@keyframes rwdcur255954 {
0%,28.471428571429%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
28.571428571429%,52.280952380952% {cursor:url(data:image/png;base64,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) 2 1, auto;}
52.380952380952%,76.090476190476% {cursor:url(data:image/png;base64,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) 2 1, auto;}
76.190476190476%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur255954 0.7s linear infinite forwards;
}
