@keyframes rwdcur42311 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPElEQVRYhcXWTWxUVRgG4KfT22E6TkvLTwu1VMAQiBuRiMbEoPUvUVcmLo2JbN2RVGNcujBkVo1boxtX6tYgkoDBSERMbCQgRBQstoG2AVqnPwzD1MU5wwzTmRYihC+5mbnfPfe873m/9zvntrgHkQ8/fehCOqaLGEdxiLlm76buBQFk45WuyaUrufwyOMmdzB4nSKE01HhI5XmjfAWneNcEInAuTpSglKcwRKlu6ALKceyzwvOjMS8+a8p8ucgJUvahHwPor5c0EhoXPNCOzCGOf8nkV1wd5kb+bgnkw4pT2IAebI4E1kWg2yIa7TDOX+CjVXgY67EDn7LYiMRKHkiOcuAxvljH2ZjL4RKu1JBNC1fqIJ8/ggyeYhCOcGQthllEyx0pIMhaSui/yL4ptsd8pva9fLjPxsWkxnC+BhwGGWzFqgYgTQlEt89dRxvp8SqJAiZqhta2nr10v8qj2Io92IXMxkBKvX9WMmF2RrBwivQF9h2jPBTdnV/afkkkNCCYtgObfuVAITJX1xG31aM2ogn7f+F8tyDrNMaZG+V1fB/HdUbgSrvCC0LnzJxi+CZGcLIB3nIKZJBaL1j+RkysDvX+Bs/HcUUhVztXAYURhouCXG+H9lwSy3XBArJXcU3Vvr3YTjbDwS7ex9equ1xKMO9P2NMWE0/wMtbkuTJU3ZxWVKCMwjjG0BoV2BZJ9JFuJf83b0YFFjAj7Acz+HYMp8Nc5wRv9OTrFr3SPnBtKs6eiwRy8WoNKMkE+yfpXc8hwXxzOIbyrCV7cCpOU1iWQNyxMsjtwgWhBO1xwkpPr8Y60gXem2dne/BaCVMYfYOn1UleH80UyMVnC6exEWsFI6bjb1boin/D/9Q8L/VSzAbwNbj0O8cL2B2ITERyt30bLCEQa5REBZKb6BZ6rbKTLeK64LwEbYFEMsVrGb7rCedHut2tvkuiElNDdVVppEAS8VLi5OVIfY1QvCQSWF2jykNoJxnjFcEPnZv5IAJvxUiDY7xhFyQ1+Z4+wfXduIxZQfrKkuaE4zEViSySnGL/NLtVAbuEsi6JZm1YivNuSFQN2CHIfhZXhWLnhDYtqnpinvQZ3rrGljjXhCbfhY1KUBaUTqNcFs7djriMWUH2H2uYtuIvTMbcTcyQvsHeAT4c4Gc1rbcSgaJgwDmkOwX5Z1W3ubkI9mcEy2E0EusXvNKJLJkJPh7h9A+hm5fEkhJEo8zEq2ubYLaSqvM7qsNLJ3AkkhnFHzgjlE0glf6NTxqBNyRQQ2IU/8xH8FxcbeV+MHB5Uei0W9ckLedoeY62XWx6hvbpsIM3jKbHMeTpP8nFbmyKqz+BaRa28O4OPmvymX7HsdIHSR+3jmHXMc/C1gB++P+Cs/JhVCwIBhzBGRZ6eWd7+BiZWPbNexF5Uo+zuJPFJ0P599x30AaxKIjwQMAJnfXAwO97/AdyPy6xuC5WWgAAAABJRU5ErkJggg==) 8 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIUlEQVRYhc3Xy2ucZRTH8U8mkzfTtJ3ea62h1NjaequoKN6rLoqCoAv1H/CCIIKKs3DpenBVXBRciRYXXrYiCF4rlS5EFFt7Ia2xrWmbpGlunVzGxXkmmaQz0yBRPPAw7/s+l/N9zvk9532nzRJamRy6kMcMpjBWajEnt4TOYQXWYmu6zhLQvHHlOr9tSwiQYRPuTI9mcEBEYTjddyWoWv9Y/iqLQkEQz6BSit9GlsPqBfdFDJifmvr+rqYpSM6LCaAgQlosN0/bDPpxH3b/wGcfcvw7Bt9ncoHzWYhWGuhKlFvwJO4R+V3faHCJimi7BnhNIl6JDXiPwUbzWgHk0HWB7yd5Hc9jJwrluTwutIEjPH4Jq/AU19/Omp/EhG8DYm39hJYaQE8HK0bZtYqeNs7icJpXqQ1Kaclj9UksxwPcLTRxdoC2+6l2x/CtQhcw1QqggpsnUSU3yIpO1i+PHZwvR4QLGEkbzGHtHnanZzWxZmUqhzAU9z+mvqkSlVYA3Th2DJ3RcjmeXsbBLaGLghBdBT+nOcPYKOCGxREcKTF9Ey5jf8DNWnsjzynH3Zjs5aVps/FuH+LRAqdSdclwDc4JpU9gNK07hFNJnM5jsEHduZoIN7aL5G7Butha9gdvXOKutNsJcWI2paEj6MX5fYxvF0kvN9lsQ4BEPYWsTWDncZ0QQEZ2lOd6w/kvdWsV03UB+fb08BXWBPsiAZINoH9cxLdfxHZaKolko5R/5dYF6+US/BW+Gh3fhgDl2HAeY+Oo4k8R1xPm4n2W7BT7jkaRmknQI00AGvprdgoyIaJC7cEkLqADp4WodqBIoY+9VV69kf31zl+I0NfbFe+RZgA10pksOT8nUjAhavG9QlyjAZMNsPcE+R4+EhrK18pvApkq1RWvhY4age3EztqbaIPZ3Nue7ifTAuuwnOwM73wdZbuIiSmhmcQ9ooFdAVCe+4BYjVx7AlgutJClth2PYHNapDMAC8O8iW3ofpllx2grMdHsq2geQKrpNaWeT+Sz31e1c1YRdWEHehLEZnHQeyj08uVpnsG28lXeNws764H6UKiKUBeSg44UiU/xhagNk7goTkZn9OcHeHuY/p2xztBiAepVOoHDf6VB60VB6kiDzuFSgrkBY0KQVVEeR8lO8O5vcWg+bwYwLwWlOZ3NAk0lx33Jcbt4qZzGSSHzIwng99Rqoh2icIBPhFwaWsOP0nKskcEHXOys6yumKFzGNFMrya9PQIdEJdojUnJwbtoxodvFAdTb2vQhUatIbeKYtDHRzYu38RXOlppXv5bW8n9BmfxDOC5CPSZ2doaxTp69jY/R90+dL9aqtbaB6rWM9rTI6b8G8ATVBxnHw0u5+KL+mm1AkcodvIVvlhJgMVbF6C08Vv6vPSc7aonD/r+yvwGVzSQ5rZtFRAAAAABJRU5ErkJggg==) 8 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 8 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
}
div.testarea{
animation:rwdcur42311 2.6666666666667s linear infinite forwards;
}
