@keyframes rwdcur167042 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 16 18, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 18, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 18, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 18, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 18, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 18, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 18, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACMUlEQVRYhe3WPWgUURQF4C+ixiIEjRC2EisFESFW0UK0ULRwxMZCEVYCWqgJGlMEwUYMoq5BESxEnUbBSl0RBZsgCAEhKRTRlKYwjfGHWMQiazGzZh12Z3aT2O2BKea+O+ecuXfmvUsTTTSxMHSiF88xidn4moxjvXHOkqMdN2KxUsY1G+e2pxG2NCC+FY+xbg1Oowv78sW/JCW8CAPjKOBXFP6MgxhbjIFuvELbSRTyRctSkt+EgeNYhXdRaAa7MZrMTeMpI4enaBvCcIZ4CWfRimu4FIXbRNXLLcRAAZ39OJcvZiYfDQPTGMKufNFAvqh//kUKyfysFmzAp00Yr+h1LVwJA9dxE4cqzJbQFQY+RLcbMVFey6rAMeipw+mTMHARgwlx8bM9Cc56DeyEzRlJczgRi/TVaFMFx46kuTR8RcdsSvlL2BIG1uNZyjdSQmsYwDTWluNZFVid5XJ/GGhBMSG+MhKrhn82puUZBr6jo1TDRF8YeIsviQqliMPPypusCkzASBXC4TBwD3cSJLXEKzg+NmJgBN4ngo/CwGVcQFCl77+rxCo4Xjdi4D7cFX1E8DIMnMdeDNQpXoo5KjnLqOcseIDD/diDfqzAaMqfUW5D2cxgGJS3wIc40qiBHMaR68YP3Mb2OrZluBpXDFOiA3Sqcr2es2BKdJzOjGIbuusQn8OZefEZHEiKs4h54FQcqDYPjOEWvkXh1HmgUSz5RLRQ1DPv/ZeZsIkmlhx/AJWoqw1l3VfZAAAAAElFTkSuQmCC) 16 18, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
}
div.testarea{
animation:rwdcur167042 2s linear infinite forwards;
}