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0%,0.73333333333333%,100% {cursor:url(data:image/png;base64,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) 16 13, auto;}
0.83333333333333%,1.5666666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
1.6666666666667%,2.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
2.5%,3.2333333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
3.3333333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
4.1666666666667%,4.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
5%,5.7333333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
5.8333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
6.6666666666667%,7.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
7.5%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
8.3333333333333%,9.0666666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
9.1666666666667%,9.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
10%,10.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQklEQVRYhe2Wy2sTURTGf6nTGmvQYqaapLG0WktBEURwKwj+A+5k1iIu/BdmkZUrV+JahIgbNy5cCHaniA98ICi2apRkEvOoY41xTGLGxTnThmhfSdqNHrgk996Z+53zne+cO/Avm+1bA6EtBDOAhk4ngU/AkLEFwAPAr2Du5N+RiB88ARiAs6kM2L7lt88bjZ8MDm6/DtwHisCTvjPQGXFgOWeescTULJAEdgGvgMhmpCCSzb0lOTa9tJD59JKJ8aPHFHgv4AB1wNiUFNi+lQByAPn8e+LxA+cBT4E9oKmj2FcHVOkTwByA59UIh4cvA3lgCHgLLCDRF4HsQJ/BpwJw1y0TDg/fRmiPAjUk+gUFLwL0xQHbt4aABPAaoFIpMDJi3gFaSLkN63B1eLrXuwO2b4UV5CNA1pkjGo3d1LMjCN1NIAuUde4F7/fkgNIeBr4DlEpZkolD55FoxxXoKfAMyCC0u+pEHWj1WoYG8AWgWv3K6Gjyrq7fQwRXB0aAeR1N3fdSobQXHNCV2b4VAb7BUpO5oFsuQv0covwC8Ibl8mvRloJeGPgGoE3nJKLuAUT1w/q/qqOmo5UKpZvth2zYAdu3TKAEkC98IDk2fVFBHKQSXGBRHagD1VQo7a50XjciLAGUyjnisclzwEMFiiEsgNBca3NsRVt3J7R9C8AHEVwksntWAW4BD5BggugNJN9eKpRe9dwVU2D71ghwAHgPmGiHK3zOENs3UR3EONWg+Ry53VDAVqDu9dpqKfgCzACnAvBKJU9s38Q1wGvQbCIMeEgvgDZ1r9fWEuESf5VKgWg0fgG5TjNIzsvqhMFyzjdkf9VA55dMuexgmokrwGdEcDUk34Y68QgorpXvv9maVZBz5jHNxGngsT4fRhpNcLNlugUH2Na50B6965bYO7r/KvIV+wIpr536XlHBs6lQ+kdX6KyigcpCgeie2CWWO5uJ3GhZJPoCUnKL3YJDRwqC6HPOPNE9sRsK7iI5z+rvgoLWAbeztW7U/mDg3YenHJw8fhY4jFyzTeQme9P2TgvJe6sXcOiogjOv8Y/MWDsU1ESoDyNRB2AtYDEVStd7Bf/DgZVMP7mG1LF6PyL/b4H9BoJXOwzQzJspAAAAAElFTkSuQmCC) 16 13, auto;}
10.833333333333%,11.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
11.666666666667%,12.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
12.5%,13.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
13.333333333333%,14.066666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
14.166666666667%,14.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
