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0%,0.68125%,100% {cursor:url(data:image/png;base64,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) 7 3, auto;}
0.78125%,1.4625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,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) 7 3, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,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) 7 3, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,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) 7 3, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 7 3, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 7 3, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6ElEQVRYhe3Vz2oTURTH8c9MkpqGNKgULVI0CEJx5ap059adryH4DML4BKJP4RPotgt34k6lLbWMIiI29h9tSJN0xsW97TZjiSvzhcsshnvO7/7OOffyv5NcdmOZdeeQosAYaZLl438uoMy6LVxHPa5FNNHHEX4lWb43dQFl1k3Rignb6OC+4EJfcKGHIb4lWZ5XiVuvKkA45VU8wEOsRSE5PuJrTL6H22XWPariRCUHyqxbj8nX8BQr6kn3IsKo3MAbfIqCCnxHPqkvqjpwLuAxHmkkdBrM14Lx47MVveEyXgvl6GEu7puKgBTLWNWs0apx8wqdNETYLzjTtj9cxU9sYqfqyapQCJ3f0kxD8qUai9GFk7NQ/f3hCtaFBi3imoqAsfNObzdYnuNWkzvz4W9vwL0Ru405B6OW0IgT7SdYO5HYSD+Q66S0U5bmSWokKdfqtJosNGCA4yh4In8zhlvYMSyR0ExQi1FSFgvOCsJo9tBPsnxiCSo5AEmWD/DS4ZDTKMJCzCfcEkkCB8IIVnKgsoBIbnf0ynY/Cijit+TLIb9P4a1wHQ+nLiAGfWHr5LP3uy7KvXHAhxGD4hnWqybnkq9hmXVv4Im7recaKZvH28IN+S7J8krWT5X4UM2YMWPGjBkzLsUfgYqb9Fn8MCYAAAAASUVORK5CYII=) 7 3, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACG0lEQVRYhe3UO2sUURQH8N/ObrJ5aIhx0Sg+BhHBKEi0sLCzEsTaRvwAforxI1ha+ym0EkEQRCsRtZApYhJDfKDLumZ3ZyzuXUyTzRi0cv9wuXPvnHvO/zz531Hby6MyS4efSVxQ1LK8+KcEyiydxFw0Ooki7jPxroPP+FaVTGUCZZYuoBWPM9HwfNy/RePQxldsVCHRqGh8bpvxBo4ixaV4/xlv8QYbUa6Pzd107xqBMksb0ciQxBLO4rbpeku/ZFBQeIf3eIhn0fh6Lcvbo/Qno35ukxmSWMQCbjk23XJqhnOzpLMcbJ6RuIYbkeQkGmWWTv0NAonf+b5pad8hy7NcnuPCfs5PcHKSI9MkruKKkKYikthReZUa6EdFBU473LwobXKiSWsaJfN1Bl26P/iU0C1ORAJJfDfc/zwCtSzvoytU97KFCQ40aU2hHoIyP8PhiXBMaoSOaAhRG4kqKRCNt9HRK0MiJEIN18M+N8UAncGm0JZ9cVaMaseqBLaEVnvq0xZf+ygFJ6OKssfqT1FuOAu6ce2ISgSiBx289KX3xGqXfilEoBmENnr8GECOD1hVYRhVjQDBoxXcl3dZ6wh11Qt/8w4/ixW8xiNhKI30/o8IxGLcxDMftx77MmyOKdbavPgOd/EAr9CpZfnueqsS2I4ySxfx3J3jx0zUuZe3cV0I/3oty7f2ondPGDVkxhhjjDHGGGOMKvgFus2qNGyb2uoAAAAASUVORK5CYII=) 7 3, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,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) 