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22.916666666667%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRElEQVRogdVZ30tcRxT+VkpYwv4QZRd3RXdhFzQlP2wCEUubKiFpIC+loQ99KCF9T+ODNOQvCJU+FEval5JSCrZQEvpQQRPNShu6uMQ1JgEreIlG2CsGjdcNYbEh04fNmZ07e3/OCo0fLLtz7py53zfnzJzZewPDvb+y0sITAMA3218GsMfQROQ/7X0fg5Fh9j/z8Y0moEr+l5m/AGBPisBgZJgNRobZDyen2ONrr9ibLqI1EmetkTgzGQYjw+zxtVdvvIjWSJwdzPSwg5memggy7gUR2fZulm3vNgsAamHZDRG6pjFd05ibzQ9okrPt3awuheROjYjQNY2xly8Ye/mCE7ayeSVNH0obeebfsnKcjI0CV4BLV4cwdTOHS1eHgCtgP+NrAMDG9rqpXhCpHcNAWyrB7W2pBHRNY7JtpVhk+6JRAEAikzGNJZJLxJKuIi0FWIlIHujEZwtDVTvASIhIcG2lfhyRPGFfNMrtuqaxRCYTIOJeSNsKeD2zjAYhEckDnfggkgJ6U8AMSAQXsraioy2VsCRrhZpgHUB11r0S15+WTBnQJHfY2F4P6E9LvD0ZGwVVa0KlUkGlUsGjubwlcSImQ7aT76O5PB/TD3nAIYVETMZGgZnq7z/C100EZIJE6smDf+rG6TzcbepnNU6lUkEwGPRCCwBge3izCivNUDAYxO1bN0w3XlvRsWMYoMUZmitBxvN3quNRP9n/1OlzpnuIsJp9wCEC8nqwGphSYscwcPaTz7k9/9W3lmOG5krou3yRt8d+u84FE4LBIE8nupcdecAhAkAtCnazYgUi33f5okmI2BZF2EG8p5OAukUsQlzQfvJyN+Bl9gEXAUBVxLPypm8CchrZpZUTnpU3HckDHgT4hVt6eEkfP3AV4KfIEIik3bdXJGJJWB7aBLj+B/Yi4OHi3wCA3FIZX5z90JXYyNgEBrJhAMChrncd+za8BtyIEHkAGMiGMTI24epD5IGqeDcfJ3jaRr0QkSFHw29/EcrbqBOIzJGe46Zv8frI2AT/yORlPydxTlCKgEhIJg4A8/cLtmM69beLwq5HQJyt+fsFtIRCKNy7h5ZQCC2hkCVJIi/3FcWqRKHhOsAeVk+dZ/r7uc0uAmQX+5K/KjwfJaxAN7/z/Xfclrt7x/GG4nXycxLhto16+j/gBaIIEc9/n0Xoo2Oe+qpAKYWo+AQOdZvspvaP0wBQI/+67eTnVtSs4BoB+X8BIbdUxkA2XEeG40K/iTQu9Jsuy365pXLdEG7pA3g4SgDettNGoLJ9Ejy/D2ikKttBtfqK8PVCw8uzm0aODECVOFD/8MwOSm9kVB9COcEvcUJDr5Tks7ofQXJ98Uuc0FAd2B/cj2i42ZaUE0SxRnkLG9tqHJSPEh3xNBPJG+UtJGJJFKfHoW/qSMSSdR99U0dxehyJWBJGeYv7RsPN6IinlR6970olNspbPBKJw0cAAMXFWcu+dD0abjb5qUIpAh3xNNNKWh1JO9IyrPy0kqYUBaWF0xFPs0J+ireP953E3fGbvE2zbAX9wTz//d6ZjyGPAwCr68ueeSmnED3XpCMAPSLcMQwTSSuIjxMX/g01VM2VBKyuLwc6k2+zn/6c4bZTp8+huDiLjZVlV//WVBpHu2on1NxSGedP9PJ14QfKEVhdXw6cP9HLAEAraZxQayrteQytpCGTzKhSALAL22ghP4WNlWW+MN0iQNcpWoX8FN+J/M4+0EAlluvA7Vs3ANRSyQ5Hu46Z+hKM8pavxUtQ3oWc9m8iaAWRtAwVEcoCxHYjxUhOG78C/gPWPiJ5tyqfzgAAAABJRU5ErkJggg==) 0 0, auto;}
