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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiUlEQVRYhc3XS4icRRAH8N/OfNlM1mDisoeAugbU3U3MSVBJfJCDGnyFuHpIRFBz0uuKEARPXoKyBw0ielHwkJMggqIIIiiCxhcaNERBURJXGB8RkSXI6qG7sz1Nf+MkXiwoarq/7q5/VXVV9YwZnWawGxvieCX71onyFF7F8bM4919pDxZxPzZm89NYiDLRZFy3GPf9J5rBIexs+X4j/o6yRjvj/svORfk8DqAXD1morBnHpihLWoj7evGc+TZFncrc/njoQSxjG2Yr605jKcqSZrE17j8Yz9vfBiKneewt5moWjkLlvr2GeIIQ8wPnqKykToXhUUPuRIrZ2SpqBGt7kSdauCdkyTP5AWNR7sFvuEuI+S712OZK26ys3asGL+MoXovjV/LF1+MdfCsUkZry3NLc4lG4wXf4ER/hptwDM9iBF1ssbjLuVOQoHki0EvluvI5jXdyHw0LK5NTBmoLHI6/JZM5NJtP3bmZAN/ISbse7DS4Q4l9aPV5YP4oXVGSyPPfAMi5OikpKinMA6XdSul4owbdE8B8Isf2jorwGYCXpbuJgGnN4fwiIBjfjDlxnMGV3R3k8AjmCLwvFSd82fJ8DIFyKRVyOX6zGuvRAgyu114uZyPcIbv4cn+BjnBS66SKeT14aw+N4SajdH0a0OYDSC5N4WHuXbKM+PhM89LWQivtSXJcKy3MuvXAaT0aw83F//jhRjPMwTOFX/C4LQck1ADUgR/Cp9mwoKb+AZ0LYRERTQszaPFB6oy0tRwUwgW8IRaGP2+JEDcBag4VnbfG9VpRyb6VC1M34ajyNfgfHsCUuegCPtQDJ+0Btrqz/E8V4n3DxJnBR1HsmDd8U+sE0NlttIG1hKMORyvawnjAV3b8Fz6XJsWzB4exDmwdqmZHX+jYAKfYd3ICr0odutugLPIiv1GNdxr0MR96ASg+l2F8jNL9+DcDPOA/XCn07gegZ7ITj2VwOsryM5QWcxQt4K9M5AIDwYtkqlNuf4kGPCO+4lCVJaU1hGm/HFfghArgUbwg3f4BKAITONoU7cQKXCB3vpEG3r8P5Vt8AeRg2CH9aTglN7lk8VdE1cAlLmhMu5dFoyTqDIdiMW/G2ENMyKyaFPy67xJSrUc0DifrCM20j7o3yz7gnFZtlwTudCGw9LhQeG08I/xP7htAwD5Q0h4eEKpbqRF6G/8J7Qrtttfh/R/8AOpClDFKZdskAAAAASUVORK5CYII=) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyElEQVRYhc3Xz4uVZRQH8M/ce70zlqRNUmaoUTIOFi3KiopKKBEqwiYXLgJjVrVsQJL+gSRyURHRynYRJPSDoogisEWltCijocKSKEcYQQNjCplanOdpnvvOc6+jbTpwOO993ud5zjnf8+u9Q5ZOY3gYK9Pv+eJdK8kzeAffX8C956Ud2I/HsapYX4+pJDONpn3707n/RGN4CVv7vL8ffydZo63p/MaLUT6BvRhJl0xV9nSxJskmTaVzI+meiX6KWpW1yXTpPszhRmyq7PsLM0k2aRM2p/P70n2T/YwoaQK7Gms1D5dCzXO7DECCiPnei1TWpFaF4RkDciLH7EIVdYS3I4kv6cMjokpeLi8YSnIHTuNREfPt6rEtlfbzspZXHRzEUbyXfr9Vbr4bn+In0URqyktPS4+Xwh38jBM4gm0lAmO4E6/18bhTcKsil4JApvnEO/E+ptvYjddFyZTUwrIGdxMvK2TJnULm9+3CgXbiGTyEQx1cLuLf9Lrb8L4jkmkcx3CugoKKzJ6XCMxhXVbUpKy4NKBb7H22MGI68bvJoH5haBown+9ri559DLfjZFobFvAN64W6i1MCvitEx7sLN+GQBbhzGEroO1iOLSL3xvF2tnQnPrTQ28tsb2b8EfzY8HBLQmaFehXkPrBaTMptGaU27sOb+ESUSktvsmU0Sj6LextGrE2IHNabeCUK8/gW34nqO5iTZwafpYu6zo/CF6KMyo8SuBlPFx7X+sE0fk/P/9Zzyd0K1ww5gD34umLEUwOMyEyCZQuOi4+LmvKcfLWE/BNfpvMbRA4QubRBtN4cjnbBK0W3/biNWTwoEqtmwLDexjNssYFn8LnIjQ1p7SpckyBvN/g2vIjZbMCkiOukGEyHB6BQ64659GbwVXpem5C4Gj+IQbdGzINb8HwOgXTxxvTiOjGYaq13EAp5bUgMtekE9bjotqMizEN4A9+wMI6JefBqeq6FouQyYcuSq7Xk9bgyhaiFe3BrVpoRkCx6QtRozcumxyMWG1WilY06K0LTFt12twj7IgNO4VLRWk8URozoDUG3WCuNbE7IEp22aFIH8FGhs8cAomw2i1o+mS7aI/IjV0lZjk2F+fcduAG/JAOuxwci83uoaQBRDavxCH4VZXUav+mFfTkus1ABZRhWioQ7I5LwFbxQ0dWThE0aF0l5NHmyXG8IrsUDYobMWvzlNCrKbruoiCrVEMg0Kz7TVuGxJP9IZ/K4nRPo5AG2QjSfdXhO/E+cNYAGIdCkcTwpulgeLOW34Tkx0PYb4PH/jv4BFxuqGujRjTcAAAAASUVORK5CYII=) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADt0lEQVRYhc3XSWidVRQH8F/ee31JYzC1BBXHWCWNpYvikOJIF7bFAYnRRQVx6Eq3AbEI4rYKXaiIdCEKLsSFUJxQRBF0I1RxKFpFrAPVCFHspsRSootzb3PzeV/6WjceONz3fd+95/zPfN+A/mkCt2M0PS8W31ppPYLX8O0pyD0pTWMP7sea4v1FmE1rprVp35507j/RBJ7Blh7fb8Lfaa3RlnT+stNRPoNdGEpCZit7ujg3rU2aTeeGkpyZXopalXc7k9DdWMBGrK/sO4a5tDZpPTak87uTvJ29QJQ0gx2NdzUL+6HmuR1W8AQR812nqaxJrQrDo1bIiRyzU1XUEdYOJR7uwUOiSp4tBQykdRp/4k4R8+3qsS2V9rKyllcdvIoDeDM97ys334APcEg0kZry0tLS4n64gx/wK/Zja+mBCVyLF3tY3Cm4VVn78UCmxcR34S0cbOM+vCxKpqQWVjW4i5H0rVv53inW/L1dGNBOPIfb8GELZ4n4N63u5c6NeB3bVthT8nDl3QIuzIqa1C0s6DR+t/BTArFX5MvzIn9WCsNisWbu5I2LYqBsS+6tJVq3eG7h+yRwAk/gkT69cSaux3gJgEiKdyz19hJELeO/a1g4ncCcLAxjYlJuzbqz297AHThaKK0ByZw9kKmFh/rwwDE8jo+TnBNxncMfFUW1POjg3eTKTQWITdiMz9VLMcf+oEYOdBpcA9EMR0fE/rOGkntFHvWTD4iavAo/istFTXmu/8HiOdf6J7gE5yR5I/gLhyuGtQseFeF4r4153CoSqwZgsACxqgCSn78QNX12AjGOTwuDciMqAUzhacy3UkwuT5sewGM9gPRKyA5ewlcJwDBu9u8GdLfI/mFckPRqp0ODYk5fiXWisWSru5XfpRcyiG9SKMZwXvLo8WLPVPLKAF7BlyyNY2Ie7E2/e3mgVhllr2+Jq/uEmH77krxcAS3ciKuz0uwBCdGD+LqHlc3EbIYjAzok5ss6kV9HLcV+sxh+8zUAv+MMXCfmdgYxZHkIusW7ZkLm9WcR68Ekty0uqi+IHnKCSgDEjWUDrsBvSdjDIj9ylZTlWJZlCeQaUWr7k2cuxdsi85dREwDRJsdEaz6Mi8W4/sVyt68WwyXfAcowjIqEO4JJPIenKrqWJWGTJkVSHhAuXW15CMZxC94XMW3enNaK4bZdKrka1TyQaV5c09bgnrTmhMqdcEF4J9+QRnC+aExPiv+J81aglTzQpEkx8aYszYPybngcH4lx29Pi/x39A29Von2eQdNFAAAAAElFTkSuQmCC) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADu0lEQVRYhc3XS4hcRRQG4G+6e3raUXQcsghoxvggLwTBaAYUJQtDIIrEOIsogpqVbgeEIIgLEaOShYqIK8WNKAjiWyQSUATBlQkYRHxrIoyaiMQwysTFqcrUFPd2JnHjgUPde7uqzn/+86jqEcuXNbgVF6T3heK3ThqP4Q18eQb7nla2Yy/uwUTxfQqzacwymebtTev+k6zBM9jc8vtNOJnGJtmc1l9xNsZ3YDcGaZPZhjl9rExjLbNp3SDts6PNUKfh26606R6cwJVY2zBvHkfSWMtabEjr96T9drWBKGUHdlbfmjxcjtTrdhrCBBHz3WdprJZOg8KDhuREjtmZGuoJbwdJx1t0IKrk2XKDkTRux1HcLmK+VXNsS6NtXjblVQ+v4SDeTu+vl5NvwH58I5pIk/HS09Lj5WgP3+IwPsOWkoE1uA4vtnjcK7TTMC6HgSwLSWfwDg51cTdeFiVTSgejlfaTbsTvDb/3irGfnruFA92kR3ALPurhQhH/2ut+5X3JwiNpk0fxRwsDJRMLxbiQnF2VDdWSDZcA8nOm/k9sE6F7TOTPsDDUABay7V56mcI6fDIERKnH07wJPI6X8MIyAPRElX2fAeSJM3jfYm8vs70p4+t8mcH5DfPK3jDACnFSbsm2M61v4evkWb/QNhZ+qwCMi96xr4WBzMI8HsaPCcSpuB3Bx2liCaCNhTcTjaVsG8JA2Q8OicQ9FYLau36D1kA6eNJiLsBqrLdI9+kUUZPX4DtxuWgynut/rHgfTXT+gukCRB9fNDhV9oCuuNbNY18Xc7gZX7UAGCtAjBZA+iIXBrgsAViJT9NzZjM3ohLAJjyNuU6Kyfo06V481AKkDkXWd0UCZ6PTlmZ+1jtE4o3j4mRXNy0cE+f0xuTNfktbb/1cstBPAK5Kz5P4vGHdJhHmEbyCAywex8R58Hx6bmOgLM+a4incKRL0Vfxc7J27Xwc34tr8Q7eYdAD3iSRq8rJOzDocf+FvXJLW5m5Xxn9aHH5zTQB+xbm4XpzbGcSgorJffCtBjooTcgKXirvFyQLAWtGuPyhsLgFA3Fg24GpRYqN4QORHrpKyHMuyzEAOJwCrChYux3si85dIDYAooxW4DT8JSo+KmJa0nyP6f74D9Ivnroj5MXHIPYenGmwtScJa1omkPIgfksEyBKtF+/1QxLS+M0yKvrBVKrkmaWIgy5y4pk3grjQeT2vyreeEYKeTgJ2HiwT9T4j/iXOGyDAGalmH+0U954OlvBv+Iw60vYZ4/L+TfwECUql+ttTt8AAAAABJRU5ErkJggg==) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiElEQVRYhc3XS2idVRAH8F9ubmoSiq2himCt4iNNtQiKDywoRSwFEamxQkVF7c6Ni4BQROm2CF2oiIgbXRV8QPGFFXzgE0FcZRGKqK0VI4TWgpQQJLo4c5qTk++7ua0bB4b57vnmm/nP45w5d0D/NI77sC5+LxbvOiFP410cPQe7q9IuHMTjWF+sb8JUyExjoXcwvvtPNI6XsL3l/d34J2QTbY/vrzkf55PYh+EwMtWgswaXhqxpKr4bDjuTbY46DWt7w+gBzGMrNjfoLWA2ZE2bcV18fyDs7W0DUdIk9lRrTRH2Q/V3e/TIBKnm+87TWU2dBoZn9OiJXLNzddSVoh0OHm3hYWmXvFwaGAi5C3/iAanmOzXXtnTaFmVTX3XxDqbxQfw+XCrfgc/xs3SINDkvIy0j7oe7+AW/43vsKDMwjm14vSXibsGdBtlPBjItBu/Gh5gZxGM4JG2ZkjoYqnhN8FAhr5dOw1MBaqjI1hAGiwAGg2dxL77s4CKp/nXUbeksy3AX3sJED/3RhrV5XJ4d1bSmiKBbPXeKtQfxbKxdHIbbyrBYyMzdDGAxUjiBb3qAKPkJPFU4GOsTQFfaZcczgKy4G0csne1lmps6vj4txxp0msqwQZqUO7LvnNb38RPOFE7bsnAlLqkALKySgZyFBezHiQBxFsAsTlbOSxAlkNsqw3/hvT4BLGJG1QM1NwEogdxcGX47DGYAbefAYsUygFNSbeZ7ZKB8vqEwegJfV877ATCKH4XyYelQaHJeN+M41hZG39TcpL3OgGHcgjcygBlssbS9nusB5sbC+Q84VgBczflDUuONYmP4PXsQHZHmwSapy/MAqcuwNfQXpJ2T9fKx3WsmbJDSvwWv5sWBQuFQ8aIp+lG8EM8f47N4Ls/6NgC59h3cKZVghdJ+PKx9N1wb8qTUeCO4wMoZ0av22/BomZZyFhzFJ1Kdvi1A5DTn9H9k+cRrGtWZyxlwFV4Ttc80aDlNS7fZm/BHOHpausdtlKbmF1aO5HpU3y6N6V8D1NUB/MXK3woA8J3UMPfjN1wRjo9LtxnhaAQXWroDlM26TvrTcloacq9I/bOCBpoWgyakppyOSEaKKIel3XIPPsWclTenMWm47VSlfbUMZJqTrmnr8UjIM/FN7oF5KTudALYWl0mXjeel/4lzPXz0zEBNE3gSt1q+/7P8G19J47Y14v8d/Qsjr6CibBeguQAAAABJRU5ErkJggg==) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwklEQVRYhc3XS2idRRQH8F9ykzSNxdbQhc9aqDZpdSVqqS/qs6AgNQpWENSudKcBoQhupQhZqIi4UaGIIBar+ESoRcQHqAhWLCIqiFrh1qRSS5QQXZwZM/mc7zatGw8c5n7zOv85j//M7bN0WY+bsTJ9zxdj/ak9glfx9Qnse1zZhincjVVF/xpMpjbLaJo3ldb9J1mPJ7ClZfw6/JXammxJ6887GeMT2InhtMlkZc4QTk9tUybTuuG0z0Sbof5K34606S7M4kKMVeb9iUOpbcoYNqb1u9J+O9pAlDKB7Y2+2gmXIs112/XwBBHznSdprCn9FYWH9MiJHLMTNTQgTjucdKRFh0WVPFlu0JfabZjBrSLmW9VjWxptO2UtrwawBwfwevreW06+EvvxnSCRmvHypOWJl6ID+B4/4xNcnzftiNgvw+c4Nw2uwxx+SiCHkg5W2lIHirap+5ONfpyBaXT7RM0+I0JwJnbjmgTwGD7Au3gfBy24vxYGlbak7Pmkp+IGPDKA05Jx6cTX4jZBp2sE02W2m0mAPsRHhYd6AShBZACzOEc6RVOG8AbewwO430J1rMKNSQkiehHPt4BoAzCfbXcEZ3+LTfgl9S1Lm3yGl0Vozq+AXZHWTYska8uDTmqX42JRfeN4pYOrRdLtxrOiAoYSiEH8IXLgU1wgarkpm0X1HG4BMJhAjOJpEcpB7O2ImL+EfekUzazPQLp4Db8Jriiptg9XiCz/vQIge2EeX+IrUX17ciYfwq+F4VLzBvn3myIJbxcMd1RUy9EUkmF1MsqxP6jIgVq91gA0gczhBfWSHKkYLwFklQFMY7UojTYPNL1Rao0TjgdgBN8QceniptRRA5BzoMyJcrzGiqW3cgV0Cr0Uj6PbL2KyIU26Bw+3ACnvgVpfk/9HGt93CJofwdnJ7j9E9DYuE8y31sIF0haGZjj608l7kdHq5P4NohSxcB0TSZUH2jxQq4yOxUDaqHg+9V2FS/JAp5j0Be4VNVqLdTPuzXAMFGNND+XYb8JdIu/+BeAwTsHl4t7OIIaLTcu4N0E2k7GZgGOCad8pbC4CQLxYNuIicS8M4kHxjstVko3WDObvzYK2f0gA1uEtkfmLpAkAPhYJcwt+FI+UGXH1lm5fLu71zPVlGFaKPy1HxKXzFB6r2FqUhE0ZF0l5IJ1kucUhWCuu5X0ips2qGBV/XLZKJVeTmgeydPGceAPcmdpjaU0mm1nhnXyBrcBZ4rHxqPif2NVDenmgKeO4T7BY5omShufEs21KjxP/7+Rvz4W44XzQoxoAAAAASUVORK5CYII=) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADu0lEQVRYhc3XS2idRRQH8F/uTZqbWKyGIIqvQrVJoxvro6goFS3FB1LThREEbVeKKwNCEVy5KUIXKiKioODCjYVWERVBCxVUqFCwoqj4xJjC1dqNBC3RxZkhcz/nJmndeOAw987jnP+c53wDVk8bcTfWpf+LxVorjSfxBr46Dbkr0g7sw4M4p5i/BLNpzDSW9u1L5/4TbcSz2Npn/Tb8ncYabU3nLzsT5dPYg04SMlvZswbnp7FJs+lcJ8mZ7qeoVZnbnYTuxQKuxERl35+YT2OTJjCVzu9N8nb3A1HSNGYac7Ubroaa52YsYwnC53vOUFmTWhWGxy0TE9lnp6toUNy2k3i0D3dEljxXChhI4w78jp24Jo1zKyjtd8taXA1iP47hrfT/QLn5JhzCdyKyf8BruLkhJN+0vPFqeBDf4xccwbYstC18P4yj+Agviii+F7tE8AwncItJ+VAxljxYjE0+lHS0cAFOoNvGA+m2CwnUX3g9bdiG87Adj+BydPHbKgDk9XYBop14HnfhcAvnCv+XNIiXcHvaLJlyBm/jXdwvSvNK5h+tzC3gYuoBs6bgo8kKHzf2TOFJHMajFWU1pbW40BY1+1tswfE0N5zMN4xTeBMj2NwAMoSr8KPImn5xkN0wIrJsAJM42MYt2IBX8bIorWsKEDngPsXXImOGGkA24wMRpDUAORbG8IJw+RAOtHGrCLr3Raq0ChdkK2Qgc8nsV+ttzR0R2Uf6AMhWWMTn+EJk3/5cUOYtRXaTs4D8uyv8vhPjWCt8Pp7Mmi/RpMXEXxaWquZrDUATSAsHLVXEsjKOVpSXADLLAE4k9AvLWKBpjZJrpXklAKP4hvBLF3emiRqAHANlTJTrtapYWitnQLvg6/AMui3hk01p0y480QdI2QdqcysVoPtETRnFRUlvBIKobDeIB+Z6S4Winxua7milmy/XFceT+TeJVMRSOyb6QV7oZ4FaZpS1vh+A7PuW6LDX5oV2sekzPCRytObrpt+b7igbUNNC2fdbRPPr1gD8irNwo+jbGUSnEFr6vQmyGYzNAJwQlfa9QmcPAOLFMiVK6/Ek6DHxjstZkpXWFOb/1+MK/JQAbMA7IvJ7qAkAPhEBcw9+xqWids/pNfsIzrZUeks3rBMfLSdFdXweT1d09QRhkyZFUB5LNxnR64L1uEP0kK5/Z8WYeN5tl1KuRjULZOriFdF08uPjj3QmF5sFYZ3cwNbiQvHYeEp8J3YtQ8tZoEmTeFhUsVwnyjJ8Ch+KD9O+N/7f0T+emanvkDIZCAAAAABJRU5ErkJggg==) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADx0lEQVRYhc3XT4jVVRQH8M+89xxnJsk/zCL6o1IyM061iVKyPwhlRUXY6MIgKIWiaNVAJEGrCCyYRUVEq4IWUiRkURSBBbUoaJeSiJQUmdVUuokh4tXi3Nvcuf7em8k2Hbic+7t/z/mef/c3YOk0hruwMn13i7lW4mfwNo79i3MXpe2Ywf1YVYyvxXTimdakdTNp33+iMbyArT3mb8ZfiTfR1rR/w7lcPoW9GEqHTDesGcQFidc0nfYNpXOmel3Uahjbkw7dhzlcgfGGdX/gVOI1jWMy7d+XztvTS4iSprCrGmvScClU79ulDxKEzfee42U1tRoaPKGPT2SbSYLcssSLOkLbodRGerQhESUvlgcMJL4dp7FD2PwYHsR7eNTCuM6X9tKyya86OIDDeDd9v1UuvgEf45t02cN4A7fjKzyH0ULTUuOltA5O4Ad8gW0lAmPYglcbpH7dvOOcxtPFuiYUeiGQqZvaToHu0Tbuw34RMjW9gytFWA0Jv5jC9ziJZVXrFHww9dvpu5P6bRG+d+KTDlYn7WrtBxN/IPVvS3Mb8Bo+xTMC2iYESiS6Be8mZS+pF2UarFoLj+BQte56HMSTFkZAyRfzC22Rs7/GZvyYxpYL+JYnIdpJgMuxrhBiII19a94kpRlK6DsYxtVp3wQOZgR24gPzub309txv4XF81oDa7kW0zYiMikq5LZ2njZvwZtLwRJrIF2cUspO1he0ncWEhwOqEws89EMgodHFEhPYYDuRQOoVfnW3/weKA3G/hKdwhHPJSXCxy/ZEkUJNvZQc8mnhHg5T5olqAJkE+xEcFYmuxwsKXUpMA3XJNB78J28z1QaBGo2w5Nf9UfC8mwAiOE3aZFXAe7yFA9oHSJ8r5cq5MSFnwHAHtom3C85htCZtsTIt2i7huEqSOjHqsl+fndo/w/hHhM0ezCYgQ3CLsuN58ouhlhtocraR5v5owmuDfiJfz4ECxYH8x0QuBpsgoc30vAbLtW7gR1+SJdrHoSzwkYrTJ1rXda3OUBahGKNt+syh+s00C/ILzcJ2o21mIoeLQ0u61kLUz1g44jldE+P5DpQDEi