7 3, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,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) 7 3, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,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) 7 3, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGUlEQVRYhe3Vu24TQRTG8d9efMFJwDGRExBKLCASEmmgpKCkRKKh5g14AJp9Gwo6KJHokVCUgoKbkBUFEBQQAgTHGC/FjCWKJDghVPiTRrva2TnnP+ecOcP/ruSwC8uiA3WkGKKXFN1/C1AWnRRVNDCNQZzK49jCdoQZHilAWXTqaEXHbWHn/ehwBAAf4rfNpOj2jwSgLDo5FoSdtzAX3+fQxLqQhm1s4iO+ovunSOT7Tf6m6TiaWMESzsSRxn82ovPneCakql8WnY39amNcgHoEmMM5XMGKetZyohL2vrnDj3Idj9DDq7imIURmV6V7TewCehyLuGYmv+r0sZblBhdrLNc4O8VsZRHXI2RbQMtj8e5peBz1hfBfUk0vO1VnPmVpmkrKVo+kpFdle9CyU17AOzz5baO71sK4AFvxuahdpZ2yNMNCylROmdHKyAd82mFncB4PI/hwL+cjsnE0EIqsbbZCK2e6wlQNFZIazTpLGSfro//fCrVgv5MwFkBSdEcGN/wsyTKaSXAuC2YaFfIkpCLAvhYi0NvP9rgRIDSYNZ/7VDNqmVDgx6KZjG/DkAIeR4jtCP/3ALGr3fOmz/vvcWkuRCGm+U2fT4NV3E+K7uY47fggEYAXuO3Fd5TxUw0DXn5m7QvcERrRWDrwbRjP9E3z9btuzZNmPPjA06/ruIHVw9yKh9KowcSreaKJJppoookmOpR+AUjemypR1SdSAAAAAElFTkSuQmCC) 7 3, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,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) 7 3, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,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) 7 3, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9ElEQVRYhe3Vy2tTQRTH8c+9eTSJNY1am1haG7CIj02x4sqd7rr377l7/xLd+B+IuFAoCtKNG5UoXbRQS4l9pHldF3cEKUhDU3FhfjDMhXvmzPecOTOH/13RuA7SpBkjxjBKWsO/CpAmzTxKqIQ5f8JkH+0oaXXOFSBEWUINy6hiFkXs4VuYhwFiL0pah6P4PhnBn1TCPO6hgUU0w/pdfMY7bAX7Tpo0u1HS6o8NENI+jxWsyjLwOEB1ZJHPhe/D4LMd5vEBZOm+jJth3FeIq2p5ZopF0qofveu2u8sBYkNWI+0RfItHBKihjoZ8tGCpwkqZ2xVuFLhbYbV6C0/xINifGv2pAKH4+sFhB8saZeoRjQqLU9yZ4VqRixFL5QoeYUFWoOMByKp6iC62FeNZ1Zi5cjauTlEtsDhNvcyVAjyUHcH02ABR0hI230WsNySHWoHpX+9PnqkcBZRiynFVloFRjnckoz1soiP1xQDHvy8PT0kxx3FKP4VLAXx8gHCXd/AKb7T75Abhbz64iOkNOBrQS9fxXXYlxwcIaqOFZzY7Ow6HsrO4EFwM2Orz6QBe44OsaM8HINTCPl5izfv9bFMp8uwe8fGAbvocb7E+amM6UzdMk+YcvnpSL+kNeLEzxJrsEdo6S1ecaKKJJppooon+mX4CeFeMJObzqecAAAAASUVORK5CYII=) 7 3, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,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) 7 3, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACD0lEQVRYhe3VMWsUQRjG8d/uXTbnRU2QGCSFnDaCiBDsBVtBCz+DvbXdfggbv4KFvShYKyIiCGKhh0TRmGjU87zc7e1YzAStLvHUyntgGAZ23uc/7/vuDP+7smk2hbIDBXJUqFFnZfffAoSyk+MgltBOEAUG+IIhelnZ7f11gHTqwziSTA/+MtpiJj6ih228zcruYK+4zf0CJKPlBLCEs1hL8zKe4i6eSCUJZWcjK7v9SUH3lYFQdopkvIIzuITLloq2doNxYFjzaTjADdxBVyzLxqTe2DMDqe5FWh7HBZzXWWhbbcQj9AIfx4TQsj26gg94m+I3xfJMB/CLeYGTuOjEwqrTLZYa5Bk7Fa8rXgWMOjiFh2Iv5JOC7wdgN0CBNQfyVUcbLM6xUjCf823MeIfPNVtZrgoVWmnv8E8B6hRoGYUiZwHHWhxqImO+ySjj8IBGRhXeoI/BXnfDfgCG6bsW1mVZTPuhpp/VCSxW0XwU4AXWE8RETawPZGW3ThB9vPG9Zq4hdt/uCPQq6kAdbov13xSz92cACWIo/lbv7Iz7tqtoag6NGGaMrQAPxAupNqH7fwsgaQOPcMvXkAAC5uO8OeL9d7iXjKus7P49gNRML3Hds69964O0fRT9nn/jS3UNz8Xm2/MaZvrXMMdNV1auauD+ZzZ3zuHxNC/i1AplZ/eRmmmmmWaaaaaZptYPTLu1faRMC7YAAAAASUVORK5CYII=) 7 3, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,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) 7 3, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB30lEQVRYhe3VwU4TQRzH8c9ut6UUkAoNMRhqD0QSw4GTN2Ki8aReTHwPH2Efw2fwAYheSEx8AA+clBi8cCBYsUFAwu562GnwxlbKyX6TzU5mZ/7z29/Mf/7870TXmVykvQZiXOAiSvduVkCR9mI00cEyEpyE5wCDKN27uBEBRdpLwuJL6Ib2Alo4Qx+f8TVK9/KqceMRxDbCYktoYx2beIJHWA193SLtVQ6aVBkUrB/av4D7eIpbyEPfBt7hSOnGYGwCXDrVUu79JjY0445mjazgJCMrEnzDIXZGCXwVF8q/j7FmtvbcaqtjbZaVJnem6EwxXdvAPSyHDLmSqg4MxXbx2OIU7TrzMdP4je/h8J9mD/BF6db5uATEIdg6cu0a9xuszFKPOMrY/8VxzoGXCu+V5+NoXAIot6CBdTMRd+doJqW2xZw4Ll3YRWFFxe2tNCjkdWlnEjW167RqqCmvkpi5GvMRuWOcjlVAYIAdWcFSEhavY6b8msScF5QpuK+C/SMJCFfstsIbP3OXl2h4H5zRz+CtMgX7leJWFTCkSHtt0/EPr7s0biOjOGb7kI+DT3iF3aqF6Z+qYZH2mvjgxeJD9YitPmf5M2yNWhGvW46HzXiUAjRhwoQJEyZM+Js/OYx8eCDKHLUAAAAASUVORK5CYII=) 7 3, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,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) 7 3, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,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) 7 3, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFklEQVRYhe3Vz2oTURTH8c9MMklN01qLQm1LDUVExJ3Qna5cuunShxB8hLyFLyBuBVHcuBFcCG5cFkEbJYtiYykxbWLSJC7uhGZj/qEr84MwDJl7zvf87j3n8r8rmmVRv1yCbPoap8+zqFzp/XOAfrmUQxErWEMOLdRxnP5ak8JMBTCU/PJQ8pzgQm8I4DsaUbnS+msA/XIpThOv4xauI48C2viM6jAAjqJypT0qbnbUn0PJs0Llm7iNXWwLVZ9iATt4jo/OXVlGbVTssQ6kB26w5/fwUBI9cCnPxSxJxI8O9TbN3h6e4B0OUsBaVK6c/Sn+JA4MvtnGHdy3UWAtZjkOKYo5jjIctG5qdO+iImxFw3mXzAwQCxZv4obFzIKNmO0lipngYa1Jrs3PhEZ3B2/xJQUY2Q2TAPRSgFWsWMqxtchWIV0dcSXBCdUusS091wzNh3HVjdTQ/h1jTTHD1TzZDJK0hoTVhEJMLkM4M21hOI2MPxYgVUNosSPLMflE8D4+D9HHhYhMBF+F7hjZgtMA1IXefuVXn/Yg7mAMZMhGNPucnFWxJ1g/dhBNBJCO1Sre+HzCfitdmk/z9DntcNiBZ8IBPB3VflMBpBB1fNLq7fpQR0fYhh7dJu8bHLae4jUqUblyPFHcSQEGSqfiOvY9LsXaXV7W+NZ8hBeoTnMrznQdD8HEQhvMdBXPNddcc80111zwG4NlqAOBpchdAAAAAElFTkSuQmCC) 