@keyframes rwdcur77777 {
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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMUlEQVRYha2WLYjrWBTHfx1GlLcmsm4qdiGmUFgTCDwis6wZNQTGXLNQWRkZGflkYU3MQGTNQmRYGLiMulAT2BUZ1oyM2SVi4T7RJq9tPpr09a9uzrm5538+7jl3slgs/trtdr8BKd8JYRn6XBbJYtL3zwTQtm3/9/r6+uu1JIRlaOG6mKaJYS5reZEpsiwjSpJOIhNA53nO8/PzVSSEZehwvT4xfI4iU/hfvrSSuAN4eHjg5eXlk23bfwDOKAKu22scIMsyhOu26u6qxTUkhGVo0zQv7rMevXp/J4FrSQyB3MZ0Eb07F9yaxHT5SJQknWlqELiGhNzGyG1MkamG7iMOiGTRquskMIZElmXAPs/nXsptjOGuiRLFzAvGERhCIpLFJEqS+rvLS8+ad9qYAFrrRnGe4P39/aRPtFWzcN262o8JGe4agFjmzGWIE8QnveC+zdjT09P/b29v57pPi8Xi959/+OfH6k5X3puqICJpdELDXEKeAuDNQF6KwJGnvwB/NnY7pU4dURuviEzTmOUcVA6l4zWIrFYC4bqdLVlrrXWe59q27X+Bzy1EvxEIPC0sQ6eBp0u11aXa7tcCXQq0dKj1H3FQ72lLWx2Bo1nQ7vkBwjJ0NP1AlDM2m6iWF5ki3wQs5/tvOfc4Lk7onor3wCDjNYlyVoe+yBSe9AGXFJ+SKbBPianAL+kdxQB3i8Xi76HGj72ojCciIREJopyxyoxLRzRwv9vtfhr9F9TGK1QjWa0fR53T24jaYKqikV846oj4WPgkq2jQeY0+MASracFGziisdW08ShKmaYw8kEhVNuisi0VyjnCKBnAs2JTfcr4xC1QOqQTf8gllOKgIh0Zgf4cdH4ewvm6rvKjX53AsCCX6EomLNRAlSsN+rDrL00dFl/ExuEigb5Kdowq/JAQOUTik7GoCFWZeQGzlWPiovKlvkw3BqFtweFRM0oNXVQqq4nMsau9vRiCW+fHnBPYtNpTotG2+jsSgaxglSgt32bs/nKId61SWysvzYHQf6IXj6+qmpCqDNLzt+QOgP+JAp4Gn2feO/rcet45Av8Hu98CtECXtr2KAQw018BUAqqzOMFS6+QAAAABJRU5ErkJggg==) 0 0, auto;}
}
div.testarea{
animation:rwdcur77777 0.8s linear infinite forwards;
}
