@keyframes rwdcur71630 {
0%,0.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
0.5%,0.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADg0lEQVRYhe2VO4idVRDHfzPnnO/77t6saRRUBDsbQQkqolikEIQ0Ij4LAwoWPhBFTQoxGLDTGEQxlRAFizyEKGgKFeIjxkQ0BMmiiIIRwiabG3fv3r33fq9zxmLJYh6CJFuI7K86Z4qZ/zAvWGGFFf6rHP1oiy2Xr8FR+UdfeiHjj59tM+l2+Gnf25csovwZE4z5H7igr/MEHPnqXaMooJtBt+C3w9svWkR9HCMDVSCD3sHzRcjfP999s8sK3+JDAk0451AB5wQh4AOIM8gqnJSIW8DrLCo9VHvACaSdRqWHNENcbBAx2hGkCsoB1CPlmjvTUlx/5vHFt58YviZlgjmIDsw5RIRWBC+O6BVcRJ1H1aEYtdZgNSIVPo5Q6eMpkFCh2uJLITojqpEM6laZ2tGx6x8aylIJ9hz60toiIxUFMe9QZTkf7t5HlefU2QR1NkGZTVBnq6hCl8pPUPlFW+kmKfNJxnoZo9ClDF0G0mG+zSljxtgFapT3d2dUBGLKaa1g/5tXG4BsP3TAurmyOtQUriaEyOcffIqK8dLGrbLx5SdssQQecYIoIBGkQaUCRoiOwAYoc2CzaOwjqSSjwQs892KSTU+L5T5w99ou1VyX4akOc7Mg2w5/b91cmAwNhW84sGcvnpbNz792Vn8sBxsfKazQjHW3Xc6wt5r5PsjWI4et23GsyhLBtYSQuOeqW5c9+BkO7rjOqtlJhn92me+lxSl445cjVmSKC4JzLeLg0SvWyDtzUyYSMHGYeEwMJSHOUGqUMeJOE2QeiSfxaYaJOI1rTuHHfXw1JFQVaVRzx01Tsv/jG6wZdBnPdBj1Cu57Za8sZfrq71OmmYA3xDlMwERAC6I4UMUkLXatRpQGZ2NUB3j6ZOkkLvXI40myZpa8XEDrBcJ4DMOGNDDc0JNmC0YzBfdu2CNwzh7YNP2riYuYCNHpYtYuEGVpWlE1oEYk4WlwcUCQAZ7TZKlHaGcI7Rx5NUCrIX5coQs1rh9xC4HUy7j/8Z1Lcc+r9ZMnjpmqEZ3SiKA4ju3cRRyXpJQWtxoJiHgimhqUBTxjnM2jaYBrxjCuuOXhmwllSRg0uH5E55TH1r93Vkx/roBtV14rD04fN8PRiNDbtZOvn3r2oppyVHpb88DthLoiryMb1r/17/2s/eOE3bjl9Us+Ruueucte2Lt52S7rCiussML/j78AfrCN2kRf0HoAAAAASUVORK5CYII=) 15 15, auto;}
1%,1.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.5%,1.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3%,3.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiUlEQVRYhe2VPYhdRRTHf+fMzL33vZd1GwUVK5E0glG0FNFKTCMSP5qksPMDVExMZRILq6hBEFMJUbDJKqwgSaGYFFlINoUESRTFGIPF7rq77Nvdd9/9eneOReJqPgRJthDZXzVziv/5z5xzZmCDDTb4r3L263dtvbT6q/KPWnq94HcnDpp0O/xw6sObNpGXmIixssR1ta4xcGb6YyPNoJtAN+P894du2MR8jdWAKrQOFuauNSF/35w+PWFZGOGTSJSIcw6n4JygBFwAE6OWCtWSqAOcW8J0AdMFWmZxMoPpAkFyOq5BxNARuAhNDnWu3HVPXMvr/1x8c/KIjaSmVCEFGgEnDkGQKHhxSFTMtYjzoA4wKqmJsSZKBe2QaMt4zRhKRaEjxr3QtoZrDY1Q18q5qY7d+3AuayWYnJ6ymKXELCOmHcqQ8uVnx6nSlDrpUiddqqRLnWyiDj0q36X2l2KVG6NKxyj1ForQowo9VqxDv0oZlAmLRSCvlYlPE4ajQBtTRm3G1MSdBiCHTk5brxMYDyXeDfGh5djnXyFivLX7gOzc96KpExSPOEEUTFpMGkQqjCGmQ8xWMfpEW4J2GWJJNzQkHva+HuXNPWJZEnjyiR7VYo98rkN/AeTgqW+tN5YwFmoy33Bi8gscI97e+c4V/bEe7H4ts0wTtj52K/nMOCt9kAPTZ6w33mFTGgluRAiRp+7Ysu7J/+TUsc1WLY6Rz/dYmY+XpuD9H3+yLFVcEJwbIU54/rbN8lH/ookETBwmARNDiYiLKDVKgbhFgqwwaM8j8XeSdgZp5nHFMq7KCVWFDWu2PXhOjk/dZwx7FLMdhnMZT79xVNZOuv/Cr6apA2+Ic5gIJgLaoUVBFdPLXastSoOzHNUBnj5JnGUQL+DbOUKzRFIO0HqALwokb7BVY9PIk5UZw5mMbS9MClz1Duz5bcYkVUyE1jkMxXC0f40tGvSSSYl4aly7SpBlPIskcZ7h6Gf8qE+oVtEqxxcVblATlluSPNAtEp7ZfnhN8Jpav/TLrGlQWnU0ImgLFycP05YFMUbUXb4GafG0aKxRBniGOFuhivNoUyBFxf3bH8KXJelqg19u8X3llR2fXJHTX23g4N23y3NnZ8wcNAgLRyY4sevlG2rKovT2wLOPMKxzOnXL3h0f/HudR0/P2pZ97930Z/T4q1tt19H96/azbrDBBhv8//gDiOeiR6e92UMAAAAASUVORK5CYII=) 15 15, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,5.