7 3, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB8klEQVRYhe3Vy2pTURTG8d85SU/Si4mEUoqVEkQoiDjowImoEx/Dqe9xHsGpj6CvIE5FcKaoHQYvRSW9GGLapLk42Lu1I3t6G5lvcjjsy/rvtdb+Nv+7krMunOTNMrL4O0jy1vDSAY4FvRq/aRwao4PdJG+NLwVgkjerx4IvYi4GPjx5ijZap8lGIYB48gUs4wZuYw1LEeAdPuE7NvE1yVu9InuXC4LOxeBN3MNd3EFNSP1hRt6ii9okbw6TvDU4N8Akb6Yx0GIEWDeTPNKokiUMRlW7wyX9UQNV9IRSVHF+AKHuWQRYxAPNeeoJ1YRymW6FL/1bfvRr+IBtIRMnqghAGuelWNPI5qyUaFSoZ8ygOwzdtDe6rjO8L/TBppCJCwHoxbnrlmdYmWe1QhaX/9pna5aFAzrDJm7iY4G9j+7xvzQUrlsb19RS6iWyUlxeoj5LI8EEVoWSnVj/ogCDCDFA25HNpKgEACkLZa6UCbdi88IAorN18ROvbU3iSMlfMxwzHtMfw2dsKNiERTIA+0JnP/N1j50DoetKQhdie0TwnucRtpARFQJI8tY4yVttbOiPHnq1gwOh5hPaPd7/hqd4IzhhoTfh1K9hNKZlWfrN46WQ6JdtdoZP8CLJW53T7nlmRZij71RTTTXVVFNNdRb9AdIAmD3+CUxlAAAAAElFTkSuQmCC) 7 3, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,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) 7 3, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBElEQVRYhe3Vv04UURTH8c/Mzv4TUGKUsMY/qyaGFzC+g6UxaOcL+Aom8ypaGAsbH8DGGAsaGipizBIJKgIShGV3M8xazEUodB3R2Li/ZjI35/zu95455w7/u6KTJg7TdoIceZR2/g1A2PQCziLGANvYQBbC8ijt5H8dYJi2a2jj9LHlGAl28BG9sJ6hV6YypQCGaRtmHZ3+Bq4EgC94h7dYCym5ojpbv4JIygCEuAYu4lYAmA3v09jFG7zEEjohfnqYtrdHQZQFiDGJOVzDXVNVJhPqEdlw2vr+vAEhroblkNdw9GlODJAF40si983UqUa0qjTjouCTFd735u1lh57rir4YuUdcZvfQ1QO0NStMVGjXuVSjVWO2xpm4eDYrd3BT0S8533vohypbAYoyrpmqcr3B1QlmEio1evt8zdkckkRwG4+VuCdKVWCYtmN0saVZ4XxCq06ljohGk1ajGNDiBlg9drjBKO9SAMF2F5kElTikxqgWEOdqTCfsZbCALcVdkP3EszxAKGEXK/Yy4sO0U4omRz9n+wBeYRFLUdoZefrSAEE9vPahv+NT39GEhUp/3melBy/wNEo7O2VMSwOESVjGPQs75AP0FRN6wOIum4NHeBKlnY3SvmUDDxUacg6LHl6uaeDZBqvdB3gepZ3u73r+kcIfcqyxxhprrLHGOrG+ARb+l95jkXzhAAAAAElFTkSuQmCC) 7 3, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,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) 7 3, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACAklEQVRYhe3Uz44MURTH8U91Xz2tp6f9G4LIKExaWEgkFiKWLLyAhdhZeYvyAtaWPIO9SGwtBBELpAmTCRNpY4yZHqos6nbGhq42YiH9TW6q6ubcc371y7mHCX+BIktrRZbW/uRsMm4hhPiZx9VELa4cgyTrDf66gCJLmz8Vr6GBTnwO9wf4iOWqIioJKLK0EQtBG12cw3Gs4AmeYQ3fsIj3SdbLR+UOowIiw+L7cQGXcCaK6WMeR3A3xs3G/bUtCyiydPg6i8u4iDNmQluCQd6xns8pHMVX3IvxzSoCRnZukvUoHTiFPdinE9p2NTjQ5FiLbpvDra5OuIHrmLPp2tYERJrYiWB7/aS9UxxscLLF6Rm6DfYEtm+jnlxRurT7J/d+SdUeyJUdfsh0YHco/zxtlRk+TWGZD9+G8QeV/fIGq79LXNWBlbia2nXSBvMtQh11dgTmptkfSArKq9hSOvdbKglIst5KTNrXrjEd4tF6fAZaDaYS8gQWlNdx5DUcZ3w+xbK1nKJAYXMeoRb38qKPl1gywv5xBazgroV13m1EAUE5yxLeDlgq4DZe4FWVaVhZQJxq961+v+nxZ15/wYbSgQGP+jz/fA938DDJev1KeasKGFJkacB5XHO2c9WJGR70efHlFm4kWW9x3JxbosjSUGRp658WnTBhwoQJE/4rfgCEj4edwdMJlgAAAABJRU5ErkJggg==) 7 3, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,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) 7 3, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
61.71875%,62.4% {cursor:url(data:image/png;base64,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) 7 3, auto;}
62.5%,63.18125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
63.28125%,63.9625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
64.0625%,64.74375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
64.84375%,65.525% {cursor:url(data:image/png;base64,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) 7 3, auto;}
65.625%,66.30625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDElEQVRYhe3VvWoUURjG8d+Msx/ZaOJHjKISxmBhYSlWWoidgvdg4z3YDXgbVgqCN2FhJWqlFjZqDCuEYD6MyWazO7tjcY7Eyl1MrNwHBmaGc87zP8877xz+dyV/M6kq8hT1+FgiRS8plv4tQFXkcByteM1E804E6WET20mxVB4qQFXkdcz/ZjyDozgZ361gPV7fsJkUS51DAaiKvIUm5oQEFnETCzgr7PwVXkfzdgRZGZVENoZ5PY6bwQVcx71oTpak0oRBdc2geoR3Qkm6QjJbBwIQPraWsNOruKGR5mZrnKgxqNgq2R3wo7wbjTtCSQ4FoBXHnRXKcMmFKU6lzDVIIsDWgPbevLX+Ypz3SSjDHzUOgGhcR9exLHcmI59moRG+os0+n7sMEzb6tw09xTm8HbVwOoZ5ab/Xp7VqLDS52KSRUq8zP8XlaaYSmhlcEcowcoPjJNC13+u5GtKELBFCSVExW3E6o17RsWpE7X9pnAR6EeI9SjslO5WQfba/RHdImlJW8CbO6R0YIPZxT+jvZzb6pbVuBEjRCPcJvvfZHrbxOY7vHhggQvSwjQ94aLnH7hAVagFgq0+7Dw/wQmjDwwGIEEPhD/fY8m7blx0ciRB7PN/gU+cOnmNVOA+GI9cdF+B3VUW+iI/un2cq48lX1stbeIkyJvbvVRX5rxNyookmmmiiiSb6a/0E4X2uQZu8aWsAAAAASUVORK5CYII=) 7 3, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 7 3, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
71.09375%,71.775% {cursor:url(data:image/png;base64,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) 7 3, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
