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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVklEQVRYhe2WPW8cVRSGn/uxs+P9iNfGCRAHs9k4KAoSEhFVSBEKkCIBqfgBNFSIVEhINCOUnjKdSYOo+AWgKKLBDl9WFDkgGbOOI2K83rW9a8/Mzs7cS3EnMjQg2EGi8CtdaWakmfPcc859z4jBh61RbcJqlIChCYEF4DMgBfbzFeerL4I2RUprkWkmNCgBnqgwyC4A64DJg34LhEAP8IDtIgGksYAGjmkXEi4CV4FZ4AxwAZgDTgC+DZp+kQC6UpHwlA+/JiAFeBIScz7Hugeczq9PAMsclqQYADwJAwO+giwDK0CqaeLsPC71FVw/DID5HGC3KABhb5yzTGlILSQWBCAtjCw8jA3wAFf3BFgEvgBuiaCdFAEg0QawUBKuxXwBEqhqmK9ITvpNqvolXAnOAS2gWVQvSH4bwc4IEgOegLqEZ3x4QrnEl4RrUC3mgQbgAzVA26DpjQ0QxQaEgCiDDOhn7kj6EqSEmoKyhJoGeA5XijR/f3yAMLEQZiAV7I4cxH4KIwkl3MkQ1kFIZoBNoP/4AzZojgfQjVIQL4Kybl+phV0D3aHLyiCD2LjnSgBM40wJgHGdUS4/GmFal+FhDAoXbG8EncRlAguRgf2UTl+Zn3vJWR5b1mEp/j3ARj/BTJ/CzLzm0q0F9FIYpLCXup1LsOkUnHlLftOZfu/6VzuXObTq8QAsYAFbrrsd+wpKgv3GVdrdEQe/RHCQ0R10+GnxJuudDe9W5/jHImiHRQwm3Y/BqBK6e98Z7lZMVn4ZVZlEqqrxVLzI0Hw/U5G9S3PlpUtz5dsfBKvh2JFzye0wJas2iGot13AGlPmaiZ1PmTuZyZKvLgJv4ibkFgXOAQA5zGA9kXz3w+300V66EO1lWxjrzv2THkwq0GIOOIUzoEIlZ+uat9+9Fi7cWbvydF1/4kl7F09CQ4GWMFWGKQ/glfwd8xff++cAn2/Pri4tLV25uXzwJbCrpLhjO4khNO5IYp35OhtOCv8jWllZOfuH+zVgIzH2XvlB9AKV3IZDQ2rsspZirdDouOH7J9mgOQO8c3+n+n698ewxEW+aYRL1WpPRqyJo3/3PAXKIRi8yr6/20jfKmh+fP166UfpofbPo4H8rGzS9cYfNkY50pCP97/U7ePNSj4+R77QAAAAASUVORK5CYII=) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaklEQVRYhe2VP2wbVRzHP+/d89l3sV0nJcGhiYkatxIhCqQjYujQARHoQBFiRurAgBgqFKmTh5ahzB34JzEgmBGIfxOqQJSWKiIKUUL+1E3ixDjNnya+8519947BjogqIZC4bvlMT3fv3e9z7373fWL+7eJ+IdMqp5T4FfgJaAJzwC5tAsDrjOuiVN4jRlQYuulUMjkatnTekMIDtoGZQ3OCQ2MzzuIAsseSIMEJEj17vj4N5IG3gHNA7iGB2FELWyGPn36FRFe/dH775KwfestJQ6wAKWAcmAdWgGWgGruAH2joH8GqTGP1a0ldFpGiiK2gGYCrbwE3ae/EelQayolSefdfnvufkTlLwvQ12PsOmhoGLMgZcFxBWgGMAjZ/f387Kg2p2AT6bAMyCh4zISHAEGAq8KO2UFLawBnavXFAbM0oN+oh+CGkDDjVefuMAWiwDJDteUAdGOqs07EJOC0NbgiBBi8CASgga4IT4NWh5uhZwKW9C4dz4f8LDGQMOG5CSoItIaQdRVs+UaMXlRnB09br9aZ+s7NmW5TKcdVH9nUp0BHYAkwDTNFpwARCbSJVkkJvINMF6/kfV/wnRKkcay7IPV+DrcCJwA3A1aBDEBEkBKKxTpgYo+Gc4ctK/r1XRzgXq4BtSthpwU4A93yo+vBnAGseeJowXcQtvoD79Mucv/RuysuOfwGcjUtARNeGIwBMCW5Ia+gNtNkFq7e5v3YDP4BbFZ+N/ZBfKj6bdYdqorg4u7B4Kg4BNbXsMl4YJgoNCB9Qvfu7zj33moxSOaLKbf1krjl3srvrQ+BbwIXebVFarMdRHEAKIDg5gbDW2dhr6NraVNOtrZK9c4WBnlAaSWMEmKD9C0piPpzkpqPZSvWxuip1d9KbIWp+Pbe03EQkwZI0G5qIKA+kaWdBbBkAoKaqHkufXvdeHHQ+spT6OZf0Fv+Y/v4lnnJBK8xjBu5OYNsJdkWpXIuzOIBUyfzaWm3pQuGYmhSl8mfD3eb2iWxiZt8co5E5j6Of4WatO0X7SI4ddemr+UGAqzceHFwrp0Xt/eqmvJ4dvaBa+Wf54ZvJfMES6Uci8PCFTtJ9cHli8J3x9J1CZeVukM2dmC323C8/CgHjn27IZuXz/Y2Fei4of3xxLJy0rtyLtfmOOOKII4444C+3GFGmP/mFEwAAAABJRU5ErkJggg==) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXklEQVRYhe2WP2xbRRjAf3f3/thOcI3iOGlIghPihhKpCVKlSgxQBBIDICQ2xoqBoQMDYvfGlBVGOoBA0InwpzCUDBQqVFVWgagiaeuGtE2b1E7sxHae37tjuFeJAbZjy0866XR6et/v++67905cfme2+Wyptx0okQE+AX4DHgANQKbzXjpaolrHJd5UvluIjV8IpAZtFoAmUAKGgYepwLVUKAC2XQrIS+tdvMnXQUKUmGPAPDALzABPpfMyMApkTLWccSng3WknBMNldLOC6v853e2bVtYX64AGPGw1nsZmnwM62O1wghzOKQgHkMkaaiJLdjRc6GtzEhgDxoEMMJTK5IGiqZY9ZwL5UMJ2HXwBAwqKPn5WjYE5CRSwWRexFdDY7AedCcwWfWh+AUc8m6MRcCAgoyRKPIfthZ00aJyOwJnAkwUF4yFMhPbVjQhGfHjMBwFRYgrAMeB94CywgK2EEzwlBexq6Bq7MqCgpyEnoa8IlCjT12WUgL7JYbdg2ZWARAD7fWjHYAwIAVJYCYCsAiUerZew2cfOBFa3ItiJIdKggFBAN4ZmhNYLcJBAKGnvCd090DXgG1GtR64EvMFQ2gwDAfvaNmJGYQ6mMSokkacg7hBNzckLy0vP3Lq/3nIVHEAeHUyP9G6MaUzCbgJ7MYI1VPcXVPsyOlNEPHGckTOLwfnG9GfAaVcCwnwwbbuvnyOeehPt5/BvXUB4f0Gk2dtPuNeOGQwl7363wZd/QKVSWVtdXa04Efj97JiZGw6IZ87Q6+6ztbWpJ3N9qcQV2E/sU5G+CfwKLIpq/YqLwI/w5kYCyCp6vS63r30dF8IIJbU9HaEAT0Kk80CE/T07RerEkOgZrl9dikuZvfP5IN7EAJ6AnA+AMWYZuJFKOMU7V2vT9bZ6J/KN94ZLYRRrk99pMVbIJBJfsv5gPKaz6k0e8Wo4vgsAyJVWqb5Uu/rq8x/f+xD41pPiUrsf3m1mTtEaepudyhvexc3RE0CN/6ECcvHH61Pf3+AigKjW7wI/DYWdtV5jRe+OHMebmWdj6055rRENYu8CThH/tmiq5dNf1QufdiZeKNZurkfz3K6/VWm8kgo65b8uFj8PyfsvffT5udeODsQrL778+A+iuuHs+3/IIYcccsg/+Rt7JUHWck99jwAAAABJRU5ErkJggg==) 0 0, auto;}
}
div.testarea{
animation:rwdcur129498 2.6666666666667s linear infinite forwards;
}
