@keyframes rwdcur62747 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 16 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
11.25%,13.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
13.75%,16.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
16.25%,18.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
18.75%,21.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
21.25%,23.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
23.75%,26.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
36.25%,38.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
38.75%,41.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
41.25%,43.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
53.75%,56.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
56.25%,58.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0klEQVRYhdWVMW7CMBSGP6pWatkgEhNdywKqRGbu0ANk4QochCuwILF24AbMVKo6wYTEhgLd0kod6ICcPozj2KZVxb84ceL3f7afnyFQg8FgDzCZTPby3VdXoQC/pUroQNOMh8Ohd7zrUACAXq+XP89ms6AY/74FlwmQJMkeYLVaIVvV/6cASZLs4zgGIMuyozaOY28ILwBlrgyr1epRm2WZN4QzgDRXhgDT6TR/bjab3hBeK1Cv131+d9JlnYLdbnfS1263rd/LdFYlXK/X5wwHPO+CokRUUv3z+ZzxeOwU2/vy0I+ilK95EICE0OVrHgwA2M54BeDx6eef1+din1IAGUgEtKmixtzcwdeHHcIKIAMpqYBlMo0xQRQCSPPObR+At8+Rk/lmCY2H474iCGMd0M2jKAKgs7WDbJaHVjdX/bX70zHWQiTNF4sFrVarEMRkrveZts9Yim1ZC5CmKVEU5VujpJs3Hk5XwwnAVQpC7vlmac6BIjndBXL55bOUvtzqXakIyArw8j6iS7/QfLvd5nmgG5sS0ZSETnWgWzvsdZqmOYAyd50pHJJQzy/nSijrAbjXBGkOAQAKQla2EJlmDx6nwLUE+451AiirC+fE+AZNt+P8gxoAEQAAAABJRU5ErkJggg==) 16 0, auto;}
58.75%,61.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
61.25%,63.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
63.75%,66.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
72.5%,76.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
76.25%,78.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
78.75%,81.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
81.25%,83.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
83.75%,86.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
86.25%,88.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
88.75%,91.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
91.25%,93.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
93.75%,97.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
}
div.testarea{
animation:rwdcur62747 6.6666666666667s linear infinite forwards;
}