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmklEQVRYhe2VTaiWRRTHf2fmmefjfe6rVgYZQYugTWBEu1a2qKCNhNoXuRAiqIigwp2Eq8BSgtBNQgW68KMuLTKpRYam6SIupUQRoQu517zl+3rv8z6fM6fFTcOPQtRFxPtbzRzO/P9nmDMzMGbMmP8qx6fe0ZultXdO/lHLXC049f02VZfxw49bb7iIyQpFlE/Pc1UtuTxwbOpDFRPAejCGJDYsv2fdFXnXws4GjQK4AL4DaWD10ks9L5l8fWy3JmmHRAFPwFqLMWCtYMVhIvCiVFKDqWjMPN6eozaz1GaWETO0Mk1tZjFSENsWEcV2EAWgAmkMq+8KF32jC4P9Rz5TLw2VCk6hNWDFIggShEgsEgzeeoKNCMYSUGppqENDKTWdH1HqEG9SGqmJTMeiSGi9EnklDqCN4eMTma66rxD4qwcmDx9Vm/YJaYpPMiqXsH/PV1RJQhv3aOMeTdyjjSdoXU4X9eiihVhn+7RJn84sonY5rcspNKOoE6oqZlg6ysZweEdMWTvwCaFL+eTQnQogH3x5VPN+wuJ+wNoC72oO7P0cRHlr/RZ55c0X1VjBEoEVMBDE46VFpaZjRGdGtDpHy4Baz+H9kBAqEtcSR7DztSDPbBDNEsfDK3N6dU5SZFQDkG37v9N8cUL/VkfqGg5O7sEzYtPrb19X4/0ba9en2k9jHnl8KVmxmHIIsmXflOZLMiaWxLjc4mLliWV333TzC+z49l7N6z5xkTN3JizcgncP/azpRIxNHbZnEWdZt+x22T49UPGCqqCdoFYwFiS2mASMaxH7B06GnPO/8Fv4idafomvPIuUQUxe4uoZRw8YHT8jWQ8s1a3MmygwzSFn97D65uNNNR06qyWJIIsRaFEFFoDH4ICBmoQABYoOJwWaKyTsiBsThNOfDSc7443TtGVw1jzbzuLLEFi1mTlnURdwSUnqjlKdXTQpc9g5s+GZaJV0w98aiXlC1eP93mnEGYpBIiBKwmcf1PRGzxGGGUfcrg+4ko/o0Uhe4siaab0iHnrxw3BZiXliz66LgFWf90hczapzBi6VVwXg4dWAXvi4JIWAis7AqgigCYwMm64gosDpgFM5Str/TlfM88NwKqmqWbK4lGXp6A8PGtR9d4hldXsC2R++Qp/ZOqwq0Kswe2c3BzS9fV1NK1dOHnlxJ3ZylbQZsXPveteuseH9G739+8w1/Ro+9ukbf2Lf9pv2sY8aMGfP/409UtqLYrcZzxwAAAABJRU5ErkJggg==) 15 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11%,11.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnklEQVRYhe2VT6hVRRzHP7+ZM+eee8+97/pKoSJaRqtaVBtXtYpqEWV/Nhm41BZBxSMITYgQtB61yFWkRQRaJBLaokJEyzQIsUSJQs3imV169/25954558z8Wkiv/BOEvkXE++xmmPl+vzPzmxlYYokl/qt8/d2rulhaG+bkH7XMlTq/OLZVa2ly6MSb1xxiY4EiysuzXFHrsgD7j27XQIYnpSTjyx+3XXWIiRKtADFQAht7l4eQvzc+PbJTXVajSSQQsdZiDBgrJOKQBIIoI/EEU1CYebydZmB6DEyPGc4xlCmGpgcyILEViJLUkEQwBdjSsOHmuOC7sAN7Du3RKI5CHVEbVNKkkiYlLXxsUcYMH1t4MqLNCTYHyakkJ8QxSu1APUZVtghlxnyZMOsFrQ0+CL4GjRBKw6bjuV4UYNf+w5pm48QsQxtNvGvw+Qf7qBpNYtompm3qNIe0i7oxYpITkhZl2iLaDlWjQzRjlC6ndjkjbVL4BlWRMj9y+NJw8r0U7x0mNKDOmDx4kwLIto8Pa95p0F1hsXZIcJ7PPtwNomyZmJS1L61VsUJCglgDRghSU0lJEE/FEG+GeJ2joM9QpynDDDEWOFfhEtj3bJR714s2G467H8rp+Jx80KTqg2z96BvNuw06yx1Zx3Bg1/vUjNjy3KaL6mMxuH8i03aWsvKB5XQHXapZkMmdRzVf1qQ9nuLaFpc7Hr7lxkU3/5NXvrpVu75Da5Cjs/HCLXh97/eatVNs5rAtiySWNbetkLdO9FWCoCpoLagRjAVpWEwKJgcZK3EyzXQ4zfn4A1PhGLPVz8hoBvEDnPcwLNl+53F54eDt2qlyuqMm+TBjzaN7ZWGlmz85rSZLoZEgxqIIikBpCEFADGoFI0BqMCnYlmLGDUmnJo2/MBvP8Gs4yXR1ilExhZbzuNEIO6hwc8qyOuH6mNEeZqxbtUvgkndg/e4pleyCecCiQdBoCfVfw4wzkIIkQpKBbQXcdUIyXpPGKYb1Kfr1T8z5swz8eepRHzdfks8ExgaO5TFl4rEdC4KXnfW6d8+pcYaApYqCiXDmyA5COSLGiEnMhVkJJA5MEjEdSLIaq32Gsceo+h0/6nPXkw9SFD2quR5upqDTN0yufuciz+TSAFufukGeeGNKFaii0Pt2JwfefvqqijIp2rry8VX48jyh/I3J1Zv/vc49L57TOx557Zo/o/ueWa3P792xaD/rEkssscT/jz8AkrmiQJPlsDMAAAAASUVORK5CYII=) 15 15, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpklEQVRYhe2VTYiVVRjHf88573nf99537nzplEXrokVFJAStghZBENGXJSUY0aIkIgvBhbhwVylBJASBBgZqhotKygwDhdJFSKVBEU6lzKTjzL1z5368H+c8LaaG/AhCZxExv905i//zO+c85xxYYokl/qsc/v4NXaysVW35xyxzpcnPv92uXmoc+uHta5Z4so8iylOzXDHrMoHPTuzUQEpBTEnKoZ93XLXEgwVaAGKgAFZPXS4hfx8cOL5XbVoRokBFwFqLMWCs4MRBBF6UjuRUpk/HzNG1M7TMFC0zxTSTzMoEs2YKLx2sLUEUV0EUwPYhKgy7bgoLdRd24JOvPtUgjlwdqgleanipUVGnDHXKkFKGOgUp2IxgM0QyvGRoGMRrA1MN4os6WqT0ioi5XKAyFF4oKtAAWhieO5npRQL7vzimcTqCTRuYZIDK1fnyg8OYZBgXj+LiUWw8QhKPkbgxkmg5LhpB4iHEDuGTBphBKpfhXUZfa+R5gu/HdHuOojBM7oqpcof1CbZKWX/0RgWQHfuOaTaYMLTCYeM+3pUc3PchKoFtG7bK85tfVLFChEWsBSN48ZRSkkuXLm36pktX23Rp0tYZct+iCn2sK3ERnFof5LZNorXEcetDGcN5xmCnRmiCbH//G82GExpjjnQ44shHu6no8forWy7qj8Xg7g2pDqQxdz6wnGWdIfwsyLYdJzQbqTEwGuMGLC5zPHzLDYte/C/WfX2zjuYNGp0MmQ3zt+DNvT