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9.2592592592593%,11.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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18.518518518519%,20.27037037037% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.37037037037%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.222222222222%,23.974074074074% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24.074074074074%,25.825925925926% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25.925925925926%,27.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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29.62962962963%,31.381481481481% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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37.037037037037%,38.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.888888888889%,40.640740740741% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.740740740741%,42.492592592593% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.592592592593%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur67478 4.5s linear infinite forwards;
}
