@keyframes rwdcur38705 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 12, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
30%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABu0lEQVRYhe3WsW4TQRQF0GPLcowLhBBCSRQa/oCfAL6DlsoFXdKld0XLd4T8RIr0CBGEKSIUuQgJirIUM4bd9To7O0mEkHylp9FaT+9ev7nzZlhjjX+M3j3WLuK6EddrXNWT+hlFCwxjDFbmbR2wdQCXeIqHGN1GQGrRYrJfmLx9Fb5C/gm28aienyogtWgx2Q+dn34oePCynH+MzbqIFAGpRat5n/ohqvlHdRFtAlKLzhL+yAI7eIIxBl1N2IzojeluOFSTNz2eX4f4eRhyZq/hHR7HGKPfJmCjrWjdG5X8KvleE0HbHBgKbj/5sxXvP1bIidvDkjAsBO3hF87wDZ/jOm8TMBCO2jaOy0WXvEFTy+vk3/Elrme4WDVIFrjCOU7xYrrbO2rJr+NGctJH8Ug4OrPo/NYtSCHvIoDykWzyQem3VPIuAopMw91InipgeRiRZbim4ncziDLJSevAEJd3YbgmpHbgWcuEyyInrQMrh9FtyVMF8HcObAq3H+FigXkueRcBdRE7wo0GP/A1h5zVb7omXEQCwoielwSc5pCT9yoeCXf5OH6fx+hMniuA0LnFCWp8bq/x3+A36EMVD7w6cq8AAAAASUVORK5CYII=) 15 12, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
}
div.testarea{
animation:rwdcur38705 1s linear infinite forwards;
}