@keyframes rwdcur113599 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMElEQVRYhe2WzWtcVRjGn3POvXfO3LmTzE3S2HyQSUtXQywkBhEUg5tsu1IQxQquuhAX/gHzh7iSggv9HxyjK0HQSghYNKlhtNWmdpLM3Lkf531fF2mraCpzR0I3eeBd3fM+93e+Hg5wrnM9Y5n/09xB076LhreMQ94CZBwPNU7TdqsVVLpHS55zV+CMZhl0h0VvdwXonznAdqsVNHr5pslwg8hdFXEajndFyce/9/HJOu4mZfy8sgD1Y5oJqrU32aNXPaJIiCDEs8LCseIvcYzbZfx0mcFttHU4eXHeVGvrXq0WmVoNJxV6plq9YqNwudNs2jKepVbg9Y0vQj+vrgl5U2DGo9lDiMDETsTlF4zwmQHE9bo1WbDK5KyixwAEduS0o302/f2Vb3byMwMIzXSkQ7eimS3+BqDIpShom0x0VMavFEBno+0Zs7ektL+oRE76mCHM0I5S4uKWlxykZwbw/PDrUAZ23TlMKBEoz0AFAZQxUIHfhwp2dpKVFNg6G4Dewa+2/tBfpcNjK1kKaAUThjATkfPj+AjRVLji/zC7d+1agl4vvbS1NdJqjBzFHwzMApL+DR4mi1IUSooCnKagZKi1tdOVmamXgqr3YnVIl4OMog/DKX7Pj9R0/0H6XzE9EkAHTRvDrSq4tyCYePJBBEprVObntN+YnBaiZc6LF5AWmxDerIpZXq1MHET9B/eeBlEqiETwrzuuAh9ePQK0BpgtiBrCNM+O1ojd2yL0/jt2bvFpniMBvIafU0fJj0rU9wCe7K3yffhxDF2tnsyPGCB6VKzh3AyIX9EVfflTtIKxAQDgWyzuE9NHEPU5oO4o3/vDi+OkMr/AulLBX8l4UngcUuSsLji4gMGp/xr5EH6G+/SyXNqd84df6amwYxcWfrLPXewF8STBM4LCEeUFJMs8znJwloGz3KEobhW53Fyj7m+n+ZZKwjewkyPDnc69je7C0vC7euisMtzwGC1mWhXOr7JzLXY0IcSswLtM6ubDaeni7umeYz1I/qm969cterDR4JeQ7xezlPTnkWSgQd497N0e66Eyttpo605zw3aaTdsuecvOda5zPRP9CVsfpsAdx6jjAAAAAElFTkSuQmCC) 16 16, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADa0lEQVRYhe2VzWucRRzHvzPPPPPM8+zLs2/VNcZt2ppgSknFQtTqRZEQPOihBFERwasFQf8AETx6EQLeFCmtiFChqAcvNSYgimmtB2lNTcwa8t5n280+u88+L7/xkEYUsptGxYv7Oc488/19npnfMECPHj16/N9he30wCaSPAwUBi8dw6Apq3mmg8Z8IXABKR2XpBW6KCWbKMhNiFYbxycLa3LkngM1/Q8DoNPEyoJ6VhTGpnNe5tB6SllWEUv2mrSq5/L0r2drK3BQQ/1MB3mniFJB20u7D3LYGpGNzw3FgOTZnKWfIdDMTzx0aqeyWdxEoTSNf+QbuwAWg1K0GAIiudrbgTNowTAkmJbg0YZqmJClGS5n+8S8WllafhlcHgE/dg7ljbv5oysBE3A4epyCU5cD6ara5deYEWpcA0G41Oh7BEIDjpb68UPZJ07ZdriwYSoErBSgrxW0nl+/rv/zA4lVvcvTJwcN3HXjeUtZr4GxMkz4oKCnHhCMqYYUJas5+ANzal8AUEL2SvbuRzbn3Q6pB4SixIyGkxWAgYzBNw0eGD9lZ91Vwdgoag4JIcdJME4FT4mitMzzS01OIljeA5I4FAGDz1ro/dt9QJLOpUaGsIpcWuCkAIuhGU4U3vGEG/oiRso+ZjGc4EdOkAU0AaWgiEOlWErc/W9Dt6pVdmrarwE9A8mI6Wy+WDpShrGHOYFEQIFxbR2uximh5xWJhmLbyOc4tCWi9LXe7eKx1TJTM1hr+2dMI13ar0bVDAeDEtcurjaT9McXR1XazSUF1Cf7cLwjX1pE0m4g8D5HnAQCYNP9oVhLiJjPMGYJ47x1s/dopv+sO3EaPbfj+PcVSnnx/pL1YdZJGY/tvAYAIjHPIQh5MSsSUBAnpn1mcfLTVvDn59vK1r88B7U7hXa/hDuP1Je96tXzelvzRsNV6imv9l3UUhojiOOZKLnFhzgRR4+zC3G+XHvPnN9Hh+u1wJzsAAMjXlusjIpVoP3iQQRd2xhPGiNvODe5mZojYu+u1+oeHv/3yh/ej2hYAvVfuno/Rn7kI9FeQe4MM9gwDK2iG2GB8nru5z+O+3PkzP35//S0g2E/mvgQAYBqoFJE6KTgbIOJ1H83vNuDMj6Pu7TfrbwkAwJuAMwBIAdBL209z13Pu0aNHN34HbelTsouW6BEAAAAASUVORK5CYII=) 16 16, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdUlEQVRYhe2WPW/TUBSGn3Ov0zqOawVE0iIhgqpKdEIVqlA3VImxKgO/gN/AxK9hR2KpGNjKxNIsjBUoNFSq+kFRmsZOSuJ7GBJaBHVJIYiBvKOPz7mPfV+/1zDWWGON9b9LLnPzGgSzpUpEUKYAUA4gKPeLyT6QEG9sEXMAwB40VyEZCUA1DK/NFK6veIG/bPJB5BVCbDSFDQKY8Ejbbbo7u8Rb26StFka12TO99UY3fblI61PWXG+YxdcgKMmVFeN4opg5DCCCAopiAE66dPb3oZ1gpV+3mrtbzMFal+dZb2IogFlKkZV02Ymby6G+wSACBjAiiFNcK0aPY3DutM8Ic+K85Wl4RQaAGQYAwKkGWTV1jjSO0bT3c58n0UVzhwLo0O4JpgaSaSj97snPpltsEFKglDl7qC1YpPV5UwovAsMtVVlySoT0HWxc3wlO1DdezncDX4u1yFSIX57BzcWwcfD7AIC73dyrbsrk03DSvyPCvKjmFUXFgKifK0zdk5s3lgz4iMHm85gowuYnOG6mwMYfAfQhjj7Wnh1VdhYq9jU2gU6PYhH8YrEYzpSZcLog1vgAIga1/S8F2plDLwMAwGPqHer1DvWzax/uPyQM/Y5TwWoKgJLiug5RHYTUiADOU6PRoEiEivuWCgMI6FszOwxHAgANeolBfghWBVQVzvffCAEakPrtE7GDBQdyKCJKzF/egu362y+lynzNYluqUjwFcKBGmhd4cDQAq5C82z2s+lH4RlJ5oNJPTRHep+Kt1w7qzazeSx3Hv5DZ9KYX/Zw8EpFZUpeksH54El94Go4SAMBUCa+mtDwY7n9grLH+ub4C/avwuzxjoh8AAAAASUVORK5CYII=) 16 16, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQElEQVRYhe2WwWscVRzHv7/f783M29nZZGtNm2LINjEUWUqLiiBeklz9A3oQxD9CPAePnj3WS1UoVPDgQb2tC55saCAuC0JMyLpd06bNpDu7s7OzM/M81NBUSXbZtIiwH5jbe9/58Hi/3/sBEyZM+D+xBnClVNKV0rJewxq/iEwadWEN8KaLVxYlb8/BdSCu1+IZ62En/1qIIqKFW7eilyawfumSeyGwPrDy9kes3UV2XZZ8ri0Ft86ut8mO3kiyqB52Dw6DJ0+i+7/kwlVUk1Gy1SiLzj2mOc6ZDw34XRJWrASs1CyxPS8sK2CE1oD3cqGqS0gbenZ3fce/2LjbP9+6gXp8JoEKSlqp+LJhWiJhRSIgYZAIWFiTiIZBMT4MZnu7jTcS/+B9DNK2GNTfkQc376Tl70+TGCqwj3x22UpiJSoiEUAEdOwDM7J+H/3WfU583zWDxAXwCgizwoI302YNwNZJ+UNv8g3U46