@keyframes rwdcur231897 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7ElEQVRYhe2Uz0sUYRjHP+s0BbMrlD+q0Yi6aFBQKYjsIejHwSCwPyECTxmdRGQPYSCyeDL1IIIJ0amL00UP/SJy2JQ1QspNS2Xbdqub6Iq6M/t2cDYmnbUZ2vXkF4aZ95n3fb4fnud9X/Co0WF6AXRNGdQ1ReiaMqFrSqeuKSVecwH4PBj3Aa3WcPrmbep1TRkDmnJzgs1rrvPl5Ip6dJgVmzlA3egw0WDz2nVgzj53KeJf8Qrx39I1ZUPXFGEBiKWIv8/t2l1LNtRDCWDaYy1tzmt0TRHB5jXfUsQvAE41pl21418tuG/73sxnDjv7vxTx9xYC4Jr1nmtp45CbhJamTzWm7xUCIAiMt7RR69G8XiQCg65my5KakiW1wenfUA+DAOEQUQ8AiERgTCQCwgvAi3wQ4RDRcAh3ybbMP4tEQIhEYMLN/BKAxfj7K0D3dohwiF6gzoP5BlBjDZ+7BqiuOuYI0d7FXxupozV/JaySH7SFOl0D7AYB9G+D2HBK5Dux6tv2ZN0A+GRJTW0ayeO5wPfkT06fvPgS6MiYqUmAcIiV9i5KbRWY6+6n9s4touxs0erACKVuzMHhGDpVor1rR8KajlbGBkaoB6Zt8X4v5o4AAOrxSr4uTDm1QwIeADrQ1NHKoAXxcGAE38AId72YA1vHUNhkmqbIZDJifX1dzH9ZFLsd0YLIDmA3T6fTYnl5WXz6GCsqxJ8WZLNZstkspmlimiaGYWCaJhWVZUxOjTveEwUDyGduGAaGYVBecYS3E8+uAN2FBjiQA8iZJ74lqTxajmEYVKvnXxbacIdkSU3lev45Ni9kSU0/efxUJJPJXO9vFB3Abi5LaoMsqTPxeFy8i0wJWVJniulfApD4luTc2UtrwGXr9otPR2coKz8MEC9qFawyp+073KrCbCwWE69fvRGypH4olv+BjJm6uj2YMVOTsqQu/Ej9OlNecQTAKBZAXsmSWiVL6qwsqY9kSb2w5wD72tde6Tc1CXoerPg4SAAAAABJRU5ErkJggg==) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur231897 0.53333333333333s linear infinite forwards;
}
