@keyframes rwdcur71623 {
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,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) 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,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) 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,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) 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,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) 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,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUUlEQVRYhb2XS4gcVRSGv3vrVvVjpmfUYNDRhQERN0YQBPEB4ivBlfjAlaIT1IjPaJSAChEJuEiim4wgGBFcDPEFYTToQmIWBgclkIwy0ZlEImmnM93TnZ5+VXXVPa7simCYrprHWZ66//2/OnVu1SlIGQ9Pbpa02gtDpxFtPfaouF6We45vWjZEYoBXpkbFN4bSoRJetsAdfzy0LIhEAG9MPy+SyVD+bg5cl2+u+1xpM8SNpx9LDdE3wM7ZbWIzLmcm/kS04fvtRxTADxs+Vq5bYMPZp1NB9AXw9swOwWSZmZgBbZjY9q268PrPV48p182zrvRsYgi11IJds+8IBn77+lci6TL+3BcX1VxZfUlqdGlfOrbkvn0DAOw+875obUAbQlxeH9nS0z1e2yc13eVvaVKmQfurk8w98eXKAvwbH5wdl0g5+CcqvLppqwJ45vx+qekulUNTnG7OM/vkeKI9E52CARkiJwUWavVebtAOkrdZht3hxOYAJsninAyQxcFYN4aKCrTF4EeZpN7JAfL2EiLHIRPlYgB1GYFt0WFg9QEGvfWEWpFxh3q5grOO0Blm0ZlZfYBc3SHSDhnf6+Xy5nJ85ePp4dUHOP+Xg3IdglqcyzQ9cnkXT9agB6i7hFYT1mNZrqzo5MFrpfqwJgPoljWiQZrxaauf0mTXK0x1DQCCikJrCOPXAIuzFqlAo2hXHyBasIRaI40451S7NBqKqBqtPoBfBrD4i7GZzAvatbCYbiRIBGDPhURoxI/LLfMRoYGouQYVCOYFkZBQxQCtOUvoCkG4Bj0QFEEE/Gx8t37Jp+kKgfFTASQ6O345wK/4NM61erl2uUNQ7lAtLvDUxv0rPxEBfKhKEgAaTaS6vGBHerq33JPim4CuE9E2Ie0rfuST6RdXbiD5iKIAHPUOcO0NV7Hjl0cuqnnZOyJdt8u+5t19Ayz5CLYwohQBtwYPUDxVZM9tn/1vmXcyKdlAJzLvCwBglGsUdNhYvZfp47+z987x/0DsYlIMlne5PfFE1HcTjnK9Cmlwc+s+pn46wd67PhWAPfqwaN3gTW5JbA4Jh1KAMX1YLJaj5iA3hfdjsbxmN6cyTwUA8J4+KBaLYNluH0xtvqzYzYEV+T3/B5VtW/3zVO9mAAAAAElFTkSuQmCC) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRUlEQVRYhb2XTYgcRRTHf1XV1TOzu5MlXqIbDzkFEdSLhyAqIUYN3tRITkazHgIqCUswiAdRPKqHiCE3UTESIsHNipvEgwTBEFdiIB+wWV02iO7nzM5kZ3d7uqe7ngdxWgnB6d6P17fH+9f79etXVa8hp+0a2S15tf82nUe05/KLUvS72Xmlf8UQmQH6r+0Xz+tl5sxN/GKZx34dWBFEJoDXRwekUOhl+rsxrO1ieOsRpb0NPDTxdm4I1WngwPhhQRcZHfwFh+HcwOm29uE/3peqgonNb3S8XiaAN397V5T1uDZ0CZzim4OnbtNtnT0qVYmpbjqYCeJ/g98b/0jw4Pq3l2lJxKnXjt9Rc0/tmNQRgo2vdgzRUeAHv38qWnugLTE+h/uebev21gelrh1TElGhSfD1z0y/fHR1Af6xY38OS6Is4dVJDj39kgLYf+us1LWjemaEiaUa4/uOZFrTyxLcLWVaGKbqC21fj+siIiK2Zcb3vZO5CTMBlKREEYPnUll30kUgljCxWXNnB+hyZRJjKSR+CqB6iVxEk9LaA/TIBuJEUzA9bV/Z3EVsoGHKaw9QahgSZSgEpu3rCgqEvsJP1qEC4bTBKUNcT32FhqFUEPwwV/5sALZhSZxGL6ey0ryiWQA/yHWxZgNwFQ0a1FK62xbGNMVNCq+2DgBSVSgNpMcA/ryjsQDRrFt7AOYdTmtYTF221sK3Cm8pWXuAuALgiBtpMjMnWOswjXwjQSYAPRuToFFhWm4zl6A8kPWogJsTkJhEpQDRtEOskMTr0ANuEkQgLqZvG8+EBFZoefkOgkx7J65ExNWQYHa57QsrTeJKk1uT87z14CeZG6Gj6/OCmpEI0Ghi1WKH62vrjtsbEngRkUlY9mKm7r7Ah6MHVm8gucikAAz7J9nywGb6L71wR83H/g8S2haHlp5Y3YnoIjcF4PuNp7n3/j72/ng7xJeMSEDEKzyaaSjpqAe2sUU5mjxee5IbV8b4fPuJ/3zrrxgRg8ucvGMAgEe4T0UssnP5Ka7/dJXPdnwhAIP6vIheZA/bMieHjEMpwDl9XhyOs94Q2+NncDied7tyJc8FADCoh8Tx97PbPZc7+YrsJCdW5ff8L3ByU8ihWPNtAAAAAElFTkSuQmCC) 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,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) 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,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADR0lEQVRYhb2XTYgcRRTHf1Vd3fO1O8siiq4hsPHjEHA9eBHUg9FDEMkhsOrJqAgelGAkSkBEUAQPydkv8CCeAnExZjVjIKxRo6yRgETYkAwGIfuRmZ2d3dmdme7pruch0LMgS6Y7M/uO/65/vV+9oqpfQcrYO3tC0no3h05jev7ilGS9HE//9fNtQyQGeOXStBgzwtIPZ/GyIzxx+cptQSQCeGPujGQyIyz+eAbXzfP9gxNK+4aHf/8nNUTPAIfKM+Jmilw7dRqjs5w7/IEC+GliXLmRy3jpeiqIngCOXD0vWTPE1VMljPYoHXpfbf5+4bEdylUud0wtJYZQtxrwYfmiYAx/T5+mIxEnXj+ypeee6RWpN6E1OXrLeXsGADj67xXR2oD2CNuKd3aNxb4XL9SlHmgW1oVqAK1fplj8+KWeAXragsM7H1Bv7RhXOR/yIRz7rhSXOociJ4qRSyX0b98kSg5gkgwu+EKnAwvL9VgbCi2BhdC4lD96OVHyxAC5UMgKmNBugopoBYIfRklzJwfItyxR5JAJuskKviIILO0wVf5kAEMdjzDSZKwba8OhQxg4NKwzeIC7jEOkHIp0k+XbBt9XeO1Uv5VkAMVVB1EO+aCrFXyHdiB4dmtf3wCGGwptNYVmtwI7cwraUJFtqICuNkE7qA0/1u5c03hZRd1sA4Babt68utbasTZasygD+fV0e5AIwNZW0dqF9VZ3gpVVim6B/MY23ANUm1gganQrIJUaxg2gsT54gPBGBY2L9ddiLapUwAREG43BA0hljVAEq7pbYBcbiBtiw+bgAZivgwhRtrtaf6mCuEV8s5oKINHZCao1/OUazRvLsdaurtCuVqnNz/PlxNv974gAltRBAQ+NoqMsY/ZY7LvsvieBcYgcQ2iynL+7zMG5T/rXEc3zmgAc98rc+9AuJv/8fEvPOe9N6biGpzaO9rclu8YBAfh29Dpju+9n8tdP/+eb5VUJUDzOF4makp4Hz/GcWGBqeIH7HtnNCzOfxd5ZDohFeJSvEndEiWKWZ+UPZ5+8m8vJ13v2CMCM3idn9f7UD5PExDNaiwVOeoZngiexwF5bSr3yVMaT3k0IC+wP7GDLvlUcz9KX5/l/x2lORtm0RKAAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADR0lEQVRYhb2XTWgdVRiGn3PmzP1JWmoUNL1EMQhBBJVLEVxEEVEp3RQEcaVWt0ohJYgudONWQXApKIhotagYaiW12lpo0USItBHS2GgV89fcv+T+35k5nwtxbkTSzkxy+y3fOe+8z/nOOfMDCWv/6SlJ6t1cOonp6ekZyZgUj524sG2I2AAv/Dwrpm1YPf01KTI89Mmv24KIBfDS7JykJc3K+ZO4uJw4MKJ0y3D/O78nhogMMHZpQVxJc+W745hAc/b1cQXw/XPDyvVdhl9bTAQRCeCV2cuSCQyXTx3HWM3kq2Nq8/WfxoaUq1xuObwaG0Jdb8AbMwuCMfzyzVd4CJ8deXFLz97xslTWofnuwHXvGxkA4M2ZP0WjIdD4DXj54Vzoe/b9ilTqmuWCUKhBc/4LViYORQaItATj+TvUkfyQynpCn4W3PpoMW511FFml2FOeRP/xeaxwABNncH8geAEsFyqhtgtLR4Ofdlk49nys8NgAWREyDhhru1A2oOkJbQniZscH6OtYAt8hHXTD+n1FRywtew3jTgHcbFIEaLK4obbbOvi+QxWn9wC5rIMEDr+lu2G3pgxoxbpN9FqJB7Br3cNRmr5Ot9+3pR3ICoVUovx4AG61hrYNTKMVakNZhdOCldQN6IAuVEA7qHo91HIbmmxGsWhuAIAqlkEr2KiGmpSWuckMkKm1ew9gS0W0NlCrhZpXXkS5TYJ6sfcAFE5hgaC6Hkqytox1G0i1srVvpwD8xlW0D7bdbXewtgSmQVAv9x5AKmv4Iliv+8i3KwXEbWL9jd4DUFoCEQLJhFK79DHCQdomWQdinZ1OtUC7WqRRuhpqrfUCrcIHlFZP8l7+vp3/IgJYvVcJnX9OoIciN2dD36W9rnSsIbAOvmc4f/sghy/OxX4tb1lLeWQpj7x9V0qOHdx3zRmeHUzJt4P9sboQifTKAwjAl8EAuZF7eOrouf/5poaRjgejf0W7578VaQ/cOY1qOfC4W2Z+9gJHn3nkP7OcGkGsGz88MgDA3T+gahqe2NPg4syPfHjoUQE4s09LLaN5cD5+OERcgs11ZlSLBSaKhgO7fazA/mmbeNMlMk6MarECFnjyXPLwbdWno+zI7/nffWFaEJ0c0TAAAAAASUVORK5CYII=) 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,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADV0lEQVRYhb2XW2hcRRzGfzNn5uzZzaUJFdFU0L6ICK0+9kFB620RtCgEL4ioCD7UFopSfCzoQx+siC++SFEUlFZJGxpDfCg1qGBQlLRiTRt7o+mm2SSbbPZyds+Z8cF6tiJpd062/h+/M998P2bOnPMfSFn5VydsWu/VJdOYntn9iw2Uz8NPTa4ZwhnglT0nrAoVsxdG8Ql48P5Ta4JwAnh970mbMRkKl75Bo/l66E7RIxX5e86khmgbYNe+aatNhrPTR1BWMj7ypgAY/naj6NGabRsvpoJoC+CtfadtgOL070dQSMYO7hJXPz/4020ipzXb1s86Q4jrDXj7/WkLit8mR2jGlq8+2b6qZ/DWRdsoweFa/3XnbRsA4N0PzluJhEiiI9ixeyDxvfNiydZLkvIly3IRztWGOFp4qbMA/9T+Dy9aFQuWwuPseOMxAfDea0s2LEmm5kcpnKkwOv2y05xOp6Cvy9KbtSwvlBKtt9uQzRn61mnncADlMrgna5EBaGVaAF0xXs0ShLFrtjtAf84gY49cphW2vkuQaRi666ny3QBu7vYRkWRdRifaTT0evZHH+bJ34wGCbBUvlmQzUQsqp6iFgj4/1W/FDcCL/sSLBZjZROvLGDJZReCnyncD0LqM9AzKqyaayBbJ1rsJ/GYqAKd1kxRBlBCi0tKq36GCAlItpgJwWgFh50FIYDnRTGYByuOY+NyNBzBiAWkliJVEa/qLCF8T68o1nB0CIC5igDgqJ5JVcxhfY73y6r5OAUTyMtKAkWGLyZsDqYjt/7AC1s4RYTGm9ck3zQIWjTHRNZwdAoAZwBLHQaKE8Sy2rgmbjlNdKadj2IiLhNE81drlRKs3itTjIgtLM+zfs7nzHRHA7K/C0gQpodkUDGxp7cEfQ9o2aoq44RFVFD9cuIWde092riGZOY4FODDss+H2TQy+8POqnvGPfNsMNQ9tr3S2Izp7BeLwWD8DG+5m8Lnv/+ObOIRtVOG+5926rLbegTs2IeoxPLJ1kampSb74/IF/7fXECNZ47uFtAwDcdS9ipQGP5qtMnviRTz/bagGOjUm7YiRbnnAPB8emFODoMWmNgUPDiifzEcZA/nGTKjwVAMCXw39DGAPPPp0+fE318QE6cj3/CwyvSZsNOIZ+AAAAAElFTkSuQmCC) 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,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) 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,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) 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,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) 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,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) 15 15, auto;}
79%,79.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPklEQVRYhb2X72scRRzGPzO7s/crJRdjaRuCUhShiIr6SkQt0hdF3/lG8IWobxWhUlQoiCCCoIL+A77yhbSoNbSmKURrKKGNgihaI/Y0xuaSy10uZ+5yd3u3O19fiHst1PR2e8n35bPzzPPZmdnZGUhYJw/PSVLv1aWTmL54+nvJpD1mD/140xCxAc688JPkXZfp0iTDXprfHrl0UxCxAKZfmpfhVIqzK2fJGsPdX96lXN3mj/vOJ4boG2DmSEGGTYrJhVOkXM2bM0cVwP5vHlDGhCztP50Ioi+AC69fll1pl8nLpzCu5o2pI+rq5+PfPaaMgdLo8dgQ6kYNfnirIC4uZ34+TdAVXvv0xf/1rO87KdSajLSeuWG/fQMAFN5bFFdrDAqCFmOv3hn5as9eFF3zkeU6VDp83prluZV3+wboawruOHqbuv2VcSWZNmQDpt6fiIZaZQSVganhX/hMX4wVDuDGaSy5DnS71JbXIs0OhdCxmMDl+cI7scLjA2QCSFusG0RamOsgLZ/QD7ZwDgjAZls4YUiY6kaayvnYjg/tHQDwdrfQYYDJtSLNGf4dJ1jHqcce/fgAzr4MDiFOIdXrYCyLMj56c3H7AdrZv/EcRZDu9KD2pBCVgZK3/QAbpo7WlpbbjDQ1ngG3jV7aAYCqruCgaajNSAt3b+Bl0ug/Y3WVEECtodFssBFpV2yVW7Ium