@keyframes rwdcur75679 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrUlEQVRYhe2WTXLjIBBGH6mcZmbZuc3s8Zlgn5xGvZ3rfLMABPYoNpblTE1VugpbsqG/1z8gwbd92/9uUtIj618eF3ckdkPsBiiiXu/SXjf7xbVEaUFS/Acl8AhkwHoSvgpAQnjuwmafzzsK4MyZR3DwfOe6vQDNyejMAV8/9glPAXRHETzV9A8TrtY/Pg4QAqEIOZiDJ7BBu39sQM9151wTOpAzkAvMVd+JsjucmfPhdVbf4K+au68JGY7kCriRnS2byoBZ7fxLf3YpfiqTsreFjwOEQMAMN7DMkI4WZAvXKc3qZ3Nu2VQJQngLEsoniN4D6wCD1TaZCH4O4P3H+Z7O3jdYy3Ycaj32xcfP07r+1++6o+4F6MpVgB60U07EbCViG0/oaccTJkUpoQSyOmL9pl5Hyv9tlCfl7ZeVyYeRr7tr+GXttTzcr3MyHLYNm8Uq2MYo4RfXswBTJtWXj4hkZSz0kjCMVp6lluEYggYhk0QZqYCkKvh0gG2gkpVlaMTWjLIC+jSADmJrNpYWuXHI++IdELGXJdUSTYpvnk77IJLGYyiE02G+n2p/ADX/Ph/y/itWAAAAAElFTkSuQmCC) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur75679 0.4s linear infinite forwards;
}
