@keyframes rwdcur7396 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 7 2, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 7 2, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 7 2, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0klEQVRYhe3X224b1xUG4G/2DIfDg1hWVlRVNpykBwNtiqJwm9wUKQzkVfRYfoZe96YXQWMEBQoj58auq7qya8uyDpRI0RQ5nOnF0LZMk3Fd+K5dwALBzZm9/v2vtf69yP+6RfMLWyTolFye8E5BNzCM2YnZwf51xm8KQDwXHJolb5/y/i4f7fPhgB/H1DIGEf2rjG5SvgkAydz3gM6UHx3y2x7XNtjoM9il2aKXsocTb4iFsABQO+fyKVcarH94oZtdZfWYKyN+ijWkbyL4IgABzSkXJqzWSTfee8/FH66Hku6YDayiufXyu/+VzacgQVbSRtZA0kw13rogeriXTqrgazMQ+RbFuUMUM89nXlyvPl8LACQF6ZTQJNSyTHO1K6vWV/GuqgYuz54/D2CMwez3wy1OXtUxi4owLUgjkiZqWaZ1YVVGOubSiN/l/DwnL6v3n+6RYxRzkvLPGndivt3iAQbL2HgGYOs5gKSsiiw0UGtk4qyuTthl7awq0rwghOr5+RQMM/a6fNPl45ibEXdnbLwEYhEDSVGBCFk7VsvqimnuXUJBukraInRjmq1InGaiWk1ZFka9gYOR7n3WHrCe01wlTStg2zMQrwbgaQpWWuJ6Ioky1z76jWtRErJ2Sy1riLNMktbFaSpKaiiMBwOjXi/cu30ru/HFPza2+SAwWuUwoYeRuZpI5oOXZFPSQMhaTXGSqNUzl379vijEQryobiurt9pWfrChc+mSrHUjOfn0r+uP+WWTnXYl44dbjM+z8FIbFjQnNGOSRrshJBFRRfVyKxX5xHhw6mzQMx701ZV+QvIXNvtcaXEp4q6qS4plALIp7TGdjKTdaYUoil+QnGI6MT7uGR4dGB0eOH28a3h0YNw/NRlRTsgnTHPqSGmesjlhM6WjkvKFAFJkE7pndFZJGt0VoRYMDx669+c/Ofj2X54MFnNQLFhLCR2SfdbHXEzpIpuxsJiBkkZJ0kG9VjM82PO3P/zewd+r2nnp/p5ZvGS9S9gnO6PTpmlOwhfpeaLqcZPhiYc3P9G7NxYSL3r8ao+jKmL0XFsShK25YOetiGY63sej21/Sn1Zo5qAWizift4hJXg0Oy5ibBzAO9GNGTyh6D6baterEz2w2hoRlnJ9/tGCcP9t3pPJiWRs+0/IaJzl5OZVGmecJft0ZKGdCEVcjXQ9Dc3J8HkCBQcx+xu4xo9OxrNMR4lCd5nXtbMIh4xr7KQ9V1f+dAIYxOyts9/jFNu21UlKLhaVlvsSmJXdPFT16b3O7zraKhRcAPCutWV6G2Mu4tcL2IcOjU0Lt9X2Ys8Poe9xt8XXEfdWc8AKXL5zr6oyJQC3QPeatca7bCpJWk/g/aD8R/TNu7cn3uXeRGw0+wR30r38XgJuUV2f3eqj2ahzR3htpTY/FrbaonhHFi31ScP+R4usjZw/ZXePTFT4OfInHOLs5l6pFV9sY+wlfrZKkDI/44JvS5Xs7uq3qfg9ZzMqKUBYcnyieUIzI+wwKHqzxRZc/JnyGXYzmZwGW6MNs4m1is+SdM371hJ8NuTxmraB9TtkKjGetdphxv8mdjM8TvvJ8JFvYR8sE6umIlqFbso7NKZtFNZp/v6j+QaUz5RwFTgKPIh6EquB2Iw4xXHTy/9tT+zcbhMAwuHxQeQAAAABJRU5ErkJggg==) 7 2, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 7 2, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 7 2, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 