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0%,0.73333333333333%,100% {cursor:url(data:image/png;base64,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) 14 12, auto;}
0.83333333333333%,1.5666666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
1.6666666666667%,2.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
2.5%,3.2333333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
3.3333333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
4.1666666666667%,4.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
5%,5.7333333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
5.8333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
6.6666666666667%,7.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
7.5%,8.2333333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
8.3333333333333%,9.0666666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
9.1666666666667%,9.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
10%,10.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
10.833333333333%,11.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
11.666666666667%,12.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
12.5%,13.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
13.333333333333%,14.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
14.166666666667%,14.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
15%,15.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
15.833333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
16.666666666667%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaklEQVRYhe2WTWsTYRDHf9msbZKusQabStpaxVLFiogevXnwA4i3/QB+iz0E8ahnEbzlpuDJi+AbeFDwBbVVS/GlUaka1yY26ZrGXQ8zS7ZparalXsSBkH322XnmPzP/mXngXxYnsE0nsI0/fZPYKkOACfhAE8gAVuSTFlArJkqtLQfgBHYWSKlRT4GgQKLiA5ViorTqpUkPcQLbAkb18PliouR37FnAYWACWAKe6vYXNRqKoSAbsQE4gd0H/Ii+O/N6iEOTp8ZU921072vlI0O7Rs4jIX8CPNTnde31isAe4OzC5/eXzOQ2VlY8Dk2e4n15ujw+NsXSUhXvZ52kYWIYScxkH8BRxPM8sAjMRM5bw4FeADzA3z08flbXH4DC+NjU5Wr1G6lUBsvacQWoAN+AncAkEmofSd1Mx3kbAuDqAbuQ/FaAAoBhGPT3p2eR3Od1b1p1QLyf02cfqYIoJ4AYVeAEdl4NgDB7EHjgup/J5YavA30IEeeAm7TZ/xQhYgtodjMeC4CCMJBoGQgvXtdqLtls7hyQUw+ngRdADZgtJkprwt1NepYhgKJvOoEN6mG9USWbzZWR3JtIqjzAjWsc9Si2aBNZBNhu5QD2I6G/gxDUpc2BrQegIBYBlurfAe4C79Ro2Oka6ypvlTiBHZx+ORBE1rFS2U02rQj1kJwGq1vu3wOgJOwDMIwhkCEU7vlouUWAAbQ6B1BUYk9DHTx5pA88ejf/jL17jhzQbQ8hZwuJRie3WsVEqXM6xgfgBHYKqf8CcPvL1zL5oTE+fppjpDBxAmm94X3AVUBh5wzT0+x2H4gzjoPoulpzGcgMAlwdKUycAe6He8vLDdLpzAXgGtIdLaRKfCR1m7uQ2G8OBtntu9lm9pMwDHZkc7eAweXl+rFm0yOVypDuz5DEYIVfN4CLSAQAFpCWDNDY8IUEYP++48eBk8A4QrxRIJtOD9xLpwfmgIJPkPf5tQA8ZnVVWCGAbmSMWwUNpOMNIwQL8/wK8XQQmKU9lrs1o66lGocDIYB5NTqqes8R5jeAMpLjEFQneFh7RwTiV0GGdglaCqCCpKOlv1H9X4w45iGR8dYbx3FT0ETy6KpOEwmpGQHxASnHjOo0gIX1DIeykUZkol0wIj7iXdxjNg9AQUA7an4v7/7Lf4kjvwHq5TXqmhNisgAAAABJRU5ErkJggg==) 14 12, auto;}
