@keyframes rwdcur215250 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 1 8, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
40%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6klEQVRYhe2WP2vbQBjGf2+TL2EJWkEylC6dQrsVmpCvkCmDC138BTpk7tAlo0d39pKsKU7AIVDoYvBWghzOEJpvkafDSbIsnV3H1EkLfpbT6d6753fv/ZFgrf9FOpTUkx7f2ElqSB06TwTQlXr0dMvtSsyfzTV3fsYOtwrvMICcpCtJXYkfgIMBA+JGvBKAzSnzYWYa0ivgbkUAcpnxGZBUIsa+OL84J98H8W4Mb7PeTbDEbFkAA7/RimWuAlxCq92aOcARRwBERNiueTCAj4uBeYArie+lt1WIHG4M9+17brjB4Tjh5I9g8WEMzzOzz3UgD/BFIikZhSBCuszKU0jvUgCOOQ6G7rDDPvseqhHDB3yWykFTS7EoRFmOYs8wgvRbSp8+AwZBoObXJrWU1CAWBan2yTX2MDAB8kMm7PX2AgBucv4B0k8p261tePdA49y8rFHpeQusbVa7iCwx482k3qcPp2AHZrwEopLxQ8yreuGLzVCbJWYaSpzBBhvFJWSv/S6Wk4iAXwGIWcajSj2ZAwAls/wLeDENWI2vHeVZxgBbkGd56RtsljSU+Ik/oiHzDMDafhIzM7CsiszlIJ1KwDXwflL96wA1kK5UZOM6a0weAaAAOQiARPP7rFQaPsFv3VprrfVP6zfF5ctmVFkW0AAAAABJRU5ErkJggg==) 1 8, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/0lEQVRYhe2VsWrbUBSGv1uyF7rJwo0gJthdTLdSCBSsPkELnbL0JTJ0zpA8RDJ7SLo2BEKModAlxlspSriBKN77APk76PpalmVRJ06g1N9ykXzw+fz7HAlW/AvIStqWFEgaSE/bvC9pTzrlVDfcSHa5As8qm3clvgPXYLGEQYiJjHkSAQ0lellzLuGCC3i1zNYZU79GVuIHYKeLkp0EiyUexJjXy01gzTcfSnTLiyyWDp2lN/cC6kp8m1NxDccc06KFvrgBfAfm/XJkDID2SiY7cqfNJAD4CskooRE0AEhHKWEQwufcF+4uJpYJDHMJRPOLpygRA2gEDdJRSo0aZtvAS+Ajc/++SQJvgdtF3JkZVsBvDcDdyR1nnBETk5ICEHZCeOOa75qJld+ARZknMSYnA3DFFeecExERH8WFNRxK/CxpED1AICfh+QVsAvuFB5FpG0PTXdSAHhzuHGbXTXevSJVcFRtZv7XifdM2Rn23FZdQpw4vnBwupd8sPi9F1rOj/FFcz47kJKFFa2rnTdsYs5VL6j5s4pObSQBg/MIREkfAh5Ka9vRaqS9xS/lMlNGsEPAM5u/vjNCWk+5LRECvongDeP4XAvd59nuR8UYdlBStT1KuTuAB+KHtutd6cRUdjybgRT4Z49MYi0S5zx9bII8Xac4O8YoVK/5f/gAhF8ePCwZYKQAAAABJRU5ErkJggg==) 1 8, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
60%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKUlEQVRYhe2WMWvbUBSFv1f6BzoahWLhLpkKBkOXQmmsmI7RktngDvaUrYPmQLN18mTiJUsWZ2wb4YZSKIWAQ6ZAwZFdbDz2F8Sng2xHthzbLWqg1Edouffp3U9H9z09WGutf0HyJXmSUpK2pPstnJJ8fJUpq0xZPXpSJzmIh7GidYkj6Df71J0655xP5a+4wvppJVUfAyBP4ltY9JTTWNGoqqkqZmBMUgChAz+g0qwsHZwjR3/Qp0dP1pYFz4AnYIp/DhQ6UJdqxRotWlPJLNlYbDaeI8c22wBMoABeg0kvB5sMUEqqDOIu3AURzadJ06AxFffwQihv1C8vwDhxoFuAY6m2G3dhVbm4dOgAzAVycdlkEytlQR54DGbfTBNFXXBxAWjQIEuWkl3CD3y6dFeCvMuZKFD+Ij+zDN9Bdje0fPxgjhw33ADg2A4Aw2DIIYcLQVqja6EeRT7BWLO9UK1X4YhwvXyPz+EHPiecLC40Rx4eVsfiQSyzF9oH4dubojGmaYz5aAxvgVfTwx3boWpX2WHntyFM2sxfJmMXPDw22Ii79EXiK/CJmCvtoM0ZZ0vtH88d24oB2AP3jRsuof055M9nmrcgjUEydoYMmZVBEttSJzDHEp+B97exYTCkSXOqV8ZbeuIAi0DaQZtrrunSpZQqwYe/VT0KciDJlkTktiUd3Oe54jIsqMIIoKDJmWJ+EyYs8zT81LqUeAmkV/tRrbXWWv+HfgFZ7AjptgYrCAAAAABJRU5ErkJggg==) 1 8, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIUlEQVRYhe2WvWrbUBiGnwPdOydOiEu9lxpMO7S41EouQL0CBdqCb8CDZw8dshoKJp67xGvzV6dJCZRAQrcOVizjprkLvx30Y8mSjds4Q8EPCJ0f6Xyv3u/TkWDJkiV/gQ4l1aVFrvkgFaQt0Rv3bxo3Ubu92WaddXQlmafGLEKAAVBdCgMdcMAFF1NvqFNnjbWFBIfQgW/QoDHXDausIiTKwAugCObNv7vhO/BBcmsuXbpcchlNFikm+pPjJUpssQVArpKD58ArMJvzC/IFtCXXcQHYYSczmI3NkGEqPUWK5Mmzxx5AJCq3koNt4C2Y/HRB0USPngCuuaZDJ3Vhs9qEDeALHO0fRQFDbGw8PICEoDp1YLpDUUNn0ujliD59unSjhUOrnaoD5WDQAwZAB1q3ralpigsJiRyq5DDHJmlNWAtxF5o0oYr/9CH5WNub7soswrcpsQ+YmjF6JNEfqzUYo/cSP4NgxM754NgG67WFNbAYNUfsspvpShap4ghdOOUUp+JgjscuyZMYAr9jIrIYAO5sV2xsrCsrLQBAK/52a26zq3duIUCv1uOEk5QjJUo4h056KwbgM/CQZK5jTL5W+iRNE1KoFihQABda+xMF+ysjBXcl4c7X2MQGfmoA3OD8LuNjdFfi7uiHxMegM4gFBngMFO5BQELME2PkSXzHr5W4gLI/f68CYMKRM4nzoPPsviPPQN5if2qWLFnyf/MHIHLkU60MWI8AAAAASUVORK5CYII=) 1 8, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
}
div.testarea{
animation:rwdcur215250 3.3333333333333s linear infinite forwards;
}
