@keyframes rwdcur206482 {
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4%,7.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
12%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAACi1BMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAaGhoAAAAAAAAAAAAGBgYAAAAAAAAKCgoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAODg4AAAAPDw8AAAAeHh4AAAANDQ0AAAAAAAAAAAAAAAAODg4AAAAAAAAAAAAAAAAgICAAAAAAAAAAAAAAAAAAAAAQEBAXFxcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFBQUkJCQGBgYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPDw8AAAAAAAAAAAAAAAAeHh4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAUFBQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZGRkNDQ0yMjIeHh4+Pj7u7u4vLy/Jycmzs7MVFRXZ2dnCwsIUFBQMDAxtbW2SkpJoaGgJCQlsbGwgICDb29vS0tIQEBBBQUF2dnY3NzcEBAQHBweUlJSFhYURERHOzs6/v7+3t7eoqKgCAgJHR0f9/f37+/s6OjoGBgZVVVXY2Nj8/PzT09NLS0siIiIBAQEfHx8aGhpXV1cWFhYKCgrn5+ff398DAwMmJib////+/v4XFxeXl5fs7OyLi4sAAABBSm3hAAAAmXRSTlMABAIABgYMFBgOEhYMVOdwJAo+clI8LBoQfJ00JBIIk79aOBxQPDZYs2AwKDAqm+WFRB6H7ZVOHvPbj0wMdtX3+eOvckiXpZlKGCZAVlhCyT4uQPlcLGaLQirRaEYgYvtkbK9gItn5k1I0wTZM3YVILsX504dOMt9aerXPiWKX7fGtdM3977t+4Xijw8WneunXXvu5bvP56VCC/ETHAAAACXBIWXMAAA9hAAAPYQGoP6dpAAACyElEQVRYhWNgAAJGJmYGigATpQYwU6h/FIyCUTAKiALMTCysLIyklzjMsFKKhY2dg52TlTQTmFjZuLiBupiABvHw8vELcPAwkaRfkENIWERUTByojUlC8oaUtIwsSQbIicvfuHFDQVFJWY6ZSUJGRVVNgCQDmCXUb1y/dvWGhqaWLBMzm7i2jq4yGykGMHHoXbl86dJFfQNDcUZmVgkOIw5ZOVICkVHZ+ML5S+fOmpiambMwMLHICcqxkBQEjOIqFmdOnzppaWVtxAgVsyHFACZ2JVs7ewdHJ2dRbpjNzIysgkCHEOcRZh4ZF2FXN3dbDwE2mA5GNk8BAXN2IoOCUdbL20fT10+biwUmxMrhf9Y1QJeLEZ8+hB94xAMDDAN0kCKPJ+jGjeAQVWVWorwgxx0aFi7JGxHpKQgzgU036qxGdEysHFH6OeLib5y4cVzKR00c5mkegZiERCJdwMjlc/bY0SOHDx1MSpZmh3qalUPHz4PIMJBLST2w/9KlS/v2pqVnCPAA449HkJWVzTOW2FjgzNyz+xII7LqRxZ/NwWUeqRMZy84mSHQ6kM25sRNswI4buXn5Bb6FRcUlpWXigkTnBi7v7dvABmzdUm5VUbl508YNJ6qS1TxZCGuFukBJYf06oP61V05U19SuOb3v0uXV2+t8tHmINYAnMqF+1coVy5ctbWhsarqxBGjW4hvNTUqyxBrAohwhadeyaM2N1rb2irAbC4EGLLjRURLBTWwgMLEJeHR2dVf39PaVilr3zz93ad7cORMMItiJDkVGCQFvRec+54kRXilK7cdXzZ41c9LkKWpEewGUdzm0pZWkdcU5OWU8auymTpuuUGMmIEi8AQzMLIKcEpyCLEyMspEzOuu6XPt4C4jMyegmsbJrB8zwneGty05i3YRwC5unuUysJyeRpRk2I5hYWFgo7Q6MglEwCoYCAABijrYtrQYWegAAAABJRU5ErkJggg==) 31 31, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