17.5%,18.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADW0lEQVRYhe2WTU8TURSGnxmG0pa2wWJgikCsiiH8AZduTFyyc9Mf4MqFf2AWXaqJC7cmLkx3xsREE42JOxcmfi2IEVFBhBallIq11maccXHPOBfS0lIluuAkk9w79+O85+s9F/6xGPt5uePnLMCUqZc3Cu6+AHD8nAkEyjz5Ii22enmj0PirABw/FxFlI0AC+Aw0AVe+neLmjUIzmFhdKEgAtlxeBZbyRiFYs+SOk8C4HDkKzAE1oI7yhi6WAAQ6eECs+6H/W/74ismJmeNy0by+tra2iG1nLwAplCfeAk9bgGjkjYIXoNlN0sDsanHhTmIwDcDkxAyltcV3GTtLuVzE8z0GIjEA+vujAGeBl4Qh8QSELr8BdQJgARwZm5oVq+JAKmNnL3/6vEwqeZhYLH4XeIDKg8Az3+W8CUwCzzWlXhDCYMNusgU0tHEFSSzDMIjF4tdRcU7LnioQJUw+Dy3eItvmnTxQQ8VxSPbWUZ5gYGAQVPLNiaI4UEJ5YhDYkP2vCUuzoVsPXZShJKItACIoax9vbW2SSh26DTyW/xawhnL3GMpby8DKTqV7ArADiInyRmljo8TwcOYK8EK2uMB7UewBRb3e/xiABuQwsP71a5VkcmgOuIaytAEsifJ63iiUu7mvUxK2kipA7dsmwF2giHL9W1TMG8GefQEQNBTX/QHwEFXjRVHcBCqtmk476UjF7eRL7Rk3jGePej3fEwDHz0VRdU6fOYrjnzEDSt13AI6fS4nyKIBlJQGmHT9XJex+tb24H7qsAul6aVQJzq+svmH8yElWiguMj02dIiSoERRjviLMifof8YDj53x9Xiy9wzRMbDt7Ebiqr7mui2VZt4B7wH1CKq62A9ExBHmjYJxbGPejkTSR/jgAtp09DwxVKp8wzT5isQSe95OBSBRgGsWOcRSVR2Rc7wkAwPSJ0xm2PzoSQDKdHr2ECs0HYAo4htAv259k0XYAuuUBF0UuQYI1NfBlWXsC3ERxQ42wiwKYjp9reXG3VeCiOP4NykoXWBcDllAJaKFiviWAdIu9nnNAJIhlRcZxlJujosxEhaIpios7zrdtSnvthinC1qs/OjxUXgTJVtOV541C297QSzc0AQIG1J7lASMGL2VPlLdMvgM5kP9GfgEbCSR2jZy2NQAAAABJRU5ErkJggg==) 14 12, auto;}
18.333333333333%,19.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
19.166666666667%,19.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
20%,20.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
20.833333333333%,21.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
21.666666666667%,22.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
22.5%,23.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
23.333333333333%,24.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
24.166666666667%,24.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
25%,25.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEUlEQVRYhe3Xz25bRRQG8N91Hfsmdv40NHGIlJQtLPoAiAeAHUJiladgxc4Lb3kNvGSB2LFCSEioq4pFqVpUoI1K4qZpXBzHcY3NYubii+vSxElZ9ZOsq5l755xvzvnOmXHiAqiPdqCAYSNpzmQjuYDjNDrPMES/kTSH/weBSed5dBtJU320U8yR7DeSZu9SCNRHOyUU43AJXQxynwzi++rE0gEOJ1NVdH6k8fkhNqPhm7gtpKGEhSnripHws3MRqI92Rvlxu/3E8vJbn2IbX+TfPXh42/bWex/hN/TR8+/opJMEzpSCT342qi7ckJYXbdTesb//u1rtuqP2geWlVcWkqN156rjbVlvf/iwSuC9EpItOzlwrn4ZzaaA+2ikIuW0fPPlDtbIiTefv4A4O8Gt83kcrt/RQiMigkTQP8zZfpuSpiCU2gMGgL03nv8SPwo5beIDvsTuxNNNNZ2J+JhEW4PjkENd/iMb78bkXCXaESGVlOMRRI2n2L4PAANLyEkFQ2a8fHWUOs/kCOtOcz0rgGiRBPqlxLxBJDCa+zyIyFefSQMRSIIDQB2pCSWY9YCVnt29K88ljlgj0ISkUYAsbcb6Lu8ZROGokzcloXAqBFlQrV+FjQXjP8Gd0ngmy5MV0vIBZUtCBcnmeEPbMWU0I/4a4sdg3Lp1ACRbmFhjX97U4n52A2ZH8Wgh8AEsq1iyvCALsGCu9a1wVr7wbnKkVx7P9hqD6b66qWlY1NLTn0BVXnDi9i1v4WuiOBA30vKQJnYnA5GnYerzr7bVtVfOOnSgrqyh5quN0+FyhULiJr/CdcC5kRB5Nq4qzVMFc6/HD52m5Akpzqb8MD9uOe71ed1NKz6kEJyfHKpXFFhaxniOQXVCOZiEwWF/b+hzvxnGK93ErTRd2B4YbQhl2K5XFBazi2FgH/+nrlQTi/e5bYVdD7Au94B5+ESpgM9oaCOX4Ex5NmLrYnbA+2tkUarwjHLurxmW4Gp0fRcf/9IKILvamteSZbsU5UkUUJhWeu7iUhJ13Zv3f8AZv8AavHX8DmIEBomAuACoAAAAASUVORK5CYII=) 14 12, auto;}