9q2oixicPWLRJZnlk5Ju8eb6p4Qb2glaBGMBYksZgETAZyvcXFc8z4XzkXTjPhT3G+PE2r9xs+b+HyHOkWHLzrpKw9ersOlRmjvRqD3ZSXHzsgCyt9bfe4mjSGOEKMRREUgdzgKwEx8wIGiA0mBpspZtgQjUKcNZkNZ/jd/8RMOc5c/yxzxTmK3gVcpyRpKyNVxFhIGeqmbHx0v8Al78CmnRMqiUVV8Nj5lXs7L/AnxhmIQawQ1cBmHrdMiMYgHmjTrcZpVmdp52fo5OfIexco5qZJWj1GOo7rQsyWx/csBF521i9sm1TjDD5YSi8YhV++24Mve4QQMNbMX94IIgfGBUwDogZY16EbpumV0+S9JiuffoR+/zxl+zy+NU29WfHOmvcuqhldKrB9/Qp5YuOEKlBWwtTpvRzZt+6qmjLq1/SeVavJiwa+GOCtNZv/fc69ayf1jvu2XvNndP9Lz+qrBz5etJ91iSWWWOL/xx8DWZPxt4bcKQAAAABJRU5ErkJggg==) 15 15, auto;}
15%,15.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,21.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnklEQVRYhe2VS4jVdRTHP+f3+P/vneuMOc5MmtKmCCqoRdGiNu6CKMqygsLIHotyEWS4SYm2WRJIE4T0IkwNmiKTaFELH2mLkMhNK1vk+Bhn7syd+7//1+93WgwqPgJRFxH3Awd+v8Phe87veaBPnz7/Vbb+8a5eLy3prP5XLbmcc/z3j1QtYIT1t7982ZgrJn9cqSPEEob2XqJ1iePTIzs1GiVYMMZhEmHdLWuurojyOSWWEAuoFcocRn64QOuCye5f92jdCERniAjWWjAgVvBiwRlULIUYclMxb2pmbMaUWbATdJiUM0yZjK7MU9kCFYW6WNiBPMeUJXHlT+fyurOD7385oKXkiAqogkmxYhEEiYIVMNETrMVZgzUBpUcpDcrYoJABsgCzWtAwgUKU2hjEZWjwaIgQFVNC8+gD2r3zgAAYgO8mDmvCAI3GMM10mNQv5eevviVNRxlIztuiZIyWH2HADS9YMsagHWUwXc6QWUrL30jLj9LUpaRFiyT3+F4LU3qSL47hi4Q0OBq156b99ymATHxyWH0rxY967BJLaHp+/OZLVGDrxk3yylubVKzBIYh1YAxBoBKlkJqMgswEOtqjTcaMdpkNc+Qxp/IluEh8/aDI5jvUp5bWoytoFQXNbgbtHPl6/De1rRQd9CRLHPsOTVAnsGXDhmu7/ZehsfFWTRqGkYdWsLhbwlyB7N56RF2riVmUELzFND2rH1l+3ZOf5bZDj+lgUdLqlti5fOEV7Hz/T7WNBKynthYVyzPrRmXn9rZ6EUQFp0JQAQNBLJWB0oGMWfyYMLM4cGooMplOc7o6zWzvON1iiqKYpszaHL3nbblr/4vaqmqavQ4DWc6eNXvl3Ep3vHNM1SQEHEYsqgIqpBgkCIIhqCAGKgzBQG6VzBncKCQ3R+ZuiJwcDsz4DvP5JPPlDL3eSaruGbQzg6vnaMR5GlmXiSd2CFz0D3y+eVKDWFAhBotVwapFwvkwNYYKiCIEB5kNdL3glkGyMpKN1LQX1XQGCrrlNEVvinL+FGH2b3x3miTOsuvJD84JXnLW2189oWoMBEuoBGfg8F+7qEKPGCMYQwQCoA6CifQcuMVgh5WsGen5iiJm3PvwWnKXU/VOEmaPY9qTfLb2zQtyuosLeGl8mXz49KSKQqyEg1O7+Xjf+qu6lK5d6P2rnqIwjsAQ29a+cOU621ad0Gfvfu+aO+KDz7+mb2zZe906a58+ffr8//gHZ5qdDR9hb1sAAAAASUVORK5CYII=) 15 15, auto;}
27%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29%,29.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnklEQVRYhe2VT4jVVRTHP+fc+3u/35vnjM5oZhERRFEEtahNtSkIChEiKnNRgbQqyaBC3KhtgsiUoJIWgQUhqIX0bxShWiiVUSGhm1ZFwUw6Mu/Nm/d+7/fn3tNi0vBPIOoi4n3gwL2Hw/ecyz33HhgyZMh/lTeOvWtXSku6m/9VSy7k3PHzLjMHqLLu1jUXjLloBq8YdYRYwthr52md53j/6CcW1QhOUfVoQ1l740OXVkS5zYgFxALqCOUAlm09S+uszZ7vD1qdQfSOiOCcAwVxSiIK3mHiKMQx0MC8GrOuZEYXbJqcKekyowU9yalciQlQDxaKGORoOSBe9/aZvP704otvvrVSKsQcGKApThyCIFFwAhoTgvN453EaMUpKiZSxoJCafhA6VpNppBCoVRGfYyHBQoBoaGk0j6+13m07BUABDuw7Yo2QkaXjNNMJ0mQpX+/9mNRNMOLGF8xPsEjHabGYERljxI8z0ljOqJtgNF3BmI7TSpbTSpbRtHHSIqMxUJI8RUul8eGPJIUnDUpWK9ceXm0Asn/nEfOtlLgkwS1xhCzh4P69mMD2DRvl2c1bTJzDA6IORAkqVCoUavSp6KvRtZI2A2atoBPmGcSCKqnAG/HFj0Q23W9J6mg9fAutok+z14X2PHJgx0/mWilhNCE2PYd+2EedwNaNL11e91+AbMPd1siUZStvYnGvB3M5Mrn9qPlWE1nUoE4cliSsfOSaK578NDd/t95Gi5xWr0ec6yy8gsk3fzHNGohLqN1Cp69ae5UceK9tiQhigjchmmAKURyVQq7QTR3J1cLsosCJVmRqPHAyLejk0/SKUxTFKcr+LMfvfEZuP7zFWlVBM2+T9eeYfGyXnDnp/td/NdMGEY+KAxPMhAxFgyAowQRRqFFqhYEzuqp0PTRuiMyNRf4cC8yOVMxnA+brDnl+gqo3g3Vn8HWHLM6R9Tvse/QdgXP+gclNUxb+Tk5wOBO8OTT8E2aqlEAUIXjoucB8Isx6aFwf6U/UtEdqullBLykoXE7ZO0Ho/E7SO0kjttn9+KtnBM+768+fmzZTRYIjVoJX+Oq33ZQhJ8YIqkQgAOah0khfoUjALTX6WST3FYXl3PXAkwz8gMp1CcUM2v6DD55af1ZOf24Bq3askE+fmDIxkEr4cmYP2w6tu6Sm9HMDu+fe1RSuJDjjrafXX7zOZ/dN2/N3bLvsifjgmhfs5S2TV2yyDhkyZMj/j78A1jKhHk2KuikAAAAASUVORK5CYII=) 15 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31%,31.