@keyframes rwdcur227810 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 7 6, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEu0lEQVRYhe2XT2gcVRzHv/Pm33uzk83sdndbN6m1ZaGUCSHQEKy1pEePoYqWQIj0Dzl5EC9ePHgQEfGgIqWkJKSBsqSwjb1IEUKjYEJpQwkWApUSaCLaLk2aZGfezLx546W7eNit0SZ46Rfm8n4/5vd53997v2GAl3qp/1lKq8DFixe7ATwihPxx/vz5XQMgrQKe533AGLuRJMn7o6Oj2m4BNHXgwoULZGVl5ecTJ070ra6uakmS3CSEfA7g5pkzZ8KdBGjqQJIkdq1WO3T37l0cP35ccs5PAvjetu3JiYmJQ7sO4Pu+E4Zh9uHDh5qUUvb09CCOYwrg3Ww2e2NqauqdsbExumsAiqJkVVUlURRhbm4Ovb29KBaL2NraAue8lMlkJjs6OsbL5fJruwJACCmYpkkURcG9e/fI2tqa7O/vRzqdBuccQRBQ0zRP79+/f7ZSqZy6du1ay8P8nwB0Xc9SSmEYBjjnZH5+XliWhf7+fhBCwDmH7/uQUr7a0dExyRj7dHx83NkxAEppNpvNwrZtAMDi4iKp1Wpyz549OHz4MDzPQxRFiOMYUkqrUCh8XCqVxiuVyr4dAWCMvUIpJZZlQdd1VKtVbWFhQSiKgu7ubnR2dsLzPHDOEYYhhBBaW1vbwMGDB3+4fv161wsDaJqWa29vR/2J4xizs7PwPE/quo6+vj4wxsA5RxzHDTcMw+gplUo/Tk9Pv3XlypVtnYumSYZhWKlUCrqugzEG0zRRrVaN5eVlAQCpVAq9vb1IkgS+70MIgSiKIISAqqr7XNedcBzn1NTU1D9CNE2wbZtSSmHbNnRdh2VZiOMYMzMzUkoJANi7dy9c14Xv+wjDsOFEFEUghBRc1x3NZDKny+XycyGaBk3TtBhjyOfzyGQyyOfzsG0b9+/f11ZWVjgAqKqKUqmEAwcO1K8mhBANN6SUjuu63xUKhcGrV6+2/JY0BVBVVbNtG4ZhgFIKVVVle3s7dF3Xbt261chTFAVHjhyBbdvgnDfa8DeItOu6X2cymVOXL19uPnOaLWqaRkzTBKUUjuMgnU4T0zSRSqWwtLREwjAU9VzGGLq6ukAIqd+IRiuEECRJEufo0aPfOo7zxrYB6kOora0NlFIwxmBZFiil2NzcNO7cuRMCQJIkUBQFpmk+UhTlvadPn769urr6yePHjytbW1u/BUEgwzAkSZIUcrncm00322xRURRpGAaklHAcB3EcIwgCRFEEzjnm5ubWS6VSNZ/PvwpALi0tfbm8vDw1MjICABUAuHTpEs3lcq/ncrnhYrF4Ugjx07YBAIS6rkMIUXdC+r5PoihCEAQhgI9mZmZuHzt27CvGWCeAsWfFGzp37hwHcHNycvKXBw8e5KIoqv4bB3gd4BkEUVUVjDGk0+lvRkZGygAwPT09FARBEcCTFhvB0NBQCOD3VvGmAEmSeLqu12c9pJTIZrOIomje87zP6nkDAwMbADZavXw7atWCdU3ToGka6iCGYTyp1Wofnj17dv1FCm4LwPf9Pw3DaDgQRRE8zysTQm7vZHGgxTVcW1tbXF9fX5BSPiKESCHE8ubm5heDg4OiWf6L6Hn/BdB13Uqn052qqtKNjY1fh4eH5U4DvNRfke8dvMRVK+UAAAAASUVORK5CYII=) 