@keyframes rwdcur89379 {
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,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) 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,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFNElEQVRoge2YbYhUVRjHf/fOnZedfRt213F3yeVqq4muW1kEahKBaPaC9SmDKEihkT75RVAQggL7EASFNB8jIlGiDIly3cpAVzFdyHStbV3HaZ32rdmZ3Z23+3JOH+7dWEPQnTvqh+YH8+HemXPO83/O8zznOQNVqlSpUuX/jOJ1AhnTVSDkPuaVeMLrlAvCkwAZ0zWgFdDcV0Vg9F6KUD2ObwDa5z2HgLDHOReEdvuf3BrX+9uBxUAW+NL9yqtTFoSXxVoBAdhAIxB1n4sVsOuO8SJgFJgGxoEcsAzoBLplTG+ogG13RNkClHjCAo4AJ3F2YBewFScvOith3J1Qdg64dAIrgD2oaAgG3fdRGdNbgAwQAIQST9yV0Cq7jMqYHgaeOD1mHV7ZqBaba30d2HI/kMapRgkcB/2GE2p5JZ4Yd8eqOLtveS25XnZAAOLBeqLNLQGQEnJ2M7AOZ1cMIAkcd40dkjG9F6fMzpVfQ8b0USCtxBOz5Rjh9SDrJqD+wuIgmBL+NiCogi1BAkW7D+gDXnXF9AAzgIWzUwIYxCkII25eLQgv5wBAPjNjEQmo4FPAB5gCGv0wZYLj5Sg1vlYUWsnba4HzQAQ45IpqdQUEXGELwksZDQPWN8kCdqkJSsLxZ40PghpE/NAc1FF5jYJ9lrw9AlzEKbcGsNydx3DtMMoxwosAFaAlpDK2/FknB/QwRIKgSpBuKLUEAeqA73AOuRFgCLgMTLqf8XLCB8oMIbeKWIB1bcbk8fwUNAehJMES0BKAGgGW6uRGUO2iJA4BPwOzuDGPU2YnlXhClGNHWQJkTG/Fqf8qMH48mea5+kU0/14PyiQsCUODH6QNWRtyJoR8UBLngZ5Kd6oLCiE3cXUc4SrQOl4AM1CD7H4RNAVSBZg0YLgEGRNKlpMfkLobbXY5OXDTmLAPEALGroIlsdbvhWs5KJpQtJ0Q0iBdFMfnxsiY3uTV8FsacztcDyZw4l8Ao70pSC3SQVERS15AO3MA6lTsxi2Qdb1fFKgK7Ue3LDomY/pB4E8Z09+ohIAF54AST6RkTB8HtLn+ZjoYprjzHYRlofWvwzd0gfxjm1GyT1Lfuw/q/UQiAba1BJ6/dqN4aWmDJoCllRBQVhlV4glrfnMmpcQKhbGFTUlfCZZJ+PRXKIVZqPVBUwBW10E4wPVZs+uHG4U+4MR9E/BfhBAIy4TpDEIIzLZOzOhSas98BrYChgBDAVVQtGAwa25+/fuJirTcXttpZ5JSAWFaKLbNTGaKK6afZWvWUopE4cRBInYa0s5BuyLiP1frV0eebg+lPv0j53ltzzuwa3Ut3UNnCVzpJ100OPrBu+Knj/eQ+GsMdWYKEe3ieqqImDanKdosa9AOb2wLHnsoEtDce/X9FTBRyGFoIbKW4K39b4sjF6+mz2XrJ4dO/0im8xEmtu7gWPYBcWHCSGH+e18AyJTbPszHs4AvhuFrLcqO9z8SAwMD6VNXkxt2dZq90cuHUYcHKAVqYNN29cNfp1dcnjL6cNqIIaDf69rgUYCM6U1vrqpl9+7dDAwMpJPJ5AZg8OHm4LcKqhgbHsQWgq41XbTXaeqRodw24KQST5xS4on8fRcAFDMlREdHx+Sc8QDRGvXzvtF8z3s9fcKwLNpyU7y0fhMb2+t3juY9R81NeEoi14svQ64fGJ733gIOPNV27pnkpYv4QyrCMpCgTRuiIpXvnvDKqvYrsdWNsrsJuW9tk7n30cZ9lV7D87/TtyEK7MS5bX2Cc3mpUqVKlSpVqszxD2OtGnNl6VkaAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFOUlEQVRoge2YTWwUZRjHfzO7s93uR1v6RVtou4LQolAqKlBB4SImJBiJQY0nTDQuCVzURDwgMVGQRE28kI0HYjAeRI16EExMTPhsUijlK6U0QLdrKS1dtu0u3d3ZnZnXw0yhkhjLzoiX/SWT3bw7M8//2ed9PmagSJEiRYrYQCrkIhEOuYFqwANkgbgUiRpOCpstcoHX1QFe63ofUOuYogfkgSMgwiEZaLpv2QASQE6KRHNOCJsthW6h+YB7xtJiIIfpyHUpEh1yQNusKHQLxTHFgrmVpr/LQJMVpYdCQRGYRoRDlUAZsAKYwHQkLUWiXQ5omxUFOyDCoQpg+ngOqAc6gQuYUdGAISkSzVrnewCvFIkm7YqeiZ1QBzArULt1n3FM4c8B862jFe7mzGpghQiH2u0Ivh87DhiY5XM+sIWAex/QASy31uqAOqtnNM2wVSHCoTIbdv+G+99P+UcSgHx8RNvR6GckBGeAJFAJvI1ZmbqstQBmlZrGsVJbcASsvX1hZEqtHUzl2/rGczKQAnow82II08lqy04WMy+i03nhBHYiAOALKjKp8jbGRs+tSKgi+UxdyVUkWhEcxvyn09bnWUBzeuQo2AFrbz/1WKVCdWMFvqCfvCbWD6a0uuayu7etAHYAvwKn/ot5yU4EDKDvVlqnKXkGqkpQMjrNXrkVtwxV3o34ZRjOQjJ/ErMiXXJG9j3s5IABDF9MqAw+HoZEDjSDjNICQQUW+sAvg0cGeAPYLcKh9Q7pvovdHJhIZHWmgpUQPoTQdbxnj8LAAUjlIK5BXD2Bz7WWtC4DrSIcOoM5huekSPSOXQdszSxSJEpcBUXNABLSD58hDR4wI9Cf5sjxONeTWgUZHXyuxcAaYANm81tgdfP/zwGAT3smGWxswZhTjahsNBddgCIz9/nt/D6UXqpqIk1WBzPinwCbgZeBkF37jkyNuiHQK6owWlbCeBnEcwhtAa1Ll9G2+R1K3JKPZj8EldeQpVbM3gDQYNe23RwAQAiBoWnkOzYgz5mLFL+JVl6F/7ttdATcsCgAbgmCbkjlp5vbeeCcXduORMCVV5HPdyKyabKty8kuXo50exS8MtSXQGUJKDLIEqouvMC3wH4pEh22a9sRB2oTN9F9ZUh/XofkBOqcGjKPLCHX/AqoAm5lQdXBLVMScPs+7Bpf59RYbduBlnKQtTyuy12QmcI90Ieu60jpO9xZspobA+VM9qVIXkgy0jvB95eS/BKd3Aq8bl++AzlwZRJul5YjpBS6x8tweS3XThzjyVATlApGXDUkblwzAor828EryUuR3qkskAeO2ZdvbxYCkKVIlPHSIMlnN6J3HeXQvo8NcaNbbnh/PzX1DdQ3LeR873G5varkZKR3ao8TomdiZwvtBL5cPReErhMfG6P74BeGNHY1GfAGJ66c7sQwDNSVL1BdtcDwK9JbIhxqd6J5zcSOA36C7u0fPFHDsp7DVH++hW2dQ4ldp2KrhJ46GD36DVOpJJrLjbRyk/zzwFRTLKU9ivWY6RR2HNhNSlu3t2eMPT8eYld3KhGLxdYA/e91Tu4NeDzGxNmTaALWigSy5JJPjaqbAI81ijuCrWlUikSPdScU449MVTxyLtYB9Fs/j6yrV66W9h4xhJoBr5+Gp19iOKu8qBkiIUWimjPyHSij+Xz+1Vgstop74gG4PJ7/6Kf+Ifn0zTidi9YwqmpcSwqP8tVgn12bD4158+Zd9Hq9AhBbl1Tm323z73Tahq03c7OgFngT85n4a8xXkkWKFClSpEiRaf4Ch/X0xV/HC6gAAAAASUVORK5CYII=) 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,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) 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:rwdcur89379 2.6666666666667s linear infinite forwards;
}
