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42.105263157895%,47.268421052632% {cursor:url(data:image/png;base64,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) 8 2, auto;}
47.368421052632%,52.531578947368% {cursor:url(data:image/png;base64,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) 8 2, auto;}
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63.157894736842%,68.321052631579% {cursor:url(data:image/png;base64,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) 8 2, auto;}
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73.684210526316%,78.847368421053% {cursor:url(data:image/png;base64,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) 8 2, auto;}
78.947368421053%,84.110526315789% {cursor:url(data:image/png;base64,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) 8 2, auto;}
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89.473684210526%,94.636842105263% {cursor:url(data:image/png;base64,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) 8 2, auto;}
94.736842105263%,99.9% {cursor:url(data:image/png;base64,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) 8 2, auto;}
}
div.testarea{
animation:rwdcur204644 0.95s linear infinite forwards;
}
