@keyframes rwdcur7616 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA7ElEQVRYhe3WPU7DQBDF8R8fSkO4gxUoOAAFbc7CMahzDA6SgoomBQegATniAFRpkAIUu1GMtTTIHks4f2lkaSz5PY13NY8DY+eoh28usMEtaqxwjSvM8dqD5g8m+TlDhS2+cq37Fi/RNLFsvzwOMFDjAp94CtD7lRke2s2ICTSp2o2TQPF3TPHYbEZOYILzQL2RcJprMPG3XH82EX0NO2fQX/B/Wdiv1N4pHcINPqIMlHiRNlcIpQnU0u4ezMBKmkIVZaLNUopP26FMrO1D5M7E7kx0fjtKsfxSik7PUoa7ySbucYa7rk0cGDffyDwlnQp/m1oAAAAASUVORK5CYII=) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAClUlEQVRYhb3Xz4uNURgH8M/8iHENSZKmaZoZYpJkJTEkSSNKWPhRrGzEwlaKlT/AwtLCjiYrjVhYsRDKxtSQiTFMTIwf+ZUYFs95u7dxh7r3jG/d3nPf9z33+5zvOd/neS55sB/9tUxsyhRAC+bgJErowFlsxCA+TDexOVMADxPxYwxhHD8wH88zcfwVfTifxqdxOI2vYvXfJjZmCuA6jqXxbLRjWKiyDzcwgu5MfH+gFWvTeDWWJLJO/MSv9BmZOjGXAp0pgBJWYjnGxP4vxWR6b2imAliF7fiMHdiFdxgVFi2CuK98JjoycYMeHBFbQbjrrZD9pVhoN25iAAdxjnwKvBLyfkrkT7EQE+k6K73XKRT6iDbyJaJvYr8L8na8SNcFKbAxNKBLKPEej3IlIlXIu0QyWixW+xHzxHloS/ezko+KPR9VzrCt6V5pyvt7RJLKsgXTrbwXm9PzecIFYyJj3kvfT9QbwHTkhOQToi7cxRN8T89uC8u+rpe8muz/BdnIm0SmahFybRVStYp0ukVI+kNYrSCfTvaaAjgjmolJcTqvYQ02YC++iIRVzed1kVdiIJFXoiQkrkyv2fe8cEEJD3AU2/BG2OgbLpvBlRe14I2wyzNhj3Hh2fGZJK/EFexM42FRuVrwVbmqVcreK3J83SgUGBMuIFSYFEmjqGYTyitvFeV3SY4AijMwKDpbWCF6/IvCAStFd7sAh3BJKDFeMScrbgjJf4r63Si2Y5PIGSUcF13QjGBEuYksgugWkhft1Fple9aFhir3lomGYUj0cOtSEBcwF6dyENeCw+JPB1FS+3L8aDUFpmK9cMId0cX0iLxxV7k+1Ix/pdMOHBAtVDMWYTduCYfcrzeAWtEvHFE3fgMryanEf34R3gAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABQ0lEQVRYhe3WO0oDURTG8Z8PUCL2IqLRgAQLK+uACK7Byn24AJfhClyBhb2FjY8iiEokYCEWIig2UYsTMA6DRMidC+IfhhnuXPi+OY85l39GTw3jw26eSGBgD4s4G2bzZAIDU1jADTo4wQaa2MRtAs1vrGMOK6ijh4/+dVfcPHSufsEaVsWXdtDAe/9dO4HeUNRFJPZzGSBSclxcTJGCn6gXF1K0YRkt3GMMy7gQRZmkDcuYxzNmRVFO47Ui7fRM4jCneFfks3ITg+Jd1dVTfnEi3NnEB01kEx8Zg3/CmjhMbONRzO7L1AYGZ8GbGJ8veBC/zizciMlVCWXTsOPrAJHFwImIQr0qE0WORI/3CiZa2Bm1WFkfN/v3cRGJRv/5Ck9VGNgSR6c2TnEgInGAGZynNnCNpZL1XRnrgkhDLaeBv8kn+aE7ASpEhgsAAAAASUVORK5CYII=) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA7ElEQVRYhe3WPU7DQBDF8R8fSkO4gxUoOAAFbc7CMahzDA6SgoomBQegATniAFRpkAIUu1GMtTTIHks4f2lkaSz5PY13NY8DY+eoh28usMEtaqxwjSvM8dqD5g8m+TlDhS2+cq37Fi/RNLFsvzwOMFDjAp94CtD7lRke2s2ICTSp2o2TQPF3TPHYbEZOYILzQL2RcJprMPG3XH82EX0NO2fQX/B/Wdiv1N4pHcINPqIMlHiRNlcIpQnU0u4ezMBKmkIVZaLNUopP26FMrO1D5M7E7kx0fjtKsfxSik7PUoa7ySbucYa7rk0cGDffyDwlnQp/m1oAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur7616 2.6666666666667s linear infinite forwards;
}