15%,15.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiElEQVRYhcWWzWsTaxTGfzOGEnujTGLS3qR+FqIiKhfB69q1i7u+RHHt0n8gQnDpSsQ/QMzOjbh04cqF4AcIflyrsb39tI3JkLQ1jNMZF+e8ZhoSGpsED4T3nZPhfZ7znI934DebNcrDi2EBwNbHQNexqG9kBIphIaZgxmygqfs/os5RgaeAHJAGNgz4+5kn296NjYIA8CfwF/Ao6qzMvuJk/uIkokwMsIeegmJYsIGtTv/ycoVsdvoS8BJR3ocRpeDz3Ottz65bJZudvgZsAvHof0MnULLKwbEjZ0+Y50ajjuOk7wEJYEHdpiOGWwMq/xjwH8Dq2jwTmUPXgXXAAxyghSgBDFGBYliII8X3DeDj5+dMZA5dVfAW4AJVJPf7ERX8oSigbecAiwAzlWfkpy/kkTYcRyKuICoEiPLe0AgghbUMsLD4gfz0hX+AwwpWBWqRdz1dY8Mk0AT4+nWZg1PHryOpAJH+fyUQHcmmDoKBCER7vl5f48CB7C0gC9QVNKG/TvNLVrkFgxfhFkCt9oVkMvMg4k8i3dDSH7Rbzwca5sVdK1AMCyFAo1knlZq8qWfFFcjXfQWYRdTwkMi96Dl9E9BKjyGqbYDInkxm/gVWkWo/inSDr8BLSBG6Javc9dy+CBTDwrhGFEdb7ft3j2QycxtYod3n68AEEu1zoGpy3ct2vIyKYSGBRGejrea6VRwnfRN4gVS56WsPqe5qySqv9xNcTwUU+DBynzvAQ4AwDHGc9GzHGZuIAg1E/oA+rWsXaL6bCnzQgLvuGjFrDzbWUeBvBU/rauoDJdGX9VLA9O5T42g2XRwnc3+L4BRSC+Zms5VoDYk8KFnlvgn0mgP1Tkd2X5Yx9lwGTiJ5f0c77+ac1k5F12nbFNDJtm1yhWFIwtqLj4/HFjb2eEBgI9FuInl3gUZnj/8SAQXPAfPGV6t9IZWaXN2g1VCgnIK7iORLSqJF+5LZHQEkjz8/oxeXZpjK5a8A55FCjCPF5SG1sUok77RH7q4JxIFPIH0+lcvfUeBXtIfQAjCHRG3u9gCRv+/W60XAE/A1HCdzF6mFM8g8f4xcsVXavV7RfavXmO3Hol3QmJt/g+NkbiDRJpBvuxUk8rdI7leAj0gK/EHAoWMU6/Q7DZxDon2tJPdHiSohny6320AEIkTSCmzuAJB0mWIzn1jerwydbtZrEPkdq9kHXXwD2Q8/sEj6W5aMqAAAAABJRU5ErkJggg==) 16 13, auto;}
15.833333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
16.666666666667%,17.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
17.5%,18.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
18.333333333333%,19.066666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
19.166666666667%,19.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
20%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
20.833333333333%,21.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQUlEQVRYhcWWu24TURCGvw3I2qwdhywoDhExEQSBwQ0PwDNQULpAvAEdnQs/AaJKQes2FaJAEJBAgACBQFycAOGSK1FiJ85mbYzJUsxsvMYOAV/CSEfeczzn/P/MnPl34T+bsZdgaS81DBwBtoC5jJFd2jMCaS8VB77o9DzQAzzr2SNwzwefX/wIEAEsINnVDCjwtq3mlzhoD10EqrqU7ziBtJfqAX7+vl4uu5imdQ94CLxTEjPdKEF0bn66bsFx1jFN67FO1wEHWKIbGQBIe6khYBGg5Dr0WpFrwBpQAJ4DRSVR7CgBTX8EiZLNzQ3C4b4rCuqo24oSAKQVOgUOMOiDFwrLhMN9N4EQMAwcAvYDbnDfvg6Bm8AY8Algdi5HLHb0ArCJpD4E/EBKUAC2u6NtAmkvFQIOA+8B8vlvDMVGx5FLtoB0xBYwr2tVoKzrPzpRgkE08nxhGduOXQVs4KT+7yI13wrsqeiotkVAUz8L4LoO9sDgKyCJ1Pp7wDVIoI5IuxkoARSLeSwrch2Jtkd/l30QpANWkPTnkRK4GSNb3d8qsi+z6+ur9PcffI2UYhLp/yowjUTr6KgAxYyRrQTPaYmADz7z+QXHRs9eAs4Bj5AoK0iU00rEx6hQn/7WCPjgr3NZkqdSJ5D+zgXOM5ESVAPDt+DzvxFQofEA3kzdYCKBkfSwkB6PBgBWkPo3gCFZqLOmUqySGqcmIg4iKnydfUd8JJHIGNmc+ppKwEIi9+sdChxZBSoZI9uAtVMGxoAp4C1wC7gMIjLxkcSVoGPGyJaRW/27VdNeimagf0PAT+lpHZTLLrYdG0cu0uc/nlojt6tPgw5orZ8CGFqhUmkT07Ruq/9XmkfckjUTItt/8PDY2CjQ2xt+gLTWI0TfQ032dYzAqv9QKrv09Q3c1OkMtXd6w21u1XZsw2IxTzRqP9HpJPACuZRr1G5821aXAV9kFhY/Eo3ak0itF4CX6mLuRrwtAgBTH+4zfPj4GeCJjrvUJNS/Hw2S2qrVRaLyGgMOAHeQ77tmpLvTBRMJDD28jFy4INAW8l5fyxjZZjLbkjWrZVGJWToPqd8K8EGVr2O242e5futFqL3dnE5G7tsvw5s1bkU530AAAAAASUVORK5CYII=) 16 13, auto;}
