@keyframes rwdcur182763 {
0%,19.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE6klEQVRYhe2WW0xUVxSGvzUCUtNAKiaiD42ttcA5Jyq1JnagxnuwWLyAYmutaXp91TSN1joItpUWbeNzE5XWyh1B0GKTtjAIRq1cdGZAggSsRtPKJaL1EuLuQ4fDzDBn1JDYl65kknXWv9b6/7PPnrU3jMEMXdMMXdPG0sM2lmKlVKZSKvM/EwCs8/6evABD12YD8UC8oWszn7gA36Ufy2eQUKCuJURERUWl3Lx5Mxi8D5jm9buAzYEJ0dHR9Pb11Vy82HHfiiMspDqRZZ/tcFTW1tZy/Fh1qNTngUrfwJKlS0l9LZUtWzanAsetCkN+AqVU+vXr19idNx2HIytUqp99un07e/dp3OjtRSm1MlSupQBdSwgDVlQcqQAgff0ARcUlxMXFWzZ7MS6OgsIiMjfcAqCyshIgTUuIt+SxBERkPjCpq+sSXR2LAIg3TpKXl2fmTJkylcmTY83nvLw9aDMbAbjctQzXhfMAsTabbd5jC1BKpQ/7zc3NZry7p8f07Ul2kpKSzOfOzk7Tb25q8u212oonzNC1dUqpuUGwjGGnvKyMp46+BUBNWamZoOsGSinKy8sAKCku5v7RVQCUFhT49npT1xJGEYjIWTF0LQz4Qin1MY84F8LCwtjhcLAqoxeAIyUxfL4rh6GhoUcpB3ggIt8A28w5YOjaEqVUPjA1VOXsxEQcjiymx/3mF+9sX8CunBxaWpotKk27LiKbXG7PzxAwiAxdm6SUOgCs8I0nvzqfhQsXIiKkZ/aH7F5W9AxKKerqanHW1QXCx0XkHZfb8+dwwG/JXW7PDRHZG1h1st7JiZoa7Hb7w94Ou93OiRM1wcgRkW99yUcJAP/d72tnzpzG6XQ+VEB9fT1nTp8Oiiml1gbG/AR4B0aaVy1ZO3eS+9XXREZGAlBZWfFQAdXVVQCMGzeO7JwcvtydS3h4+DCcpmua3/j3E2Cz2V4Gnk3QNIqKS1izrp/lr1/lh0M/AuB2uejpXGJJfqU7hdaWFgAOHMxnVUYvqSuvUVJaRuJLcwBiRUi2FKCUWr3x7U0Uli4lTq834/39IxuvyWfABFpra6vp9/X1mf5zM37h4KFkPvjwo1GfwW85Mte/kbx48WJaz/lvjYrCQtMfHBzk2h+pDAwM+OVER0dzq35EdHl5ORPPveeXk4zizp2/k7du3RZcQHFRYXpRYUE+kBLsDcPDw4mJiWFtRjqDg4N+2IQJE9jhyGL8+Eju3buLs64WZ11tYItfRWSjb2DUhUTT4rGJ7ROl1C4gwhebGBPD7du3uXf3bjB9RESMJyoqihs3/gqEhkQkC6VyXZ62ByEFDJuha/OUUgWM3Hr87IUZM8jOzgEgOzubjovtVq26RWSDy+1pDAaGvJIZumYopS4Ew4pLSs2Neql9AWvWBD/wRER3uT0eK47Qh49Si6ygtra2Eb/d8u1BqQWhKEJfycB3KnYC5n+wquqoCVRXVfmWnQc6LHo8ugBD12KB4eG/X0QSxSaviEgu8OD3s2e50p3C1Z7lnDrVCP8esXtEbHNFZI6I7PfWJhtawkQrHstbsVIqDRgQkfddbo/vDN5m6NpPSqn8pqamad7YZe8RW+t9vg+8a+jaMaXUd4isAL5/rBUQkadFZFYAOQAut8cpNltiY0PD4YaGk4dFbLN8yH3zykVkFhBlxfO//QP/4MjqSwPEZQAAAABJRU5ErkJggg==) 16 16, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur182763 0.5s linear infinite forwards;
}
