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125) [[left hand column]] Rad: tang. aE = 35°..39'..44"-9,855866A 1/2 :: cos. nEa = 70°..16..44 - 9,5281993 [[Line indication sum of figures]] : tang. CE = 13..36..42 - 9,3840657 1/2 taken from nE = 23..55..49 [[line indicating subtraction of figures]] Rems. Cn = 10..19..7 [[/left hand column]] [[right hand column]] S. Cn = 10..19..760 Ar. 0,7468516 : S. CE = 13..36..42 --- 9,3716957 :: tang. nEa = 70..16..44 --- 10,4455502 [[line indicating addition]] :tang. anE = 74..44..20 1/2" -- 10,5640975 [[/right hand column]] Upon an let fall the perpendicular ED: Then [[left hand column]] Rad.: cos. nE = 23° 55'..49" - 9,9609651 :: tang. n = 74..44..20 1/2 - 10,5640975 [[line indicating addition]] : cot. nED = 16..37..12 1/3 - 10,5250626 [[/left hand column]] [[right hand column]] cot. nE = 23°..55'..49", Co Ar. 9,6471609 : cot PE = 23..29 ------------ 10,3620437 :: cos. nED = 16..37..12 1/3 -- 9,9814661 [[line indicating addition]] : cos. DEP = 11..50.. 1/2 ----- 9,9906707 [[line indicating subtraction]] nED-DEP = 4..47..12 = nEP; [[strikethrough]] required [[/strikethrough]] the longitude of the north pole star from 69 toward II. at the time required: (but if you work the