72.65625%,73.3375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 7 3, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,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) 7 3, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByklEQVRYhe3UsW7TUACF4e+mrpOmJVQIaIkQRBVDR0CIoQMMTExI3XgBngIkvwISD8ECEwOCHSSEysJQpA5GAoZKoCZU1CSpzWAXIQaSlDKRf/GV7/Xxuef4min/O+FvHi6STq0aRjgYD0OSDv+ZgSLpQAsXcBJtNLGJLfSQhSTNxtGLJjVQvfxiZeAGrlb3MjzFI2wUSScPSdo/UgNF0omxgmu4qR7WLMyWk/voDe7Ii1XcxzOMNFAbteA3mriCS4I1Z5osxZyNaccs11XmbqNT1fVHJq1gEectzKxbnafdIC7Icr4UZQrHI7rDtrKiLWU1R2agrRHddXmelRbnaoSInX3q38gGNGboDpvIlYkdjYEqzluWY07UOV0jzJWTizWKmI9ZmQKfsGuMiif5BlpYFIUy5rk6ZhAj0IyJA5+/w2vVcRwlOkkFfbwzzKtd1nAMsxjSH/I1p/AQ77EdknR3lOgkCWR4Id2jd3C6qt3L2RmUFfAGr/BhHNGxDYQkpYz2updf6WfKlAflgs0u24MneByS9G1I0nws3XEN/EqRdBpa0Z71UyxFPO+y0XuAeyFJdw6jeSiKpBNV10l/aFOmTJkyZcqUn/wAQpmBcqgsg3IAAAAASUVORK5CYII=) 7 3, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACA0lEQVRYhe3Uy04UURDG8V/3XLgNIwIiMURHEohLd5q49CnUl+mF72FcufIdjBtjTFi48B7SKjGKSAiXuQDT7eI0xo3QoLLQ+ZJOp5PTVV/961Txvys66Y950qqijgz7UZLun5qBPGk1MYphNNBEF5+wiW6UpNlfMVAkb2Iak5gtTGTYxge8w3oZKscykCetGPOYKZLP4bLQirpQ/WuBxHN8jpL00JjV4xgQKm8K6CdwQyBxQCArvp9hvzDUPixgaQJF9dMCgTu4bbwyKYrYy+n0M6HqF1jBEyxh5bD7cBwC9SL5fTO1RWeHaMTU0M1Z24t93b2ql7WFykeL+HXhgv62gXnccqa6aGqI8xUuDDNS49t2kSan15vFMmLsHpUjLpM5T1p1XMR1jSqTFRZGWBhlrsalJnMxUzUi80LF68I9OHQcyxI4wDlqLGayxuyYwB8TfbrjjG8SReT5e6wKBP6IgX1hxjfsolEhrhW+cvSY6hdHc8Ie2CwM/LL/lGyBMEqreKyTUcmKXw/GPw5PLyOzhDVsoH3UHihloBijFA996b6yTYDS96MNG3ts9OER3kRJulpmHZclIErStjDnNz3dIt1CD53wfrvDx84yHgjruFzcsgd/Vp60rqjHL11rcG6YpR3Snbu4FyXp8klinkh50qrmSevU8g000EADDTTQv6nvSpyj68/snboAAAAASUVORK5CYII=) 7 3, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACEElEQVRYhe3VzU4TYRTG8d/UdmwBaQOE8GVS0RhkwQW4NC5dexvewqzcunBt4n14AxpdKJpoWJj6ESNqCDRQSr/GxfuSsLEUxJV9kjezmTnPf8458wz/u5LzPJRn9SIKGByfJGv8e4A8q5cxjSKmMIEO9uO1hXYE6l0oQJ7VJ7CAFHPRfHDi7EaQZgTpJVmjfSEAeVZPsSS89RxmIsACZiPAe2zhV4TpoJNkjc6w2sVRAKLZsflNLOOOMI6daLqCeTwX9uOH0K2/A8izeiECTEeTBdw3U1pTvcygz7c23XwzGn8VRtDCfp7VDVvQUTsANaELtyyW1yyWmEiYqbBe4UNnw/bhhlZ/B9+FfeglWaM5rGhhBOPBiWsZdy2XmC+wXuVamZVJbqRcrcA9oVNTkGf1ocVPBYjtawstnVIrzammrFZZTKlVWKpwfZrZhCvFVWFM0+id5jHqCJrCsl2XFsJG1IrCjkFONaeSkCawGI2Pw+qPGmUEYqg0kErQSigdh2F8hz7SAu2BaNoTPsOhtUcCiBD7+Gi3y14HeXy8FG7oDDjIOegP8EnIgtZpdUcGiHrmaLDlyxE/27gkZFmfnS6fu/AUm2iMEsdnBXiFR7aPXnuxh8Nw3jR5uU+j9RCPsRk7dqrO/DeMsbyK21Ynnpgs8rb5Dg+EFGyd9894LuVZPY1pOdZYY4011lhjnUu/AagepfR2mOrEAAAAAElFTkSuQmCC) 7 3, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
