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0%,5.1631578947368%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
5.2631578947368%,10.426315789474% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10.526315789474%,15.689473684211% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15.789473684211%,20.952631578947% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.052631578947%,26.215789473684% {cursor:url(data:image/png;base64,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) 16 16, auto;}
26.315789473684%,31.478947368421% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.578947368421%,36.742105263158% {cursor:url(data:image/png;base64,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) 16 16, auto;}
36.842105263158%,42.005263157895% {cursor:url(data:image/png;base64,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) 16 16, auto;}
42.105263157895%,47.268421052632% {cursor:url(data:image/png;base64,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) 16 16, auto;}
47.368421052632%,52.531578947368% {cursor:url(data:image/png;base64,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) 16 16, auto;}
52.631578947368%,57.794736842105% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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63.157894736842%,68.321052631579% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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div.testarea{
animation:rwdcur149807 1.9s linear infinite forwards;
}