21.666666666667%,22.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
22.5%,23.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
23.333333333333%,24.066666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
24.166666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
25%,25.733333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
25.833333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
26.666666666667%,27.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
27.5%,28.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
28.333333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
29.166666666667%,29.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
30%,30.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4ElEQVRYhe2XTU8TURSGn2mbQgmhKEQKtR9o+FCElQv/AUuNxoVp4taw5A900ZULf4O7xsSoMS7cuDJq1Jiw0BJKi6VAgUL4sIS0pWk7Lu69dKhIO7SFxHg2nbkzc9/3vuc9595qnEME9YAFsAMW7ZzA29W95YzBdaAkCXQDdtsZAgOQTi/icg1OAHmAlhEI6gE7cGAcW1qZxecZe4xQIA8tSoFc8RHw2fnX+DxjF4APEtzSMgLxxNcj95nMNmMjdyaBATnUBfQCHS0h8OzqwmF15XJZnM6eGeC2JJAACvJxa0yoTHdwkMPh6JhBON4FXASSwAyyFJuugAJfTy/S1uZ4C5SBLSCCkD4vX80D+aYqoMCTy9/xeyceASnEytsRFZekIj8ATeuECjwSDXNjNOBAmKxTAndKEgkqCjSPgBH81bXKnEE9YEPIbpHA7VTSXgb2GiagwKPx9zwfTtWcT5IipIWL0KACCnxjc5m+S95p4CMQCWnh/MlfVuJUJgzqgW5gFyC9sYSrzzctH3UBfiBa71ymFJD9/SbwCSC5/AO/d/wBosEkgQVEbmMhLVz42zzGMNsHrivw1GoMv3f8HlCUwL8Qh4wyVaV2UljrfVEeJNYAVtfiXHYPTwE6sINIpQXIAamQFs7WO68ZD5QAtrbXcQ8MPQEG5fg7ICbnSlFV56cmIB3uRBhrBWBnd5Penv4s8BB4A8whmkwBoUQBk2mtpUBGXayszuNxj9wHJhHt1YbI+x7CB0r2csMEjEcoEPu5xz0yJQFfAqOAB7HqmBxXwEUzBP4ow+qjVKlUxGq1vQC+IbZREG5X7k8bPi+baUJwfL4OwXO5LFarLQp8RhhMrXJfgqtyKwMFs+BQlYKgHvCq6/X0Iv2uwadAXIIlgU3E6hVQ1kzJ1SQALAHEE18YunLLLYHUqu3y9/BAEdLC+42AH0fAsKX+PDJu/DuFkNuU2eqKu3Potd/6H/9Y/Aa8UwUr2Tf49AAAAABJRU5ErkJggg==) 16 13, auto;}
30.833333333333%,31.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
31.666666666667%,32.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
32.5%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
33.333333333333%,34.066666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
34.166666666667%,34.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
35%,35.733333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
35.833333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
36.666666666667%,37.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
37.5%,38.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
38.333333333333%,39.066666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
39.166666666667%,39.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
