@keyframes rwdcur119370 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADF0lEQVRYhb2Wv4ocRxDGf2uUONlBKFnBXXIYDoOzuth3tC9aECg5OARms5pHuFCn8DB6gJ7AiR7BqRkWx9OpQ0cGyZGYRaGgHMz/nb3Z3pXsD5qZ6eru+rq6pr4GzPrNqxjAdn/TzIup7LY19u47Cvdbk8GrWKEMFlap7IXSPreJ9+0dyT1QwVQwL/QGi4GYF0ylWni4MzOv3sxL7ymjSDQbmoSImA6cD0loTaK/y4aMilmhmGoxcNqRjcLjLAWsst9XoS3UzMzev/9zlAvmpeo3Mys01jmzSWp1ZAQQ9SyXS05OTirj5xJ+/akbrMVw4dlscu0GT6aMSeIA+Pjs2Y6ZycjpMZgksI2X/7xE6gC8+fCOxeL7gT3l4mAC30wZ8zJv3zOyge314ue2LxCOcg57coDe3yEqIFAgZASC7BgeQBFSCWSz8OU5MEAAzQIoaM0uldCafRAIAQj4wFa8Hsf0XwBGb6cKSP0t9UuGoITR3FkaF4HJHGidh+4RGMZ+5Fx2nM2xBEJgRuiIfDy74a+n13x6tR47Eql/S43efTRExJxzJrVmeOmqohVaVcCiiKv9XwLnnN3d3dl6vW5rflOW/1PHDRrVLJTBrg+p/UdhtVrVinlvzf2hcdwcw4EK2GJvsjRSnYX7uud1azPfVb9Z2teFOCGKINCc7YuR84ilv0Id+B8QSeA3ALyfvm6W5QYzKA5Q6bhKCHj/nOXy70oBP5cjEmYwn8/JyA4qhpNi5JIEHJyengLdfSB9UimAmbZjMzJCLUFptBRFyLFQyXAtgaPdKZ6MdDQ1Vo735kDYoXQDRzucH4K4JBQ4TOO+NgEqKX776S2kHg2eEGhbg182OaSeNx/eRROYOCcx5xLyMkdEuH56zcPDt61VeQ4+IzTRyTxZ1sWpKODiYn8x2jnAOWd5XtY8aC8kq9UPACwWCx4efgde4Nwf5PmPAKzXV1xeXrLZbEiSeeNiksSjBADKsmxD7FwyGteSBG5uzjg7q9rt7S3z+bx2fQSBPoltlGUOCEkyJgTwXZkj6jk/P+fq6mrvEfwLA3j6TGTlUB8AAAAASUVORK5CYII=) 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,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur119370 1.3333333333333s linear infinite forwards;
}
