@keyframes rwdcur220242 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 14 12, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqUlEQVRYhe2XS2hcVRzGv7m5TCZjiEMoRVyEUEoWMQQJQUIVKSWEGhSCtsVVrKClG0Vc2dKFi9KFG6EWUcwiIIooWlNDKBIklFBExEVabKihSBCNOp2EyWTu+/xc3EnmGpPMg7oo9A+HM+dx5/ud77zule6TsCrJxhvPEU4fIPq2h/L+rCQ70f6/CNtEcwNQ+Aj8W1ACcwfMr0A5AP8XyL9HNDeQgLk34gQTXVD8BrMM/llwenALopyPk78qcHohOA/mN6B4mWCi615A2EQ/jYL7N/45zHpVtJwXlHNQzvy7bkMQXADcVaJrw4rdaFZ8fgTWHNynqgLuUQi/BkpUYw3Cr8AdTvQ7AhQ3iK4fbQbCwn/rALirsBJbXO6A6Co1I5qBcnsF4jCxe693q4HpsCSlIT9F8D6Ym+CdAHO7tvhmmJ+rEMF5ID8lKV0vhE1waRBWwOmH4B3Ar1884cTWmuAvCC4O7jUVViK31DL6ksIrklwpmmnEvcQ/PqO29hE5jqTgA6ll7GXtcU4kK22l9g/LXI1L/C6ZhcYBJMk+HefRFSmVe1r1OHDhbWWk9EGZpWqrmWkOoGU41vd/lJTp/fxjZVXLgTNnjj0iFWzJTTSlmwMwC8q0Sn4gSSXr+AtdHbt1rVoTzfnVYkZq/VRKPda4ePCanOKlRIUvWd1paXnH7lsOvHsxX5LaTTxqX0p1Ny4uSZitn21tlqRO/7mxa/laj9mSclC4gXcCnB6Ivmt8CwJE89VT0XkcWLslKaddFmJyYRixfF3W4bgUftacA9aTass+WhnWi5K5PSvJ7PlMBSSLe2gIChFOf8WFuSYs8MF/AzYsYAXcQ0PS7rsgCZCW1IlZmiKYiAGcoQaP4kXw34Toh/hmNItfSOpUncexLal96Yb6oPgn3isViCcgmq1j7mfBGYzfD8gDxbvLi+qV1K46b8WqC96pMSiu452qQPSAdzK+8SgkVAvxTemdTPQ7DZTW8Y6NNjL6JERW0j6855+F0l3CyXg1bwo4PeAM7FwXTABrf+CNj0napzrmfqewNyHmZ9WPWfgS8hHhZHw9O30J0b64LpgA8hFm4fLstPoT4jWtT+0BkZaUkZShnDmo1unjsvqOSB3dkpuVQkm5UORvisXv5Y58knoovKP4LHcl+Yo7NQUgVd6IKyBbKfew7MkP1VFclxl/VUXFe9zflkLVsfdrAWxCbH0T6L/fAKaSwoToZqoragEkQZL59jDb8gfxIO6f+Ae5we5Pm7/MpAAAAABJRU5ErkJggg==) 14 12, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlUlEQVRYhe2XT2hcVRTGv3l9TGsMIYSSRVEXWkIpUkKppYYqYQglllJEirRBXAhCKC67EBGRLqQLEdu6EC1ZuNG20boqpRQpXYQsSlVEDVFCKTWmzXQI08m8v/f9XNw386axSd4kFjf94HDnvjfvfN8999x7z5X+ZxRy/s9ptCyqqI3f90qSglfvFp5UKClJ3ycP+3g9cCS5mMk9UD4N4R8QQnLLGiH2WfkkZmK3JLdF7PrJice3QvUCyW0I3wdvO35F1MuZ4fVBPIZF9Vvic1v/CxEu5loJ6vOE78Hig6QN8yuC8B2gDNFHEJ0C/HuY6/tko7Fm8iFYCPBL2Uj9AxC+m/XrT4G5agcefQLeNhuN4A1gIcBcG1qLCIfoRB/U7zXIqXeBuUIT0SkIRoEaD8BMgr+3RURtnvB4W9PhSCpC+QLhByl5JyTT5EZyE/wBKyL6FCifl1TMK8IlHhsgmYVFxwowF/OTNyMxYQV4z0Mya4jO7FlpKpyW1pEzeETxGXleoic6hyTnlbzRa/H4ouSUJIWSGXe0oXSk6X8FAZLkqtA7LPNd2httn7zp6bBtzRWp0DusHMnojryubsAk99Msp9x++JuopqtiG+BHgy+pezURLv6+PrhryReL6yBP4e22uZDMgrerbzkB2RRwS9lWHucJ9CpIfRSKkirLnhFNAS8MTFWk7njTRsnzEknz6yC/L6kmuwK74qefm6msKuD6j4olf6bg9tsH5oe18yeTqfftkup/3p5d/pRsXQWJkpnL2vCa7cWfrV1A/E3qvSQlU5eV45h2JHUQHHoZ5kxzI4rH208+czXdiHYCZYN/cK+kDq2yGzqyE9ZDMnWe6ES6FW8CcyM/eTKdZX/0BSS/fS2pRzm3Y1dSJ4vqh+od/OFMRHxuCVPV1gfR50tGnpIHR4Hq37W72iGpUzlPxSwKweEDsODh78+O32A0JZoAfzANcx+ExyF4K+sHR4EFj+DQ/nZG3yqiQ9Jm/OFhWPiL6GMIjwEVCD/MiP5lu9LKqHaHYOSgpM3KMfcPg9sQcfN37ST56SzEBnMRghHwdrSQ9tuzPx6zCWdunJ3+Wf0t5GuvilIHPZK24D1bwlw6DXO/QujZYqSG/T33C+bSSerPlCRtSb/JTb5SWe6kTopLzPnqS3VJ0ptvqyq7xsMlFitnib7avcBpMVdZ2d2Y1yS1uIW0YbnQ9sVkmfeP7GLyGI/xyPEPEVBCg8o/wNoAAAAASUVORK5CYII=) 14 12, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVRYhe2XT2gcVRzHv1nGRcISwhJ6KB6KlBBCCSGEUkqREnIIRaRIKZ4kiKgUVPQkHkoOYsGDB1OEgEjxVCkYW0SkLFpKkB5EragNtQQJIQ3JNtlskp0/O+99PMzs7mSbZCfbeij0Cz9m57157/t9v++b39uRnhBk4nDwjucwhV7M9cP4Z7okOYn+/4XYwcwMQ3ESgn8gMNh7YBeBioHgDqxOYQoDCTGPh5zwq0NQnsbOQzABbh/huqgUowjWBO4RCD4EloDyVaoXn3scIhzMzVGorBNMwFYTaaUHKnmCtUa73RAE54HKCubXMUXZaJf81ikou3gjdQK8MQivAZvUEV6r99efc48BJRdzc6QdERmCdw6Bt4J3Mpqw0gXmB3ZGeZsl3qqg0gn+a0C4RvDB89qHHRlJWShepfpRTJ4D+/cu5DHsn2DngFLcsAl2Aey/QPGKpGxaEQ7VT4ewi6bmOeG3e5PvBDMDbi+4A8AyVD8bTmNFtHq7MEVwPvb85P7Ja/DfikRUL4Kdm9wrC8lGRx1dJ2S+ie/OpcnaLrk8G11NQeo4MJomA86tn3QAPFPbVA1P28FmbEM/4FXff1v5ViIc3MHD2MV48z37COQx3GORCJbAG+ndTUDDgo7ubPocp4FN/Pwl3O2puoB337tRVEc+zD4juRVP0oNHIN+QVFK097rCC5+UN1uNcCR1Q+kO7mD8Cl5uP/3mepR+/2WgeFtSt1paIFnZuYKcM9Fd+Hn7CQgvx7OPSnb+Z23zY2dkJHXijR2HZdhy2s+CuZEsRAZ34KikTrWohhlFhuWxs1ewC9HuJQA8YBns3ajs7gU7C+7RuAh9AfbetKS8UpZjR1JuflZHwHsQnf8D8Wpq0ceu9cEUGuT+68Dm/bu31S8pp5SnYiML/tkXobyB/0aTgF4w3ydYV6OT0h9v9PvniMee3s/qkyI6JfXgj5+G0n3CS+AONQkZAnf44bbwElBewXvplKQepfB+Jzg1EYXvNID9YxpKhvBL8F8Fd3A7qf9KTLxqsL9/PVPQQIK8/X9F8QR5SQfZ0gnMj1PYxd8g9KN9UAICF5b+whQmqeRekHQwHpOavGOPvkw8STYZ/X3KfjyhnCSNv6lyaV2hpKApQqV491sJqImofxPo4W8AG0eYIK1FKrQSkBSSvDbDNl2f4imeHPwHAU7T+KSOL64AAAAASUVORK5CYII=) 14 12, auto;}
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95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
}
div.testarea{
animation:rwdcur220242 1.2s linear infinite forwards;
}
