@keyframes rwdcur117482 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 10 8, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
13%,13.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoElEQVRYhe2VS0xcVRzGv3Pfc+dtpzAzbZkJLZTC2FIhrR2xUAk+FrjRpBsXmtqliYkLNWlMGpe6NhFJ1KTGTU2aJmpY0PhICdSSAjPYFqwBbWEYHh1mmLmvc89xYdzS2+JrMb/1l+//S/7nAdSpU+c/hngNZl/ph2s7ChEI/CG/PTr0zb8r0Pj4vp6VcmGQSERIH9ifU11pCiabk1UZXb3HzM/eG/rnBI693CdM3pgYYUmxT9QlgYCYxGUl2aDjkuH+pNr+Kz7JVziS7S5c/uiS/TACopcQdd3Ellh7X4v5/cczWfLik4NyoiEWdPWtQyziZtW4rycYtdpnxqatrr4TpadfOlXN/TDtSUDyEiKENBCQgKb58Fr/WbxwcgBbVgk//z6DifxV/dKP3x62Bae19flw98LkzCf5sdwFAGt/mwAIYYSJjHABITUEcAHJaByx4GM40d6LbFsfhi5/qo0vTLSxcOC0zTfHvQp4WkF0T8MuyOJZHoCcbe/B3vg+qKoKTZagiDJakikcbz2K2dxtMre5kGQxsV+WZLOjOzO/cmfZ2q5b8CLgOm45qEVsxhiW79+D7VCYlguXATIBJCKgeU8a519/Byltr8B9aOYtyge/FhZffVC3JwFG6VokGC0qxI/5pSU4lMBxKEzThU05HA5wIqDzYAZvnX4DOnzgnIVMxTmT6EzFdi4AxmxqFHXRh0K1gBp1wDiBbVkwDBMOZeD8z+wThzoRD8fBDQY4PAIgsGOBVOagba7XxhRHYrfvTGP02gggArZLYVkWOHMhgoMDuG9aMKsWUGYQK1gIhIMbOxawLBtGpTIdkAJbG0vL+OLrYczMTkGQZUASwQFUaibWy1Vcz9/ARnENfI1uaI76+fz3+fJ23d5uQaoRK3d/SwRCsWc3yivhdWMN+bk82poykBUd5fImisVV5GfzGL44hLu3FgsBSz331MDJC/NTN+l23Z7/AikiZRLp1o9XaSHryBREI2hp6kBH+giiWpARlwm5m5MsNzXzi7DFzw8MPnfxq+EvH/gsexaIpHfrkqi/a6n2OZPUwOCCCASSLAOMMGJwahdr33Ud7Xr72pWrU157PZ0BACgtrNaoY4+QKimhyiDUCFBioEsm6KJRRJF+2JzafyaZbvI8/KHZfTglhRKNbyqR0KIc1bkc1quipoz6woFnOnq7lUfp9LyCvwgdaFSMYrmTU9bDGb+l7wper9xbLz7K8Dp16vwv+AOtxY9GEs5TMwAAAABJRU5ErkJggg==) 10 8, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
22%,22.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEtklEQVRYhe2VTW9UVRjH/+fce+7bzNyZzktnaJkpFKYQSloKJAJCUExUSIg7v4AmLEz0A7hw4cIPoYaVLiTGDWoUgiYmwKIBKaEFbK20nel0gE47c9/m3nPPceXCRactmuiiv/W9z/+XJ89zHmCHHf5jlBf5qXTCUq081UoTJm/Nhhh+LUGz+xhp/R7J7dYiW/lo1+kBeE+dZKpkBgQxbUytZgUXlmap7UxZF83HbkbVKcpj1oKVIXzq686/K5Cp9iXdtbURqqiejGUIRZQUg2SpAkp0ktQskhdcBn5d3Ej1sTolEFEk0JqLgs1qq1sRSPQlvM56e1jmyEU9SzPJlCqsBOF2Rc0zk1gJjSDyhPPgW7/dWeJXqUoMQgkdPJkKa7c64h8LWBlDlTa7RArqOZpTQEwIlpYiXVLFxGGDvlQ16UorDPymmL035/4sAxIcPFNqz/y43DMc2MIQls+W0JhujsYp8qGetcwjI0fJ8epJyjRVcXxHVWWo9CcUWs4yNTRk5sHt7i0BaTlPw2jPqZK7Otd7HjYVSJdNLXLj/aGGd6xCSrl04T0cH5tAqZjHULGAtOZhdqmNycchCQUzlhajJR4KHjq86zSDuDSRC9oL7obb0VNg6LyNlZl2mavxy0qWvWmmDeX1YxcwuKuC/sxuGIzBYAbSiT2YfSJx99Gqoli0ovUhGzzjc9yPRbAadtOHkoFf725fQLVg+G48kh03Ltr9+rhlE3q4MoZKcR9ydhEaS0FIA4f3nsf4gVew+OQxaQVL2a6i7u16pAtHzOSHso3m5Gr4Qh2w8ioNQzHcd4CdKZb0A6oqaM5OgukMLa8BL3RgajYquf3IpfPI5zK4P30TLd9jXaYdVAVbHNyTv9Gceb5hRm+BflURVI4dOmdc2LvLHPRdQXRNIpmIwWMfRXsYh3Yfh6nqCEMXekIHhIv7s4/gBbEWebIUrQRXvKbvbZRBewm4z3jeKiojpZKSreQpkozAjTwQYiKh51HOVGFSA57XBpUcBTOD4YEhFOwUmBQgQtogJNkro+c7QFVQ3SYFwyRGxiboegyLrRbKOR2vHnkLSd1GELgQiFBIZBEJCc9jiAMOjQt0g7gRdkTP17BnB+wCW1Uiue65gtc7Mgi7KbH8xMO1X35CbWEJiqYhhIAf+fi9MY/FxjL+mF9HbdGHX48drPMbTtMNCydyG2b0nIFCVY/Xalz1I5ms1bjnNYqFRm1VW3VamP5tGgeHxqDrCfiuj0ajgfm5eXx19RssPFxqx8+7lynHl+XRSr12q843ytj0GA2eSCafz/v9xKJHCv3Vj5puYyxiHMQkqJZHMTo0jj4riTgM8eDhXXF/aqoROd5nxXzhcn+5WL/z/Z0NV3BLAgCw740imo86JaalP45UvBsQDwIxCCVQGQORBPAlj9b8X4HwcxLi+tnz52avf3Ft09pbOkZzP6ygfHqg2amHV0iovQ0ImxICyQV4FIBwNBUmv2OSfEpVrU1MCqez4eb9jS114C+KxwZVf5m/H3j+B5LwCgQ80eW3mc4+sYvpm8XyQKBQCikF7l2f3PQSblsAAOxqQfNXnKOSi1NSiodmNjnp1FrN7dbZYYcd/jf8CWLYGXFvf5lCAAAAAElFTkSuQmCC) 10 8, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
