@keyframes rwdcur58632 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjklEQVRYhc2XvUoDQRSFz8bCQmUbm4CChYKwT5Amhe9g4QNMYZcn8BnsVhhYsI6lsFYpYpEXsBCSLkIgpAmyoIUcG2eJ2b+Zzd3oLXfu3PNxZmfmjgfHUEqxbFxr7bnUs0peFa0ScMmtBHAtJjE3naSUYpXdtiCudZiEPSZhb2PxdRCrxCTs8fP5gR+Pd1uBaOUlcLmA5x9i5/gc4z7EILTW3jpECmAG9q5vva/pK7hcYPfkHqdHEIVY1Sr9OO6DHIF86ZAjUBJiVatVRHR2CW/yBuB9BBx0xJ34pVn2hzblhNFsVSU27YT1/mzCCaUUKx0w0ZQT1gBNQTgBNAHhDCANUQtAEqI2gBTERgBSEPZ3dUm4nhPWJ6Ft1HUicx1vAyJzG7o2nC4Qk/0YURRlIIxmbkckBfE0vYHv+5jP5ylEYUck6YKBmM1mGA6H6Ha7aLfbGPx03aVaUi6YiKKIcRyTQUACHMBii0pDDAASIIMgU7fQCgOx6dKYOlda4yJH78+fZv/7cVolkBeuTn0DhZVHHs6+8lkAAAAASUVORK5CYII=) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 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,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur58632 0.66666666666667s linear infinite forwards;
}
