@keyframes rwdcur72760 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1UlEQVRoge1aPWvbQBh+TlwiDE3xoBDwUBdsEg+B0q1bt/6IFjKGBPKHCl6CMxSMdhOPNgFvpRkChoRgElPbJVYy1Po43XWILPxxdtRYClzQA0LHe9J7eu59n/tCBDGjXC7v+b5/7Pv+9eHh4anjOKhUKl96vd77Wq32odls/oqzPRqnMwCwbZtTSnF3dwcAaLfbuL29heM4aDabcTcHLXaPAOech75d14UQAoEtdiRCQAiRgFs5kiDAZMakSCUSAZkxJbAAL0YgKSQmYkLIlG/lI5ASWIBUAxIwQsicUakIBB/7ukScFFIRz0II8WoikGogCl6EQJL7A1oul/ds2+ZBwxyP63m+5JqrD/KeA+C6rm/Ldl9ra2s4ODjY3t3dXeY/rCOEPPkM55xT3/ePKaXgnIc9JYSY67Woveh53tz7jDEYhgFd16uMMcgmujGW1c3i6uoKlDF2PRwOI78UFYVCwQKATCaDzc3N34wx2La9ks9Zcrqugwghvq/k9Qm4rgtKKTQtXrkJIWCaJqjjOGi323BdN9YGMpkMisUiLMtCp9P5r9SIAs/z0Gq1QE9OTr4Oh8OpvJVpYTKnZbbJ50ejEXK53J9SqXTa6XRgmuanra2tdw8PD9JzqOeOUv1+H7Tb7b4ZDAahk8meGpdn78ts6+vrMAwDjLG/mqaBEIKNjY232Ww2e3Z2xoNDo8nRi43L49Fspryw/ubmhtN6vf6x0WhoeJwTJi8qsT1Zf3R09NkwjP3RaBQScxwHFxcXqFar3wD8eFZ3LwBtNBo/43S4s7NDfd/fh3wpIT0zWgVJzMRSKEVgyY5MDQKyUSVYXsQ7ViPZFEo1EAWpBqKAEKI2AUBNEYeYWFMpFYEp30EElCIwBRUjMAXlCSgtYkDNCKgr4lc3EwMhATU0wBgLJy/P8wAkl0Kx/61yf3/vnp+fI5/Pu6ZpotVqwbIsXF5ejjfwseIflFwHv5cYiPkAAAAASUVORK5CYII=) 23 23, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWElEQVRoge1Yz08TQRT+ZhkoNUpQl2g0URIN5UA03rzpRQ8m/gOacJNgwj9k0gvRg4EQPRK42Uok4WAkKQgBCalCoaFApeyP2XkedrfubmmpYddkjF+y6fTNzJv59n1v3u4yxIxsNjvsOM54znI2ii9ezpgVE0/evX7M9kr909PTd/P5/Jc419PidAYAhmFIIsLy9h4GOwCjsAK79B1HR0fI5/NxLxc/AQBSSgkAmiRAmhYIBM8WOxIhQERgAJLZchhJEBAAAOYSIM9IRE0nnAWJRABAQwSUIxBqQEECDIDjW5LZO4AEkxhgmvIRUJpAqAFFCTgJat9HInWAMaa2hLzNauoXMkUl5CqHKSohIpK/23F7b0SSElK/kP2FACRcyDwGlCAVns1mhw3DkN7CEu7zvGxxNfR7upcAZCqVGvDfvoLb7uzsxOjo6MDQ0FAr//U+xtipY6SUkjuOM845h5SyrlMiatBsuxq2bRtEBCEJXZ5NCAFd15FKpSaFEGCMNZ3fqi+K9fV18A+m2FguVU4McoMrdkq/B0mAlbm1f5kDWncaq+f6tquOQKViNJ/PmthDQ8I9FScF9tCgV4Md7qLRWDnR/8Ex5ErEn0cBGwFIcyAD4GPRAu/h4GktdJPOmhUkCDsTU+BmxcR8YQXStNp23M4YrTuNcv9tiIN91AqbgNa+NNoB2TaqC/PgT9+/ecZ/Vuq6d6Xu/hIIiNiAYD5450udEUESwTg+Rqn3Wnn1zuBMrbCJR7mp+9evXrlRPTzkIfLU0Gh9cyKd3453wMXuj/Nbu7v1TQWTyG9Hf1vZurq60Kfr+GqJGk9rgMZwsedCz6Xe3t5Pc3PS+2gUPL2E3/ZPs0i7aX+xWJR8dnb2Xi6X0+DWhODFT7Cd2j82NvZA1/WRcu24XmRM08TS0hImJyefA3jb6ib/KXgul/scp8NMJsMdxxlhLFwkvQiLONcCkqnEJ0IpAn5ehI5NlQj430aD8B4vrLjXSlJC/3OgHSSWA1EJKUUgCgamNgFAzSQOgNSLAAv4JtQjoA6BKJSLQBTKE1Auif+FOhDyrVQSn/RpRMUIhOARUCMHhBCQRCBBINsGkJyEeNwODw4OrMXFRZT7blr2xBSqC/PYEvtYW1vzX+BjxS9oC0ltt+zDugAAAABJRU5ErkJggg==) 23 23, auto;}
}
div.testarea{
animation:rwdcur72760 1s linear infinite forwards;
}
