@keyframes rwdcur140272 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 3 5, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 3 5, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 3 5, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFyklEQVRYhcXWfWxVZx0H8M+5vW1vX9aWQhkwKHeMKBJFgxsZECRhTBzOjW0xTl3mP5rFOMwGMSYYt0PiW2JGZpzO6ZY549REZdPEF6aSAZERYBgGwzEnu8DWAmWlLdDd9eU+/nEe3tvMDYPf5OSe57nP+f2+v+/v5ZzEKAhpcTZmIIcDOIpJ2BKPtKCMVuRRjyIG0I+X0ZOkpb5R7DdiKD/Kn/lotD8SaMVdqME8/BhHIqEipqOAK/DP6Py1JC1VRrHfjqtHJRCdNqInrmfGiIcwBUux+yyC4zAR3ZHs9tGcR3w0BlS5gEBIi3AjPoldeClG+xeMOevoBOyJpK6IJPKo4NqQFrdgMsbjUJKWXjnr2RpZys5VIKTFD8Xb9mjwC/grfh0d5WV10YkTcW+mLO990XBLPDNJlpY8poW0eDRJS6cU/TMux+xzCKzZfOwf3WW+sWjMB2TSfjBGcT2ewNfjuhyd/QSzIplH4rnu6LgFU/EimjA+pMUeLMOCSKx8DoGVz/QKnSQTe3fdO7fBmiVt3zrLQS4aHcBVWKLKYsPKqow3bGF0VBNTchj747qM90ent0WFW1HOGQFhB7fOaPTikYFVMVf1soI8IKsF6DFsu6qkYPi0/FvxL+yNSnTENOWijemympgQ17nkfN+hE4ewp82BbdUuK+SNKeSuS9LS+pAWb49R5mI0QzGS5ri/TVaYLbIOOYCPRAXIivnTuCkS/uPIbZhgTJf2WW12bmVtR/lvIS1eh32yKj8qmwdz0RWvDbL+z8sKsieG8spZhGZFouNUyRvWeIECEDY00ztEby29vLy3YPeRQbe+r+GzMZrteFx1sshg6MDP8csY8QlUkrQ0BCEtFqJKRXwlpmC2rFDL5xOAcM0ktj7YSl8tJypU2LSLuuqcqyfV3i8bOgO4Pf7uwPedGc3d4qBK0tJAJLIqyj/Z2OoWbwyWsW+kIky2dbD2t1VUDVEoUzhhwZUn9JQrvvv3Y6uxDn/A9/B0lHlA1qL1kcR4NMWxDs9Golu8MdgX7xtH7AIk963vsvzh/qweQmZjcesJU5prbD741lO4QdZuz8vqYk58dkCW5ybZOC/E/c2ReJPc6Xa9oAvOR1g4lWfvbaM3T08/A1V+311lbF3O/Pa6r6Ek6+0yVsom47UYi4Mx8pIzlX99VKiA7tFeRqeV2LBfuOdX/R5ciqSWqio3Nec82jFofnvdD53Je42sLVtkE/TUeho61r/65hOVChUV7c3VZoyvoaLn7RQ4rQSELzcwXE9nv2TtSUhCWpwna7mKrAPmYLVsCP0Jex7YfGzdys/VE4ayBB2pdrIvr6Em1zdaDVygBKzemaexltq8H3y81WM3twZZb5eTtPSSLOeTIpHpmPvAc8fWrVxdk1mpG6B2gLG9GloG7Tr8VtPbpeAcEo9u7w17u4cse2+9T7ynViWw5rljD6+YO2ZqSIs1sv6eKhtIhzBUnVQxpYuJDb76GSY35y3/1Eka2VjK+29TcA7u+rBw84zL3TChytOvD2qrz5vfXrskRl8je5W/IBvZpSQt7TwVxIJ2YeOXJlPh9a7swDvGI89Llj552G8ODlr2RZ58oU/n8aF1uEb2AfNT2WzYF3+TeNl0APkKTXXqqr07BU7hZ7e0hVzCHWu7hHsarNmTt2LemLYkLR0d6fw3FzWHVZ9H/xCvjfNqz/C7U+AU7nyqK7ljbZdwNyu20N5SQ1aUIyGsurNAX4EcD2097sqWfNtFEYhIkofYsP+kHZ0DZCN2ZNQPUl2xYWOju+c0rUTr/4IAJDs6Jd/e1Juc9d13IS7rpnHA7iODZNPx6Dtpw4vHm830FkxoqMAtmHtRRfgOEX50Y6urWqstnla3HM/g6KUkIKTFabgfi7A1SUu3XbIUhLQ4oeP40L8nNeUJviP7Yr50WDhVCL9oC+HxtnDfwuYQ0mL9JSWAENYJ4XfCx6Znb9f/BwJCSIszT238B2G/9Spij2pfAAAAAElFTkSuQmCC) 3 5, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 3 5, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 3 5, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 3 5, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 3 5, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 3 5, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 3 5, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 3 5, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 3 5, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 3 5, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 3 5, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 3 5, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 3 5, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 3 5, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 3 5, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 3 5, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 3 5, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 3 5, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 3 5, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 3 5, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 3 5, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 3 5, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 3 5, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 3 5, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 3 5, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
}
div.testarea{
animation:rwdcur140272 5.3333333333333s linear infinite forwards;
}
