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5.1724137931034%,13.693103448276% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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22.413793103448%,30.934482758621% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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39.655172413793%,48.175862068966% {cursor:url(data:image/png;base64,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) 24 24, auto;}
48.275862068966%,56.796551724138% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.896551724138%,65.41724137931% {cursor:url(data:image/png;base64,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) 24 24, auto;}
65.51724137931%,74.037931034483% {cursor:url(data:image/png;base64,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) 24 24, auto;}
74.137931034483%,82.658620689655% {cursor:url(data:image/png;base64,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) 16 16, auto;}
82.758620689655%,91.279310344828% {cursor:url(data:image/png;base64,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) 24 24, auto;}
91.379310344828%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur163557 1.9333333333333s linear infinite forwards;
}
