@keyframes rwdcur162480 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACWUlEQVRYhcWXP2gTcRTHv3cEKakVKSLFpSIqJYZ2SdOkg4OTVambFmxRFOriLIKbg9BRFxFEUVEUdJBWWiguDs0lvVxTS9MmSAcHwUVKR8H7uNzJNfZPqJe7B8f9fnePe5/fe9/H73dS3Fav1w/GGd+UdKler9+KE0CSHtRqtdFYAAABpqRntVptOHKAwDgBvF1dXT0TKYCXAQGS1Cbpw8rKSjYygODEA9kPTFer1XQkAA0Z8O+dwOzy8vKxSAEaYLqAT0tLS0ciBZAUnB8FZhcXFw+1DMAfbJcJIAVMLywsHGgJgOu6cl13JwABGWCyXC63hQ6wS+BgaU5Lem/bdqKlAH42tsnKOeBlqVQyd/90c5bwhSf9bcFN4y3EOSJpQ9LNMABMf7XBFTehiXHLsiZCAdgh2F0gD4xJuge8BmxJ615GbhcKhTv/C7CpBL4BD/v7++97U6vxvWVZncBJSccLhUJnPp//uVcAY35+flzS48Czd6ZpXk4mk2eB8155pnt7e6f2GmQna+yCz4ZhjLW3tz+X9FHSBe+arFQqrxzHCU39WwFUgYsdHR0jhmGMGoZxI5VKdafT6W7gqqf+a60C+A4MDQwMrEu6Asz09PQ89Z36+vpeSJrxBBk6wIakoVwu902SgMOS1hodgTVJoW9KCUlvcrlcMNAjSV+CTo7jJCUNA/90RCTmOM71crn827bt0I9qTakaOAV8zWQypVgAXNf94bpuV7FY3BcLADAFtAGZWACy2WwVOAH8igVAkoBRoDg3Nxfqz2zTpxvgiaTq4ODgepgAfwBZUCzFo3RcUAAAAABJRU5ErkJggg==) 1 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur162480 0.66666666666667s linear infinite forwards;
}
