYPqCDQDcHb0HMPgp2R/y5w3QfnffCdU4lh+haHffgPwF3dUDtMrPG0UFpkMmyjNMFPdGTD4l2KpYfUqVszDc8LrioT3OEKMeQAMrweeTgCqcALlil8G5XKjAbuscyD0f2z7immhdQjTujvgv5OGNuSnER8BBKAH740zAAHvli0Wx7nO2vL7dCI6H95tuzz7JW7k1DXJ6AGuCDLCa+0903CTiCR5/NL1KurZqq7H4wSgDnrJqvfM3KtLU9ktlr/Q5e3qtyaPAVw0lsjPz+PGuiCQS7Iv5mYhJ1AAnBzachHV9QZnztiJJpfI6q+VwAN/vVSH9hsgQx1HAPgyEhUlhMGu9KJQMyZN/jWSpueZxl1qm4AXl45T7V45wrAOd97AuD88wITKmerA76v5FLJZHm6arfFcrALXE4oF5UiKbfXCbVVwoYKm+LlwBRr3FoyPWVm95auitECBnhZOP4Y7BHoddX2efZayldD0y2V7Kod6oyvUJq9C6z1Js0dZ/i8b5Y0aovk0WW/KAARIRxKRXdDhVC9UMDIaID6QG1Sj08EPo1bj43SlsKvBaAkiPgf2KMQE4FIhcPIaICMDKHZF++hKS9VupVBdJsANHmKJLtqhwI4Vlorx8vqZPyArfxQWicSBgknc+fjqcLSiX2CnfYW2NYO6bskNgLn9dkC0KwviLOjdyPermSFaelEYUWOXNZzpclTJFdLXjcyXX/H2tSoaQLwY+ln1tzRwJdpJaa3C9HuJCOwIkeoHpOWseNldZZefdkWAaMWmHNnffME4Ir/DWnUauSSnifaHcTTmYxA9Rhhw4g4hbPe9wXgJ+9C21qjpsmRku22uVid3uLpRIpjKqK9Hbu6wfkHx0o3yTB2c13yAeG5yncVQEiMcnbQv0NeWzVdjV+zJq7lvrB6ozKJ9IiTnDVrLZ3USQiwfbCw0yFbPXtsTNsCb8d5dlJfl/S4jkZK8+3ybCm+iRTdQAo7UrXonQ5x7I8qNXkK5YI+I25T7xvRrM2R01qxTeewP5qYe7X9FnjBbykIOPYjQw4YSl2LRz5U2W3zT7P023R7xExw96+pHykMr0dGNdgVW/WpctC/UwDOaMYdP6vPEYAWfb6le9GX34tEnhz3r5fe4O5raRAY1YCMbUHGXTSULwdyo1cuUCenvJ44I/WBz41K6C3q03P3NWRhe7JSHJErOUYPH+iCtzqQW0yy1iZUzlUvrq5RAGahAgjTD4Bxqz9R5tEVdhAtv5FvbENKSACg6RnUoMiTaluFG08Q+Ub7VswmBdAZGm3pPxXexeYio+ksKW7vEzz2GvZJAGDPkyjzMdE/S3Gy+k1Wfhh9gg3K7LD+OzLzaVkyhaIbiAmUCDyWQFpv93JRYvZz00is0URzicAlDJuejeI6kuBaslyJtcH/wAjt3wVPXQn/l39Z/gKeMMyrM7kQlAAAAABJRU5ErkJggg==) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE9UlEQVRYhe2WW2xUVRSGv13a6RSkUsEGQxMivNACBQS18cGYEIiEBIEYEJGASqWXQC8zhQomIsHSO704LVhCSoIYIQFDIGkpjdxsubRcbElqRDAgwVRaS62d6bSZ5cP0nJnTmemMvPig62X2XrP2/v+91l7/PvBfN2WYLbsjhDkg0gkmB5icEOGAKCeMcYB5eB4x/L+zC5zdYLaDyQ7Z36gAOCESWN4uTw1utrv9ZgeY+mFVS0hkwgyzUMGt2erm+Eec/uNVyK1Vx35ewnf3FnrAzU6omy6cmyL/jEAQ8I5JZ8CarQDCwoZYWr5BAcREOZg8/RK8d0GxqkVh+muYjAOujx2VxAgCAcA/3ahqH8TQ1zdZD33SPYXGnBwBGDupg/iUY3rKH9uj4I2Hyl2WQSLuEJCEkYAf8Hsvfo3to29lQ/Ua1fUwgbbKtQLg6IljYVGRAggPd3Eqs0YAbpZ/IJNWtLvJvNSvIsyDjDNDbGdgEh7LOilYjwqfHBY+OyAAlwsyAy68UpguAD8dfEuPabOt08fN+Rlyr3aRxHYi03pDIeANnlelL2gt+1AfX9iVK017tvrd7MeaFbr/Rvl6fTytF4l3IPNEBSHhBd51It4QfCkvU64WpglAS2mKALSWJwtAc0GWIfb7PIthfijtiMwTJXNdwbKgnby4VAe4VbnasOhKweagqWwuSNdj6i0l0lKSJnNdyBxnMAJe4N7WUbPSx3e1OM0LpEYfXynKEICmPVYBuPWF507McSCJ/aORKC4V8naIBng66+CojM9aK6XeUuUTc600WS7syvXxJ/YjiX1GAka5zNshOLup651B9PMPUOEDxEx4yIzk4+pyQaYkbStTddn75M3SFL8ye7U4TV6xVhn+q7dUSNRz93k2+hHr3v8KGYK2CQSQ6Z2pQv6GoDVusFQLwKW8XDm/c5sAnMv1dEbr3mRDCzfkVArA7B5kdrcxA0Yh0h4WoHG7W+WuFbsvnbYpQHj4XfdicTHG5D6Mc2iqvs38rBoFkLStTAEsKtrsDnKBuIyHMaaidLVgtvODK5qe3+MY6JvKopJUQ0zr3lSZn1XtN4VnrDZZXJyuLhdmS9LWUtVRvVL67LEMOiJ58ngq1u3Z4IL22EAlqFomHFjsU4KLu3PE+9ZrVm/ZL405FQb/+V1GDTiVWSsAt/etllmdyKzfgrXi4deFowsEoK3KrfsXd7vLobWYBq6NvcujWceXyw0+DXzmr8EIHF0gnEyUayWbpMFi8+rv1OAClJ9hiGmvelc0chr4zPvBCJxMFOqmy6GUI0Z5zc8xzJvyswXgevlGAY8wNRdmyMjYx8cTdPCEX0J5lM5NEZomim3TCZ8O6Kj2VUWAi59/LJr6Adwo9zxg3uAJd0Mh0DRRuD5WaI+Q5iKPrt+uWuMhsu9td68Xbgm4YXNBuowEj78zmg5o9lqXwjRIhHmQJWtsurvfHg3A6awa6el1fx0lba1QDZYyt+7b1stZa6UOsHGtzdP72u+QEco/AYBZg2qcGUwmz3v+smW/Ali6N1kN2McB0JhTIabxjwCYk35IxcS16xfOH/hIIQpMAOiJQz1jhkgTmCMV2pPaXr1MBv58AYCFRVvUxNgHbs6dyPp39iND+D25Nve2kL7d54kSEfHdeMTcn88H3AUdiR7c8FAI3FCiL0jsH07tU4KPLMH/9q/b32KR5XxKVkurAAAAAElFTkSuQmCC) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEl0lEQVRYhe2WXUzVdRjHP//Cs5MOxWzduNQLr8pRdtNFLVcOW2urm8ZczdAphoYYB4/ijbPcmNFgwQaWQDhfwI4oeI68C/EiKC+CLFk1MZDpTBR5lU5w5Onid/5/zt9zOOe0tm7q2c7O//fyPN/v8/b7/eC/LprvoJw+eYSbMaYZw80400zgZoRpJr3z47iZMNbVN1FWWGyBQZs2H9B8EuE7+EfgUVZ4IV9YbIUlFjgdGxaZp3wH4YLfwablNg6zbaAJRlM1Bm3aF8WNGOCRVrBXCYca5G8SCA7+3Og35NTeBWDTugwtf1W94eXzU8/ijO1UnkdZFJnFFjjWFZSEKUwHaJBA4G1s8wun6/huOf/mT+SvqtdcZ3fLjdXj2F4u1ADSr20W94I/OdBhh4UWWGqFmNWhU5JMlWzGKR/ikBhOymvky4bhl0wexN9aH9CjH5pSBcBZm2Jer+0TOm8LPw8F1DOlIJDnNct6taIWu5zxGs5bWaeda9grADv6Y9Rce6IsmZwGQJuFiot7DLANr34AiyywzBoyAPh6/iK5hhFX8e6QxQRw7MrnUnhZ7a08lyJFLXalNzQuPHKLJp7gdnzBv+qOUyGtVp5XVCYbxo907BCA7K7tApDeE2cy7KpREXD5REITjzA7E5yADr6cTAG4UGeXiot7pODyXASyrsYb3zleAoEi4Tc5OyNM/xGcgA5eWrjLtPFUs900PtK+089QfnuSAGR1mkltG3hbAMpqUwT3I2FqYn4Sy8mUSNIku2u7pPfESVGLXaoqbSaFbzs+EwBH834parFLRencuk4s++qnAlDauM8MNjUhTI7NTyCSNIGDAlBekiwAR68kCkBaz6ag4Su5lDrvuvO0ig6TY8LocDA7B4WowyErvvrJXgdOXFIFl9uVIJndWwVg5813BGC7t10ZHRYe3g9iP+qwsEIV4Nb+twTmcpjZvVX08AcqsprqPSGJ8/C+8OBekH0rMoVo1f/O4wEq2SslTfOHGyC9e4tq1zZF2OXwdtGDe8LQ3SC60bnC6/mmDWd+VB2gF1hee6KxXuW0yYkrNilp3i8AOZ0JJt2KMpsUN++TjO4tkt0dr8B/vxMiUu+eFDY6TGnQRc+tngpfOfpEa/qlSQe/fSsEgY0OId7ptymvbVdAxWyfw0gnCFB0aa+U1e8VZ533DNHBB/tNdkyXEaAeE1EWY3jWa2DFiMW0Le3aJwLgeXoGUCmyrS3QvutMFFd1inz0Rrq24PFj3l//tfZlz8eCxwOzs+oXUg41CFmtxoFz4bQK5/etSVLYkhzWxeR7QBmeD9wUfrsRhn5Wq3CsS3Bcn7sRK83Aed460HtdjxSAs84u+vvAD7zv17AcAMd1MR4TXin3HkAFrYFbdMutdeb5QOC/9IaoAV1i12gstarHhPc+fy8mQwMYeWaC86dUbyf0rxdnkSJUuLJRPbv0gtNzrv/0OvCR0O+0oXFhkQVtYQQiAh4P2b1JJK3N89cduismoEDgswJrog3dsN7umnhEBw9sNNw5Uf/Rrxi4EcGAdREtYo7o1EQYXgYBD6sN/5d/Uf4CigVOXlI4NH0AAAAASUVORK5CYII=) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur72887 2.6666666666667s linear infinite forwards;
}
