@keyframes rwdcur82652 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFkUlEQVRYhdXXfWxV5R0H8M/h9t5coNQWLu8vdmxCu0LlzU07huBgyHQBYUwZOgIz2xpgmxnZEpcZlIAzMyFqNtyCyxp1wjRuZTFzkxjDUBBRGS+DMUYKllqE0sulDaQvPPvjoLy26UKM8ZucnJznec7v+/19f79znnO4CgSZiqu5/6oQZPKCzPNBJv+TEvDVIBOCzNOflICCIPNSkCm+mjjduk5YXBAUT71gqB+GYcL5NalMkJp0NYI6EzAsKD4ZJn77J6Gq+lC475GjQSaE8tnNoar6UPjF2t8E3V8PUvf/P3E7dCAouzsoS0Goqp5o1f0Po8BbuxZjhYO160BN3U6s8PRfClFh3Kw7QlX1svNxLOpMQNSJgBR+rqhgj4eWPKi9fbcfPQC9IzVTgswRDEIb3WaQHYWvu/27WXOn9faPt3db+9Be7Ih4o2t+XCqi6Ka7QjQ6hCG3PBWUpWNhxRPic+bYuacgxE9EakmQGhPIC0U3TQ0GhSBZHaqqO+2zjktQVT3RQ0seNLjv79QeXYQjQdm9JLNB8b2k0iTER/o2Bm2npRjVGre8Qt0mlQ+k8VhnAi4rQSi4sQCFln//Yclk2tJV83EEvWlHyz7Oloh6EVrI605bM1prqSukJR9nsFBV9Rk8h5FoixbMrOuKA1/ALsuf/JafPSGy5wx+GpOfQbJE2fUsnUfpCH44n6k3k99vCIPyuQa2Raw7Fy+NQ3GMy3GZgCi3daNJE1YqzD+M3qHgxgm0vBZnnmbYUMaWcuo0xxo59D5DB1J2HVEvFCKz5ly4ediBV7GySwLA3GmLrVi6IsptnRLltm6ndTJnS5SNZNIEnlnHwVpGjySb4/m/0dTEnGniquZXQrRg5p24Accx4kpUeZcOhGFTP+e/76XVHx8dhk09gpQTubTm03zli2SbuHkK40pIJuObBmSoqWNQhvJx7PpPRVi66pjrriXXtFoqVa+9vRybL3P8HOkyXH9ubAxGXbTqRI6mk3HNjzXGmd9Qdn6++TS/+j2fGU7DSXINLLwrFnkeTfjzBdeV0dL5TXkQHd746AUOfMPY0irHGneqrZ/wkUt53fnapLjm2dzFabS2xuS3TuStPWw/RY/0h7ObdOuWwsFo8bx7LnXg8iY8vPEFs6ce9725T2EGpmtqflxbM//8N716snUndR/EmWdzvLaNgX1pb2fHPrTtlk5Nx3TMld9jvfweay7l4go9AHJNL3tz1zS9em5BG83PYbbX3x2i/DTXDoxrvnlLnPnAvhxtoLaetiw8qzC/TTZXLpEYI5G4R8/uG7okIJTNzHjyj6MkEhXI4McqJhY7fqLQ/n/x9h5m3RI33JGjse2trRyuo/YgpaO5dWIp/oBx2tsf0dB4XENjCQ52xYHP4yVjSlJ69cx6d+9urFRUlG/IcGrf44UX425vOBnXfMe+OPPS0YwvI5mc7NTpfob2P4AW2dxqFF/JgY53w3hLvc3Lm1c69P4r4tfgNjv3r9H0QSXpClrySOLsblqfdV9lqWRysvhD5VElwxslojnRgpnjO+LpUACE5b9+wpu7ljh5ahPWRG88s+6juZsXHtN8OiOdIpmc7rOD23BA78J+uBPLDOj9jj5Fc6IFM2s64rhyE36Iv7+xVzK5we2T0goLzoRres3CvOiva+7Uv8/Fa7t1K8c4hfkHDOjXKJt9R/2JzepPtHRG0fF2XHH3IuywaNYdBvffL97V/oQRYe2LeVh9bukmiWiHRCKFX2K9RDRHn6I5eASVnQnotAQXCZpROQyHDMi86svjj6uprbev5gcK87f60tj1Ghq/Y1/NAKyOfrt8VVfjdl6Ci9GGxw3tv1IiGqG1tRxNWtsPYrs+RRuoKdFBt38sCN9cdtU/JV3+L/i48KkX0GmHfyrwPxRZ91SodUuQAAAAAElFTkSuQmCC) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFmklEQVRYhdXXf2xV5RkH8M9pb0trS1MZoBCoHZsMLOPXGDNIRBhbZWYWKT9ChKCMmXQCyyJzMQsLjrBlgYxpo92EuVUgFCPO6lQSDEIt0CFgYe0Ew0hLoAKl6aW0tJTbnP1xOwSBglb/8E1OTu57nvf7/b7f5znneS/dGGFO3rjurIeEbpBH8IswJy+9OwIi3Vg7CdPRhrmfF+RzO4AKvIWl3cC4eQHhuDkZ4bg5ky+b6ossjLkUkzW5d5g1+d4vRQAysTlc8Jsnw+LSWjNyd2KYnDuLw+LS2vBPL/0FpRj/hQgIpxTMCacUJENYXDrezB/+Hhlq6h7HcvWNJaC+8SCWK6/MlJg4zt0jHwqLS5dcwsm4e35XAoIuBCRjqbTUapPGPo0q6/8JvYJd6yeGOXkn0B8xTHGuZRh+7P7xUfeM6qX6v1X+/PKHqAyaKnZ9ZgeCt4vapaVWa2nd6L195d7Y8XCwa30+ftkZktx5j3TixPCEki2zrNm8wuatC6Uk5yp8qqIrB66fguLS8SaNfVpm+ouizfNxIpxSsMCxumgoe4FTDSnqG6lv5HDtA44d2SvanI1SBz/aqr6xzE/zU/BMVwKu+g6EM5dkIFPz+QKRSJVo8+OYil7Otaxxov4Qhmg4S9hOJJVYy2JMc+FCpqSkdAkJbShye+82jWc3hnJWIhaorruhAIzFZjv2ZeDV4O2itnBKwa+ca1mjvAw9hsgZwfe/x9bd/OheDhym4uAAzadp70nPtD1BU0VJuOjcVKSgFs/i5zdMQfDyqncMvG2FlORj6BXOXDLGvw9vt/ODQ6SQNZBRQznXGre/9mMG9iPnToKehC00RYs64WYLEiqNGLLNo9NWXCsF13wLwuLSWiwP5uWthVD2AqyRMyJOvr6ECRNJSCAxoOIgd/Rj6Dd45VUoC9RMgPC5jRE9emyQlFgYzMsrv6GA8LFl33TXoJ3Ot5WoqZuOZFVHUuw+kG7RbKLN8V2PHkJSUnxR3Wlq6uJz2/dycH8M0U7I1aZPu0206XDwztrnrykgfGzZEozonBuJYVdE/eco5f9i6OC47d/+Ft/N+eR5SyvP/Z2vD6LhLE0nr2VsM1677HdBoKY5AsELy1Zd5sB0fW4tdr7toJbWMf5fqJHUeMHVfky06Uroixfj5PeP5/1q9l4hoMyAQcmazh8Nmiqu6ppXF+ELy14xOPuMkUP+iinIVXP8WbGWeLX3TIvnvO50fOfRJrbvoV8fOjqoPARVyI1fPWb47eJNCp8q+jQX1zsPtLVv0dD4A5kZuxFz/OhGTLPzgwGGt8YLrqaO8t3xnffrw6kGjp8kFoUNNMcwnNhIFZVz3TPq9WtRXV2ET/6xt3hXG4dteELP1GyHa9dZX5IuksnUSfTvzRs74rZfvMiWco4fRSuaXiJtKWZiJc5gXuDMWzfjwF14U6+MZMmRqJbWKqxwR790EyayY0/8VRs+Ol5w71fHbY9FO8lb0XEfTX1NX3jExYvtSjeuRvZNOXDJiXhLfUBD4wotrVvFj157lGwpUn2gQCRznFhLRJBC2F7FhQ2cGhonl4VV1pY0SkrMD+blfed6PNcVAOHzJYWiTQt1dJShKFhaUHLp2a+fqRdt7i0tlVtSci37WQxHSO6LWVhi4tz9HnkwP5iXV3M9jq4PpQ2NH+J1X7s1RUpKW1i4YSpmB4senmVw9qejh2O03EePmJHbaMOb+727rty769q7orh+O15eNB+Vsvo/JC31I2zEPzA4fPG1CFZ3hpahkuRkrNTRsUlSYr5HHszHH1DQlYAuU3CFoMINWaiVkLBN+i1ncBKLUaEj3OS9fT/xt+W3Y3XA724W97McSmN4ViQyG4U4LP55PSox2Ou+MXmY55Me8OWPsLh0XXcxuvPH5AsZX3kBXVb4V2L8D2LDFMKJOizgAAAAAElFTkSuQmCC) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur82652 1.6s linear infinite forwards;
}