40%,40.733333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
40.833333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
41.666666666667%,42.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
42.5%,43.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
43.333333333333%,44.066666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
44.166666666667%,44.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
45%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
45.833333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
46.666666666667%,47.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
47.5%,48.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
48.333333333333%,49.066666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
49.166666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
50%,50.733333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
50.833333333333%,51.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
51.666666666667%,52.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
52.5%,53.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
53.333333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
54.166666666667%,54.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
55%,55.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADT0lEQVRYhcXXz09cVRQH8M+QCSKhY0FoaaGFhmCqbaMRo8suXLtwaWbhyrh05XYW/AnGVfezNV2bblwYfyTQxLS1BomAFKdABzpFOh3oPBf3vs5AO8BQsCeZzLt3kvv9nu8553vf8AqjkOQ7M68IuANn0Zn9nwC74uPj+H0Gneg4NgKFJA99GMTtdP/uzA8ujl89FZf141TgLfzRvFG6P+/i+NWP4m9lbBwLgUKST5rXA95Ql3B65FcMYxs90HEcBG7dLe5YZ2X967EMH+JdbEYSx9MD370tczmRQKVSJmca/agihy4sonIsCqQlmJ27KZfr+ySC3cGfQl90oI76kftACv6gXPJm3+DnKEWw9zCHWlzfOXICKfj8wi0j5y9/hlUh2xKyQuPVUcE6KkfWAw3Zp42Nvn8lbmdxUsi6FPe2I4E6si+lQCHJ9+Ad/AKzf00ZuzDxsZD1cgShIf32ZKZYbz7jZRU4n4IvrywauzDxadxPvX4BS5OZ4karAw6tQCHJZ7EFlcqaXK73KyHrmthgmJvMFGt7nXOoMWwGX11dksv1fi2YS1f8dItGs99ZbROIV+kWPHz4QH//2esYiD9n45npqFX3O+8wPfAUSvfnDJ4e/VYYp7UIuC2YTh2lyUyx5SFtEygk+X6swOK9GcND49cEV1uIoCVBfliezBT3zb4lgUKS7xY6vAtLwtW5Qqj58ND4N5gSrLWEtMs3hOz3bLzmaNUDo/g9EvjAzppfExytLGS/e8S22yHQqgSplD+lG2trK3p7B24I9/lvgpv1a3h9Cl45SO33IzDVYNJps15NwdNa/yhkniq4idp+M38gAnHMnkWHjNc7XvPEVg43BVtd1ZC5vpfT7Rcv6oGn6cOjR+uqap7YWsXPwlx3CxmnsX1Y8FYEwNr6ihMnTn5fl1zHDWHe06s0rXkZ1d2qtRM7SpBeqff+mTV0ZuxLXMGpCDSDaUH6DUGNtmvekkB8jzf/920j5y5NCO/zZUHymtD5VUGB5hLYfcUeigC6F5dmjJy79EUESX2d8C+m80XgDuD3e8WO67iQ5PsEyWsRvKeJ5GIkkEZdGL1DZ/8cgUgiJxhMc1SFF4tnpWrHbNoiEEn0aGS/ifJRAe6O/wCcnTcUVW758AAAAABJRU5ErkJggg==) 16 13, auto;}
55.833333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
