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0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEjUlEQVRYhcWXb0yVVRjAf29jpG4x5gTHny6XSwgbmQlXrsgXDLstUGn5QYOWpTS2ZsbaSJ2trLUUmMgYG2tjbH2wCc4cVFA3EL8IQl6DLd2l8HLvDSruHLOk22TW6QO8p/e973svf+by2RjnPOc55/md5zzPec8FQCwID0FihBBiML8NFQRAURTlfwNQGwWX9/MwQGIURVHUKBRc3o/vgwEdiBai1l4lAI5c+4Rae5VcxKS/ZPBHwhXW97eRtD2T9QnrGcxvU6Mhau1VIi8xi5aZHqw2C3mJWUTqq/ZLAZCk4VFIzrUSm7CGwaOdFAwfID0jbambAqA1uxp3cAyIHhFDBACSc62yXXCqjPq0Q0zc8hsctGZXRwSo9DSSl5jF4c2vEC0aEkBRFKVg+ACDRZ8CMHndi/ebHwDY8+TzOojW7GoKUxwUpjgkRDSgvMSsiBC6CKgQ7tPfSt3A8S4e3bSW8ooK00hoRQukRuHK1BCFKQ7yErMADBCGI1AhLpw7D4C9egf+fk9Ep5guq5fgn1MRxwwAtfYq0Vd6hhp/s4QA+OzsWWr8zaTboidjeBS0YrVZDLgxppZAekYaE34/9WmHAKjxN9NXeiaq85VIRAAtBECg4rxuzCys0UK9IgCAvtIzZManLnvhBwYwHZphOjQj+76JANNpi+seCIDPG6DsSJFON/tSkcHOTFdR9ZGadCsHAHjsjWdlO9R5lbnEdQab2OBt1pRt1en++nKI1TsdkB19/fAyFC0zPbiDY6altKZsK7HB24s610Ls6H5b9n3eAL0lDaApRS2AsNosBsc3B0Yo3lJIzN8KxVsKDRHwJazSjd8cGCHUeVWOtztP8tOdSSo9jVKnvQ9MP0b7NhTjDo7R7jwpdd+33TTdZaTx4Q9HZbvS04jPG8Bf3mGYZwqgFevmbN58+VUA+T/auHXz/KHnv7eJrqZL7HUdw+cN6B4sWomahNPOeLp2NrD78DPA72Swkbkwm7mRSYrytxMbvE0GG8E1QlfTJTkfl3xzmH4xFq2Cva5jSjsndZNL92zR2Xx14TvDHIAmZ8uyX9rCarOI3pIG4S/vkM8qZ65DjJ64KGYGx8X90D3RX/yx/Lsfuifuh+6JmcFxMXrionDmOgxOa+1Vwl/eIXpLGoTVZhFoomH2VJLVkBmfyuue0zyRYmF8KkD97qMA5LxTIo1v1HXLdk3XKWnruj6kqM73bSiWleDzBnR+tUcgwoFU56rc6ekhaVUcNzQ2q/uvGHawMEeoEBFEAEp4Dsjd1/3WrnP+3N21JCXHRXSq2twKgwi3sdos+LwB04sIbegBxqcCjE8FyPDMsis5B4AvftHuH51uV3IOGZ5ZOQ+g758Rzv3YR2Z8qrzktN8IbQQUnzcg3GvHcAfHOLjuBZntt369i23h3F8b/Zm4TY8D8MdC+y1Ne0ddN5UlT8lFv363Q60KAag5AAvHHfUXTLtzvvyyt81fLp9fc/Gi3SnHI/U9A/+9IdWSjCTL+u3nzHUINS/UTDfTLWfNRS8irRyPOYgj4WkAhqZHcDFkqluO/AsbhiSFLEJ89QAAAABJRU5ErkJggg==) 0 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur241107 1s linear infinite forwards;
}
