88
A. Das Posensche Dreiecksnetz.
Die Auflösung der Endgleichungen giebt die Wertlie der Faktoren
I, II,. . . XLI, wie folgt:
1 = — 87,1971
XV = + 258,5082
XXIX = + 109,5010
II = — 56,9507
XVI = + 142,2504
XXX = + 123,8959
III = -|- 4,8332
XVII = — 149,3000
XXXI = + 35,2235
IV = — 12,3540
XVIII = + 714,1404
XXXII = + 88,9038
V = + 5,6862
XIX = + 116,3602
XXXIII — + 193,7517
VI = — 40,5063
XX = + 70,7750
XXXIV = + 101,7416
VII = + 5,2873
XXI = + 398,2534
XXXV = + 95,1126
VIII = + 41,6437
XXII = + 202,3138
XXXVI = + 58,1419
IX = + 2,3167
XXIII == + 371,5307
XXXVII — + 19,8250
X = + 2,1010
XXIV = + 25,4085
XXXVIII = + 68,2170
XI = + 28,2651
XXV = + 96,2257
XXXIX = + 56,1708
XII = — 117,0998
XXVI = + 42,9707
XL — + 31,7379
XIII = + 709,5648
XXVII = + 93,3526
XLI = — 38,6835
XIV = + 28,2095
XXVIII = + 183,0895
§. 6. Bestimmung
der Verbesserungen (1), (2), (3), . . . (69)
(1) = + 0,38
(24) = + 0,94
(47) = — 0,94
(2) = + 4,35
(25) = + 0,47
(48) = + 2,61
(3) = + 5,13
(26) = + 0,42
(49) = + 3,7t
(4) = +4,11
(27) = — 1,05
(50) = + 1,52
(5) = + 2,30
(28) = — 0,76
(51) = _ 0,80
(6) = + 1,44
(29) = + 0,49
(52) = — 2,18
(7) = + 2,51
(30) = + 2,54
(53) = — 0,06
(8) - + 4,04
(31) = + 2,12
(54) = — 3,07
(9) = - 0,41
(32) — — 1,54
(55) = — 1,04
(10) = + 3,00
(33) = + 4,15
(56) = — 0,30
(11) = + 2,66
(34) = + 1,09
(57) = + 1,92
(12) = + 2,59
(35) = + 1,98
(58) = + 0,59
(13) = — 0,79
(36) = + 0,86
(59) = _ 2,43
(14) = + 1,21
(37) = _ 1,94
(60) = + 0,63
(15) = + 0,95
(38) = + 2,19
(61) = — 0,82
(16) = + 0,45
(39) = - 0,69
(62) = + 1,67
(17) = + 0,20
(40) = — 1,16
(63) = + 1,61
(18) = + 0,34
(41) = — 1,20
(64) = + 4,05
(19) = + 0,01
(42) = - 0,08
(65) = + 3,55
(20) = — 0,53
(43) = _ 1,39
(66) = + 2,64
(21) = + 1,57
(44) = _ 2,51
(67) = + 0,55
(22) = — 0,05
(45) = _ 1,32
(68) = + 3,67
(23) = — 1,77
(46) = _ 3,68
(69) = + 1,42