@keyframes rwdcur82693 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACoklEQVRYhe2Wz2sTQRTHP1uWGNMlriEJoSxBSw5JSC8xQvGQQ04lR/8I/4Yg+DfkKB7LevZYJNBLQcFCixgkl9AfFEs1sY2xMVZKx8PMuHVri6TTg9gvLMuws/O+773ve/PgGv87LINnTQE2EAUiag1wAvwAvgPHav0LtkECUcAB4qdIRNS3Q6AP7Csyxglo44nOXq/TOxyd2VDN3ZlDRsE4AR326OrG9qtCJnUfiClC3kp365na5xiydwYRIPHy7ftlIAcUgQpQW+luCeCRes8DmSsh8Ly1vACkAQ+YBUrrO7sCqAF1RaB8VQRsZMgTQBYodfZ6AighI1FVBEpA8k8/XxYnyJKLAc5m/6B9N3l7DvimvpFypiEoQ6PQhmeA/O5gKIBit9t9iExHbnVj+zOQR6Yocu5JE8BG1rwHFHtfR0IZ8pDpSCthZpXxGEFzujSiQLLZbNaB8sFoLJDqn0GWW2xxqbWgiLhqvzHYSDEVfd9vDMdHWuEegZc2QSc0WvtTgNtsNuu+7zeOhRC+7zdUJFwhxEeTxsJeaMF5QPnL+Ej4vt8YDAZPkRGZyNPzRKF7u7O41KopEjFkPuP7o/HarZs37vX7/Xeu6z5BXjZGSkx7mQaySsVppJg8IP9Jqr2o1nEM5ziiDOZV/eaUoSxQ/CDrPI9U+29lJYR4bIKAC+RUK60gPZ0FSpv9g9OeOxiq6fAhNhBV93lMP529nm6vhwQt9kICQogHkxLQ7dIB4us7u+1CJnW6t9uLS62qEOLNRQdblvX6bwiEkQHmQ/d4jSAdOSXMBIb7ukZSE9AkgDpQBSpKmFmkVoyoPzwVu8gxqh3emHKmKWRSBeRgORRC1C3LemGaQAQZ3iRSAyCHSD1WDwmEaARhAhPN9tf4p/ETQ+TvMiViUvYAAAAASUVORK5CYII=) 15 16, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkklEQVRYhe2WP0tbURjGf1eu19vbEIJNQ4ipXERCDHERC9IhQyaRTvkQ/Rr3Q3Ryk66FTg5CtwwtLi4KGZQ2oAapohKN0cTkdDjvMZr+GfQ4lPos4dybe57nPO+f88IT/nc4FvcaAVzABzxZA/SBDnAJXMv6Bq5FAT4QA+K3RHjy7hw4Ao5FjHUBhnx8/7RZa15e0e52Ob8acJWmw1m0C9YFGNuDrb3G14lE/DUQiKBsdae+LP+LWeL7BT6QXN/+tg7kgAIwD5SrO3UFvJPfBSD9GAK8D2ufF4EUkAWmgKKQloGljd2GAuYeS4CLtnwcCIGiEBbRTpRqB4dmnfzdxw9FH11yARDUDg43Z9IvZ4ELeceL5wEMytAqDHEGyNePThQ6B0J0OHJbe40TII8OkfeHfR5MXmicNpUQZTudznsgJYkZCnnAoDk9GC664UwCxcOzlqpWq29FTAwIVlbXFtExT6ArxRpGhDyMoqhy0mqbBMswOKWLttvHcu0b2yejKKp0en0VRVEF7YRVi+HuxeJyN+bF41bbkIdoR0aUUtu2yH107JISS9NaM0Dhx1nL2D7Z6/U+YtFmc8oUEEoWp9BNJgvk93W2F7gbc2vwhDAv9ZsT4hAofNd1nn8sctC2T8sp59EnnQKK0k4LIihmi3x4Exfwm5dXIK0VCDZ2G7fbq2mxN98qpSo2BXjtbhdkuqnu1DfnXmUM+TXgrqyulW5/6zjOp+GNlVLhfQSlgYWhe7zMIBw5Scxkv99f/ss+90bSCDAigCWgBMxLYoboXLFSesNTcQI9Rm2aB7Exj2ejo8T9MSYS8Rn0YNlEX6/WBXjomk+icwD0EGnG6iZ6wr0AUEq9cRzni00B95rtn/BP4yfile7dtFfOrAAAAABJRU5ErkJggg==) 15 16, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur82693 1.6666666666667s linear infinite forwards;
}