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71.428571428571%,74.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
75%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 17, auto;}
78.571428571429%,82.042857142857% {cursor:url(data:image/png;base64,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) 15 17, auto;}
82.142857142857%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 17, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
}
div.testarea{
animation:rwdcur107155 2.3333333333333s linear infinite forwards;
}
