@keyframes rwdcur150650 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACy0lEQVRYhe3US2hcZRiH8d85c8ll0g5WU5SaYq1YUNQIjgWzEESsIChIhFkIbUEF3UiJG3HTjYS6cVNEV4K4mJpYuii4ULurC0/iZRFFa5tq26QxZsIMmYYkM3NcTCKp5jKJWhfmWR2+C+/z/d/vfGzxfyf480CUFy9+nkR/rmDovxIQBtRjZxZFPrtRAh/j2ftez0h/erPyRNXo2JhqzTfox2CuoP5PCYQrjPVD3F5RfXhGx/5Y9z17tLZkusPAiUToXJT30sWXO9vjo3estH9D/CUBiPI+x2P3H6M+R8snu80/PiUstpg51Wp8qiTT1l5OJcOTceyNXbe0XQ2OXtxUKqudoB/CVpJBRvXAFG0VtZ1F2w4s2Psq0+XJ7RPFiUPpZDh6ba468t3h7O7NCKyYAER5X6P7wbcygpHtag+Mi6skvrzNQvf4H+tG38xKpxKmy8V5fIAjuYKZZgXW6mEjhQR6xoWthC3UHxmXmMsIEo1F+/Zv03UQpPECXmm2+HoCg7gw3FcRpkjMZiV+6ZSY3CGstAtbCZL8tuey82eKy/eVNyKQXG0iV1CP8o7hPbC9JGjJCH7sUJ9IuHSW0vfUri93HKc3IrDqHYAoL41L2PnQ+6hk+CLr13MLxr6aVK2BIvrwUa7g2kaKs3YL5Arm8fZ1uleSrvzUKH7To2AHntpM8XUFFnkHM0OHMZtU3ldSmyZIs+sJ7uojTOuN8gb+FYFcQRnvgrmE0nBjPJ43NBmRynD3a6Q6Nyex5h1YIsq7FT9r/GpLtOFEtsfTXU9SrzJaYPYHg7mC55oVaOotzxVc1XhkljiOjlzBM6WzBi98iIC9z5Pt2VgSTSUAUV6HxiNTxulcweVlcwOpTr13vthoyWTExKmNJfG3ifIGhg+KpyPx7Hnxt0fEUd7t6+1rOoFmJdCbuZfKiK7lKd0wmjn1FltsscVyfgeK5e9MslMarwAAAABJRU5ErkJggg==) 4 4, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACyklEQVRYhe3VS2hcZRiH8d+ZywlhYodEYiq1WGOJ0lYRzWwsWBARwaIIUWYhFES7cFdaF4KgXah0IS4s0qWUoqMJXiC76EKkbk5KlaZC0cZKtTgkJs4408llkuNi0hAkTSYxcWOe5fe9L99z/t/lsMX/neCfA1FeDGE6Mzhbrx7v/cjwZgqkbjZx/56ugxIOjoTFb2vT1ddzBV9uhkBimbFPYeaRP8XBnDj2MIaivPNR3nNRftmedbPcFvQi2vcmZi1mNPLaYskoTrSEmQ/u6+7sCN648vuGCixIfNW+rePRXc+k1XcViYlDglkuHG/UhOnM+J3bs99Vp+YO7XiveG2jBR4L05mhfS+0Ca6mzd01LRhPiVvn1XcX0UikrTWrUitVcArv5ArWnMayAgsS5/HAg8c6+S1l/t6y+VRV4nIXU9TvKUpd6vLTZ1Nm63XTs9UZnMaRXEGlWYGVDtTbEPSM8VBZ0FmVSGYkxpOCFoI09T1F3YeTel4BIV7Ey80uvprAAEbPHSYRkqxkpQZvFR8oifcWJVoJUpT/mDb6RXVpX3lDBHIF8zgBSi3UkvwVSNZaxCHXPsz44S2unKmqXlxsO4nBtQjc9AxAlBfiKm7rPYXrWSpJPw5NKH2zWDaBo/gkV3B9LYuz8hbIFczgXTCZpb0kvn1CZaQx334AdODJ9Sy+qsAC76My/GqJyazShYy5SYKQHY+z+yiJUF+U178pArmCssY95+wt4q+3gXjG8FhEOkPPMdKd65NY8QzcIMrbjl80rtoNWvFxdr+ndj7BfJ2fC9QuGcgVPNusQFM/loUX7vSSoZNoyxU8XTprYPQMAu5+nuz+tSXRVAIQ5bVpPDJlDOYKfl0y15/u1Nf9UmNLxiKKn68tiX9NlNd/7pB4MhLXLou/PyKO8u5Yra/pBJqVQF9mL9WLdi5N6T+jma/eYosttljK35RK8u19Txj4AAAAAElFTkSuQmCC) 4 4, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4UlEQVRYhe3UTWhcVRTA8d/MZCZtJunUSG1TUw3a6EKRVjIL6UIXoQgFBY0yiuCiunFXKi4UpFBFiotuSvBjI8XF1ERw0VUVupCuXtoqbcHQGtEW03TsJDOdSWzm47nIpMRKmklNxEX+8Db3vMv533PPPazxfyU80NMeHuhJrHaeltsXgowQxq/PjGxIxk/gvdUUiC4WyBdLfaWZyrtnXnUyyOhfLYHI7QtBxtd44fEPUOf8+7dCP+AjDKez6qsp0Idg54tdhFSeHBe5mXTuYFkinjRbKY/hEL5IZ82uuACMvOLkow90P9O2o65+b0UkH1frLUuc2Oini1NK0wW4hsMYTGcVV1QgyOhvb0t92/sOYZ36uoLYmS7V7UXRfJtad87Fg0mpjjbXp3IlEZ/Vaj5OZ11dEYGGxFns2DlIWG18s8TOdqn2TKMqUmnx2+cx61tjxv/IzeIo9qWzSs0KLPoKzDWcaCvRGNEE0UhS/Ymilqvr2FhW7yx48OWYzXuikMAbeKvZ5EsJDGPs9F6iE51i57rERjeIpsrCvgmxYqfozaR8mHM5+NuBl9UP/xhE86Sz6kHGIXxqa55USqSjIHZhs+qWkt+/qyle4s9JKM9vO4LjyxFYtAcgyEjgcqo9dV/v7g76J6lz6VjZ1Pe3fstjP75KZ00vJzl3vgKNd364WkPfNDXC1rIb5+fi9zwNOrHnbpIvKdBgsDxTKI1+WONUSmVoq9okkQT372b7fqIJA0HG0KoINIbMJzfKBZ4qKE3UQDhrJBcQT/LI28Q33Z3EHXtgniBjC34199TmWY9jqV2e2/Ys9Sq/ZJkZNZzOeqlZgWauQGPCHV2wdATt6aznC6cMj32JCA+/RmrX8irRVAUgyGg3N2SKOJ7OurIgNhTfZOChN+euJBcw8c3yKvGvCTKGTr8unAyEMz8Lf9wnDDK6l9rXdAWalcBA8jHKF2xbWKX/jGZOvcYaa6yxkL8AO28Iy06KLPsAAAAASUVORK5CYII=) 4 4, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0klEQVRYhe2US0hUURyHvztXZ9Q7Ooz4KB9hKm0MCfK2cRFESBAohOFdFBE9FrUS27eICFdSiFSbICJuqRBh7aRFtOmM9IASCadMm9SBkZm8ztyZuXNbOBMSPmYs2zTf8jw43/md//lDnv8d6fcBoWE7JJBlniaSXFN1fDsp4FhvsNTtYXdFdadS7BFCY1xoHN0pgfUSGJUkTrRerEQKF/D1uUksblJS5PL/WDGvmnHjoaqT2kmBNkDsvw6SoWC7DKSEwrdbLrxlRXwJBPyyrAzEE8ZdVSf+1wXSEuPAkdZ+IOghVRZGiirICyXMjlrYQCgcWgQGgCFVJ7JdgXVrALgBIEc8OF9U4Hq2B0oNiDmouWxS3yNTVV5ZlV737f1p5abQ2LUdgXUTABAab4ADB3tqSDXEIAmOtyWkKiySTRHkGTdSRGb2ZYyGJi++iek4cB/oVXWWsxXYKAFIp0BHAMlrISVk7IYEqUPfkaMurJYFrGaD2m6ZWNc0gBM4D1zK9vCtBEYA/8Q5cFSHcTSuIHlTOEwP1JjItoJdHWbJChLQlbX7cqqHgo0mVJ2U0OgH7gAwVYa0dwW5KIn10c2iSDD/ycCKABiZbYPAWC4CG9YAgNBwArNAVds9YLYcpl3MT5rMvQ5lloWAPuCxqrOSy+Gw+ROQ/ucDvwbcFnadSchvAuA9DEA5cHw7h28pkGYIWPadBZxJzMlCPJQgOaG2A5r7wOGkW2gM74hAusncBkAxCMwtsxgKYsfxBQUUKrDvChRWbk9i0xrIkG4yM6x+tQzFwCNPO531xyCVhM86RKcYUXVOZiuQzROg6syz2mQyDAJuVacr/IoR/wNAgqZT4GnPLYmsEgAQGm5Wm0wEGFN15tbMDRdW0t14YfVJggIWnuSWxB8jNIYnzmAvCezoNPa7XmyhUbfVvqwTyFYC6FZawPhA/dqU/hnZ3DpPnjx51vITuL4B2nC0xZQAAAAASUVORK5CYII=) 4 4, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1UlEQVRYhe3US2hcBRTG8d9MMpNkZsrY1FjTNgWruLA+AjKrLnxQRFQUJMpdFCr1gQiCJW5clWolqAtdBHEp4mJiIrjISuhKFPEmPqitqaGV2tgYYi1Jc5MmmZnrImkYNEknsXFjvt095x7O/37nnMum/u9K/D0QBmJoSGX7Z+ejo4WigY0ESK6U2L4t91iqXhgGjoeB/RsFsJwDn+LJO48tPA8dIduUNxlNfB/HutBXKKpcL4DlHOiqRtv7YrM9j2TcsqO1HT0YDgMvDB3KN14PgH84AGHgOB6850hW6us2RmdcefqcxBwnXiefy9t545a50+dHjpbLugtFk+sFWGkHuiB5OcMfM0r7L0skSX21S/sz2+1+ueTi5Gw6wZv4LQy8M3Qov3s9AMs6AGHgO7Tfe6BVXEf5jlFxBVNZlaZoofhK1oljkUxj1g1bcqUL42Mf4nChaKpWgPpVcl3o8cAoZZIl4hJxKpKskPi1Gdz1GnFT5Oc31OM5DOPtWgFWPEP04ezgsyRT1DWSTJIsZyUrWXVTKXHzrPJgzmgxa24+ulq3pn1YEWDx1N5aCiRIfrND3XSDOBM589OYk+9FTn0+5uKppebd6F8LwIo7AGEgjfPp+uxNd3dmGGyipWR45IKJL5Ze+xOd+KRQNL2W5qw+AoWiObw7X45onWZrSbytbOrHhfzW+0AzHl1P82sCLOr9ODY18ErE/ROmJyrKl0ik2fkQt3WSTOsIA70bArD4k/kAZCJ13zaAeM7AeEgqy+2vkmpZH8SqO3BVYeBmnEO6KtyEnvw+j7c9TKXEL0VmTusrFD1VK0AtI1Ao+h0fVYW6kSsUPTHxpb6zHyPBrQfI71ubEzU5AGEgh5cs3Hl/oWikKtebatGx5/mFkYyHjH22Nif+tcJA7+BB8aVQPHNG/MNhcRjYda26mh2oFQId2b1EJ7VVu/SfqZav3tSmNrWpav0FE5T13AUy0aUAAAAASUVORK5CYII=) 4 4, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur150650 2.6666666666667s linear infinite forwards;
}
