@keyframes rwdcur53197 {
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4%,7.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
40%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGM0lEQVRYhe2VW4idVxXH/2vv/V3mO2fO3E7GiUmayVGSUEOhqNDWEgQtShD7oIIXFPRRtBSf7YMkXkB8seCDt0IRFCzqgxKkXlpCrCZGp1ZCOibT08kkmSYn58yc+c532Ze1fLBJI5Z4Jg/6kv/r3mvt31r/tfcG7uqu7ur/LLrd4r3fflkBmHbOxaSj/vLjB+z/FOAdTy7fEyn6MIBdheO/+rz/ZwivrTzxnm2BPPEdkVEJ9DaBKxt/wdV8GS/+8BMEAOZ2gdba/RNZcv9Uqh9oeLqXGvMPJoYuHnz6ld8lhpZ+/snFm3s/9dNVBUCVXmA98y8/vY9vHH708/QfhS5+5knpPv1Fui1AKLcuF1G0NpcZ25mJDxHRfdZzL7f8aG75xw9/78IfFibNBoBeYLkRpgDw+55aYRZUw96b52YO+K8dAPuuLYuXhql+aOekeXukyDRj057N4CvP7cLyRwYVn6g9n5pM9JIiNAEYz2AW5IGlf2Zmhd77gwuKiPj3n+u8URz+BXDbGQCAzrEXmjqbev6duxoHZyZ0nEUKWhEHFjiW6toodC8N3bnc8vHE0PlmrIYAuPai6iAWwLpRsJoIQYSvnfhNWXKFiz96nMYCAIDOV//00sE989ne6agzM6E5UgQiYsfChWW1WYd8uWe7r+VuKTbq9EyqVx1Lr3DMLFibMLShFaF38tnR1APvbwSW4sUv7B/Dgjes+Nj1Mjy1qxXt1kQmixUiRaiDGENQijC9Zyo65Fh2V44fujryuYg8J8EdJ6JYJDKxVr7mCpVnuCAxADs2ANdF9/pwBLcjYQZYEykWmEQTXCBEmjAzoc28NbO9wk/XIeTe1bNc5YpMctxyWPFR2m+++0jD+QBxtbkBoMYB6B57pPKDK4uXhu5yXjM7FqUIcCwILAgMKAIWmkbNTWgzmehpAG2uiw+FYvO+MNp8ayi3FjZO/2LEVQ62xc3cYwEAQPdrH9y5nvthbln1i4DNKqD2gkEV4F8HSQxhZkIj1oC4uslVzmF47f6QX58Po0Gc7nvX28JoALYV38g73gwAePC75xeGNedrQ4fNOnCiSeWWkVtGK1HY1YqgCCAijKwgjAZw1y/uF1dXaqL1a+3qJrSxEIZKmjdf0rEBFpqmdW0wKK6bZm9YU7v2orbqACLCjoaGf72mXuExWH0Z5YXTsL1VqCTL4/beJpkoI6X7pCP76jeObK8DH/3Jq3BBzNz05Lf6efX1KIoyFqRiSyUANnRDDWurytEI9uoKin/8EVV3CeLderxz/1kABsIZKIph4n+zfawZeObje1F7sdOpXg/VCC4IA2CKEk9R4q3zw7y3vmavdWFfWwHbCnpyx3L8ls6ymZq/qNLGeZU019REyyoTL9yae2wLHEufBZ24Oa20osIFMRKcBzAEAJVkz3CVF2Zq/ohKst0SXCYsSiVZX0/OrepsCqS0F2/N4pefjbvHHhn/GgLAbz/b6W/VAYHluWqUD/1oQ3Fd5OLqfpyk96g4/ZKenONox76/xTv3L8XznXNRe09qWm3W2VRLxakhEzGIAOHt3wIAKByfCqNB01195WG2xbppza9Hc3tWWFCRjlo6bRwWE1+WkIJ15MnXlwEwmeQQlFkB+1mQ2gBwGYDfVgcA4OxjBzYg/LNy5cysG1zJKUq+kmSNF1KjloxCISKLwkGJyHky0QkyyXHSESCcincQlopMMiSTzHaOnkyBMT+jN1Pn6Mm2mWwfmkr1B0Tk8GZRZ6HcKiB8Csp4CG9BOJcQ1sB+CGW6pLWFMoAwwL4PZfJtdeBWpVPtjSxSiyKyu3CMUI3+Lrb8FQAGYElpQJmYtN5NJlJkohbpCEQEsId4Z8SW6o4Bzj52wBuFbull3ZZFV2z5PJTpQpkzpPQlEelBeAjgKkhZkEoBzAoHsK0Qyi1mW21vCG/V4e9fULnlc3Vdcyg2ZyW4lHSkxNUQ9kY4LEM4A6BIR4AKLOwN2yrmOi8QvEXS4DsGcCym8sxc5atcF0NxZVtEZiHsEXxPOFQQLqBMi5T20MbDW7C3BuyHZBJ/8ZuP+jsGqL14ay3ElgXbIpV6tM7O9sTXKdjPSwgepArSep2UNlDGgL0H0KN4olJJZgHgnyxUpiY8S/H8AAAAAElFTkSuQmCC) 8 8, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
