@keyframes rwdcur12851 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGElEQVRYhe2VX2gcRRzHvzOzO5fLJU1yubv2NmmblpiomBhMG6MJFRUVig1SRBS0EHzxpVi0PggW/0ApWKxFQawP5qEUH0QURAI1hWDEkiYGS5D8a4u9Xu+SNsbm/nXvbmd+PtSGu6RN7mrSp35hH/a7853vZ5fZGYYC1N3dTbn3dXvq4W3xgUkGJjlUwgEchkvfXcDs4JW8bE9PD1tu7mUf5mgBwO/1w9q9CbX7t6B0azmEyeHEspg7PYtobxiXey8iNjlfcIdRIMCCgrVBVI2VY+C5n0Hyv+kJ8Gz0oPXo40iG44sBllXRAI7joKS8BJlwGrayF/yKpipUNFUBvLj5ihx+Q0QE7sqPilIBCRd4qVh7AMYYoBd5JodAceV3BCC4gB234Wgnpx1ITMWQSMaXgK2kotdA/GoM7BEDbe/sgMtXAlFmgLIayck4Jr/6E/Z0qqj5uFjfMMPrWzoLBrBSMJpd8LUE4O9Yj8DDQfi2BRB4Koj0+HUkBmJFARggAmM4JLZ3HlBDv/avFKh5cTOE28Dwm7+BuzmYyQFF0NcUNv5jIVZViUQ0UTgB99XPDM1cJrG98zTf+cyztxlGN6/Wzx+jl9Ld5PKXUK7v9/ioa1cXBYPBPH/FfqY0agN+nPzpm3Y44iDf2/HCsgGPgCklZLUrzzfWmdBU5AoEwKE0THBs8vvw/Ylj25Cs+pDta9q9YnLFdysQgJTWBoAScGz2+fD14SPNqPQdYq83dt0qoOIOsukMsrFMnq9TCpwXv60YTBNMMJSAowwCDd4NOLLv44a3vtz7Cd9Vb+sfz53ML9KI/BCCt7kaotMEM9iN4yCiEf87XjQEE66aaMq+tMGGRgIa1+BghtIYmB/GB5+9O0nvDzci54OX1ZVj66sN2LLnPrjrPTCZhIKD2Ll5TOw/i1DvX0hn0nkdyxIIaUUVaUqRpjnK0kV1nf5w4tSXnqWPrvYRO9p2nr/W8PySILVzULsEPXpH23keABFRljTFVJZmHJum7Dj9npqjvsQ0fREaIfbGjlH+SvPO/1V0Gy3Qc00wNMFUGm5NKFWECofhgbL1OPb24YegKw7yl1tXHYIDgNYaWmswpcEdDcPRcDuEUkejLKvR4PHj+HuftrDz7gOrDWDcBFBKQSuF6XAU3oAXIqvQ3NjRD1NwmAZgGhxG8cftihLSitq2TclkkiYmpkhIK3n8xLcUjkRIlNaeEuvqbrkfrCpAbrkhrTYhrdFQKESDg0MkXNboWvZzAAiHI3iw6YkUgCedTOQMgNDIyCi83kqAEBKyZulvuFoS0jolpJUU0mrL8dqEtMbGx8epv/8XEtI6u1b9hspEnl5sqkzkjJDWhenpK/dXV1cBgLM0usYS0rKEtMaEtHqEtFruOsA93dPd0r9QULIPqEPKEAAAAABJRU5ErkJggg==) 0 8, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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}
div.testarea{
animation:rwdcur12851 10s linear infinite forwards;
}
