@keyframes rwdcur47822 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAClklEQVRYhe2WzWvTcBjHP0naJO26vjjn2HxZN2EqsokeFPWwqTdR8CSI+xs8KB5l3X8gKF7FgwzxIih4EA/bbZ42BEXYJlS3OdfSdlu7pGsSD6WYNTZNX8BLvxD4BfI83+/veQ38ZwjtdDaVmrEq5+mDdzz5bpsAO3k13MS0RUA1eSKRcJxriWhZQIXcTgqALEDRqivC16oAB7lfgFMRKBrwcxd2Sq62YivEjrzLIgR8EPVBWIYeBUSh9vetCoCq25tW+cnugWSBIoBpOdPTTgEAWnSUTPwGphCFszHI6oAAIR/EZFfbpgRMpWYsezhz/WNsra8gljJQNOHuMFzuhSMBsCyHrf29oSKs1W59X1+ydfga2voq6qYGH9ahLwDJQjkdLvDUhjX7POSDeBdsaLCpYyj9/LK6UUydiJHCH9Jhu7SvBqpbsbU2PBaE05FytS9vY61mUI5fYi+5yKoUp/vQCE8enKlJDh5qwG3EohvQJUFIAlVi5+gVnk6O0isViYeXUPJpV3JoNQLLeYhkYVNHzw3y+P6FstPdJET/FmDTu8B++329LAlgWOwFB/GXfmAZAaYfPfynj3pbsWYE7OS3Z03Sw7foWXkDQQkKBtv9ExRSSSKhMdTMQkOkdniaA4JpEFt5B0GxPFplga30GsbJcdTMgmPSudaNVwH2WyhanrzUAwjkYleZlcfxD51j4PNzrzw14akIdbUbv6VBWCb9e43wxCTPLmpAoq74enBNQcWRaJZIykPkUlGG1W8E5l5xcz5IIpFwXTRe4CkCpiiRk0LEjCz0qpxYWmR+rovv5+/x4voBh+BG4Mng0/u3lqoViH/5iOlTyUcH2BgYQS7u8npcbIq4IQEVNPPX20EHHXRQD38AGmsAgf/T9+AAAAAASUVORK5CYII=) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACc0lEQVRYhe2Vv08TYRzGP/eLcqUQoFCMgIiJVUASDOqADjXRwRjcHNSBmBBnXTWR809gdUAnWTTRGAcnGDVBFqMLCYKKiBYpbWmhV3gdmpIWr723J2z9JJdc3rzvPc/3+z7vewoeGItOCqfxRy03lEq/VfGCUuJOyBg6UAN7cTKkev2YF5zMH4gBy7KwLEtqbsVbAM6VlBJ0Gi/cCk8dkEp7QJda6zzLAanwnW+FL0mwt8HUIJl13Y59ycCdF4tshIYguwMDTdAVgAsh6GkASm+PtAG36s1klIVEBj7HYSmVS5apwVpmfwy4MT4ySPOxXhACPq0TnzVgYp6UfcrVgHQGyrEr0GggsqBqOxD04e+aB9uAuO3dQL79eZHCagrft31taKnfRMPXSS9+JLC1Bhs2tNSUNVD2OI1FJ4XUhaLoJNQg2SPnGB8Z5PbrX3R+eIwa0iBmY91/CDgf35IdKAqeX4NOE35sQiJbNG+94zKZlTnS/VeYuNYGwJPhELd89xCqxrNLtSXFyxoo4qgfmmpyz2wMNAUUSJuneReHEwPDPL0aLFoSvjkqdcu6n4JGA3QFNrdz57y7DgwVTjZgrs4Q7un9R7wSShrYbVnMhu9paDfhTDOcbYTjdbCQJFvbTvf7cc/iIJkBEdNRQr5covtCoP6E5S30P0v/JQ4SHbAsC9vfAV/ToKvAFrT4IJULo9vfzg2pECYO9ROcewt9DRCsh/U4tPqw7j7wLJxHasHMm1fCmH7OYXsFWzVotb+xqrezfHGUl0MZz+LSBqanpkQglQAEihAIRSFl1rOjqkQiEU/CFRnIUxhMrxVXqVKlyl7+AunM3k8aE54dAAAAAElFTkSuQmCC) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur47822 2.6666666666667s linear infinite forwards;
}
