@keyframes rwdcur106182 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVklEQVRYhe2TS2wbVRSGvxlPx5bHdPyq86rBEDetwquEUoQoFCFYwa6i6q4LWFhdQgUSEURdVSp070W7QgJFXYAQKo8KJASqUCUKLSqURAkjtXGwHULGzkzGM+O5LOyoBhGSCCcrf9LV6Nw75/7/PedeKSszfebZXRPH8togsAd4DngHiAEK8G37C1ABfgdkYEkqGr4o5GQgDQTcYVEqGp3xmsi3AvLXqvb5q9WGDEwDn7XHZeB9wO3432kbGwX2i0JOBSL/EKc9tyFkgHubVuST3+xTX82tLAPjUtEwpKJxGVgC9gGHgBpQAnLtvBjQ/y/im0I+dzhJLIB43Yyc+LR8duQDY3/Hej9gAzeBilQ0nHa8yjKtCnWaCGhVakMoVafJPcBIWuP8cDSa0ndcqnnijYOZ8DlApdVzn9bpAa63jS1LRWMRQBRyi9wpu7vR/gNIgPjwUUjcpbNvQKPuCk5frzmvjelnRhNqGfhYKhq3N7rhZpGP79UIAggBRsnCrNq8MhSOVOzmm7YvXubvJUcUcl01IJ19QhfZmoke1tBUkFwY6IuCKnNL4CfCoVMPptQrUtH4QhRyg8BOWj0uSUXDXWf/dZGbAoYHk4RlcBYtmjWLetXGrzoEv5aVqSXvrRnTfV4UcnEgTusFRIHM/xUHULIxFYUmOzWFaCJJ4DRZmTNpBDAUgshsVX39BiceGtS/njiQmO3M7YYB+e6YgvAhcHwy6QhDWQ09o6Pv1kmP9jHcrzPuE/3yF3Pywow11s4LgIVuGFB+XGhwf3mRHQJuuxByLeRl8HJJPq951EWIVysARP+8VJ14aVh7GHA289T+CwkQPx3SWSmZ/OHBVQv3qIaq6hoXoop7cCB6+KmBsA3kgY+6JbyKDGDPmyx4MD6HPbmE7aQ1VM8iccPk9HfzR2jder+bwp2Ii1nEmIwFPL1H4uS7MaxyP2ImhXgcTLp04dY0sCrejpOPSKzMZRC1FOJtiTpwdMvURySmO8QBeEZi8mKEph1HTO3VxAvww5YZWIMDRySshooI8po4tgsLeGArhEJrzJd2w/EnA1LxiEf+sT6RjilT38w3rmyXAWZh4Wd48b06vh3mWsULTn5f9RrdNrAeI8B92y3ao0ePHj22lb8AkURBE4CemCgAAAAASUVORK5CYII=) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur106182 1.3333333333333s linear infinite forwards;
}
