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6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIElEQVRYhe2WT2gcVRzHP/PyZjbZHZIQQwy7xnaJCTFpKOwuIdQaauldJHsQPOzioT14ELx4EJEgknNTgx5KIULAk5dQCgpFSgOyGknotrahJkGzKaSbpg67jczOvPEwu+1idze7VU/2C7/T/OZ9v+/3e78/8Bz/d2jP+J+osgpUlf1nAgQQBI4Bp4CuKhF/AD+V7WGrQpqBCUwCnwE/ep537++2uLh4BzgPnAG6/y1iAQwDM/F4fOXs2bP34vH4U+TVtrCw8AvwKXD0sMMPS8Fj8nQ6fTIUColSqcT9+/e5cOECkUik7o+WZamurq5Z4EvAaUTQCK8AM+fOnZsKBAKiVCohpcQ0TbW6utowx52dnQJ4A3i5kV+jCJjAh+l0+t1AICA8z0PXda5cuXJ3Y2PjKvA7EAZCQM+lS5dOptPpTk3ThG3bjIyMMDU1pRYWFr4A5gCrFQECmEgkEvMTExNhx3HQdZ35+fnrwCxwG7CrfE0gBryzubl5Znp6WiYSCaSUrK2t5ZeXl98DrlOjMuqlIAi8GYvFwo7jIKXk8uXL62XyVeARfl6dspAHwFXg42g0OlsoFLZ1XcdxHMbGxnqBk/W46gnoNwzjmK7rABwcHKitra1rwK1atyhDAdvAV+vr698q5bsZhgEwUI5SUwIE0Ds+Ph5WSqFpGpZlKeAODV5zFR4Byzdv3rSEELiuy+TkZAL/QT/FV0/AyNDQUL/rugghWFlZuYsf+mYEKOC3QqGwq2kaSikikUh/WUBNslqQmvbkffb39wd5uvc3giOEaKoV1zpQAes7OzsPhRAopRgYGOjDL7lmz+wxTbOnksJcLpcHtloRcCuTyfwgpcTzPLq7uw3gNaC9CQFB4MyRI0d6PM9DCEGhUNgGdmihDK2Dg4NNx/FTbhiGiEajp4DEISIkEIvH42+ZpikApJRks9lVIF/rh7Y6B3lAoFgsvj44OBh0HIfR0dEey7LG8/n8r8Au4Jb9KhcJlQV+kEwmR2zbRkpJJpPZzeVynwMbVf5NCdjP5/MvjI2NHdd1XXMch+Hh4d69vb3Y/v7+S4BRtheB48DbsVjs/WQy+apt22iahuM4amlp6WvgG+DPWkSNZoHAH6czqVTqdEdHh1BKoes6ruuSzWatYrG4K4QQoVCoNxqNmqZpilKphKZpBAIB5ubmvgc+AdbrkTQ7jj9KpVKng8GgcF3X/yAElVJVSuF5fnSllNi2rS5evHgNfye4TYPtqF4KKvDw+/zq2toa7e3tR/v6+joMw8DzvMfEmqbR1taGYRhkMpndctjPl2/esB+0shN240+8SWDgxIkTE+FwuA8gl8s9KBQK2zdu3PgZ+A6/a9Ycv/9EAPgpkfi1PsyT9rqFP4jy+I+t6YX0WdfyiphKH2l5HX+O56jgL8rxpJtUIQ98AAAAAElFTkSuQmCC) 16 16, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur195751 0.75s linear infinite forwards;
}