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgklEQVRYhe2VTahVVRTHf2vtvc859x1fTgoqmtYkqIFWFATNgggk+hqUA5tEHxBoSBEizcJKgshRpEETRX2jRMJI6oGaFRqJYEQ16Wlefffdd+89X/fs1cB85UcQ+gYR9wcb9t5s/uu/WXvtBRMmTPiv8s4Pe225tGTx8D9q6dU2t32/3zqS88HJA9dvovzGTAT6X15V6woDO44dtIyMhJyMnO0/Hb12E/UpgwRUgQDdz6/Qkr8vdn09a+PMEX0gojjnQEGcI4iA95g4KkkpFQbqmHfQVeiqcBpjTmq6CkNpaNwYE4FxAbGEcoDWI+Jta5bi+ouTTw8eslo8YgmYgAWcOMQEiYLzgjaeVhxePU4VU6ijoxajUsdIGxYskmlLJQljFcRXWOuw1kE0tB7TOfGRDe98TpZScHDmiCVtRhYzOm1K2mR8sXcXaZUyVScXRpmwokrIy8BU6ZmqPFNlwnThmC5TbhgpeZmS2wo6bU5aOZLSCIVDa0g+mSFUkLaQjeHW2S0GILPbj5jLU+qVgabjaEPgswO7MRW2vrFRXnhts4k6vICIA1FahAahcsJIYCTKohg9B/MYCzKmjA1NiOAhrn9TZNPzFlJPvuZB8qpHZ9iFXg85su070zylmQ40mWf/oRnGHt7evOGS97EcZBufsSRTbnzkXlYOz0G/jxzdesxc3sFWJDTBYSFw/2O3LHvwi9xxeIdNVwvkw/PE/rkLVfDte6dMsgRxgbFziDhWr7tJjn/YsyCCM8GbYCZEhSiORmGkcF4c/SCcS1p+D5G5vOWsa1gIBUNfUfmKOo44cc8quWt2j+XNgE5xlmzUZd8Tb8nSTY9v+cVEEwyPigMTxIQOiraCokQTUGhRGoXCGYuq9D2cSSK9LHIma5lPGwZpyUBrilDQ2BCLi/h2niz2yEZnmXn8dYHL/oGTm+as/bP0tHU4E4I5fPvXMVOlBqIIjYeBa+kH4byHbhKZnxrTS8YsJhVDV1H5gloGtG6BEHskscvOJ19eErwi1z++eNpMFW0dNIJX2PPrToq2IMaIqBKBMRA91BoZKhQe+s4YhUjhGioKVt/3LGUoacIirS6g0uPjdWsviekvN3D7tpvl56fnTA2kEXZ3d7Hhq5eu6VH6YWkPrHqKyte0ac3769f+e53fHjptW+5+97qb0cOPvmKbXt23bJ11woQJE/5//AHT3pO3D3u2yQAAAABJRU5ErkJggg==) 15 15, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADf0lEQVRYhe2VTYiVVRjHf89zznnf93qd3BRUuG4TJJFt3GSrqE2EfWxyEYFQQYXFtJLQpZUE0awCC9pMGhKhRBQWWmZgiiVSkBQUM+OMzZ175977ftxznhbilB9B6Cwi7g8eOOdw+D//w/Occ2DMmDH/VV7/4WNbLS3p/fiPWnqtxanTn1lL2rx99osbN1GeMxOB7vfX1LrKwLunjlhBQcYaCtrs/fnk9Zuo5w0yUAUCLJy4Skv+Pvng269tVHiSz0gozjlQEOcIAviAiacyT+mUZZTF4FgQZUGVWWDGGQsq9GVE4yImwGgIqYRyGa37pPX3reT1lwYHDx+z2jwSM3AeRopLDhFBRHBe0JEn4vDicKqYQl0LNYkKYeAiS2oUmVKhjIIgvsKiw6JCSmg9onXmQ+vfuUVWSvDlgeOWxYIiFbRiTl4GDn+0j7zKWVNnF6PMWFtntKvAmspfjDJjonRMlDk3DZX2MNAuA62OkXcqsn5DGCpaQ/b+NKGCPCaKUeL2o1MGIMf2Hjdt59TrAlXuiCHw6ef7MRH27JiUZyZfNVGHVxBxgBIRGoRKhQEwEKWH0RFYxFiSSCmJpuXAC2n7KyI7XrSQe9oP30+76tDqn4fOInJi6juTdk4zEWgKz8GvDjDy8NrOly7rj9WgmHzaskK5+aFNrOvPQ3cJObnnlLl2C1ub0QSHhcC9j9y26skvccc3+2yi6tDuL5C6Fy7egtNv/mRSZIgLjJxDxLHhqVvk7DsdCyI4E7wJZkJSMHHUCkOFC+LoBmHGIud9YqYVmdeGJT+k7yuqUFGnAWc23yN3Hf3E2k2P1nCOYjDPoUd3yspJz+7+xUQzDI8TByaICS0UFwVFSSagEFEahYEzeqp0PcxliTlJzGWRxaxhOS9Z1pqhH9JIH4s9fF5SpEWKwXkObNkucMU7cG7HjCVxiAkaHd6EYA4f/9pmqtRAEqHx0HORbhD+8DCfJWZ1RCeM6OUVfa2o/JBal4l+ieD7ZHaB6ce2rQheVevfnp01U0WjQxrBKUz/Ok0Zh6SUQJUERCB6qDXRVxh46DqjK4mhNlQyZOPGJyl9SZP1iG4J1Q7vbdt6WU5/pYH1U7fKzBO/m7OENML0wn6eP/LcdTWl75e26e7HqUJNLGremtz673VmN5+zNzbsvuHP6IEHX7BdLx9atZ91zJgxY/5//An0zZHrda5l7gAAAABJRU5ErkJggg==) 15 15, auto;}