7 6, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE4UlEQVRYhe2VS2hVVxSG//08j/vKjTeah7ZVNBiqgppGbEAtVAcdOeqgULCNqTjooEUK7ayDUkopFErJ1UiIibRkUFTSpwWbECimKKJgcBANRhGSlKCSe+/ZZz9OJyaguUGxkXbgDwsOey3O/7HWXmzguZ7rPxZZKlEsFrcAmGaMTXd2drpnBUCXSpTL5fd93//NGHOgWCzyZwVQtQNdXV301q1bI3v27Gm7fv06t9b+KYT4gjF29uDBg9FyAlTtgNY6WyqV1l++fBm7d+92SqlXtdY/SCkHe3t7W7u7u5fs3LIARFFUiOO45ubNm5wQ4lpbW2Gt5Uqp1xljvwRB8MmJEydqe3t7nw2AMaZgraVKKYyOjmLHjh1Ys2YNoihCFEUFz/M+zeVyf/i+/+bRo0eXHyCO45WEEAoAV69epffu3XP79u1DPp+H1hpRFFFr7ZZ8Pj9QX1/ff/LkyY3Hjh1bPgApZSNjjBJCMDc3R0dHR10Yhti7dy8451BKLUQQBG81NDT8XlNTc6C/v99fFgDO+YtCCBBCYIzBpUuXUC6XXV1dHTZv3oxKpQKtNYwx0FpTQsjqhoaGrkKh8G1fX1/tvwZgjNX7vg/OOQghmJ6e5hcvXjSEEGzfvh3r1q2bHwWMMTDGOGOMn8/n3127du3w4ODgGz09PU+0KVWLCCH1nHPMh1IKQ0NDtFKpOCEEdu3ahXQ6jSiKoLVGuVym1lporSGl3NTY2Hiqqanp8zNnzmSfCoBzXhsEAXzfhxAClFLMzMzwiYkJAwDpdBrt7e0QQqBSqcA5B601nHNwziFJErlq1aoPC4XC9319fY39/f1LArBHD4rFIhVCfOScq02SBFprB4AopVAul3VraysnhCCVSkFKicnJSVBKHwpCCB7UNNfU1LwWRdH4wMDAxBN1gDHme56XJYRASgkhBPU8D4wxjI2N8du3b8cP6tDS0oINGzY4pRS01tBaw1qLJEmctZYaYxCG4baWlpZTw8PD7x0/fnyRX7URZMMwDPP5vOOcQ0qJJEkgpQQhhJ8/f36hkBCCrVu30nw+D6UU4jhGHMfQWlPnHKy1cM4BQLapqembFStWbHssgJQyK6UMGWM0lUrB931IKRdae+XKFaqUWniegyBAW1sbOOeI43h+K2CMgbV24btUKt2ZnZ0de9Rv0TMbBEE2nU7TKIoe+kGSJACA2dlZfuHChXJ7e3uYJAkIIQjDcDqbzb4zNTU1V6lUVkopG4MgeDmTyTSHYbieEFI/MzPzY0dHR/mxAEKIrBACmUwGSZLAGAOlFKy1AADnHEZGRv5ubm5GXV3dCwDctWvXvpycnPz50KFDi+bZ3d0d5nK5TYyxO4uS1QAYY9kgCKCUgu/7KJVKCIIAzjmXJAl1zt0F0Hnu3LkbO3fu/CoIgtUAeqqZA0BnZ2cZwF9Vk9UAPM/zKaUIwxDWWqRSKSilQCmlQRAgm81+fOTIkbMAcPr06beVUo0AZpcyeJwWAYRhGM7ffK01PM9DJpMBAGOM+VoIUZyv3b9//30A95/WHKiyBZxzPn/rPc9zYRhCCAHP834VQnx2+PDhf+O3SIs6oLWOnXNlz/N8AEilUtBa34jj+IOOjo67y+peDWB8fPy7qampoVwu91KpVNrIGHulVCr9pLUeX27z5/pf6B9GVysVso9piQAAAABJRU5ErkJggg==) 