@keyframes rwdcur228763 {
0%,6.15% {cursor:url(data:image/png;base64,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) 9 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGAUlEQVRYhaWXT2xcVxXGf+e+O8+TsT12HcfpJGbSQGmrNIJSFqAqioLEAoGEqiKEukAsaBcI2LEfzRJ2CPFPSBUIxIYllUAIISFFKogS8acNboG0GbkZ1xk7rh3Pnzfv3cPi3LGdsZNOwt28mffuved73/nOd88TJhjarAF8FniagXyczD2i8JrMFr+KU64C/5FGe5Lt7hh+wnkzoI6hfIjgnmVOka48xZA6Jf05yGVgJgINQF8a7TDJxm5yALJJL3mKikJFYT6AckFVbwMZkALzwClgWZu1qjZr77v/pABuA31yKTOF8TYLFInTvgc4B3oeOA88Ea91YEmbtfT/BiCN9m3QFgGHqN0MCg5cok+CfgR4BlgAykAVeCz+no+pOXJ42BMZR4lImzWP0duncA5XQKKg2FXCJ+2tZQ2YAx6OgVug2yCrwBaWpsMvp81a5QATdwgo0rdP4c3S65wd1knFgq85kHCFlKfJ6QJvAusxWB/4GZa+FWD9KGGKNmszRwDrAzlw8FnKln+Der6Ij0+uOSjo40NKqo4gEOigdHDhD+BeiTPXgA5wRRrt7sFAd9NAOS4sH7g3A3g8Rn9PwSmklKkHR98Zf45FnD5BnjwHmmN66GPpXhoPdJQPpEDdFkuK0bkKbKNxhSpMAepgtoBprCo2E1gYQiEwZJEd/3WUXBPtynR4DdicBMCyMSOjfKUR+SaZ5FQUZDQ1AnFAWaEEnIiQd8WzWFzgeEBeTy8Oe/rR9Hs3tseDjacg3QelOaYDABOqAAVwDEtOcOB1X98lNSam1eadLuBMgHrukuCfjxV1TwB5vHcR5NMHQOSMMiwR4rHIQBGfFlETpeiUGlfcFEgVl4aLwKPjxjQOIGAG8iLo8yDnMAHdAAICTEUjyhQqwf4PxEAl7APy8bcCAyDlFPAo8Ews/T0AXfbrNmPIJ8jlgwzdBbb8D1kvvVj09RHgMzh1JGJvKsDiSCYKiwrLhQWuACcLyCWmTAGtRgDLwKlROnw0hwxAm7UlcvccM6HMNHAmX2TNfSvZ8C8g4Rc4HInuv+loZYV9HbQFqgr1YKU60o1BOwkaQKpYWW+Ni8JTSJ8pYEbhIeBEARvMs1L6BkOx4EnkywGLWFkeAzYEdgW6Ah8uYEGN/p6DBA/UY3XNx0Qd0kBHlV/SSaweQpxxQuFjGZwIltM8ii+o/V53cEtgIUAtQKrmkpvOPMEpBHKgFRUxE1N/JwBptDOZLZrsuB/xr5IBSKKQUuDJoeHO4v0qoAI9se0SgTmFHYFhCW5hjDggyG1gFzsbro7OhUNWLI12kB+0vsYteYl/loxeiWwMgCGQCcwqlOPbojAUu6patgcZ7DqrFAUKtrHW7TJwbRQvGQewN/763suXzi08zo47z1LBng376H4VhXk1ALNAD9NBRc0Vg4PlYIxsOWj5XzMdfgy8dfBUvGtP2IRwaeXtL1/iTAXvP8/J3AK6GMRjuZ0FygXMRgZc1ELfDIiyAQjon5NGe2s8zj07ok/9kfzf169/kbXkMpuJBS4wz3fR+310vrkQDVuhk5gutp2l5F1PgfvTUTHetyV77LdkvensC6wmV3jDw/HRMaymh65EKwbWBVYTc8mRY97w0JXV9PutfzwQAIDKt9fWe67/Of5bepNVZ5t7hW2x/HbFBHorMdXPxFTlQDtBE335bh3ypF0xle/eXMt68iVenbKKHgpsOOiInQXmnKaThwJ8IIezObzj0XL+G6xhfXAAAFMvXf8bfb7DX1LLbVXhdDyQsgiqpLCRxFIEMrnmyrICpEe16PcFACCbHv6EVhLYcFANsFBEDYjV/FJhB9FcATcSUH6PmQ8cUXX3DSCdJ0XlKgMxQ9p11ooRK2GpgNNDqBawk6BB/35geT6+330DADoIK7zloVIY/aeHVgVlhenCqmQAvJugXlfjur402oe+DSb9ON0b0mh33vvm/Ferb1c97yTPcjY343FYVYQStDy0SjDgp/nx7NUU1wUO9YNwoL18kKFfOfMw1eIFRB6nkC45ASEQeAU3+B011wHCvT7b/wdCYYQ1N+enUQAAAABJRU5ErkJggg==) 9 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 9 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 9 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
