@keyframes rwdcur157719 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABCUlEQVRYhe2VsU7DQAyGf0hfpHMHVkcncUzOS7QSfYPOHRh5AwYeJZl6Uyoxo7L1Rah+hgKRclV7DkUV4j7JUhRf7D92YgOZTOa/czXkIfHK/r11aAbFGg1J3I6byFdi7xsqJCk5gc7uexb2dqg6x0hSK17Zhu6tS6/RmXbcAPNP/4MmV8LUgjdHzEfVweAllC3i1vwY8cqNIzeOJ8srXskATpneiuvzyOyY3drOn12Alb8j4Pk3VZxCvHLhyMWRD1G8ckrQcWWaBabfEACKSQ1BFSUoVktssbSGS98F4pXyXgMAXm56zqfwfbm7ezSNY9Pc/iptMakj3+61AmDfBRffhplMJnNxPgAonHSQ+86BZgAAAABJRU5ErkJggg==) 15 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBklEQVRYhe2VT2gUVxzHP+/N7CSb1cVu1xhjFhdNVyEajEqcQshoIYu0JXgp2GNpe2qx2FOplB4qCCIoiCcFsdQWpfRQSquj4A5NzLS2JNUcIiTNv93VLJtEZXYTkt2dHhL10phhV/Cyn9M7vPm875vfe78HVapUecWISj7WjbgEtgPztmX+W45DLWPRDuBroF1BCbbQRtSN9WAwA2TUYunjnp6bnn2e/0C7EUdCbB+dn7xdPHxkA5uocWsBWHAf4ZvuIJzPlbq3xGaAnbZlPvTilV4DKIhwgF33p0utR5Lu1meL54XDhJJinf971k+OyT7LDCvwQN/f5dHrkabo1tyewiXq3G38pVyhT7nARXmaX+XVzO/i+nVqNkda5wY1Xy5LanOENT5SauSNdHJ8xKk4gG7E+/cUf2xAq8GRo0zxy1dT3PsQWTpqJ26cSo6PXH0cfdw/8log3BgINL+36U8Wtfru3vnaVHJ8xH6R22sJhnNignTjIkOhPwZz9P9sW+aYfev5YbMt81qvql4ZaA5CCHb4nwC8s5p41QC6Ee+Ur3/QObyzhYfqKKXpixO2Zd5dYXqid84PQJM2DdBecQAg7Tp/17sAtREAfWVbaWygsFTVWplBFQSXe0UlAdxhd+He0lDxgxChlU74ckkyjruRWSLsVQvfIairKIBt3QDXnaGYB81FhFrAFbH/m6sb8W/Ob0iH1hx8gNnchL2o9toJ84W3wGsnvM385Lt8LhDJKNz3ndDhsm2ZP+n7u54GeuvTA86hbR2TKhrE5pw8rNVWE3vqhLoRbxRK/SHxUeyceL8TXzZNcPhkNvNFvRSSkG93gebdcxxTZ9mycQgn30jXiR0DtmW2vZQAyyGiorVhVB4/jAxqBErjhOa/RNZNAUsNpTsruPnZAQbSKn0J05Pbcyte55dj7p1ZUew+kywOpnjyQwrpfwRAKd+AM9TC+YTO3YJsE8L7xsp6jnUjfha4o+0qHFv4R43hkgVuA78B39qWmS/HW06Q8JuGt0enSpUqVVbiP1yeEKXf8sEUAAAAAElFTkSuQmCC) 15 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABA0lEQVRYhe2VsW7CMBCG/9K8CBJDt66OMjiT8xphQsojMDD0HTpn4CnIlFRCIHXu1kcJ+hkAYZxU+CKiqqq/Kcqd7z5HFxsIBAL/naehC5U2dN/tm0pcT7zg0rhsN53YPMrEIiIBpQ2V1XjhxF+2p3KxNt4S3gJu8/15tzZluxFLRL4CFz5fgcNX1lt8rjPupAV9UNowKcikIPuGz80lQOa4mwsAk8dpWuT+qeMICPhjAu/NSBoeKG2YsGbC+sfhUtqQOcjGbwCBAb8hAMzqCki7DXZvlbiW+CR8rpcAgCnSm9j64/ocr0Y4CW0J4PwVHL5TA2DEu6BPxGbIbRgIBAK/zhHNJ2KJ1IMRRAAAAABJRU5ErkJggg==) 15 