@keyframes rwdcur121896 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADK0lEQVRYhe2VT2gUVxzHP292Z8yajUlqaTbV7hNLUrCihFLoIWVLMFbWVNpgpXvy3KN6kJaGUsQUSi148KweZDzkICJNbUEQtfZQbdX4L0LD26QlW5Lttusm4+zsvB7MhjWdgJ2sCpLvZWC+vz9ffu/7ew+eMUSYpIxSLcAXblH0WE36HPC5LWUhTK1omCRn2rhimHp97lIDiW5no18WaaAjTK3/jYxSGzJK6TW9JQ1ar9la0hmldEapDWHqhZmAC2DGNbVfwKkRmQS+9GbEtkhM/yoEh20pTwcVC/RARql1zpRxxJsV6VhbZTBiMWBL6Vf5nTezFwxLd/81YtG60cV3xcWh15Nvz+W+5BbFXatJtxRGTeKveERWaITBe7aUZxb2MoIEOFPGkb/vmemRw814JeNTIF3Lm3HdG7HYv7rLPRWx2G/GdW8N/b7VpFt+HmhluLedb7e2U3EFWrMnqFfgEXizIj021MjYUJzk9hna33FSwLx6W0oH+CooF3gNIPdjAwClbJRSNkJjsrIpKDhwArG2ymDXZwVSx/6kPeUgBEcXaRaE8wCb9hVY1VGmY3eR5k6PaIP+Pih4MQ8YQFprUkJw1Jby1uN2n8s9AXxU/ecWRd5q0l22lNnHErBUzInoA1LAbeCULeVUUOwTEbCIoE7AAm7ZUnpVLtADdW7e7fsoHk7iml8ml1Gqr8qLBcHrANeW8o86NU+WS0KZjZr8DRPfFbz4hovvgRFlsy3l9fkJfHBlfO8/v0XH7mcjv++6p/rrIQD42GzUjB6Pc7YvwQ/9Ca5/3YzxcPn3QM0RFMfMQz/tXc3VA60UblsH6ySgE2Di7Eqqw574LvYIN38RrXq1vO+tb6YPGaYm1lYZqJOAUYC1786Qu7QCEKzdNvsIt9AD6wGnrh64L5QZ1+RHTPwH//XAE1/DuS04YRgkAfwyecNkd/Vhetr3QBS4U3sPLGNR7Lg8saXn5OTwh3eziWciIHUspxPdM7rn5ORw2BpvDk7vCi2gx560U8dzesfliS2hizzX6L82/vLmT/LT/b+ML8kjoZ/jyqxo0J54ofJArFyKgGUs418luzgSDz4ptgAAAABJRU5ErkJggg==) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnElEQVRYhe2WTWhcVRTHf/fNzMt0UhOTlCZEyZWaIq0SUg1BkorGVotSg7SN+hS6CUIoohvFjSLFRWgVXLQqgi4Um4eaiNao1M8ioQimVkIlEGPtaU1SyVdN0nEmefOui2TqNM6EmUlaCvrf3fP559xzzz3wX4fK19ERWXdhONBaWJl4y9X61EqSygpbu0aMfnDGbO0cMcuJY+XraDzFqrUJfC/vIgIQzNdx7e3xsrLa+PZAmO50ekekNjZuPWWX+J9bFp2u1n5OCbZ1j9zVeGD0B0ckkis5R6RoZ98ZU/P0pNl+dMg4Irsy2Wa8gpnfgi9N9ofqZv9Ut+ZKAKiJjQfoe7mYM59GiE9Y92UyzHgFVc3Rpoo7VW1XTVVPHgR6vKhi+9ERCkp97GL/QCbD5XXQEnBEABqAPlfrmcuV538sG5etB1LhiDw0LcHX/VlKi9d7j7tav3nFCDgia/w5Rk99UMjclMWGtmmAm1ytB2DRHLht7/i++v1je1aYw/3Gh97nS/mpvYTouQBAc1J5yRw4/kLZsyucHOAzZUHdixPMTVlEKhIAh5PKvD+jbOFqPWaFaClvjE9UbvkLoDVZ/qsCGZvQEVkHXA+cdLWeuGIEHJFq4BBQnyI+CDzjah3LNvDCL1oPDLhaD2eyu6QHHJGIMXwJ1MfPW4z32fgJAJ4A9uWQ/F4vpi4A3wJDj5yWV7MiADyqFDdM9of4ZHMlXzxQwdct5UkSTzoipVkkj3gxdWRqMMh3rWsYPLQapdiTaSdYTGATgHxUyNz0vGrseAGTP9tJ/S0piTY6IrsdkY2LYtQHw4aTrxQz9FWE3udKSMxfXFM6Aov3gbMAJTfPXhSEinyu0V7y+LsjEgS6SBkmjshhYKertQcMAFTeHWP4m1WUN8YIhAHoz6YCnYk46OYoDQfH2NA2xZb3/8Au9gG+X1i/24Hm0V6bH/dey2ivzQKZdgBX62FjeK36sRla+s/S9O4o8fPWOaAjHYF0r2B3Is7bgYJ/ZMZwWinucbUefPhX+cWfVdUfbrqORMwiEPbZcWIIyzaD792o16fE2cV82fuBjkxP+V8rmav1O47IMWAHoIETStHhah2dZ0PY97i4jvuewvfAChFeFKcT6EyXdEkCC86DwP50OitEtx0ybXe8MYZ8HKGqOYpdZCBlvueCnL9jR2S1MRxRioakzBiOKcW2fHa/vPYBR8QGNgN1QC/Q42o9u7TXVYq/AcngV6LMlklBAAAAAElFTkSuQmCC) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1UlEQVRYhe2WTUhUURTHf/fOm3H8yLEPzDS90rdCIUW2KIKCIkxqVflA2wUhBAUtclNLW0gFIQq1E3ppUFAR1aI2UWCLRCnLNLwWaB9ak6OTOvNeC52QYbRmtCTxv7znvP/5ce65jwML+l9lam1sPjvwwNTamImPnMG3tivZ7gbsmQDMXx1605O9reaLf8/N3vLp8qa9gq3V/d5EAYK9rr39Lzzp39+5a6fLE4kW+J1MrY2ANsq9y8P3b6zP6/tbdeaZTK0NU+uZPM24JSYK5wF14RFKHFtgJDtNwAlLqU9/HcDUOi08QpcricxAjwvpgZSsMI5Nq5BssZQKzUahic7KaD8JHHUlkdllpXJnZza3t2fz4WEyQrIJODBLxdd8bXeHv712jx3p1MXRAAUA+m4qOAInJHh/LyUSXzcbAD++yIrOhjRaa3z437qrogHaAfL2D4FwEIZDbslwJN4xGwDeZXbDmooAm0778a0dq54cm/MZiLyCfKB2Ll5BNOXc/AdigEigiPEhfGIp9eGfAZhaexybW0JSMun4mKXU1XiMTa29QCnQbCnVM1VerHYfF5KS9vpFPDIz+fzcA3DF1HplPMWDn2VwoM19IzQstKn1vngAdo18k7RUZ/DxqZe2CxmR8x1/CgCUBvtcPChdwcvL6Qxq49xUibEWyo6kDJulRaP0t3jI2hn8dT45ydR6N1DMeIsfRXk0p68OUVjpRx0cJjUn1DgVQKwZWBX8JLuSM21GvkqSFts4NveEZL+lFABl3fqMEFQH3rtIyw3jOFRdz1fno3z2DWrjXGpOqFEa1FtK/fgjgAgEcAzYADwG6i2lRidictQvwq/q0mmv81FY6afg+CAen+2ylIp7Q46501tKvQOqYsUAKd0QGhofn7GARBgOjM9T3AAJ7YSHO/RFITk50OZhycZRHJtLTevUqUS8El5KTa3LgO3AM0upa4n6LOgnI8UfItQfcWsAAAAASUVORK5CYII=) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNklEQVRYhe2VTWhcVRSAv/vy3us0Ttp0UkubtlyjmVZjKVF0IcSF0ca/JBqNAw8x6qJbbdBNXQgSlIKKCwWXxUV5AUGoLWmpIMYORrASjLZqg4ubGUnT0pQ4k07m7x0XSdD8iH3TTEXot3vnvnfOxz3n3qeoAM+YvUA/cCfwC/CBr/VYJblUBcU7gxLHLPuvWFACy+ZJX+uhqgp4xthBkSnLITb23kbSJ9ez4/Ece1+bISgybTnc6msdhMlp//srS2ixHGKXzric/XAjADPjLo0P5dh8byEGtAA/XbeAZ0ynCP3lnGq1a+UkcNDXegIoAdSsE0CY30BZeIbF9TCsaIFnTLcEHC3nFdmUTf2uIoWMmnbrZDcwHQQYy2LH+U+ipE/VsvPRq8T7skjAhLJoCtsCa3lAhFfLecVQxzZO7NvGmTc34dZJDHja1zqwLLxiVrHrxSztRy4S78tSzCqUxfNhi68qUM6p1mzKZnZivjtT30QWl+4C8LVOOlHRwCHgM+CQE5WdvtbJ5bnuf+dyIqwQnjFHPGMk3veHbIgXpO3ji+IZI54x3aGTXQOrDeHBQkY9cd/Alfq/xQaB49UQWPUe8IzZAnQzv+3DwPFK+vv/wzOmxTOm+UbWVAuF6/PT1nfrYkEzQDGrkk5U9vlaz1VbYPEYvmU50vz1/s2M9DdgudIGvLKWhZ75IdX41Lfp25fHbYBCRrVPJSP8fqoWgPgLGRruKTywlgK/Dd7yo5RUjGWDbwO4dfLl1ra5Pds7ruJEhU17CijFyFoK3JGYvbucV7Vj7y6N/+czsISFU7CiTzepJv90FVtApwgPKsVhX+tz1RJY8TsGKBcYyF+xjk5+FXldAs56xrSETfzcrxNb2wcvnOgeST8SWiA3VfPG6Nv1DL+0hcnhCCK8HFbg8qh7+NxHGx6bOe98EVrAXi9DTc/O0tSbpaG1gFIMhxWI6tL7u/dnqHFlMOy3eMbc1vN96lhXMi2JcTOwMBNLSIyb3o7PJ39OjJve0AWuF8+Yxq7TadneMStdp9PiGdNYaa5VW3ANRIKSYu5SDUFJAbiVClRMz2jqwMOfXpCe0dSBG178JmvJnyuERM3Z783WAAAAAElFTkSuQmCC) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjUlEQVRYhe2XXWhcRRTHf3P35u7t5qv5WBpb66SosSFRtI15qCJShEpba4kWvBCp4FeJEX2wDyIKglA0voioFfFFkRtQFGpp8aMsaBO0RBsqTdQWzaS1Vs0naTe7m907PuTeNm6W2N1tjA/9P11mzjn//8yce86MoAA4SlnAHcA64HvgK1fKVCGxRAHkZVrzmRBsCMa0plcINrlSnss3npGvA9AlBBtOf7GMns4afvtyGb6YlwuIhZmvgzfD1vS04PCuWnRacOpghLajpzEjeivwBICjVARoB24BFPCxK+XPlyzAUaraD3ADEHOl/OjCpCBhmGCYmkxaYJgawwRhkPB9G/wjqg9cMkn2OErtdKV8L5trXg44SlUnJ4zj4eVeXSYBIRu05s3uehmsrgt45q8+i1MHIqzeHCfakgJ4FdgNfAu0jg+WMPRJKdXNKeS2OJkkhMJc70p5ci5frhxoDy/36mLtUT5sXM3JD8oQgg5HqTp//jlgf7QlxboXJgLyfcCzwHVAa3LC4NCOFfz4dgW9T9aiPo0QCgPQlk2WS0BjOiH4o8dGe4IzMTsYbwBwpUy5Ut4DNAE7gSZXyntdKdPA1QDnlMnM1MXQ48et4FNmk+XKgUOmrXe1vDTOmZhN89OTpBMC09ZH5hq5Ug4AA1m+xwCqmlLUrk8y8l2YkgqP+u3ng/mj2WQ568ADQ+oNIegAAvJNrpSf57LNhqPU60Cnl5ldeblMY1V6aM0vQnCjK2X8XwX4gVYye6ZHXCkTl0Lu+9lAF9A5Z/gb4MHsBFxQQLHwf+VmYNiVcmixeIrGhR1wlHpk8oT5jmExVi7Tj/+j+Cy2AEeptcDg4N5ySio81tx/npBF1JVyZLEFBD/rtvjvIfr3VNH3fDVoAO6+nEStr4x0rH9xdF7DCnagAfhp4K1yrMol2AG/Uz266q5pVtyWHAtZ7PgvyK/gf4GFSnEZcBPQ68p5TeyyIeed0FHq5tSkmJr61ewZ+6FEO0oVFPy+Y8O3+wvJT0Bi1HjqxPvl7L/zKsxSDVy8AedDPri34uvhfZHYQnY574RWlXfwmi3xh9Bg13jg9/l8YFXq/qrGmb6yNendC9nlzAFHKQNoS4waW+wa7zVXyv4cNrWZBJtDNgeWpGZs7D6r1z42qTd2n9XFxCnkYTLraGqm/wxhmEXx5/8wCRC9NXVtZNXEw6UrM+8WpeAKlhp/A+iaQo2lSc2QAAAAAElFTkSuQmCC) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur121896 0.66666666666667s linear infinite forwards;
}
