@keyframes rwdcur90712 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIklEQVRYhb3WX2hbVRzA8e+9SZr0T2rTzK5zWRGUCXEIKypTxhQmotvDJijCpfg4HLgX/6A++GcgyB58cQ+6F+sfqE8yES34d3OwDe2aiXPFYa1p090kbdrbpMnNvTc39+dD1m5zf1hSk9/TuT/Oub8P55x77lESB7QuQANGBg+PFGlxqJeKHwGGW118BTCq+gB4+rdXtMdbDhg8PDLbFq09+MMcNU5qPS0FAHid0NYOzjwd1iLnRNfWtRTgU4HeWiJ7gphTYkx0baBlAFUBxwedveBZkD7FncAvomtbWgYAcDpB9cHiGShm6AdOiq7taDrAdwlQUSC8vtZOfQfi0Q18L7q2t6kAVb2cKAUg1AnWRcidF0zTagOOiq7taxrAcS8nXIHOvlpb/0GhmHcoLBcBjoiuHWwKoOxenTQ86Lm9tiHNc2Eyc/MsFZYB3hRdOyK6pl77qjUAVjbhSngCvgiofjDGFdqddWSycxj5AsA+4AvRtbamAQAWbeiL1drLv3ahiEJ2bp7pWR0R2Qv8KLrW/b8A/NcBiIAdhFAYbF3BP9cPQNkqM53ScSqV7dQ+0/41A9QbrKhRhvUba+2d/QXEDgBg2RbJmVkKxdIWagfW5jUB/DfZUkYVIuvh0e57OdS3FQCpqnieh57OkJnLDYjIadG1B5sCAMHwZlYvKgsLSUzDwXUrACzl80yn9F6nUvlZdO2JhgC+GwKEWf1v70Jysuu5d8YB6PhpJ06il9xigtxCkpKZp2gu8890KqRn5r4RXRuqGxC4DkCkynzmDzeV/VWNBO4C4HjhPADVGfCN7cCtZlku/kluIUFuYZZiyVKXi+XPRNdevFWAH65dApEKF2fOWvnSZAggsCAAfPS+BRsg2B6mOGUSSD+W2H6o7yHAuzTUAzzljpFbngE/QMB3RXHXYip5umg56S4FLOBj4HkA1edHPA9/MISiqjhlc/DES+lzj3x+7J5brvifUK8EVCslLvz1rWk7aUuBt4BNQ8PsX+nsVV1KxjwA7d21e5xbsTcff3ZHulFAbQZUqFhL7lTy5JQnpfeAT4eGsQASB7QOI51cHVBxypiFRfw9AxjRh5kMxXjtoLZhTYDsUuGrmdT4J1Uv/+XQ8Op6rsR2gEB7mHL7AObmbWx5Zg8b+3u4DzDtauLVtyWmKMpsw4ANL3y95yZ9iie2vcHBl59URCR27Pds6sNTWSaMGQDikeDg7ng0JSKbGkFc5y9w48jl7fF3RycHJwz7qnw8EuT1XXefWXdb8IF6AXX91ztCvtXio/u3Mrq/djRPGDYdId/99RavG9CM8NfT2bSriXgkODhh2Oz64OxqPh4JYlrVM40A6pqBaLhtz+54lHgkeFXx3fEo0e62pxoB1B0iEsvl7THTdsW0Xcnl7TERiTX6vn8B+JTbJFI+LmwAAAAASUVORK5CYII=) 1 1, auto;}
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81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur90712 2.9333333333333s linear infinite forwards;
}
