@keyframes rwdcur241305 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 20 38, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 20 38, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 20 38, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmElEQVRoge2YvXLkNhCEv3W5io1oMdERmZjdKvIpO4f3CH4Fv4sfy8oUSopulVEZpAhkxNmIDsjT1ZWyFZi4trOtZWHQmJ9uAC644IIL/pf41DDvYd46zm9bLWyANVut/hObENjDLKDVFqv/ik0IWAMpNpgaPm9cSr9vsehBDQeDwQFvcE6Mpy0iVSZwBbP2DcngkMRLBplTCpQT8wi7mvGgIoE9zF//uCJYS5QTInRkSnYCDdZsk4VqPdDtIVlEAmT0JFBAiNZqRXmPahkwwCJIhgMCJJEi+FArynvUm0JqEFDcAYgmJDCEScRqgX5FNQJtgCgIFNoAOFiANkFrLKW1AaqU0B7mFCEFcAcmhwAxChFwgftYI9Q7VMmAGugkTGCCEMDiWjQbq3EVAp3AwrLTaEspyR0ZaGMGHyZw1TDfrK5NLBtOMWICpqX2FQJJ2zi7swnsWTzO19RwaEUbAzi4O+4D0dZ+EDBNxI204GwCqVnFS3BzbVwfFhETSw/7BCwTFR8gSVw19U3dh6bQ3zd7DlG0UcROTC8O2XGfKP3E9bXemtjdaYFCXU90dga62NC1orsJ2EFggYAIiKE4BEcRFMFiAERSQ6rcCucTCCCWjakzlCJo/Q0EllPHF1VOgpTgS6zL4CwCn2COEiEAhaXWp/VPB5lAomTHffFIX78Y3w7iphOfKvbCeRlowJIROxFMkMFfBkqZKIR1fAaG7EzFmYC0akIy0VWUhrObuAB398vGulIwA3djiC1MLzAs06ddv1cUfpxWg9cAdS4HZxEwYGA5/TwZxzKho2OxQHcgs/pnB8ffVLprA9kXElSyRmcReDqxK/f9HEkELeU/YOS+cAiZh77nr+uO1IIlgWthE0Be1x6dPYVex9Pun9vn3b/HnhcHl/BgPPR5Ofm1rGInYoKp/JxPzqLkNQh82E7fPo+7++fHOV1lUpsgiGg/ri8iHx2LggGsA1qwh49G/Ykq94ERduPzK6X4/O3bn/hQyIPzHSi+WGwKRDky0UUxcqqixlWfVV7HcQfMKPBQHJMw4HsGJzEcC4c4vElGDVR/2Eom+uxEM/rcA8IRExO9Qz+0q9OrM4aqE/BpeY0IEnd3mTyAtR1tl2AoTA4PxavFq04gD8PbdbIHPJ/Iz0+kPpNShwRPr2M1N1qdwOBlmTgpMo6n3Y9CGV9Hnl4fa4er/zp9e/u4G0qh73PtpS+44IILLrjgHf4DAWpKMy5Rc54AAAAASUVORK5CYII=) 20 38, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 20 38, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 20 38, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 20 38, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 20 38, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 20 38, auto;}
}
div.testarea{
animation:rwdcur241305 0.9s linear infinite forwards;
}