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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHf0lEQVRYhbWWaWxU1xXHf/dt82bGMx7vg1ds2YCBQOrSQCEEAiGlQoUqTdSwNFUUFbUVaVQ16pIPDXyoSqNUVZWqUqRQtUpCkjZqKVHdNM1WQoGQ4GBCMIaxDTbjZbzN2DOe5S23H2hczGIGKT3S03u6uvec3/2fe+55AuDJ1V7JLLbnvbS4euztdVuDNZ7AM6Hq8ENqTTnBmkrUUhM8CtIPImRCuQmKINU3Qscv/jYY74vfveHw/rNX+tGeXO2Vjz9zFqEoNwQQuxbI3YdSMyD0LF9NWNZDSmwMY3AUzl1CLqihqCaMKDDAUiDsBcBfVsTSx7+cbPvdwQyHZ/r+X9Su7hmPjHRNfz9+12/YfZd/hkqyPnncyVqXxuJpMgEvQ8lJPB/3MnEqgjtpQ8qB4Sw4ErIuuj/YeMfDa6uv3px2vR1LKaffQlyjPl2vf+nHnnJ9a7IzNWa3TVWnOr14gz5GLAv9XB+O41B0ezNCSGRMICoLQALe0DdgpgbX1f3ToEIIONE9PX7sxfufeGfffaFjxq7vi8NLl/jC9pJ/LvgemSEL27LJ6ipTPh3v4ASDH7Rjd48joynctiHkUAqhGg1Xx7p+4k90I9p6poM/fWgXax6+t6aw2LN9TlXB+bW+AyFtZQRNaKw3nx901eTrUxcTSFdiL59Pl9dBGYgT/eg0ciSDjKWRGQfpXnvWZ6TgSsmfPrQLKV0AqhfdUdK0OPi+itqo63BZTx01VERQOuHEDqnpv7fPpBZWLzS6+zEsGNUkxsAYI6FeSutqYCTDxPmB07MCXJ3vT8vv2M6SBzWvaFSEi+tIhBTgglAFvmJBxSLPPYnHlrVaf+8ynUi8wagvRjMMbJ8kcfI8BWWlmEIQ749/cPMUXJFzgIM/26SVVXofGe2Q2BMOQx0udtJGWg5u1gbbwSscspkjyVwkusW1re54zyjSkSimB3wm4xf6yFlWZmx45M1rAPa8lxZPP7oA+WHXjJzvPpQSf9i2RqttLnglUGDc89q7BoMDDqe6C2l9O0R8zEXRNBxLwRvQqKiULT0NgxFXc7a4jnU8fm4YayoHqkImPsFUOn2w5bmnYlcDTGt+5W145c33znP3FftM8eyHvWvuX9o0QVPzMl56N8vyonbq5/UwNemiGQJfgcLQpakjbQeHNlV8VEYIz4u2IzbaPqmEdTWnLW/+XMPeH525IcBsdnz//TvDdV971uPRCBX6yKhBNJkken4/lm1hTam4MvdhrCu1deMTrZFP1x1dsW1H1mKrMJx9a46+8ufr+b7uRXS1qbqCoZ6kqPhuyECwwGE4OkSgRGXkEgRLVYSmhFq+/qfIleu+eGz/C8ALs/m+cQO4hmKYntOtxPqHOf/WSQbaT5LCQQgNf0Cgq0rj289uXpm3v1sBMENivnRtTGM+/vYMc2J+PME4tJdQ2D0XhIsWgqY7i/a9/9ID624F4KZn4C97N2m3Lw91CvGFBhFJoZtzOCVM6tOnqbIa8OkhBud+gF4Rw025oCn2xHjujd6e1PPrdx54+Wb+Z1Xg1R9ub5m3cEunk61sELqBG45SkDWpU4PU2rfhM4qwXItMMoWwBUJTGBlIHznx1vCe2MWpg/koMOshLPQ2tilG/S/Tsu5bimousYIpJU05pXPKSf3xH0Qrclh1Ao8ngevqZNKgm2r8wb1vHM8n+E0V2LBnD80bN/xWse1HLV/xI8V1D5JJpchZORKXhtDu3IQor0VVXaysxLFBUfOq7GnLqwwXfWXTYeDw2R3f/bm/oiqcOtuFNppE743iZhWkDzJIdBPSSfeahjOb5V2GbRu/ubE0pZXLqSwlXTECpgHtZwlU1WO8Vkg6Dr1dE2/2dyf/+n8BKPP4v+O4UhlbtZi+zSvwGTqBjii54kJUEcJ4U59ITLiP5FDyzj+Ams+kf63fagYVc59cs0jV59ZSNK8RkRjHGBxn0s4iw8WUdSY81iey7a5nXj51KwB5KVBTENxVGgoYZatXUesolI5OEli/Gqc4QM3xToKHTpO1HcpN/09eXbUlr3N1SwAE/FXq5xdg1FUjJlMoiSRKVRhfSzO5RfV46irw1ZVT1NK8sHnFsntvBSAv2sCq2zTztqXI8QRKzobEJNIwUOqqMU0Taiqn51bGAz8AWvMFuKkC7z3wbcWYW7JZVoeh43Kzk+kMcmAQ5jdAuQdCOmiX6z8YDK6LPPFU3k3ppgDhhU13+usX1xIbRUxOXQawbETfELLAB0VzoMkPNV4IaCiKQkl52fbPDCCwomWLYppwJgL//WmVOQsxPIZsPwPzGyFdBKYCjX4oNVA1bdtnAnCgtVXRljRvjiUT5HwGFBdCSYicqUNJCHd0nMFoH5l5TbilCyBlgl+lYFF5qO2xn67NF+KG9u9j799xob9fxuMTsvvCRSkztpRpS57o+ERayYyUaUt2Xrwgj3Z8LPtjwzI9OSXt2Ji0I32y53jbr/OJMetFtK2kemvVnKp7Jy/1k+66SPHcOux0mujBNyiZW4ui6Thnu4mdjzCcjDNxrotk5AIjF3pJRvvnrxzK/OpANOLMFuM/gCY56L7TE4cAAAAASUVORK5CYII=) 0 0, auto;}
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56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur160390 2.6666666666667s linear infinite forwards;
}