68%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGf0lEQVRYhe2WXYhdVxXH/3udfT7umZs7d27Sm8kkmUzTMSmhoBEpfShSROiDVYmgtoqhUGjFB/HJB8EnFRUsGIQqSIRiwVbUPGmFPogPKsWQtmla0kmTZj4ynUxm5n7Muefssz/W8mFQxIaZCYi+5P+02Zu11m/vtfbaG7iru7qr/7PUdosffe4KsaDtWJI0UhsnDzTs2VOH/qcA041YfUZBHblnLJpnwbuksADg2rkvzZg7CfTt50RGFbA2AN7vX8BqMYc3fvGE0tsZFZaP5bE+ee9E/HEAS4Xla6WT15JIZV94cf7Crx8/gsdfmtcvfvGI3yn4d76mPrDZmdM/kW0Bghktm3TPslLKx6RmOw2ayTTfPzDh0VslP//pF64v1UHyR85eHY6cnP/7V2dv62dY3N4/c8C2AOLr64MyeaN0ySfH02g61YoacdTpjmmUjmeCSPFez728XoXLLsgcgOHt/Jz55gd3DwABYfsaAID7vn++ua/T/ssD3exYKyWdaoWIFIxj71h4ceAW3lqtz5vFS2f9YPViOnW8PzMzA03AK08e5dv5PHb6Z1KxweIL37g92X9q9oevvfmRI53mwT3xTCsljkixiHDpBBtV8Nd6tj+/fPOSeHcZwq/o8e5fu3sSE5NCHpP9w+l7/ed+NZ+LSHbxjy+vTz/y6N7ScfHqM7N22xT8mz4fk3opiHhSoCQCKUUEMFiIju1NumPx5MPzA/eAqe1DfrC6vHSzOJN0Zy4fmsj9Y798LxERuCC+ZgMbWNde2sd+/M4w2k30iU88VZQSf2V/U+/NYqIkUkopBQGIBURKYSwhPRZTU2vdraL8cDCjD3M1nI+bEyuppmkWjFmWuHn4+HdrL1JYRjCjmHYDcPVbD5o6yNE6yNA4RuUELggCCyJS0KQo04SJRoR2RgmAltjqkO+vPLFZhxOV427lpVM5mXr3z795v/KScF1qNoXeFcCTv1tsnzzQ+KwLAhboQR2wXgZUfgtCKcCxEAvIBYHd3IAfrhoVxXPelJ3SMWxgCiL5/odOfcpa2w3VZsbVMNuxBp46twQbuFNYvp8FLRccGCACkCeEPCaIbJ1E6Rhz6xb18jtlKHpL1MkzCc67IElEKq+9cOnYhHKQhVEPYiveEUAg7dpLWTpZvln4jThSnEYqa8SKSscUR1vXkgVYG3nYW9cRBqvXhX0JIAeQAIAL0rSBiU1h2BRrYiuG8HBbgNO/XdQuSOJY2Aa5MDL1l8Oo92y0557Z8SzKU60oUoqCiLcBSb+08INVsK1OqDh9W8XpWypOS6UUA7AsyCFsIFIi0mtKqe1PoHSsWYDaC0gBB8Yblxc2bliVlL7STV86JhfEg71ha5q+t5yFUc+qKLJRc+/vo+beIs0avhGrjAUUBTX0UbyiktwQs5bgtu8DpWUOsjXWW9UOiKxJcK1q2JtUSmmuywLCTQnOhGrTqyi+rtuTC3Hn0LRuTy41E7IxqY5jyUihUHHaVs4UAAjsl7ftA1fOnQkHH/t6g0UUAERKoeeiGwryoLh6KhQbm1yPtNjqjHhrJPiblOaLerx7SXcO7m81krFMEwQ4YYMctkFucQiR2DJnMyq5Lqsdi9Cx9FnQjgkEDZoY3+N7vV4eivW+76+8rZLGn6J8/HUVxdeiuNGlJCPK2800TW9EpGLHctwFyUvH2lvTZGuGbI1hU+RsCr0jwN+envUf++mVNVJIXEArj6m81V+ZCsX6MMrHn6dGq09Zs6N0vAzSc5TmWsdJmxROuCBJEJky1mdsir74msW7Ppuiz3Xpxdd2V4/RP/Xwz6+26yAnBibkvtiA2AoqTklF8RRIr1CaL2cxNSOlJoNIXnuZ4rqcYGcysdWbwsGKrfqh2jRh1CshfG23jxEAIIhY69kKhxyKANIQV7N4N6Q0twASAhIRyWovHKrNBXHVRfFuWrxtsq02uC6Z69IDWFU6Le4IwAUpKy8rbIqm1CMdqk2IrRiRntPS8ZTmnTrEFELwbApia4ZgX0hwr7OrD3FdgutyGcFuqCjuU9bkO0oBAHzo2UsIo94+P1ybDKMeiXcbUT6+ose7oLx9FMA+sSOwNZl4ZwEMJTiWepSEanMD7NcQJUxpDsqaO/+Idquj33uVlFIt8XUWyk1iWzK22rBG8J6dMeKdV1FUUpIzNVpMSeb/awAAcN8PLrS47Geh2oT4emuSGRCGiDAAQ2leLPzo1L9s/gEJtSGO+oaTAQAAAABJRU5ErkJggg==) 8 8, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
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}
div.testarea{
animation:rwdcur53197 2.0833333333333s linear infinite forwards;
}