7 6, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEsUlEQVRYhe2WT2hURxzHvzNvJu+9bDZsjInZEDUECVK0VCk1IRikiYfmpMce7KkmQfASAkJvpScPngouYU1E10MqtFg92EJrrQjWJpCCWnOsuhIxKpLsZt/MvPlND8kuTTRoTaQ9+IXHe7wZ5veZ3/c3f4B3eqf/WGy1hkwm875z7rHneY8HBgbobQHw1RqUUkeFED9GUfT5yMhI1dsCeGkGTp48yWdmZm7s3bt39/T0tFBKTYZheIJzfvHIkSML6wnw0gzEcVxbLBZbb9++jf3795PW+sNCoZBzzv2SzWZ7M5lM8FYBSqXSRiJKPXjwQDDGqLOzE0QkSqXSR0qpbz3PG8lms9uz2eyqFq4JoFgsNpZKJR5FESYmJtDZ2Ym2tjYAQBRFtUT0med5vwohjudyueZ1B7DWNjvnOBHhzp07fH5+nvr6+pBKpQAASikYYxoZY8Oc8xtnzpwZHBsbS60bgJRyGxFxzjnm5+f5xMQE1dTUoK+vD1JKxHEMYwyUUiCiLUEQfJ1MJi/ncrnu0dFRsWYArfVWADDGgIgwNTXFFxYWqKmpCbt27YLWGsYYlPvEcSyIqCOZTH6fSCSOnzp1auOaAKy1Lc45MMZARJiZmeFTU1NgjGHPnj1ob2+HtRZaaxARrLXlJ5VIJIbS6fSN8+fP958+fbr6jQCMMS2cczjnQEQwxuDatWsolUpUVVWF3t5e1NXVlWcPpVTFFmstOOfbUqnUSDqdvnT27NkPzp07t6otLwBkMpkqxlijlBKMMXC+2GV2dpbfu3cvBoDa2lr09PQgCIJyQSKO4wpsHMew1sL3/Y83b958OZlMfjE6OlrzWgDGmEYAGzjnkFICADzPg1IKV69eJaLFY6GlpQVdXV0VC4gIzrkKiLUWxhhwzpvq6uq+bG1tvTQ+Pr77lQBL/geMLe7Szjk452Ctxd27d0U+n4/LUDt37sSOHTsqAFprxHFceRNRBSwMw32JROLg62SgSUpJSwDEOSciAuecjDHi5s2blZORMYaOjg5s2rQJURTBGFOxoAyw9E3WWj03N/fNKwE8z2sRQnApJaSUnHPOl1YDB4Bbt24JpVQForq6Gt3d3QjDsDJbay3FcUzlorTW8kKh8HuxWPxzZbxl1ZnJZHgURVullP8cDIwxMMYQxzGePn3KJycno66urqC8VJPJ5KN0On0on88/IaIqa22NMaZGKbVBCNHs+/5WrfXP/f39L9wrlgE454Rzro0xBucchFhsjqII1lp4ngfnHK5fv/6ovb2dNzQ0bAFA09PTJx4+fPjT4ODgyvFfqWUWMMaEEGJjGIYIggCcczDGEARBBUZKmRdCfHrlypWe+/fvX5ydnf0DwNjAwMC/Dv5CBgBUAajxfR9aa/i+D8YYtNbwPA++7z+vr68/PDw8/BsAXLhw4ZBSqhnAszeKvhIgDEMhhKgtFArwPA/AYqUDAOf8WX19/cCxY8d+KPc/cODAHIC5Nw0OrLDAOcellM/DMFwIw7D8D0KIhYaGhqOMse/WEuxlWpYBrfUTAAcBbPd9/xMi2qeUes/3/a8AjA8NDa377XjVazmweC5Ya1uFEH8NDg7q9Q7+Tv8L/Q1kCoXWufRD/gAAAABJRU5ErkJggg==) 