25.833333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
26.666666666667%,27.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
27.5%,28.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
28.333333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
29.166666666667%,29.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
30%,30.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
30.833333333333%,31.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfElEQVRYhe3XP28cRRgG8N+uN/bZiiMToxCsYEISBEQCkRRQ0aNUUFDdZ+EKFxESH4ACIdGYD4CEBA0SokAkUVAQBAi5xBjH+Wdscz4fjrXcUcxsbnPynS9GgSavNNLu7My8zzzzvs87y/9syV4m1TrVDGl8zeeS+fZ/AqDWqaYYLTkvrD2XzG89MgC1TnUUWXS+3WdYitbDsjEQQNzxVHSeoYIc62jjNE5iPy7jTmyr2JpL5vPdAPRS2WsH8Adu4wbqv1779rcI6jV8hQ/wPj5bX185jzOYxcFapzqxG4C+DMTdPwm/XP36dpKkkiTz/LHX1Re+c/zoKZutDWOjFWmaqqRjWvlfsmzfu/gZV3ALq4OYyAaAu//thRNvPCWwVUF6/Oip+uZmA4ks23cNxzIjsmxfE2NoRfB34pzmXgD0om7HvlFot9smJ6fOYgaNlntTuIgfhUBNS62v9f0Yo7k3tbaLvs3WOlzHN/gQn+ILrMSxrQi4X9YMBhBBNOJCZWtCmowQgvFQ7D8vZMK2kCULgkgN1IfdssBcMt/UTa2VAlD+9zY8i2lM4HssCQG4GIGu7rb+oBgogyDGRK1TnYLxygE4IsTEmqAFsDyXzA+kvWy7MrCDVaAyNi7hrUx6Bu9EMBOYibXi0QJIRzIjUm0dAtUzAgttQcAeGYAWtFoNufa5ts4FnNPViRxZrVMdarGhqSrZBCRJCl8KUb8WgS3HNfMIaNfCNHQ5rnWq+wWKD+HSzVvXPX34ubeFXZ8QUq+FHyKQO0oaEAP54QHUOtXTgqxejV31xd8vm33mpMWln8weeeksXsQ1QaTqAjO5wEZTV9C2e+vCMAA65felG1dMTx8xXpn4HG+Wv21srJmcfOI9fCQcQS4cw6qutD8AYpggHK8vXHT37pJ797Zk2ajxysQnaDUaa27eum5jY12z+ac8zwmlu9CHim5wFjZaDtBhb0QzwjnPxq6X4/MlfIxX8Grc6ZZwHI04tmCg0V2xy8KwWbAq1PZC++vR+aKwwyUcjust9zgbmA1D6UAsKAtCsWkIEb4cHafCri8I5XihZ/pOVfU+oIe+ltc61YOC0hVVsrgr0s3/iq4eNGIrnD5wg96LEDV65rVLbSUCKC6x5Uwoxj7Axr/5MdkvRHrhfKe6n+qK0Y4/MHsC0AdUeecFqO1+CvjYHlth/wBxfzlr3Q7WjAAAAABJRU5ErkJggg==) 14 12, auto;}
31.666666666667%,32.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
32.5%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
33.333333333333%,34.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
34.166666666667%,34.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
35%,35.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
35.833333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
36.666666666667%,37.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
37.5%,38.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
38.333333333333%,39.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
39.166666666667%,39.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
40%,40.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
40.833333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
41.666666666667%,42.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
