@keyframes rwdcur240270 {
0%,34.987719298246%,100% {cursor:url(data:image/png;base64,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) 5 4, auto;}
35.087719298246%,49.022807017544% {cursor:url(data:image/png;base64,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) 5 4, auto;}
49.122807017544%,61.30350877193% {cursor:url(data:image/png;base64,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) 5 4, auto;}
61.40350877193%,73.584210526316% {cursor:url(data:image/png;base64,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) 5 4, auto;}
73.684210526316%,85.864912280702% {cursor:url(data:image/png;base64,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) 5 4, auto;}
85.964912280702%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACoElEQVRYhbWWPUxTURTHfyUvcXRyUBQYCcYuhcHYLi5twmCi0Zi4GoJlQGMTJhNNEyeMJqboIokdGEr8wDA8VgppGsNC0WBAKvLRsOlQAwG8Du19vN7e2z7w9Te1553e/7nn/G/vC1Al15cU8vPlz48CplhLyPUlxd8/Qiz1F8X3N79Eri8pZGx95KMTa6l4cWRK7GdWxFJ/UexnVhxxGWtVERbA+pNPnA/1ANAz2QXA4fQq50IXAeh+2MXysx9+awPQNr8zXxM4nF41Jqu5fhAAGO2IieHRlwBsLnwFYGf2C6EHNwH49tbCLtwj8dP23YgWAOJI2M3C80kAztyNw6Lf0hXaABIbduDdxCsnKP0A0HH1Ch8e3yax4f/uQXagWgQTCIDhUGUcc5uzkJ5tmThUPaAyeiEmANY6K6dubG7mRAXEw1Hn2JrWsHTBtU5BKmsfBSIxIRdwL6rDnWdaw01doO6HVYYiMQAGM1ON9Hl96xoApjXUIrQd0DGYmeLS2VNN81JZm0Jpz+uylVPgBS/iJ8nVEg9HxeL2rvCLxe1dYfKO1gNqu+X8JbpxFEp7zvwlbh/I501PVDwc9W3nKrouBFRx3e7cHdC522tu0y7odq/6oVGH3M/k3L10wRFXjRcPR+sKMBUhc93oilANWXMM//v4eEDV8PRHpLq7EeqJ8Yxptn57QOZJ3aYdSGVto7NlXMYa5ZowFlC28xwsb2F1t/P0xgCn71+vEU5lbXoH7tTFpGjZzvP7xXus7nYOlrdqfu/GMeHY3ExgKBIzXiRlO1/zfSgSozcYpDcYrJu7misplPa0N6KD33eASqM74URFjKfTYjyd9k+8VZ041m3oLgK8v4jocN+Qprk3fdl0F3Icmgl7LkAtxCte36T/AZ6SBnlcvi3QAAAAAElFTkSuQmCC) 5 4, auto;}
}
div.testarea{
animation:rwdcur240270 0.95s linear infinite forwards;
}