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADC0lEQVRYhe2VTUxUVxzFf/e+mSLOgKPgMAKiAhoMRg215okfD1t4GJPahXZRG4yJmmh0oQmBuGokGtO0Lkw0mpi4UqOtSRuNJg4aO1aHIWlQUzYitEBhAPkyzDBC8L3rQldNhaFTFjZzNndxzz3n3H9yz4UkkkjiQ4deZiZ0XvwrU8PMEziHFBPHgK3AKSAGdIYC/oczFkA3zFkCNaYQfcXWWa8lXpGmCgnLMxy2q/heO0of4StK8XXjA/+MBGiU2d+UeEZGHQWxCpQAxzgoYbNDSTKBeu0nrojzMaAynmlo0zDfK1JLD8jsKjnuKeCFukN3ymPU2PPmFlnrXafW4CGDArWcDarC+UQ2uls6nl6fSjeuCeiG6QGGtaKfQUtFDT/CDtcFgQqUjCHsQiCwRW3P/tLei1AW+xzbsLD3hAL+i5NpO+K6PtTLnDrQUuF1FDtcB29HHHu33wrkYPDtL9qtmqv9O7kz8IRjS5fvCcGkAWRc9lrGQeHJheNN2L0nAKpCAX/077RQwF+7iKW1Q+nrcfX30apppbph+hIPYA3eovoRWN2oSFMwFPBfeh/1Gb/3LvxzLShFzdCADRQmHEB8vuI2S7IQmemITNdK3TDdk9CLr+flM+6bz5EMrwSaEwpQUl6Outk8j5EYGTSQeagz9j6ubpjLXELV7Fr8Gymb+9nnHg3atv0yoQBNd+8C1Ns/BBlWHyM05QUiumHu+gf6/XO+LqRrnF6Rz4Woa7UmJ39ocReRbpjf5V1tr/7I14I1uoCe40WMNTiDQCVwSArmVs2O1ez3vu2erzrLabfkxqnKKN5nCPDri7M51dlHR9BcPeSe7KHyWkmpszUlMke95tM/2nDmRKALfhxcR7slL/2nTdjV0fbMJ5b9NXw56wtHURqpub3sZoD1WR0ULg6jFb+iYWIVD57mt5+OpDmU4pPujrYpdaf9G+qGmQ7cm7VpYo102y93jlgeY8Ugz8PuaN2NuW5gDhANBfz2dLWnG2TTu/VU2WcVbt0wc/Uyc/aMmiaRRBL/S7wBCi8eHT4Mmg8AAAAASUVORK5CYII=) 15 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwElEQVRYhe2VTUhUURiGn3PvnVHHyUYnyxJ/IE2yMCvDmxRXqW4iEbVoE0E/KC1atGhV0LJdrSQwtB83Fkw/i0Jsimpo0pmE0khD0kgzJFNLUyOnuadFClKho+KqebbnO9/7wOF8H0SJEuV/R8z3om6YTuAsgEaS5ydD+QGft6a0tJSGhobFE9ANs1yoyw/LcP/6bOucS8PBErmal2o5hXJDlV880LWwstHvj0xiTgKT4dXKmhocP0Jk9zoBsI+DIkIckzYeqXeoE1UtkUqo8wlHiSHEN/q+X+GT9py4CdvoF/HSXiTXkCPXEi+cKa1K877MtOxLPT2dM/bVIgzPnB5OaJDw20MgrRIJ/R3q3XYhaQtAbrG1h13h/aCSX6dWVQMVCxYABkjYOc7xPge3Ywk/PQrSKgn4vE+mCooMc12tUtnGpESeVUCdSnC2xspsBVsNUwE+iDMhB7ldhP1H/goHaPR5kYJ1tUple4e8j/56M6nSqtYNs2hBAk0+ryX0jHqxJRvsGqIs1/9n+BTBJ14UlBMpSgGatoNTQ4MTwKsFCUxnFdeJ48WMNQKLrPcFqAM3IuoZ0RPIQHeZbH7L6EQe3+tjtumGWfyv2sJikzBc7Fzq4ocrmQtJbjuQtyCBJp/XAtKcr6+Nu+0nSPd0IBQe/ylRZJgISdtp13BuYVILn3e7+CiUioDP2zhT/0h/wbIxb5zDOpiMzd1Nugd6DuQ81g2zBOiXgnZrMnxvYhASITjkBigEamZqHPEk1A2zXF1pVWdca0WJ+czJYAbPPOkAbO8ZHu2diHPuTfz9624N6ZwfTohoGs55FE9JnHqjselb3++DdxCyJWB7MDKncJjDKAbo7e56kerO+jjycEXSvZspCXmpztivo8ksTZUcvLyZruG0qqtj8dqiLaPpTF/Hy+Olp39MzGsdR4kSJcovAa4Wlpb4h/wAAAAASUVORK5CYII=) 