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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/UlEQVRYhc2Xa0ybdRTGn7ctceW2otvsBNM5HIgUERDGJShmQ2JMvA0N4D7ghGXx8oGpiTO6woRGl8VlXti8hDBn2Bdd1Eyd1OBlwQ1hU24tGxSkG7SEso7aC729jx8mOBDUQMt8vrzvh/97zu+c55y8+QP/B/FqtR0gaeGyA5yRgv25EdSngH13SUn9q8sHQZL9uZH0DHZzsuVz2nWfcqhYTRq1IYeQAAB6DsPncGBq0Ai/qQ+yG9ZA+doROMbSwG+3hhRCBgBQx0Mqk0L0OiBXb4QhPR/h6RJIIqIhCBLQvJ/C2iohlCBgayXHD9XQfvIE9WmgZ6Cb7s6faH6ljAPJIOszQz8TvHSQJHk+W063voMTDbV0Dxnp6mjhcBrIhruDDvG3trISHLXeCr9Cidh3dOiMkkNx381gIACJ6MEtbz4JIXVfiO0w1rJ3A3hxVymHyzLoGeym49dWOj7bwx/jQH73IDXm6tBawhMlHNsUw3NZK+g2Gen4Xkvf7yP09u2ltRTkL1uCAvGPreTrGbzUK8I1NYCbjtpgK5Qh7CE1RFM/ZPn3IzJWBiHrkxDbcbyYYyVhdJ2uov2tO+if7KbfYeJkJdj3KMgPNi/DdjQX0LUdtO1eRZ+th67eOpKk+DhYtjaM/LAwtBAaczXZnE33gUS6Pr6Xos/JkSzQUvMwmQR+nbeaNFTNC6H5JkjDqjFXk11l/G0TyKYyjr5UQHFygmLHIVqfW8NAtYpkgBpLIzWWxumkZA4YXIi9OaxSgCwIZ0D3PulzkUfWk2+nkm8kk/5K0v0UDU/H88KLagrAXKhZWtQEU5vLnpYhOCfGsbEoBkhWAQ4nIPMCcXJg0g8Me+GNuB7a4mdnfVujLA/O1rCxkGeKVNxxexS5P4FkJ2n/gWT7lfdzJ7kv5bqZyhfqgmSxAEK5TkgvTUCbxQMoAGAFYNcB9naI2iIE6h/B89vj/jWObLEA0xCGnYnsPzaCDcmtgFECWusAdzykCVa812QCHrtS/UIxFt2BaR1tseLGxGggMxe+tnchdq+C5HwHjjeMY0ere9bZ+fxfMkDhnTGIlkcBSATH/JDGuuHNT8JXF50gCauyfObsfHOwJIDMCDB81ItjZ11wV6iw7WcRu7+cwOY6A+otU3ghdSXEJAVKdtYuGGNJK8EcMKsLaHdCmFuZKu8ZrMtbjaZTNkTLpXhCGYmMZlNwLRBOQWh3zl/ENqNTWGkR4fSKGL3sw8tdVnDrbcFbw/+iLz7aA809SggAztqmUK+/DFakzIII+r982ooaZfmMLSlbdsEbEFCqVuC0yYFsiwlCV2jyLyhWpNDwwDo2/nkTXLbEV+uC4q9rKIBrAsE5z2uvPwDkE2eUWb2CLQAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEUlEQVRYhc2Xa0zbVRjGn39bYC1QCg7WMlm4qpOCAQZjKBM35gXZvGyQURYzk5EQP6gkmkiitigSo8O5xEzdzbIl7gPgdVMQnInb3D0LK+UyaLlD2bgELJdC28cPGu4zJrTM58v58s95fv/3ed9zcoD/gzhXlw+StHDFAa6LwZYUbzbEgE0bxGTDOysHQZItKT60mQ0cOfs9R2sq2bZLTZpK3A4hAgDUl2HaasWk2QR7ZxMk9wVB+f5JWPvjwNo9boWQAADUERBLxHBOWSFVb0RjfCpk8SKIvOUQBBHYd4CCqkBwJwh4IY93viji6LkqNsSBtlYDJ+r+YN/bGrZGgzyU6P6e4NDnJMlbyVJONFzj4PFiTrSZOH7tLDviQB7f7HKIRWVlHtg7EAm7Qom1n9WgzlcKxZMhoMMBkdOGsE9ehvDIfjfHYSqmMQrsLsxhhyaBNrOB1usXOHLkPZYDZOWOFYijajf7t/qzOWkVJ9pNHNaXcLK3h2NlH9EYCvL0TpdA/Gsp+WECh4xODLW1IuzXYRh9JJA/p8ZUZwukqc8gZKsEQkaFm+M4vYttGz3Yv7+A7dmxtJkNnOzppHk9eC4G5OH0FYjjqzT2Pwze2rKa4831vHP4A5KkMxHUqDzIo9tWAKI0mQNZD/J2/hN0jI/xhifY9drz5Hrw50cDycaCJSG01TrXwbFGw6sqkEUatu9Lo3NkkM6WY+zI9ed3CV4knfPMYgM8yEwvaruPuRCieBNflYNMk9FR/eXfV/iJcGaFy8jCKPLMdvLU03wxxIddb6hpzA4m80OptehdCFGSQkO6inVpUvJkOH/PXUeWRpJX4lmfKeOf2mCyOIwsT6XWoifzQ90Aod/G+qwIvhAmY/UOf9J6heytJS9+S3b/RtrqyI8jqbXoZyCWAljWDPPrp3jjTAPiHvcC8sqBnm+AH+2YqjoAz+3BMFwaRYzEBwCg0+kAAEXKvfM8RcsB0G3JwQNqBZoqewH0AHIlIDsFSWA00OFAWe3AjPHdtOxTrPSxICY7R5FSUQ37oWwI5kCIbxtx3lOJ1J/6oLXo532/sAKS5QKkxwUgVq4AVJshTAsQR9lQ5xeOT0+0gySKAzxhbzyyyNglAIneoL15HD9IBZSvWQXV/d7wFA8hZbUYFVY7BEHA7nW+ePOld1F0lz2W14SbwKSbQIZJD2C2vFqLnkmZr+O8U4zu4WkoZGLsXeuLhF86F/ktqwmFixCujs3+xNwxy9igQG6EH5R+EqyRS6A1DoJ7HnLtGC5lvFCat0pw8PJtlJtHoYsOwivxgRCOGmZ8XXqXzwWZG0fMzkJMOQTkqBW41GlFsqUTwk3X+y+CmCvui2Hjs6HU//MSdLnxf1GXYvYZCuCeQHDBeu/1F9wZV+nvVNaMAAAAAElFTkSuQmCC) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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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;}
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}
div.testarea{
animation:rwdcur57775 2.6666666666667s linear infinite forwards;
}
