@keyframes rwdcur101404 {
0%,89.45223880597%,100% {cursor:url(data:image/png;base64,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) 26 0, auto;}
89.55223880597%,90.944776119403% {cursor:url(data:image/png;base64,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) 26 0, auto;}
91.044776119403%,92.437313432836% {cursor:url(data:image/png;base64,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) 26 0, auto;}
92.537313432836%,93.929850746269% {cursor:url(data:image/png;base64,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) 26 0, auto;}
94.029850746269%,95.422388059702% {cursor:url(data:image/png;base64,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) 26 0, auto;}
95.522388059701%,96.914925373134% {cursor:url(data:image/png;base64,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) 26 0, auto;}
97.014925373134%,98.407462686567% {cursor:url(data:image/png;base64,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) 26 0, auto;}
98.507462686567%,99.9% {cursor:url(data:image/png;base64,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) 26 0, auto;}
}
div.testarea{
animation:rwdcur101404 5.5833333333333s linear infinite forwards;
}
