@keyframes rwdcur147038 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA9UlEQVRYhe2UMW7CQBBFH5AySskJqDhEuvQ5RS7ge9BxAjpaLkCJRItoIgUpTeTO2rQRnwZLy5oFD44dRexrrFmNPG93ZhcS907PlC33BrwADpjRe1q24BQt/orcN3JCTs8/hZAbNv1t35A7Bh7L4H3QBxh1IpAVuYAPYF+ufcEK+GwqUAcByopcLOZitxHbtZhO1EXxUsCL3IMvFs1rTcCLj605WQ/WrmIZwlAiunurRJ1ilaJekVDGhOUEKo+WJ2F70Iz4Owy/YV6rEudi0bAFt8pcOgmg/iBab0Gs57EB/TXOHXVn19DCnxX2SRKJRCLxvzgAZDRwdcEnlf0AAAAASUVORK5CYII=) 8 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA8klEQVRYhe2VPW4CMRCFv42oEQVwFqSkzBGinIJuD0JHkzoVUq5FSFKspkXoUbBIxrsGTIyjSP6k1Wr9M+95PKOFQuFfIBv5Q3WzUYrQDxeEx8jWwDeylxSCcchekWkiE7Ln/AYAlgvxOFObcv/JQkjIN3GTofM1EBYGqOpm05mMLc5bDBxNBE+fqkP84Ceijsiv6iEmA5U/4JjozKXEPaH/9tfd1UTfd/aWdEVdIx2uLcTYLgjdeahAk9GX6mxtGMOfCbfyNuXjXchWyOa5xZ+Q7Tj8OYVsi2x8adsgoYUG+ARGwBfwRjX8SRi/UCgU7sMepEZ8lu7MjPIAAAAASUVORK5CYII=) 8 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur147038 2.6666666666667s linear infinite forwards;
}
