@keyframes rwdcur197959 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExUlEQVRYhe2XXWxTZRjHf6ctZ6WUdZvbhM0wY8qsEQhogjGBQYEYPjYzEr0BDCGRIAYxBAwaI/UkCjdeiDGBoFuigXgBMhMiCYQpK/I5GY0T2MZWoCld19WubQ5d1/WcerGz2pZ9wJjBC0/y5ly87/M+v/c5/+c5zys4HI4UT/DRPUnn/wP8twHOnz+vf2IAdXV1F0pKShSv10tXV1eoubl5578FIOSmoSRJC/R6/TVRFCksLMRqtWK1WhFFEY/H8237n+1bNmzaoEwWQFYEJEkSAKOiKPT39+Pz+XA6ndTX13P69GksFsvb9hV25Wznb+uz7GolYaIAhhGAXECH2WyulGU5PeF2u3G73diet/HawuVHukP+n2YWzajVpkWpRpoKJAEVUB0nHq7ApSOgnd4AGIHNBoOobt6ymQKLJcugrb2NAz8cInijp7b/7v2wZNu/mDzygQIgHzCRwihVSw8l4lwR6jSAaDgc2tRwvEH9cv9XbFi3DlEU04sGk4Mcb/yJxku/FOy79ME5c/fsd5mCjRSzgGLADBilmvEhRsoCnRaJYLA3uGP79vewr1jO3s/3UrV4adbCq20tNDU5ecO7Ygt6FiEwD5iFQAEC4ij7jwmgAgkgrr190Wh0966duzBPm8aamlVsfGsjJaWlaYP26zc4J18RUViCwCuksJKiiBRGUuik6rEFmgbQ0jGpOY9qIwbc6evr+2jPtj1Mz5tORUUFr1dXs8xuB+DeYDddC64aSGEjxiJSLMBAMQImBAwIY0dhtAhEgZA2ZMAdsPR+Jr3/KRZjPsUFJdjKbGxbtZXEgWSSp8gnyjP4mceVvG3Ac+gxASLjJGgWQEYUYprzIBAGZPpo7XkpcPDwN4eJtcp4p/j5esfBOEswIKPDwJD0pqiUXZsjoUeHnvh4KnigEgJIkqQHRMAEFGFiBhZKqWQGduZiYx4VlGGgjKR2ygTQB/SYqbxtpTC/6OTK+OLVY7sfRaUOh0PRtowBYQYJkCKEgkw3QXrxESSED5H7wH2GPposgkumw+nihdvPrq4rPlYzIYAcCJlBQoCfAQJE6MaPBy8deETwAF6gdyr8kYJm4DpcvnaRtb/aT2gF7tEBHoCYRggRHzHuEKCdTlqJJc5wM59K40KWF67k6WD5EJAMN1tuEtVHWPrq0n0TBsiCMBFFh58UboK00UUbV/iRzuix6Hc9zI3MZv3Lb8IAQzJW4GLrZawvWj/UNDUxgDREKQkUwkTxcw83t7nDDTw4Oer//W792S/OYJs+m9XL1qTtOto6EASBqqqqd0b7FA/dkjkWORTmkKSJKB2E8RLER5AwMgFOuVpbDh05cIS11bVk5r7b7aa8vHz3aL4eqSd0zHQogEqYOH8RJUIQJV2sGpsuNNWfPHGSmup/xH/r1i1MJtOsSQGAdLFSGU7RzGIFpxoaGr6PRCIYjUYAAoEAqqoyf/780pG0MKGuWBPmcMUMA4EMiJ+dTuexeDxOXl4eAF6vF5fLFRvJ34Tb8qwUfRDiKPDxwMBAZzwe9zU2Nm5lqLLqcsX4WPeCcSA6gU+AraqqtgwD5O7x2BeTcSASDOll2I8u1+ek3IxGgQhlgMTIaFgnHWAEiOF+IrOxSQDJ3L/v3+FYGQ3IIW7lAAAAAElFTkSuQmCC) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur197959 0.33333333333333s linear infinite forwards;
}
