@keyframes rwdcur21054 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABv0lEQVRYhe2VYXHtIBCFPzIVUAk4KBKQgIRIqAQkVAISIgEJWweR8BzQH4GwSdObdO689+NNzsydS8iy5+xZIHDjxo0bN/5LjBRGypXQ4a+JsFXICV7WUdwFR8xTAjyQq4j0c65hJfdQxrAs9AeCfoMZ5I/rzw+cGBo5GUycFtW5inlChHuVJYdVIg6EDFDVzotyMohzmDRddyKq5L7Hm7QUJMFRYjjcFwOAE6EuBgvuQ3rEIxGVuIwBCQ5Girw7SgoQe1jLJ64WqvJtT0GmW9aeUe3Q6mMnNnHizVkkONyH8CnzpiB5X/aDE1nyq6LMWklV6ERWIRLqwlfpguatCSUGPmXGTbIZNzH43ZpRjRPqeOjqEoaRIqEK8pXMBqD2tmFeRJg4fRNU7d4i0l2eOTnrI6UFi9u50ZCXRFh6pe25jaMibvP13eObMGG0fetm1eReJdX/lm73Pm6uv4S5dtu19tjd/FxJsiLRhJ7eAr1W3YwvXEHC4CkbazU8vSo9l2v86VX8G8xsyfLBO3893TUBfncRZQz5oKqMWc/5RVxrgaVXbH+IGQFb25TU/AP74ewYniFWQi3s2c/4jX+NL7Jvw7pFFQwbAAAAAElFTkSuQmCC) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur21054 2s linear infinite forwards;
}