@keyframes rwdcur170286 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 11 11, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADx0lEQVRYhe2WS2hcVRjH/9+5Z27u3HnkMZNW0snkMSl9TDcqIa2NlCqE2FVctZJKIAGpiy5FXBaxG3FRihIEQRGhy5gEsgi4S4slWjE1pjYxIYxDHp2Z5Pbmzs2Zc89x0aVjKOMUN/ltDnycx4/vvD7gf4aep9NQhsxsgk4CiANwfivopYkVLV64wMutSN5+w7jSEaORo+lMiniIaWdTPc6XcqV9/e31H4I7D7axVQ+Rf9DfRvG7l41b5eu8ICc/eqrKu2Wt9b7KL+xVPh8sFd7nhbuXjdv9bRT/L+sY1YJDGcL0SGo4pt1r4fYznJ2/pigUrmDviQC3JIQbmH/NBzFDZN57vb2wkHN+XirVJsCrBW9dNCzsu9lYg2FpUfbV3JeKIs0SjCsQY3rjd4bGNh4TyxZ8J/vZBcOaWJF+LQKsWjA1Og7qOldCQ9SjWKsPYi4AB4bpIBAOIkmPIgkfDVGP2l91Ose+qDrP81A1A2Ac1HX+F735aANWPE7N7T7iL/kIWQoVn5GzofS+A1jxIvVceADDVLUKVDWfujkmqTWzTOne+xCehGkLspsFhRsF2c0Cpi1Q8SV19N2nI8f/mLo5JusqMDQZSL00m2fZSzMw7XX4DkBMgVsKxBR8RyFkrbPspRkwnhuaDOorAAArs9+44OYypXvvobzjoeIxBIKh4jHtlQR19N1DyFoKJj5wa138QIETX0ulFiZzcLfyurzLtSibqPimLu+a8B2G8k5OLUzmzRurNe//gQIAAOFx9XD6TQSiieJHLSS6bQTSRCCa1K8TF7HvVj/E9RA4FgWW56avgthZSnSZaOk0QYxRR68JbnFo1b88N33lWPQFCSyO8O7uRrxDkQRDsgdwNhR2cwrEQNEEKJJg3Y0YXhzhnXUXuHqSmN1z9hKFG1OwWyTcLaGfbvraK/ko/OkDkLBbJFmxlH38tcHRLNX8EFUd+Em/Yeknq11oiHJEkhJaCQCCQmGhVSAQSQrYLRJW3NSF1cyNc4ZZV4HU6Dios28bgAfGJEK2JDMi0RB91nJLgpgE4FG6t9A2Ol7fDIBxxU4NzFOiaxE7OQXhAoFQCMSz1ncAJ6+opWORnRqYB+M1X8Wq3/ErW1PqxMBIQMluiYof1oXVMIQLeDuE4hp0ca1Cze2P2enBWUSSP019/G7xziOtaxH414pIfjdm0um30gDOQMmU3iu0wtuxYDf5FElsg/EcgId6cWadD39Vc3l2YEkmv/+QU7o3CeAIgCYAFgAfQBHAll77scjf/rTmf+CQQw455BAA+Bsg4pXC8v8dmAAAAABJRU5ErkJggg==) 11 11, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 11 11, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 11 11, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
}
div.testarea{
animation:rwdcur170286 1s linear infinite forwards;
}
