@keyframes rwdcur136968 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACzklEQVRYheWWyWsTcRTHPzNZupC1VtQuWVq7KlqDVhDcN4o7UhQrtaCCN7eq4PIfiL1UUMGzIAgiePBS8CB6cbnUtiBUXCg1bdqYpkkmk3keWjHiWpKJB78wzJvT9zvf3/e934NZyImAyImAUGCohSb8EySrEMn6NgtWfiQRGZitmsymnzkCJesh642SVRcK/18IvxNwsrubc5cu/eBC6HlIQs9DprhjBTh2eJ+8Hf1M7+1bqHYb9qqFolgtLPfX0FBbRz+vzOAGQPn6ZwMdUSxeF3o4QnosMpMGZSaDxzs6uXG915RAWr8WLo+TlNeNxemgKFiNoWkYsTh6JEr/myEzuIHZNvOvaJZUuZdpPUPq3Qi2BfOwzS/D4nIQf/kafWwC0dLokcm8u6ACRFwOUhYL6lgEWziMMjTM1LNXpIbfg2FgJJKsalqSb+5vAkrSGdTxCTzjI3iLDJqDPg7t2E3I7kb7OMquLdt4+uSJKRlQAVZWBsjEk2i6YAgMDfbjcXt43NenZKIx5f69e6ZNRBUgWOVDd5SSMGyUeVyUu+08vHuT7vPnTZ+MKsD1nh6l2O1AE2hcuRHDEMaiKQZe95vN/20S7m5sIVNkw+cPsL7tAGVOO4Mv+ti8aYOpLvzybIOLSmQqoQMWwpNJczPwMwyPJJTK8mIcJQrLmmpNc+G3t6GmeIknM3z4+IGLl68U/KoGoKU5KDUVLmmodsq5CxfyLuKP+4C/bilaWiOaUArSFT/Fnp3bpN7nkrrKUunqOpJXF/5qIwrWLyWT0UmkrTx6cCef/H+PziOdElhYKtXzi+XggfZ/E8jFlaXiryiT+iqntLVtz4uIOS2lW/d2UWJLMR7TCX8azQf/3LFpbassqfFIg88t69a05uzCnNfyltXriE0liWsq74YHOXXmbE4i5izg2tWrysGjp5mKx5mMTWOz23Phzw3723Pvhi9vt/9MkqT9wQAAAABJRU5ErkJggg==) 3 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur136968 0.4s linear infinite forwards;
}
