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72.115384615385%,72.976923076923% {cursor:url(data:image/png;base64,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) 2 2, auto;}
73.076923076923%,73.938461538462% {cursor:url(data:image/png;base64,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) 2 2, auto;}
74.038461538462%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,75.861538461538% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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82.692307692308%,83.553846153846% {cursor:url(data:image/png;base64,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) 2 2, auto;}
83.653846153846%,84.515384615385% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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86.538461538462%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,88.361538461538% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur15784 6.9333333333333s linear infinite forwards;
}
