@keyframes rwdcur88209 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvklEQVRYhd2Wv28bZRjHP+97d++dfb5zmrakaSOsqBGFEypDVRExwMACEgMS8BeAOrEgMVQqIAY607lMrIS9SB0QEgMMFVIlvDSQmCaKItE02LF9fn3v+zK0Tqq4pqltJMRnOt17z6/v+9zzviJ59aJjGN36s51Qr+vHrD3KwFY84buRyP2HcgkZl/GqCV61QhLHFbKsMq7jo+IPgs9//AFCKcLFBTBG/f7+5UZSiputLDtHvb73OOOJy2eggBAIpZAqQAQ+QgXIKKrIMKzEp5IyywvRBDH+ER9A+B7h4gIi8NGNTZyDxetXcbqfrn/4+VpSzOtWls4doSeeGglocBpjwNp9XYXnIXwPWQrLshSVmTGKLFPTTkCQZSqJ44pI/YaMosri9asIzyNfv4tAoBZO4Yxh7dIVbbt5p6W35vlpIwdwD9MVE/0F9bputdva9Yum0/2m031cv49AgBDgSYTn4SWx8pKKisVsOs2/4yDzLKvEVb8czB5fk6WwXLv2KXgS/ccWOIc6M4crDGuXrjT/uvljFaalwIB6fa/tdpqmtadNq62dMWAsOIfDIYIAoQKECtLx6x1mOPMsU8wYVU2eueclsap9+QkiCMjXNxCAenaeX06/ImDaCgyo1zW7nrbdvGO7vY4rDM6Yg3TlsMkkjM58eSGKy2dS3wvuCBWki19dBSnR65v8uvzOsAJZVhk1Mf81HDh3MJHHYrp6joHgYQUTlTFmYPgPKDAR/4se8MeyOn++zO3bncOvn7/5tdv47Bq23WX23TcAZ++t3OjYbk/3aMyzytBxPsllZmgSxi+/5I699TpI2PnmBs6YZrfVO4cxu2w8OEEPM54CoxLKeyAcIChpDbYg9XKbNLbt6gib8RSYmyuzvd05rMDCFx+5nZXviHo93j7bRzjHz/X7um9cbu52Tq4yvAXjNeH29tD+A2CtdcbuYotd4bAAofJUScnIzsUzS7MMnaRT7YHSi8+1u63e2Sw2uhb3Nn2f6OILVQBWvt9q6sJ2mkX37NYW+wVMtQds3svRulk6saUdJzrOCiRCIZBSylRKfCGSiKVWMbCZqgI8KKgAuHAB/3iQpr4LfxMwc/pkhHOwsip1Xhz4mPYg2nd96xZFrxlqY92edXbPWawFRBgprxwpIVAI1NMrUKtFGAMbG/lRbkSv1Yj2vGPqjp9uizCMkvfeBAQ7397AdPIxeqDReOxAGcUPDXK4X4RLKdIxdPZO1AOPeHqSHz9cqrWASJZCAGy392BhwgSeBgvYQeABfwOMB4lsDMIjwQAAAABJRU5ErkJggg==) 16 16, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 16 16, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 16, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 16, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 16 16, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 16, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 16 16, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 16, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 16 16, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur88209 1.4s linear infinite forwards;
}
