@keyframes rwdcur61006 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 5 4, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 5 4, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC30lEQVRYhc2WzWsTQRjGnyk99F4kJ93R04AI/gWhvUWEWhoP9mwxllBySIQQqIiFJWB7CKWEgNBjDlLRglh7ScilB0EFCcxxBk8bKb0GioyHZbazH5OPulUfGLKZ7Ob9zfO+884C/6M6xaH6W7FmLgvBGFOMMZXL5VQul1OMMdV805ga3AqwuDdHbBCMMQUAlFIIISCEAKUUAFDdrk0FYQWwiTGmdDAhRDD/4PG9GOAfAXSKQ7W4N0ei83rVAFDaWg99Sunh3eu3oJRODBEC6BSHqlMcKuean4LozbY/bWw2AQCOkwGAUEomBtArTgpsSgiB5bUVlLbW0dhsolX9Fgqm3RgFHAMw7daFl1SAnHMCAPWKS6T0sLy2gkL9bij/Uno4OjoaFzcMoKVB5E/7LuCck2fXoQDfcjP/Unp4+vAJPn5+H9w/zoUQwDj7Tf1quEFQKT0AwAvyPAg+aR3M6MDR1dp2gdarHyD1iktOB2c4HZyhXnHJ/o0WAN+N0tZ6aJvaNKsvohC24OU81K1HDTSBELCtC1JKwTm3AsRSMGrV5TzUxo4ILI9Kp0NvR10fo+ogsRElpaSc91e8W6Y4PwnnX496xY3Bm7WQBDIbnTAhzO/foy5y1/ZoSLpf2DTxWXDcB7nDgPn5+NDzoyAYY0r3kUsBmGr3QMwR/d3cmiZEki4FYFN1u6YcJwM9TAgpvcQaSA3AWaoF1c+6BbBuAY6TAesWgnuSTslUHTDFF1pg3QL4QgtSeviy7yZ2x9QA5KEbWK6Dfrr50q+HQxfH/YtaMV1I1QGzD+h0JPUGU6kCmO1YSg/nJ+N7RWoA2Y1GcB3tiu0eyGr24uww6+DKijCqrwOG+7d57IS0tuJp1dstwVmqAUDMev8c4fjQZ7HnpgZI6nzBfM/Fahaq3QPRh1c5D7VzAGJWvulCag5EtXPgQ+jgCW9HinNOUgeIOqSD296OrswBLc45GfVG9M/1GzE3gig4pO5mAAAAAElFTkSuQmCC) 5 4, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 5 4, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 5 4, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 5 4, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 5 4, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 5 4, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 5 4, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 5 4, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 5 4, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 5 4, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC2UlEQVRYhc2Wz2sTQRTHv1N66L2HnHRHTwMi+BeU9hYRa2k82LPFWErJIRFCoCIWloDtIZQSAkKPPZSKFsTaS0MuPQgqSGCOO3jaQulJKPQwHsLbzu7O5Efdql8Yspns5n3m+968WeB/1NHyuf5bscauCiGE0EIInc/ndT6f10II3dxtjAzuBJjZmmAuCCGEBgDOOYIgQBAE4JwDAKrrtZEgnAAuCSE0BQuCIJp/9PR+CvCPAI6Wz/XM1gRLztOqAaC0thT7VCrE+7fvwDkfGiIGcLR8rsl2W3DXnzZWmwAAz8sBQCwlQwPQim2BTQVBgLnFeZTWltBYbaJV/R4LRm70A04BmHaTA7YClFIyAKhXfKZUiLnFeRTr92L5VyrEwcHBoLhxAJIJ4toFD3/J6NrzcrH8KxXi+eNn+PTlQ3TPIBdiAIPsJ724AU0u0ACAV+xlFHzYOhijwMnVunbBm5+I5uoVn52enOH05Az1is+2b7YA9NworS3FtqlL43SRhHC5US5A337SQBOIAbu6IOccUkrbTwAsKeiXhnIBemUjiCxPitJB25Hqo18dWBuRLSXlQm/Fm2WOi2MfZv5p1Ct+Ct6sBRvIeHLChDC//0i6KH3XozFRv3Bp6LPgsAt2VwCTk+lB8/0ghBCa+siVAEztdMDMkfzd3JomhE1XAnCpul7TnpcDDRNCqdBaA5kBeLO1qPpFuwjRLsLzchDtYnSP7ZTM1AFTcroF0S5CTregVIiv2761O2YGoPb9yHIK+vnW61497Ps47F7WiulCpg6YfYDSYesNpjIFMNuxUiEujgf3iswAplYa0XWyK+50wBamLs8Osw6urQiT+nYi8OCOTJ2QzlY8qjqbJXizNQBIWd87RyQ+dkXquZEBbJ0vmu/4WJiC3umA0eFVLkBv7IGZlW+6kJkDSW3s9SAouOXtSEspWeYASYcouOvt6NocIEkpWb83on+u3waOfyivUMHVAAAAAElFTkSuQmCC) 5 4, auto;}
}
div.testarea{
animation:rwdcur61006 2.6666666666667s linear infinite forwards;
}