42.5%,43.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
43.333333333333%,44.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
44.166666666667%,44.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
45%,45.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
45.833333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
46.666666666667%,47.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
47.5%,48.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
48.333333333333%,49.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC20lEQVRYhe2Xz04TURTGf9OZljLTDgNFLAREjCalaUzcsPANjDsTVuMDmBhfYRZ9CN+gW9fGnTvdGBMNsKgEaYUKFJsGx7HUXhf3Dq2G/qPVmMhJbib3T8797ne+c88d+N9NG4cTT7gJIA5EgCbg57VC8FcAeMK11ea/W30QECMB8IQbA3JAAvCBADDVdA3YzmuF5kgAPOGKzv77rQK5jDsFzAIfOueq1X1Sqfn7QEMNFYG9vFZo0MUGYuDBJmcgchmXj6UNlpeyVD7vYJkOyaRDFJ3a1y9Ylv0E2FLLK6od5bXCub6NQQA8W20DzQmM5aXs6W5pk2g0TjLpPAUenvKjbFl2AMwjTx4gRRlT+5wbisggADotjGlLNJlPr6wD74AXQAuoA45qnQLsus9ADJxnkYgBcBOYBF4jqQ5PWlHLYqrfVQNDM3BmUhUHyAyoA/vqW6J9eh8IusUfRmDg+2kd4A2wjcyIACgjBRgoMDV+DcUYATSK5LXiW0+4JpJJgx5Ujx2AGc/iiTs3VLcFnHQB0PojAJQIs2oDHzhCauKkc/N+N+GFAUSNSZDUR4A55ctA6qChWt9aMHQWeMI1ACzTAbiHTEWb9oUTtlYv9V8YAJAGWHAWiWI8AtaBVQUkjixGDjAXgh0bAE+4EaAkECSJM40FsAhklK8Z5L0AkpHZfj6HroaHR5+Ymb6KpZsY6Jzw7WyuWq2QSqUfAxvALvIW3OslxL4U5bWCFlbDaXsNXY+i68bzgMbdIPDtWHSCBf0Kh9SYmJgEGYYM7YzoyfJQ1dATtxLAdeAaUIzHzdtAosJxBmgmElOvkNRXkMKs0aUKhjb0i8gT7iwy7WxkzH1gDVhRS14Ce8jTl/Na4WCsADqAgDyto75pJN0t1MMU2On1GoIRqqHK8dB5Aym6MpL+A+CYAWrDxctxG0S9Yyis/U3kq7ivj3H9FxjICyh8kPj9asClXdo/Yz8BlMXeTFfcSnAAAAAASUVORK5CYII=) 14 12, auto;}
49.166666666667%,49.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
50%,50.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
50.833333333333%,51.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBUlEQVRYhe3WT28bVRQF8J8d548TJ9AoIJqG0KQNSqWoAgmkwKZCgi+A1JVZsmPJ3gt/Ddb+BlVZghAqVLCAUkFEigshJBUKaZVaJnEmMyzeMw2VExsnEkLKkUbjN55597xzz7vvcob/GLl+P6xk5TxKKKAZH49it5qrNY/88DQIVLJyAdMx+BJmsYYhTKCOz6u5WnJiApWsnB0e312pWVosnxdW+9Ph/7a2NkxNTX8Yh5/im2qulh43f6EbAby+9usPXw0Pl2TZgaXFstX6l5sL88tW67eNFacMDo4YLY4rjo7DS/hFUGjFk/T0TWB79sUr7wgyb+OzhfnlP1brt8H0+UvX8QYuYxIvo4EdjHQj0JMHKlm5ba40jrN79792ee61t3AR1+NifhR88Am+xwNsHZeGXhTQydW53ACkeIQvMBeDfydIv4Pd+Gz3RAQ6IU1bsI7f4zUhGPMuWpFAgnwlK6vmaqdL4CnsCLkeEhRpCup0Rf8EspRgsudjwPbVePrVo1Z/IgJJuguvRBIl3BHkfxqt4+bpm8D42Awh72uHAuUFH7RNm3Srhvl+CQzkC/AqFmPwB4Lb2wGb1Vzt2NWfiMDMC5fgfXyA+Ugiifdj834iAvEg0jrYFwPWcQHLmGrPWcnKPc3Xy2FEKLMzuIW9eOhI09Rwfsi+5A7u4SPBiKmQjpaQiiO3ZC8KZFgVyuve5mbd0HARbhXyA0pGzHru6jlj7x4cJB/jTWFnFARDTsbeoSN62QVz67+t3h8sDEnSxFjxGRPj527gYlvAP7WUFCUDmcea14TC9LNweOWF3fKoXwLrMxcWrsTfI7iKa9hNpTcfarw3bHC6ZdBjzR1sCRXxWSEFjTjuiK4E4j5egUpWLglFZ0FY5SZu7Nl/e89+XihGDz2phqM6VMbD+NctWczntOD6dk/YVqiBb7ERx21FWtVcrWMK+u0JCc3HrCDvSLzv+KexN4TdsH1URey7Kz5EplDN1ZJKVp4UzNZWZVswXqNbX3hqqGTlvwvVGc7wv8FfhD4BNvrYmf0AAAAASUVORK5CYII=) 14 12, auto;}
