@keyframes rwdcur150658 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxklEQVRYhe2WXWhbZRjHf+ecpIlJNUtsloVlNaxSK51hYg9eDFTEyS5ERTo4ykCm+wAvnDqZHaj0QggrgsrmULwYzq9TW4pgvXJedCATTgtxH4Va1o99dVlcYtokzffxIklNapKlxe1C+odzcR6e9/n/3+d53+d54f8MvQEf4baRv3/fBm1i9qggYAZGZJUP75gATWGgzevuvpqYI3njH7skwsPt3gPASaF35q+qAjRlKXNDgF9WGV2FAN2zG5w5F7o9AxmJqBBi5lOwWmx0tNqNQu9MFkCsE+cFg4QW2MXIxf2Ol1ZC7usDe4uNzMYYkz+GyRnTrFtw8cBhiCWilMhrCRgC2PIBdL7ixN3ifswgSt9M7nVMBN9w+zWlrugliMD0xwbiUwxOfBlFvG7EOtKK3WNDU/DUE+AHEBdsYMph2zfH+rdCLCZT7aHIfA8wqSns0xSaapGfOwzj30ZZTEeHujq8RwxJK5knrpBzZ8hFQFa5UvKtegg1hV9EkSd9+51kPSHQQYhbQYI/+sBiNhGZD98APgKOd3V4Y0LvTL48xuhOWh/p9G75M5r6ad3z2VjeG2o++w7IaiVnLQFPAT9v/QT0HOhZEC45ICuRb0kgxEyMHw3juMdJOptL3G0xnr4cDO6WVa6Xxxl7Ef2hQzYMZ2ycP3MT31fxf/FVraescgoIBA6AaC58bA6DMwGWOPmWMA/2WPH4TKTSKUswHNsBzGoKX2gKzaU4eR30e6NknrlEKhOvRoWhqrUAP9AvmkCP2dClLLozjpgtZkWKk94ep217wfn8uzQBe4BJoK8U5OyhOgy1MlDEIDA19iqIeZBuWpAuuJYyIppBMEB0Cqa/q1g3X/7j6yO/9XVH3ml3ViWpmQFZJa8pHAE+xxUFFwgeK5IZMjGY7of4OOQq6DgGDC/fpLBgJJFMVuWp24qLV+0ysL7rRNF41cG1Ybj2W7jkFgYOAt/LKoll6yvm0fIbcEsBxSA9gL/rBJAq1P/ce5AOg/1xiIwAMCir7LxVrGpopKsdB2KBPUDATWSmQC40wcan4f6DIDbRrSkM3BYBsso88Fk2Bzw6R+h0wa6nGQ1pYLRC+9tgdK5OREPjWFPYAMxCRfu9C+i3bePZTTsgn4VpFRYnVlaOhgZLscOdLDMdA5plleeivzI49TUgQNsusG1bWSYafpAUO9xrFO75cPlA0RQGjE66N+8tlCSkQfCH1R/MVUFTGBh7GT2ioS9eRP/9TfTysVsL/+mTrJj6bmsnxC+wqTxLdwyN7HoNa1jDGsrxNzwuZdV+XAoJAAAAAElFTkSuQmCC) 4 4, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqElEQVRYhe2WXWhbZRjHf2+apO1O2rB2abe1HaUT3UedE5qrXQgqIl44kEwO07EbxSEojNWhtsiQQrAq3gxRdiGIslNbRGV4Mz8YfuzirbPr7Kqrdu3aMtvMxNP0pMmSnNeLxJB2aZoGeyP93xzOe57n+f/P+zzP+7zwf4YqwUasJ/nQU3xu2zhtxbd+g7dKFqBOtTqBWnFqIlwOudTpd9YT8G3y4Yg7EAJmQrMoBX5jKaejgLManYwkQ38nLkidjnIECEFg+2Ow5ViI+s5ZtjZUsesJXy5+UQEA1qLJ9NzNdkBKna+lzsOlkksdta/LS310O2kF196H5P1xKpvT7Oq6076QgE8Bdr8O7T0APNi6bdv5mRcap6TOk1IvLDofqtYkvd/kajfExxkY+WIWuylM9ZyP+hYvUqe5mIAgkKuO9h7wHkwRteLNQB8wdukwx+JdO/asJODKKzB6xgIHA36DQykzs55oCvHXlInfYLroH2S3XSWuaer293UqPqyp+BVNLf6Okjpq+Iimbr7YGL10mFelTm2hGIOH2JGNpRI3CCVuZHyX2xXsgmzOz+9/E8RYI44JF6k9MWxPAlVlATDSnevzBeA94G2/wZ/5cS4f0dTu10BVWgyfvLMDYIUi9Bt8BQwNvQSi1kbdk0D4EjhnPIgs694euPekF0+11wN0ApNS54zU8fwbp7rSiYg6C1HkUOxrEOgTNWmoAVEFwg3OSB1KQbohjOvnGtqei2JvgV+6cQPPAGNAL4C5YDLUW5S/aEUPAOOjwQTCdFGRdCIaktAWhtYwDqGRfGiaaCjFxNklfvP5L/t6se/r9tprFuA3sIE34gkL6pLgAOFNU7EJlADrbC2/BuH6xxYLIzm308C55RwVo5qjYgWmorNA6riBKaCh4wMgpsG8k7EvTczvcmZh4ATwid8gtsx/SdUXKsJVh5HUeRkIdryjZay/2czVHyPEbllsfgAiFwAy/b5arEJY9VQD3gUWBo9b4LWItE0Tu2Uh3ND0CNx1AhxuAlKnf10E+A3myfQ5AHMXM091m8GQBJcGd3eCy1eeiJLuA1JnKzAJuPOWq4E+7wEeb3kU7BRcN2Dxt7Wlo5QUkD3hPsxbOg14/AYHzR8YGP8IELDzafAeWNtOlHwjyp5wz5Pp83P5A0Xq9Lt8BNqezaQkJGH2s/ILsyxInf6fjqIiErX4B+rycVT+2F0J/+mdMLv1AW0vWCO0rDp21wOl/PUGNrCBDeTjH/c2YRjd41xzAAAAAElFTkSuQmCC) 4 4, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur150658 2.6666666666667s linear infinite forwards;
}
