@keyframes rwdcur19626 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNklEQVRYhcWXv27bSBDGf/QFLtwYCNjYhdykCmAgwah0l+4O16TJG6yaPMRd4Te4ZrfJG1xzaQOkCa7hNKzZRICo4lTQCKDCzVyxXEq05JPIc5BPIAityNlv/n07ArDCFcYPwgnA6ftTxpIoXGFOvDlxo94/Abi+vh5FQhCLdxAcY0hkxBQwDdPttYPwUhho/KjyofwARGeyLDvKRsLY/FsMf/Tai7fCFVb4YVF8xpEeb8OJM8ERNBA0bN4X0DDM1snQzeM+gsjuqgZQhjEYRSBoQDUS6bYXAB1s69kYAogQCHz9+ueDZRnMYVQEILbe26u33feggVmYDbYziICXWOVuO/SI5XneVb6i3NzcWNKIJ4UXb03TWFmWVpalmZkVrujugpgTb168cWR7D2rBwhcmbuO9BuXy10vqv+p2ARAIIaCqKHrQ/k9DCMhSfnvx7gWLxYLFYsHrX17z7fM3ULjkktP3p7z6+RUv37zk+ZfnfFx+/H2I/cMEEDMza5rG8jy3PM9NEPPirSzLTgm9+KNrYFARKooG5fz8nNur224NhPs/7lFVQmjzcCQGEUjCs1wuERFWqxV5nkcaMeeA7lHJYUgHzL4QmpnFcPsihTmGvr3yPG/nAz8qBVbXNc45YHPeJ0wmE5bLJfd/33eK58XTPkzQwNnZGU6ERyQxTV+d3Z0UXFxcAFDXdRvSDdbr9ablJOb/9p9btHtMWK/XIP1zIjkjCOIFM9txLnloVVWZmRnQU7jWW6uqqqv27RR4KTrvnPg970bBSkjTVy8C8/k8+/SuIQ00V6srkiEn3oIGmk9NV+ROHGVZRg9dTIGTKNSr1arn3EynTLM4dd3d3R1/bmz3dOz56G3TNNY0jTnxXe9v5Nj1BtU2/DaZTCyOcpsaOHgcz3TWyWmUVjUF9E1sOSduZwoSHDON3oo4E4iT0xxm82nv2cHHcSSkBJ1lIHE4ITwoWE1FmKmGrDe2/V+0BbqDpB2P/f4k8Huqew++H4EjD5inJ5D6fet6FE5citKTTUU9Aamqai+R1H4PcYjwQaQZwMysruuOxB7vNirni25kG/untU9CXCcw/HdoH6bq4Ob/ApgXSdwHBvSyAAAAAElFTkSuQmCC) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur19626 0.8s linear infinite forwards;
}