51.666666666667%,52.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
52.5%,53.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
53.333333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
54.166666666667%,54.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
55%,55.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
55.833333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
56.666666666667%,57.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
57.5%,58.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
58.333333333333%,59.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
59.166666666667%,59.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
60%,60.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
60.833333333333%,61.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
61.666666666667%,62.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
62.5%,63.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
63.333333333333%,64.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
64.166666666667%,64.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
65%,65.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
65.833333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
66.666666666667%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOklEQVRYhe3WT2tcZRQG8N+df51O2iGdTtMaCtaIUApuRMSNX8C14CIIbtz4IQbMTlDcuHY3uCl+Ahfd1UKpIKVqsTFqmqQlHdNxvLmdJHNdvO+Q0SbxZkS66YHL3Hvnvuc853mfc97Dc3vGlkyzqJMvQgsX0EAPK0tJd/S/AejkixW8gXmsoRRBQBspbmJrYtkI2VLSTacG0MkX88nn0WhPqVS+iS/x6fh9TcWD39ecOTP3Ce5HkLexieFS0p0EVhwAvPNDKz87e0W5XNVuz8uyVL3e0O/3tJptC15QVbZs3bada/gGP6Mf71P0l5Ju9k/flSIArl7uJZ38xfcFyiv1euPj4fCJmUbTaQ0DmdyeRAku4W4EcErQSIoangJQKgIg2tdYxa+QZalypZImyPGHTEV5nFQ24fupoFMBWEq6q7iKr6C3dR8+6hmsrHu08acn+tJdLAsZjyLgQXQxPMjvtGWY93oPtFrnPxdUf1GohF1cF1haib+7jhBhIQ0cZNtZH+fH5beBh1jHHdwSGBiX4aHbMDWA4c423EBTyPKOQPcGtpaS7m4RP8cR4d8sCZtXwxmcw4IguBT1on6ODaCTL9agNXsR3hJofiS045HASOGWfCwAnXyxhDmYa56H1wUWzgn014RtPVDx/xlAdN6E1c1f4DM8wG8x6FBowYW1VfjDSP04Q3k+Gq9/KPT7DaEk22h08sW+IMYj2ShyGJWE9tqI143NR2vaZ+ft7e4qVyoZvsD3EcxAEONQ0MVPR4EowsDe5MPW1qbTp1rwcL5ybm7GifqyjQ+h3+9pNlsf2BfiWgSzfJjzIhp45d7KLcsr31pbv2dmpunkiZPKSnObHtsysLMzlKYDSVKClyZ8X0ArzhIHWhEGspcvvfZq/PZdvD2SXyavodczyKrV2mq1Wrsbgz6eWDsSGKgIzWoqABtCY6lj237bvSJQ/F0M/GP8LxVKdSRQP+4PB9pxRrK6cOi8F4On9sev6zHYUMi0JGQ+iO96h82LxzoNY0Us4E1BaEPh1Lsdg856OuMjS/HYx3EEMSvQPLR/9o+EEawSrxHSf5uUp5oHIhBCXxgLLJtmLH9uz+2Z218uXC7l61TBRAAAAABJRU5ErkJggg==) 14 12, auto;}
67.5%,68.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
68.333333333333%,69.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
