@keyframes rwdcur196821 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpklEQVRoge2Z0UtbVxzHP7sLiZBhmqJGaylxTAlDMUEpyyzYlSGjiMgUhT3MsZKHPezRt/0Dexjb6yxjdA62+ZJlUnWTTl2QPOiMpSywKSylm4mJrouzaozJbw83EhlhNPNcTJgfOHC499zzPef3y+/c3+8Gzjnn/82zBs/vAqqAHYN1DOEy8BfwM/omKo73AMm33jNeS8lUo1v+eAPTgHamKyqR14FMR0dH2uPxZIAU0GqEkBFWMQE+i8ViGh0djQ4ODibQPTJigJYhuIB0c3NzJh6P311eXg7W1tYK8Ai4oFrMCA/4APPIyEjC4XBMut3uH7q7u3fQT6WyD+aLwCO73Z5dWVlZFJFWEXk1EAg8QA/mIGUezG8CWZ/P93h3d/d9EakXkUuxWOyLrq6ufWAfuKpSUKU1zMAtq9Wq9fb2/ma1Wmfz13MOh+PboaGhBPoL7ZZCTaV0Ammv15ve3Ny8IyLOvAfqRaR1dXV1tqmpKQvEgDpVoio98A5gHh4ejtfV1d0DDk7c22pvb1/o6en5E6gHhhTqKqEG2LbZbNlIJDIrIq4T1j9u16enp8PowRxGkfFMKiYB3gAuDgwM7NhstqpEIvFhsUEtLS0HHo/nMBwOtwLXge8V6Z8KM7BIIe952vaJCnEVHjgCVoFLJTyTA+4r0K58njFw7g8Ad74/CXxkhIiqIC6GG7iR7/9ilEhZ5yVPg5EemKRg+QWjRFTFgIaeiZbCH+in0alQsQENGKe0XD8HfA68e1pxVT+haqC6oaEhZ7fbD/9tYDKZNCeTSQ14ToWwig3kgDvATbfbvTc2NrZssViiRcZpe3t7zv7+/qvJZNKUf6ZsqAJ+1TRNQqFQSEQ6iyVzU1NTypM5VcfoAfBZLpcjEAg4gZeLjLnm9/uv5Pu3URDAqnkeSLW1tWXW19cDItJysqAJh8P3nE5nFvidMi1oosB3kUjEFAwGX+TEhywR6Zyfn38hGo1qwDdAQqGuUl4D0n19fU+2t7dvHxf1GxsbX3m93n3gCXrpWbaYgQcmk0nm5uZ+FJGXRKTH7/f/hB68CyhOX1TnQofAp0dHR0xMTFwRkRvZbPaV8fHxy/n7H1OGwftP6oHHjY2N2bW1tbmlpaXFmpoaAR6iv/CUYkQyFwe+jsVib83MzDhTqZR5a2sL4Esq6J+aa8C+y+XKuFwuQz+vG4UZCFEo4O9SgbXH2xQ2cPOM1/KfqEYP3PvoHqlILmDAyXPOOecU+BsWdXgcRMV5ygAAAABJRU5ErkJggg==) 24 24, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur196821 0.33333333333333s linear infinite forwards;
}