37%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41%,41.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlklEQVRYhe2VS6jVVRSHv7X2/r/OuQ8JA4tmRQRCDYIGDsSZFEFIZZMMpAY9CMHCiUiDCqKHBNGlQVBRE7VwEAlJaqJot0AlkqJ3o+vj6j33nnvP+T/O3quBesFHIeog4nywYe/F2r+1NnvtvWDIkCH/Vd78YdJulJYc6P6jll7JOPH9ESsk590fj19/EodKMwQOz11RSy41fHjkmEVVAg4VRbOU9XfdfpnfVfFVbSQRfIQwAGpYufQirYsW2w9+a4M8J4onBnDOgVPEORInoB6LQlUJJcp8o8yYY7pRphvlRAVTQZgeKAtOaFKHiYAbnEvCSlRq4srbFuP6C5Mvdh+2OgjSN0gNGsU5QQREIs4LKpEQHd4cLioWoW6Euo5UldALgdnKyE2pBsLAKzLmsSZgLkAa0VhTfH3cFlYtFzhfA5M7J60tOXnMKWJGVibs27WDrMxo1eniGGlS2nVCq/a0Gk+rThmtHaN1xlijtMuEdp1QzBtZtyLtlySdPtqrSfd8QtKryGIgDwNu3XvQAGTyg32WtUdoxlv0nKOMCbv3f4qJsPWVTfLMhpdM1OEdCA5QgglNFCoTegF6QekOjE6AmcaYDYHSIk2eQOqJ720UeWqLJa2M9uqHaBcVhetC5xRyZGKvZe0xZHSMOvd8dmAnpcEbr71wbYX3L+RPb7J0NGfp/Q8wbmdg7gxybOseK9rjpCNLiEmKJQl3rLnlhge/wJ2ff2OjRUW7Pk2cO3nuFfz89neW5iMkLkddgYhj2fqbpfP+jIkExAyxgJgDVZxkBHX0FM6KYzYRfpkJ/NqJTGngdGyY1T4LWlElFbX1OL7xXrn744PWzhuKVp+8P8WuR56UxZP++fpRS7XAk+PEISaIgdIgIaIIYh4UlAw0IbqcriodD1Np5Pe5yE8zgRnXMJ+UzFPTT/o0uoBJFz82IF8SyX2XnQ+vFbjkH5jactSc5IgJLihiAWcgISz6qCZAiogHnxJcQTdRpj2cTCO/9Qb80RnQ0YoFqaiSPrWbJ+SzJMUC6U2RbU88uhj3srs+8ewhU01wQZAG0MC2v3bTDxUxRlT9+W0evCeqo6dKz0PHGad6kbNVQ0Wf+5Y/Tk9LmrxLSGfRvMNHm9ddFNNfmsCyiRUy9diXhinSGNun9/PcgVevqSiTprQHV6zldFVTWs07L6+7ep0Tq3bYW/c8f93NaM3qDTbx4q4b1lmHDBky5P/H3z2JowEV12TtAAAAAElFTkSuQmCC) 15 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.5%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53%,53.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.5%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,55.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnklEQVRYhe2VTYiVVRjHf885533ve72pYVdn+qKPhZvCoA+CKIg2QS0k+nDTkC2zhZDhKmlVizQppNlUWFLZOIm0SCLIRQppQUgoQREkqTPj3OnemTvvve/XOU+LySE/gtBZRNzf6pzD4f//H845zwMDBgz4r7Jj/IQulZas6v6jlrnc4ui+H7WuwjtjP119iFWZqgoMzV1W65IAH4wf1wSIK0gC7B7/9cpDxIVS/GVTAGtal2jJ3yf79n+nlSYE7wglWGvBGEQsUSygDq2EkAn9zNCbN/zRtsy0DDMtw9QknJ4QWi1DJxVKsajKwmmiAFGGqRWE329a9HXnB19/8a2mheArxRslrhmsFURAJCBWcCYg1qLWkllDV8EVQlQEarkQep7erJInBs2FbmYoYoeWHlUPUcBIQf3Ok5qeuEMWAxz7/IDGcULNOIKPCMEw/uWnbHz8OYwDEUGsEDuHVoaqtOTG0AiGRgWNylLLA37ekDeUUK8wWUEIglNLvwJb34vqeuLIk8QVKx85omcPPShybP9urUUNotqtYFfgfcTYV5+hKry+c6tseeFVNWIxDqxYBIN6oSqFPBd6Pch6hrmu0u5Au63MzHp6WSAtIzyOEF4SWbZNo6RGY816Gqtz6s0UTAf5YXxUa7ZBxHJcchv7Dx8ir+CV7VsueB9LQTK8VeNGQvP2x1h5QwpmDjm+d6fWXYPYXIP1EVF0C9c/cf+Sm59n7UNHdflQTqOZEtzcwi/4+eO3NDYJERZbWSzC6pHnpfPReyqRIKKIU8QrqMEGgdJAWIuVISRq0mknnD0X+GXCc3q65Mxsn3NpzkyeM1f0+ObkPbLuviPaaJbUh/okzR4Hdzwliyf9bc8bGqvBebAiiCqCYmog4jGwEMAYTAl4g2YWU64Ddx0hvpHu3DJOTXlOt0vOzGfMzBdM9fu0y5R57ZK6imQ4kDR7HNj1pMBFdWDi/W1q/YK5VY8YxVpFjF/cY3ShqEgQ8A7ft0hxN7ghQjxMt7eCyU7F2W7OdJrTyvvMFPNM+VnSKMU0A2PvPr3oe8ldT45uUoPBBo/4EiLD2Pen6JeeEAJGDASgAnAEb6C4GdwK1F5Lr+do90s6eZ+Re59lOsuYLLtM+1napsPohyMXeLqLAwxvGpWJtzcoKBJK9h1t8eKew1f0KGOX6cYHniHKC6wveG3XyL/Xmdz+sL654a6rbkabH92sB1/+ZMk664ABAwb8//gTNgG07OiOzDgAAAAASUVORK5CYII=) 15 15, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlElEQVRYhe2VSYhdRRSGv3Pq3tv32WmNbWInapOVglOy0JW4EFwICRKcEMEgIoLRhaBB3QTXjihiQDC0GjGD0RBjGnGjkoDGhQQxCIISQfM69ku/fuN9d6g6LmIaMwiS9ELkfauqovj/v6hTdWDIkCH/VV7e+oMtltakdP5RS8+1uGXqe6uJ8ObWHy84xCQDw4QJ2ufUOivAO+8dtlQg8VADpqZ+Pu8Q11JY8pdNDFxO4ywt+fvko13fWlmlSIgggHMOQ1FxuFhQItQEciEfKHlXaTcdrYbSaihzMzBTF1oNpd0TstJhJuRUFAQKBlRaMBeuWvCNTg2+2v+19QvBxAgYIyjOCSIgEsAJsQbEOyRyFE7pGSSFkBSBNBes7xm0jDJVLBekUvoSMWIezFMQEC1YWjti873rZSHAoek9lsQRqaaYjyEoOz7bwSPrHkIiEBHECUkUQaWE0lGosiQovQrGKsdcHqCr+FGDWoUOCnwQnDkGFZxw26nZesrE49OKKyYO2rFfbpXo0P4pG3ElcSioxaOIxnzw+W4uTlNuXLdKnt34vKk4NAInDkUxL4RSKHIh60PZV7odoz0PnabRbHmyQSArYzwRv4WnZGnYbFW8jbFkPVorqY17rp7Ya/Ld9BYb0VHiMEbESvYcOEhZKc+99PRp9bEYjKXPmCQpy1as5ZJVPYjayOF9r1otGiWRJTgfE4eYlXfetejmp1h9zTcWL8sZXdEjJO2Tr+Cnfa9ZoikxDlc5HMLy9Q/L/Kdvm8SCiCGRIcHAFBcESoVMcdl1SLwc3xyn+UfE0bqnPlvyeytjtpczl+e0ij7bjtwkt68+aDZawqUZ6USf6al7ZeGkRz950RKUyINTQTAEQ1MQ8aiAeANRtAIqxQYO7SgMbiAkk4T2OCeOJxxrltS7A050C45nGc2yR8s6dKOKfhpwl/XZ8/49Amf8A/W9m835k+YOjzjDOUPUL+xRUyhAgoCP8H2HdGPoriEkV1L1l9ObH6HeyWn0chp5xmzRZca3aMc92klg+877FnzPuuuZjx83NT0ZIJQQKzu//JWs8IQQUFEIQAVYRKgU+grVJObGCf2L6GZGM8949OYHmR0MqJcdjvsWszrPC+9uOM0zOjPAiru3SH33/YYYIiW7vmjwxOsHzqsoo2hgD9yyFsuNyhdsemPDv9eZ+fA2e2XjmgtuRk/e8ZhNb3pr0TrrkCFDhvz/+BOYHbMNBdlLygAAAABJRU5ErkJggg==) 15 15, auto;}
59%,59.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61%,61.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63%,63.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnUlEQVRYhe2VTYiWVRTHf+fc+zzv+87rODTOhEabigIRcpFEREGrhBZG9LVRxFWYi8hkAsFatamUInAVadFmLJgoMnJRUJIZWCJJ0SIKqhnrHef9fr7vaSFO+BGIuoh4f3Dh3sPh/z+Xe+69MGLEiP8qr7/6vV0vraek969acrngwf2nDHMIytYday+bc6VsJ7VASU7gACsv0bok8P7Bk2ZB0crhVFGN2bTttqsqYobcMgIZgUBJSs47TF2gdcHik0PfmJV1NHgkgHMOUFQcGgkOj5rgMqFMldBX0iVH0lLSljJYgM68kLSU4UDICgcmpJRkBFJSMs2ZDTcv+/rzk68+PmZZLqgYYNRQnBNEQCSAEyINuMrhvCM4JTNo5EI9D+SZIMOKomNUdcUyQUolEU9kFZVVGAHTnE2N0/bhYJ0AKMDxz+asEQcm63UmGzVW1SLmPn+P6VqN6bH4n7EiZqrpmRzz3DDmmR6LWTXuWD1eY3KlcmMzYroZMdkwxmoZPk5pRAlec36I3yWKMlytwtdLHrzpqAHI8S8OWM01iYoJXDlFVDWYPfIRmLB734y8sP1Fc+LAgxeHokglWCFUmZAPIQyVrGckbUiWjF6nIk0DeRFheD4NO+Vu2WMa1bi1+TBpM6PfGDCkjXx7bL/VpElUjuOLOnNHvoMy4rlXZq6p+y/H+vqMSVznlqmHSCYGpHSRk8f2WcM3iW0FroyIQsSa+x657ubn2XrH15aNZyTNAd3QPXcLfjr+msVaJxKHKx0OYfqebdI+8aZJJIgzxBsSDExxQaBQGCrurCD926mWxgl/jlPMT9L6q2Chk9AaZCxmGe18yM7Td8mzdx61vFnQbST060PmDj8myzv95cTLFoviA+e6H0MwtAGiFaqcKwBFK6BQLHFoT6HrCa21hO4E1ZkJiqUVtPoV7X7OmSRhsRiwaD06vqRfD3TrQ96ae1Tgondg/tQec5UgYjipEG+4yBBXLeeoKeQgQaDwVH2H9CI46wmtmLK/gbLdJOs1yAYRi1nKmbzPb1WHxWhAOw7snX182feSs144/bSpKU4rhAKcMvvBryRpRQgBRSEAFRA8IVcYKCQeG6whDBsUiSfJYPOGjaSpp1sIv1cd/tA2u97ecoGnv7iA1ev2y/yPTxpqiBQcmmux4/kvr6opU9+2J+69nyJz1Cpl1xtbrlxn4ecHbO9L66/5R3xm42Y7vHvXdftZR4wYMeL/x98VzaVjQJrCCgAAAABJRU5ErkJggg==) 15 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69%,69.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlklEQVRYhe2VS4hcRRSGv3Oq7qP7zkzAtyIIKoEgxEVciCC4UnRhkPjY6IBLDaJECSiM2RuNA2JWQlTcTAzOxkRIBNEJJnEhIRjEQEAFnQyZSU9PP27fe/vWcTHJQB5CSLIQ6Q8KiqL4/1PnnKqCESNG/FeZef8Xu1Fa30jnX7XkSotf7z5hYg5FeXLrhivuuVoOMbCaIQWBzUxcpqWXLnz76XFrpJDFMJbCj3tOX3MmjlJaDAhKBOxj8TKtiyL6fu9P5oYpPng0gHMOQVFxSCR4PM6EuBBsoGhXsZbDFhVbVOozUMwLYVEpe8KwcmBCfj4DPQbkWjIZ7l7z9RcmR/b/YFoKkRiCkaA4J4iASAAnRBrwteC9Q51gJrhSGJYBLYRevya0jSpV4kLQoTIQj7eaodUEAkMtmW6ctDd6D8haCY4dmbW0UdBModmALAnMfPclaVKQNFdH2qxIxgqibIBvro6kWeDHc7LximSi4qbMcXMWMdEwoqTA4gE+yhEtORB/gUYFJDWkQ96967AByNyxPTaWZMTFOlzPEVUT7Dt4CDFh+653ZMcrb5sTB15wIiiC1CCVIIWDvqJ9xTqCLTuGLSNv11SDQF1FgGdn2CaTMmU+Sng428xKVrDU6NFmGZn7ebdNJBmNehxfpcx+NQdlkzd3Tl1X91+JLel20zhl0y1PcW5djw4ryNzxXbaukTHux3BVRGQRd2545oabX+Dj9UdtZbyglfVohZXVW3Di1LSNxSmJd7ihw4lw6z0vy/LCJyaRIM4IajgxxBRnAqVCX3HnBGlH1KdahL/up54fpzrrydsRRc+TF45zZZ9HT26Szzcetn5WsdjIWUr7fHjgWVk76a+/v2fNWEk957vfEDEqhSA1quDEACVR8KZYz6EdhbYnzMeE0yvUf66naqUMugll15HnEb3KOGs9Wn7IchpYSvvsmN0icMk78Nv8lKXnzdXVmBjmjCD12p5IlRjwIsR4QschKxEsecJCzPB0n+Hf91J0EoqeIy883VJo18pC1GcpDmybeW7N97JanzjzqkWqqKtBKmqU/TN/MMhrQgg4VZTVB8ThsVKhq9D3WNsRFvpU3dvJC3jxoUcYDDydKqJdCy01Jj976SJPf2kAG+/YLUfmXzDFQCoO7l1kauvcNTXlwHft+cfvo1y6jbKOmfzotavXOXTmMdv+wYPX/SO+/vQTdmD6rRv2s44YMWLE/49/AE6QlaM1HxYJAAAAAElFTkSuQmCC) 15 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71%,71.