33%,33.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGW0lEQVRYhe2WXW9bWRWG3/1x9jnHxzlxHMdxHE8bp2napDMtQ5mgSkBBg6ZCSEhIiLlF4ifwS/gXiAt+ABLMIAaVirZMp2XapilxHMdNbMcfxz4fPmd/cIGQKA1NO+WCi77Xa6/16N1rr7WBt3oDzV9govZNTt8kx1c+XL3CxehQ1ShI7k0A2KsGrlyz6MqWMIcPJd7/sYNeUy1Tl7w7auvk/LdE4BZpbjzQhdJ5RoprXAYtbf4nAOWrgqtUO6MjXRj39Iw7S5zBka5yn3zbr9ANpcG626odh6bO86Q+jUxROHQSHur4VQD4aQGUUyozVESBrPkVul5YonUxQwuFCluJI50oSCSh6dkFsuIUaG0ammG/KXsbP3KHaaq1TA3d+32qvzIAsyiogJ+v0HeXLvFrF96zNqtVVsi5VExipAfnVOXe3fRcHOqEO8TPxSZQkek0bk47WhmZX2R65XsianySvj7A2RsuzJRSapG8W2bvOwtsK+W05LqMX1hm9EzZxkSS8qcbycpvfxc/6DayZs4nJWuerkXHcgcUdNCSfW9RNACc6MJLe4B7xOlvp3mnyr5jV/nPNaHL+11i7R8ZtnugqNKElnxBq4vcjiw4vYnWM0U2LwnsuK+7MNDIMM5CE2WByV4bILfAuCJmq3pZ/KTXI1djatHF8jJWKxdh9AL+sjPGzccRKONk+R3h+BVa9B3Y0RR6cqx6jBObMjhGoiPHJnwtgPUfurT3NLtQuSo+3rzm3Oj2dcGbd/DR136Arc3rWCoXsFDyQEwO3d4IPIlpybeszbrlFIrENzlSVVLzSdfsMs4epwM9PdHl/wYwfiZzhVX20dI5drlc5X4+ryAVhct8ZNkAFmlicUZifqaOKF5B+/AuHjWe0YWyJd5bt/yL66o6eibbB0bKubqbjJ9mmPu6oDLSevxInu4Az5FSvsZuFOt8fa3uLGx/SYSVM1guzWHW82FbBYDMwraKmJ+tobZ0Be2DLm4/OsKdh5pmmsDkQONYq8F2uuOdtUKdGgZApj39coD6dSFGXb2SGuLP1dja1qaotZuWJY1CafYd+DOz4CwHV5RQnl1D2T+LxeIqKuUFfPHgCzQ6EVrPqJjxYNmOjnoPs3vRgYyhoKI99dxVnLgL0tgIOTUCBNTzaG65ROnZqovJSKDZHSCTBg7LY95dQnX2HFaKF1F2l3H90k/xs+//ArZxkSUKjQeGB7tqW3D2pT3LAmqT6JV6oL+nOLFIjjnEJ8ZgnGjtehzKWBhOIyhYYNSHlASQgMtdeG4OM46LD85fw4K3hFF/B0lodNZTf5ure8E0TWX3ZvzCLDgRIB5oMI90kJog09A7A51WV9JccTtDku5jt/M5ZjwHSWrBogSMadREBVEwxONOE+E4AUYGVKoAHPTofrCuMzPJb1jNycPsOYgTe4BwcKIRE078KDWWM8fKG3V3vrlPSRiNQRCg6M2j6C/CYja0idAPDvCkvY3Pbt/CrTu3ILvJxBHqM8Z0gzDiqsT0qMt6Wf95E050oHrZSoTDkqPd7G7QVtV2W241V+OESDc36mgE/SE6B3/Cxx9egr1goT96gmkc4Lg/xR9v/QE0SaRDs9+Ee9kvhSuGRptAhiqRwxeH4YkOzK9zbeepllPoaKjykpFiSODF3Zx38DQRwVCjN5hgt3WAZ0eHaB3uoHHQwq3b9zEM9vSlb2AwibJPxi19M+c7HXdeBJpqJQP9aj3Q+PSfm2vpAycyR2gFe/L+Ux0jLxKHRPa6VjE0NPZGT3C4/3cwTqBjAz+vko3v0qFSujUd6X1CjTPuTSp2Ig5BTXJSrZfugklbGjFDjU6NRS3iUWG8tCPOyGnKiQSoMrC0Ak+N9BdMp3IFh+FENfbuZX/uP1C/8steKw0zWxvDrDyZZIMXf0mn/ojmNpw0OdZJNtbBdJztUkOJDlHVoXIFh56rIVy8RHasgt5RmRklx/oo7Ohdoqw7wydRf3bVGRujs6ihTtyG5DQAAPA3HRrupzkqzBlmk6rOWJ4w8qFXJXlum90k1E3bJ9XCEruQJWYStNS99Jj8etLMhqflfiWAf8muCkGo8XmeB0ZqGh+mBbvANLVIpKZqjbukZgCkA72dX+Q7g/94828M8O/yN2wQAspsovt/TTB3WVAQcEIMCCCPPz+9+Fu91f+F/gFqfDZjWe5NNgAAAABJRU5ErkJggg==) 10 8, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
37%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGmElEQVRYhe2Wy29bxxnFzzczd+6DzyuSkihRJPWynVaJndh1WyAw0DpB0k276arurn9YV9l0VRgw0BZuG7RN0gSOYzu2HMuSbOtBUiRF8Xl5eR8zXTRom5pCnKBdFM3ZX5zfPfN9Mwf4Rv/voq/6QeVtE/UPg6S7IiIuIaChtEYkDMCtiODeO+P/DsDMhpDDWsy4RVkd63kmKTBMWpE2smMPndDXHWlSo7Rh1B5e94P/GEDpqomwr63m3UCSxIyZZ+eyFX5ZG5TKFWg+laRkEFFU3493B0dqZ7wXv1s+L3dTs1yFY4XAU9j5Y6C+FkB6nSfVBIIIkT9U1VSZv56oiIvpWVbSnISTICeZZelEkqzxGL7XjJt7t4Lfdp9E1/UEDWGQb2VIiRQF9Y/CqR7iNPPMWS5HzbjMDErHClH2JeNa/pz4YSrP80wQ0i6Dk2RKppiVMSEspsHW+byZIOczSe7JZnDDdNjmsKUCwyfmbgj/5H70nA8/DSB3zjC8nloWLltNVMX3M6vi2kyRrZomSw89JKIAScdmiWyaiVyasaRJ5CaZGAMyNpD1+tofNNQg6Klu4GkTDIynKYr7Wr9QAoZNCoyYVeTfLpwxXpcmzdsmZ4t5G4lFk42CGEfdCdsfxoJVpVqvCLWUA/yAkq1GnCSJBLNohiTSxMmadJVPBE/Os3bQUP+YiakJVN8w0X4UurLArhTPy6tuUSyHIz2TywmcX87i5YrE6oKBxZwLKRzsHwa09QTMgM2W5sG4oUW9q3U4VpOgq/d0hBEUIgAT4ZAfDf6ZApsGwAkMhBl3WXwnv8gXZud5kmvCwAMYY7BlhJTUcG0TZ4oruLx+BSKq4Fe/8/GHD5R0szJbrIoSdyjHLcqD/p40t8n3D9UXNmJqAuXvSj1sq9QkQKFQNdYvvixLNNZGd0wo5TNImAI6NsF0FjHKKBd/gMsbb6BWf4C7O3Vs78V8EkD7I9X22+oxBfqhmeFda477k6MvbuRUgKP7ESqXTL+5FcXuqri4sm5UTppMeoFGwsmD8xlAJ8FRAPEl2OYc3FQe1dIKbn9yF3vtAdrH3BEmSdJxOx7pUIfojnZi79+9ph4BAHBBjJtIhrFmmpHSlEDr2MCTusB4sowweglEG8g6Z5HgCbhyBlc3foqf/+gXSEsDKoxZNKHy0ivGW/lz4mo80elpPlMBXr3moP4wsOwCO5NxWX4hDVHOc+jQQH8okDTXkZCLIGQQhxoJmUEpW0HKsFAtrSNhziAeaZikxPwMZd08m+cGnBcG+OQdD1pBxSBm2kzOpQ3x6hrBIUKnXUOrPcBs7jUwshFHASzDhiMkjnuHqDX24PUj6L4CTVQwGun+sKs6IIilN63nvE69B6Chwr5qTI7jAwKdW8gZcG0TR/Ua/nL7OsqFClxXIow6OBnVce9ZgGb3AI+ffgimu0gYscoVqBN4qjPu62MQqc9/+Mu3YOMnFhv29IoWtDLsqrZdYIvFAhU+vWvT3uEJOqM+9hqPMOcmodHDyaCBw6N97B/ew+bOe0jafVS/xQcx07uHm9EHo0N1s3BGbu7dfP6VnAqQWxPa66o5Z46uRBF0vRUPcmt8rdPRsnHok9YKvuqh3d3HcfcY/d4enh3WcH/rAaRo4cdv23CLNN7eDDaf/jX8ZXHNvrV70/OneU09goc3fJQuGo1+TX0MjmS9HzY/ujV+pVzEhcVZsoYTINQKzaMmDg6OgRAIR4TlVa2u/czBWomp1r0wGvR010mIppNhp/aDU2cgXeBtM8V/Mxlrp7kfbhxshdtzBVFNJzE7HIJNxsDEU/C7CpZmqnxBeJVLwtvuRuLgRKkHj8Jar6Vq3XpgCaYkgKkQp76Gre0IJ0+jMFs1MDiKEmCwx0qbMWdG65m2u8+00GOouSIm33uL9xKzau/O+/67WztR46AWD3ZuB+817kS/dhJsv3LeGNY3Iz3N5/Qt+FxRpEAARvV488RlS/llOKarP0vFyC5UKTtXJM8P4+CkoZrtT8MbwVC3uyX2mtdSW6V1eWf7T7738dPTe+KXAgA6YALNSV+r3kH8gEij/Tj+c+TrvmGJq/4IWRUj8ga64x+rXctm273deCht6pgpTB28f9ULldJUlTujozgtHJrlFknS2BImBVGo10hgwbApr0J4UtL7mSJvdp5GVq4qou3fT56vQF8HIH9BYNxWVjDUTqrIvc7DyAeA+UsG83tKhGOd5ZIiJ0vDxu3ohRvxV1b27Kkz+43+d/U33+IivGlqu2IAAAAASUVORK5CYII=) 10 8, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
41%,41.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG3klEQVRYhe2WWY9bZwGG3285i489tsdjz3j2PZ1Ms29to4S2QaWRKhQoVSUuIq74J0jc8QcQEndIiAgJCbG0KoiKUtqQTtNk9kwyE4/jeLyMfXyOz/ItXBUI8SSBVoKLvpdHOt/znG87L/BV/suMnzf+d/BD3zCpPUAGR07y7LmrCfpFxmL/6QvjZw2ztiOP2QX2Nd9VA1Fb15ODNNft6nx+kumz304E2zfiL09g6rKNwqJBh4+aRGmdae6p0/2H+DedIboQdnS99UD56Qn2ZnaKvejua7tbU/dfeNMWWx/H+ksRyIwbvLYWJwJXDYVSv1w8bl4ZPcxPsARJdVq6MTDFT51/zfrWwlF+nPTRibtL8bZXV97YEZ7MTzJr9hQPd1fkgTLkaQLJcZYNPTXRf5hfHprnLxVn+NzgMM8qCSFC3cnmWHYkq1M2BZbWReWvvw1+5e2pu5YFW7i64tfV9aMXzZ0Pfh5GvcbnT4IffttBfV2qMIjMZIGd7B9ip0yLpBMWsc/NG7w/Q0EoQdOVotGWgiaoM3rEeJHF+oRNNdyqLN35VGNjSfiXvp8ov/fj7rMLLL5lI3S1EwZqJnvYuFyYYq8QkxQbLaDlSoT7EnNjXE2MmfAEQUtSFIs8NZGnCywQkevpaDdD05UH+o5fUR8J2ZtzoIBWxC7fCs8NHTeuTJ42LxkUg37E0GeNIp+1kEjU8cmWT/90O4KTtvixRYNePKzsDGK1V0e0XVV+qAlSRTbvPVQ8OuBgHCgQ+5oaOTpXPGKce+6QMbFXFlQTjudHT2Ko2EDKUmj4I1i9x3F7q8x9N0BOMpyZ1aqQAzQR2K1rP1Kgbkvn97blFgDx75wDL5HaRpx2+kg+VqCBhIoEEEcMFktCSIauSMIw+nFm8SK+8+p3YWAEP/1diJ/8RtF9n/F8zjBNm3BCQIlNBmvbMt2L01PgxNUEmEkcM0n6TYuazKLc6zI8rANhyAA1ACHSMEkOw5l5TA+P4OsvXETBmcA7f4vxw59F9N1PNScJlkr20yxnMLPjrCer50O/pri/ryhL0OzUKM1ND1BuU46up+H5MSw6DANFpK15OEYGSkQYSOXx9uvfw6A5hN2qxC//GNObG4orSriK9D4AtfCGRadeMR5h9twDkae5Ihhx8nTEsKkZE8AgfWC6i73OOmZkAUljHNnEHJruAygVYnzwFKbHjkG0NH507QcIvABrtzQ1I9nhSVKsbsWHlEAAiVr+KCvXPpPqwBlwclTYKdLptlSjvCc7nUCLTD/UyAAB4TVEqo1IShBtIsH6kbaHkUvmkTIMTE/MIuPkEHY0gib4SIGOjS+wl/KT7LxhkZwWCD6HHyiw/OvAdsuy1tqVK+2mavuBFtNToZoZFkgYVfjdTyBRRcsrIW3147nh05gtzKLr1XFvdxmeG6JbB2ylgowD5RjgWmoRe7qSKtL9py5Bfo7RRkly4emGDHWgAyXyQxpxAQiiECTeggiKoMkICjG8oIm1Ug3l+hZW7yyj1WxDd2QEWy3f35ar9ZLaaFb0KiiqhD96FHsKGA4RhBJqWnAGHPA+Q8OgUqUcwGsrVDsdrNxdwoWji7BoG667D99roLL3EB9+fAOyE0UGEe92auoPkQvTq+qtYF9tGTYJ6rcfvRJ7Clh9NLD7lGIE0J7q1KqyPZBTTjtgfP0eoU1Po1SrYmv7F5gcnEefmYEQIe5sr6H8YFuMzulK6aZ6x90RH/AUGZEBGlqibaWpH1SfQSD2lYp93em2deXumliu7KlapOgJ+Hxifc103G6E9r7Gni5hk1dACQGTGhPjUl14g7RbHVTu/UVXbNPcdB+EO5TBTgwwv7X5z833eXr2AXdXYfKM2W3uyDDwEbfrutpqyo5QSFY2zLzvxhQCUK4GOgIDKYVLr3Px2ltG7AnVXLsRX69uiA8Lo85dJZWMfcWoSbrC1Y/9EQ4sJM0dqafPmm67LJVW4Brg3Vi2FSdUeTpDlDJZDDW/SOIrV41w+gjteqEKVm9GK6vvh9fChr7nZPkeqO5KqSNQhMLVjxWTJ/YBw6ER46QUtXWlFahbblk7mnauUYOcgybPFxbZzMx5NhgIifVlEexWVG17WVz3K2opkaRlbqmgdD0EgOAgxhMrWW1TIGrrQHbh5xetppliVU7JDpF6WXTk++BaWgn0KVe5D3flbq2qqrWSWvGqasV2aLvyWdSzBT3zDPxrKh/94yMUgMbkBWu/WYrfq64K00+TYc/XrlZEBDW1ZNmkZtp4Khx4hk74pMy+bJr1+2LBcMiJ0NM1EaDBGTbHFnlt+ffPxP9iAgAwed7g1U2R5gZUbpx1GIPY+vNjveOr/P/m76dIqF+Z0TFoAAAAAElFTkSuQmCC) 10 8, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
