@keyframes rwdcur62286 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACA0lEQVRoge2YP2/TQBiHn7v8h5TSqCNUQoJuRZ1YQBWiSAgQ4ivAh2Dlq7Cyogox0CBUIcSIGBiAAYUMDJFbSgUNiX0MjuQkJI3vchcxvM9y57vXfn8/+z3rbBAEQRAEQXBG2YUnl4HNnMHvQX+wFWRL0S48fgTqDqhj4HhG7FPgfzOQrINqjI6ZQavHYsfjwmBpwHwEfQXiFpg2kACHoCLod0AfZrHdpk+h07A0oFppa9qg347OGSDRYD5D7xMsv/OicAaWBoZJJg1WQW1AeQN+1mFp1/36+XAwYAB1lNX+JPovYOmVqygbxldeTuJo+tzixINzCalO1h8upT/PYeX1PIJscXwChQOgPzrW3Vm0eHA2QAJ8y7rdHWjsedJkxRxvofgLFC5A7xk03uQ/L7oGP9qwvAanH6YvA/0Eyk43wHYr0YTCoO21QP+yF1+5DysvoXIV1IPBdqwFLMLAqb2xRF/znxttQeVe2i9dtMs7Hdc1YMmweADO+8o9xxrIy/51KN/9N29cT8txPgIb2L8B5duT55JVHxkCltBJ4gGKXrbbgZ7AwU0o3To5xtR9ZApk4OwudI6gug7qElANkyeYgWgLatuDgwTiIphV0A3gDGnpnvORKZCB2jbox9nx8FKz/I8wg0AGfjehNiOmvwalTVDfQS3k81MQBEEQBEEQ/PIXe09w1IeYMKIAAAAASUVORK5CYII=) 22 22, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+klEQVRoge2XQUsbQRTHf7O7CSrSg7W3UnoQT1LEQi+VILWn3nrsoVQpgn4AP41I8CDtl0gposeKePAQeijBQ6HUgoSkanamh424pm6Smd0JHt4Pls1k3uT9/zz2vQ0IgiAIgiA4o+zC9TNgfsjgIwiObQXZEtmF601Qb4C/3atf7Gfgvhkws2Cm7t7rLabKiCsWSwOcgHoBugHmFNCgzkGdgQ4gOL8JvfxUpNAsbA00kps5hfD77S2jExPmADp1+F0vROEAAvejuucCYAzUMpQ24NFCbnVDYFsBwACq2T8m3oHxL06KLHGsgD7L3hudeHCqAGT7jqsw/tVVTJFKBh1rAp3b33W2Ry0e3B/iDvAttd6Gib0C9FiTowvF1210C8oW4luL8OcptCpwVYWLKlxWXFXYTuJaMnF1jWQmbEF5f/jzrUWI1kDtQvQWWOlO8AbgVEFLA+W9nkQ/hj/bqkD0MfkcztjlzcaxC9mSFg/Ac1LTLw8jMNBegnD1/7xxGcLcv+7ZQPsVhB98ZsjRhQYxSHxQyOu2pwq0X0P4vn+MmbT+Q3gHngz8OoSHTYhmQb0Exvzk8WZgeg5K77oLDXGU3IMpMA+AANTjIjJ5MlBaBtZv1uluk37sTO5Mngxc1aCUsXctOn4CwTzwE6j50SEIgiAIgiAIPvkHOItvA8SMFIEAAAAASUVORK5CYII=) 22 22, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 22 22, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 22 22, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 22 22, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 22 22, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 22 22, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+klEQVRoge2YvU4bQRRGz6x/sJxAkQdwUkRUKEIUqSwUEZQifR6Ah0gRRciyKPIYFCmIlEeIgAilRigFBaJICAUViWxirR12hmI3whh2vTPesSjukVZrz73j+e5+d3e0BkEQBEEQBGeUXbp+BizmTD6A4LutIFvKdunRW1CvQYVAOCb3E3DfCtDzoB7dHDPJORjJHc3zg2UB5hCC5xCdAOfxmLoANOggcSYh3CpKZBaWBaiT5MM5BH9uxoyO3Yg+wr8j+HVUhMBxjPpugRk5AChDaQ1qH+Dx0sTqcmDpAMRiVS87Z7ABsztOiixxdMDo9Nj0xIOTAwAqpfBBG2a/OqtxwNEBdcce0G9NWzy438Qa9Ofrr1EL5vYKUWSJYwsBRMdx/dE61L/ln9dpwt9TeNCA2lryUNiE6jQuQG8Z+u34/PsJ9Jp28ztNCHfh4hWEX2BgkqPtqsjSgfoeMHylfuSf21mGaiK09NRu3XQm2MhsGBYPoN4UtfYE90Beui+g0ro9bmpF/LrnArorUFlPCWZshvnx2EKZ4gtb25MD3VWovM/OUfX4hdBkp43BkwM/96H/DvQmcOlnjRhPDjQWoDrUPqZM3PMBqIfJYCFvbJ4KmHkJavXumOX/CGPwVEB/G2ZSYv97PmpAaRHUGbDtR4cgCIIgCIIg+OQKA3J0CCWj6tcAAAAASUVORK5CYII=) 22 22, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 22 22, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 22 22, auto;}
}
div.testarea{
animation:rwdcur62286 0.66666666666667s linear infinite forwards;
}