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0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOklEQVRYhb2Xf0icdRzHX8+6MThqy+Um0iXnmKKx5Gya3E7NlVGuf2JMRkkxYX/UCYH7AXNGGM5u09lgkYMI9sdUDCWWkCO4Id3uCic2UVExdzv0TBsuteTgcvb0x/k8Ps89z93zGNH7r+/nx/f7fn8/z+f7/fLABsQNYAIXXW7xosttKtcURFEUS5odYkmz438XYRFFUSxtyafj1E0ASlvyEUVRFARB0CNV2kf2uwA0Is4F2jRzJ2qHRYDcKw5VzCINPPNnAOg4dVMWcam4RrXIvsgmV9AqKEXEQ1QKmagdFtPKIjxVUcgEw6JShCzg0dRKTAhnZBE+/z1GT3TqEZADTI74Y+O8YlVMIUpVnT9vDQJWVa4gfYL0g3tk5zPZu6hLv0zVZ2/hO3uP7hfdGhIzuLbzjjz+0PI+oP0E2/QmPppawTO/WYnKn9tIq7STVmnfEnld3Uc4XnsdgG/vfqkhTyhAgtQX8TAj5rBfwOO5QEVBIRDrH71TY4l3rEUeAzDjX+BxdF32/9YdSihGL5aTVwx+Px7PBQ77BXLyiglOBzR5cg+k5qYA8NfqGn/MrsoJvrOJGzEekyN+w17pmw6ojqlFEARZhJJUwuiJzoQLmyE0ggVAEqEk/Tck4eUoOQY50uUlVUFuQkEQhEvFNbrl9vpua2w9X3ZjvsavhHRvwOatqnsKpMTJET/h5agukZEvEaQe0FRAD+HlKNVet4qo2uvG5XTq+lxOJ9Vet6oKyl3rQXMM+6YD7FPYu/cfAqA1icDI/Di2kpOqWCtQXvqqoRBNBc4F2oSgVdBMOB1q53Soncj8uOxLRK4SuRKV1wpaBc1LqaqA3jPavNxCz7UeFsceknpgL9b052VygM4XlnjJUyTHj31wjJOLLq6Xt+H13cb29I6E4nQrIAkJWgXyvqqSfSWNrwBwdbaLodAKQ6EVrs52aeIAQ6HYy3r8RhmW97Yl3L2mAnpYGAviKMhCmFnDUZCFa72Cg/ZdsWCogltjvar4wlgQOMDxG2XyGonIAXSdEr65UiPuzDuq8snkG5B2q0TujjkABgYHmOoRE5IbCpBEFBUWybbUA/FQNufA4AAAR2u/MFzfMEESIY1T92Zr4osPp1S2GWIJhj0A0BrZw9yv4zw3vQo8oLerHYDKqncBEN4+JOdGZtbMcsfmGiW4mhpEq2074ZkwNruNlEw7v38aey92n3+HpQchUjLtqjlzP/xCoL7BVBWSXsXxiCeK9432+1m6H+LZl7NwNTWY+mdIKkDa/VaxdD+E1bbdlIikPbDNdxfxiY1KOjNMkYtf/7g5f924CEkF1L6RiXQEy/t/Yr6xA4DLTR4A6j8+r57gzKD7809ks7/3One+Ty7A1D0gjetX/8aWYZNj4Zmwxm56cvOr/mf3gITyI2+qaurt+07Q821lzS2dAoBw1E046jb0mcU/kvv1wmOZUggAAAAASUVORK5CYII=) 0 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEaUlEQVRYhcWXf0jcZRzHX1+9ITsqcdUkvMm5bJwRojiR8+tsI4t0//QDmyvmJvRHXTRyBDVtYW3ubKs2iAzCWFmLyWKtwbSxE0tPZTPxMFIx5w65mywqp21H0ubTH+fz9b7f++HXjej9zz3P5/t5Pu/383k+n+fhYBFiEfwfEEKITYfyxKZDebclokl13bZwixBClB7O5/ie0wCUHs7HJwZFnlKgmAngLn75jrKmSAGPbM8G4KmMXbj73+BocSvxRETuuCJbpX2iN8rnzd5m3drRWp8AyDmSp7Nb5OCP8VnmM29wOvg5rUVnqe7bik8Miu9LPtMFbFJdYn0ozD9pVTQRMSDkutFan0jfHOLu8kJG8YlIEZqA+cwbAFxdHcQ9/bom4qi3FapHtIDrQwJHbgntE73xiDVRY8NeXbb+6hgArDo/xScGxWt91aSuTSU5Ley7cO/fqDzBHg7yIXU8znMk7RoD0BGPDXsBcOSWxBTxyT092ni35SUgwRFEkidC5K7jEUvyvXvfouOnAXznz/HdxU9j+iVFTiS53H0k0ivtpFfaE4qLxBavgtt9gPKNhZrNWJgQkYFf1vSTQz4ALeI9WHTV0h9BLoVcPemPK8CRWwJeL273AbZ4FUDQpLqEUYQlTylQfGJQbBMFjIohANqUQc1Bnn08wvRKe1whjtwSHHNAbng+GaNdLQBSRCSpscCMJLFIx4a9CetisX50WdCOQF46TapLVGSrukDGwJJcirwT6IpQkv+XqMhWdXdDUiJnCO8ycG1eZ/N0d+Lp6YyyBWbnTWdFirDE+ihT7unpXLz/9EQb9uczvm8oygYwvm8IR4LNTFoVXTsmzoBACyyJajwuVKczpk11OkFZWW1ECTC+bKrTSY3HFc5GZAcrEJidp8bj0vnXnHfpjsL4a4TuUpAXhXzxAteiCcziWFkzZaWP4enpxJaaAhCVfjDUQKyrMu3BYm0c9LbQcnMY9VY5AL3JHexeV0VoeoSMkhc1P09nB9u+3EzbDkPWYiDu5ybVJTa++ywnQl/o7FXWnRTYUwEY9M/SzbdcCc1F+eSkBGmr/gH7q6u52boQc/cQpwsk5oZPUZW7U2eT5NrY/7TxiScnJQiwLDksmyA4deQVUVRYpM2tDzwc0y80PaKNLwxcAGD8m3APxyM3JUCKkOP71m6I+v77b+O6+TO1H5uKC8scgcQHofsJXhlh3cR14DJnTnwFQOULOwBQti8VamjqH7Pc4bXLOaiNDcJqW0VgKoDNbiMty86fB78GYE3d88xc9pOWZdetCf74K731DaaysOxbEAkjkdH2c5eXmUt+Mh59CLWxwdT/hYQC5O5XiplLfqy2VaZEJKyBpO6LiOTFTDozTZGLtr6l9beWT0JCAbVPZiFbsKyrn+n9xwF4v9ENQP3bdfoFzkxOfvSONu06c4yec4kFmLoH5Lj++gK2TJv2LTAViJo33rV0qmba0XS/ApRVbBWB+fDjZEtpxtN+VollW0nMfwFPy/pzqBXpggAAAABJRU5ErkJggg==) 0 0, auto;}
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50%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur235305 1s linear infinite forwards;
}
