@keyframes rwdcur110144 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 31 0, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 31 0, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 31 0, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 31 0, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB10lEQVRYhcVX0Y2DMAx9Pt1S15UYAjNEV+IW6CDd4N0HCTXBcRKuUi0hwInj5xfbAeAfQoAkSGzXaXydTjo18xTgd+jAWQAA5HYXABBAKKAkdQ9oBUQBauf8EBQB8vnYWfDm1oJIINwx12m5WHbI54N8Pmh1HuDadoQ0ZKNMeUY8A1jSnDnd7fuyzZXScV6nW6yx4pVsW/IZse9pXA0btW0AgK8eIArQRt0jM44Zf0m4TtQicu1kYL+CRAQqDFijeZ12/YEBcbYz6U5M/dxBDrDBdTpFrQWdh8gNK3k829hG5VWJ77wA4KE/0Z7uh3XYBuBugdzuAm5eqpjJjXKR1zOPk0VStwvWclsx14n4LQCdYZoF87O87EsQFXEHuU7MTr0MlttdNJVmlpx4CkhpEzWg6mGUQZTGUUl5Tr0y7OqItfrNei3r3VRKVPu9ATQNIgCtAOx7VytuideioxyyEn6Q9IikDwx3rADh5dQlBjQ4nDwwUdK9ZQuyzI1xbzuaAHpKRgFpHdXDHyOBs1PGR/qWvHULrsjHAQzviz2a7UFT07dkiIHdiZydLO9JsTaAKNH2X7WBz68hBlpRLgAgY2x0A1Bz/uvV/7qrANRQ3vtvoIP94GPyB+jFz3GoEXEzAAAAAElFTkSuQmCC) 31 0, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 31 0, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+klEQVRYhc1X23GDMBDcy/jbTbiKuAL1QhGIIuiFNEAa8K97SNzA5QOdOISemI/sDDMguNu91UkA8AYYYGYwYzlqYqx6zlbGFEWgMZEQW4A/3ib/eUj5DAA8maIYC5CIOCyAASaAAAC/DxBArSLyBJEkFmDr5lufh9cW4BoRRfBkfCJNtjSfgr6W+yo2V2DeBiTsNNNCIyBar0mlnAzITFmOS5Z87ni4j+j14GRKmnc5AACvZ1RMtAl57lgC+7nz44N+iCKFubEhHP8cl7zKzaizMm88mc18W9VYEriZe9UXksc/z0HvBL1x0eQAgOttJ6xnAF+B9XreF0UbV/q585Xn8LGz4/VcDtnfUn0shCIkFAQlOpJLONNN+N2tghTWRiKVUM7drettjQudC5DeCcWJ620zLdKcAzk+dwzuaAFPhtMOSBWuktJ6roIUolzNO+AQkvu1rdCHA4WcZQEJcgCg+5h1g+4j1TqWFVCbZLfxqPjDW3EtOal3e02ucAc89D1gAe4RrzwlRvomLCwq4GjH5xox1Tc7AUfILUCpPtCIueB7oJbYKvttxfeERsyFSwv5mRDOt76KTxHSGsCsXkG0xqfGS2hywJPQnqT1RXQI8nVjU2tdftW4/k+pyYFSlQPgX82nC7Bu+bnz0wyvEmCV5TUbThjzr/EHJBJid/5e1XkAAAAASUVORK5CYII=) 31 0, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 31 0, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 31 0, auto;}
78.571428571429%,99.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
}
div.testarea{
animation:rwdcur110144 2.3333333333333s linear infinite forwards;
}