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81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF+0lEQVRYha2XT4wcRxXGf6+6unemd3Z2ba/HO7ZlYuJYCuQQISdXgiIOvnFAgLhE8sXkFCQuHJBGc+AAJ7gQTiBOkRAHUCKISEAERISQicIfcVgsZ3dl7axje7yaHc/O9nTX4/Bq1kOUtcdASa3WVFe9+t573/tejTDn0G7bARcYuW9QyiV1rEujeg0YAlvAjnR6w3ntTYc8xuFN3XNfEXGv0gywD0j4LRk/Bm4Cd4A+sC2d3twA3JzrWkBLSnmJpQAuwJJCkBdQXQUCaAE0gONznw74Ry3QbjsHmqCOIE3SClCLnThHJefx3ACpAWPQEovE/wcAkAM1kFUSchKBCggKPkAlQ1AHZPbIWe22bwJFnPO2n9zASQkMpNMrYL4UeGAVC683zy0IeEBCCzgeQeTAADgd12dAM+7PQZoRzKp227V5IzD1ztY7YKIgDjSACsBTIC8Cu8Bl4I+gvwT5JHAOuB6/EQGMIrDxQwFotw0wjhucAY759woisC9fZSQOH66Tap9KWgjPqGNXhAwjMMC1GYcc4LXbdo8sQ+22G8BZYIX7yVusVA3KAHliQIYBjgG3HQQCNXWUAmN5jzy8CboGbIL8FAjR7BjjyM48KQhYXj2J+kPPQ9QCBziFusLQOeoVpMBWepF9yUilhQsbxjZ902xJAArp9P6TAzHkTjq9MDM9jgBACVSWCDJgJJAqLAD1+PtY3OFosKzPsKBw17XwuoGTPvD7uGIXZkio3XYLY6/TbvsOsA2sYaQpgRGlBBaxMvQKIYGsgsW4wgMn1eCmwcAdC3AA7LnTLGiGKeZg6qSPh9eAJ3hQOseBi5jEBqb1XEqgZqEAsVcjWgkKSSTonsDEQb2CbWe7HReB89Gejxw4jEADKxcfn8+btMofQP8UW0aNSkoWgEzssL5a6DVa8RHEKrCpoGrxUwHFgQ5ALgDvTSPvZ94OqFHyWVS+iCNn7L7ExP0s5JOfuExK0pCRA3vx4CejLCfAcYWmwrbAQOBUaUCdGsA+WVTBGg+q4VAJPbAOlBTuBerk5MBaaHJCr7ih/4WO3GUkhnrZMkAFFGIhrzC1uJ1Y+BOsMlxcBw60iuQbfxTAVGz+zCi5QyOSaU3hyRKeLlekct+ikIaBmGZQTRXLCGRfjHyFwnL0PMHSEqQEWQf6s+16CqB/aDLR17iZWIhzMQKdAj5TwIlg3uxiYR4DlVj5jYE8mAYsAgexYSxGHhhRtoF+vF8AMxeSOGmc3km/zTJf4/kiQlSDVwF78XDFDlPM2wTzXjBANxNYEJDKvt9It1kMl7EyHAJD6fTCoQ7EuhzEny/r1XMZf0mvcKmACXAvejmO4VasGWUxxI3oaQH05bBzkHq4XdmaB/YhNqUj2/G67l1ln9/xN29G76qxJCEyO+a4GawJp2pAk/icDFBUMIggg2zElBcYi5x22/7IXnDxTC1omHxH7vsWHySfoh7s0EbcLgplYgd7hX1nrC+BpWDen8Bk/3oC6LUY+vHMMQ/vhtpt+9GgWMnL/FecKi9xNpiXVfS4hoW+ABaDNSnbaSAmYkDeyKkmfC5Zqq595IjxXLfie19fa65o+g5ny2c5Ux0qMXkk3xibkNiYvNq3MUbI3+RbnJx8+mNMH82B2XHsezuDYbH/IpvpOkMxxdvnQSpGAgdRjwuFgTN98MCGRxfC2x9jtpBOL8x7LWfp1Tv9YiRf5p9ZYEHhQmXej5ylZCJwX4wj086YKdzyUC//OmMqAOPppXSeC8nhWPjR5vt69dx3+Xv6TZ4rbHJ6Qel5KBVWg7Vgh5VjybbU5R9H/WuaOwLTMWLyfTZ9CQo1hbvO8t6srAqWKjg/MVW8lYDyLjPd738GkJ/mQyp5n3vOtN+rVcSFCp6dmOrVA5yZwIEj7Mnr0untHmXvsQFIpxcIXGM9tVJrBVitzONmsLdTuwXteCq48TB7j8WB6fjXB1uvPCXn1uglX+BMCctReOoBNhLjw0YGI37w83tb7z7Uof8GwHToS59YY6m6gpOn478lR8WIibyDO/i1/PDWh4+y8W9zEnUsYKPmRAAAAABJRU5ErkJggg==) 9 0, auto;}
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}
div.testarea{
animation:rwdcur228763 2.6666666666667s linear infinite forwards;
}
