@keyframes rwdcur118836 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
10%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEqUlEQVRYhd2WXWxTZRjH/z09/f5c261babt1s2zDspF1AYpA4vhUCcsWRE2UC/SChGDQC5KZGLnRG01MDBdqYnQXGILEyRAW0UwS3QcyBnRjW2EbtLNbO7bS07U9pz1tXy8UQuYCPayLif+7N3ne//PL/3mS9wXykNPpXO+VSMhHLS1f5VMvRFQ+RQsJFiaeR9no6P4VASgtLWvVaDQ7a9eskS5VJKYoEAB2v1/tqV+3r+AAmQw/lstmfwqHQmetqywHFhflcgQZAFqWRdVU4JWCA9jt9jGNVneioapkd/eRpva+tpbg4e1rH4LIpHSGpyiYAFTyfIPb7c5rdEJJ9APtbX7Se4Lwp46RK1+uy3581PA6ADzrcpUOy+WEAcgnak3KaSuXF7Dv38oB0T+G/G0cRBiXUxBJg9S+Jrb9g0PWgzeHh0NJmoYCAJ1MSCUct7tQAOJHD5d90zeLy/hddveAFd9EYdyuFtXZ778kk+iGbOP0qxUsizFCEJRJb4xz3O8FB0iyLAlG57s8W+U77C06c0yuAB1PUM9YcvtujImpmukkggA4WjLYl07/UgiAfy3T4ODc9LvH4i2jU5lJfRGNcRRjLg56W9sczriANACVUlFTiObAogQeKDwTux8IaDorHKTV3ajUyUtUYKZ5VD2fxvURAiaukFAez+eBO3eyhQJZUsYineHixdob2ayb9PesJnM9RjLxPchhl4qxWm3qQvRYMoEHYrkU670u/nFtHb3Hs0ltzGlViPg5NG7mZbMRTde1MSawogAAEJ5NxH7tVp9eW0eeKzbTtqhEBenCAja50vv5nPbc1ZHk7HIh8lJllamh89tKksk0kL7eGhK9bCSTnYqpg83mxuX4PjGBBzIYrOI3z88eDTkoUeMOLSJQIuxPaTe72NYFVt/lvZ1Y+SR8ev1EQk6TCycd5N69enKp20l6TxYR72kN07zVvPFpPPNOAABeo6htFWyquv9CFKE6NXa8qEVKoYSSEFl9BdOa4AwXhycSISGegl61AZU6RAHQcMDJ9+NnuruTXusqKVKnM9DlxAZVUc356urquhUDuC6WXMv+c4m+n0keOhTf9lsP11/0nhle2VswlW+0WCyWc5UVjk35egoaQYmjYlZ1/Pg7gaYm9E1P3/MOj36RSBi/+3NmS7NK4y622WwwmUy6I/yu5nnCDPnm/eNP8qSFAAxFIqGxSCTG87w2nctlAKCjwxcbGYFn507Zz+51deu3KCvh2eAwlamKzw8l7tbeCQZuPc5T0AhmgsE0wzADxSUlkEplDz8lPp8v1tFxtjl+6XbAI3VAZBRBU6OgpFLZkn/MRyVoBACgFUXdrP/KhvBdP83RqvZkMskCQCzGxHMi/FBuMO/VyFRFXw+c6zzV2/WZUP/HapXFIn37BdX8pwdAXq6niauy/MPFNVVVq7VO5+q8n2tBO5DJ5midEnqlHDBrMrgZTbOLayYmbsUAxPL1FLQD4XAoOZe0DMY5IJWVgRMrOoXcX0qCEgCAuzOpNyRQ9CU4CTc5OeldLoDgJRwPMXMGfen8TCy7t7y24erU1NTEciGeSnq93mIwGPb8J83/V/oLvofbWnL7IoUAAAAASUVORK5CYII=) 2 1, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