69.166666666667%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWElEQVRYhe2WPW8TQRCGH99dbCe2TokDBPERIpAgQhENFRKiQIgWiYLGvwB6WkukgF8SGhpKRIkQDQ0gCAhFfAQICSArOMYczt0excwmG+PAGkEFI1m+vd2ZfffdeWcO/nUrDOrQyOsBUNVhGzBApGMzW5gzfw1AI69HwDSwQ0FUgWfAIrAPiIEEeAG0Zgtz6Z8GMA2cRk48AYwgLKwDTX0fAEvALYSdrv6bfoB+CaCR13N33Go1iePaHWAZuODOhQRkGAM8AK4BdxFGuroknS3MdV0fLwbOPyUfiiYZHzvEjvE9mCwjCEMCCgwRUaLIF74SEJCTk5IlwGXgHvAWYcla12UiwsNmpuslYBSYAU4GYXglIqRr1jFB3jZk1QyzmmGa6vJBf0X1cwFEwGAAHHsL3ASufFxdZmx053WgvI6ZQmjv6Lo20NLnIpIXVh2BG9AXgEXcsj4Fub0YOIzccQy8BoaAdw6ApAfAFpluQbOdqbZb6vwJoFKJAaYQCabAgv7fB+Z1bcpmreg9jD8ABZEgUksAOp01kCx/hEjupc4v6aYJkgdWhtBHigNXQhBpLr6ZZ3L/0avIlTxEZBkhTHSRfHDrQNqvDgyahBtWqdQAziCVEOS0C8Cqjtu9mu9nAwPQckypOAySD8vOtPvs1RO8c8CapdEYAyKxg0Ctz4ZesQcGYK3z9TNI0lmd99LtxYD3FSj1ttkQBpH17yBN6ZSCWULy4JPjY5AS/ENcLxU08nrR2Xzt1eIjpiaPkabrlKISGeYxcAd4AzxGpFlEWEk0jAFWe5XwyyvQbvgN+AKsvV9+SRiWAC5G0ZBdNgNcajZXrul4F8JK1QkVAKP6QbNhPldQmn9++1tleC/D5RjynP17jxwHaisrr4njnYRhiDEZhcIGofb09grsqQOds6z45cDRw2cr+mizvQZ8mJg4cA44gdSDVrk8ckODt/sG6rOnDwA3m5vAbuf9K6RHPEFOt4h8jsU6Tump/b1jHwApQpsLyLDZ4ZaQglRFTp9o3BE2O6Lrm7gvfFUQAGUd1hSQBWVrfaTBO2yesuyESREVbKkP3s2okdfRTUcQii29bq9vujJTn4iffK7/bjesKhBrBmk+yTYu29pvAVAQVlLbVrn/9t987DuaXTYO582VRAAAAABJRU5ErkJggg==) 14 12, auto;}
70%,70.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
70.833333333333%,71.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
71.666666666667%,72.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
72.5%,73.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
73.333333333333%,74.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVElEQVRYhe3W32ubVRgH8E9+tEvTZGajK3XUCZPhDwaCN4J/hiAIEfEf8M47IWCvRRS888qL3QjzUkQQ9EYUVIbMKk5GdbWOrtY0SZM0SfN6cU7aNHRNFqe72QOH9z3vec/zfJ/fDw+YUv8l80pSziIbt310VlJX7g+ASlKeRTquAfN+PINcPBul9uC/qQFUkvIo8wGQHHpon3C9v5K6cnB+zwCi5lmUsBzfq8jjhfjbdfwgWOY4MAdWyB5zOCowGd7fuPmNSxeffx+vRBAH1Ot1ZbMz1/BpBLUuWGUUxMBtk1ngxZ8cgLj8VFlWxpIz/tbQsqe115LNZJWyRW1dXb138CO+QCMC6A2xnNwC8PHTh0AvJ55LJN8lEhkZZxQVTs2paf5c16piA7dwOq5GlHMAYDgIJwIwQmv7+jZVpaQlZqQDviq+xW9oCqbvHHP/iDumAZCGWqtmbm6+2dGtxe/NyK+IGn7HluDrvmCB3rD20wLYhgtz5zW08y1761jDVcxGYbfxVQQFzdEC9G8A9KFr34yMVkjFj7AqaN6PggfC23cTzvSFKNm8c8viucfeHBK0KliiLwTe1krqSu8uLA7ouFI5TnhuaHsOjwqmzwkW7Qu+Hit8KgBiOuVyBTiLRTwRv6fjsx37wf0HMNAsdyoPS4Lf/xC0346rPynvaYIQNHZ3nJ1d/BKbgtZr8ZmPz04EciJNhLKSlE9XkvLysP+bzSrM4yXBFR2hGb2O1/BMnAdOpLFZUEnKi7gYt3l8Xq1uKZUWFOSkpNS1vsY1vDorm+/o3cRneA+/nhSQkwA40g0z0koKZqQ17Umk1GMmFs05ZdaWnYZQiD7AJ0aGkGGaxAXPrm/c8Nf2bQseccE5C4pKCkqKasmu3WZddWdLRtq+fUJfGMQGIU2PpUmC8Pry+UtP4uVttbdSOKMgkdhWl0qlmvP54tsU/6zafTzeqQvleH2comMBRNP9UknK7/Yl83fsvNHWSUNDa03QtoubDvt+T0jHjXH87yUNa/gQnbrWkhD1WaHjfS+k3Gr83hNKdCPenT4Ih6mSlBdwIa5B6d0UMmAwnvUjiJrDeeCu3XCaofSskPcFwczrQ+N43tHp58i4/r9RJSmnJ+0FD+khPXD6B0GhShalSjm0AAAAAElFTkSuQmCC) 14 12, auto;}
74.166666666667%,74.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
75%,75.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
