@keyframes rwdcur188222 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGbElEQVRYhe2WTWwUyRmGv66pbtrj9jCeMRjbxAlr2cIEGQ4hWHAABaHI2iiHKGJziLRHbkgcUQ4451yQuHHhFIGCZX5kiazYHOCwQkZEBMJIGNtjjee/e7qnf6aqurq6OoeMkQPYGSe5ZT+pVVIf6n3etz59VQDf1/97Kf/tBkmSAACgbb+kovS+7X8M0BXGq6uryLIsFAQBYoxBq9WSGxsbAgDk/Py8/J8DbDkuFAqoWq1q1WpV831fY4xphBAAAJEkicjlcjyKIt7f3y8GBwflpUuXPgvTE8BHMaNCoQDValWzLEuvVCrG+Pj4ocHBwfGVlZVmtVr1+vr6eCqVYoqiEM/zeBRFzHVdfuvWLfHx3rhH4+jly5eoWCxi0zRxEATYMAxMCEm7rmvMzc39MUkSo1wu/45zXo7jWCKEGGMs4JwHtm0HURQFAEAA4F+S+LcAXfdQLBZxsVjUTdPU4jjWDMPAnHPtzJkzx4UQ2PO8jeXlZaaq6qHZ2dkfnT179suVlZVvb9++/U0Yhlar1ZIAwLvfnhJAhUIB1et1LZ/P565cufKX9fX1P9y8efNbIQReXFxcX1hY+FpRlNy+ffsyuVwuNzc393sppZiYmMgKIf4Wx7FQFCUYGRnBtVpNbE8B7SL8oUzTxLZto9OnT//EcZw/371796+VSgWZpikdx2Gcc6KqaoAxZufOnTshhBCcc/ns2bPnSZJkoigyhBB6JpP5xPCuCWw1n2maEIYhunHjxndxHL8qlUpISikwxhIhxFRV5alUCmmapr148eLl2tqa12g0oFQqealUKp1KpXSMsaZpGu6a/pDAjgBJksC9e/cQIQRbloXa7TYQQgQhhDDGII5j0W63haqqcnp6Gg8MDMi+vj6NUmoXi8XK/v37fzgxMXFwY2OjQynVkyTRwjDcAugpAeQ4DqrVaujixYujy8vLbUqp9H2fe54nKKXC932hqqocHBzU8/m8QAjJKIrg/Pnzp48ePfoLzjl/+vTp0oMHD6rdBFAX4EMKnwXouodarYavXr36W8655rru3TAMebPZFJ7nCV3X5fT0NDp16hTK5/M4k8loQgh9ZmbmxydOnPillBKnUilNVVWDc44ppThJkk96btce8DwP1tbWnl+7dq0axzEAAExOTqLh4WE0OjqK8vk8VhRF7+/vz0gpc1LKbDqdHpVSQhzHUC6Xy3fu3HlFKZWMMUEI+WQa7jgJr1+/Do7jaLVaTVMURccYo4GBARgaGoKRkREwDEPDGOtCCAMhlKGUHqSUHozj+AeTk5OzruvC0tLSa8uyap1OZ5UQsm6aZrlWq7Vh2yzYESBJErh8+TJWVVXXdV1Pp9N6Pp/XEEJ6f3+/hhDSpZQGAGSEELmTJ0/+fGxs7Gfv379fXVxcfNVqtZjjOC3XdUu+75c45yXTNJu2bRMA+DCSdzwCRVFgfn5eGoYhs9mszjlP67qeFUJkEUIHs9nsqGVZgjGWvnDhwlfDw8PHhRAwPT3905GRkebm5ubfwzCsM8aqhJA6IcSzbZvDXkbxsWPH4NChQ8aBAwe+WF5eJlLK0dnZ2a+y2eysoiiZZrNZffPmzXo+nz/OOQcpJfi+D41GgxBCnCAImr7vNxuNhhUEQdB1vre74N27d7xYLDY554dnZma+HB8f/00URZAkCWSz2Vwul0tvNZ2iKPDw4cPvVlZW6kEQtIMgsG3btoMgYPDPc/+kCXcFcBwH6boOlFKsqmruyJEjv46iCIQQIKWEKIrgyZMnZcuyxNjYWHZhYeH55uZmlTFWC8OwKYRoc87JNvG9AUxNTclSqQRhGEIul8sCgCalBCklKIoC9+/fL9i2HTx+/Pg5Y8yjlHphGDY453VKaZVSavu+zz4XfU8ApmmC53mSEMJfv35dTqfTf5qamvpVo9HgS0tLhdXV1SaltB5FUSMMQysMQ5tSaidJYruua1UqlQB2iL4ngLdv38qxsTFRqVQIIcR+9OjRN0EQvGGMHeCcI0JIp+u2SSm1oyjyhBAepTSo1+sMAHZ1D9DDk2x+fh67rmu4rjvU6XSGCCFDlNI0IQSiKCKe57WjKLI9z/Msy9pqNr5NeNeHaU9vwrm5OS2VShmc83Sn0zEYY1oYhhCGIXccJ+gKb7ntSXhPANC9wQ4fPowppZqUEjmOA10R8dHak/BeAbaDbF/lR+v3tef6B1KXKQDMDFYfAAAAAElFTkSuQmCC) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGdklEQVRYhe2WTWgcyRXH35R6enpG7dFIiJGsyLKIYltYsRGxkeIcbOP4qIVA2EOCYH3L0YTkFoLxxQcbH0PAcU4GgyUHQtBBBmMsBvwBkgnGDJGJndkZrUbz1TPTXdX1uqq6KoddJburr02WkIv/p750/3/13v91PYAP+j8r8W1eNsaQtbU1Qim1giAgiKgZYxBFkdrc3FTXr1//3wAsLCyQQ4cOWVJKxxhjR1HkUEqJlJK0222Mogi73S5WKhWxuLio9/uW9U1NjTHk6dOn0Gw27VQqZQshMlJKl3PuKqXcKIps3/c1YyyklHZarZa/sbHRAQABAHtCHAhgjIFisWg9fvzYllI6tm1nENERQmQTicRAHMcDg4ODx6empj5qt9v1xcXFRUrpBud8s6enRwCA+q8Bts0rlUomiqIsYyyrlMpqrXNKqRwADM7MzPx0bGzsolIK+vr64Ny5c/rBgwd/klIiIYQCQPgFwK4QB1WANBoNJwzDXBiGg0KI4bGxsR9ks9mp9fX1zZGRke8PDQ1djKII4jgGAIBMJjOJiHnGWF1K6QAA2c9gX4Dl5WUrDMMM5zxnjBm7cOHCL3O53I/iOLbiOH4rpbQTiQRIKUFrDZRSKBQKpTAMHUS0KKXkII896RYWFgil1I6iyBVC5GZmZj7p7+8/r7W2tNYwPDx8vFwuqyAIQEoJlFJ4+PDhq1evXpVd11UTExO2lHK79Hv67EpnjCFLS0uO1tqVUmaFEAMAkDfGgFIKpJRQKBRKhUKhVKlUvFQqZa2urpY6nU4TET8bGBjwgiDwUqmUGBoa0rVabc8Q7vgPGGPIixcv7Hq97gohBhljw4yx746Pj/94enr654gIS0tLf3358mUpiiJfKeUrpSgiMq11BxHrWuutRCLRjKKoSQihruviysrKrhA7AFZXV61ut+tWq9VBKeUwAIwnk8mpWq2WfffunU0ptSmlAhF9RGzEcewJIXxjTBjHMU0kEpQQQnt7e2kcxwgAYb1ex2KxqHYD6Pna6aFcLtvVatXlnA+Mjo7+cHZ29teTk5Mf2badefPmTdnzPK/b7X4WBEGJMfaPTqfzqRCiKoSoEUJaPT09fn9/P166dCktpRRCCJVKpUypVNIAYL4OsCMclFISRZHDGMuePXv2t5lM5rjWmoyOjk42m03KGKuFYVhqtVpva7Xa+2azWS4WixuMsa1EIuHlcrlwfn7evXr16h+vXLlynHNOgiAgu3kB7BLCTqdDGGOWZVluEARb6XR6EBH18vLyE0REIUSHMbaFiHXf971kMikOHz6sTp06BZOTk+D7PhQKBc913as3b97cNMZYUkqxm/mOFgAA5PN5OwgCNwiCQ8YY2/O8aHl5eXVtbe1TpZQvpaxqrevGGC+dTodTU1NqdnYWzpw5A/l8ngghCGMs8fz58y6lVDcaDRGGoep2u2q3FuwI4b179zKtVitPKR1jjH0vDMOjnPMcImrOeUNK+V5rXVJKbY6MjIRHjhzZDpdFKSWe5wHnHDjnulwuq1qthhsbG9v3wY5J2NGCOI41IUQRQlBrTefm5k5PT0//pFKpvL99+/YfLMuyAMB2HMe1bRvCMFRSSnL58uXRfD4/cuvWrVVEFIiopZRiP/NdAXzf13EcC601njhxwj19+vRFYwz09/cPGmOgp6cnQwjJSSmFbdsW51xMTExkzp8//3ulVOj7/ifGGN1sNvH169cKPr8N99QOAM/zVCaTEUoptCxLCCHqiNi5f//+X4wxcOzYse/Mz8//glL69saNG79Lp9O4trYmhoeHf/Ps2bO67/sWIkK73Ya9Tr0vgDFGE0IEpRSfPHnyt0ePHv0qjuO81to1xsDHH3/8s1wuN8kYayJihjGmlFJ49+7dvyultFJKaK2F4zj7nnxbO6ZgZWUF5ubmEp1Oh3S7XZBSaqWU0lpzAMDx8fFko9Eo3rlz58/NZpNFUcQ551xKyYQQ2O12I0SM1tfXJXxe/h3J/7J23QmvXbsGxWLR8X3f/aLnrtbaSSaTGaWUrZSyOOdKKRXGcewrpfx2u02DIFCWZelqtbrd+wNbsN9SSk6ePEksy7Kz2ayTSqVsy7IcIYQTx7EdhqGWUqJSKtza2qKtVgvh34E70PibAPwLBADI0aNHrd7eXquvr89BRMIYA0RUnHPRaDQO3P2+DcBXQL70DPDV+f6PzT/ogwAA/gkv4nToPsr+xwAAAABJRU5ErkJggg==) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF9klEQVRYhe1WS2tcyRn9bnV19dOdqwfGioRbDANm2gtHoxGMIAaL4IXB4JUXCWRncPDC8jZkJfIHvDKOlyYYG0EMfuDFjEkrwaERsUETqwWijbtR67bUfdV9n1V169atmo0sPLI0o8mDMOCzudxafOd8p+o7VQAf8X+G8Z8W0FrD4uIieve/urqqFhYW/vcCtNaoXq8jy7IIYwwLIZAQQnHOwXEc4XmeXF1dVYuLi+q/JuBdt8eOHcMYY0wpzTPG8lEU5YUQhFKqKKUCAEQQBJQQwl3XFUEQyLGxMXmQM0cSoLVGL1++REEQ4DiOEaU0nyRJPooiM0mSUhAEJSFEPooiEELwJEkoADhKqSBJEpokCeWc042NDbHfEXwU8mazSWzbJlEU5V3XzQJAXilVFEIMj4yMfHr+/Pk/5HK5E4PBoP3o0aM/DwaDTa21I6XsR1FkM8b6jDHcbrc9ABAAsCfiBwXU63W0tbWVtW27xBgzwzAsKaWKWuui1tq8dOnSHzHGJuccCoXCxGAwmBwdHf3k9OnTJwDAfvHixVc7OzvrjuO0U6mUBAB5ZAFaa6jVathxnLzv+2a5XP5iZmbm95xz8fz580dv3rxhGGNTSglKKeh0OurUqVNfzs7OThJCQCkFW1tbamVlJRBC0CiKAgCguyIAAAAdTg9QrVaR67qEMZZnjJXOnj37p1QqNVkoFCrr6+uYUvqzRqOxHoYhvH79euvBgwf/nJubm0QIgZQSkiSB48eP/4IxNhxFUVEpld3l3OM90AGtNQAAevLkSVYIkWWM5cfHxyc55w5CaHR7e7u9vb0NQgh++/btv6RSqWI6nR4ul8uTURQBAIBSChhj8PDhw28YYyQMQ8w5/4DrsC1AtVqN7I5XMQxD4nkef/r06W1K6ejy8nLXtu0wSRJKCJG5XI7kcjnT8zzh+/4XIyMjpNvtwp07d75uNBpWFEVBGIbU8zyxn+iDMdRaQ6PRICsrK/mdnR0zjmOTUjra6XSKruuWHMchlFLFGKNJktBMJsOz2SzkcrkSIWTUMIzjSZKMMMYI55xyzjuMsUYYhs1+v291Oh0PAPasOMgB5Hke9jwv63le8eLFi79FCH2yvLz88vHjxw1KaeD7fhCGoSOl5IZhcNM0IY7jbC6X6wJAN47jYhRFhHMu4jjuM8Ysz/PsTqfznQN46BZsbm5iSml+enr684mJid8lSYLb7fbfwzAUnPO+53n9TqfTj6KIY4xlGIYwNDRESqWSkySJrZQqTk1NDVer1W6SJJxS6mxsbASwLwMOFFCtVkEIgXzfR4VC4eecc9vzPK9Wq9mMMcEYC4QQfdu290JlMBiocrmMGWM0lUoFjDH87NmzZhiGQCkVruuK3c7lDwro9XoQBIGSUqp79+79bWhoqL22tgZKKYkxloZhiEwmI/cXbLVaYlcQh++Ot3qP9IOL6dAgiuNYaq25ZVk2xriIEFLpdFqUSiUoFAowOzurCCHq3Llze0Xr9TrqdrtqaWnpfaLvvQ0/CKLLly8rKaXEGAuEkBgeHpbz8/O/unDhwondkVOmaeJKpULOnDmDDcPAhmGgubm57I0bN4qHdH50AYZhgGmaQmvNM5kMv3r16q8rlcpvxsfHS6lUSqXTaYwxJr7vZ/v9ftayLNJsNsnU1NQvT548ORkEwfem636kDlq8du0atFqtVKvVwmNjY2Jtbe2v9+/f/xdjTGCM4cqVK58BgL+5uRlzzqHX6ykA2L5169a2ZVmq1+tpANBHEXDge0BrjRYWFsjbt2+LnucVEUIlKSUBALh+/frnMzMz869evVq4efPmPxhjPIoi3u12OQBAvV4HOKL9AIcfQmVZlqSUciklAgAlpSSGYeClpaVvms3m/N27d5tSSojjGDjn6j3i97//ngPvMD09jQkhuFAoZAEAa61xOp3GcRwjzrmilArf93kcx2J3DI9MfCQBu0AAAJVKBU1MTBClFOGcI9d1QQghwzAU7Xb7XSb8aPzYVzGqVCpICIHiOEatVkvBAen2ER/xk8K3f4TwdcXXxbwAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur188222 0.8s linear infinite forwards;
}