47%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHA0lEQVRYhe2WWW8jxxHH/33McIbHiIdEUbdWlyVZexi5kBgI7CBGnAPJWz5Bvl5e8xQgi43tAM6esrKWFN0XtaR4zHA4HM50d+UhgBFF8nqNOEge/H/sRlf9UFVdVcC3+h+L/acGfvQzi5MBjIYhAxhD/PEjZb5xgNXvSj7okyc4lJCMc44kCo1TPzV5ziFBUELC4QJOqcwvzg5M+xsDuPeujeOddFo67AERTBJTexjRWSbLJm2XVe0M8zIOPMeFJxjQuaLtTAYPj7ZN8FW25esu3/mxxbtXcOonarJS4z/JeWwGgmX7feoMI2rUpvhazuPV0VFWdWzYBKDXMY3zjMkdbuuzqTt8m0vIvMejz58o9bUAxqa4s7elPCkxPzHNvz+/Kt/PeWxUK6iOT+10SNHColgZGxejE2M8bwlCu22i8xNC6KOR89hC65XpaoPEGyEF4OsBqJRs28WD0hhfL9b4WrbAVyHYJOcMU7OIGUNwd10Wi0Xu5F0mk9gov0dJP2EmHLAk1TDcYh4jUkohBBDd5kfcdvi99ywe+DRdneTvT8yKBxMzcnkwxNrxOSu0A+EQIZvPsmKlyN2ixwXjMFFMCgxikMD4fVJRH36aICKNAWO4Gg6QvDGA1lTRhHWvzJcXl8TG7IyYrV9SZZBk2MzkHNaWJtl0lXGBlF+1tIhjwbJZDscBI84s4swFR14rEGnESYzu1KIMu01Db5SCNIGTHWE1mWH5fIHlBYMThOBCStxd28D0pITkNYAi+L6P0/Mz2QsSWSjZSXFE8fVlxgsueM5l9sHnygz6uqFSugRwoz/w2wCm50Xbb9FWFFJTE4OwGNeaw5aAY0sQBAzLA6KE6vh93H/7BwCN4ukLYz/dFI7rCG9+RowWi6ysCFJrGHB2q69rEVj9joDgLL+/o6sjY2x1Zk7crZS5Nz9rZ/M5QkqA1hyCFcFYCiEIQuRRqmQxMjKK88YzPP7sSO4dgS/McLvdou6gT0F5nD+IAp2tTPDHrbq5VozXqIYRnKM9vVSusfeW1+UHG3fFxsw0L2ezkI6TQaqAMCLYsgBbuJCiBM44JEKUCjn85pe/g+dMoXFF/MkW9y5bvOzmWHmkxO5k82w2jsibXRXXfF4rwmFMXr7I31peFT9dWhJvZ13mOC7LMMG47+esZgvMyuQwM1mGa2lkrBwytgWLEyxrHCsrH6KUn8Snzz+CUgkreyivr7PyMMHAb5vjKMRhNs9iv0X6RgRmVjgI4GlCcZwgtjNMhn2Ken2KLYthZMQCGQf92EeiIhANARMBRgNsFK47Cy9bxsb6O6iUxsCNRt4hZ35G1LwiK4OBO1lEVoZd+45fADAAuQKLAFx12lQ/OzNn9UvTaHcRuQ6TY5UUGQtoNS9wcn4OJotgTP3zXX4RC7PvIiPzeOU3oHUETgZpYoKtv6Uvj/f0k+4VbWuFaH/zekP8AuBk16A6ySPLwmXYNScHe/pZo25OtKJEgMxEVZtKMYOw28PuzmfodPoQmXFYmXG4bhWtbhe7h1vY3PoL0mEHOYeUMuZg56X+c/1YfxKHtMduGX3XauCqTnByDD2fkkGPXnllPrcwzxcrJZYfDjUdnWRksxGw4TDCZeMKtdp9uLlxpKlA88rH1stP8fDR7zGImqpYMSedln5UPzIfh13ayRZ4q9ug4WsBAGBuWVC3SSpJMUgTJPkRNue4zEsNeLvNZegnMh4adP0e9o9PcHpWx/7hEf6+t4vHT/+IXm9fLSyim2o6bDfMUa9N+0lMjSSm0KibA+lGJ9x+ptXShgiPdjV0SkGigGgIU60xuXRniKs6x6BpECcGh51D7O2eQUqGnGswP6PV/XvU0KB2/cI02pfmRRSYPa8sL5qn6tZZcGt3KngsWbsvu1qhEfjUCPsUaUWqXFJKWjBpAkAzcDJQ0RDVkQS//RWpX/+Ch/0BnWxtqqcH2/pPQYs+mr6T2/sy57emAAAuTw01LoyZmBb9VtNAG9h+z5ggNL0k5dS+IjsKjTQaqlSm4MOfi+itFT5sd0zv8dP02c6m+kPzVD8qjMhXJ7vxjby/NgX/prjbpIfPP06f7xXZPLdYLVdIZrVhU0phkgsEKSF6uYv5fl/XgoCCs0P9LGjRS60Qhr5yphZEfH6gb11GgDfYCVfuSRn2CNKCfXmua6QQWi6rZXJs1iux+dCnIykhp+b4D5VCcnFi/koJPlGKomFMcnZRhLsv9JduyV8VAWhNpvVK25aNqiXhDBVCRmikA0q6KQU6xUGkkKhUx5bNvGGfLtMhYWFFxGkKs/tCv9b+rTXwr+o0icrj3PR9YrbDAgD90pgI3SzrRgG1x6d4mwE66NCADHQSU1On6BUrPNnd1DcWkP+axqa5dD2UC2V4E/O3z/5v9X+pfwDn8MkLJ1lkBAAAAABJRU5ErkJggg==) 10 8, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
