@keyframes rwdcur158982 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxElEQVR4nO2YX2sdRRTAfzNzducma2JuqPhNRCgFa6vWlrwEH6TfwQdFTYnWWi1Vqfrgd6hQihCbSmNFFFHEr+CLb6WR5CZw8XrdO3982O6am9w0KSYlIfODy92dPTPnzDlnzswuJBKJRCKRSCQSiUQikUgkEolEYiTxwe+g80h26n005FAgu5A5DFEfRW23epjQkc+AhzkgAvHewgf8cWP+cdmzZ/z+5Rz3v/kYdqgJO2aAUgpjzB6a9niw1pJl2Y5yo2pABFhZ+gSlFL1eDxf8Xtu370hmGQwG3Fu8Sp7nHHvpzZE1YdsiqDDEEIkxotRQn0NRFEUE5xzee6y128ptnFkE+O6jGVZWViiKAuccs1d/BODWe6eZGC84eeHrfTT7/7N46UW63S7nP/8VgJtzJwDF9PQ0vV6Pmct3a1EFozLAB8Zti3Hbolt2m+ZWlhNC4PbFFxgbG6Pf79Pv/41SijyvPGyMYRA8rVYL7z293l9MTEzgfWBtba1al2iKiScIIbC+vka73Wa928UYg7UW5xxFUbC6usrU1JP0ej3KcoCIMDU1xcryn7Tbbay1/ONKOp0ORWscrTXOOUQEkf+mZYwhhIhzDq23ljyhjvyVc5RlWTWKcPqd2wB8f3WGEAJKqaYgeu/J8xznBs0za6s1pyNk2oAPjOUWHStnW8mwkhF9aGRrtNaICN77pr9BkRsh5hYdK92+HDTLMcaI9x7nXKNfRIhaobXm+uvPMj3d5uWLdwBYunKOGCN33j9Dq9Xi5IWFCBt2Aa01WmuMMUNr3hjTKFOqGjyEQJZliEhzv7G97qOUwjkHQJ7njZEiQoyxcba1ljzPiTE2dtTP6/ssy9BaU5YlzrlGZ62vlo2xqluj5qG1Js/zoV1N6rVwan4x1hEXEX7+7BU6nQ7PzS0AcPfDs3jv8d5jjGkGrNLWN0pqp1Ry1b9I5SxjDNFUGVNPoHZWfU2IW1JVKTWU2o0eZSiKotnu6ol773n1018AWHj3eUSyZoxT87eaYWsHDOEGgyoiWYbbkKZiDGVZcvbyt5u7HCh+uDbbZA+wJZs2M+qcHAF+++I8y8v3mZycxCjDibe/2h+L94kbbx3n6WNP0e/3AThzaal+tMtzwIOiBwx5dPMAB5AIVc3JsqypGdsxygEK4JnXrkeAn67NEv2hOPsMYa3FWsvxN27WTSMDt+O7gIiAPuhB34oxgsjO7wK7mdnm8B90bzySvUf+e8BuvgjVHjxshWBXmXrkMyCRSCQSiUQikUgkEolEIpFIJI4U/wJa4GF1CozL9AAAAABJRU5ErkJggg==) 31 31, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur158982 1.6666666666667s linear infinite forwards;
}
