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5.2631578947368%,10.426315789474% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10.526315789474%,15.689473684211% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15.789473684211%,20.952631578947% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOUlEQVRYhe2XTUgUYRjHf8+yeIiKDh5CQiWkg0SHZQupTp36OgTdOuxhsUsHieiwdOgaeKtOFhEJ0kpFdIiIEDrkJZQsZTUK1jJKUQm1NYLYf4edaWyb/Zh1RiL8w8PMvPPx/73P+77PzMC/oIPYcArGB7FngpOCHRsKkMLGjZiMmI5geoy93lCQR9gtF8CN05iewugKnBI0RwrwEw6nMZVDuJHF8gVICXZGAiDY3o9NVgIwYtqFKYvNrEYFMgqZagBuJDA9wPJzkBa0CGKhAAg6MtiPeiDcuIHNz8IFwe51gwiaBrDhIABrQJYW4KKgfV0gE9DdCIAbd7DFD5BpOCOC1uvYkt/DNYlv+F3bixWm4YqgUxAPAhAfgoFKAEGycRmT4Ilgb6AsFCF51qcm1AI4gSmD6Sam56B5kEpxPOgwbM1ir2oBJDA9xJQDLXhm5XFXsK+a31/jY/DtDboNdrXSTecQvYgtfzZPARPAe+CLs80BnwNlwMlCewb77peBY5gKXg/nBD2CLqcoNQU2qwAQv4cN+Y31C888L0iGVgnL9Q7O7PGZjDMeQCoycwBByzVssRxguWReEHSG4VOtB7MJdH9tQxqxrbQ7RiOTKwiAQfEQ9PWg320J73QOWI4UwNFUF4y4Bx0ezFuDYuQABqtJ1Ocet3mnpsMwr0uC1vNOTfjqrYBkWM+vZxl92g8j3cj9RB4DPoYFUJcERwUrTu8vBXrF1pDVCdAMHKD0n/DSSnV+U5v6P/QL1/xvbyUotCAAAAAASUVORK5CYII=) 1 1, auto;}
21.052631578947%,26.215789473684% {cursor:url(data:image/png;base64,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) 1 1, auto;}
26.315789473684%,31.478947368421% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.578947368421%,36.742105263158% {cursor:url(data:image/png;base64,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) 1 1, auto;}
36.842105263158%,42.005263157895% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.105263157895%,47.268421052632% {cursor:url(data:image/png;base64,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) 1 1, auto;}
47.368421052632%,52.531578947368% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur250862 3.1666666666667s linear infinite forwards;
}
