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2.1739130434783%,4.2478260869565% {cursor:url(data:image/png;base64,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) 9 1, auto;}
4.3478260869565%,6.4217391304348% {cursor:url(data:image/png;base64,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) 9 1, auto;}
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13.04347826087%,17.291304347826% {cursor:url(data:image/png;base64,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) 9 1, auto;}
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21.739130434783%,25.986956521739% {cursor:url(data:image/png;base64,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) 9 1, auto;}
26.086956521739%,30.334782608696% {cursor:url(data:image/png;base64,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) 9 1, auto;}
30.434782608696%,34.682608695652% {cursor:url(data:image/png;base64,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) 9 1, auto;}
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54.347826086957%,60.769565217391% {cursor:url(data:image/png;base64,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) 9 1, auto;}
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73.913043478261%,80.334782608696% {cursor:url(data:image/png;base64,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) 9 1, auto;}
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}
div.testarea{
animation:rwdcur250421 0.76666666666667s linear infinite forwards;
}
