@keyframes rwdcur212041 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD9ElEQVRYhcWXT2xUVRTGf/fNm/em02lLW6iVgpAaxCDBxEgFwr+FC02Iu2lcGP8kVqPBSG3YmBAWg9ZYid0ZeQLCyrRxY4gaTSjE2oRWJ9IY2UBbKSNlbO0Q++e9NzP3uJi00qh03kywZ/2d73y553zn3gslxEC8PQLgfnBCZo6+3/jlU29YpfAAGKUU99LJnJtwxG7V2jRrb25+oCnSt++FyD0XMBBvjzzcfJ+188nnsvYrCurrDOtlTdP6+ttrGjbqey5gdWNOR+vqbtuHBCo06AwqZmAdfIhNux/0AHqIB+IMBA4bdVF8hWiFeAr/UwWGhapqQFXbADQfqA3UChUEDCDHPlrriZkCsJ618D/zC0RzPGp3tg1LvMdQva0ltSNQuAlHJPOFuAlHyuEJ7IIl4c+WlV6+AF1eelkCVDgEoeoVFFAbgdg6lFneKSzJlp4eS0ZPryomUadnYXIEyQUf+PgddQ2Amx1dUQB/NOPlvramiyFRMQsaH0Gp4pwsMv5WfiQpbsKRXtADO+KFfbFQ3Es4IrNnRfx+8ZaxlnfsE8kNXhSZ+E70rZ/F6zy5rBVzF74VkZTI+cviJhyZ7ujaKBv2RRSA331Gwq9vgOwY6Cx+NywwhlrWoS9PoJqqQAsqZiGTc4RffAJSI2DX4Z9OYmxeQ/6X9GLB0JYGJD0D1TZ6LANasHY/jpIQ4mv8oSEiR9qUcrs+FvtVA8xa0Bn8brBes0GMgs1im+DP38Cuh/kZUBbMz0O4Erws1KyGqWloaIDxyUKOMmFbE1yZgmobUj74Gu/Cj9i7WiBqwjWFN/p9YRV7CUesgyEwc4BacgL/FqrCxIpvAZWH9TvxO08h+eWH0d69HbQCN6e9ZNKwx4cqzZsdXVH7SJvycMQ69Dc4cqTtP6fLTTjinR3Gfn4r/jsnEZG74gfi7ZHHtm2ZJ5+DvNJeMmmcP/O5/fTVTQXAwiC6nSeWHcA7Rcitn8R771RR+CvPHI65CUfchCNHwezbsG/prbkgothwE47I8MWSLqPTdxRfXAj3Hz88F5SISEXgFICXfr3o/kNA0DBWR6EqirJDpVKUJ0AyLky7iJdfGQGh/c3QuIK3odx2ocpeOQH5oRswOHkBQOT6/ydg9u3jaxetJ8Z+VW2T/2FMRK6vguDPcjMIePTNo6tCFdUpa892ALy+Iey9LVBj4b/7zTSgmg/URjhH0ZYOpDar/5gDUGKgxMDeu6Ow21NZRBcOZeTctHtXknIETE6YxtzMVI3XfwnxBbZWIr7g9V/i6vANG6CV3kBPpEAt2NX7oTsQb8dLfxXeCVl7ag/+tUFS41M1v6fHyn8iFxuL3/OEU/b3/C/DN71TEHot+AAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur212041 1.3333333333333s linear infinite forwards;
}
