@keyframes rwdcur84337 {
0%,8.9909090909091%,100% {cursor:url(data:image/png;base64,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) 9 9, auto;}
9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,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) 9 9, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 9 9, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 9 9, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF7klEQVRYheVXXWwU1xX+7p07Pzv7vyxmYxtqm5/YDnWJIRWikQEHIpIUqUW0qfpQqUVVHqIokSolElHyFiVRHiIlipSnPlSJ1CekKmpFkB2ntEIRCSggRFwEqSHOFoxZ1t7ZnZmde+/JwyyI2NRZB3jKkUYjzT33nu/83O+cAX7owpajTEQcQBFADkAAYJYx1rjnAIgIADYCGAQw03pSAEoAJICP7xTIksaJaAcRbSUiQUQlIuonoo7WWpGIfk1Eue9zPm9DZxBxuKcA7APQh9jrDQD2t3T+AeDRVorunhARJ6L9RJQhot8SkbNg3b3xnYiGiWhwuTbEUsYRe+kCeBzAMcZY8KendrlzdX9DWNOTjLEGER0FsAXAZwB2ATh7RwAWFJwDoEpE/RcuXEh98LdDmfDiO38UqtI/3fjx6aGt27YzxqaJaAtjLFgYoWUDaBnfgTjnh1ueb3jvvfcf+ejopw+vX9vjru09gLR1HVvy6aHzF6t7Tp06NeZ5XnFycrJDSrnsGvjWNWzlMIO44EYBHCuXy9sOHnzx7WSmo5BKJtG9uhMD96+D69owhTiTTmcqQggXIM+yLC2l/JCIjkRRdHpgYEB/F4CbiFs5H0Scyx0ADjHGpo4fP2aZppFxEzaakcT0V9OoVucgDAvpdGYjEYY0UYNzo6i1tmzHeSydTr+Ry+VeKZfLxbYBIGa42db7EmMseO2lX3Xzr954heu6MAWQSiWxtq8H2VwWQRii4QfgnOe0Un1Kq6Dhh7I278H3fWHb9lbDMF7/4otzmXYB5BAzXK4FBGuK/p6f9HqdA6tmwZjG2t4udN63CoVcFvl8DmHYRDOKQGAlrUkKgwMg1OsBKpUKwrDZV6/XdrULIEBMrxUAHQAwM5c4dvGq45VyFSRdRxaLBSQSLhqNBjhncN0EGo0ApEkoqUuGIcANAc4ZfD9A+X9lzMxcWZIhb70FswCGARwHsIOIXMbY2eef3r1ZKaN/6yP9zxicjxqCc6UJlWsVuG4CURTCqwMG5wXTElNaK0gp4fs+KteuVbXWY20BaJGKh7gGPgLwCyI6yhg7Nz4+PmOa5rOW5Vz2PK9kGAbXxNGMJOaqc6h5HhIJR6yKilJKqZvN5nwYhieUUn/du3fvpaUALLyGLoCfI+Z2iZjhCnNzc5nJyclnstlC0IyanVdnrnQSkeskHHi1Oj74+4cIA//Pv3ly34ucc2ma5vzIyEhzKcO3S8GNKBxBTEDnAXzGGAtOnjxZ0Fr/3jTNDtuxqpZplq9XKx3NMCwIwS3Z9P7y9fSll3bv3j1/63nvvtz78MjmdNE0Yz85Y+hYYXqpLmeSdf1relEEbokEB9CPuPNBKWWdOHHiqXy+4BrCklpLKClBAEhrGQT+geHh4W+FevvmFN/+UPZ3+x9dYaWTBogInDFkUgL5HznAffYnzBg7fdtmxBjTiJvKzcYyPj7ek05n9hqmBcYNME5gpBBpDcMw5MIzeruc4ro1jiUVYfa6BBEhjAgrQw3bYXAL1k+Jnvjy/3bDhaKUGqvXvccs2xGccxBnUAqIZOQlXbe6UH9Dj1Ut5MSh+bpCra7gB9r9z3/9TVseSJVyGQE31BwJVmobgGmaZzyvftxNprbZtgMigowUmmF45sFNmxaNYwffKjfRIrQbcuCXK4sDfW4p7nkEgLU1EQEAdu7cqZWSb16bvTrl1ebheQ1UrlcbURS9387+F/5QKm3emBrqWmUimTQAi2tAX17WVAwAExMTOaXUHiIUDYMfGR0dPfdde159rnvdyrw18sC6hOjptNHRkwBfnTjLxNi/lw1guXJgX7HnZw9mdg2tT/LukoUVRROi255Glh9mbELf3SHyNmKZxsa+boenUwYyBROi0/4SPg4zNqGBJWbCuyWrS+Z5YeBytSaRr0udyNufM/bPm4PKPQeQTRlOPms6jsWQ607gVuNAe/8FdySnzvk9DV8NZtNi0CwmFo3t9xyAKRiiiOA1FChaPCLe8xSsX2N/Hkba+fpKiMxUbdH6Nw8asadUHMteAAAAAElFTkSuQmCC) 9 9, auto;}
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72.727272727273%,81.718181818182% {cursor:url(data:image/png;base64,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) 9 9, auto;}
81.818181818182%,90.809090909091% {cursor:url(data:image/png;base64,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) 9 9, auto;}
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}
div.testarea{
animation:rwdcur84337 1.1s linear infinite forwards;
}
