@keyframes rwdcur225362 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpUlEQVRYhe2WTUhcVxiGnxmGMEgYJRQtWqSUgCEG6dShzUJiLC5iUTdmVX+QUIpI0NBFKKWuulDcFaldSnFRobiIEPzBIVaYSGVGJl46tVwjYzIyfziM11Hj9TpfF9cGdUyqjkM3eeBs7gvneznfe75z4R3/M5ZsN3j58mVhQUFBFWDf3t5+WlRUFMze1umwJRKJLk3TZGtrS5LJpOzt7UkymfwRsOe6uFVV1bv7+/vS1dUlNptNLBaLNDU1yfb2toTD4W8BWy4NXAkGg38ODw8LcGT19PRIIBAQoPg0G1nPaaBQ1/XrHo8nQ/B4PJSVlVFbW5tTA5cNw0iUl5dnCOXl5ayurjI9PX0hObDt7OzcjUajV499vzE+Pv5I13Wpq6t7ffxOp1Pi8bh4vd4/AFe2xa2KonwuIrKzs/M74DikvQe0zM/Pq/v7+6Ioini9XjEMQxRFiVZUVNwHPsjWgK2hocG1srLyeGpq6nvg/cMacA3o7O3tfex2u/+enZ19Pjg4+AR4CLhCodCtVCr1zebm5r1QKFR6HgNW4CPgC6AKKDim2w/0O8A94Gugsbm5+WYkEnGn02lRVVVisZikUilZX19/wDmupv2gsIOTA2sF8oDCf1c0Gv0lHA6Ly+USQCwWi3R3d4thGLK0tFT/hn0uBqfTWbqxsSGtra0Z82FsbEzC4bCbo1m6WDcdHR3XHQ4HPp8vQ/P5fCQSCRdmgHNjoK+v75WmaVRWVmZolZWV2O32EGbLcsanfr//2eEMWK3W1xkYGhr6CTO4OaO0pqbmgaIoURERVVUlHo9LKpWSiYmJOaCRYxl4Kz6fr1jX9d80TfuK010hO/AJ8LC/v39ycnLyr9HR0WednZ2/Au1AKWdo+yVVVTtERHZ3d59jXrMM3G63bXNz81YqlbqzuLiYh9nja5jzow34EriNORnPNAfsjY2NtxcWFh6NjIz8cOD+CBMTE8XBYHAtnU6LruuyvLwsfr//xkGhPOAK5hw518NkA65iTroTJ2EkEvk5GAxKSUmJOBwOmZubk0gk8gS4fNoib+uHAbwAngILgHZMLzAM4+bMzAxra2tomsbY2BjxeLyKN7TrJP6rJ/rBOgl7LBZ7UV9f/3F1dTXJZJL29naAAGc4gWwodDqd7YqihNPptIiIBAKBrZaWlu+AD0+7STa/5Zcw017b1tb2WX5+vn1gYMAHTGO27FWuDYCZ9GLMfwUbEANCZOYl51jJ5TP7jlzyD7Vnv1ByqyS4AAAAAElFTkSuQmCC) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur225362 0.83333333333333s linear infinite forwards;
}
