@keyframes rwdcur59211 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQ0lEQVRYhe2XW2wUVRzGfzOz0+3u0G67wLaUBpcWlDYUkQKCECWKRA0mRAVfCBKDIVEJEjSR+LKaGGJiUnzQFyMGMGqMKBolKgoUFVpuAZQFymq3pUAtzm53t7Pt7syZ40ML4SJKWy8x8UvOy0nO933nf8n5H/ivQkbCIRkJVwyXRx3G2Qdkzl0qINMHtf+GgZ2yOVUD7NVh61nwD4Nr8OiZapSLGUayuc6QAt4WsGkoPEOOgC/oWa/cPGLv6Yl+HpzIciYwUywMPi8j4UFFQhuKeAZC+kjP6+fHFNRJnwZojC4zRo3WmSk1pe2lA5mjN8o1pAj4YR3wwSddNgfO5rBd2O+FFpdiTlsvDqYelMGKZyDkhxN7KwjuvCVwaX/fmRSjfAabOq3NXAANHhu2ARkJFwJTgTxwWInEEdAAoMEzC6ohXGLQnrL4IgbLpxrMG+9lmU27VHhdrS/eoETi+T/S8PyJwTBQCWDvTs7Nw3oJfd9DcM0sg4YmC7BYCywGZkzwM7I0AN5sUEmLV+zvknkZCW9QIvEhG+hybKmqp7IrldZUhTLNcCjkmKfLmrei1MurQWsnCaYCLmUcUwrUrDIyXykVj+r2yXGqYJWzJV5/bmnZ6jETfGklEneuFrhuCmQkTHZXcprXr30MHHuyK7fwjUovaqneg0tUWu5+gp5fWn4NrDRb1fScRdnbBiJ2n7ScxWavd+7nHUmWatrXtGfDTpX/CW+NcVCJxHsu1/ndLpCRcLlo632tsKKg8bTOuLd1Fo4v9dAa0FHCvhFKlQ+1ztihjvVmi0pFpT6CWvrrpBtoIuOqZrKHoE/nM535sTHeCdqp7FZ7T3LF1VrXGDgIftGcfpOU+1BcMOJsiU7NKC89eTjzi41M5DuB+MBtmzpO6vQlFYAS+lPaLVoszznTJi9cFAU6SnROj/UGVVhlw6aDl7XpFSlIQ60PtiqzjWNHpxQv+ehElnEBDVWBTA4mF2nc3Z3v/qm0PJ0xlXHZCwrSVfH4JJpX9hNqsqXePR/aCCW+0QWMKVLRVIglbHry8HRL4h1+ZnovPFwM0Ssi4INmGaQ9Pta/5Lv2HC/vSREzc9gCYokcCz68gPw65Z4/rvX1dKq4ot+/6um/iscrKfBTgOvwfkeK7bEs37b1cbTTJtkrSOcETYKlEtp90HxNCkyoVnJEw3nR85TO+7uBpg4LXYNAYX/DSDhyezS6al40qsyLRhUAV8Dt83tvrb+zb/bkULJBGp6YR4P3frDYciRFLJHj3jy84LJxVhsJBaImVMNVbVgOXVis6fw0sX4krJsDiV3jA9usav/jrb0uja0pmmzunl1pNHLI+uriOScLgAu4StquPmQ600t9BmCxMQVz9lsbgGUS0ibUlEPXdYvwohEd1phQIxtTaaM52T25ve/d3R0wY0YQtcq/yoFnbVigQIuCEqW/C2pJiyrpwGrHwoYNcyAxEN0aHdZcLn7D6ISQDQ0O9DrQum8S8tsypIBvBJgCLoh7As3u0xUHnPuDpj3N2JEPYtrQ0AmhQQteDybUOtB75K6AXDQJCf1rLci3QG6vQTbW1UgHkg5Yf5nw5RDQMPAgyestAccdWPa3GMhASIDZCLIqgHykFnlH5RXigxrP/uwxugZF0CVg81zg0SmBZwo9UFcGxYUp1sUAmNUJ9TfKN+iBBAaGkps48WNVILhtYO/+lEP9YetXG+4qhOiNcg1pJCuCLtrYXOfT3r24V5+2Tkp4bjDiw0IGQsLA3DcJKcJsGepYPiwMdMSXAk784x8TuNQRw/qa/Y/fAKCaQHdJoSX8AAAAAElFTkSuQmCC) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF40lEQVRYhe2XXWxb5RnHf+fD9olPEid2kiVdVCzako+GNrRG9EuogjAYiAtA5QYEZdK0rkxAkaYN7WKe0JZVXNCLTYNtF2tYAcGgFyA0CkKUNRmUNC1padqudQ1N7WDHbuz42D72OefdhZ3JHZ2S+GLc8NxY8rH///f9Pc/7vM+Bbzikev8owkEZaAZUoCiFo7l6dOQ6zVWgu3zJDDoHk19YU0ZIhION9WipdZj7gV5ghZq2dgg3R+V/5f9UbHfdDiybQj0EOgHHyTvNOPbd42W242bCfTiztw6tuhaQBZDOF76PW3n/gAd25nmQsjFo3+F7WoSD3oUfinDQLcLBNhEOdtR+XxtLKsJqwTVWzeVSpNCrnsyNTjapLYe9Co6AO2XoNe05scb7I6XL8ybgUKFVu8mEFI6WarUXJSDCQTewAeivfqK+/dUPsXhV9HkZWqXh0+CEVyHS6m6RLub3FmbMNsB9DX3tv/WXkoI2KsWqAt32nDVEyPeDE43supS1uFIQZIqQNW1OqiApyinPS/G9gHUNL7lK8z+xaAqqx2uwuvvrRNzcRN7JvnilfNeJuElno8pMzuK98wbXB+D9CNhwWsBeJRz8G9ACeKtEslRSM7uQikUJVBtMzJ42e+zPjZ8IwxmMlpy7FAkcAZErFp0pg19kYHcEPuzvR1TM9lv/zO4CElSOZ7aGRPOSCYyDd32QF6Ue/zYJu412LXr2SnmgZNjcaFhjFOjlouFgMAlMCjhegqICv1bu8buZt8etzb7nPA1yAlgowJIUjiYWJZDbog+uv0n/TOr2aU+kzaBj0Cj+8VVbz5H0ywORzM+cPMOjIjg7GlybUOB2BfaoMKKAdvSm3tWPXTJXUrIsdTRzoBw3Q7XSixIo3aLvlso8+3mz6j8oYCZncV8ZhlZ5X1PW6weAE1I4+uXhtWsFCG7dkfdUd+i33kg++27R2H1htZ/xyyaPA6EG0o5L/aVrqPXPUjhaXPD5GoFx8JZ97JfKPPmZB/9kq5tmD/g0lZwCeOV1VHJ8PYCsCrQWADqAFcDD0oB3e9oEj1LR/D3waR6/dDLzY/ud5P7xSlF+nUAW+hvgDXQ+/vk6feejgz4KliBrOhw6n2Njk4cd33Hlzxkts3NxeaU5J+HxgayAEIKWLoc1/abDZbP4myNx76eA7tYp2wbnUhWPiS3th8TB5MoCPNAMp6+6jBrgEwFjYwY7fZpKwCsTz9nMmw7RjMHqgAfKDsnzclFtgI4eG0WFuXgFpCSB4+DIJYdzHp02Bd46bpCs8ThyMPm9LXCoAT4Bmq4iMAMdAXgGeAQYObZOf+olDY5NG3wcg24dIq18aE8zrIWDs8ANX0Rcr8ynFQZCxT5ghZ0o3SlOGbe+HHBvus4nMxEvM5U0eWjCYCvsW9BOwXAnJK6qgU5IuGBPCvoANk4a6X1HjX2/jUE7cG+fztg02xVYB0QAuZBTMPMSVNrsBkkwcLlb25TK22RMh/sDLl7oa3xnK6QBUtDngj2dlf5w7Xmg+nDPDAwH4JmtkI6181ea1SeKgAyP23+IyoT807n5hgiVtjsLzGCKTkWFzTGTUNT4HQoPO4JICh5bMK2NJd2GC6mRYBcwMwpBgG0b9CM4DAAOunpGCihfOgV7yJnOTMgD7dvE68k/LqD+X9rLmglT0O+DY2N+tJOb/FycM4nNw80u6Pep6ECj1sWNRjwnPsrIKuiLaS5rJAvAaRte2LpCd6ealN0OHlyKzbwKZzSFfNnmtu4MXCCBj1+RWVxz2TNhHoa9p4yptrTB37t0Nq/0YNmQKdoUy3DzJfNtMWfl1AwjS9Fb9gKaIGHDyJYYfNCjPrWq1QPA8bjJbeNphMHqGdi4VL1lLwCqFGDq7qyFpFYa0C0xk5DBbBke+C7kl6pV13tBU6WqRzYE1JELaYuzsxYh0zgj4KcanF6OVl0EoEohaZ1drync0KB8IPLEVPhLvXp1hQ3P22t4z+5i6nLNDfd/i3nosGG+WJmYv4264t9gO2/XtZWMnAAAAABJRU5ErkJggg==) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur59211 2.6666666666667s linear infinite forwards;
}
