@keyframes rwdcur213904 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRElEQVRYhe2Wv2sTYRjHPwmlBBEpKdE0tombkqmDk0hxkKYdG5Q4SAdxEKF/jEuddA+WczRpi5QgTlIcqqhjG9pS0+AUwvHwPA69i9emuUCuKQ75wgt39xzv87nnx/scjDTS/6hcm3i2xdhl+Apz8jPbYhulilLZvUZ9GACxXoZcm3emPEIBBRO+o6wjfDChVp+mPWyAZ6a8CQCAAgImtM1lC6FqQmU/z49BAcJSsB6Lg3HiOBYH044tEYvz0CABaOYrR/uzNAcB6BkBgFybb6bk8b7eBBBcE1YQnPotGoM4DSoeZjSlgnY9HgcKwJ+ozvsCANUAjIt6aVCKppRv/orequEASg2l5UVhBXACtiJKObMTDSIUYPcqbaBmigAOSgnF8dNiHsTUdjdEyiEZGQAApQp82kvS2EsjKCXzIbx0IJTTn7sgllNr3IkMYEIF5b1/X88iyL9I+DWBUr7x8RTEEspCv/1D29DXzBHJveun+zyzwxhC2YSiuYALJjgIJW0xgXKAsPn7CYuRAXpp6ssZCAFzccxlA+G1CS2UycbT3sd2/xoI0cFdxIQS4qXj5MAqAq+8V66gzIXtEQkA4PD+aQhvjQeuC0MFAECYMKGK4po/sPwh1qcQB66B9BZJU5YRlky4hzDmzYqzkxNg5vj5+f8TA0fg8AFN1GtRZbNzYgZWZ3oq8732idQFQaXWSKDMmVBAWEDJdyKhrB2/4PFQAc5q8i3TKPMIi6bMArebL8+ZrZeh5Crx5OoFFfxII120/gLVEyTsaX6p2gAAAABJRU5ErkJggg==) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRElEQVRYhe2Wv2sTYRjHPwmlBBEpKdE0tombkqmDk0hxkKYdG5Q4SAdxEKF/jEuddA+WczRpi5QgTlIcqqhjG9pS0+AUwvHwPA69i9emuUCuKQ75wgt39xzv87nnx/scjDTS/6hcm3i2xdhl+Apz8jPbYhulilLZvUZ9GACxXoZcm3emPEIBBRO+o6wjfDChVp+mPWyAZ6a8CQCAAgImtM1lC6FqQmU/z49BAcJSsB6Lg3HiOBYH044tEYvz0CABaOYrR/uzNAcB6BkBgFybb6bk8b7eBBBcE1YQnPotGoM4DSoeZjSlgnY9HgcKwJ+ozvsCANUAjIt6aVCKppRv/orequEASg2l5UVhBXACtiJKObMTDSIUYPcqbaBmigAOSgnF8dNiHsTUdjdEyiEZGQAApQp82kvS2EsjKCXzIbx0IJTTn7sgllNr3IkMYEIF5b1/X88iyL9I+DWBUr7x8RTEEspCv/1D29DXzBHJveun+zyzwxhC2YSiuYALJjgIJW0xgXKAsPn7CYuRAXpp6ssZCAFzccxlA+G1CS2UycbT3sd2/xoI0cFdxIQS4qXj5MAqAq+8V66gzIXtEQkA4PD+aQhvjQeuC0MFAECYMKGK4po/sPwh1qcQB66B9BZJU5YRlky4hzDmzYqzkxNg5vj5+f8TA0fg8AFN1GtRZbNzYgZWZ3oq8732idQFQaXWSKDMmVBAWEDJdyKhrB2/4PFQAc5q8i3TKPMIi6bMArebL8+ZrZeh5Crx5OoFFfxII120/gLVEyTsaX6p2gAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur213904 0.4s linear infinite forwards;
}