@keyframes rwdcur149363 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 11 10, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
72%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD50lEQVRYhe2UXUhbZxiAnxxjjKbGf2tdUlO1Li3rOjC6MdJC7zoKmzCQ4QpdldFu0EG77WKMMtjVYIztQhhstYUxFZUVqRe2sFapYbX+VMXW3/q3GWNjYmJM9CQx59vFOvsznVUru5jPuTrfe77vfd7zvnywzTb/Maq1PmhoUHbr9f7P3O5JazC4SHx8WqtOt+PrI0eSh7ZcoLx85PVIJHCtpaV2x9KSU87I2OkfHLRr9+9/TZ2ff+zd0tIXLm9WIGq1wNmzNfpwWL7V2lq/NDMz8UZWlj5iseQrXV33CpzOiQNu99TnxcVf/tLUdHFmMwLSaoFAYO64wzGc6vE4TtlsVTfD4dCYEIrJZqvyCSHettsHxt3uyU83kxxAvVrA63UUaDSx1NV9252e/tPLNTWXk7xe2SSE+CgUiiQ2NFyXb9yYsG6ZQDjsJT8/j9u3O0d8vnnm5nyAxPnzX30QCPgnPR6/V5KyDVsm4HY7e/v6HPT0tJ+SJN9VIYS8d+++BwZD1onTp0vaysrKv1cUZdX9z8qqM6Ao4menc8xvNhedLC7+0VVZWeGU5UU5KSnZVFExXWgwmN+bnbVf2jIBm63KOT/vPtHRccXict3v6e9XzsXGxvlTU7POREV5ro/e/627rvqLAiFEkxDiw40KrHkRWa0lh6OjY74xGs2W1NQkXC63y24fufDJycOmVwsL3knI2IUUoyWyuFCmTky+uF6BNXtos1XdBAqs1hL92JgqsaWl8neAgzkMTzud7DEaSdDH4w8sHAKev8BjIj7A9/f7vD/w663OO7l3eu8So9EgEI3rTb4ugRX4GPAGQyFLMBSq+6GyqnYjh6w5A/9AEMcgFjoxYcJEHpC6HJ0EXMA4MICK0PMTEGiASgRFNKOmFwg/jL0F5K64qxtoBqpR0fbMuVbkCunMEkZs8FFoRBD39LFrzsAZ0OeBJfZNjaXfKHAcj1DzvkIki3+5RVYgyFHsmIC+x5eXW/Ad7M4BqxoMEhiFSpUbVKleSVCrM7TR0SypVPiFwB2JUK8L0r5P4C+ExYMQzIalTEADxDwUCwMR0A6BrgMSqw/II12NKWBYWPEP3IVru6KizC+lpCCEQKvTEZYk2qamGF5YwC6EPAfNQxi9bjmnKNE2o02zDSAReVRk2qOyNGHQeSAOCPIi9zg3/nTyJwQGYTxGUcymzEwmnU7ap6cZleXuB3BVhkYBrW0Qgj+AUr0D/VEVKYd02C1xzJq0yBm6mUVUxKJB4EfCxU6Xhz3dHsyN4LmwUmeWW1AI2WqoiQOtH+oVuNQGo2u19klqMyFa/Vdd0iQcU9a3f5tt/o/8CQ/2vkZJxA4AAAAAAElFTkSuQmCC) 11 10, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
}
div.testarea{
animation:rwdcur149363 0.83333333333333s linear infinite forwards;
}