yfbUP4Zyj1CMIZ/haBMEBA1uth4Pswg8HxrdqQuabEXaqgpMcWAIAvoz+bRPK5sPqaldwjlhZEDsEcIcuQBB2YePCvfUTD82UUgSpgvM7jvdd1YV0r6wf2cnfF0Q12nMAkKcf7+9NJO2BkGWDM0d8zUtZWYuiLt9Lmg5OyR+4Dx9lZXtYoFrXXzbkW4xo6B58NfL+ctjsqDUMgMyBHhzJd+DZIBx8vbW8+PClrpDL8JwvVagQgqiyvdd4+vxOq/MUpe2ZGmTSFiWOYJIUhiozChvhRhO3NE7PGEjiijJ80eq+WDVseKQFbFuA4AABD1E6ybP3X6HoI/PhyBBIUtAl61xMr1izqWWkKJ2BuplCN1eqnp3bEMwlId28qTb2rUKKNetYbjHDEomqhE3eGZYwtUCuXbROY+YR68yyszLEOCebIiLXhx72hD9TYAvvdLp+LySYhZRQ/1x1J5CBDcu+b2koIVE/NGasMj/i9sHBF23yTmN47eicg0mFLvuvF0SelP35rDcs40x3wg6h5wcNXZIiheJFIZSJqM3ZwOyjaj0bJONMJAE8HlZxVXGTKz0GlWaLUVn9uqnG1fvoz/MIEgKej2gpKNgCsYnesyWjChP+MvwB4ZTq7jr+QWAAAAABJRU5ErkJggg==) 16 16, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOklEQVRYhe2VzW5bVRDH/2dm7vX1vXbquqZpQhSHqCrIiooqimCB1ETqAokn6AqJLa+AVHnJA3TFqnRRVF6AXZptiYgolvlQ1TTGJKE0duKP6+Pre89h4RaKSGOTUAkk/6WRjjSjmZ/mnJkDTDTRRP8nraLo3UHJ/TdzqnGC1mdm/NN7ak7ELhiHItM3Dz/XO/UyYE4KwKMCKkAmj/w1x1WfKIc/EnE/kHTq/OXsKz9nOnu7a4A9CYAc5bwO0KnchUVJmQ8t6F3FJIoZEJliksa1mQuPyjs/PXlpAMvFosuxO0dCi38UZwaY8iT8Xt6hPHZwIgA62r0A+CmQ7xMHATjwIYEPCQLidDDrFE6XNq9c8V4awN2t5Yj9zDYH6RYHPoYQQ6NM4EuQvYRc7m8AlVLJXS0WxwIbOQW/Xb066yapG4rc94nJG14DAURaMX/VbQ8+rgxef1zCXS9G1uPu7pRt23nT0q7uhI+abV2/jJ3wRfmPfAMA0AleDQuxvs/Ey4rZA9EQ2xjPxEnJIVx868xmiF6hZNu9N5MksxSr3rxiJZ5LD85mcKvSwRdLQOdYAMhBU9vbACGERc70+zC9HuJ2B0kYLspU9lMJpqcsOZnYiTwIe8QkVgiK1FllFaWd3L3rg/3KYXtjxCMEXrt5U8dGV9GPdqPHe6b7/Y9obXyLbvUH6FpdBs1mCcYsKOECsWRIWBQzhkYCoUVSwdwyiodu0NEdABB2G/vpUKq9rdobcbPp28EAAKCIkLQ6YpME5Dh4rvCfZyUGog2iw0uN7AAAtA8OdHTQ2IibDf2sOABYY5CEIWwUAfRc0acG5g6z3I9FHqxgSx+7A7/cS4feua11DJIWgPxfnMbCxsnwzBRbJv10Qhrk8HqUwu3+9FQN1cNzjwWwgrV4szldY4sqFM4BGM64UkalPG2V0lapFojqxFKx7GwYxN/0Ir3dzrlPlqrV6EW5xwIAgK/7Z7bf5l8/Y2JYZS8qBVIiu3wqW7WCjdiY9QRSC1NRpxn19JeV5bCM8sjfcqzv+JnuoOReQn1e2D8PAIbpoZ0r7OcKs/q79Dvhylo5/if5jq1VFL1VjLdqJ5poov+8fgcGDTWivaGU3QAAAABJRU5ErkJggg==) 16 16, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur113599 2.1333333333333s linear infinite forwards;
}