51%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHuUlEQVRYhe2Xy24cxxWG/1NVfZnumeFcOBfehhdRlkTLlmwHhmEjSICss8/eL5HXyEtkm02QjREjQOzAiQ3bIGKJpiSSIoe34cxwbt3T3VNVJwsjtuiQimF4l/y77kbX/9U5p3BOAf/roh/749v3hegP2SWCDXPQgzFEzoN9vM/2JwNYXYDwXBK7z1m/aKwN1NGZDZIUJWOReS40AXWlkGiNk0aVssf7rN95XeCT7ZfzvBSgUUF+MEaw1KDBXpuzrQ1y2x1ulQu0xgxhv1lbKQnX9xA4CmI4wcko4najSodCwDYqpP/ymb2RQt30YX2JRO+S80rBBzCZL8HvD7G5tkAPywVqxgkm0xSZEPAJsI6CmC+jVq9g4/kpHo0i9FeaNBLi5Vm+ESDN2LUMFwzbPuegWaU3N1fEz9eX6S4A1R+iPxzzIM2QxVPuhTmqzpepJSWEEBx++bU5vBxiuxjSS3NwLcDGEqE3ZN9YaGORlAt45c174tcbLXG/kKe8FOQuNrAWJ8iMQdYf2O5wzJN8SPPzFQS+D7fTEw9Pulb3H5vD994Q3Y+/uJ7jCkC9DHguRG/IwUyj6DoouQrF2y35y9aCeBeWllmT8kKy5Tmy1aoQANs0kxuPd017NuOkWkYpSZEs1OmOscI+P7UjAvUBXEtwBUBKYBRBaIN6uUCbrkIpH1J9c1W8ZTS9QpbyAgRJsNOI0Sfo+ZrUjSas1lhun5iulHCVQn65Ie460gb9ET3NZmgDSK4DkC8+TGKgXiaRzVDzXar6LlVqZdrcXJP38wGtbqwLarVCNBYapNwqHbat3H1i5STKkeeRtVbrOCYzGCJWEspz4cQxkr1jezhfommYIyfwgWj6XTSuAKwtQExihMaiYC1mvodqoyZub92W9zfWUXnlDqGxUIYX3kKh9gtUl34Gg4CePOnLfl96hbxwSnOGPI+VkhBphnQ05svegDuXY2TRFCwAUa9AjyLwlRQs1YHBGL6xaBZCahGgPIeCallUWiuiVC5beB6grYNpWoBXuY1q6OKBr9BYbGH7i21xcPCouL7mBGtrlJ9MzGAS84iIlOtS3s24ODWIhUBGdE0ExhHgOqjNl+ihFPCkgLvSFA8e3JMPNtZVYzQiN00AiyoyU4cVNUhBAMeo1haw9eavsP/8ErtfHYrzMzhCACCO0oxnksiLE4ziBGe1CiXPT78DEN8vCt9FXkkoa6GVgigWKMgythddhad7AmcXAWY2Dz1LASj44Qr8YB715hp+8/5vwe4Sjk8gPv9CFc87spIPKD9XQMNzkJcSgRBXPa/UwGIdJkoorJawVpmj1Tsb8vXXXhWrvi+cJ4cl99meoIlZQXP1bfhBE1L6IKHgujmAFCq1BrxcEV99/gnYZsQMoa3ee3LIf70c8R4R1ChCvFSnZDC+JgKuokQb3h1H6PgewiBAYAx0kthkOguyyyiP8ZjBTh1QAQxLpEmMeNzBbNqDsDFu3X0NxXINUlr4vvVdl/xRxGejGG1jkBBBEfhb3ysAwwmr4RjaWOhSkSrNGpXCEG4YQtUrE1spzWCjr3Gw8xHSaQ8WDD+/iFLtHjZuv4dSZQOXgx7SLIGQFvkC62adSo0KbRAAy8jYQu+fXFMD1Tmo4QRFR6GYzZBdjtDRBpmUEK5LqlJMdHmOrE5HOHz0IbqnOxDKRaG6gtL8LUymGu3jNnYfbWM4HMCAdc7n7nTKse9RLfSpaS10MU/Zi5v+9hhqA8EMRQSRZtzt9PhZ+8RuVcooKgn/7GIqLkehf9phNxj28LcPP4BXfgAVRhhHMeJhH6fHR/jozx8gnSV6vWUP+kPeOTqxexd93mcwiDDwXMTXAuQ8aEEYLdZplGQ46Q4Y/9y1i9EUcXmOm2nK/mBsi72hrERKYxId4U+//x2qy/fgBHnwjPF0Zwen7cf64T1zJon39o7t7kWfn10M7Hbg0265iMnTI75y6m5s1o0q5sG0VQiwuNwUb/guVaRferd9wlsmTeE5FjkPIKmgLZDOCMV8lrx133Z8hzv7bbv35MB+2h/x7uWYv8x54uS4Y/X3feR15gAQ5oB4CqQzTBxFodEAkUU0czejSEtjASaLODHIjNWv3TWjdx5yN474eO/IPnt6aD8+OufP4oR72QxZFDPVysgm8dWueCNAuUg0nMBog4k2mLkO5qyxYyYhMsM1bYzruLBS2vPbLd7Z2uQhmKOzCz7deWY/OurgD44jDyaRJUfB0waT6hyiy9EPjEAxBCUpTK0ionSGoZKo+y5CJfTFSt0mlTlM5kK7nab2j0rwuZLgbMbT41M+2D/hvytHbNdKMhuMDQNIwhzG7XOY7/vcOJK1O9AAtJIEKdj1HPgMZNMpn85CGxiDnd6Qn5117bY2dH+uKHzPhT+a8HmScre1APvpV5l9eEcMkpTFzsH14/qNAP/WNLFiHDHSDP+wljMlEVim2BjCxcA+ihK0vQGCg7ZVnoug08dhkmFg7DfV/uXXFrhhGvpBAAwIIZClGQa+h9gycNplVxArAJ1GhQZJiu2nR9wJfJSSFIOch661/N+WBvADbkb1CpDNEMxmQCGkxHWAaMpuqUBwHWSP99m+eotw1mVXG6hGlbIXLzI/iRaqwHL96rvVhf9s5f/Xj9G/ACpE9PnAYicoAAAAAElFTkSuQmCC) 10 8, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
60%,60.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHhklEQVRYhdWXS48cVxXHf/fWrUdX9Wtmuntm7PE48fgRg2MTEgWxyQIisWFBvgsbvgHiEyCxRHwC2CAiAigoAglCDHEsvx8z45nxTE+7urr6VtV9sAix49hObCUb/qtSSbfO755z63/Ohf9nnWs/ej7bhjMZ8lT6Yt8QXxfifA81qWkXhhQPw4RJpij/OXm+9epFA769jPQgBTgh4PIDEgUvHW8zqA36QHMnU2wD5hsDeKsPf5nAj5fh45x2XtNXEtU4tPcwSkgySdeBk4K6Ez3/hr60BCcSotygpECup6Le074bwPog4sgwY2XWkN8puIJHtgLaM8fkRJ8buxonwK21MVGA+e2dZ8cInvby+0uQSaIdTVtJ+g5a04b+asyF4xmvbCzyyrk1XltfYKMfMHQNorLMBUjjeDmRbGhL78YU3Y2Y3y7wzwJ4ogRvLCKv5KTekXYU/U7AogOXCrprMadHGavrI44cX2UtCFCDFoNRzNH9kj0LzXKf1SBEbk64/eEualpTvrNO2Tjc7za/AuD1PuyURN7R7QaM+iGjhYiRArUY8OrxULyZOdHONE6WXiVtzELkpe8iF2IGTmG6fVIvIJYkkznjGzl3tmfUKy3M2yvw7g7umSU41kKWltg5eisJx9cyNo4vcPJ4j9NLVv5kaINvdRu1qrRalqVcVE6moZLSOqok8qEKUCpAOYeXEuktIq/wdwu0hypT2JUEd7d8BsCWxncU0jo6ywnHTg44e2KFE0sdXiruy7MdkQQLZ84xevN1kQ6yoC7qVrXvu2nUyvoDEYeRodRo5zFe4psGIyRyVjO/O0Nriw4lfls/ysITZ+BoitkpSRdiRsM2K8MuA48YyEDIOIxZ/tEPOXH+DKraQ4/3ufvxTbX1wT9GclcvthbTbqQeXK4rU4eKqCVJQ0PSlvRTSffenOJ+Bec7mIvTZwDszIlakm4W0U5CokiSIJFOSqwC0c4g7qBaLdrxImeXzzA49V2uvfsHlV/6eCTi1AXJ7Iq1togDkkjSSiXdXsggN+w7j5Yg4dMsPAHgwViPkRIpJaqqqFFKz1VG7QTzytH4kCgdoFqLUGmOvrrC8NS3+f0vfyWbD94/kkVJP8/qy3HfbI96fqQd05kll/zPRT/nPvKLAEdSXO3QRUWuK7Su0LZxNVnb1cZTHk4wdU1TzXFBAoHC1jOy4RI/+OnPyFeP4UqRZofJ+WgenmylJF6CEBBJUg/uw/zRGXjCiNZS2JyBN8jI0skUnU5CrNOjK25qw6TTYXhmgzBUiCBEuBq8gThjePIsstdj6/0/0+hGHmoRjYX917UxF3fm3Jka9pOAorCP+sTDDGy0YDUiupbTbwf0ETBryGcVRVV5LUOhyzgjOBhjbYCPOxgPjalxQhAEAqkka+cvoFZGlNIxs14eTiimFXnesF85ykFE/fkNPwSwHlkYIjxtBy6SJMZhHmjyoqQMXFkUKmT/xk3u/vsyoreKlQJjKoIooLP2MkQJB/v3KeqKQ+mZCDfB+3o5Y+1IyolQkLgvmPLDEnQkoqPwizF6v6b2/lO4fsxCN6RPEEU6HAznW5tBtbtL+/wb9Be7CDsnimMaEZNPNR/96T2uvPdHtupKa2nf99Jf9xJnPfVhw14SMNlvHvWGhwCZRKQKd2lGvdYibixpS9BtSdotRcdUtZiq3lozHsccjrl76RO6p84gkoiycuwfzrh+4xYf/ObXXN/Z0mFW/V3g/lpBPm7YndQczC3TUJAfGOxncR/+hvca3L0GLnSQW5p2LyDthPSVQpWefBiZRUVR2lB2Z5Uh+uQif/vFz+m8soHvdah9zNYnl9i+/lG5sa6vhY27dWmP/ZszLk0M+7WlFIKx/MKg8oQPTA1ybikySd2N6Q87LMeKSChfJnI6PojCFe8MY+PYvnqV1u2bNFIw9jgR6f1zR5qLS5mf7B6Q54bJ3TlXIiXGU+ujdkCNeLwZPQFQGPDgHLgG6tqj6wY9b9BBPLt2z3dORkZEcy/Q3tNUNS4U+vSS2z6z0FzRjb9zZ5/89iFXt+fc6CdBvhhRb84shUW17CMXfCrAXoNZjjC1pbyv2WaKsxaTQDsNqwfGh27Tyrcq6xaTANML3d5rQ3vtWNuNK0t+a8zV3ZLte5pbezW3erE33ns3jKldhbP+8Qw8dSS70EXualLvGS1ErKQB3USSWospLbWX8qSU8nuj0OnVxJW9GFdZ9IFm93rBfw5qdrQjrzylA30spbhcPC3Sl8yE3+nBZknSWLotSb8fMWgs9YOGPSGQPcVoPeV0HJDOavLCMskN45kjryxF5Sk8kASYpZji6uwFAT7TiRS1p0mSgH4A0dQwdh7TV6wMI9ZVgJo2TA4bdizkSiBrBw6MFJi2ot6unj2if+VYfqPErMWUhw0yANVVlBYoLBNliSJPUju08ehMoXsh9cwiBaDEkzV/4Qx8poFCBQLSAGM9ctKQCEE7EEQSZOUoWwH5XvO413+VnjqWP02lw3UCnPOwWeOHCts43NxRWU/jwUlo5v6Ryz2PvtbdcOlTfGk8ynpkLDEH9vmuZN+4es+dy8f1X9b4utSsbvR4AAAAAElFTkSuQmCC) 10 8, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
63%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHNUlEQVRYhd2XzY8cRxmHn/ro6p6entnZ8ezaa8cfcazEJJiQIKIgzghx4F+AA0c4cOXfgStSJAIHlBMoIBSBkR1hYcexN9717nq9Mzs709PdU10fHAxK1nYco5ALv1N/VPX76H37rfoVfEmdTb7cfPE8g05ISCTsObhgQDyaJSctWgnkyGAFhJv1VwRwRiMTCUaBFtBG5F5DvyMpImAjVYDQVdiNjOrvc8LzAqjnGXRKo1xETR164VGVxySCbi7pJxKjJYkEZSOq8SS5Qlzu4nct8X8CcC5B3rMk51K8jSTLQNaR9ApNrzD0AASIFcUwgX4diDOHv9LD3V8+G+ILAb7VEfLQC9VGiiYgfER1NaO1hI1RxsnC0AekjuhVwyg3dI3C1C2h9LRvDHCf1J8PoZ/28HIGlUfGiDz0QtYxZiuKkQIjBJzNubjR5dzJHhuHDeOeYuo1IU/IZ5FJoemrgNlfIieWHaB57gy8ksHOkqwOdLxgJRBXFfR6kuFIc2bdcPpMl3One5y9sMb5QcrqIGW4mnBCBhIiQgv0wlG6iJ22tG8Oqe9VT8/CsQy8lCLrgPYRUygGw4T1VJKHQFgXvPWqEt8bpqLIs2iTLDZdhez16L+wjp5XlFsP2A4lfuaY6ojOJX0E3DoifPcEkz+Nn+yO4yUQsHBILdCFZrCast4VFCqQXYzyJ5eQl1e9RNUi4KPTKkzMyTjJ10MY+jgocvKtHYq9GTsCaAV2smR/e4GeL7HA7JkARy26jeRKYLREr2iGPUVfRTY6VlzoZkYOXnmZ7muXpZ0f6fnHN07Hvcl6msoyW7UTvVpLHdDdnHzNMVpKmt0J/bKl/GjBvS8sgYM8UxQJZIVgMNSsF5oCeCFakSmdsvKDH/LiW29hTEozfcDO1ff1wz+8N8gO6kKv5UWRTTmq/azXocgVWdVQpYrMQPb9E8jfP1aGYwASpASdgFECHcAJ9WgZRsqwREm/skrwHiEV/TMXGbxwhoOXLnH3t+/q+vqNUWtySKpJLHwVA4SW4DxWCcydBfmbPaqrn1kp5X8uXjRIJdCpJJMC6SLWChpjSIs8MarXBR2xizmtc7gIIQSiazn5tdf55k9/QfP1b8s4Zn31fvZ2uptcaqaE2Zx5EshWNKNxS9899htKHlMiMSsJw55msJIyGBWM+qnPs9U8pB2Hn97HO4uzFa6ZE3wkJgXF2Uu8/bOfU505iXGxGB6YN9u95FRZU6aKTIEOEfd4L34WICw9zaJlVgdKDw6PTBSm1wkUo6IJuaHZ3WHpLIEaLwOhs0LsnqC1DWvnT/Paj3+E7aYs26hVrb6h4qMNS/y7vDF+DsBdC4WiqTwzG2hcxE0bJpNDpq7GCnxT0oH9GZ6UoDJakWCjoG0dUhtUt8/aq68ThyOmITD1mPGS6VHLJESCEsgQj2f92M0gwa1oggZjBEYEZL2kEgppRFVOfcL45iZb124S8g1a0aH1EWEM2cZZYneNyXTJpHRsB9j0cefhks1py0HpmUaoiMe74BjA0kPj0T4QZi3T2lHNLUflkjK65UGT9+3mwym333mHe5u7yGIEnQJhMuZHc8aTI+7cusvO4RF3Yyzn0v0l12gl0IvAdENT6cdiHtsLVhWiDhgPovLMjCBTkDQNy9A6M06G58sHk0xNxuzevEn3yhuIvMu8nLN/f5vbN27wwS9/xe3d7fIB9tdKhD8GaJVEtRE78xx+3GI/F+DQE88a2kNHTAV5KsgzRa5AqRhFbfILy6N6Fe9JDvbZv/4hWx/f4aN/3mDr2jU+fPc3bN7+sCy6zfvWhfeqwKQFmyh0hFh7HpbxOMAT27EEpwTaSLLSM80D+apiiIhNFmYHD9P0ovCeeQioW/9A3rnFUkpmMgZ0s/fyyP5VezYPa+S+paw9VaLQc8/UgXs83hMALoIAVwcOIji7pCo0/ZWUQdaWO1Pdt0dglBBAoHSWWsvqZOqvn07sB7tTPpGAE1gHrvKUGnQVmPEUgCf8wMTDKU3b15SjTC5qz7Jskbmkp70vF8hmq2W4iCH3GmvScP/KqP3zSeP+1jh2raIOAjdesv+g4d7Ys1NHyjZSryU0Y3/cFzzVEd1tcbRwRUa5DNG0kenWgjt7FdtelFfTKH+XKPGdFRWnQxUedqHrFTZqQhS4uaU8dByUgcnQMNMCeWDRT7PKz/SERpDUnjxAjBDqQHnkOAgx7vZU3FyGeHvh2ReC6MGVjvnUMt6r2R4v2W0jR3st9bkUnyv8reaLDMljipEQoHQQZoEmRHSMWBkxzmJtpEkkJtS4dElWWmZjy34d2W8js7UUN6ng2gLg6WeF5zqYAJw3QjYhykwSXMTMHUWEIAQkApNIMhdwQHW6w0xL3NUn/M+TemYGPqsYI5kgfGIJL2fYCOVA46QgHDlM6dBnOjRS4K6Xz/vV/0KnFHJDfbqMvpR++u5ihjxr0Jc7X0Hg/3v9CzpHwB0VLe8lAAAAAElFTkSuQmCC) 10 8, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
86%,86.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFyElEQVRYhe2WS2wdVxnH/993ZubO+M592HX8iB07sZ2mNLRRTHlZqZCQ2hAIRUjQh8QGFqhCZcWOUAmp6gqkbFsQEhGIDYJNUcWmKq0CpEDtQFKc+JE0juO3r+1779yZOTPnfCwSFpX8iKUuQMpfmtmcmfP/6X+Ovu8DHuj/VaNMH8s++97leceFAAzcfTkALJHVAH6b6X0DOPf74Utd3QAIIsICQAB2meAqx8JxOAdZzN3cN8B9J/Cj0SfAjsMAABFAhF1W8Aoe2A9gCVYnKZJm0746/vePD+CloaMod3ZCBb6TGOOxUsyKdUdb0fpKwSv44CCAAMjT1KbNJuJG3bZqG4jqWzh/a/dU1G6LL5QqCNvbOahU6W8zU08uT37w4tbtuafmlpd6NTM2idZGBg9bv1Rmt1Agx3WhFIvDihhClOd0QiDvtaL9A4wFbag6Hhfb26Fdz9mcvv7aKeLnTijnsyOgp8L19a+vLi4fvXjrZtQ/NLQalsLMc1xRTKSIhEWgrGXSGqO5kUs63R/AIT/giutyW6VKlxbme7ubzVcOB0Fb9+dPUfc3nnXD4ZFSuRmNHqxtPn19dqa/xrxwZGBwiQgggGAMwRiYLCMTx7gYt2RfAANtRaoql4rlChaS1nA1il4cDstq8NyPMfqdb+ORs1/CyDNfherpCQvTs6OdK2tnLl6fbONSOOO4btNTCibPkacpdKslT+RGjjHjsjEf8eGdAIQYlskKACvQmpWN2UHecQCWGI7vo/PwAL74/e/hC+d/ypXHHxsY22qcu/3mmz954+23PgnXZfI8hufBOA40EW93CNsm0FHw0VHwqd1xEZbKtGSyShvxd3tBbuX0l9HV3w/HceAoQDHjwOAguj510l6dvO72z9x49OBW/fQbV/6ZNV13tuwV4ubmpkStCFvWyrX7SoAAIYJhxYYZxtrEVNp1biwaC4vQOofWFpkBrABgwoGhI/z0yz/E+sAAd1k79DXhV7emp7+ViyATQSaAEcGo89Hat20Cgetx1Q9Qcj0KSiVkijVVO57tjOMuv3oAvZ/5HDz37q/EBNx72ru7kQcBFt95B6zTQiPP+/6lk9+VBHEcx5KIUENEFq3dKwGCYYYmgrYGj/YN6Ia1N9IwRHFhDnmawoggTRPEcQKdmbvVEcCh0ZOQnl67LoIIUhYrob23BhE7nud7H4EoBaMcZERIshytJLErWxuXa46yGx9M4OZbf4QoQmYMdJoA1kABEAD1OEU9TXkOgilr5zJCjYlAgP3DNs1qewAAVikYImiTI0lTtFqNiSQM67dWVzD9i5/ZGxMTYNcFlIIAaLQSrG9FmH5/HAu1dfzbSm0t8C88fLCvDmb7q3j7arjtHXBdV8KwRG3E4oKImRH6AWrGfsVZXer01lZo4coVFI8/DgRt2KrX7crSMk1dvYq/vv4axm/PrdwuBi8/c+rJ3wSs9PnL43Y7H2CXZjQyOIxu5XAZ4ND3eS1Lw0VLF44vL5zt1BodRCh+4ji8EyeRd5QtGcN3Jsbt+xPjN+YJr3zz9Jnfl5RqNdZWsf7hh/bC7My2PjvOA7FOkRQIhTyHshZpnjZrqX6v7vlnVZ6hbi3U5FW409eQMmOVoKeT+N2eoeFzZ44dG/d93zajCFGW72i+K8CdxXlUDx2Bl2UWmUboeShae3FOqXoLKDvM0GLRzDQ2mFcyx/nlkaHh1z99/LF5ZkI9ipC2Wvbn7/5pR3Ngj3ZcCcvi5Bkhy4SslYd8f3Epz5PlPH+kLrZSA7VWxPyZXPcHYyNHf91dbd9ItUYrThDFkTSbTZm8M78rwK4DSV9XDyq5gZ9nGK9vYqzSweIobzZqjGorY1bsVF8x/MdDhcKK73qWHAdwXIhiGBG8PXVtx8v3X+06E+osQyqA3CskUaYtZUgOKvcvULgEAMhyRDpDJAIQwRJgiZADe5rvmcBeGigEIAAEgYjg1g5DxwM90P+0/gOKt837E7RO1wAAAABJRU5ErkJggg==) 10 8, auto;}
