@keyframes rwdcur241111 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 5 5, auto;}
20%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEf0lEQVRYhcWXW0hcVxSGv1MTUyE1wRJpMoljjJcB09p4G1BEimWEagpJCEqhfZKaPrRIo9Q8tE3bBy+hjdiHYLHQ0BetNCmjjShqkaBFq2kmqTBeMp0xMeAkiBojmGh3H/Rsz2VmHENDFxw4+9/rrP/fa699OfA/m2IEhBBC56AoJp//0nYYyd/btQ61PlmT2PMUIQOr5LVvFAKw6hkDIGnSx4oQzy0TipF81TNG20IEAKf3rOlE1GedAeCTkSbqMstlkADtsMW+YATaFiI4vWeNSr9HUYWolhGbwqW5TuIT4siITQnaBkRdZrkwxg6ZgV2KwmSSlbaFCCr9HsWXZBWqGDUDh49Ywx0YzbYKRv3jQOiM7DAC62lPEG0Lm1MQjACgzN0QsL/M3UCzrYJcix1ABBOhK0I1C1pTR99bdDFQYAZmhiRmFPR0zcqUo5aBmSFG/eMBMyEzoCiKoorQmkqea7EzMDMULCEA5FrsNFNBmbuBp2tWfN5+rPH5TDlq5Tgx7D26IlQURVkRAu2jkqMNYTQNlmuxS3IAn7efxO7qoKJNq6A+6wy9RRc5fMQqi87/eAb/4xmdX7iY1uIT4kxDMBWh1pptFSTtPRjKxWQ5A9/K0f/wYy+AnIqdEWb/kAJml+eYXZ7TYd6/p5m16vFAWLhmqsq6zHKREZtCmbsBr2eaoea+bQc9+dXnMgsA1vh8LqeekDG1vCEz8Kx25dMvsMbny/Zg7odMzt8L6GsswrC2z3BsxnednRE+LqeeCNQtebQZEBtVqrOoV17mWHE6AH923AhJqvW71eHiteI0sJn94hPi8HqmBaCYlmFGbAqj/nG5s0Xti9QRRO2LND3HitMlufabWx0u3rz2scS9nml63vpGx7dlDRx8sMhSxyAAu4tzsNmPMjc8IftjspPlu+rHg0WJtTpqmJy/F/TMMGUAoDS5gFH/OK2OGkm8uzgHQEdubGv9hr90SVytft87P5m4trUKljoGeRIAnxueINL/UJIDZH+WhrOxj5LucwC6C0vYAmYde3E29m2mNgyBAM7GPvk93Sh1meWiNLlAToV2L9AKULyeaVHG+tFamlxAS0svJSNNSis1uuVZdCpLR/zrz3/o2iXd5xSARselLZe1KsB0TGrt+4e/cOHtag4Vvkp02iGuH/9a9uW1n+XUu3ksuu5yt+s2VU559PJR5Qdb3Q2FaR8wHkCOdLtItMRR5azlAtXQdZu89rOyf6z+mnyvctaSaFk/8bpvDAUl1+wDm1NgJG+Z6KX3n5tqQADmOzvZ/2I0Y5pgUb8NmAiMIjZuQqI0uYBm2/qFZUOEFKB4PdNiNGZcXiSN5IWPYth/IDooqepzZwsRgFqEAMF/NhzpdllAhY9iOH4gFYD2+2PyXTUt1n5/jK6X9MdyqOkIaq2OGrHU1COWmnqE6/xVsbq8IlaXV8Tc71Mh313nr4qF4TvyaXXUhFwJIZWpH9ty1k+UKyPdnMx0yP5gbfegW2LqknwmAUbrz/5O2I++DsDQXzfJH35fCYRtJ+a/qyJeNrc0MlUAAAAASUVORK5CYII=) 5 5, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
}
div.testarea{
animation:rwdcur241111 0.5s linear infinite forwards;
}
