@keyframes rwdcur131755 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 37 37, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 37 37, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 37 37, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 37 37, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 37 37, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEsAAABLCAYAAAA4TnrqAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB80lEQVR4nO2cMU4CURRFzxAr7VwBBa7C2Ji4AkorOyq1sDXGJWhFa0FhwQooDYVrgIINWGrpWAgGENSb4P+Pn3sSooEZ/+NkPOWDmOznHmAbaABXQD39adbQAobAE3A893sr51DRaACXwAtwXvdP69kLOJ+9n3PAGVXm81vAA/AOnNWd5oiTw4ULqnbvYP4aYJx6yK9ZMp3b4PNpuQZu607z7rcbqu7kArgBboH7/x1vzQwZzlx8mvqno69PBkOWn6z593I/Zall7QKv6z6sO81vsqp276e/twe8bWKwv9BIddCUNz6/YLXi9ROrrk8qCtLLgs19waSiAHZSH/grg2HuCdYST9Zy4LuTLGOsIse/4dZiWQKWJRCvWQ68gANfBpYlYFkC8ZrlwAs48GVgWQKWJRCvWQ68gANfBpYlYFkC8ZrlwAs48GVgWQKWJRCvWQ68gANfBpYlYFkC8ZrlwAs48GVgWQKWJRCvWQ68gANfBpYlYFkC8ZrlwAs48GVgWQKWJRCvWQ68gANfBpYlYFkC8ZrlwAs48GVgWQKWJRCvWQ68QODA55BVb/CepLt0csha2FT0bcvREvPLfFZsOUpKjsCPgSOgDzxX7d7FX26aXvcMPE7vT750LN5mtiWq7iTMZrYIbM3Ov0h4m6SI95SWwgc795NLZ1798QAAAABJRU5ErkJggg==) 37 37, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEsAAABLCAYAAAA4TnrqAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSElEQVR4nO2cMW4TURRFjy0q6FiBC7MJAg1SVuByKjpXSQo2ROECoVlBSuQia3C2QElKPkXG4WU8duYJmH+D7pFGY818e/5c3fd03TzQ5HXtDTwH5sAnoHRnc4QlsAW+AR/C52XNTakxB66A78BFaZuyP4CL/fWaG9wzq/z8JfAZ+Al8LG2z6y+YrTZv4hrgdtIdBuYVn3sF3ABfynrxrrTNjuvt/d1wLm2zK+vFW+Brt76ay2o460k3PeJ6C+dnQH2XTS3WS+DHsZtlvXgQZs9stTn1e6+Au7+xsTFMXYZ33L/gbOA4ECowtH5SoaBOzzr+gvte9ae/84+o1eCHOT/joMkLoSVWaOYnSrIaWmIJChTREkuw9CJaYtlZCQYSvBK1/xtGSmmbg4tdKJXYp6azRNESyz0rgZ2VwAk+gRN8AkGBIlpiCZZeREssOyuBE/xonOBTiDmpj5ZY7lkJ7KwETvAJnOATCAoU0RJLsPQiWmLZWQmc4EfjBJ9CzEl9tMRyz0pgZyVwgk/gBJ9AUKCIlliCpRfREsvOSuAEPxon+BRiTuqjJZZ7VgI7K4ETfAIn+ASCAkW0xBIsvYiWWHZWAif40TjBpxBzUh8tsdyzEthZCZzgEzjBJxAUKKIllmDpRbTEsrMSOMGPxgl+gHLkOOWk49+ZkBdTPxB4NKnoqSlHcZjPwJSjSanhrFvgPdACN7PV5vLhzpCzfgt1STdvq/t+taFjtYhz/palbUpZL0o899dU3KsEz2bmnxKeJpnEc0r/F34BDC4AQ2Qm5O8AAAAASUVORK5CYII=) 37 37, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 37 37, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 37 37, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 37 37, auto;}
}
div.testarea{
animation:rwdcur131755 1.6666666666667s linear infinite forwards;
}