@keyframes rwdcur89088 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 23 24, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
15%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG50lEQVRoge2ZX4hU1x3Hf7/f+XPvnbkzO+6Ow7ox62TVrWhtTViwkFZrQ0SoECjYQFuhTaS2fSk+iQ9SX3zwxRdpwT7kJQtNaENZkxhjIzYlRivpppHVTYuYVawsurvOzp/759xzz+lDtWDr6OjeUYR8YZ7m9+9zzu+ce869AF/qSz0+pWnqBkGwQSmVe1w10EKcjTHaGFNXSv2i2WxWm83mguI9jBaUUAihjTEXASDSWv8yjuOvTU9Py4xq60gLHrFisdgEgKNa6/5WK/h5GEbrpqamHhlEJlPu+/4lrdO3bs7X1zVa4atBnKyanp5+JO3EswpEhB8EUfxiK1TfznvysmQ4AwDXsorfNm9WgSqVSq1Y8H8/M9+szTfCl2ZrjW9MTk66CwxLSZL4Sim/rcECE9yhwaeWfOy57if1IB6cm2+9qJJkcCHxwjDs1VoPGmOK7WwyBSgUCsHiXv/9RpRcDVXyzUYQPzc5OflQORqNhjTGPGeMWZEkSdDOLvOFtriY/0hw/nmcmKVz9WCtUqrt6LXTjRs3IE3TVcaYEWttzvf9WjvbzAFWrlw557vyb7G2c6FKh+M4HnrQGEEQVeJYvRxF0ZI4ji8iYlvbrmx1Jd8bTyxNaWOXNsNo6YP4fjJ+LtcKwu/N1xsbGs3WZWvt5/ey7wpAX0FcIMauGKBSPdTlTv2Ovf8BEbEtX1ydfnX2Zq3OCM+Wy+XmvXy6ArBs2bIZwegLBDShsr0nT57sKE//kiWbL0xd3U0MB4joXWPM+P18utNCpRIwwisWoK4NulEU3dfn9NlPt3z6z6u/4sRWeY7zRk8hdxwA7jn6ABk+if9XjME1Y7BmkZxCoUAAYO5mZ62lE6f++oOJy9d3SYbD5VL+SE/e/Z3rOFPVavW+eboGINHOJIBNC8CjKPq/mT516jPQxpSPnPj4Z9M3Wz/0OA4sLnpHcpL9mjOcqFarupM8XQNwOc61Ytu0Fqher9/x37GTp+Vs2ByZbSU7E62/0+MQ+S7/bc5hbzK0E2vXrr1/z91SF1vINoEwQgAO5j9r7e3jH8o4paEbLb01Scx3GaRDRQnjeUF/LHjiLxztlfXr13c08rfVNQAdpxGiUESWa5L+m8dPD9W03ZCm6bfImEEO+rpkMFZy8YzkNIE2bT7//IYHztM1gDBhBjnTaO1XY1r0U5uYp9FoH42ZI4APcyw519fjXdi4cWP9/tHaK1OAsbExVzl+GZg/mIAYtjZdZ7VaalI9A4CXUCcncjb8e3mRP7Vp05YHapV2eiiA0dFRUEpJIUTO9/3emPJlcvxK7HgDQGJ5qpPhVKl+i1C1xlwxrbn3eKLe2b795baHskwA9u7dC4wx8jyPiIgzxiQRSc55TkqZE0LkhJA+CtcXXl+JpNuvXe9pxr0qMj5kkA2kqTGJTqdM3BjnXkEDMaWj1vRPfvyjzIu/A2DPnj2+lHJICFHmnOcYYz7n3GdclJiQfUx6FRROBaRTQeFWuMj1Mjfvk+cT444BCzUVh1NJ4/p4OPuvt32ZXhK9A7tUGIxYke/vRvF3ABBRPyJuJaKNRLSCC1Hm0nO5k+Pc9YFcn8j1gbl5kG4ehHBBOFIRYk3F4bVw/uaZoDE7poLaGQhma4XFy4djZC5yWWK5YscHuocG2L9//8UDBw78xnXdCSnlSyS8EcwvKrNCOce9IpeOR0I6IF1PO1IqwTBItboaN+f/DI0bYzJqnfv+1k3/fQD94d0/lZCoyKXnynyp7Z02MwAAgN27d9cA4Mjhw4eP+p6oChdHGMXPCoyWOpz7niO066YzjtT/oDQYT0I1/uzIM3fdBq21vQyxCFK6wuYLr732Or3yyva7nocyA7itnTt3agC4eOv3xvnz52H16q/QrZtRR0UYgxVmbS/ngjPruV7fMxIAOj4idKqOttE1a9YAdFj4bRmkCoAtcc45MpTcxccH8KAaHR11rYWnrLUlxggEIRe9sit3j64ETZKknBqoWMAcEYHg3BRFMfP+B+gSAOd8EAkrgEgMUTucReW+gupGrq4AGGNWWMB+iwiANmAEs8Vi/skBsNYutwBlCwhWJzOoo2s9PT1daaHMF/GhQ4eK1toqAJbAGkhVPEUM7vluZyHKHMAYM2gsDBCgC2lSN3E6gYKeHAAAWG0sVIxJjVXBBTDmdC1qzXUhDwBkDHDw4EECgK9bayugWtfTCN/j0pzZtPmFrvQ/QMaLOAzDkrV2lUkTgqh+zIa1dzZvfqGrX2kynQFr7bAxptek6dlUha8Dg3NZxr+bMgVAxBXGmAtxHL+FiB/t2LEjk3vvvcSyCrRv3z5AxIE0TY8aYz7btWtXklXsR6Zt27Y98i/1T7z+DZfJ+kExVOsEAAAAAElFTkSuQmCC) 23 24, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
}
div.testarea{
animation:rwdcur89088 1.3333333333333s linear infinite forwards;
}