75.833333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
76.666666666667%,77.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
77.5%,78.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
78.333333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
79.166666666667%,79.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
80%,80.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
80.833333333333%,81.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
81.666666666667%,82.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
82.5%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAklEQVRYhe2WTWsTQRjHf5OXTUxfbJIa0ppibWmpKIWKF/GiHv0EQvDiB8lhb97Ei+CleNgPISoUDyIeFA8FES1VSxpDu4lpm2w2acbDzNql5rWt6KF/GNiZnXme//MyzzNwin8MMcjmnMyOAWmgYAqr3OZ/DIgCTaBqCqt5YgRyMhsAbutpAFgxheXmZBatdBgY9R1pAXlTWO6xCORkVvrnpVKReDz1FlgGHvv/ra2/Z2Z6ada35JjCyh+LAMDdz9MyaiQIBENkJufYq+4wFBuhUinRaNaJGGdoNFz2qiUy5+f9BFrAuimsjrJD/RCYn70RAa4BBvBxKDayaZeKGOEIyUT6CXATyMfj55ZR4XA8At2Ug4plT5jCck1hvQZemcIqANRqFYaHzz4CXOAp8BxI6LmHPxL1MPrygI9Iy/t23ArAB2AMKPoUBlC3oGwKq9JLZl8eaAenngd4A7wA1vR4B2xoQm5OZnsaeGQCUv5EK91FxR2UN8Z92wx9fTtioBC0gatleCEIoGpBC7A9Ehwk5fEJeBZFjTmAOyiLvwFVPVqahEegqwcGDoGXiBFjFFRZvgRcQd2AhJbpDTShjjhyCILBMMBFYEYrc4AtrTDvU/x3CCTiEwD3UW53gG1gCviCuo7jQLFXLxg4BDmZTQFI+fu8ASwA1zUJG2V1TI+u6MsDOZld0J9lYHPbLpBMpJFSpoQQTpRwJkyQHZwM8ADlFVAd0m4ns28Ch7uhbf/wzC+HRHAsQjiaJkGLfZrIqzXq91C5UETViK7oGQJTWOLr91XsUpFyeYvmvksyOfEQWGm0GjRoUqPOHnWq1AEWUbdikZMKwYWpy7eASWAJWEVZlwkEgp8a7Dub2NNAWih5aygP9HwN9U1ACw0BzzioehVUAYoCL4F1vb6glTt6T1cM+iZMoYrPYezqUeGgH1SADX8HbYdB68AWqsx6sW2hMt5LNle/Fwr9ChzIAwA5mY2irPT6voddU1jV9qdOkIAmYaC8ENIkHFNYHTveKU7xX+MX82gDtE7TUR8AAAAASUVORK5CYII=) 14 12, auto;}
83.333333333333%,84.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
84.166666666667%,84.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
85%,85.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
85.833333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
86.666666666667%,87.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
87.5%,88.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
88.333333333333%,89.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
89.166666666667%,89.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
90%,90.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
90.833333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
91.666666666667%,92.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
92.5%,93.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
93.333333333333%,94.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
94.166666666667%,94.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
