@keyframes rwdcur26751 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeklEQVRYhb2WMU9TURTHf+e2IhoHKK81jhDiVPPQxDhpQuJC++JqIA7GQFz8Cn4GBmIcGE2MxA0KccCQMEgMCJIwOJAQ40CQIuqAtGnvceh7pjTP0sLr+7/tvJv7/91zznvnClUUBRKUgXVgDVhBeE0sKqMXvqM9H6iilFD/iU1KqWeZUq6Pw7zDMz82Fpe9AdZ/3gURnlvLVN5hMpfCxgUAylSQ8rzD5EgKzfVRHellPA57A6z4IGNa5aMIVhWDMJ1LsRqBR1ezl9IYGOllHGEaAQFrDG5hn60IQFoDAMilWEW4hWAEiiIMdwrChAUXfnDbGFyBooKjypKXJtsJgNAMBPLSZFVZUnBQrCoVY3Dni3yJCiA0A4EK+2yJMIxitba2y1o2ozI/FSCAUKWCAgIiJKMsx6kAAMbgAmUBi2BUWYoKoGkPNCroCWPosZZ3qngLB+3tcS6AQHmHOVU8VXh8BPfKcM2eba+WStCowPyJb77c9F/XIc10o7sGfduN+vMjxhEO7Bp0ps7865tRPVqc2Gh3nzOVAGo1f3iMiMDLF6N8yzxip9Q/1C5EqwD/XbdwgKSdK597/2xyeMltG6JVgKYXlMv3p2/2X9z5B/Hr9/FQqwDn+oYbdbQ4sRGYjz99VTDCdWBQBHd2L3yaRgoQKJ9mTsCrjxnDjTCIMzdhM/knPyHV8CHWEQBgMCS2HRuACG5jrGoZCJuiHekBgAdXyfpp365aBoAkUBEwiQRrs3vc6ShAvbw0WatsoCSl5mjniySgcz1wQoV9tgSMCKiCgg3KEQsAQCLBGrULTQVIWssnL4PGUoJ6+Zea90BGYncPIDKol66N779F6e1uKp41ogAAAABJRU5ErkJggg==) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdUlEQVRYhb2Wv0sbYRjHP88lxDZY6GGSDp0M0lKIRKdupYKL8eis0FHbv0hScCjFpdBNY+iguHWyJKKDg9ShdZBEpNUmrebep0NyJcqp+XG57/jcm/f7yfd5jucERWOncGHzDigB+8APhG+EodgJ+nIdffqRS5Q8yi7KWSjmACj5ZyvUL0GLMeqtWjpMgDco+WKsCVGO4uZs5sIEeIGyC1CO4rqgFUFnbBbCAkijnKGkczZzFUFd0HPQI8ENwCHW1ekZm4VzmhCf7qFOkkwAEDdK/IpHgvtlCOv9MAhURZgqVNgbBIDlV3ysRD48YFygqpBQZWtQSfgm4MlJklFlSyGBYlRpWBbZ9Sr7QQH4JuCpUGFPhCkUo82zMWPYCcr8TgAPQpUGCgiIEA2yHXcCAFgWWeBCwCBYqmwFBXDrDFyXNxOWxUNj+KyKUzzp7o6+ADzNJlhTxVEFEWpAvFeQjlpwXW3mAHGg1ss90GMCALkRfrfM8WB6SaGnBFqKAzXPPL80T21jsdTtJX0NEEBuBM0vzfM99Rq7vsPo0GE5Pr082envO03gxnPFEySZGC7b9R1O72c5/Ds60U0SnQKY2x7Gp5cnR4cO/0P8/PVnolOAvlvQrtrGYskzX3i7UrCEJ8CYCNnVY/9tGiiAp9kkawJOe82yGPeD6OctuFGtf35Fqv5LbCAAwJhP7SA0ABGy12uuIe23RQcyAwCvHpFpxX7gGtJAFGgIWJEI26vHPB8oQLucJBmjlFCirf1h1qtEYHAzcEWFCnsClkhzbygYrx2hAABEImzT/KBpAFFj+Oqk0FBa0K7WR80mkJLQ3T2IFOokUYB/gjrsrHv5U1UAAAAASUVORK5CYII=) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur26751 2.6666666666667s linear infinite forwards;
}
