@keyframes rwdcur82614 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6UlEQVRYhe1Wv2vCQBh9Vzp1cek/4J5AwDHdk0Eo2bI4OzkKnVp0KuiWyf/ASSkoxK2DGQUh2f0HOpduX4dLLj+U5L7UTu2DkLvcy73vvnvJfcA//jpE2xc9gKrP1i3mu20rPLBt2X+LsH6UbUQRcYNgkT2AMuE4ivD8kY9N74Ej2mVBW3xl2zQBaCKzUHf9nniDMDuIxnR5AFlp+4UXt9ZW3PDmlKDABxHJq9DmigMaX8Eq8IFuD6I/VuJKRQjQZibvMgC2AWszQIFP7mJ5PtDtXeZvZuQYPBPqbcHpoJpilAa0nctsnA6gzQzYzjm6+XxNBAp8tSIxWkoxAKI/hmMA4dAv8d3FErtEfyu0idVArjU3yzQqiNQDmTF/Mq8WsWqsatozVA2rsxWNBMcAhbHUd82cHr7OyuJPeTaK/KYg2KdhGBNcU2BaTb+Rj3HQ6k8IAKZt4wh5AprpCdkG2hlwTaFWOOxIwUFBeNixS5xsG5rANmE28frhocTx9nsVaAYdE2plYJdAXCrBLuEukXfdwoRlQgvnK8+QPbcgfaGL1ia8Ftg1oYXc9XEUAZU+ty5k/weKwirVab8N2AVEkxm5VTE3A/Rp5J1d6nin8AwJCIwgOCakr+N7IynlXK8qLgZQ837dWC2+ARrTyr+RM8x5AAAAAElFTkSuQmCC) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB8UlEQVRYhe2XLU8DQRCGnyOIBoNFgm+TEoIqvg2p6KFOgEaRkBACKAIKQkhIUAgcoo4KBHUIThKa9ASOf0GKWsR174O23MxSB2+yuf2Ym3dmOjO3hX/8dXi/ebkFJrvuOOibcSVugVkG7Gi/7Y4YJMGsC/nycF6p1QBYv12FxTPgSqtOFzJLbokB+mEIwLGjbrEBk8jHEKv0iwxwIBc7VigoIR8MBgCUSiV1FaiS0D9qAbDRDJM9cx3wGZNruYGCMhzx/v2F87tLzMPFWHnzcGHsOAsWRCUpikA/DHkF/CAYOfN22pillYlGFUHUiF6BznB+sLkHkBDap9fch/eXdAghSsJOZm2uA1hayStp7jvpFgvxrcUKjJheGQLUy3kDutF4IxqH+Uh0oyk0onoZ89iP+RuVVDwxwpLftJN5Vr7ICPXH6LFvaFQ8ToDTnZSUcnqmgdPnGOLe0AN65LukFuIINCpe4uH2fEy4lSHenq/lZOzPUAR1ElrF92trORn/+Tkx1EKShKIIdCM8X3jbmYvi573QOVUSVhn13MLuV4nzQgrnJJwWVDXjg6mSZr29jmXXPeThB4c+kCVOQh2GE2WLoL7BFCWjxnvQR8B8lNNFd5jx9cweEQaFEZokNIPeU6HQUEb8B0UTrnFKPcHZj/gCOxC4ZoVfJ+AAAAAASUVORK5CYII=) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur82614 0.8s linear infinite forwards;
}