7 2, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 7 2, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 7 2, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 7 2, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 7 2, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1ElEQVRYhe3X228b1xEG8N+evXC5ohVFlhXZNQS3iO26RS8PRYCgQNEC/Zvbpz4ULXpJ0KAN0jRqXcOWb4rqUDJFUeRqL31YypEpBo4Dv7UDDEiQZ89855uZ78zyv27R4g87JFht2T7lRsNaxCRlN7CLZ7cp3xSAZCE45C3Xj/jJPu+fsJ1yuMmHb/OHiHKH4W2aNw4AAas13xny0y/4+WW2Thg/phhwmLGPkTfEQlgCaFCxfcStjM3v/uBOfnPQXz/k1gk3sYHsTQRfBiCgqLhcsh6T9W6+a+X2zVCzNmML6yh2Lj77jWwxBQnyhgHyJCbKU2H9LYHstAu+MQdR7XR1cAakmXs19+Z29/laACBpyWpC2o9DlGWSt1b1SOou8Ld1NbA9X38eQInx/P/hDqNXdcyyIszazpNs0Bf3M5JLMrIZ16f87JTv1VR19/zZHlXENGbU40HG3cBnOzzB+KvYeAFg50sASdMVWUiLQtTLxFkqJTxmY8Zg1gUPbbf+BQMRTcykz/4Gn67z25iPIu7P2bgAYhkDSdOlIaQrPVEvFTW1dy4Lk6EsXZENBv2wMujL+z2SPmmsbVvN0cj4i+Has/9UG/fZrCguk/W69Nybg3g1gLMUpEVOFhNlbv7yF96NQoj7BXnRbZulJBlJTNsyOeZoFA53H+R3f/+XrYfH3gtMrzCMOcTUQk0kS4Ln9TwFWT/vNk8y4fs/IgqE2BIF76y/wuUr1rauupNnyejXf9x8Wvphwe5qJ+PDHcrzLFwQopaipECS9bNuRRyRZaRJ9z224C1NyeSA/YfsPZC3p25ckZRcO+JWy3Vde78UczEFedUV2WocSbJBHoRw7sAtVcVkxOGQ0VA93Fc/P9COR9qypK60pzSnXDohoTji2inXMlZ1Ut4sA5DNAaxNWe0PJOkg71YcPlV//Cen9/6lPkK9hP724k9pKqzEkuPa5pRvZawh12nFcgZq+hXJ2gppmnC4r/zdr5zuHnyZtLA84KLFLat94flYXnanL7wiBdp5Cwa000PNp/9W7x0I6atPfGGvlrxHNH6hLQnCDs4KcRFAE6gCzcmU2YPPGD/vamCx8L8mgHK+9Cv65gKAMuYoYTqdaMr957JAdP70XyPw+bWz9sW+U50359vwPIAK08AoY1TWqqaRvXTzv05wtDVlq0mZzIVoYkGOzwNoME55tsLeYW16XMkvBSEE2m8wgM0qjo6VOc96PNVV/0sAzldkg0noVOteyv7uUFXSiLs0vI63MQ9HmlnpcIt/9rinY2E5gHleJtgv2Fnn3vGByXCG9PX9GE8fm25wf8DfIx7p5oSXuFyU4kZ3cdxd55Oc3cd7ymcT2kCUvNoFjk65v6dKW0/e4a8Zn2DPwj3AQhfcptnpWNgt+HCL9b2h5B8nblzdll+9Igx6F3N9ZmXN/nPNo4fK2YH963ywwp919I8W6Wf5iwndpXG94sdj3v+c947ZTgtr2aos7glZwUohtA3jsaYca6qxanZknPHkCh+v85uEj3BfNxVdKOWl+jCfeAtca7kx64DcGbM9Y6NiUHdzYxJ14lVmTDKGBY9WuFvwt7ij/mwkW9pHXyVQL96SsNayiWsN12q2Wt5uKVqy6Jx+xHwe8WRecHsRQ0wW8/5/O2//BVZS2g8vdSLAAAAAAElFTkSuQmCC) 7 2, auto;}
}
div.testarea{
animation:rwdcur7396 1s linear infinite forwards;
}
