@keyframes rwdcur69359 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEbklEQVRYha2XT2wbRRTGf+NwcGnsWBEHH+p4UauQHgJRSOI9ILQyLfIF1WkuvhFRUhLUShEnS1AIqIccQIpKEEHIwDGHUEecLEKRhYLk/GkVwcVCbbp1LhYq7TaAsiDi4bC7ZrOxkzXpJ620u2/nfd+8N+/NrKA1RAAF6A/FBnNCCISsAfBoa30MWAcqwAO/DkUTkjCwDRie91ooNpgXQvBFZRUBSNs4FnueXQTbW+sjQNEjopnPhuTpjnhCAn0eW18oNigXQN7s7pXGtbfkrWeelTe7e+XXIBdAXgEZjg00HBvuGtoF0jZHHQHvDDviibz93Omx9QMo3b2cvHSW4xPTnLz8MkIIlO5eBPAc0CYCAAMeok4hRCDcNZQHNLct4CLQOuKJ/KISdGyK60Ol/cRA7sutNQSwObvEn59mufPxt9SkkwQrn5crq4RjA5/b4x3fCkD+6WN4RTgCFDf5ohKkI57IuZx0OrN3Fs3m7BLJnSBn/3qSzV9+Bqz1IAFhRcGJoBLuGspdV4IE9opQ3AIIuJZjDZCumTlImseoue5/vb3MuxNpLsYT7AI/AbPxIbwj2wJiT67dvp33+kN9Zfj8PZMaMHx3h+3K6gVAt+0PAO7fXubM38fRbCGzH32IlBIpBG/EE1yLJ3j74jk7DvUqqDzUV8ZGbN8jd3f4fWtt2PHtLsNO4MWOeCIvpWS7svoS8L1tiwDnQ7HB3G93fiQQsHQ/deoFAK5cfAUhLFcffPYNhl4aAxb4r+TOdMQTS0JKjMrqMFaZGu4IOIp/eHRvZRgrC+46NoBbuGbtROS98XN1QQC12i5YDcld7/ellDUvuTcCDnw1oqmJNEKIupj35xY5fTpJqTA9BlznfzaiwxABksAnodigDHcNyVBsUKqprDRNU6qprLTtvvFEi+QKoKip7JtuQ3Fxyv3YjzV7HR+zbZSCZuSamsrm3YR6db//0fEZAEqF6X35Pgr6etTReqgbXWW9uuey07Gv93vhNwLJiKLeqGqKpaZsd8z56QMHjY7PUCpMx7G26KMJKGraDYC0bhKN9jT8yBHUo0RRU1lfaQg0M3hRsMmboVoto2rp+nOpMH3hMHJorQooTaoomlZ/jqb3p8AlQj+MHFqIAFAnd4hLkyqGXmr2ua9jmd8I7Hdm6PXb6lcZ9A2dnskZ55V7IzsQbT4FmMu6vvJPuZpRgiavqycw7B5wKaUSiUYwqgbtZpBlXQeYeuwCgOqyrq+0m8HMRrlKX0+0bjSqBupMie82lgGuAmv4TIHfMnRwCng1q2nvAKSwKmNRCWJmLEGp8XkA312wpUUItHvJDb2EViwCUJyvYhYzAPUj12FodTPq95LbhAS1eQpzGYrlFjy2ICCCdZLNwd6G5CW0U3AV+KM1KQejD5DmaEYCMqKoMqKoziF4z5XVNOfe+3PSEK2uAQpzGQy91LABZV1d8nEjgrW1yqymuWf5GtYJKGnfO+8P3YaPJKIJSQQr7H2tkLfaB+q/WfjcbA7DvzBf4JqPtVF1AAAAAElFTkSuQmCC) 16 6, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
}
div.testarea{
animation:rwdcur69359 0.66666666666667s linear infinite forwards;
}