83.59375%,84.275% {cursor:url(data:image/png;base64,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) 7 3, auto;}
84.375%,85.05625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
85.15625%,85.8375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
85.9375%,86.61875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
86.71875%,87.4% {cursor:url(data:image/png;base64,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) 7 3, auto;}
87.5%,88.18125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,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) 7 3, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 7 3, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 7 3, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,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) 7 3, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
96.09375%,96.775% {cursor:url(data:image/png;base64,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) 7 3, auto;}
96.875%,97.55625% {cursor:url(data:image/png;base64,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) 7 3, auto;}
97.65625%,98.3375% {cursor:url(data:image/png;base64,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) 7 3, auto;}
98.4375%,99.11875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACA0lEQVRYhe3Vu4sTURTH8c9Mktlsdl3fD5DVUWSx8FEI4j9gYWWntf+HxeB/YWnj608QbAQL7Sx8YGNAWWXxxSYbszHJWNwbBQuTNWtlfjDMhTmc3/eec+8Z/ncl0yYoixyqGCZFc/hPAcoiz5ChHk3rGKKL3uhJimZ/2wHKIm+ggcVovvQbQAefR+tJq1Gd0LweDUfmB3Akfv4q7LwfAT9EqM62AUTjNMafwSWciKZNPMcadglVaZZF3kmK5vQAZZFXY1yKFVyOELl6ZVEtodWH+3gYY9eFCqyPy5+ORQwxw5j4HI7bVTvl2MKiUw3OznN+B8uNK2rJTZwW2tUoi3xs/klaMBR6vC+YVy84OseBeQ7VyFI2v5N9o9LgXee6fvlYuC2ZcCinBuhHiPOW6xyqsDzH4Qwpmxn9AZ1NWjU+9S7h9QS5x7cgXqceumrJigwLGfsrwgarzFXZWaeRjjLWsSfCTwcQIcKQ+V62dbFQJYvmauG9OyNNQq1441flpgeIauO29QEbo7yjYYg0pTPgS++FUP6PkwyjiQGSotnBHatdNgbCEJ1HJaxX27zcgFt4JUzFsdpKBeCRQXnR0xatHr75edCftdkY3sBdrCVFsz3RxrYIAMoiX8IT1w6etHeRe+9527mKB+gmRfOPV2/bVBb56Hc800wzzTTTTDP9tX4AzaWbk992wbUAAAAASUVORK5CYII=) 7 3, auto;}
99.21875%,99.9% {cursor:url(data:image/png;base64,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) 7 3, auto;}
}
div.testarea{
animation:rwdcur149436 21.333333333333s linear infinite forwards;
}
