@keyframes rwdcur160412 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 16 17, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
44%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6klEQVRYhe2Wf2gbdRjGn7te0jQ/2jTpjzQdXdLNtQ2dMy1ZtTN1YlYyLS1FxL/G1MEcthMcuCEKYhnC3JDhD5ROZVJjsQzUzTGnAWenLYgS0TZdu6TrVpcmXXJpc83l7nK584/RoUJLkwwR6fPXwcv7PB++vN/3e8C6/g9yuVyGtra2xlx6iXzDn+7cpurols7rKgVDaJYafOrZ8Tfy9cxKP49sHpQlyLIMWeBU8ptH7Z3Z9JP5AlRWZ+6XMre/KQWHwqKMJZt+Kl+A4NQJJFkrBO4MFMonQanOqIHf/h2AlpYWC5dWaFMpCUJqDmImDSapKs/GoyAfAKvVKrpbPa9cnZ6i5m5KUBJfQkjcvNXi7CT37BmtfqipznzxUuz6ah553QKPx9Mbnps4ptXNqzlOAGSgre0gVIU86hpakRE1uOQ1H9n16NUVb0bOQzg0NNTrdrvf3vHgbjXPEmCX0tDp7gFBFoCijOCSAKVIwu6IvNreXm64qwBdXV0mk8nUQxAErNbNqNnYDse2OBq37gJN02woHL4x+PF9T9DRYtpgTKj37eXcK3mtOoTNzc2k+ZHn3y0tq3CJoiAkF2LfPGwB2ene+VwwMEVFo6eQ5t+Htrgfmza9BwUl4sP+E+9cHqVfBsqk1p3MC4ayRGtTEx4H8GnWAMam7mcqrfUHSPL2rGqN1Ta2KAW9Xo+iIhG1tUdQUABotR6A6ECh8ix6eocOXx51eQRBmGHiTG10DojRVQaAyf4EjBtsu5fDl3VtkQDP82iwPYCJ8eNovPdF1FhOAzgNAAhMVrMAxoaHh6UfvPXOzz4oM/lnK34FprIHkCn5zozIkgSCIABFIfzBEOw2Kyqr9mJyfCsysh9UQQkSS8X46buj3V6vVwKAQ69dCQAIAP4VM1YF4BZpkJQaUjqNlLgEbj78elV98+ELY6C2WFho1GpUmLcD2A4ASASD/s+/Lfeu5vlPrbiInE7nAS401svGb1FSagGpyAwivq/3l2ywaYmSKnsw+AcaaopRqFTe6QkEAm/19fV9f1cATGbzFhlyOsPMS3xsZhrJSIxnmd+j16culta17OAUJZU/TswjwyxA4HnQ0cj0JwMDh3w+32I2AGvehA6Ho12pM503OLoplVrHlpqs6uXaIh26Erj2lf2X/n4um3BgjY+Rw+FwazSac8X2DkpTakaRTq/+az0ZvjGQS/iaAFwul5Ln+VMkSVKEVg9dadnf6slEjKZ93o9yCQfWsIoZhqFYUTwWj8cfW6JDI9Ly3wcASUxjYXbypZHhL8K5AmT9GroPntxfUrFxnyzBxsRDxy+c7OnLNXxd61rXf0J/AiNogwdxuqxhAAAAAElFTkSuQmCC) 16 17, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
72%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1UlEQVRYhe2We0xbdRTHz729bW9vbwu3AQq1vMqr6Dq20ugYAkvtmDNzm3EOXHRqHPO/qfifj0SNxjif8YVkkVni4oZzG0S3zLnBZiiV4XhsgCXAslLaUmgpz94+f/5BSDpseWXiP5zk98f5nXM+55vzO8m9AOu2bv+zcf4LaEFBgUSWkBDDt9lC4wD+NRVwsT7zzSNHbL/k59OHA3yGGbPzjONTU957Av/iaM6hh7eqsw/vAvHCWHFxMX2qJvnD2RkRQghQKESh0REm+IBCob0nzS+e5+v+MiYNdLczM2f09z+/MH7mZGrVrVYC2YYA+XyAEJo79T+rnlmMiy9XQFNjmjVB5pPnqMYpxGOLdLpCOjwew4CaywMI+gGst+dedtgsc338eWzDYtxl70BJYVJhrsrxkIjGJRs2jW3eku8/kCKVmuxOuXXfns3bPf7cSq/3PlyROQICyg99PUygsUl64Ouq612LcZc9gfc/unVOqfRk3WjH9nimhT5ZSiitdHfVherq6t5hByumqSxixCmHzk4NkFQQOtrEXfoTIsNS3KgTUKlUmuzs7LfMZvOv4fc1NUFTuiKxi889ujM1fRspEoliuFzRlgtnT4n901xQqlgI+AL9b38g1xkMBsdSAqJOgKKoNzAMi7jBFRVDDQ5n/Emn0wl2ux2Sk5Plz1Y8BluKnCBhZNDde/C0wWCwL9UcYJEJpKWl/QAYJpTn7XIM9V2/ER5TKBREbm4uIxQKS7KysgRJSUnAwQkQ0CVA0aXgnuDx9u/fL2NZdsBkMk0uJgCLdEnTtEStVjuZzfuAjEsFCPpaLR2Nn7FDf9YpFIqUysrK7zIzM7Uczt36p6enwWq1QkZGBnA4HLh6+Xjb0U9/fLqlpa1/RQLUavVBMSPVp+9+HfzsDFCxcYBCIZgatbhK5D5X2d7SzGjA3t7ekFKpxCfc48DEPA6s1+K+9rv45bLnhmsj5UfcAZ/P1+8N4RaflwU+HTOnFMdBLE2RuJAkanMAALvd/o3BYGhoaa6rnZ21WBJlU7FPlDn0/X2Cq83XEo/pdDoyPD/iDjgcjqEEifQY4gkJDodgeAI6HsPnUl0eBJpkHggEZKRSCAaDPVqttvzM2cvnOjoVes1GT1aCjM0VCgKpAyYKbzZKqwYHB9F8fsQnCLf8/HycTtv0aIJS+5ooMVVL8EjIE01C+Y48wLB/l3d3d39fVFT0wryfk5OC/3Rq/FLAT9MDg1zXU2XmnUv1jGqaR558sPzd0wMV315HVScbkd1uRy6X665TW1v7zsK6goICWTTmij7H1tu9w4k56nOUKH7PGBIzN013QIh5QEhyIRgMgs1mY41GY2VTU9NIeJ3FYpmKxlzyCSLZ1r2HJLK87cclsozdCCFgZybB43YGzF1/7Git//LKSlir+iEZ+vuGB1ymK3HKbS/ySIGAyyOBFMXg4Js09rX+1rYS1rI/Rgut5+ZNx8So+at5H8NwEMYrKlbKWbUAAAAcQ1S4Hwr4A2smoKTspY2UOO6VeT/g9YTG73R9slIOsZrmOp2OR8ZlnyD4QmLaPQYEhwDbrZZXL+nfq1sTAVarVS1F5ze4uy8BlZgNQb8HJu60d6yGtSoBPT09RpIki7xerzjAujUEQfAJgpCvhrVu/wDJpOarIKOJbwAAAABJRU5ErkJggg==) 16 17, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
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84%,87.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
}
div.testarea{
animation:rwdcur160412 1.25s linear infinite forwards;
}
