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3.3333333333333%,4.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
5%,6.5666666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
6.6666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDElEQVRYhe2UXWxTdRjGf6ft1nW1LqJblU7Kx5pNlw2zGYkDot6wJjDJQOECLrzQGBONkRsuTPy8MhqiiUYTgySGK2IyIQaYIyZemLAtJRkB2QAp42MFqWNN063d6dnjBdCta5mHFa7sc3PyP3nz/p78n/f/Qln/dxkPsvnyKuR2wNgUJFWc5XpQ8Gd86MU6F39nRDpu4Xeg85OFJko1oHlnY+cyl1aHluBOTTEUm2RHqJoTN5NUOoo3KMWAHvm2BW9tNVde6TfumAk3+NjyQTdW7BqRnkGmYhO8s6qSwQmLhGkpZUHcnL2JxRqQ76s2avwePO6HuA03Am60ZlMbrroAM1aGZ7c9x/TAMFUnxhgz03icFqPp/BgWY0B+hZkhQ0Pf0xzb8A3cGma91/04y7vCOHxL8Tz8JNlEFPPkBUIBH8ksHLg4XdDsXg0oaO5C1jSNvZX0bdyTg9eqmR//vMmrkdPUv1DPTDqOJhIMD17iWDRFJCHOTZU2hFqV+BCZFnUHnPS99nkO7leY68ZRbgAvn/2dXwY9BNZ1oTScnLCIjGf5+bpKevJqvfSdWi5/rbV7PxKz06+guXvuGUDNp5fq/L4u/fZ6SJtqjfkvZXEG1o8cVsfZnjx4Q/yT+XAAPaqn5HXO1hWpycl2BNWTAXCkc5D26H4ij+2E/G2ai+P2f835FtVd1kOhak6l8I7eYnUO9RNZUQgPmrvz4N59rdT/1LFgBLYNJAcyOE9l2L73D3pXrymAh/75lNGKz3Lwmu/X43NX0B5otYtYUGpuO6KOzb8Wzbw9uj9vNur2dKtWL2lr/1sL5m8b3tl4UB2NByWpAN451J8HX/nlG1qWfVt+he8LHEBvtvQUhW/74fgdiAA1ffGuVqTeV9DcZRtu6xU0Vi3BMGYjl6TnN/ZhxUy2HBogFRRJzxhJz1XM7A2i3tyG/E/ZGsIm5xNz2VrbdIjkNYtUzMSVyOI0K3DKjSEXf9V8bBtut1Bn1o0TzcYZtmKMpMe5OO2gd2RzKT3vzcD9AJVVVlll3U3/Ak2ZXgI2dGleAAAAAElFTkSuQmCC) 8 23, auto;}
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13.333333333333%,14.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
15%,16.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
16.666666666667%,18.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
18.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
20%,21.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
21.666666666667%,23.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
23.333333333333%,24.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
25%,26.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
26.666666666667%,28.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
28.333333333333%,29.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
30%,31.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
31.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
33.333333333333%,34.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
35%,36.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
36.666666666667%,38.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
38.333333333333%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFUlEQVRYhe2WX0xTdxTHP7/elru21KpQ6p8EqCLdnzBJSOb/RCUMs4eZCNG9LFEftgceliyL2cO2x8UHYlzcRsJifDWaaHjRCCY8IASIzBANTgcpKkuKq0WsQNt7y9mDo2ttZRc7ki3j+3Jzf/fc8zk553tyL6zo/y61XInrS5WMxgTdBlEDImZ+lm054G+5EIeCD8uLEAWrHKCD5Iu1F8h6OamqdSNHg06UmULXFHOlGkmBgWiK6SQSNrI7UUgB0vbxGnweN80/TihADpQo+WJHCdsaqgkNjlNsVwQicWaezvLUSNATmccJMpcx+tctQL475sFf7EV3O+FFJ9TeCpdsa3oPLVhJdf0+zOnf8Y38Ss/FW8yacXQbTFF4B0Ta/ZCcp0tV8X7LdXiRVNZV+XF9cAxJTDIfnwIRoqOT/BKew2lXhJOSY8SlmlCM7gpSAZ0rjtosuHzj46D/OePdV1GaE3vJVhyrN7CqtoqwAcNT8xTlMaKVDqRfmu7fjCHChdtlHP206y94ux/1ySQAE8lLPPE6WVtTx7M7I3Sfu8HNxwYPE6+38gtweXj3XXl0p0bazu6SzHOjtyLzHkBin6+Xkdb90tZQJpV6/vVbciG99/bI0P2dWfDIQNXLcACRr0tEZcTliUnLsgnvx104MyBjoTpKA0OQ7erMcag/wQvXwgoYnfHisZsAnB9uZHPgWg7c6K1A7XqQhp877sbjXiPNZyZemdfyFvycSHA3oXGi9wgfbc2FPxncgiMD/tNnXnTNw8bqOquIRSXvXD0sOzsP5Z35WKguyxunvioT+d4nA2eaFp1/WuXIYkES7PhSgh0teeHnhxuz4KdbN4nZVS7S7rcGtyCpufxDXviJ/sML5wLIt61vykxfQIzunNV8pSyZ8I21b+cUtb2zmbCR4uTgISr1GbY4Y5QlY5jPDdz7QmDxX8OSCTX7xjQYkGBHC7GUjceGQcy0M5vSiIuGaArv9jHLcKuBsrsviikRUuZvxKMjJG2PuHfwZKF5rRewxHdlkWfLrn/E9Sta0b9ff/Pt+G/pD5JhUjgxuNZlAAAAAElFTkSuQmCC) 8 23, auto;}