24%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAAClFBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEBAQHBwcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGBgYSEhIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEBAQAAAAGBgYAAAAAAAAAAAAAAAAcHBwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHBwcAAAAAAAAAAAAPDw8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFBQUDAwMAAAAAAAAAAAAZGRkdHR0AAAAAAAAAAAAQEBAeHh4AAAAnJycAAAAAAAAAAAACAgIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMDAwZGRkAAAAAAAAAAAAAAAAAAAACAgIKCgoAAAAAAAAAAAAAAAAhISEAAAAAAAAAAAAAAAAyMjK8vLwlJSX4+PhAQEAkJCRMTEwfHx+MjIz9/f38/Px9fX0JCQlISEj+/v45OTkdHR2IiIh5eXlubm7h4eHX19cVFRWPj4+4uLiJiYkUFBQeHh4EBARoaGiUlJRjY2MCAgIBAQG/v7+ysrIDAwNJSUk6OjpkZGRVVVUmJib5+fn19fUbGxsaGhoAAAAgICAKCgpfX1/z8/P////v7+9UVFQQEBAhISHFxcURERESEhIICAgpKSkGBgYXFxcPDw+CgoIFBQUODg6z45hwAAAAmXRSTlMABAIABgoMBgwYJCgkGg4YHiK3yVw6CBY4hauXYEIqEn6/YjYUaKVaNJvbfEQcEECjXDAeUr2BRumHSCA2aKmlbDzR/aleKr+5LhKLsRJO199Sasv75a1unc3Bn3JkGkJmg2aJNlR2dmxULC4wsc90TCbp+06T3d39p/3DcDLNyXRAjSy3ZNnP9Ujn+/fTu/GZWKOv+9Vgr3hRTwKnAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAC3klEQVRYhWNgAAJGJmYGigATpQYwUKp/FIyCUTAiABMLKxsrOxOJupiZWFhYwMUUIwcnFzcPLwcjSdpZ+PgFBAX4+diZmVl5hG4Li4gKsJFQaDGLiUtISknLyMrxs7LIK9y6eUNRSVmFBE+w86tev3b1ymU1dQ1ONl7NSxcvaGnr6BLvByY9/fPnzp45feqkgaGRuLHJiePHTM3MdVmINoCR1+DokTNnzhw+ZGFpZa1rY2tnL+3gyE+8C9h5nA6eAYEDzi6ubvxcsq6qMjo8fMSHgZib+36wAfv2eqh6eulZe2oYCXqx44sFVO+JcXsf3wPUv3vXcR8lOTZGVj4vPVZfvLGIagCLgJ//zh3bt209GSAdKMgOFWUGAeIMYFJRDgoOOb/leGhYuIQ4NOyYGdnZOFhZcAQEagAzswrIhkcoRkZFx+hYwxIgs5hgbJwKB464RDOXiY8rPsHMOzFJh0cPZjYTR/JxPwF5MaIMYGbVTUlNS8/ItNFlhXmbiS8rI5uHnxW7AWiBw+iVk7v5+KW8/AI5eZibmdn4BQtxugDNOA7uovObNm5YX5xYws0HCwN2PXFOnGGAClg4S6+sA6aDtbfLtOPhWYCJHViu4IoFVCBWWH4KnBLXVFS6urECCxdICwhPOkAFbEZVq8EGrFpZXaOhx86hwq/CR0qZxlFbt2I5yIBlS+sbbPjFG5vURd34xYgvkdiaJXcuWXxm0cLjx1tUNQRad946bpBqJE9Cdrb2M722YP68vcfbSgPdCtvnzjnXYdZpzU5YJxQwydcqSXV1H+/pjU5SNubumz1rZv+EiYU40hAWwCzGKyFjOWmyWrKSo64Xl8OU4xemSmcWEpWGoE5g5TWyUp+mbpXDyybG2xgz3cdgho4x8V4AmiDmpcvDzaPrJcbEpFdoPi0jttPNi7S6iYmRXYwdnO5YvKyNlI0E5fEWafgAM7BI0+NjZRltTY+CUTAKaA8AeO6yB7n6/WsAAAAASUVORK5CYII=) 31 31, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
