@keyframes rwdcur57904 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/UlEQVRYhdWW34sbVRTHPzO5mc3mxzTdrvurcV3dsC24YF36UIVWwRKEPIhIxUKE+tBnnwX/AP8AX6UoAaHvgRJ8qj8qgmIlylqXum632e1uTLKTSTJMJjM+3Bt3C3Yzu10rHgjMTGbO+dxzvueeC49hjYDYjsuHjYCJw/rQHwcAWIpucVXzuPCfAAiLy2KLWWHxbiPAeKIAjYBspMWr0T9ANDgDLD0RgHKpqAPoDjmxwWn6IDaYFRaXDgOgHSCwCaQBPT31wJw2K59OVK6d8e0x+nqE/vntH/2nefO4xupBAETI4FkgAywAzb5rvGFVpxe81hW6kROInoXxW3MRMfoOfPbRkQKUS0UDMIEpYB4tcATds93GaDxqNVh/9iIEAXpPiNTd++9vdi5+PBX/wg4LMFQDuXzBBdzBfeJYK2kEf475rkvn5DS653LqVBYzlURzLNNpZ14PGzwUgLIVoALcSo+vxrSo5+wkT7NjvmgFkQgQ0Ou5aHHNcpojb5VLxVhYgFAayOULDlApl4p32vakZ9WeOpc5OZVJJRKmjw9AKpWkVn/mui+O3w7rFw7ehn5zc/K9ZMJcure+Ud6q1YkZMaobW2xv1/FcY3Zne7wChNZAaNI97+tdxwGItTtdfHxaLcsP0G6AtgzUcvnCgRzua2rjMYEY4AEf9Hre14Cn61xw3R6aLnT8/i8B/KreOzoAYEwB6Mp5DPgBiLm9enP55520OX5/3W7N3g76ERcQ5VIxA9Rz+ULnKADiKrgJzAEvqXs7kaqu1e+56cik5gaBNqbg7gIGMA6sDXMeRoQd5XgGeA2YRZYiPjq6UQu6Dfy+IQJfuwzMA5fUwvTB3NjPwmSgjtyG54COiIq3R4wo7Xb3m6hRq48cG8dxTpjw0AwwgbVcvuAPcx4mAxn1mwfmUskEmcw0QkRebrXP2ubC1E0x4t1BowRsAl8Cywp8qO07DdUcWERm6ipwZWZmUowYUX5fXa8AXwHngO8AB9kFN5BliyNLVdtPjMNK4AE+UlQ2YFerD1aQs6EEvABMALeQaffUd/E9/scU0D/a0PNAuVScAJ5DluEVFehzpDBd5BlhBZmBn1TA9N5F5PKFR3ZDGA3YyJp+C1wDPkGO5ixwHrnaRWBV7YAWsFd81n7Ow3SBx24JfCCJzIYNPA98r/xky6ViBynENfWeo8b5Iy3UkaxcKsYVBMi0m0jxZYGmelZR/9tANZcvhBpIoaahUnETaKrrDnATuI7shLU9vnR2RXg0AAoC5D6f5uH54CqgQTk9/sVxPFjZQBc+Uv01dlu2GWYIHRZgkLGOuhYDgGFiOyoAT33jo9orly80DxN4YAc9knXY3e3+hvhf219ucHC72hlKVgAAAABJRU5ErkJggg==) 16 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0klEQVRYhd2WTWhcVRTHf2/mzstkOpmM0xjLEELRWBooIRR0UdoiWTzE53cpYnlVaREEV64V3LnTTVfuB7euBmQQpRZjFyJaQhpirI1JmnQ6zZu8eZnMx3tzXbw7pI3JfCVG8A/DfffOvef87/+ec+6FfcCWRDdqfGJLhnu1EdoPAeB0JM/7msf5/4SAcHhb5BkVDpdtiX6oBBYLlyftpQ9ejSyCsJkETh8qgUT/T2eT7h9pfBCrjAqHi4dGwJYkxObCBX11Rjysv0Zp+SyVwgsv2pLj3doSvRCoV86dX50787ysatRDUZKlW/T/dXNsM/HGm/D1F93Y6loBWxKq5VNXV0qnYi6DROw7+PkbzG18rC/dfufzH65/OdWNPa3TiblsJgG8rPdXLgxEVqa2Hgwko6H7eA8bRBMr5GMvoWkQS258tWkPfmiYVrETux0pkMtmRoEx4JxfF1NudTy51X/U6zvu3ZJhG/1EbK4v6haGhlKk4uOXAK/TjXUaAynV3kaT33l+OSob4sdqdeBitfQnYb3uVCvxeKFWmAkLb8Ewr7gHTcABhoGQX4/MAItAfL3wzIRMH8Nef5AOR7x3/bqoeDX9106dQ5sYyGUzIWAEiKlfs+aPiXD42shImru/zxOKxpDS/0zK0KeGaXUsP7SPgTRwQpFIAPOAGw6Hrx19MoWuC8YnTiEiGw4aVeC9XDZz7CAJPFrfywTB9ZauR9AjEe7nC8z+fBO9r1SWjdBHwHMESh0YgWXgHrBOsPsGIGq1OqWSS7W+dK+x9htl96khkLPAjW6cQ5sgNEyrBswC5LKZJIEi133fP1ksOm4ytT66lXo2jdSFpvnTUiLoUoG2WZDLZnQCpZrHEQN+ARK16uCE9kSSI0eiuGV3CalVgFgum4mrNR5QNkyrNwK5bCbG43GgE8RCChgKRbSFRGq14PsbaFpyWgZHFFf/O2q+UN+7Ys80zGUzAMkdw1HgDPCKcvQ9wREJwAVqanyGgEwTjmFaDXZBKwV2C1ChjJ8kkHedYJfzwJpy3tjhnF36LZ0AoBjvLCoVIA98A9xV/TU1zzNMq0CgxGNrWsVAyzQ0TMtVTjzVFtSaSYIi9TTbAZrIZTPNzHEIYsU1TKvSykfH13ETqjy/DgypoWnlrKjaqCLkGqZVbmevawKKxDDBI7RIcCQV5TymCDSxrBTZEz29CQ3TygPfAnfYlrsG/3iax9vZ6vlVbJiWp4gUgaKSe+du/50j2AuqajZLtmOY1p4F6P8BlRH7Qq9ZoLN96zUIUm7PatcKXe9A7frRK3dnvyv8DbryaOk3IBhFAAAAAElFTkSuQmCC) 16 6, auto;}
}
div.testarea{
animation:rwdcur57904 2.6666666666667s linear infinite forwards;
}