95%,95.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADa0lEQVRYhe3WvW+bVRQG8N/71kkcNySpXVqaFiaEAKEOHYqEEAMSKxKsFgN7JcTAgCp58P/BgmQWJFgRQwckkKgYaCkoqmgVaCj9SJwPG3/ldcxwrxULqGO3DAj1SHe4733vuc895znPufxfrDIo5yqD8tT7koc4aBZFdOKnHNKRXzpoVpPa/iT+clMcDC/hlXjgbaxiAS3U46/5uL49id+JIlAZlFM8g9eF2+fi+CkCWY7jGo5jF9eqSa33yAAqg/JgdD4jZ09Wxye4MLq2ufm7UunUe+jhS6wdlop03GK0t+r1u1qthoJZpxUdlS/iQqOxbXd3S7v9h62t+7J+RojMMA35w4g5lgMx9IVi8eRFvNuVPbvmXgf5RnNbt9dyvLTyAZbm54/ewkb0WXfAiRyyR4nAWnRwtW//cpxLJI6XVj7E6egnL/BjTeDG0PfYM8Yuxvz9isv4HB/hM0jTI/AOXsOreBkrEcRo3h+NA9Wkti6wex0/42uYm8tbkH/xlGPncA5nBPItRyDDgx8YfqYQokimBZzAjRUlpxT1DWxp+MVduCik4J4QtVY1qY0FMAkHQDWpqSa1JprDjalUTuKIxBPycFK4cUtQw7GHTwVgxHowY8aMnMy+zECmD0/Ff+qTSvHDAGjBjf3f/Oimdfdt2dG2t447ggp2KoPyRDI/NYChvLZaTTvanQ27dxo63+BjXBGqpiPw5d8HUBmUC9Bs1uErQfvPC1VQFzhQwPIkUZimGxaxGIckzXEgPHm8KZTqLK5HMLOVQTkd15QmaUapIDRnhRx/emt91dNnnrezs2lpqXQVzwl1/wW+xU18J5QjdB5Eykki0B+dbNbvKBXPwOWlpdJ5nE0kEjRbjbcLhYVVB81o9Jx/jMJYDsTbv9DttmXZnna7JU2OKBQWLmGj2+3Y63X19/u6WU+31yZEoiek4lA7LAKz2J2bm38fb+RyM9fn5wtXBJK15ubyqwL5FtM0XT22/ORm3LcvluvI/KEApHFcwvdCafUEgp0Q8v2DEXIKSnnbyJNsnCIeBqDnoJmM9niC4KzH9cUIiKADGyP7OsbYJFUwdF74y9LQ8ejjc/hC3o7rWTWpjfU/6aO0IAjOonCzphCBzN8Vb7ea1MbeemoAfwGTjtZ0rJRhKrNJm9Bje2z/GfsTwAM7jzpPt/0AAAAASUVORK5CYII=) 14 12, auto;}
95.833333333333%,96.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
96.666666666667%,97.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
97.5%,98.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYElEQVRYhe2W324bVRDGf/vXx2s3siK3oKpNqSohCKhSm6pC3PIW9RtwwxsYyX2APoW5gju4QOICAUKVKkBCkFaRWkgVghvS7bL+k22y3uViZuW2bOK14TIjrbzrnZ3vm2/OmTkWS1o377iAC6Q9q58uG8daEnhFwQtLgLhn9Rcm4M53eQkcoAXYr7wy+ht3844N+EAAZMCkZ/UPj4u5kALdvGOQ7MvM6NVWnx1goiT2elZ/UvZRJQU083NACqwCa0AT2AVCvV9T0LZ+9gawiah1Dvi9LPZcBbp5J3/xOYr2abXanwAR8GHJu4+Ax0jmjxAVAHbKSlFFgWvR3/s/WZZNUG/SarWZTEa3gqCJj4eLw2g65ig9otFYAdhAFuUAKAAzRL1/mXMScrHijQn+MrX6Q8dxMmDX8/zzTQxNDA0MqT0F1/7KcZwt4L6C3QdGGmrYs/rjMox5Crga5EekhrYGv9GiiYPNmASt0c/AF+oTqwLFLghPAjjJUg24yWxlvwUwIMRQw8clZQrwp/pESO2jKg3q1f38kmmAIkgK7AEPAIYHI8YcEDNhSvYN8Dawrr4BYLQnLE9ALUQWU6bPewCe55HD3ZTpgNlWew14F3gT6QlzF/lcAj2rnwD7ChwrIcJwACJ5W0GvKvBZ4ALwepX4VRQAUWCkVwrg+3Uc7HWD59bwWkj7vYBk7VPespcj0LP6mSoRISoAOVMyciCXfdBGlDJKMvnfCJQQIUlGAJ8fkRYEHihBHylTBGTaxo+1haYhQLGyxwchcPmzjHw3Y7qKlCcBfkXab1IlXmUCCryKbDFc14DUPAa+RaSPkQG1r7GD46ZgYZVKoDK+B9wEtnf+2OLSxXd4Gg5uq0uEdMtNRP4i+7nxF56GYfgEYxoEQfN74P0X3z387QeuXN64wmz4JEDYs/oZx1iVElwaDqPtWq1Olk2p15vU640MuF7DI34+5MneI5LDZ4V/wqx7Zswa2NIEkjNnWh8DHyArvY2UY+U5R9/VaubrtYvrXwJbJd+m886JVQhMgE+BX5DMNpREAtzR/8qmXcpsHP9nAiNkwrWBe8A2Mm4fK3iM7AIbkfwQGcMnyg8VD6XdvOMzO2wW877I+rAYu928w6JH80VPxcWtDdIZF0I7tVM7tRL7B0XZN0gtEP1YAAAAAElFTkSuQmCC) 14 12, auto;}
98.333333333333%,99.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
99.166666666667%,99.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
}
div.testarea{
animation:rwdcur63280 20s linear infinite forwards;
}