7 6, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElUlEQVRYhe1W32tURxg9883d62YTkxhNk1Q3lhJMKbZIA2JIQEgLJjEN+1KKxUJLC4KyWvro/1D80c0qSEuhzxYppKFY8tASAhI1SGlioSqGBlmXpht29947d+abPrh3MckmVav0JQcuw8x8M+dwvm/uDLCJTfzPEOtNXLhw4U1jTE4IkTtx4gS/KAG03oRSKk1EV8vl8qfZbDb+ogTUdCCbzVIul5vq7+/ff/PmTSqXy7P19fVfbtmy5bt0Ov338xRQ0wGtdbPv+13z8/M8NDTEzLyvUChcKhQK02fOnDl69uzZxhcqwPf9lwA0LiwsOK7rcl9fH4wx5Pv+a0tLS5c8zxs/d+7c6PNIjaw12NfXt7dYLH5srRVCCD506BDlcjkUCgUEQeAwc6fv++8ZY/qHhoZyIyMjdyYmJuyzCKjpgBCis9Jibm6OisUip1IptLa2IhaLQWsNY4zj+/5AuVwe9zzvx/Pnzw9nMpmndmQ9Ad3WWpJSolQq0Y0bN7ihoQGpVAp1dXWIxWKQUsJaCyIipdQ7pVLpsu/7lzOZzP6nEVJTQBiGr1ZaWGsxOztL5XKZOzo6cODAAYRhCK01AMAYAyEEtNbxMAyHl5eXJ5RSX42Nje17EgE1a6C3t/dzpVQSAGKxGIrFoti+fbtJJpO0c+dO5PN55PP5xx2DMQZEBGttnTHmDSI6Ojg4uCeVSv15+PDhB+Pj4zVrZI0D2WzWVUp1GmMAAEopMDOmp6fJ8zx2XRcjIyNoa2uDtXaFC47jVMeUUokgCD7yPO8XpdS32Wx238WLF9fwrRlQSrUbY3bEYjEQEYQQICLk83laWFgAADQ2NmJ4eBhbt26F1hphGMIYA6UUhBDV2iAiaK3jxpgPPM+7ysyf/auAUqn0ShiGcSEEmBnMDGstgiDA1NQUMz+6Fnbv3o2BgQE4jgMpJaSU1VghBMIwhJQSxhhU3NxRXbyRgCAI9kQ5jeKjTW/fvk2Li4sMAFJK9PT0oKenB1GfiKopiT7XdaMT4xPRDxsKGBsbI2ttNzNXN4sstdYiDEOamZmpxgshcPDgQSSTSSilHm1YWVexvzoupZwB8PuGAoIgcJRSXZVqXlFUUaHNzc1BKVW1sqGhAYODg2hqamIA2lqrXNdVzKyklL4QwmfmspRy4vjx46v54Tze8TwvrrXeFRFG5FExMjOWlpbo+vXr3NvbW01Nc3Pzg+7u7vfv3r17pxLP9fX1kUiurF1ew75aQLFYjCulWiqWRdW8+pzj2rVr97q6upzW1tZOADw/P//F4uLizydPnqzFsSFWpGDbtm0t1tqWiBQAmLlKXjnrvwJ4d3Jy8u379+9///Dhw1kAXx87duypydc4YIx5nYgao58QEcEYw8xMRATXdW+1t7cfOXXq1G8AcOXKlQ+DIHgZwF/PxL5aABH5juPcMsbsJSLHGAMpJQFAIpGYbGtr+ySdTt+L4lOp1DKAmrl9Uqy4C0ZHR/8wxnzT0tIyTUSu1rpJCBFPJBLjHR0dR9Lp9IP/QlYL676KM5mMq5TapbV+S2v90+nTp5/rW3ATm4jwDxade4FlfgvQAAAAAElFTkSuQmCC) 7 6, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEiklEQVRYhe2Wz2sUZxjHv/POO+/8cDNkSl1D3EOEEixR0ZLb3kxQD0IghihKL17EQrEIvRb8A8RTD0vF4CEl0FQDpYci24MeQouFIjRsSlKjxBBispndzMz7zjvvvNtDyV6aLYlVemi+8J4eeJ8P3+fH+wL72td/LKNToFKpnOScrxmGsXrjxg39rgBIpwCl9NNWq1UNw/DmnTt33ntXADs6UKlUSJ7nPw0MDHxUrVZJvV5fCoLg60Kh8I3v+8+uX7/+1hzpBFBstVrzvu8Xjh07Ru7du0c45/A8TxWLxZkDBw586bruM611/dq1a/8KYMcSUEqLjuMU6vU68X1fDw0NgRCCOI7p5ubmWKPR+A5A1XXdmxMTEz3379+nbxXA9/2S53nEdV1Sq9XI8PAwjh8/rg3DAOcceZ4XGo3GSSnl7SAIfgmCYHJ6enp8YmKie68AO5JLKT/o6uqClBLLy8vgnOsrV65ga2tLv3jxgjSbTRiGAUopXNftPXTo0HgQBOOlUmmlWq3OxHH8bZIkv166dKn+Rg64rvuhaZrEtm0AwPz8vO7q6iKXL18GY0xLKZGmKbIsQ7PZRBRFUErBNM3eYrH4ydGjR78/derU7Ozs7BdTU1P9jx496liiHQE8zyvZtg3XdeF5Hnn+/DkVQuDw4cPk7NmzyLIMURRha2sLURQhDEM0Gg2kaQqlFLTWDmOsv6+v71a5XP4hjuP+PQHYtt1rWRYYY3AcB0IILC4uwjAMnD59GoODgzLPcyRJgizLkCQJkiQB5xxZlkFKCaUUpJSglBa11u/vGuDu3bvMdd0iYwyWZcFxHHieh4WFBUgpwRgj4+PjtFQqSSFE2wUpJeI4bpdGKYU8z5HnOSGEOLsGoJQWLMvyLcuCaZqwLAu2bUMIgbW1NQCA7/tkbGyMBEGgpJSQUiIMQ0RR1IaRUiLPc2RZRgCwXQMwxjzbth3TNMEYg23bcBwHpmmiVqtB67+W4JEjR+iZM2dklmU6SRKkaQrOOTjnbSeUUttH7hqg1WoRxhihlMKyLFBK2xCvX7/GxsYGAMA0TZTLZa9cLkdCCAghkCQJ4jhuu5CmKdI0jZRSzU4AfxuPLMvqhJDQsqyi1hp5nm/PO7Isw+LiIg4ePAgAMAwD586dc1ZXV6OVlZWC4zjgnINSKpIkqcdx/GOz2fyq2Ww+3QtAIqVcsG27mOc5lFKwLAtaa9i2jfX19e1mBAAUCgU2MjKiJycnl5RSNc75U631E63172maLl+9elV1Sg50eIwePHgweOLEiYda65IQAmmathtrc3MTAwMD6O/vR6vVAgBEUbT6+PHjofPnz8/9U7KdtOMeGB0dfTo3N/dxnucvGWMwTROUUlBK4TiOmp+f/3l9ff0PwzBgGIau1Wq3X716tefkAGB2Cly4cOFlGIa/dXd3DxFCurTWOsuyjXq9fksI8dnS0tJD3/f7pJRJGIY3R0ZG+JsAdPySAcDU1BQYY8M9PT2fh2H4RAgxPTo6WtuOz8zM+Gma9gKoXbx48U3y706VSuXdXb6vff3v9ScRql3n54pZmwAAAABJRU5ErkJggg==) 7 6, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
}
div.testarea{
animation:rwdcur227810 0.66666666666667s linear infinite forwards;
}