6ax/QAVW8VoTZ1e2FJ3nbYyVMLNLZwDAqhSAQuNsB5pRSnTsIaa1LdwDgjgSrCKq6Fq/Z4WlhnBpboTI1CWMhIIDdvbdMp2haYYanYHdsIiRQShG6YjbckvkRfDup/sK4h1Jix1KpT8NVaaq5G22q6w3K6wWC3y5Ef3Dv5EBLCnpMQASgNdxV9jvTm451cjqY6LFzrkApdgdi9fvzyf7MdwvcoXkXwRyX/gyUMnHtzyDQ/MeHL/dG4gF5ZrKreA5BaQWz8ckUdPPHzdgL1zyPh5Bh/+X5l5xFxC8m/vkoOfHLwmaHQOGb2wjeFRzSHOt45kjg3J4x8fEoDUOS25r3Ti8NiLRZ/zBAvuhCF4ogUW7GGbeNElMuqJrGD5N/yp5uBWfKw6PjSQOf8HcxtRzCIOtS8AAAAASUVORK5CYII=) 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,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) 15 15, auto;}
81%,81.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPklEQVRYhb2XT2gcVRzHP+/tvNndbHVJRNmkQcxFPEg9eFFEsCpSehDx4k3UqyKtFGvPxZuCgogH8SAexGKFsFajFmoVa0NE6z+iNm2appvdZDebzSb7b2bez4M42YpNd6a7+R2/877v+5n3fjPzBmLWV/umJa63u3Qc08mnfpR0yuXnR3+6YYjIAN8896tkHYfPS5+RcjV/PXjmhiAiAZx5YVayySQnil8wZAx3ntijHN3i4j352BA9A8wcnJOsSTI5nyfpaI6cPqQAJr7eq4zxuTLxfiyIngDOvXJedqUc8ufzuI7m8NRB1X19fOYJZYyidMvbkSHU9Qb8eXROHBzyv32K9YQDHz9/TU919F1hbYPh5oHrztszAMDCaxdFa9BY8JuMvXx36Ft7+kvRa01kaR3KTT5p/sAzxXd6BuhpC24/NKHGX5pQkm7BkM/U68fDpVZphUorprIXOK7PRQoHcKIMlowPnsfaUjnU7K4AOoLxDc/OvRUpPDpA2ocUWMeGWpDxkGaboB1EzY4OYIfaJGyZIOmFmsp42I4HrR0AcEc9dJDBXOqEWiK3RMKtkmgsDx4gkUuTICAxktyaYHQI5bbRNXfwAPVkDTehaLtdK3BbElFpWNwBgJqpo7Wl4TRCTe1Og2mhF3YAoKzLJNDU1WaobWbXuTmTQl+INFVMAFVBo6mxHmqX7Soj2qHKxuABlu0qRmtqXWGXvSoNZSgHm9s4+wRQoQwW6kE91BZlhbo1rEp9G2efAC75yxgNFdsOtYVghREcKjuxAiVZQXzBs1uv/JItsimGqvUHD7BIAUHQQWpLa5cYFkOtHe8piHQmLHbKlNoVil2v3VKrzJVWmYXVAnvf29P/ExGAKilx4R9cT9Ee29qD0T+MpDoOySBBxndwvstx9sXZyJ/la1fBCAUj7htpuffY/dveYe60K3eczPTlh+Xqms8I8xkZfnNMHjj2yP8GmGkk/S0DCP+3ZrPC71m56dVb5aEP918dNI3wfbzw3pvwrppiw6HxmOLsLzM8/MHjAqBPZUVvZOC+3vrpvxXZpE/lBAvOZIC/34IFu68Su+liGfXkbsECVrBPFvrY8VHqo/G+NNzfEtNOrHWmPTYAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSUlEQVRYhb2X3WscVRjGf+fMzH5lY92Qmhql2AtDVao3XhhUEGtDKeqFUHpX1BuRSotSpOCd4p3+A4JeiEIpqJh+SIpIjMTaFanECPEjNoQ0H5vd7Ga/P2bO691spFRmJtm8lw/nOc+Pc96ZeQciVvboRYnq3Vo6iunGiUmJJSxmnju/bYjQALOvTottN/lmbZpETPHX0x9tCyIUwNwbWYnHhaurP+M4MHLlhLJ1k5uPvRsZIjDA/Js3JO4Ilxam0Lbh7NT7CuDA96eV43jcOnAqEoQKsujvc1lxlGZ89lsMHmcuvnObLzcyIlIuMLRaCLRnYID5966JjcXl379DOnDqi3N39BT33yvUS2TyjcAQgRYufnBNtAaNB26d4bfHfF/p5EnR1RKSX4FCnq8qDV5eXA0MEKgH9p8dVfe/Naok2YGUMPHhp/59q3QSlU4ykdjDl0aHCgewwyyWPoHOEqWVkq+ZgTSoNk7H5ZWr86HCwwOkCqD7Mc6ir3kDfYhq4LVaYbPDA5jBFJby8NJxX1N7+zBOG2rN3gPE9qXRuDh7ugDWUD9Wn4u1Uek9gBlIoi0PnekC2EMpVKqFzsR6D5CzNnEsRZm2r1n3xBEnCaldAMg7FdCGTbvua61Mkni8ib57FwBu6Tw2mpKq+dqSLjPYn6CWDLVVNIAVVUCjKVD2tX/MBpvY5Ey19wAbpoHWQnVLDyx0ilSVQ86r/Y9zhwDybIKBitftgZuyTtE4rMsuPIY5twHapWW6J7DklSniUdqNE1iXCuIKyjR8bdUUcMTDNZ3eAyxTRBASXve1u9aq4kgDu2VFAgg1E+bbNQqtGrl692uYb5bJN+ssbxR49JMnQ49lgT6fau2wQBu0QnUEM/yD73P+OCR228PyDLbbZt+Pe5k7fX0HJ6LlMQGIXchx6L5H+OX453f0xKYeEqcj1A7P7exIxsIxAch8XeXh4QeZPv7x7b7s40K7DU/NhBpKgvXAA1cUTU3xyF3M/DnLM+df++9dZ0cFY4cODw4AcPCSogr1sSGu//Yrz372ugDoySOiq3F44qfQ4RD0CraUnnxRMII9vox7bBAMmKMTkcIjAQDo8RcEI2AE89LlyOHbqwvP78jv+b/5qVmzMfkHcgAAAABJRU5ErkJggg==) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTElEQVRYhb2XXWgcZRSGn++bmf1JtiRr1bRRxGApUrGCV0q1iH+EIqiFIngh1staFEsREfTGC2/01htBEBWkoDXRWipUa0pqDYRCf6BWk5aGJtnN/mb/d2e+44UwGyktM5PNnsuX7533Yc6ZmTMQsWbGf5Co3rWlo5jOvXJSYgmL889+s26I0AAX3zgttt3keOYMiZji7yc/WxdEKIDLB89KPC78sjyL48D2n19Vtm5y9ZEPI0MEBph7Z1bijuGna1No2+Pw1McKYOz3Q8pxXG6MjUWCUEEO/fPeWXGUZvLiSQwub//4wU2+7EPbRVbzjCzkA10zMMDcR9NiY3Hs0m9IR3jzu/dv6Sk+sFWol0gvNQJDBDp4/ZNp0Ro0Hrh1Rt8d932l/a+JrpWQ3BIUchxdbfD6/HJggEAzcN/hXereQ7uUJF0YEE58+qXfb5VKolJJTsSH+N7VocIB7DCHZdCAt0hpqehr5o4U6DZO22X/8blQ4eEBUkVQmzCx677mpQcR1cBrtMJmhwcwmwewlIeXivuaumsQE2tDpbnxALEtKTQuzlAXwBrZhJVysfKVjQfw0kmU5aGHuwD2yACq0kKnYxsPkLXKOJaiTNvXrLvjiJOEZB8AVpwKShvKdt3XmkNJEvEmergPADd0DhtNSdV8bUGvcudggmoi1KWiAWRUCY2mQNXX5k2BMjZZU72Ns0cABdNAa6G6ZgaudopUlUPGq93G2SOAHGUwUPG6MzAvKxSNw4r04THMuk3QLi3T8bVlr06JFuV+3IEVqSCuoEyjC2AKOOLimj68ihcpIQiJNS3ItCo40sBuRdpvw+2EuXaNfKtGtl7qas0KuWadxUKenV/sDr2WBfp8qsy4QAc0qI5gRn/1fc5fj4rd9rA8D9tts+XMZi6/9UcPN6LFFwQgdmSJh+/Zwey+r27piU3tFKcj1J650NuVjGsvCkB6YpUdo9uY3vf5zb6Zx4V2G56YDbWUBJuB+ycUTU3xuWHOX7nEU98e+H+vZ3YLxg4dHhwA4MGjiirUn9/KnxfO8fTXBwVAn9ojuhqDx06HDoegLVhT+tRewYA9uYC7ZwSMYMaPRQqPBACgJ18WjPwXvncicvj66shLPfk9/xck01tB2j0UUgAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTklEQVRYhb2XW2gcVRjHf+fMzF6TbEovalpUEC8v6oMighWKNlLsixfUN6k3RCpCq1RfRZ9EfbKID4qiD9KilWIrSQVDkKIhKqYqsXZbFE2yafaW3ezOzs6czwfJbAtWZza7+R4/zv/8f/zPOcw30GVN7fpAutVeWLob0Q+PHJFEymJm51trhogN8NPjx8S2Xb4oTJNKKH6789U1QcQCmH32hCSTwvjCDI4D1x3fq2zd5NwtN3cNoaIuzO+bEI3HZ7OTYDz2jb0Wav/ccasot8jWb85F3m+1IiVw5qUvxU4ZPj/zNdqWi8wBtk1MKyfjULhtY+wk/pc4/8q42Fgc+3kSacPeT16+pKa8/QrBrbBhuhk5iUgL/3j9hGgNGh/8BiMHHgx1lecfFd2oIOV5qCxxZLHJnu8XIgNEOoIrXxhV2/aPKkkHMDTP2JtvhFGrbBqVTTMW5Ph0WccyjwywWjJcQnJpKtVS2DO5AUw2g7Mhx2Mn87EvoR0LYDANOoVJdmTBcBbRTYJKK653fACzMYOlAoJsMuypTVlM0oOi23+AxGUDaHycoQ6AtWUQa9DHmq/1H8AbSGNZATLYAbC3ZFArLfRwov8A81YVx1JU8cKetTmJJNKQXgeAglMDbSjbjbBXTqQZ2uSicusBoJfRQFV1LtzvepnNKkVZx9qqO4CiaqJRLNN5cnlTooLNgqn3H6BkWmgt1GmHvbPtMjXlUAhW+g+wRA0M1ILOESyIS9FUKMk6ACz6HuiAlvHD3vmgjY3LSuD9h7JHAOelgfiCMhckYCo44uObZv8B5qghCKmg8wwLrQaONLBb3SUQ62u45DUotposNqqdnltnyXWZKxW56b3dvZ+IAFThCYE2aIVqG8zIh6HO+XW32J6PFfjYfovLT2aYfW68hxPR3NMCkDiU58at1/PdQwcvqUlM7hSnHbBy91c9nIhG3lF4Gu++azk79xd3HN7/7zFP3S+eTsQyjwYAcPXbCldTHh1h5vQv7Pj4wMUQUw8Lxobtx/szlgNww0FFXWjccw3fnvqRuz56UQD0xB7RdRtuPxzbHGL8mKyWnnhGMIJ99DT+vVeBEcyu97sy7woAQB99SjDyj/kD73ZtvrY69GRPfs//BjJLW+t6Nwy3AAAAAElFTkSuQmCC) 15 15, auto;}
89%,89.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUklEQVRYhb2XXWgcVRTHf/fOzH5k0yRNadUYxIpoX9RHhVrwu8EHKYIKPohKH/yoSqWG+ib0UUVbfBG0T4JavyBWTSJiWyTQaBFjK9EmtRS62U23u5PsZndnduYe33YjWLsz2c15PHP/9//j3HMvZyBmTI8clrja1aHjiH594nNJpCxmHji4ZojIAKef/Vps2+O7/ClSCTi74401QUQCmN0zLsmkYTI3g+PALd++omz9I3/feUdsiLYB5vf+IElHOHr+JNo27DtxSAFsPX5cOX0OF3dsjQXRFsDc/kmxU4ajc1NoG/ZOvKlWfx/+/hflpB3y2zdFhlBXWzB/YFxsNN+c+QlpCC9+ceCKmtK91wmey8ap2lX3bRsA4MJbE6I1aAIIzjA0OtrUuaNPia65iLsAboGvcjWe/jnXNkBbR3DDvp1q+NWdStIXYKCHiXfebpZaZdKoTJoJv58vXR3JHMCOslg2ZkA1cLMLzZzp7wXt4wwGPPPpfCTz6AB9adApTLIlCwcyiK4RFr2o3tEBzGAPlg4Je5LNnNqUwSR8KNS7D5C4phdNgNPfArC2bMDqC7AWyt0H8DJpLCvE9LYA7C09qKqHHkh0H2DBWsKxFEv4zZy1OYkspSG1DgB5p4xoQ8muNnNFO82GwTr0rQPAoq6ggWXV6vjzepnNKkVJR9oqHsBlVUOjWV51BHOmiItNzlS6D1A0PloLFRrN3LlGibJyyIcr3QcoUAED5bB15y9JA9eUKUqt+wCLgQ86xDNBCyAMsPFYCf3/UXYI4JJUkUBQptWEOePiSEBg1qECWSoIQipsXcO8V8WRKrYX7ymONBMW/BqXvRqL1eVWrl6hUK+TLRa5/fAjnZ+IAFT+eQEftEI1BDP0YVPn/LlLbD/ACgPswOPaqSSzL493cCLK7hGAxJGz3Hb9rZx67NAVNYkTI+I0DCv3T3ZwIhp6T+Fb+Lu2cS57ke2fvfbfZZ5+XHydiGTeHgDAjQcVdUXpwWFm/vqDez7Z/2+I6ScFY8HdY5EnovabcNu7ioqh+tDNnPz9N+776HUB0Md2i644cNfHkc2hzSZcHfrYS4IR7LFZgodvAmMwIx/EMo8FAKDHXhCMASOYR9+Pbb62OPJcR37P/wEU4VmU/eO/+wAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQElEQVRYhb2XTWhcVRTHf/e+d+cz0xg31YhgXRQR1J0oVBA/g6ALISguRKsgoq2KUupOGkEEFxUXyaJGUEFpkWqiFlzUWlAxoNI0QtMaWgoZ02S+mmS+3sc9LoozIzUy72UmZ/nn/s/5cc+7954HMWNmZETiejtDxzH9/sQ7ksimmB19YNMQkQHmdh8UNzPHsXyCVC7Bud33bAoiEsCZl8clmZnnu4sJTHqJnZPfKneb5vyeO2JDdA2w8NohSabO8vVCgE7keeP4SQWw4+APyuQMi2/uiAWhuln05/79YhzF1GwJS55Xpqev8i0f2CniF9k+VuwqZ9cAC++Oiavgm1N/IJ7PS0e+2NBTHrteCCsMvVXvGqKrhRcn3hPtarQBTMDwU/tavsonT4sOKkj9L6gXOHqqzjMfL/UW4J9YPDouyg05vdzk4edeVwCXj7wgOqxw7Lci1eJ5nv1wIVLOSKdAcllkIE3lcqml2ewANpnBDA5GLg7gRgLIpkGnsKZtC7NZxNQJTTNq7egAdlsGxw0Jk8mWpoay2IYHmUb/AZxrB1A6wAwmO7Qcjg1wcmv9B1h10ignpO60AeSaDJomejDRf4BFp4pyQsp4HVBJ0pLGU1sAsGY0VkO1w1VSaVI0qOktACjoEI1Q7Ths5/Qq21WKso6UKh5AUYVoFKvYlpa3IQVWWbTr/QcoWYvWwjrth6/sOxilqYZbsAMFPLCwFvotbUU0xrqsSeRLMDrAcgBoS7PdAVZChYtQDe2Gvp4BrEiABIKyQUtbsnWMhATW/x9njwDyBAhCqqMFl5o+Rqq4zXgAkV7DgudTbPos12ptrdGg0AjIlyrcPvlq5LGsqy9HXfpSwAOtUX6AHX6y5TPz74vrNXBCHzeocd1PZc7sHe/hQJKfFoDE4ePcdsPN/Dq6Z0NP4uQBMb5H9f63ezwRXbgCMfTVz9w6fCM/jr54tW/mA8Grw659fZiIbnpU0RDKD97J7Nl57v184t+9npkQrBu5ePcAALc8plj3qT20i19Oz3Hfp+MCoE9Mil4H7vqPXekiohOf+Eywgjv1PcEjd4O12JHn412DcQAA9NRHgpUrxR+PX3xzcfhQT37P/wYyIldHcozDmwAAAABJRU5ErkJggg==) 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,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) 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:rwdcur71623 3.3333333333333s linear infinite forwards;
}
