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26.315789473684%,27.09298245614% {cursor:url(data:image/png;base64,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) 2 2, auto;}
27.19298245614%,44.636842105263% {cursor:url(data:image/png;base64,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) 2 2, auto;}
44.736842105263%,45.514035087719% {cursor:url(data:image/png;base64,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) 2 2, auto;}
45.614035087719%,63.057894736842% {cursor:url(data:image/png;base64,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) 2 2, auto;}
63.157894736842%,63.935087719298% {cursor:url(data:image/png;base64,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) 2 2, auto;}
64.035087719298%,99.022807017544% {cursor:url(data:image/png;base64,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) 2 2, auto;}
99.122807017544%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur123386 11.4s linear infinite forwards;
}
