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3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
83.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
86.666666666667%,89.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
90%,93.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur130487 1s linear infinite forwards;
}
