@keyframes rwdcur124504 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAANElEQVRYhe3OQQ0AIAwAMR48UDc5MzhjiABCsrQCLjcG0EVW/F6go6xYWTFPG7d+AAB4YgPcPwYxceHcuwAAAABJRU5ErkJggg==) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAd0lEQVRYhWNgGAWjYBQMF1B22G+gnTAKhiMoO+zHUXbYj4VSM6jlnlEwCkbBKBgFo2AUDE5QdthPhxL9jGRYyMXAwKDUZbvpCi6HoMvhA+S0drS6bDedgVo4GYcjc4l1DBMZDoD51gPKdUDDDEhyDGWH/UTwmQUATIsdv3Bzq2oAAAAASUVORK5CYII=) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAmklEQVRYhe2VwQnCQBBFn+JBLMOj2IKQYyAw1cgUoU1YgxDIUZgWLMjLHsIKJiELwvLfZdhh9v+/c1kQQtSCh/07gqgRD9t72G6tRqk8QgghRJ1sSgl52Dnv3S7P99S9tX/92LRNtQN6YJijsXgDHnYAjplhMxp5pdoDw9QWtksDAKdk3gH3zJzs3HrYtXQA+H51TpNmAB6/hD52ihqvXgIpzAAAAABJRU5ErkJggg==) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAxklEQVRYhe2VPQoCMRCFP8VCxGNYWdhaRbYXBryAlY29pLcNamFj4SVkZfuF3MPKY1jYpJAli+4PCMt8zYS8l8kjUwQURekK1su/IyhdxHoZWi+Dpj3ayqMoiqJ0k17bDa2XXVguQ80AnEkPMX+jn65w8R5YfGwlQB6CZGXnWglgvVyBTURKQi0N0GgE1osAR2DyxZoDd2fSU1Go/ALWywhYA1tg9uOxMXCOCXVGMAUuFfwPYOVM+oqJ/RoBqnAD5s6kzzLDGwsWI9NUlOkJAAAAAElFTkSuQmCC) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABHElEQVRYhe2Ur0pEQRTGf4pBTLIvIIhJFqtpwCoLBzSLyeILnG4SBjeoYYPvIDpgF04xGK0axOgDiBgMjnAdd/eu3rmIy/zKXL757pyPM3+gUChMC2ry1xEK04iazKvJXNM1cuUpFP4fatJVk+44z0ybxVPNu3CXao3u+ATFT+N4FcdvAbJ3QE2WgW2gB2xE+fozhHfhqOqfzR0AWEmKE797MeCXl7GNAJtJ8WoIgNeqmHUL1KQD3AOLIyyP3oWlqpC7A8djigPcpEK2AGpyAOzU2C5TIcs1VJMzYK/G9gycZw2gJgL0+Tj5dRx6F14aB1CTBWAX2AfWJvztFjgZNvGbDqwCgx/4H4At78LbsMk23oEqF8C6d+FplOEdWPE6vOdcw1QAAAAASUVORK5CYII=) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur124504 1.6s linear infinite forwards;
}