@keyframes rwdcur172849 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADV0lEQVRYhdWXz0scZxjHP/PudnZQ2Wy20NTQkjYsZROIOPSWU45mIpkqEWlLchH6X3jKn5CbIRdDEAlURnTiPxFGPdmwJO0lgYYYE4xOp85sD++M7jrvu6u7EOkX9jD7vu/zfN/n92twQrh+UAfGgVtAHagCJhAB28AWsAqseI69dVK5xgkU3wbuAzVAAFaH7SGQAA1g1nPs5Z4JuH5QAxaBH4ChboIU2AVeAFOeY788FQHXDyaBx8jbih6UZ0iQVrnrOfbvqg054T/5wQNgARjoU3kmfwBYcKXcHNosMPEsmLREYWEvjs0+FasQAT8ft8QhAdcPaiUhNu7Uvxt492mftb/e6AQlSP9aHGVBiIyTbhbbA661xsThgYFiYfHGtxesslXi+y8rjF0aVt1gD5gDXGA4vcBw+j2XrkcdCFjA09Y/DJCpdsEqPZm8erkt2l+928ksEQJrwIzn2Ns66a4fVIFHwBj6dN0Ffs1SVAAMFgv3r3/zVS7VLlXPcd40Q2EYK55jT3RSDuA59rbn2BPASkpahSFkXQFAuH5QF1D7upxP9c3Xb6N/4nht6eboVCfFCiJTSIvp3FFLKytCGMb4leq5XPDs/3vA87fvD/bieOY0ylswAxxo1gSyrCMGC4VbF8uDOX/9uf0hEQbz3cyuQ3puHpk1x2Ehewoiplkvl/Jp33j/cTeMk8VelLdgERl0KkgXREmzWvqimFv9O4wsYLNPApvos6ECUISm+XD9j9xqwTBMZJvtBzvIYqWCBSAOkqYyUuNmM0L2/H5QQZ8JIcho1N0yBEb6JDCCvh7sZAR008sQMN0ngWn0s8RWRmAVNUsB3EvL66mRnruHukGFqV4EsmyqchWgiKztveBRel6FBJC9IB0gG5qNJjDm+sFTzboS6f4x9BnQ8Bz7BRyZZxZ9wbCAcdcPlrq5w/WDqusHS8gy26kbzmYfrQPJc2AU/VARIWv7PLLCbSIjuYKM9mmOfK5TngDrnmP/mP3R6qNpYAM5w6lgpr/fgF/obSIKgbbOenjAc+wGcJfOE012psyRf830u5vyCDkdt43obYfSgXHuBCROiwiYU43mZ/4u6PQyuowcID//y+gYkbN5GyqIHH8dV1IyITIds9fxclZk/hf4DynuGa9QpPdaAAAAAElFTkSuQmCC) 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:rwdcur172849 1.0666666666667s linear infinite forwards;
}