2USV4m6sAyPiYSToyRf2nRh/r5W1IjvkgCX4X3h+QuoFgA+Fw5zt6j760S5Pmkh7MM433zqLc2wUvy0nBFF5yXxqjqLBpoGE00IpzycNBm20ATrxZPtkLBpHRVrRHG7VQq5JmpCINOseH6twr2J/5725GQzJ9DJ6XgFLhKPjWfFf+KsPtQPgZomxGN1k/k8Ub6Q/xSVckYfjf939DcdH6ijmFbR1QAAAABJRU5ErkJggg==) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvElEQVRYhc3XSYicRRQH8F96OpPOGEwMOQhqHFAykygeNC5xI4csoEHiqBBFUXPSi8uAEBTx4MEgRNAg4knx4klwiUsQRIgQREXQgEFEJS6JOC7xEAYJrYdXNVP9Wd3TxosPiuqvtvev939L9SLDyxrcgOXpu1vMtVJ/HK/jy39x7oKyHXtwF1YU46sxnfosK9O6PWnff5I12IuNfeY34a/U12Rj2n/+qSifwi500iHTlTWjODP1TZlO+zrpnKl+ilqVsZ3p0N2YxYWYqKz7E8dS35QJrEv7d6fzdvYDUcoUdjTGajccRpr7dhhgCYLzXcX383jgFJW3Kg0eNsAnMmdZpoWTvabX+5uK2uK2ndTG+rSOiJJnywMWpX47fsdNgvOtgts3sA3f4hZ8XCjtd8uaX7XxCg7hzfT9arn4GryPb0QSyY51B45gHAdxX7pJeeNhWjtd4mi6xObSAmtwJV6sIIcrcCAdQmS6+4WHD2uBLN3UbsZbODyCO/FyOrCUFhbjZ/yBLWl8QlD2iUi9i4vWLvrR9HskfbfT7xERvttwoIUzBP+ltPWa8CXsK+bHhXPeZmHzj1XGZnFOVtSU0eIG7eL3I7jIfO4fxePYgCdwUn8aukWfWzsv7KZDt2CZeQcrHW1UOOaD/pn5rhNRM4wzno6rkwXnABBOsd98bi9BlECO4KmK1TYtoDjTsEpUys1Zd47nffgaJwqlNSraeBvr9VbB9SJZZevUIqGb5h/D9wnEHIBj+LWhvATRBLIXnyVzXpzGrhK5YhCALg4rfKBdaTUANSAH8ZHwm0sEv50+yksAuckAfhPczA6wQNMaZevi06R4WABj+IpICjO4Pg3UACwRCSUnliWN+XKuTEgZeE5EI0W7DM9gpiU4WZsW3Y1H+wBpRkZzbKEEdKtwvDGcnfTOJaL9oh6sFjGaC0g/Gpp05LQ9qCasSuZfK94amC/HRD3IE/0sUIuMMtf3A5C5b+FaXJonRopFn+MefKHOdZP3Jh1lAWpaKHN/uSh+MzUAv+A0Ec9HCxCd4tCS9ybIpjM2HXACL+DdQmcPAOLFsk4kl5/SQQ+Jd1yOkqy0pjB/b8AF+C4BOA/vCM/vkSYA+FA4zI34AeeKcv2jXrMvFcknvwFKGpaL9+RxTOI5PF3R1eOETZkUTnko3WSpXgrGRSV8T3DajIqVorhtlUKuJjULZJkRz7QVuD31J9KenGxmhXVaCdgynCUeG0+K/4kzBsggCzRlEveKLJbzRPlCPokPRLnte+P/nfwNNbCtD6rryUMAAAAASUVORK5CYII=) 15 15, auto;}
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91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur116311 2.4s linear infinite forwards;
}
