@keyframes rwdcur202789 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFVUlEQVRYhe2XTWxUVRSAv3vfm/dm3vww/Z0WitgGEIpUWv4MVCMSTARBCUY2Jm7YmJiAYeGCuNGYGF2IiYaFxiohBo1RYwILCJgIGmxAaEUQWoqFlhkGmJbSdqYzb9518WboUGcoPzFsOMnJ+0nuPd8595x77oUHLOIex8kS/53/E0AWKBPenQLjzoTv+wYoNOwFzxy0mqcJLFpJeesiABKHjzJ89ADZ2C+Q+RtI3SnIZAB5wwZ4mvC3vsnct1+pmvEYz64M8uRsA4AjZ9Ps3z9E4mIXnH7nW0YOfwSZTiA9GcTtACSgA15E2Us0ff4VtQ1sXD+T5nqdRFbiOO68aUeQSWW5fMXh+5+6IdoDnZteQw38mIuGXQpCm8RzE1m+gaVtX2JptCxvpnG2gWFKso7iZExx6YaiNwHDtuCRiI4jQkSjF6D2xfVc2ncWlTwDZHPzqmKGSgEYYLSwsK0NE6iZydQGD46CG2kwNYGhC7quQu+goifhBnNqgwdqZoJXwKK2NjBa3LmK2yr2M++9RWTlVqwMDNhwTpJICjJKkHYgrWCKV3J5VBBPKhypAEHYp1E9tQ78XrBsiKzcCljcWjWTAuhgNNG8eR2ZICRMSJznt/YOdp7IEr+hsB2B3xQkM4LMyCjTA+CoXKxNCXEL0gFo3rwOjCZ3zrsB8NevIhiCpA/SBoxmoWuYZG8Hu3/t51hUYekC0yPAo1Nf7kEIQXxIEf9jAC6MumODIfDXryoFMDEJ85lvMmvDNqqfqaNfAArCIVAGJICLVzjf0UfH8DSSXf2UB8rI+gSHTihO7T0HF3oBD8ggRIKQjulcObab8Wq4mYwTyzC32RDg5R+6kMtCpE1Cj3qprNIIBCS6gJGkoj+ukCNucqdNjVQ0CrGLIHUYGAPNAlEGMyyQR4b4bv0sYJjxTQpy3hYTiaYjplZS65NUlIFhQSTg4DMFiUFJX0whw24AU7FhsBNgecGW4M1CSoMpXrB8kNFLLXdJAIi1d0fmrWkJCghbUOZXaFJw5LSg/59zYAWYVRuhq+caK1orqAs/Qd81SAyCPebGNmXDiKaIHWjvLmWmdFc7f/BoVVBQEwafAcKBfZ3QfzkOFWU81RLh+UbAL/j5XBZdgwXTYcV8WDwHptVAXSVUBQWcP3iUEjthMQB37452HioPwZSgwu9THOyGEcYgHKaxoZwXGhVVQaisKiPgk+zpckikQDfB8kN12B1bHgKinYco0RMmVoHIqYaTHrpiW4sWLmutiw4JhgToAR2vT+O5uYJpYTA8inhGYpuCjAM9gyB0QcgC3QOGLti/64MjmTN7dgBDjDcnVQpA5QAk4Nh9x5JLX31r7Zh00AKSKUFBOCRYXg+WCZoOWU0waIPlFXh9ghRwPQOmVPh9gt/fX/sudqoDN/szjPeFmx4XWxYdd/sMm9MXbN7yzfEt8YxbxEKHJdMUWhYMTTBqO+zvEUgTNAWWEOhAtQe2b2zePnbxxMfAIDBKka5Yqh3ruA0kAFRaDc2vv7f32BtJKchqUOsHKcfDF0spLt8QhAwwFPgcxbbVCz8Z7Tm+A7iKW//pHMAtUqod58UBspmB2PGDuz7tjfuDkdWti2tCFvhM8BpgGlBuCSq8UGbAZ1/sOPH1ptUfjkV7dgLXgZGC0P+nHd/JgcTAXQ4LqA7NnrcmPL9pZuWSJXUVjY+HAa6dOjl4tb29b/DPzu6hs3/tAeK4IR8t8LxoGd7JkUwnfzJyYfLPwubi5IykcZMt/7RvZ/xOAPIQhSCFWih2Eb3vQ2kxkInH87w4RXRSuZeLiSzyXmjsri8nD+WhPFD5FyLo42KXAVeDAAAAAElFTkSuQmCC) 15 12, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 12, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 12, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 12, auto;}
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}
div.testarea{
animation:rwdcur202789 1s linear infinite forwards;
}
