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4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 33 30, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 33 30, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 33 30, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 33 30, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 33 30, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrklEQVR4nO2Yv28bZRjHP+/r16a9BjeRqsqBEJBJowqlBbogGFAGZKGKoUuXMrASZMGIOnRi6Ix0Uv6CssBQCSmqggSIAQmGYLUdGKoMGWihIBXLOizn7l6G95ye7YuSOK8tIZ6PZNn3/njuua/f532ee0EQBEEQBEEQBEEQBEH4f6GmfcPQBAYI9umOmnEUT9MfM82bZVwCPmFUhAj4HPh5ms5MVIDQBFXcA1dzzW8CVygWYCc0QS3X1ga2mnHUnpSPk14Bi8BnwEqurUJxCATAx8CHubb7wFr2PRG87wGhCVaA94ETwFmgAZzp989by3lSSkPzEuBXNA/VgEt/ApvAH0AXuNWMI69ieFsBoQk07h9/B2gCM/2+GaBqLQCLWJaTXQzpwPwYzT+lCsoNo60UHSfctWxIB/g9NEEH2GnG0aCBMfEZAgFucxuJ77pNuWDd5l5OocSo7yVSzicxL2t3fQ/DXaWL7L8I3MAJcmx8CqCBl7IP4P75uk2p25TZNO7hlvODoskKOEVMX5vntV4FXttWuv+keft6xMCYeBEgNEEFmMVtcHtUreWCjfsP/whYV7BxGJs27d2c0+Wlx6igowaWQgWYDU3QbcZR77i++1KyAazjUl4Rm7jdfOsINm89Rt/4W6mdofZL2b0aR/ayAF8C1IHLQG2f/gcKNpRbBYdCwf1vdOnbCJ4MddWye9XHc3UQb7H0X8XXJvgDcB2X//eKnrZS3MNwsmQg6R7JYGiCK8BVYCHfvl8dMS5eBGjGUSs0wTbwBjkBOtBPZWdDE1zMmtsU5PFcHdEvm6/ytAbYYxbLuSSmTOLD9am9DDWAV7Lf31Ocx/t5fjW7XmAK+BSgB3yd2WwwmBLP8LQcNriKLhqaH+CqyBUKMMCStTyH3cZllZYPpyfxLnAZWC9DrQSVHhTUfYdD41RUwEksq2nCfNq7DXygXCgdm0mEwBaw9rZN1hS894vS/DWmznNYXrcpM9aigbnUT9zn8S5AM44eARsWak+0iZ9BU8MunYaVhwraB4hRxTJvQWM5DSwkCaeIt4G72ZCfAG+nRpPcBL8AvgJ4N9n9SMHNH0tl2gcshnkLbyW7lLEobP/FaRP4NBsSK3d44oWJCaCgSxp3IcbCnV1KkcaybHn1BdJryp0XjPCstZwgRZPeBr7Lmlu+Yn6YqaRBBS1IWiQJ1qW5ZXLnBfvwpXKraNK+TRfrCp1FDi7Df1PuREgQBEEQBEEQBEEQBEEQBEEQBD/8C3Xd/r4TvQ4mAAAAAElFTkSuQmCC) 33 30, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAElEQVR4nO2YMWhTQRiAv3t5faZPjVpbLEaCFCkOWqoUoSAiDh1KBRcXRQTBoRB0dujk4C6BurjqKhUdOhURukgnh1KkSGik4mApJaRpcr/DvdQ0pBbMewHx/+Agd/f/d//977+7/wKKoiiKoiiKoiiKoiiKovxPmG5NVPBDH7gMDB4gug4s5WvlWvJWgd+NSSJC4DEweYDce2Aa2EzcIhKOgIIfngbuAFkgDUwAQweorQLzQAUoAa/ytfK3pGxMzAHR4q8CT4FhDziBcEj+rLdt4CcG66orwAywDFigmK+VY42MJLfAHeAhkAMIgEtiOSX1Pyp9J8VHk6LiqjmcA8vAFs4ZC3EaGbsDCn44hAv1m8AwQFaEs1gGpc4xu3u2fQCWWvV3PHPuEkwU8YKSMenGGMAGkInb3iQi4ALwDDjeaDiDMFrfBvclq1HzawMvWpXF7kwOwEg9lR4sYYIE7NtDN2+BMvAcWIzqn/eRWwKmS5hpYCppo7ykJ2iiCiwamIvKajshA+sG3peM+dLcnoJgTOy4wBWJ8cN10wEdEUCYFfsIl0uEcY3blS2whkFS6bCEeVgwph93t1fayRb88AJwF7je2mfcwmNbPCTjgE3c/j4P9AOUjCE60KaAI8BKwQ/3u89vAPlIDqIf/SLWgyLwFRppQufEnggV/DCDu7+f4HKBVjZxC9kv1z8e6e9uzxGxXJTaVo9l5jC1N0DRxOSEJDPBW8BtXE7Q/zdjHAGGxDIklqytbgD3DczFaGZyh2C+Vn6DyweWfaj0Ar3AIdp73UR9vU1lQIQRqZG11SoucmJ/ISZ9CBaBmXGp3zsp8gDghzF8Mim2WwQDYEzqDMjvx0IPQmgF3ONoljaZY6ck6oDo4bIgLpr7APACPANnREaOIrsvwx4gJ5Y+u7OOW2i1aai3xj2T/00EAoGMQGbNCzIv/TBTJjVbJSXNpY4nAu8Ecg35qKSTsq1r/wi1InANGG3TtQrMm70RoCiKoiiKoiiKoiiKoiiKoiiKonTKLycy2bi1uGEcAAAAAElFTkSuQmCC) 33 30, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHoUlEQVR4nO2aT2wU1xnAf29mdm0GZ23AUNfGjuUCRYjS1EoDlRCCtnKlqpHC1VWVExKoq7aHVj1x4hChnloNIpf2EtVRRBWQqHLwpanFIY2Qi9ooighBjRVbRED4E1iMd+Z9Pbw39tqemR3vLlWkzu+08+a9N+9988337y0UFBQUFBQUFBQUFBQU/P+hOj1h4Pn7gZ8C3R2eehH4czWsfdDJSb1OTBJ4fj8waC+/D1SBnk7M3cAj4PPA8x17vVANa3fanbQjAgAmgN/Y332A36F5G/GBXwKv2uvfAVPtTtryJxB4/hHgBXt5DHglz7h+hFER3DXtEfAfpbiTf0mXgL/Z39eqYW0m78BGNiSAwPN9VrTmLHAyrW+JZPXaLZpDUZ0S0ar2Oi7vuSU+Vs66MSFQz17a68Bv4+7VsFbL7r5CbgHYzf8COGibDgBjaf3HRTMiel37JoQ+HeGw+p7G4b7j8iRhSXPKYTZBMA3cBP5lf/8D+ENeIeQSQOD5Y8AhzDf4UlIfFxgSYTMCwF7RDOqlpAVuhD5gfMEpVz6yAniMYl6pNfqziveB3wPvVcPazWYPyGsEJzAqn2rcysABiRjUZmmuFYRlmhUV3QgHgPMDOty/3b6rBcfltvJ4kj5mHDhvn/d6swdkakDg+YPAJPAycCSt35gIu0XzdR2xmTBuXjZS/3a7KjPK3dZsMWu4+POw9iFG+P1x412n9O27OJOfKKf7pspc/gxwGZiqhrWFtE6pGmA3fxg4AexJ6lMCtogwimaXfho3PwTmgAvnPP9tYMTO8avGsb0Im62SPFbwYP27CM95/i3g7WpYW4wbRdePboM9T92uvY/E6b+nVJqBPAIMAHOB519JE0KWZZkEztgNJLJFhIMSMRqFjc2zwCmM2o/YOSbXjt0nmmNS55jU2ZdgLDOePwucel6i6YMSsUVk/cgVUp8fk2UDhkh5842DK2g2GZO0hNn0ReDqOc9/CfPpHAYGPWCXCL3WNgyLpk8bwQ07Cm014AGKG0oRmsjyMHAi8PzLsZ9XRsM+EB1eeOyUqavVn8gauu0ehnILIPB8D2PsMmP5EtDFshFZAm4B5xW8AxDAcRrUvgTslYghvRQCNVjxg9t1ne1WkT9zyuVPledbnRoEfm3XuSrQUXDpj453E9hXgv4mcUJ34PkVoFYNa6vUNUkDxjHu7lDWjN8SzTckwtcC5s2fx6hnM2YxbupR0s155XxvycQbTcPpH1kNyhEnTAAV+9z3G28kCWAA+DHGB6eyFWGHXpb7jfjNp6GB20qBU14A/rpTLz1M6heYjZwkhwCGzBzv3na7PGB/RtcxYCvw1tobnUqGmrIEXFUuTmzsV4KkdpgDTl9T7ufAa61M8CwFcBETxk8CgwJYR3kAOBt4/mLKuF3Yt9+LsE80m1M6KqNYjwJjU1qiZQE8Br50PHytcVnvxqphbSYwfnwE6wnsrTEykqiYXoQREXZLxHM6TOwTeH63nX+4tV1kxwGZfKgc/qk8ak7mFHPAaVrI2/eJ5jsS4uvEGCGmqZ9vRssa8ADFXchKSrAR3PXA8y93Qc83RU9sshnkZzapAZNE7VydOzAsmud0eAfjYf6e8ojYzw+m3G9KWzZAgBBFHbdbiCpATcE6fa2GtRmBaxhXtBXAcbv8L3DLAKNoXoiWQ+nGOOEj4DUF6+qAVv0r7e6hrcH3leIqHqOuntgbRYl+toGavf8WwLDoE18T+QlAz2ob0hgnxHlFEpPAz8gI1fOQJIBbGJ9+iIyCB8AT4BOlKIkz1uOUB+aVM2f9+OzaiMtqxrJwRNf7SdAWTEHjkkqx7IHnD2CCtePA0az1xfQjbE/JGZIEECczmSWvRm4oxafK820EN2LHJwY6DUwBf0loD9M2b4nz/YE8awMYFWE8Sg6W1wnAvrmHGX56HSHLr9LHaM7ZwPPfzCpUKlPnz/UMW4A9bi93YTZfzru+e6iZEtGbJNiSLBswD1zHvNGNHHLEfv5R4Pn3m/RdxHzjPWRb8pdZU0/IQ1yveAKzKqU6lCWAKbu4MzRJi1OYBH7YpM91TJzwIivnCknsaOH5y/WKSkKgFtORklgbLGAEvYuc5wp5GRNhJ/rO8xJNV3R4QZkS3TryVoVPslIU/Z8lUK3gYozDYR0t7tFPrwKnkuKImLybmcZY9dSy+FeFIREOSEQPMgW8QXocAeQUQDWs3WxIbMC4oq+UJsTnEsPoW4M6mi0RXVTwbrNxrRyNvYLxw5WWVvqM2AT8QIcM6ugdBznlom8pU4bIZMOHo/aUaALzqQ1j8/2NztMJGusFSljchp7apusXgek8m4c2/yAReP4erJt0wNuKjAhU7qEyHE97bAL6RFBAH7I4LuFcrw5rmNzhdB61b6Td7zjO97t3ilQOSXjmC+UcvaLcfCFeCwyK8KKEeAgK5spaTmOyRk0Tg5dEWwKI830AMdHiG0tO+Vp8YrUV2TEqMlGC/rzn/2n/HxBYmkdNl5EbvVrHx+vzwBVl4omW6Jglt7H9n9BLywVPMZXaEWB/HZfHbok72ed5bLeJy9r/DwAPv9tw7tApnrUriz+RTniMkHznDgUFBQUFBQUFBQUFBU35L5X7jRulX6sWAAAAAElFTkSuQmCC) 33 30, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 33 30, auto;}
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61.904761904762%,66.566666666667% {cursor:url(data:image/png;base64,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) 33 30, auto;}
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}
div.testarea{
animation:rwdcur240383 2.1s linear infinite forwards;
}