31.25%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFZUlEQVRogdWZ70scRxjHvycSJOTuhOMO74LewV3RFBNFqWJpbA5NWvBNMfRFfRPS923yIqT4F4RKXqQpeVcsjWAKpdIXEUzrcaKl4oEXTQJW6hKNcFtOzri3JRw2ZPrinHV3dvbXnE2bDxw6s/Pj+8w8M8/srG+s93tSWHsGALhVvu7DG0YdFf9J71lcDYyR/1iPK0KBCAkFIgQA6oCq+HtLCwDwvzciFIiQaDiGaDiGUCBC6m+Vr/uwVBXd/k43BobTwCjIG+dOVwNj5OmdV+SbgQx5eucVqWUmZEkisiQRpzwvULdJnWwjqZNtmgsZ4Bmh9ze34snLF4S8fKEJ5uV5ER0KREh7spO0JztN4uv1FSZwExgFrty4hsxUFlduXANGgdnwJABolUrlosG9qKh9RUFTPKrlN8WjkCWJsHlb+Tw5FgwCAKLJpKEtvbhoOGYyqqGhAVAP0/VsgdnwpJ0RFEIN0Qv8c8vUn8EgyrFgUMuXJYlEk0kfFc4TbYfBgIORJU5G6DohVeEymuJRrlgehwbLAA53FjfIOwWDB9RZFZwNT+Kr0ZsYGE4jM5VF7FQLBndGDGWePFzkCqfCWNh8WvfJw0VX4nlwt0r9iAzujCB2qgXvB+IAgHtLC7jvHwcA/LGVNwmkxjx79Lup3ZYzbaZylLfiXQAOfNwCdvQBzhpgmQ1PYnBtBOiNG/IX5qdN4vcVRVsHQx9/amrrl59/BACtnN6IhflpnO0fQqVSsTWChWsAXQt0FmbDk8BS9dl9/7jWAXWJfUUxCV788mtTu30XLhrS0z+Mg+5GQHX0K5UK1wje6AMWLkTRu1KlUtE6cYInntL3xWeO9dm+rMQDNovYrkE7qHhWKE3bGUeh/dB+7bA1oFQu+uSdgqHR14Wb0QdczECpXPQ9V3c9C2BH2s3IszxXd23FAy5dyAtOPu5mDXjB0QAvUZJCRVr9dQs989uVcTzzuzHg8fpvAIDshorPhz5wFHZ7+gHSKT8A4HTru7Zla14DTkKoeABIp/y4Pf3AsQ4VD1SNd6pjh+s44CSEhZ0Nr+X12M2C41HCCjsx9Ll+ZN2UF0HIhdxOeTrl135H2a4eIQP0gjo6e0zPeXluyorMgrALWYkAgNWVHLfc6krO0jhRXB8leHR09mBl4i4AYGXiLlZXcpbiKbSMvp6dUU7bqFAcoFsneWx+afGdbjOk//ppGSc+6jbk2dVj48K/EgdoJ6xYQ/rbOQA4FH+QtqvnFNR4OK4B9uWGkt1QkU75TWI0Lp8ziMblc4bHbL3shgoWp9EHXLgQYB3QnIKTW6yC2JEZANQWla0Qjb56PF3gurl8quXIAFSFA+bbPyuEbqBFb9Hs8CqcUtMVOntW92IQG1+8CqfUFImPNxxH0N9oKcoOvbGKuodSWUyD8PtAcyRB9OIVdQ/RcAz5uRnIuzLoVxT9T96VkZ+bQTQcg6LuaXWD/kY0RxJC3w6O5CykqHvaTETPdAAA8uvL3LL0edDfaKgnitAMNEcSRCpIJpFWoll49aSCJDQLQgunOZIgucWMlu7pG8CvM1Namo4yD/nRqvb/ex8Og21nu7jpSZOwC9GLWXoEoHec+4piEMlDfx+69vcJQ9xojiSIFyOEDNgubvpaYm+T7+aXtLzzFy4iv76M0tamY/1QPIGu1sMTanZDxaX+Xm1deEF4BraLm75L/b0EAKSCpAkKxROu25AKEpKxJAAIL+aat9HcYgalrU1tYTrNAH1OZyu3mBEaeYpwJGbjAP14QV3Jiq7WbkNZit4AL2tAeBeym3IqkMd55iOHHkXd87wLCRugT9cSjFjXeS0GsPACEE+I23Je+AciZOsL/zTjfAAAAABJRU5ErkJggg==) 0 0, auto;}
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77.083333333333%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur240900 2.4s linear infinite forwards;
}
