@keyframes rwdcur49151 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0ElEQVRYhe3Wv2oUURTH8Y9RwrIIYxFEFgkupNBMI2wT02hpOZWdIlYp8wp5ACFbhJDCZ3BrLcRCVLSzWImdIFY2gqYIci1mbrJMZjcjuzvb+IPDMHfOnfM998+5l/9asC6W3p+ijUOE5nHIisBfsIVW0wBLRfAwYjtYaRJiqwQQcIQDrDUB0IqBO51OSJKkDPMcm/OG2EFIkiT0er2Qpmlot9ujEO8xxK/ChuhjfVYAK/JhD2mahm63Wx6FSbaP5VlAHKCcecAx9rBR0ee48Hk1C4g1Z7P7XtE2zmdvWgDyBTeaed1piL5Tr4lN+YKLVfEkyHbJSgD7xbN/XoALNSCGuFn4BtjG3ZLTa+yevt7BW3zGrUk/X6oBsDruQ5Zlsiyr+vTuvL7/AjBXXarh81U+BWe23WAwqNN3aoAXBcDD2LBb4VTVVvSdWusWuA2j4rZqvBBFLcvLa8yurI0CMmb+adYAESKOxCR7Vjz/4P6sIcjntW/ycXxPfqSvqlEN56WWfEqO5LesqBtNQjyRL8p4lbuOl7gdHeZdCX+OxLmMK/g955gnWsJj+Rr54HQ0HjQFANfwDT/wBo/KDnWO42l1FR152f/YQLxKLfzUHau/FwDB58srzvoAAAAASUVORK5CYII=) 3 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur49151 0.26666666666667s linear infinite forwards;
}