@keyframes rwdcur222085 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 8 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGA0lEQVRYhb2Xa2xTZRjHn3M/Pbe2Z13bdV23bmWUDTsuY4iMqdEpl4BK+DDNJDEYoga+qFFRE2OimX5Sv4gX0CiaaIyXoPGSiYjiBR0XL8RtbBPGWOm2tmPntD095/R9/aCgIa4dbPr/+n/f5/97nzzve3IAiqimvqGYPScipzPKA0EWWdY7DlGO/ecU02nF9avjq1ZvsERB7vyvMqhiJmHjDbG2tjDSMxsJggzwsvxFVtes/w2AY7hrWZZtirS2QiGVXprN6O2K1/+9lkqOzRXAtDMAAIAQGk6fPg2kpIAUqIDamtqWMtH5jYN33DlXAEU7AAQOe70VN2nJJFS1r4P4wS+RrLp5j9e/wTAMpTK27PPUyEk8G4CiHWBYoRcowk4P9EFWz4Dn6jWklk4BwzDQGG24F0ZPnmAoZlZ3tShAaH7jpJk3dE6UYfCDt8Hbvg4Zpgmjp09NmQyHrtjUWXvVpo3dZap62bekKEDOzE0iG02SLAvZiQSM9PxAVm5+AKbGE1PHjvZsH6m+8VjbW28Fltz33B4R4EWnv0q9VICiM+D0BjBl5Tt5lvWlJ1OT+u8DPE3TYE2MKqaeemV470uf9n10mHWHQgtWdW5spml6TXJgcMiyzME5ARA9FTZkJjdIgXAkZcIH2ujgQZg400yxHNiYdFtm9nttpG9Cs4WEd0vXUi6y0keOj90Ow8cjjOQ6ahi5yVkBaONxzCK7Ze2evcv7zlK9yR8+epkV5RjPcwHTyBM5I7eLYehc7uQvH/fv6tJQYqRm0eYO58odO2JiaEHn2UPfJhVf4LfsuZQ9XUbRGQAA4F1lp4RQLRQ0ncUAZjqZ2HEukxtm/fNUUnCGCoVCjOS4KIHNAwOH9j3+0xAc+fa4CEku6omsWrtbQvl9nmBN9LI6AADAS5IvOWp2MNaEOP7roREA3JNHxI+0VL7CTCd0O5/5hiBImxelqJMjtxR+3OuxD7zhsg69D+hcAhiHVCUy3FaWY3xyIPydlkwYlwRA0ZwUm+/eWnb3s6h391MvUxTBonyWt3JT5ay/fj2N82Mej/cu1e3p4EW5juUFF80xQDIc4L8ajAFTDofUgrJTa0mK6s/lcr+fr0+XArAymVT49nvhuxPjLgYKUYzJLBDE5xSBPmOy40sKqNB0+tTQygsFBZklCVKlGDogCNIi29CWsxTdJklKhGG5WMX8pfsq1237KvHao+vHTvw8VSofREkMtj7yKm66aSt210Q7SIBml7vs/lBNpJskyFan231CrYoEitWomL9Y5RzCNaIo7fS6XfFlXR/iuq1PdJUMBwDgREVdFmvC9xzux+r6B19zC44DjQubsOTyXA8AwEvOO0mS3jajYgAgyC5W8QZXV+/Y+7YcbqovuYEEUrjjhd341jjG/hW3xaN1Eez1+r4+78veIM3QzMMix3UyBCx0V9bxMwHx1S9hfQ3L2ZIzQJLIjCOPMfzU67w6ut9f4F0oZ6On//YppAZqFwe3dD1pnBmA9JHuATun9+anks+Ytv3FdHUT/UfMPw9YQjYC+8y7b5q4+xkgBBX0jNZDO6RPL/hGVrJ5YaFBSZDu69Hl1dsiTG2zi1SDvQAAzkhLqYjSitbVJRqiDbih4QqsOMseuNgXFdeexq4DWGDZnSRAK18e9AAAiJJyF8vxbcVql+wAAIANpFFABGSzum0Dfu9iH1vmPiOZANpbIyCAg8b4yIQoiB3KojU7EcXdMmsAZCMDExh0Te9VA+Hhi30L4WPxXdv7Mc0/dgEKFVzk0k3AVS5onklGUYVC1Ufn1TdiURDfnG6N4K/lAQDcvsC28nmL4zINh10tm7C69qECQRDSdPtK3gIAAJTPGYjhwTLzh6dbkz07ZLC8fCVY1pNU+yOKKPv9OHsOrLFBkqQppWDZ+kyy/lVVK9btrw6Fsbui+oZSa2nF6+dE5QaK4x9lgos/YdzBmy87+Lwan+7eH27vxIKolH65/iGxZtGsswEAwLtm++aFz/dpnOhU5qbi3yr5OQYAoC3teFoDlkgOdVt6clb/AZcttem6Gb3xl6o/AKslTIj26fHoAAAAAElFTkSuQmCC) 8 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
}
div.testarea{
animation:rwdcur222085 0.66666666666667s linear infinite forwards;
}