56.666666666667%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjElEQVRYhcXXzW9UVRgG8N9chmtTCimlQsG2VogREjFRidF/wK1xaWZhDP/HLBpDXLl25W72LjRxoZGlCyVRjCAfpbbTD6CWaRnLMA5zXZxz6bTMNNAy+iaTe++595zneZ/345zhf7RyVkoK/yFYigE0pguVZjkrJRjoO4EINIZR/BKHj6ABSZ/Bj+IkFnLw6uJ1eCPH7psC5aw0gr86x5rNh9L0hQtYwrdY7IsC5ayUbQc/YMCh9CC8jwlMIukLgd+uVrY8t9uPJApSRShiTUjIgb4QeP10aSK/n69elST7vqp7YN3GOr5GHTWkxX4QwDzU62smxk9/jrWM34XYr0bwddSeO4EYf7XaiuHh0U8EqQcxI3heRzOS2HhuBDqz/ubsJaem3vqw4/VGBD0UCcxgZbpQ2XsZlrPSMIZE2a/P/OjVk+++jCkMC5LPRgIJatOFSiOfvycFYqM5isuwfHs2Bx9EFXMRuBWntOPvse21CkZz8IXFG8aOTX0geD0kyJ0g7cBpd5AB+3aLXM5KcAfu12tGj5w4L8R6XYjzgfhpS+i4LaxNFypbCOxFgQzu3bvr4NDwFxgRFNmIYKuC/I04tjJdqDS3L7IrAnmpLd/+0+HDL34qyJxiWYg/Qe6GUG716UKl3W2tZ0rCzlJbWppx/PjJC/HVTZv1PSiEQXzOyXS1ngTyA4Og0oYg8V2YX/jDxEuvfYFzQk03cCNO7cz4DbS7Sb8jgXh6OWFriG7CfPWKifEzH+NNwdN1XIlEcu+bHdeGHayXAmO4hVNCWf0MS8u3TIyf+SjOawlV8DcWhfivRq+T6PlO2OhyIInej+ce5xYPEz/hYiTXiOQu4hpanR3uaa1bFbQ7wVNFiYLRdMR++84JoXklEvhVaLNtJDFv9kZge6N48OihREGmrRWSeTACVm32+J0c2tGeyIG8xqHV+sf+YqqlPXvfg2IEvSHkxDVPllfPcutlPRnPVa8oFvd/mcnqceHv8A1+sCn79s3lmQlsUSD3vrpwzeT4mffwTiR5B9fFQ4RN2TvD1XyarN9uj6ugnJWGcH919baRkWOf4XtB8jEh7kXBwztxvB4JtCP4M3vPVgUGZ+cum5o8e97WVjonbK+poEANq7sF3InAytTk2bcFb1Mh2Wrxm3xnyy2xi3h3s8dJGD26hKvxuiJI3NgG7nmB0+OvWTkr5ZtQN2vvpuP1sn8BcSRX1vhuzxYAAAAASUVORK5CYII=) 16 13, auto;}
57.5%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
58.333333333333%,59.066666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
59.166666666667%,59.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
60%,60.733333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
60.833333333333%,61.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
61.666666666667%,62.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
62.5%,63.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
63.333333333333%,64.066666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
64.166666666667%,64.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
65%,65.733333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
65.833333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
66.666666666667%,67.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
67.5%,68.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
68.333333333333%,69.066666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
69.166666666667%,69.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
70%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
70.833333333333%,71.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
71.666666666667%,72.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
