@keyframes rwdcur185702 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB00lEQVRYhdWWTU7CUBSFzy0swTIU6hpYgRNmLMGhI3dgfD5fjCtw5NQdqBONS3hxCUBJnKgDN6DHAX0v9I8WCjQe0pCQcu/Xc39eoaCIFtVNvglAmgbrhwEBgMw/0/yLhfG7AKCgYGAaQ8Sfv9IPA8Yvj6nfB6MxFs+YVzbhVpyIwoCT54cUQPz5Wxg3KABaqycGvU7q/n4meZWyAI0g+mHA2VLyo9F4nTA5sQ5I1OuQb0+MwoB8e/JXlDRkFAY8PJDSOEUOeBljlkFKg0ziOV7vbjGJ55jEcxyNxpgmNZ+W1N4DKCiW7AJRSjkIN1qFEO9f3/46Pj3LJS0bQaDCAQBQSoEkRAQauhTC6f7m2u+DOupW3eCSk8CVAHrx8eNKACfnF6n/iAgGvQ5nHz+NRxoAqKGpoUkueiEB2MoKrywBAEmsx5VouC1bpxzb1k6cqOOA006c2KRJ6EAuqSHi42x0jqzjgFPOCWstV+2JXYkamsYYJluKCcV+Iay1HsIpA7FzqFUQe3MlBeES77sktNYSAI0xtZNvMgVlkuFw6E9Pka0cA2vLu4DECbRRAgBwyTMQlS83jQBKAnuINhoz5UQbiwpYHtEWknuAtpIDe1jF/1t/GeVcb7ZenF8AAAAASUVORK5CYII=) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur185702 1.3333333333333s linear infinite forwards;
}
