@keyframes rwdcur233689 {
0%,95.138095238095%,100% {cursor:url(data:image/png;base64,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) 31 24, auto;}
95.238095238095%,96.090476190476% {cursor:url(data:image/png;base64,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) 31 24, auto;}
96.190476190476%,97.042857142857% {cursor:url(data:image/png;base64,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) 31 24, auto;}
97.142857142857%,97.995238095238% {cursor:url(data:image/png;base64,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) 31 24, auto;}
98.095238095238%,98.947619047619% {cursor:url(data:image/png;base64,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) 31 24, auto;}
99.047619047619%,99.9% {cursor:url(data:image/png;base64,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) 31 24, auto;}
}
div.testarea{
animation:rwdcur233689 1.75s linear infinite forwards;
}