@keyframes rwdcur116058 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA5klEQVRYhcXSXRKDIAwE4KVnaM/lWT1Xe4f0QaZIDeQHgplhfFDczxWAH8rr2bgfPoSbEYSbEf+A5QgOsBTRAixD9ABLEBIgHKEBhCLYQFqIaH418ZDpiOPFGzUBDMSFeFg3JFYKEPD2INqAjeqrYjwIcwPAtYURBP+u49/Xs9ePSr2kvvM3rgZyQHdIeTD1AMNZOCHE3+FuANB1LCFsAEcLEmKoAUB50gpiAsDZQkZcNg83AOhb4MYHKC28cn5KyjUHUMI/A/sHAHuaEu4DTAy3AyaH2wAB4XpAULgOEBguA4LDAeALBaeP3HDSnNYAAAAASUVORK5CYII=) 5 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
}
div.testarea{
animation:rwdcur116058 1.3333333333333s linear infinite forwards;
}