72.5%,73.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcUlEQVRYhb3Xz09cVRQH8M8gUDKFCQ7TFkbUaiXpogtj4takrnSry1nrxrWrJrMgTdy6cdNVF5K4Mf4DRmNSksakGhtDrWgLSPk54PigkykdGBf3PhkQKDDQk7zMm3ffO9/v/d7vOe++jOcU5WYJhtGPLKqodj4H4A50oBjB+9GNHBqnRiACd0fwTmH243H4/Th2vuOUwKEnAvfjnxR8ba0Kr8RbN06FQASGNTxKLzYaT/X19c/gbdSQnBaBp3jcemFhcVpnZ9fn+BZLmMPWqRD4bfL7Hf8XFqcMXnj1Ghq4j3vp2KmY8PLI1TN4AkvLfxm8cPGmYMZJQfqfsIqtEydQbpZ6hbW3XHnk/LmXb4olh3Vh0utIRFYnCZ5Nwefm/3Su8NJHwlqvxmMLd+M5yJwgcEcreHHoUqnllgQzmB3NjK3GZzrR0fYSlJulPN7BN1CpzCkOXbqFq2h146wgPRjNjDVocwnKzVIOH6fgjx8nCoXil4LR3rTdcCqo75WjXQXexWewudlw9mzuq5hzDgvCjKcwEe9v7E5wLA/EPv+GUNPq9ZqenuwDQeYvIomNSOJuBG6MZsY2duc6sgLlZqkbV3CH0F57erKzgskmYs4/BMc/OAj8WASEmr4Dtdq6bLZ3QpD8V/wgtNkpsexGM2NbByU7FIEoeadg2mWYX3hoaPC16yjEsXokUkPlWcCHJhA7WzYeD2F2btJwcaSEPObj70x85NDgPMOEscG8Lsg+DkmyKpfL38DPwqbid9tlNjOaGUsOC84+CkTJN4VmksfXsLIyb2Bg6IYgc0HocImw3kujmbH1vfIdFP9TIO5m3hKNlkaceVXwwRJu4xfcElrs7FHB2bsT5neDV1bm5HL522d09aNXMNt9Qf6GNhraXgR2yJis/a0wULyO7k2bRLnRJRiz96QJPElPFhan5fpevIZBJA1b3+HHSGBTMGe34Iljxb7MY6l9GElWBWUKQout2X65pGPtEyg3S02oViuGiyOf4GIcWhe2Uz2C66eF0lu1/dJpnwD/zfzTmDg1XSJIPS7MOBEUSLBwlMazO3aU4Qf3NK9cLr2A9yIgQe6pSKQRQdM1rx2n9vclkEa5WRoW5G8IJVcX5E8/Kjci+J6bjKPEfiZMQVurpC50u7ZBW2Pfd0HL9123oES9nbXeL/4FjbtFoFXAfroAAAAASUVORK5CYII=) 16 13, auto;}
73.333333333333%,74.066666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
74.166666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
75%,75.733333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
75.833333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
76.666666666667%,77.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
77.5%,78.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADO0lEQVRYhb2WPUwTYRjHf0eaBgm2eLSgFQgfGgloHFhk0MS4uhjHTo7OjoYOnY2zo8uNjg4So7gYEzEhSghBvsSClJbSHk2ppLlzeN4Xr6VACy1P0ty9H33///f5Px9ncM4Wc6MAPqAFcIxzBm8B2hR4CeDcCMTcqB/4q4ZDgAPYLecE7mrwxZVp+C9BR9M8EHOj94BP3rnVtR/0990aV0MHyDaFgLpxmWUySUyz+zkwpcABnKZIMDtvlY1tO4Npdn8GHgDXPEstTSFwczh6Qb9nMkkCAXMaifoAkgWtet3XDALAHkCpVMI0u18o4HYgA2x4cAsNjwGtv0dzG1gFNhEv+IG8mt9vmAdibrQD2AFY+z1HX+/Ifco9XERSrwBkgX0g3xACXvDE+gJ9vSNPEZcXFCgKtKSBgVLcsM5eilVtdwFS6XXCoatPkEBzgBn1LCAyFOOGVfL+/0wEYm60HdiFA80n1NKies4Am3HDyh51xqnTULl9FyC9vYFpdr8GOtVyAEgDy8eBn5qA6mo7IDcPdUaeIW4OqDOLwELcsPZPOqsuCRRwCEgC5HLbBIOdU0hgvUVSbBmYihtWppYza/ZAzI22An0aPJVKEAx2ZoF+YAtJue/A+1rBayagbh4AVgD+bK4QDve8RHQGGAQuAQmgVe1vHAEkp5MA6fQGVy4PTABdSGnVaeUg2oNIcTYCFS01B9LVQqHIJHAX6WqzwAfgHbCEeOnYcyutaiVUKXaorwcCZh65aRvQg9T3eaSu257zTox+bYeYxtxoCJVi2orFAoBtYLQjOmc9gDlEiiwiQaGy2h1n1TyQ9w5281kutndMAhEX10Y88BWJ/I8KXHe31bhh5anDqhHY0y9bqQRd4Z5XwC/Udzwwh+T6strWiri8EDcshzrtyG64tPKNoYGxR0gG2Ih7bcCOG9acZ2uhXlCvlcWADrqfy18YGhgbR27nKBIhoIMKic5qBwRUW2V23uL64J3balp/xWjzI9o3zMp6weP5oDt64+EFIILcVhcUP6JzBkjXU2pPsrIYeDOcM0Zd2tQwq9Z9iAw15/apCSgrqZ/P866t4USqlUwHifbKlNLzNReZWuwfKnQuMPbvk5QAAAAASUVORK5CYII=) 16 13, auto;}
78.333333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
79.166666666667%,79.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