15 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDklEQVRYhe2VW2gUVxyHv3M2Gd2QXcMmRMWYxDQhiYJULTKbFmZr2nmwlkKItigGQdQWfCkSLy1Upe2DtGDRvrQIfeiFmJYKBaFOW5spVSdtivFBDV7iJmxMojHZjRvXJLMzPphIaTHZZPNQ6H6Pw/98/9+5zDmQIUOG/zsincGqptcBZwEHCFimEZ6pI2sWTfOAg8BukatnidzVffQdXbTY3datagwCr1qmEUnVN6MVUDW9Hjn/W1nwJiJ/Hch5COC5S49NY8S45jlCnL+et0zjfCpOzwyalyOUPZ7lP1QJXwWQBc4Y7sBP9BbaKB4vvhEfXncptaKoNloaa4h03fx8zgIsDa35U76zPih2xCExiNPyDc7tD2x3xDrmxtveuv/gx/XjIrGg0AmxyV2e1yp/XZxXWvhlpOvm0FTelM6AqumbWFddJtZWwP0HJI9/2Ak0Wqbx/d/KSlSt99x2uapGOFW84eziE/neEWDjVG6ZQnPJfM8W2fAiPsKIo00Atf9oPknjKfkFACvdtQD1QU2fcpLTBrBMw+FhsoCrEZRYB9l0NT/td7NM4/xl2qNxEUO4gtfcLbhQn1aAoKZLb2i8vaR8L7neEyTOKnXTDHnflKdREq20id/Dlmk0pRXggmk4iZbsnTjjSGWAnA2jWRMX0L9QNV168QZfSW6mrP11pHOrVNX04rQCTPBp9JdlAORv7gH46Cl1/gPRnhcqWysYLrRZadtNlml0z0WAw0PHFwCwcd4NigJOWd2Gl56dnJ2q6TWqpp/LEe6Q37YXCfsGo9nZzmlFOTWdOOWbUNX0C0s+i6j7R4eo7nfpvpPPlWZf+OOYP1Cj2P4dgX6qvJfhOhySIc5IZRiotEyjb64CFHsK3ECJ4178+u2fH3/8A4Y7luC3e57U3R4r58S9oq8OnmnZmoo35cdoYi+7k5re3vxbMLDqmWixd5lN7/Uc1th3aY2v4NhgPuGk7ASmXfpJZvUcq5peujDXCfTH5Um/cN8ddsVJ4Dtgn2UanbNxpoUaejnVw5whQ4b/Ho8Au24WeOS5JJkAAAAASUVORK5CYII=) 15 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA+UlEQVRYhe2VMQ6CMBSGf4WLMDub1DCUqVyCwc3BxdkDeBFPAZO4wOpgXEw8ifkdDEEphhYkxqRf0pD0vfZ9wIMCDofD8WMmfRcKqdicK/PMej/rBVVhb5Zqsfs5thaxEhBS0Tts64m1fIvPT89r6cfGEsYCzeL3aKfleLPUWsI3FagIEOEaqdbNBWIC+qsZjJCKCcGEYFvzNXM3IXkJ2ZkLANPvadasLHJHEbDhvwT2x7E0DBBSkTnI/HMjCql4CUmiu1krrD9DACiCDAvoBYo8w4C/ezevT4HLxkA9TO8efXSrzYsg02KLmwIw4lnQJvJKn9PQ4XA4HgPvcMV4PeEcAAAAAElFTkSuQmCC) 15 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA+klEQVRYhe2VMQ6CQBBFv8pRPMSSTVyq5RQm2mrjCSwsvIOVXkOqtdLWzs6LYL4FMSJgZDYYY7KvIsxn/g8Ms0AgEAj8mJ7PQ8pYVu+dDplXr8jHeOiyejEpatIgrcXKWB5XT+Px6LV+hQMA3JK1KEQrYdU8XtqaZugyrxCiT4AtEF9tc/PEcuBE3dqhjCUnICdg0/BVtZqOesaP2gf9bmKWmBuRvPsAQv4owO57IT6ijCUBEu8HURlLPSMXuv0AAtLfEMA232Nq0pqByvfAWdpNugkPxTK66Ff/Ten6FKXdb8JyCKB4C1WmUVoE+NZZ0BSkjO9pGAgEAndKeWaJaREV7wAAAABJRU5ErkJggg==) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur157719 1.6s linear infinite forwards;
}
