@keyframes rwdcur123395 {
0%,26.215789473684%,100% {cursor:url(data:image/png;base64,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) 29 2, auto;}
26.315789473684%,27.09298245614% {cursor:url(data:image/png;base64,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) 29 2, auto;}
27.19298245614%,44.636842105263% {cursor:url(data:image/png;base64,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) 29 2, auto;}
44.736842105263%,45.514035087719% {cursor:url(data:image/png;base64,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) 29 2, auto;}
45.614035087719%,63.057894736842% {cursor:url(data:image/png;base64,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) 29 2, auto;}
63.157894736842%,63.935087719298% {cursor:url(data:image/png;base64,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) 29 2, auto;}
64.035087719298%,99.022807017544% {cursor:url(data:image/png;base64,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) 29 2, auto;}
99.122807017544%,99.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
}
div.testarea{
animation:rwdcur123395 11.4s linear infinite forwards;
}
