@keyframes rwdcur61311 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJUlEQVRYhe2UMUhbURSGP6w8QmkcSudGTCkNPkopEaQ4dZCKUDpJIeBQJKKDlPJcXRwcQpFYEOdIp9KETKGUDgmRUgpCwRDkETp2eJpgQnyE+15OB5MQQ42KLRR8HxwuF85//3O491zw8PDwuO7c6NkPAyPAr3/gNdFaj/ol3WyZZ4HnwOAVTQeBF8BXwAJuX0T0bn19Xba2tkTX9X1gCRi6pPEtYMnn8/00DEPS6bQAH4AnwDZg9BM/mp2dVY7jSLlcllQqJdPT0xUgBtw7x/guEAuFQofxeFxM0xSllBQKBRkfH69tbm66u7u7MjY2tg9oveIBQAfWwuGwqlar0mw2pdlsim3bks/nZWFhwW51MtGjfQxsRyIRO51Oi2VZ4jhOJ5RScnx8LEopMU1TFhcXXeBZ9wFPgR+GYahcLie1Wq1j3h22bUsikRDABdZaRQ8AM8D3WCzm7u3tiVLqVAGNRkMymYzMzc3ZmqZ9Al4Bd7oLGF5eXq67rivlclmy2axUKpWOsWVZkkwmZXJysgG8b3X8JyaAj9Fo1M7lclKv18VxHDmqVmV0dLQBPDjz8jRNy6ysrLiBQGAH2CkWi1IqlWRjY0OCwWD7DQyfecBpRoC3U1NTh6lUSg4ODmR1dVWAl/1ED4EwJ6PzbX5+Xvx+vwm84fJT0GYIeK3rejEajQrw5SIinZO5neHq/0Cb9n/wGbh/XvLAXzLtV4yHh4eHx//Db4ImJzzMW+IwAAAAAElFTkSuQmCC) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur61311 0.8s linear infinite forwards;
}
