@keyframes rwdcur98660 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcUlEQVRYhcWXzU8TQRiHfzvdWZay7C5thaJQFEmxBCs0BUyNH0DS+EEwaeLBGKIx8aBH/w3PnowhHrliooaLSmJiqkHdigEqKkHSliDdSN3Q7XbrQU287m6y+ztOMs/7ZGbemQxgI4SQuwAy/49RXphubpXuW2bZEQCwMjl9dU4QAzcAsIIUvBgbnZijlF+2CmLtVDdNUzs+cppNpMZnXz6bv82390T9LSKvLM6/t8ry2REAoFK+KX3uQkaSwj1dBhVQ+PKxvJXPPQRQsgKyuwVquVTUjFqVBaCa9Tq7lc+tAVCsguwKoGboK3vqrukjPuz/2oNp1D/b4dgWWFXePipubvC02Y9ycYMrfF1+4KoAgJ/q7o4Ks0FYSgGAc1tA+ZBdXNL1qryZzy0BsNwBTgXAspSjHEcq5R0NgOq6wPdv+dlV5Q0IS9accJwkNXF5pgHgpF2AoxUAUNndKWoABIccR3kKIOmlgOxZ5XhyLDN5KfNYDhy454nARHoqt/Cu0IgNpSw/w/9i9zX8M7nJX8q+etG6vqK8ru5rC05YTuLdGfgbR13g9B6InziVPgMHq+BUQOwbGvUDqHgi0Bbq6G1UfmyHwt3XPBE41BW53hWJEhMY8ESgwTAmmkVRao/IAES3BeKDyfEk3xKoRPqHEwASbguIohyUGYaYdUMHAN1Vgd7Y8Ewo3L1frWpoC0f0ziOxW64KUMoNCGIbqRsGmgQRhKV9bgqIUrDDz1BqNACZEJ9x8OhgFEDcKsjW3xBAYnDsbGJj/ROyz59kW8O9x4Kdh9thsxMsh2GYdOr8lVqLFLoJgBOkwFT/yGQVwB2rrN8F9bONVQVZIgAAAABJRU5ErkJggg==) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeklEQVRYhcXXzWvTYBwH8G/SJI1dlnRdrN3cXF1ntdoVDavD4esKw5exQ8GDB0EUD3r03/DsSUREPOzoBJWBqANB5tvWOa176Ta30nW6NWTStU2aeVDBa55A8j0G8n0+JM8vDwEIQtP0LQDp/6+xvDC0o1G6Y7mLBAAgmxq6NCyIgSsAGEFqPh872j/Msvy01SKGZHXTNMvdyROM0nfm/uvnIzf4YEfU1yDymbGRCatdHhIAAJXlvQOnz6UlKdTRZrACCrnPpfzs1D0ARStFpK9ALRVXy4ZeZQCoZr3O5GenZgBkrBaRAqAbteymumF6aA8q5U2YRn2OpIcY8C3z/kHh+yLv4bzYyOe4wsL0XUcBADRN01ReCHCCXwYAzmlAZubru4+hSFhcX81PALA8AXYB2FpfM+fHHq/kPrxYA6A6DlheXnqUnZwUOa83R9phC/CjWJwraZpYXFl46AoAgKaWfpYB+Gz22MozAD1uAvyurZzo6U2nLqSf+AM7b7sC6B8YnBr9VNiOHe6zfAz/C+lp+Odmr684/uZV43w287ZaKY/a6bIT9/bA39iaArvfgUTiWOokbDwFuwChSQ75APxyBRBsbYvKrWG0RLqvuwLY3R651hVPwjTNqCsA3dArtVrVFPyyD4DoNCBxSDmusAyntu2LKwAUpwGi6JcDFEWZhq4DQM1RQGfsyGU51F6pVrcQCO2pteyNEW1EYgDLcgcFsYmuGwa8ggiaYbucBIhS8y4fxbLGNuCnaY/RGolHASSsFhH9GwJQ4r2nlKX5Lxh/+XS8MdR5oLklHAThJFgORVEDfWcv6g2SfBUAJ0iBwf3JVBXATatdvwG6VcGV3z+D+QAAAABJRU5ErkJggg==) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur98660 1.0666666666667s linear infinite forwards;
}