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73%,73.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpElEQVRYhe2VS6iVVRTHf2vt/T3OOfd2zQxKhKKgBkFRNmoUNCiahJW9HUijahBaOZMIguglQWSDggocpAY3rKTAcKBZJpiEFgiZFnLf3HPuvefxfefbezVIL/goRB1EnB9s2Hux+P/XZq+9NwwYMOC/yu63Dtvl0pqXk/+opecL7tv8s9VqwoH3fr3kInpMmpgwx+R5teTswIGPD5lEJQ0Op4rXlJvX3nhO3oVQctwinoinoqIElrHiDK0zFj9u229ZVSOJCjHinENxOHFIongcYhEpSrSn6ELAzSo6HdHpCOMVMibotCFtj+vniAkVSsTTI1KqsSJet+jrT0++/2qXSVmBdDFSlD7iHIgQRRDniSq4YDgP6gADKQOxDEhRETqGtQKaO6SIaNXFywjBSoIpkZRSKw7Wjtgd7VsETvXAnv2jlo8YeR7JaoEk67F995dkWUFaL0+NgnRohqQxia+X+HpJWu/hhguy4QK9oiBp9EgaJVabo8ha9NI23WSGUttsST+nSBYIWaDKK3Ys32sAsnP/RzacNVgqI7iOIykCn33xHWLChk2vyMvPrDcnCl5xIig9JORIPyKFQMfQTsTmIzQNmw2ElhF7kPRreDLWx1dlo2ywLKnzQGMVs40+Y7U20zSRHQc320jW4KpkmLrljH66BzoVL7z+5kU13r/xUr7BNM25Z9n9jI20mWUOGT20yZbUGixJhxhyCY0kYfm1qy67+Wn23fSDTQ8XTDTaTMW5v2/BrqPvWCPNyRNH3TkSJ9xw9Vr5rfmhBRFMjEoMJ4aiZE7IUOoo+bwgzYTw+yzx6CTh8Ar6U0a35SnaSlEkdEpj5ZEnZe+tX1u/kTBeKxjPO6zb+bAs7vTb429YniqZB+cExECMUiFIQBVUDEHJFBKUujmuVCVte+LJlHhijvDLBP1js/RaKykXhG7X0+4r82ZUfpiQDzOWd3h69CGBs96Bb8Y2WnbKXFwgiGHOqCQs5iSqpIAXIcNTD46lklBre+JYSnWsQ/VHk+LPeYqJNt3idhZKRyuktJOMfnoFj21dveh7zllvH3/WElXEBaL0CSj7tp6g7AZijHhVFHBAgsdHZQjF9zzWdMTpDv2ZLt1WwVP33Ulvqsf87PW0QkJTE9Z8su4MT392Aauv2SwfjD1qghGlz0/bpnn/uT0X1ZS9IW+PPHgX5cQU5UxgzaZ3L1zntfG77fG3b7vkz+j5J+61nVtevGw/64ABAwb8//gLjTeg0l4s0uEAAAAASUVORK5CYII=) 15 15, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrUlEQVRYhe2VW4iVVRTHf2vv/V3OfHPGmUaRorcuL4LR7SUIeggkXyq0fCnBeukGQYbQgxXRUxcJKp+kG4V5SfGhMSqKUCjDwiIL7EElacaZcebMnDnzne+y9+rBNLyFqA8R5wcb9l4s/mtt9tprQY8ePf6r7H/tF71SWm3ZfUEtcz7jTxt/1rQh/Pb2r5edRJcvVFSY5cvzasnZhgPv7VcTDNaDMRCbhOvWLDnH72Io2aUBR8BR4ykRFnLPGVpnHL7fukfTOsEFgeCx1mKwWDFIZHEYRANSdDFdMHMVdjpgJkvMZAljOTLqMZMl0rHYKkYUaiwBRxcojXBt+CcJd2rz7WefquQ1KgElxlAh1oIIQQSxjmAE6wPWBYwNoB4pS0JZIkUXP1+hM11MGpCiwtQOJwN4rfFaE4gpTeBgY0SXdJYL/F0DX+3bqelgTJp1SbI2UTrBtq93kwy0iIfaJ9eCWeLhDtFwGzfUwg2ME/cfxTYrkmaJGaiIsoIoq9DGHEUyRzfOyaMWpcn5MP6GIsrxiVKngb3XjCiA7Nj3rg4kGYujBUS5Jao82z/5HAnKug0b5IWnHlcrAtZhrWAExHukrJD5AjoZZr5G2zW0anS6xM94QjcQVSmOmGfCO7JeVmsS9XFvdjdF1qDTSJiig2z+caMOJhmLoiaDLmXX5j2Q16x9+dVLKrx/Y136qKZxk+ULl9FeEHOCWeSDAxt0qJExFPfTbyP6o4jrr77/igc/xXc3btOi2cdMJoyF2ZO/YMehN7Q/TkkiS5+1OCvcvGiN/NDapEGEIEolihXFYoitkGDIMCy2gmlF+KPThMPj+F9GqQ5PkP+5lKJjKIqI+RJuPfic7F26SassJW9kTKae1SMr5fRNtx95RdPYkDgwVlBREKU0UItHDFhRBENsIMaQqWXQGK7CEU/GhD9m8YeOUx2ZpntsjnJ8jnzudjqVoa2G2g0Q0iHm05QVO1cKnNUHPhpdr4kVEEWtx4sSrFKJP+0TG0MEOBFSHJm3DEvEIhzJdEx9eJ76WIviWJtivEN+omBuqmTG30In6iPEwzyw5ZHTcc9567fGnlBnDFiPl4qA4cCWo1S5J4SAMwYDWCDG4YKhiaGJw8xawtQ81VRO3ip46L7b6E50aU9UzEx7WtzAw+8/f+FOeIoXR1cpVvFS8fvWST5+cs8lFeXalXfqg6vuoH28YGbcs+KlNy9e57Gxu3TZ6zdd9jB6es0yHdn17BWbrD169Ojx/+MvX2idcI4ByjkAAAAASUVORK5CYII=) 15 15, auto;}