40%,41.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
41.666666666667%,43.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
43.333333333333%,44.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
45%,46.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
46.666666666667%,48.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
48.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
50%,51.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
51.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
53.333333333333%,54.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
55%,56.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
56.666666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
58.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
60%,61.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
61.666666666667%,63.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
63.333333333333%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/UlEQVRYhe2WXWhTZxzGfycnTT9CjDa20VjsrB+JFdvNFrRq/YCqTBHxA/VGmRdeiTiYtwNx7GbImFeCbjjcrSK9qagVFRTd6CgynK1ao1Zq/WhtzWLSJifPLqTRNLFL24gX63P3nvPy/h7+7/P/nwOfUPtl6FPy/weqdKJJBiOW2fax4POKUPcAOMyR99k/loEi0+DLaTYcNrj3T0L9MfFXCCPXBoaX1wD4NuBQxBIrSuzcfm3xYlBc61UafLwGNMV3DOfkEp78vc0AVO9G39VNprJqOgYC31Tc529TaAvjK0iouTvOg2hqFcZqQC7XUdweL4WOfHhbCaPS41BgxVyci2sxvaVY0T6K7z4jEB7k0vMIVoY4jsWAvH6RsEOl9yJNzWsBDBvo8y9m49m1D9M1A0W6ULCFiuI8WkIxonFIZDhstF2g2vIY3ohFva8pCQfkWS1+s53hVUcQRZ5jFJWhnj7aWrvoSxgMWqJzID2Eo4Kvmd2vVRVvtHPJr+JdAOX1a2it6jWtajuxQ/HOn/Xi+EbtKTNzMm61t+qxvlrYqb3LfkmB15XH3l8DaH5Di1oPNej7VdNyNuv1Q327Di+9mwJfP+flcDiAPCsl+7sJmGlPUllnoKIoymeuSBJysCZI0/2pQMq9yusXPVcN4nqbjWHvx27A5+5npnMAgFPrbnHkz1lp8LryGM/ajaHnchafpGze6dx8CwZCLZjmPa7vaGb3+eo0+Ia5Pdx4lJeEl7pP4PLkU7NoRraIEaVzVQt0Yek3Ge/8YE0wJRvVpT+qZIG0dffvI95/1vDGzX41Nvgzwk+tu5UCX1vxk6pmxt9vzXFLZ79emBF+c/vlZP8D2hI4opWzwqpNb80PKqtRXBwoSDN1YckBYlYXV7b8weNwPg9DhTwIFRKKxbkadMJ/pH9IWYVw+vzkX4UANTb4sd40Ewt347BHKTAtCkyRZ4iLHe6s4dluVO+T5bzsiPP0jkVvWxTbo0E2nW0fz5mjM5AL0IQmNKEJfUj/Aq2vRfEFPEApAAAAAElFTkSuQmCC) 8 23, auto;}
65%,66.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
66.666666666667%,68.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
68.333333333333%,69.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
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71.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
73.333333333333%,74.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
75%,76.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
76.666666666667%,78.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
78.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
80%,81.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
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}
div.testarea{
animation:rwdcur74419 2s linear infinite forwards;
}
