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66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur29908 1.5s linear infinite forwards;
}
