@keyframes rwdcur101320 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 1, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 1, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 1, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwklEQVRYhe2XwWvTUBzHPy9r0yztytptuBYdHuaopcgUTyLDDRFEdhAZKije5lk8eFwUd/fixX9BBWWCFx0edhDxuHkQ0TEHc0zmNro0adLEQ7qSdSskWd3JL4SX/N7v/fJ93+9L8iKICA0kvMPWohapF4h685SqqkOAfOgEgBiguKb5AEjXrw+HgOY1igHnqNVupRWlACiHRgBvtikHrgmQVNedAFJaRDWjEuh2YQwg5roXOYANoQhoXiObMCwg7wJUq4UuVR0kog1hFdiR/8pOQICU9K5VLYKiUQh0OzDiDwpdHyOiDYEJaF4j61AScBTArfd1wFAnRLIhjAISTfLvoG7DOBFsCJMs48k8sl9nHC4QwYZABLQ6ARMKEhzfLyeqDUEVkADVgcv+4JbvPKoNQRNjQNr1yf8LmAM+AE49FsWGoARk21v5QzawCHZFiDdnEom7G6nUqxkhbJOGDQN466U9BLR6a8F5HViG2T4hrj933fEnpvlsply+eqyz8+a7eHxuA6Q0jGpQ1gJOLqhUdrmjw96G8WKtNo/r2v7OPl3/1Ad35hOJs0XLGsVxWtUJD43GBmQXHsGpxzDcYkxaC1g/sAXNULq61P5icaBFt90ivgdBLYgBVYD7oKYgJcvyRDqZHJyCz4D+EDZ8+dWgBII+BQ1TZVBlRSlYpnnD3dy8lMxmS9bel0/b3wMNSUUuN+1a1vtKuZxfX1pSJCHepk6ceNpcVwtYOJAF/mK/Hef1j1ptchDYNAyWDUM6Issvm4YEfgxCbyCyq6sf8z09LwygBvT09s5mVlZmm9LavggbSICeMYyvceAPkLesb+z+LKD9SwXWwRFC9FeEcH5Kkm1BPmwNP0IrkAW2ZTmbzGTunbRtvWLbt40QMz4wgS9gn87lprcWFr4rQLxUWpTW1gJ73hZM+YhPHuC37D8A/gL0PsJu8M/aMAAAAABJRU5ErkJggg==) 15 1, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 1, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 1, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
}
div.testarea{
animation:rwdcur101320 0.58333333333333s linear infinite forwards;
}
