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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMklEQVRYhe2VXWhbZRzGf/k6S85Oj21s4mgqZkkooeKUKrOdQ8SqKGPohUOoroPBmLciBe/qhXde2LELJwhiL/yYZUYvxvygYphbhzYfdktj19Wka7s07dq0TY/pycl5veiNyOmodKIX+V39eeH5P8/7DXXq1KnzH2O7e43s7gid/S1Ee3ahtBroq4vkLvzGxb4NyjN3y8cSCdl/kN7xj6hsjJwUIt0vxGifELGwqB3mrTWF5o5/NcA+nv/0E5eojZwQ4vyjQgzdJ0QsLET8iBDfPCHE07y+YMepWGkdOzWXkPd08sqZ7kNPuW4OwfhMmrn1G8wv32IlY8MXUiHfxDWGr2osZ/6ud96puQNJ3UtHX4D2HjvORh0tlyPxwRzZDwWmCeBBDbUQNdYm4fdqGh9BZNs91ESVEgUKP9YI0C77CHYvMDW07QAe1NBBekePe04r4eM4HTKs5/Be+uLaqXO8/eovxF4wMTQHTrlKhT/mIOh4GDUKbj/UKi6U3P0YGkyv5NDRFq18LAPYsDv38/IPb3adbvR2wHIKNpZAaoQnjz3olj8eOFBm6b0MwydLFC7lSTkd7mOobaBGoSEC1VVwqVApQjYZ11YoJq287FaDXlqfO0CPtyEC18/A2E/X+XU8yejlNFOD0NYVcIZ47DUJ2W9iaLNkzl6c/7LiaYHdQbh3PzS0bdaLySp5UoUFpmLbXgE/oUMPubqVYhwmapfxEcRLKwKTeXEDVyZMgHbDgxrR0YpX+f7EbrzRylfl9hcLR5VaBbRpGP08b8R4ZynB14cBc9sBDPTyavU2G3mFB3gE714Pu/wgDFCnw9gl0FcqphNJBRCY+gifPZ4j0Tt25ds3pCtyi4lRniM7lCPxbpWK5f5vGWCNxXSK89qzgaOyQ4KmDlBCYOrgntyc3a3ZrFSiMPJXXYGJwQITg1uZWWF5BuaZPJslXi7NrqNGQQlCcyc07dusU2NJvcjUcA299E/MrNjiIRLmEjPx29w8smeyS2qOyjanvHkbvns/WbnAwOzPnHtGYOo7DXDHz8iDGorQ2e8j9JIdu7uGUcqROJUnNWBiaDs1r1OnTp3/BX8CjvVMfARoKfUAAAAASUVORK5CYII=) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADI0lEQVRYhe2UX2hbVRzHP7m5adL0NmmyxK5xcSFd164wrcVlY/in6oNja8UOhMHQvUz0VTY2tKDzaQMffBBfFPc4CopDt6EMaxXXOtlSJ52t/WMYa5Ymvds1aZKb27skx4eg+JDYjdoXzQd+cDg/fuf7PYff70CdOnX+71hWyUt+wvs7efwdG46ABQmV2PkYV0/m0abW3V0vz587weXC2EtCXBsSInpEiPOPCDHIW1kfof51FQ8TefMElwvRI0J8s0+IzzsqMTogxMhzQuzlaMaGw7tWHWutRA/7Pjs08JrrzhWYGVtgQYuR1OKoszlaFB8tqQ7LHD9IGgsjazEgV9u0owTa2OosGTD1yzQyDbSxFZkGCiyT+DmDm40NHgKRtYjXNFDE1A1y5GKg4OWBDa00hcDqgJXbGzDTkEwtYqVBWRcDJczl30no6m9ZZ1uwIu7tAZsL8jdBj0M0NVVMMnvuzxonLV3tRIZ8hPZakGQTPT7DpbdVYp/+k4FaPSBK3C1ISM/0dOyU3dvA8zB4H4WSAdoV+GLpfX2Si6+UMJd9hF7o4/CXb+w4/djgwYHGPU/1258MDvpbrvf257izc5GZ4fs1QBZ1QlDu0haz7cHsDltTsHLz6Xcpn44fL/zIJ/uzqD/ZcPie4OXvjr14SrF7QR0DLQoWK2zfs9kmopuCC0yW0yQuVdNZ7SOilS0HwkReb8TVLSgbGvFv5xgf0knPAnSw++QxvjoaerpZnh69RYYkJYrYcbLFvx1XF5z6/tWlUT5srXZ+1R74Oynmh1PM13xCD4GIy90s3xzNcxeDB+n+a1puqDN0+jrxE1LsKJtWyMXv28BqSMhKLpPHYW3iIW87SgisTli57aF53sPKEhjkpCJmrnr9Gkkxf/Y6X5vubnB3g28XtPaBt7cSRR1yaGYJM70uBhL8emaSi4axBEoYXF3g311Z230wUvjYmGN8qFZ9zSm4V0qYmQypCTWfGAxce1ZWNkuWsgG3LsDwyEf6Vc5emGP8OAhRrX7VKbhXGnGFt9H3npuNuyxILp30xA0mPkgye+bf0qhTp85/kz8A6tMvz7FO3ekAAAAASUVORK5CYII=) 16 16, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur223876 0.6s linear infinite forwards;
}