@keyframes rwdcur214929 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2UlEQVRYheWWzStEURjGf0RMBo0iKZFMslBjwUwUkpQslMhK2VjZ+xus7KwskBQlWVGy8JHysaApH8ViyEIWhJGRci30Xu51P9zrakye3Tmde+55fud93nvT8prrFQx0v76bZjTvtTJ+Y1N/OKSaiu8cWBpRD1A6MgxAdmUZAKc9Qwo4J+EPh5SH7X11nBupVawOke5k8++8fGtzk+mnK6afrgBoWprSENFLJSDOE2fnAATnxwB3JPp9xURf4kRf4rZrPasBQd95E6U1K6DOH80uWh9AnIlTce6WxEUsBlUBzVx+WyOAYS14noKZmla6xkfVsT8SIr59YLr+y4mkL+hJfEoHYEzCHw4p+W2NBLrb1bnbhRXuVrdM4+hpCgAyS4osx3qZ3qdbEkaRs+oDnteAXefTy3bxT2oCIDtYriGSOI1p1nleA071bVxOSYjz3KY6AB429t6fS1kCIjsShw29gL1zUdIJOI6h3bdD5KuqAD4ImCnpBH7836fPedFgHwDX43OA+d2Lkk7AdSsW5+JYJM4Hql8BWHvOUQBOLh7/Zgoc14BZhxPJnXfUFyoALbUFAEwsXwJfSaQuAZFdlQuJsmIfAJPHWs+pR8Ct9KmRtPw/AnolncAbNBvg7uzErfkAAAAASUVORK5CYII=) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur214929 0.66666666666667s linear infinite forwards;
}