79%,79.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrElEQVRYhe2VTYiVVRjHf88573nve+e9t3GcuaZRWzdCBbWygloFbSpSW5SEEEEfJFS4EYkWuVCTIBIpyQ9qMSYIUUK2cKFURolkIoSBJsPoODZ3nPve9/O8TwtzyI8gdBYR84MD5xwO//9zeJ5zHphnnnn+q/yy5YTOldaMfPyPWuZmmz9v+1GlWXLqw2O3HUTGJyoKl9l1U60bAji+61slqiDMIcr5beetB1HwgUKBQYCCSXbcoCV/X/yw95BGVUhQA7XHWovBYMUizhJgEPVInmGyGtMrsFMlZjLFTGZwvoeMF5jJFEkMtnSIQoWlxpEBhTHcXb846xtcnXx38CuVxKOSoTgMJWJrEKEWQWxAbQTrL2JdhbEZ6AhSFNRFieQZvu/R6QwTVUieYypLIG28Vnj11DQojOdkc6cuS9bIbAq+Obpfo6GQaLCkMZji2l0+P/Q1jeGEsJNdGSMp4eICtzgmWDRAsGiAsDOB7YzR6JzGDJ3AxQUuLtFmQt7ok4U5qZuhMBmfhj+RuwzfgCpSjty1RwFk9OhOvaMRs8QNEhUWV3n27TuI1Mq6zVvl7ddfVmsEbIA1ghGQ2iNliaQ59PqYpI92Z6DbQacy/HRFnXlc2SDA8Ua9XzbIU9pwTZ6MHyGPY5JmRJcc2X1smy5oxCxybRYEEQdGD0NW8eY7m6+pj7lgXbRKo7DFEyOPkQzGXKZAPjq+VYeaMcNhi5Z1xM6xbMnTc25+le+Xbte83SaJG0zX1ZVX8Nmv72srjIicZcBarBWWd9bIke4O9SJ4USpRjCgWQ2iFCEOM4U4rtAqHPzdFfXYCf2qc8sxF0nPT5BMJefIQ/UJ44OQWOXLvJi3jmLTZph81WXFgpczedM+ZTRqFBheAsQKiIEpuoBKPGDCiCIbQQIghVsuQMSwkYGE/pB67jD99gfL3KbKxHsXFHumFlKR3PzNqqYJB6mgh/WiAZ/a/IHDdP7B9fIM2/jJX66lEqa1Sip8944whBAIRIgJa3jIsjg4BI0VIdbZPNdYlH5shn0hIL+X0LhVMTy0lcS3qcJiVo6/N+t6Q63fPv6LOGGrrqaREMZwaPUuZeuq6JjAGA1ggJCCsDW0MLQIGckv9R59yKiXt5jy/4kGyyYyZiZLpS55u/x5W7954jWdwfQDrF2+TtePPKiiVlJzbO8kXrx6+paLMokBXPbecIs4pmp7V6zf+e50V5x/Vh9+777ab0dqXHtcvD7w1Z511nnnmmef/x5+thqBdNMXg0wAAAABJRU5ErkJggg==) 15 15, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.5%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,85.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.5%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89%,89.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91%,91.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.5%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,95.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.5%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADk0lEQVRYhe2VS6iVVRTHf2vt/X3nO+e79x5Ki4rGQUQFFQQOomgQRSBlj0kNAikqKCgxUCQigughQXFxEGiPiRrZpEsYmaJlOgiJnARBje41r/d17jnf+R57rwbmBR+BqIOI8xttFov1X6+9N4wYMeK/yq+fvmdXKlZvh/xrLLmQ8ZcvJ82JoQo3r33xgj4Xy/AzrIkQS5h49nw9Pddw7JsdRieDPIXxjN8PbL/kTlRfYaSgAiQwO8l5sc7K6Oi+XZZpg/cRJOKcQwWcCiIJ3oM4Q5ISjUNUlnHNPBpm0TgL1QxSTKPNLFL2cXWNYDTF6Q4MB1AVyo0b4oquP3M4ePhrE6swL5iAtkCcAxGiCIIjJopLAi7xKA4aQ6iIdYVQEnoDLCyiliGtEpUGPxSCN0JjxAhVUI5vadstb/ZlZQR7jnxrMUtx4xluoo12W+ze/T1hrEXIO4S8QxzrEPIxqiynSjs0WQcmOjAxTnrtONqdIFmdk6zKsW6bMm0xlJQiTahU+Xx/SukSgrRoJOPQSzcYgGw/8p3lLUc3aZhwkCaBvV/sRcV4beNW2fz68+acAB51giiIBERqvJQoA5wMsKYH1QJWzxMGi8RqSNLUeOCVbVG2rBNruYS1d+SUvZz+QpuFJZDJn/db3lLGk0DmG47u2UdCw+ZX372s7b8QGx/MLNOUh25dTX+xy9IyyNZj+y1vO8ZSSFxDkkQeuf7+Ky5+hp/eusnK5XH6SzlL8/H0LfjgtwOWpYJLBOcaxMEz19wnHy8cMhGPicPEYxJRDHEBpUYpEHeKq8TohHmy+BfdME1anyQpFrFen/JUyWC+4s6Hj8uhj26zusgp5toM5jMe2zYlK5W+88dB0xTwEXGKCZgA2iaIgso/CQhog1LjrEB1Gc8Sq+KQsbhEHk7QrufJhsu4ahnXL+ifrOmdNJoFT1zMGMxlrHt7j8A578CW6R9MXMQEgpPTlTtPELfio2pAhUjE0+BCn0R6eOboxoKrmwFZs0BW9nBlH1+UsFwxnAn0TyTEuZTHN+1c0T1v1i/M/GiqRnBCLYbi+XPnFKEoiTGiCmBAg8fQWKP08RSMWUMrDnB1AUXJPU/dhR8O8b0aFgPFCeXp9Z+cpenPTWDyujXy5PRhM5RaYHbXFAdffOOSlrI39Hb3E2vwVUlSBZ5b/+HFx7l35qjd/v6my/4RH335Ads4teGK/awjRowY8f/jb1bIlsAjgg6UAAAAAElFTkSuQmCC) 15 15, auto;}
97.5%,97.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99%,99.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur71630 3.3333333333333s linear infinite forwards;
}
