Full text: Die Beobachtungen im Dreiecknetze in Böhmen, das Entwicklungsnetz des Basis bei Eger und die Angleichung der Polygonkette im Wiener Meridian ([1])

§. 69. Die Verbesserungen (268), (269). 
., ausgedrückt durch die Factoren I, II. 
255 
[348] 
[349] : 
[350] : 
[351] 
[352] 
[353] : 
[354] : 
[355] : 
[356] : 
[357] : 
[358] : 
— XXII 4- XXIII 4- 5 • 9112 XXXVI — 0 • 8623 XXXVII 
•4- XXII —5-0489 XXXVI 
+ XXV — XXVI + 1-2158 XXXVIII 
4- XXVI — XXVII — 2-7170 XXXVIII 
4- XXVII — XXVIII 4- 1-5012 XXXVIII 
— XXIV + XXVIII — 2-2812 XXXVI 
— XXIII 4- XXIV 4- 2-4948 XXXV! 
XXVIII — 0-3670 XXXVII 
XXVII 4- XXVIII + 2-5155 XXXVII 
[359] = — XXVII — XXIX — 0-3309 XXXVII 
[360] = — XXVI 4- XXVII 4- 2-1583 XXXVII 
[361] = 4- XXVI 4- XXIX — 1-8274 XXXVII 
[362] = 0 
[363] = 0 
[364] = 0 
[365] = 0 
[366] = —XXVI 
[367] = — XXV 
[368] = 4- XXV 
0 • 7266 XXXVII — 0 • 7266 XXXVIII 
XXVI 4- 2-8846 XXXVII 4- 0-7266 XXXVIII 
2 1579 XXXVII 
2-1487 XXXVIII 
- 2 • 7640 XXXV 
-5-8098 XXXIV 
L • 7862 XXXIII 
§. 70. Die Verbesserungen (268), (269)... , ausgedrückt durch die Factoren I, II.. 
III 
IV 
' 
XXX 
XXXI 
1 
II 
III 
XXXI 
(268) = 
— 1*0000 
4- 0-0253 
-j- 0-9253 
(272) = 
4- 1-0000 
4- 2-0000 
— l-oooo 
— 3-5174 
(269) = 
— l'OOOO 
— 
4- 0-9253 
4- 0-9253 
(273) = 
— 
4- 1-0000 
— l-oooo 
— 1-9027 
(270) == 
— l'OOOO 
— l'OOOO 
4- 0-9253 
— 0-088G 
(274) = 
— 
4- 1-0000 
— l-oooo 
— 1-9027 
(271) = 
— 2-oooo 
4- l-oooo 
4- 1-860G 
—2*8645 
(275) = 
— l'OOOO 
4- l-oooo 
— 2-oooo 
— 2-1907 
-2-0877 XXXVII 
LXVII 
(276) = 
(277) = 
(278) - 
(279) = 
(280) = 
(281) = 
(282) = 
II 
VII 
XXX 
XXXI 
— l-oooo 
— 
— 2-G5.il 
— 2-6520 
4- 1-0000 
— l-oooo 
—\— 2*6521 
4- 4-5219 
— 
4- 1-0000 
— 
— 1-8695 
(288) = 
(289) =* 
(290) = 
(291) = 
VI 
VII 
X 
XXXI 
XXXII 
— l-oooo 
4- 2-oooo 
4- 0-9118 
— 1-8312 
— l-oooo 
- 
4- l'oooo 
4- 0-9118 
— 1-3715 
— l'OOOO 
— l'OOOO 
4- 1-0000 
— 0-0203 
— 1-3715 
— 2-oooo 
4- l-oooo 
4- l-oooo 
4- 2-7557 
— 2-2833 
VII
	        
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