@keyframes rwdcur34344 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVUlEQVRYhe2WfUxWZRjGf8855z3n5ePlfRE0BRHNRMqJs+HapHLOMsPlx7Rp+LHS5j9hKwXndK7N4XJzY7XcbEnl8hNBcDDaKj/CSt1MZbQopnxYJn7xISC+8J5z7v5xLVPoBVt/OK5/n2fXdT3Xc9/388AgBjGIQTwKqKk6K/Ejk6WspEz+N9HGi7WCFinoXlHKJ7nHqyWn9HuZPX9Bv0yogRqIjPPL2rKfaL52Fb/dQXl5GZMz55IQGMKiBJ2nJ00Mi1sbqIFnJz/D1jnp7Nq0hl/rmpg5bxF1NTXc6Oxk3totfHW4MKwkBpSAivBJzr5j3OgJEnLAqwmYJlbI5bayidZ19m1ay/TU4ZSUHO5To98J6PEjZE1RJdeCd4ju7uTItnUc2PQWnedP0aEJhjIw7C6eSJtI5ekfKSgo6DOJ/iWgW5JddIKgCLReIcO9yeKlr2OaBrjCyOkvM3bCZDYumMHM6dO43nyTxMQkXNcdcK39hayFC+Xd3d/J8sKTsqz4B/GnpErIdqXbuSPdji0R0QGxYqMkflSy2E5IbCckmqbkYEmhvLpofq8phH0FJaerafYKSrOJVsKtxmZCChzXRByXTw5s54VJGQx1LjHrxUzyP/iYdXk5nKuuoqiotFdeIxzxtpar8vbeYxg9Lsoj3DL8lGYmseelcXxZ30a96yPRaqT0QzCaQMUcoT32F2asuMyqpBhGunDuWrMMeyzuvqsIK4Hs1bkMSUoGj44rOlaPw+bq60yN1UmJdiheH6Q4z4O06WhRFrhC1PXLnN6mM29jJLfi4OdL5x/I3WdxNDQ0yJgxY1RS6pMyN+9TulwHAMfuxheIZ+fcKZzakUpHZwOOFsPNllZ8fh+x3haGDfGSkBRDsKsJn/h4bUM7B8/cr9ergZUrV8qhQ4cQUfii/Mz+aC8hx71nj9frZVfWFOoqNKJbIzBMP6K1E3J6cByNK61RdDQlsPhAJMlaO3rMUI5/e+IezbDaw+uxZPln5dhWxH1r0ZbDzhXz6dgfxGnuRnlcjKhIis9a5HwezezNB2nr/IO8zHTGJo3uXw3k5+eLpZtSX1fLb1UnMU0PSu7tqNs9Ost2VjDu/efY+vUIklcp0na/ydHUCqZt24PtsSjPf++B4vAvXWAYBkdPVJIwarTC9Mvq5+fQpYHHDSF36VxXMD06U7M30OQPMGNWMziCG3IxbAdraDfD24Nc7EUj7An1xd59sr24gvFLV2PZIf4+20QEUQam3CGoTHTlgGsAHgrXv0FXQ02vOmEPouVLspTR0kRjxX6UMlC2YDh3T6EUGj3YyoOGhuFE4rE0ire8wzd7dvTJ26/H6GTlMRVztZaC3BXERQk9lsKxbQAc1wAXApZBV2stBVlzKMjNJiNj2sO/A//EhQsXJBAIiGmakpg+U9IXr5IJryyR2LFPCbqStLS0sH9FD+2u6swZqf/9Er4Ii5Tx40l+POW/P/EjjT8B6P2/WmZ6VF8AAAAASUVORK5CYII=) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVUlEQVRYhe2WfUxWZRjGf8855z3n5ePlfRE0BRHNRMqJs+HapHLOMsPlx7Rp+LHS5j9hKwXndK7N4XJzY7XcbEnl8hNBcDDaKj/CSt1MZbQopnxYJn7xISC+8J5z7v5xLVPoBa2/uP59nl3X9VzPfd/PA4MYxCAeAWqqzkr8yGQpKymT/0208WKtoEUKuleU8knu8WrJKf1eZs9f0C8TaqAGIuP8srbsJ5qvXcVvd1BeXsbkzLkkBIawKEHn6UkTw+LWBmrg2cnPsHVOOrs2reHXuiZmzltEXU0NNzo7mbd2C18dLgwriQEloCJ8krPvGDd6goQc8GoCpokVcrmtbKJ1nX2b1jI9dTglJYf71Oh3Anr8CFlTVMm14B2iuzs5sm0dBza9Ref5U3RogqEMDLuLJ9ImUnn6RwoKCvpMon8J6JZkF50gKAKtV8hwb7J46euYpgGuMHL6y4ydMJmNC2Ywc/o0rjffJDExCdd1B1xrfyFr4UJ5d/d3srzwpCwr/kH8KakSsl3pdu5It2NLRHRArNgoiR+VLLYTEtsJiaYpOVhSKK8umt9rCmFfQcnpapq9gtJsopVwq7GZkALHNRHH5ZMD23lhUgZDnUvMejGT/A8+Zl1eDueqqygqKu2V1whHvK3lqry99xhGj4vyCLcMP6WZSex5aRxf1rdR7/pItBop/RCMJlAxR2iP/YUZKy6zKimGkS6cu9Yswx6Lu+8qwkoge3UuQ5KSwaPjio7V47C5+jpTY3VSoh2K1wcpzvMgbTpalAWuEHX9Mqe36czbGMmtOPj50vkHcvdZHA0NDTJmzBiVlPqkzM37lC7XAcCxu/EF4tk5dwqndqTS0dmAo8Vws6UVn99HrLeFYUO8JCTFEOxqwic+XtvQzsEz9+v1amDlypVy6NAhRBS+KD+zP9pLyHHv2eP1etmVNYW6Co3o1ggM049o7YScHhxH40prFB1NCSw+EEmy1o4eM5Tj3564RzOs9vB6LFn+WTm2FXHfWrTlsHPFfDr2B3Gau1EeFyMqkuKzFjmfRzN780HaOv8gLzOdsUmj+1cD+fn5Yumm1NfV8lvVSUzTg5J7O+p2j86ynRWMe/85tn49guRVirTdb3I0tYJp2/ZgeyzK8997oDj8SxcYhsHRE5UkjBqtMP2y+vk5dGngcUPIXTrXFUyPztTsDTT5A8yY1QyO4IZcDNvBGtrN8PYgF3vRCHtCfbF3n2wvrmD80tVYdoi/zzYRQZSBKXcIKhNdOeAagIfC9W/Q1VDTq07Yg2j5kixltDTRWLEfpQyULRjO3VMohUYPtvKgoWE4kXgsjeIt7/DNnh198vbrMTpZeUzFXK2lIHcFcVFCj6VwbBsAxzXAhYBl0NVaS0HWHApys8nImPbw78A/ceHCBQkEAmKapiSmz5T0xatkwitLJHbsU4KuJC0tLexf0UO7qzpzRup/v4QvwiJl/HiSH0959CcexCD+S/wJPYa/Wm1517oAAAAASUVORK5CYII=) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur34344 0.8s linear infinite forwards;
}