80%,80.733333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
80.833333333333%,81.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
81.666666666667%,82.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
82.5%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
83.333333333333%,84.066666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
84.166666666667%,84.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
85%,85.733333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
85.833333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
86.666666666667%,87.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
87.5%,88.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
88.333333333333%,89.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhcWXy08TURTGf1NNIwjKw/IqVSkVMK6MiYYY48K4duFyFi6Mf4BxaZzFLFwa1+5npUv/BoxGrS7kIaWgfVDa8irQEoIdF+cOHWsLxWnjSZqm986d77vf+e45t/CfQ2s1gGHrJwG/+rkHnALOA3FTs3ZbSsCw9Q6gAyiroRX1/QT4CEydbBGwDzgD9KihBWcumfrOcHCsgCgx0XQFFHgE0AHDPZdIzREKjj9U4BtAuRUK+IG56sHlzCKh4LgODCBeAPD5mols2DqA70fi2x/jC4ufGBwYmUR27gf21VShqQQAH8CF0JXbzkAyPc/oyLV7QB9QUAQyQBr42QoPtAM7AOsbObq7Aq+ARWAa2XkR2FVktlvhgR2AbC5BXyD0GBgHBoEpBVwEsqZmZUFJ1qwwbN0GMVxfIPQCkbugpnfVB9cYTVFAHb1fAOnlOEOD4QdAO5L3KHLk1pCClDU1yyHivRQbtt4FrANsbq5y9mzvM0TmjHpkGoiZmrVda/0Jj+ADQA7g+8I7goNjt9TUV2ATkfqLqVmleu/wmoJlgHw+zdjo5COkycxSyXXG1Ky9eovBgwkdwyWSM5w7N/SUSt0vIvmOmZqVP+o9/0TAAY8vRQkNX76JFBUHuAzsuo12WDScAsPW/QjhEsDKyg/CF6/eUYCzrkfPIK5vKBpSwLD1U0gdLwHMx9/T33/hJlBLYh+VZuOdgAKfQFxNKh3jUvjGfeSiAZXG4oRTZr0RcPKMODsKsLqaITgUeYkY7jzSWreBLCJ7FkiamlVNqm4c6gEXCUqlHXp7B94AQ2rdDFLtuoC4a1nDu4c6CriBAXL5FG1tp99SudvtIWbLIynYR6TPH3Xuq+MvBVTODyIW/0AkfP0xMKme30CVXpT8pmatHQe0LgHVVA7KZnp5gUj4+oh6zgf0A1vIbpcUgSOLzWFx0IzUdSoCzANsbW3Q2dn1HHiNNJYOJP9+JAWzwNpxDFcr3Ap0OOC5XJJAYPgZkvOLai4GfK7X1f41/jJhIjXngLujBylExWaCVxMoxpeihILjd5GjVEbd3RGXF2oR9hoHKTA1q2zYejdyi3H+TjnuTiPGax0BFXtAEjFdD2K4bY7RXLwSKCO73EfKanWUa4x5it/TGCbqUXDldgAAAABJRU5ErkJggg==) 16 13, auto;}
89.166666666667%,89.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
90%,90.733333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
90.833333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdUlEQVRYhcXXu2+bVRgG8J+tyApNmqSpk7ohSq+0EkNZWLhEogxInfgDMjB0YGCqQEIsQcrQv4I1gpGFhQUJxGUCKSoVhJa2UZuGXEqSOqnluDbDOSf+4pQkcmp4pU+fzzn2eZ73eS/nOOd/sMnGRBdOo7vrPwYuoIZXUcBqroNgMIxebGIZW3H5Q3RjJt9B8NfxNt7EwwS+urYMQ8ij97mHYLIxcQRv4TI+yq5tbKwb6C9+iUHcwaNO5MBZfNU6OaCXHouYwwq+Rb0TIaiuPFrYMVHQpewJ/CkkXxlVVDtBYPH4YOlyGpTLa6pqszVPb+EGfhS9h06EII9vYHl5XrE48ikqEfAnLCTwThFYgVptS7E4ck2IeV2QfTUSfP4EJhsT3YRAP3myoe+FPluejuNzofmsx6/m47j6XAhMNibyGMU9eLhwx8nSmR+2PO3DLziCuxGrIHifQpI/FIHo9Vn8Soj5ydKZq0IH7BeyntD1NiOJapyrEOQ4jI0k8KXlB4rFket4JQLVW/avRtB1IQR11A4bgttw/8EfRl986RP0CJ72YElIvHwETeBlVKZy03Vo6zCKvb4BC3/dUzpx6mPMoyQcOnUh43/T9FgkUZ7KTW/v1a4CDVhcuq904tR7GEOf0GDWM/vOa5ZcfSo3XWnd6MAEYrYXxFKrVDYND41ew4wgazpyRdBqfNdRm8pN13ZtelACEbwbGzB7+3sXzr3xWlzOC55mE24T8ynOe9lBFSgk8JuzX3v5wjs9QgUMxrV0ynUL8a5k47yX/WsSTjYmGlO56Vw24X6/9Z2L58ePRuLJ47qQWM+UeD/bsw9MNiYaCfze3A0Xz49fEW46vZFEegrtgPMMBbIeJ7s7N+P02KUrGaB5QfJkqbz2jXmr7VKgNXaLS/edHrv0rnCNTjmTlbsex22V9C4CUXaEJjM8NHo1DjeFWn8kJF0CT7XdVlvfwTr+YQBraytKJ059EEHXcTMuzWnWeFuJl7Vt1rHWt+Dx41X9/ce/EGK+LnicF1RI1greFpmu1s9/ry45NjD0vtDVsten1N9FYjU72+yhyzA///C2YwNDnwlx/lnzIClHMqua8qff1p7V4w9qWQXqIyfPHRVuMBXNS8T2enxX09Ou11nLKpAkLWseIlrW9xofjkBsImnT1gxPp9s2+EF7/X72D8ffSg2gdzLOAAAAAElFTkSuQmCC) 16 13, auto;}
91.666666666667%,92.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
92.5%,93.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
93.333333333333%,94.066666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
94.166666666667%,94.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
95%,95.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdUlEQVRYhb3Xv29bVRQH8M9zfoekpMTUTWo1iKEMlRiBgZW/wmPFxB/A5sGq+AsqxMDAYkYmQAwsCAkxoVIViNpS0hDaOHWatHackCZ+DPe+2jGF1s1rj3T13rv3+X6/75zvOec68QKtmlYKKGM0jvHCiySASZyI9+OQPE+0alqBQi2pd6tpZRo7cekiGrj6XAhEV08iu97N1prN24rFxS+wgZ9zD0EfeBGtfvDGxqpicfFDwf0H6IzmTSBuvjM4ud645XRp6f24/hWWsZarB7KYr6xeOTLf3LzjdGnpA6zgV1zGOjp5h6AAr51983w20WptK84vfIwSTmE6Lo3iIFcCtaTejbe/wNbWhtnZuUuC4u8I2pjEDPZgJE8C1bQymm18/eaPziy+8TbuCZ45KcT/fnxnlZzqQFT+67jOo1S7gE4cBczFaxM343U/rxC8m4E/fPi3YnHxM5zXqwUdIe+bQvq149g7NoFqWiniO0jT1NjYxBV0sSm4uhCf9/t+th/n5FEH7sLu7o6pqZe+xfe4jRuCB6b73u0IXtjOJo5FoJpWUmi375uZeflrQWR7EXxVaDzTep7YxkotqR8cm0AG3mptm52d+1Kvy8E1wcV7Qqyz7OjUkvqRfYYmEFPtIaz9dU35zLmLeCcCNQWxFSLgg/6vfZwNRaC/pUbw94T0a8RXloU4t2tJffvxuxy1YbNgB3Z2Wspnzn2iJ6p9PWWvDrPhEz1QTSvjgrha0GjcUiotXcIfOCs0mI2413Ik8b9ufyoCUWQLgop/h06nrVRauiCk2YxQ3UYj4L0I3hU88+wE4lcTGghCSy3OL1zBEtYi4EEE29Orcg/6mtIT7V+9oJpW5rDVP7e5ecf8/MJHeCWC/IYfsF5L6uuxFxgG+LEE4peXRZdDmnYlSWENn8epLaGZ/FRL6jeGBRy0wSx4FG+YNWUymTBloizEvCvE/7Kjtf2ZbVADj9Q7adyYERPGtYOmGrgqxP/AEEp/KgLVtHJCOCwYM+JQ130dh7obQpVb0RMePMiDQH8IyrC72zFpwoFDh7qrQmP5JgJmvb1ZS+rtPAj0h+Dext01p14tf9rSWYzAWU3/UzjFrmC7ltT38gA/QiCm00m8FUGn4xiP4E2941VuNijCtnBuzwpR9g+m2/eci/r/i0BWSjMbBBtcP7b9A6TnRrCYlaY+AAAAAElFTkSuQmCC) 16 13, auto;}
95.833333333333%,96.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
96.666666666667%,97.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
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98.333333333333%,99.066666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
99.166666666667%,99.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
}
div.testarea{
animation:rwdcur63274 20s linear infinite forwards;
}
