@keyframes rwdcur53275 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 4 22, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
36%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADs0lEQVRYhe2WW0ybdRjGf9/X0QMtLYdxmiCHocJgHW7INma4WBQ1LLIY6QKbFybgdNMbg1fqkmHizaZmmpm4ZV5M1y4FXcxSZZJYF5DJcJWDHLdIBDrKSVpcKS1f+3nhJWJL8bK/+/d5n//z/k8QI8YmqaZ5WzXNh6OtF/8HDyLwRDXNJdEUC9EUnXmnfkfuDrMOOA+MDTkaOuKUgUceK7k87oevh+0n4x0X0wtsnGoLp7VlI42tVtSCxGBGujlrfgHl47vA/v0rZQ0nrtf7VlzMzyvQaIKfyL5OV/+NFxqZCK8ZcQJWK6IYxLM9H11OThw6XTGrq/MszpXh+E4iOcNPRY2fPoeOZf8d7k/PdNXWcyCcbsQJmEyErlyquif5NaVJSQuYGw8yO5rCze4xiniWGcaxPTNEMDOFpvduYvm0aakafRXwo41TgfV0I9qE355D2WJmODXNVbo1bZG3KouwX07H170XJemM0oWLaXpvGCjIcOIPeMk3TowBZYB+0wk8SOX17XkU5uUOYUjcg16r5i8UdPAlAiIyMnup4TZt5JUrGf99H9kFVsmG9f1w2hElIArs1ycY0Bsq+PB4IX0/6AkRRIWWXEoBGQmJNFJ54Ib4eC+iwJVItP8zAasVUZD4NXUrRo06i/aGlxk2+xFwAmpCBBnHgZGn6aedMx1T6LImWfYOSMGRSM5AmARMJkLZ2Ty8s0RB5kNaEvb/zCx3AYFZ7iKhQiQOkFGhJTCnQJJu0dufuQU1hZs20GrhittNYmJSORea8jn3Rvo/1x6HMJCMDiW1x1QMq9o523uLR59yIAoyCNMHTEfpjMTAuiNosdCdkky5cSfMTgboOr8bER8qtDhzvmHhD4HjHw1S/aqTw2fvoVTpcLsn6O0HUaAE6NqUAa2G27uMYrnesIdOWz5KUYkcClJ5SKLxKzsjfQIFxR7ci30MDgHCn/fn5tgWCvFabT0XImm+Lq0WLtmuIbtdOfLnb9bJb6delD3Og3Jv+z45tFIhL7rU8m93kHt+Ith2HbnVwjUAi4X8jfZacxW3WjiWlMQXpUZISCjG9lkez59Ywucbxe2ewe0R8HplJqeYFVUUST6qTEe5Gu1i14xAEFBnZggYEncTlLw8eaSHyaklVgM++gZAkOXnZIGagRFOnj5NCKJv/q8GFAp+SUmW8XicSKsuunvA7+djQaByFY7U1TMGhH1mI2XNCFrMfKDVMLO8wkuCQJos8+6LdZvcVNFit2/svxAjRowY0fA3ElBeIFTnpIkAAAAASUVORK5CYII=) 4 22, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
88%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtUlEQVRYhe2WXUybZRiGr/crhf5RSoG5rTIGLAIy6iRsQtggzGxusmRRscqQxJCoMc5D3ZHoduCR02y6GGeWGHVUC9nUiJlZpJvWKgwZGwhN40B+CispWEb5KS39PPDEZAO/wRJPep2+eZ77fu/nyZsX4sT5nxGrKarmmBE4DzzdSuPUWgwkrKbo4HG3ue3LkoTHGtqczxvpVSXw4VKUByTQheGcaYnQ4/XcuucGHA40Isrvem3w/uJ9Q4lVVW4QBqsmKXQoNCvw+fKJRde9P/nX5TFZxiIU5Kt4BA4HkrTEdG4OhqwsNQZDIZFIAEnO5eJnyZjXh8kr19H5q5GU9FbcP+7xOhsLH26lcW6lvooTsNmIff8t3TnZhp3GlG00vbCbm540LneMUMAuAoyQ82Q72+v1mFMeZGo8wwWUVHNsoJXG0eX6SkrEvztBYnMT/VotOyWVntcqCnB+eh/RjnISMeKhk3GGcZ1LJ9A7hS65h+KKD64BXiCw5gRCGRzOzSY/e3MCOt1mjHoNM6i4xCcIJGQEReymFyclB2R+aqvGPxHZ1Urjyf/qrciAJCgjVopGk8ypV9O51mbEzBJJ6NlIHoN0kUgSFq2F4T+CWDYNE47GTijpvaIBhwNJRLmakY5VrU7GdbiOG2fVSHiwUICfQQbpwsoernOR0+1ekjOvMuYbjU748Ci63EqHNhuxzEw2FW1VsdGiImbtZIDfAEE3F4ggkFABMknomRwwEAj4uN5LAhry12ygxc7ZYBCTKXUHzW+bOHPEjEBQwgGMpKPFwCN7jfTzA+90/0J2ZS+RcB4xmXJbHS4lBpYdQbOd9jQzO6xFMDGyiPtUMTBPInp8WV8zOTTHS+/9SWlNmEj4JqlpAWZmhun3giTYCrjXlIBeS8dDVokU03Y8l7YAEirUVO1T827fz1QeEex/cYDpYJBvzhfScSU65nLDwgIvP/Usp5WIwzIvYYudM1oNDWWluXz+ViX+5jIqPrpCqs5LyaOLTAe78PkWmF8gNjmFFArxVU0tT9jt5NTWMqBUHO4wghY7z6Wm0rDNCrABtCreHGpicbGPYNBPX59gdlZmZJQJKYmC6Dx7bXV8AXC34nc0IASaDesFKaZilqIB6l7/mLFxLbeCW/De8CNkeb8sONjj4ZWjR4nBP+Kr5TYDKhWdaWaZ6WkfszMmunsgHJ4/KURPRQSeqT2EF7iwFtF/c9sONDdxXK/FP7dAvRCsk2XeqKlVvlT3FKdzdR+WOHHixLkb/gbudE0aKa33kQAAAABJRU5ErkJggg==) 4 22, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
}
div.testarea{
animation:rwdcur53275 2.0833333333333s linear infinite forwards;
}
