@keyframes rwdcur68048 {
0%,4.0095890410959%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
4.1095890410959%,17.708219178082% {cursor:url(data:image/png;base64,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) 16 16, auto;}
17.808219178082%,31.406849315068% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.506849315068%,45.105479452055% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.205479452055%,58.804109589041% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.904109589041%,72.502739726027% {cursor:url(data:image/png;base64,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) 16 16, auto;}
72.602739726027%,86.201369863014% {cursor:url(data:image/png;base64,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) 16 16, auto;}
86.301369863014%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur68048 1.2166666666667s linear infinite forwards;
}