48%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAACalBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgICAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGBgYODg4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAWFhYbGxsAAAAAAAAAAAAAAAAAAAAAAAAAAAAdHR0AAAAAAAAAAAAQEBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAQEAAAAAAAAAAAAAAAAVFRUAAAAAAAAAAAAAAAAJCQkKCgofHx8AAAAICAg3NzcUFBQAAAApKSkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAaGhoeHh4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACqqqocHByDg4PQ0NBQUFANDQ0BAQEaGho9PT1ra2s3NzeLi4t8fHwHBwcgICD+/v77+/sTExMfHx8aGhoFBQU7OzssLCyTk5P6+vqBgYELCwvn5+fe3t4EBARdXV1ISEgiIiI2NjbR0dHLy8suLi6oqKiSkpIUFBQCAgIKCgqdnZ2IiIgeHh46Ojr8/Pz////4+PgoKCgICAhSUlLb29v9/f3T09NEREQPDw8hISEDAwMAAAB66HW9AAAAknRSTlMAAAIGDBIaHhQIKGSJeEo8FgYYWvmZVjQYEqlgMAQKHAwiwfWPTiReh3BKOCA2t2owRuf1UD5O0Xw6KvONZGLl035813KjwXAOHqv1dnTD3Saf/a9abOX7o/NgQEKFrYtCKrXPRlg6MiwQLq/v+50kaOdEjbsu5UwSPPkM/dsEg621dExscrnx+5uVkYVcFlTHWCMAPtUAAAAJcEhZcwAAD2EAAA9hAag/p2kAAALBSURBVFiFY2AAA0YGCgHFBoyCUTAKaA8YmZiYyM+sjMwsrGzsbBwszOSZwcjJwcXNw8vHzyXASZYJgkLCImfPnD0tKiYuQZoJEI8zSfKdOnni+LGjR6SkZVhlidctK8cqIS/ByqKgqHT40MGDBw/sV1ZRVeQkWr8gq5q6hqaWtpqO7r69B0Fgz249fQMFYg1gZjU0OrvrrDGPianZzh1gA7afMbewlCTWAQpW1tu2HtiyeZONrZ39RrABG/Y5OPITawCTgNP6dUBNa9c487i4nl296uDxlWfPurmLexBpgKyn1wqwtcu9XX18/ZYtPblk11l/UbEAOSINYFYMXLwIqH/hgqBgl5BQqbDws94OEfraQszEGqCjP3/ewoML556JdI2KjpGOjYhzjQ9NSJSQVOAkKinISiQk7Zoze9bZs8kafAGeBimp0sJ8/DIyaekZnpnEuIIxM0s9O2fmjFyHvCgZDrlMtvwANUWugiUzCkOL1DKZiDBBUELbrjiuJFjF1pKNk5FRVlBQULJ0+rTtm8p8Y+QFiTCASY4tvTxKP8pMXJ4FamFm6tmpB6dMzhPmIioqmDgrdBKzrHRYOWEOlqwEuaDKyy6DhRgDGBir5TwkPeQQhUimuMqSGTW1xLqAoY4zU4hNKFMQboCcmmp9Q2MEkWEADEaOEK8mSy4OuGpmjqxm2xbpBOJigYFRwXTGgrP1fAEKMCcAi7Z8A2LTAVC5ZOvZSTPabHVZ4X4AljEKHkSmRKBqVsv2sx2dLdocTCCtzILMsqSVqMC0KNzV3dMrIwnUx8zSJ8DKQmxGggI5T/5+abFKHRZGoO/Nwls8OeRIc4KsB7uVgRV7JtDLjCz8EyYmyiuQWCvIcoKDjBFkgERAFhcbqQYgAU5JeR15VvLqJYhj5DJZM+VIDERkwMgkKytLQfU8CkbBKBgF9AMAr+2yNZUsziwAAAAASUVORK5CYII=) 31 31, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur206482 1.25s linear infinite forwards;
}