87%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFgklEQVRYhe1WXYhdVxld+9v73HPO/Z/J3LkzaTrTmSa22iY2URrTzEOxYmstUkHa4oNvrVSoCAVBISpU8cGfvhrBn1TBB6XQgiK2oJZIW+lMJu0kaWbSxJlpkntnMvfe3Hvu+T/f50PnRcydaWmLCFmwOYe9D99ae232+g5wHf+v+KRSH0id91zly8YCABIAGoCBYgFwLI0/fAFfHx2DAGABiQIspZDTBjCGMwX8dPnChyvgewcPEQAICyACS2vYtg3t5iEKCIOAA8/D92f/+cEJeGJ6Dyq1Gsh1KMwyh7TGUKEYa6XY0Rq245AuFBgA4jBA5PU56vUQtFr47sm5bQXo7T44WN+JfLVKry6dnWmcXni8s7rymRwwvup5aCl1Zc9NU+KUy8qybaWNEa210qSFRDBTLOEAgJf9/sD6ZivyRyrDBGPQTVNj1teOHCJzd01ripdXwh5L5y1j/nRscfF3X3jwi3Oj1aqXNxqWIlhQZNIUOomBfh9Yb/J7duCuYhkVy1KFShWvXr64s9brPTXluvn6oRlV/9JDVmH37lLF6x/Y2e7ce+bc0q6WpstTE5NNpSAKAJiBNEMWx/gUs7w0wIXBDhhDIA1FREqpUaUobzsF7Hj0cez7/OfgGIHXaOL1554fK//q2GNm6fz9f7xw4egdhw//slYqrRnXJZN3YQp5Vo4zkIYGLYgiFlIQATMQx6Q5II1saAQMgnYcjNw0gXue+BrufvrHVNm3d+Lw1d6RtRdeePovx4/fTrkc1OYQPXifA49gV6GIIWOpYqmMRpqUXUVfHYeyKvfej9FdN8JYBkYDmgi1yUmMfmI/L5w5aw2fOv2xcrN533Ovz8eeZb1VsZ2g1+nI3jjBa8l/h9U1HRh2HLBSlJFGRoSUOeTKUJxmjN6lBuIkRRwzkgxgAUAKtekp+uyRb2NjYoLqzNMPCv2ws7T0lVSEEhGKIe/eAcfKYchxVcnKwS2VkGodozr8cC0IRp3qCMYOHoRtGQAKihSg3nlW63WkrovLf/s7KI7sXpLecDIKf18W+IHvq0kiOZtl2zsApcBaIyVCIoLbdk3GHvP5qFhE4dIKsihCJoIoChH4IZKEIZsbvPHAfsj4OG+IoA8pg6XIm4vPx9G7OwLRGmwsJEohSlP4YcjNq+35ljHcPjWPCy/+GUIKSZoijkIIZ9AQCIBuEKEbRbQCwbLW/6qWih31Tue8ZhZcU0Cn1wVrzZkixGmKKIrg+95sWCx0l9ebWPrFz/n8iRMgywKMhgDo+SE2rvaxNDuHS60NnGJprdv2b6bHxjsghWeCa+fAwFswsqMGV5GyICAiFF0XGyk/YK03RnJX1tTFhTdQuG0fxHXR7V7ltcaaWlx4Ay8f/RnmVlcaq4X8dx44PPNbYk5/cmJ2YBIOvKApFDIFpGmKOIoozZLGesaLNa1vbccxhk+ewCtPfgO5j+9HMlwGZYyLc7M8Oz93blXTUw9/+p5n81qHXhAMJAe26YZ3Tt9C5SRB3hjKF4s47fvfrLfbPxjye9DM0ErBMgYhEV8B0qUoeGls+uZv7bvl1vlaucxxv88/evYPW1Fs3YwiYQ6TmBBHLMII/f7xZU1dHygbIsTC8JIYbUVriWV+PTV989E7b9/7NhFxt99H5PtbkgPbtONmp4XRfFGQxCJpKkM5+3IjTYJmmn60y1xpQflNyf5BlvXkXbv3PFOvDrWiOBY/CNDv99HzPDlz8e0tBWz7Q7J3Rx12EuO1bhsz1WGw1s45r3dHJDIjwm/eUCjO7bDthmPlAGMAYwGakInwXxff3NaBbQV8ZHgUuSTBQq/9H/P7i2WSzYBRIgwREqVYFJAphQzAGa/3/gVshUnb3XwTLEfh+yl1Hdfxv8O/Aa2CjxIaCqfIAAAAAElFTkSuQmCC) 10 8, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
95%,95.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoUlEQVRYhe2VXWhbZRzGn/OejzTJyZI0X41JGk2rrhv7aDenYx3u00nLdFXmhV6oiIJTcOjFRKYwbwS9FHQICoKoyG6UChMUprBNxSTVftAmnbZJmy2JTdJkSc45Oed9vdALb6xnmupNfjfvzcvz//HA+3+BDh06/M9wZi++su8gFGpIhPBwy7J2avzTtgjwZi9Kmjacm546Uc4sHpYYegZCIfbsyNHiZxMJ9m8ETDXw3J67Seq7S1/sYdjn5XnSIrxSpbRScDjGZyTxo7GxB74/8dabjX8iYKoBatCQ/3rt1ZjVavfv3ssFjj8k2vv7HV3lyo5QuXLvTCoVObh//9Kl1Fx+XQTCTnfMXa8/E5OdfPT0GQw98Tg2jR5B//1HQXp6ZEvqyqC3UBwNBQLWJ4+NpcYT8XpbBYIbnN32RvOpm6x2wf/IowhEIrDaJDhcTsR27YRjYCNZzWZd4fSV4aXFheitt90+m1heKrZNoNcbcNg48nQQnOg8Mgp/OAJB5METQCAEvmgU/h2DdGp2TvRMz2x25vMjRBKVA9sH0/HcsrpWNjEjoFNDMZxuTTcoarmr0Fo6NI1Bp4ABAISDL3YLuefll/Brby/xUxp7EOSNSjr9WFsa2Bq5ucm5PA/7mk2/xelF8M67YBEFcIwDRziA+/10BQLQrVZcvfA1iKZaaroe8gaD59LV1b98IaYaOD+Z1GuUzquyDDmXhaGoMCiDqipoNhW0dAr2xzaIDA2CBYN0hTHUwVxgTF4r25QAAORXS8mSINDydBK/fHkejAc0Q4eqqmCGAR4MDEC1qaKqqiQDhkXCL7hkR6ktAn0e7w9NWa4uFPNIvfsO/TmZBBFFQODBANQaClaqdaTjCeRKK5iirFTosrz/4exMda1c06u43+PnVnRjVCpe81mKBW55cgr2zVvBumyo1lZpIV/kUlOTuHz2LOLZzLWMzXb6vuG9H1ycm9XXyhXMCuhKI1c06Lyf5zeVDA3dPyXw7QsnIW3bjla3E5xhYDkZpxOTP85nJfHM8UOHzr3+ycfa3+Wa/g0BYEvfwIuBcum17kYNPKXgOQ6CIEAlhBYBPaU0L2zZecepzy9fnDCbaboBAFBqq99kCKk0AZdACDRGcb2locSRgiaK78X6+t/uC0eWbiTzhjgcjgphT+Ckz+ZYDFusLGCx1m2C+JXHJh84tm1IWrfBf2a3xyf5LNZdGyTL87Igjmx0uv3/yeAOHTqsF78BhkxxyZMyMfUAAAAASUVORK5CYII=) 10 8, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
}
div.testarea{
animation:rwdcur117482 10s linear infinite forwards;
}
