@keyframes rwdcur233328 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFCklEQVRYhd2X228UZRjGf9OZbTvdpdLDbmtJEILYBIMtELggBm48XBi9aaLxysQLE43RP8AYvTOGKBfECKYRFCMSDxChAq1UoQVLaelx6fa0xWV329mlHdthdrc7u/N5AR0tPdPGC5/L3W+f53mf7533nYX/I1KplBBCCNu2hWEYIhaLiVAoJCKRiAAQ4pZo+2CXAMhZiCQajYqVCsfjcWGapsjLywMgmUxiWRbT09OkUimCwSBnjh0Q4evXOfBHAQDKfEShUEjE43F0XRdFRUXSUsJ1dXWisrKS0tJSstksAJlMhlQqhRACwzCIRCL09/djR/s4ffY3xkY65zegaZrw+/0UFBSgqiq2bQtJkpAkaY6R2tpaoaoqZWVlVFRUADBzLJ1OoygKuq6jaRrhcJiG00fZXbmRy+03GRwxpHkN6LpONptly5YtyLLsfB6JRITL5WJoaIhEIoGu65imSUVFBWVlZaiqimVZuFwuACzLIpvNEgqFGBkZ4dTJ4zyzs5KOYZ3KlIfB+7w5D4iL6elptm3bhsfjwbZtp6KpqSlisRiSJFFQUIBhGHi9XjZt2oTP53Nin0EmkyEejxONRonFYux6LJ+UJdPS4efsaK+T5iwDpmni8/lQVZX7sTvfeTweEokEmzdvJpFIIMsyGzZswOPxkJubC4CqqgAYhoFt2wwPDzM6OkrhZBcvPeWjuWeEQDA06ypnGbBtGyGEU4miKI6xkpISqqqqME0TXddZv349RUVFJBIJbNvGNE2HR5Zlenp60DSNsjKZF/Ztpf5aD2d+bZ7TR44By7KEoihO8wghnATcbjeqqpKbm8vExATJZBKfz4csy6TTaXRdx+12O6TBYJCxsTHC4TCvvrqXcCjMyTbjQe17RTpOcnKQZRlZllEUZVYDzqClpYVIJILL5aKwsJBoNEppaemsu5+cnKSjowNN0/D7rzPQaPPWwWa6AoPzPs4KgLgHZhKQZdnp5hkEAgGmpqZwuVx4vV6SySRer5dsNkt5efkc8ndrdotXnnua7478QFdgYMFZogBIkiRlMhkxk4RlWc6BTCbDwMAA3d3d5OTkUFxcTDqdZv/+/YsOqJdffJ7elkYu9C8+UJ0rUBTFIZyYmBAAmqZhmiadnZ3k5+dTU1Oz5FQE+PHj10UmneBg/RiBYHBZv1kzXLlyWFz9/A3xzrMbl7VLFlxGDwt3cIC2G320jxcu6/yaGujr+1aM60m+bNK4cqP3v43+3LlPRd2R98Rre8tXtMYXTWBn1c5lk1m3DbqvNhBOl6xEf2ED1dXVQkjL029sPCQMbZijlzUutvlXFP28Bqqrq5dd+alTH4k87S7tzb/zZPnc6bkU5rwPrEQcYN1did7WetoHp7n0wKZbDhbtAcHiXgKB70WpNM6h839yKag9VNc7Ceyp2i7S0uwIJRbmbDnzhXCF73C4thZ3XsXDaAP3E5hPvLOzc9GKCq1RfjlxlJ67W7nWu7LGm2MAIFdk5xXfUb1jzj00HX5ThLuu8lWrycW21lUNnFlNuFTVAE0/fSbW6V0cq2/lzoS6Gu1/DLR29Sy7io3ZIU42NHPhtptwJLzqcbvoU9DR2TFLYPx2k/DfmuREj004vHrxJQ0AuESGPVXbxflvPhHF/q/58HgbhdOja6ENLPDX7N+wJIVjb+/hUaWDfe/f5JF0iIahyTXbdEsaAPi5vpnHn6hEnzToHfhrTdfs3/gKbZnfT7P5AAAAAElFTkSuQmCC) 9 31, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 31, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 9 31, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFAElEQVRYhd2XzW8UdRjHP9OZ2p3utrDtsmkTCgfUIsZQIGBifDmhJw7GYOLJxAQTo9E/wBi9GTXKgZgiIYJiJMQAEYJAeQlCCwiFFvu2tGtbl9ntTrbddZmdls7uzOOhdEPpOzQe/B1nnvl+v8/397xk4P947t27JyIinueJZVlimqYMDg6KYRgCIDIorZ9uEoCS2UASiYQsljiVSolt21JWVgbA2NgY4+Pj2LaNZVn09fVxbN+XYly/zldXygHQZgKKxWKSSqXIZDISDAaV+YiPHDkia9euJRQK4bouAIVCoShgeHiYeDzOwMAAJakefj1xgeRA+8wCTNOUrq4uysvL0XUdz/NEURQURZkmpLGxURRFoaKigqqqKgAmwxzHwfM80uk0hmFgGAbnjx/g+WdWc/FGN30DljKjgEwmg+u6rFmzBlVVi8/j8biUlpYSjUaxbZuhoSFGRkYIhULous7y5cvJ5XIEAgEAcrkco6Oj9Pf3E4vFOHX8MFs31tMxmKX+XoC++7jaQ+QSi8VYt24dgUAAz/PQtImQu3fv4rouIoKIYJomuq4TDAaprq6mrKwMx3EA8DwPy7JIJBIkEgnS6TSbVuvkXY2rbV1EhmJFN6cUoW3bhMNhdF3nvu3Fd4FAgGw2SzAYxDRNHMehurqaqqoqwuEwnudRUVEBQCKRwLZtotEoqVSK4GgPr2+ooaVzkEh/bMpVThHgeR4iQqFQmLDngex1Xaeuro54PE4ymcTv91NbW4vP50PXdcbGxoo4IkJ3dzeZTIaamifY9ko9Z691cvxs87Q6KgrI5/OiaRqO46BpGiJSdKC0tBSYKKxkMonjONTV1REKhfD5fIyOjuL3+ydxiMfjZLNZhoeH2bHjJZKJBIdarYe5pwooKSlBVVVUVUXTtCkFOJlhS0sLqVSKZcuWsXLlSizLwufzFR2DieKLRCJkMhmi0Q5un2vi/Z3NtPX0zdjO2n3LRESYdEBV1WLWMNHT3d3duK5LMBiktraWkpISwuEwrutSU1MzDfyjNzbLW6++yKE9h7kV6Z11lmgAiqIohUJBJp3I5/PFgPHxcTo6OjAMA1VVWbFiBaqqsnnz5jkH1JvbXqPz6nlO3557oBbbUNO0ImA6nRYA0zSxbZve3l4qKyvZvn37vFMR4PAX70jBGWVnU5JIf/+Cvlmy09KyWy43visfbl21oF0y6zJ61OPv76X1Zg83RioXFL+kAnp6fpaRzBjfXzJpudn531p/8uQ3cuK7j+XtF2oWtcZndaChoUE2rt+4YLD8HYs/L5/BcKoXwz/3FYiyMP7z53eJZf7Fvosm51q7FmX9jAIaGhoWnPnRo59LmZnjRvMFnq1R5/9gNgGTpIshB6jIKXRePsONvnGOXll8z09x4GFyYW4tkcgvElJG2HXqb37vNx+p6uesAYXZMa8e3yOlxjD79+7FX+Z7FO65BbS3t8+ZUWV+iN8O7qMj9xR/dC6u8OYV8CD5hoYN0+7h0u73xLh1mR+u2ZxrvfZYA6e4jObLuEh+5FupyNxif9M1htP643ADjzCKV7lRms40c/qOn8F44rHH7ZwC2trbphCM3LkkXYNZDnZ4GIaxJLN+XgdKpcCW9c/JqZ++lqquH/nsQCuV40NLwQ3M8mv24MkrGvs/2EKt1sbLn3SzzIlxJppdsk03rwCAY03NPPl0PZmsRWfvP0u6Zv8FlY93YsdmYaoAAAAASUVORK5CYII=) 9 31, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 31, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 9 31, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 31, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 31, auto;}
}
div.testarea{
animation:rwdcur233328 0.8s linear infinite forwards;
}
