@keyframes rwdcur128892 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHqklEQVRYha2Xe2xbdxXHP/dh5/rWsRzHcbKQeil5tE3SLEqrbiwbKmMSg6WUIoT4Y4pAbNFATKu6kgEtVBqDdlRDhGp0RBqFiKKishbQEHTAtmprlqYN7dJX1qVpkqZO4iR26ji248c1f/x+btLS1yR+0k+2dY/P+Z7X95yr8HFPa6cKmIDnRNmPnonP2ewPh394AIgAIWAGiNHRYt2NOu1jGgdYAngHKp97tUYLtBTHQ/eHE1n7cVbGgCyQBJKs3pii99D/EYAwbgCenUV/bG52nnpWUSAVg4LIR3UfWmX2Ua10DojLm2L1xvSdQNwdAGHcDhR8p+CfD27z/uVXNs2yoQhT45GsUhE7Xdmn12bDasEsEAXmEZHI3A6EelcAhHFXs/NkzYtFf3rFoaVMAX+V+FDBmY2pmyK7Hyuyph4G6oBSwCX/e8tz5wi0dupAfk3e6LLXP7H7t4Xa3FIyAA1kp6c5HZzlYhim46AmY2r1fH/lcfOBq2nFNotIRULWw02LUrmF0dw3FTDc6py3b+nWfUszoYeiUZiKQzINw1fh8CC83C2Em8qgqhDSxSuDf7i3bbelaN3ABSAIJOhouQMA0WK6/JX7NEaKN7Xbo6EnPpiAwCw4bFBkwqUwPPm3/8XfVAYrGu/7z2slz+0AzgEBRF2kbwSxAGChys0L9zz/RPXYSweBtATiAcqBBuB+YM0FvcX3UQge339dxCzp8Rlp+CwwKCMQARISRHpxiHPHDrh/7tv3QEVm/CXAD/gQpJOUSvqBE0B3RQHUFl3nzBTwFvAv4H3gIhA9X972vEOZ9yGK0ge4aO28Vpi69F4HnKvyLpd/03Xk16OjWQOoBsbljcgwJuTNqAZfLM6oNFdZvAEx6XW39Ho0p3+FGfzK6ZKt/qaxre0TFASlIwFaOyNAUpV5NwDv/rJXdrgyibIzQQBqJWpTGg0BQ8AAMIANDMc9VHpAKh0Bzksg/RJwGiwqlgTX/tXx4i5/duwziBb1y7Qaqgy952BZ+1M1eYF1JGAmATLfVRKEB3BKoPq1hDkKqfNy48kVsgF4yArZVcZk6R5r56Ya6+J6oBFRU14dcLcVvvFQs/PkJoBUCtwGAPXkeF2YC0kDHqAWFbAmqPWBzK1fRg0p6wEqUQDFxGHGKNfD5q74rq/+1NbqPqo1GoCp3PfMj9e8f+8L/3boKReYxMdinJ0CjwHlblANFugqFy8VUP2QsHPlygBZoNS5SHaxHAYUfB7GDhEYg8EZCMWhR6sf+kn+lt1a1/oze33qbA0KUPINhgd6uRCCaApsGjgUHd1yQVqHbBFoyyAFZEyIXOLiTJbpOTEGHYCeATIaqMvBMiEdE7LpPCKzYQbDcHYSxgMTbpNEoZ6MaXp2HhQF5iY6ODJ8Pbk0V6XxmjMAuI0odd4r1PpgqWuCYAz2nV5gwuYq8JrgNjLUeftpKIGKAnAbx0ikoScAv+yBd4al8sY8t/5oqG3PAe2FBi8znmgKjozIh5JcZIsFEUyGLEbfZVrMeFIav7msE/AF0i2mMg8XpuHLB6QGzQaPfAuWrRnVr2S9U1tST+7fmf7F01Y6rWrXz8cpRFuNIDYdADfgL3WyLmPdVtYN+PPtrJtLwZuXpFSeEx7bDMWVI8CgCgS7lPpje9UNXVYWPllwTWEaOAW8BxwG/i7vYaBLNaB4iQg7C0TUtUj2MPCeXYMrs7DtbcDlgy9th+LKgJQ9qSNaZmCvtuH1au1ieYl5qmx5AXyYI5wFcglKYKLxNDB0kXMWiOjsIlkvYM0m4d1hwFdh8bnN4Mgfkk4dA/pUGa5R4NwO+1Od8w5P9FN+QAyVYQSjjdPRIq5QHkIFNC3HGVGpJwQEpdw4MDoSgT9HqgM8/r1uHPm5WXEEMVMGdQTRhIChiJLv+p3r679Z72n/NgtzPAnotHY6WZiMHrHnVFHn7QdRcG75zEtrZxqxDfFWrOLNI/Xf70bRTCCMoPMcVc/odLRYtHYmZBENnLA1JBpLmkwZznGZX2ORcT9QKcgoRkPJtbT4gZWIkeyW6dK3LNneLgFa0tEpaTwCJBfvA3ZpwC3R6zK0icsVz24ty5tpgaxgHAWBaV5hZjJOPA35drBrMJuEkYjwXBrP7QExqU/cjpYkXL8PJGUecwU1Ir/Hlg/+7OVL4cJuktK4Ygp6ddTjNsC0wVwKzkzC7/tgc1914Lvmtm7peYLcCM4tJtI4LF5Kew/B6o0Wov3iiLV6Hsim0M39c2sHPx3vbfIkYvm2TAri/ZDOIxELc34KDvTD1w7CP6IV1lBT2zk0+xiiuAMy7FEgeeMb010tpYiWqvRnxz67x9q5uVwPG25DZKMnsIjhXD7YsN2S1f42YkEZ4DZL6c3X8t5DuZtl9cZc1vWrSr5yiurs2vnjNbH5lDIYhvYeGLqKYLj1PwCn5xLQC3yAqPgpIH6rd8U7vxf0HrJYvTGDqJHUpOJJDCuleY1z3ZVnJ+G1Uwhu/0IbFPoDwDvAUQQhjQKzdLSkbqVev9WDG06Shb3QflRrNHq0+hXTkb5yAB55OsftXQiGO8OiVrud4rt7NxQFmkEUaBpIv5v34GWTROGwsy5G7aN9iLD3IEI/jCCd+ZvlffH5L/13Cd3uBlrlAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur128892 1.1333333333333s linear infinite forwards;
}