55%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElklEQVRYhd3WX2xTVRwH8O89vbf//7eut90Gretg09aNIQLZGAnBiJkBEfXBgRB8Ifrin2h8MEZ5IlEflqAJUUw08CCQOMI/heFkgSKEMpkMSAb713Zu3e2/e/tvt+29Po0YQdJBGxN/j7/fub/zyTnn5hxgAfE7IUfPWG0TPr+fLOS7B8XdRvV1dU1O1vnagwYbdDqvXuAXqSVpVcUBBqNpslAsfGY2m89aTUbf/QbTgN1cKKA5FOqsOODGjeEsIeSb5kWWdb271g32vvnsx06n0zpf9zYuqRMBuxJAQ0l2VhwAAEql8ut9H+3IdjzXQW9oafj0nZeYS8ufchsBQCoVaSJJRAlAVCkrvwIAEA6Hw+FItJcyGhCxabCrO+79oDu7DwDmEgmtRhTBACjRikXt7e3KSgAU/0wY9dYk65nbzqcGIByaRdvGnE+rss9MTZuEHUluJ5GAIEVK13TavdGZmXzFAVdu3hlb+0KytKpL2ZnjFcTcpEMzy68/f7GUfyWSXSkBGCSE/CpJX6bTaeFRAf8ahw839ReLbfKRH9zynZ9M8pm9OjmghxwH5D1KpVxjs7krMc89KzAfgmA71eiVNhvNCutojMESSwK3awlmzkuIURR+I6QnLYrJqgFu345lRJE52tWl39TaprOMTKnR8UQKFwoEpevAME33cNUEAMDQkJAymQ1Dba2qrVaWIZksgzYfj6uTMgZHpZ7ZklRdAAAMnEuMezwa5erVuk4Dq8Ho8ByebMtiPGX9bnAkO111AACcOJHs9/l07ro6ppVXaKBI5dCytLDq5OWaYzwvPNKfUBYAAG4FVJpnGqWXW9focWOagc8msMsa6GVjqZYjoVCoUHWAzcG6dp2ObIt36uBfoUeEV6FeNe2xakSqtz/9S9UBBkZZ2snl31ZfFZB+3oS0SCGV16DVGWsvSPVTl/5IXn0YQNkPC9pogqhioLqUwY8fRlBfr4SzyYiRjIW81x3t6eqw3PcKrxjA6XTwlILJlgAIvXkcPJgO2O00XA4DYsE57Vuvqn72eNxs1QADAwNxWZLSeQAFQok9PWRLf3/muMbFoCBawcktrsWL3V8sFFD2GQCAFbt3b+Ze31Z/enY2FggGP5n6037O41Vtidu3mwv0GmQF3k8zSmMkEjldFcCytZ2bRFleGrx+PTM5Ofn52FhMiEZ9F3R6z86ax2qIg3XixahvZbPlcd3Z0OW+cnou6HUb47isy8lCr9ePzuf6+vqunDp5sjs8NiH5BRPWd6wgbyzd+G6j1/t0xQFjwT6+d/8ejN8cUrvs9rv5QCBwSDMc/6qFqQWloaBtVEEsFKLl9Cx7C/w+f92a+tD+JtskneNyrMLoOhOKxkLz9YmScHGJ2bFhThTZUyOBQwcGjn1bTl+6XEAizqmN2pyaoiToGCAXS/B/rw8PDyW3zuxeThNilIvFdLl9ywY4nLXJuWIuT8klNS+q83Givecm5DhOArCgK7rsMxAMXuHGZ8n3kRgFSZYPTExMcAuZ6JEBAHBt2vB+OGG5Fc2Upiox+UNFg3ux1eFw7KtlWeN/hvhfxV/TZtbqa0Xf5gAAAABJRU5ErkJggg==) 2 1, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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}
div.testarea{
animation:rwdcur118836 0.66666666666667s linear infinite forwards;
}
