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 Größen (268), (269), . . . ausgedrückt durch die Factoren I, II, III, . . , 
[268] = 0 
[269] = 0 
[270] = — IV — 1-0139 XXXI 
[271] = — 111 + IV + 0-9258 XXX + 1 9392 XXXI 
[272] = 4-1 + 11 = 1- 6147 XXXI 
[273] = 0 
[274] = 0 
[275] = — I — III — 0-2880 XXXI 
[276] = 0 
[277] = 0 
[278] = 0 
[279] = — II — 2-6521 XXX — 2-6521 XXXI 
[280] = + Il — VII + 2-6521 XXX + 4-5218 XXXI 
[281] = н- VII — 1-8696 XXXI 
[282] = 0 
[283] = + V — VI + 3-7663 XXXII 
[284] — -t- VI — VII — 2-2423 XXXII 
[285] = — Il + VII + 0-0353 XXX 
[286] = + Il — III — 3-4699 XXX 
[287] = -bill — IV + 3-4346 XXX 
[288] — + X —0 -4597 XXXJI 
[289] = 0 
[290] = — VII — 0 9321 XXXI 
[291] = —VI + VII + 1-8439 XXXI— 0 9118 XXXI! 
[292] = + XIV — 2-4995 XXXIII 
[293] = 0 
[294] = 0 
[295] = 0 
[296] = — X — 1-8385 XXXII 
[297] = — IX + X + 2-9169 XXXII — 1 0784 XXXIII 
[298] = — VI + X — 0-7573 XXXI 
[299] = — V + VI + 0 • 9423 XXXI 
[300] = + V — Vili — 0-1850 XXXI — 0-3945 XXXIII 
[301] = + Vili — IX + 1-0798 XXXIII 
[302] = 0 
[303] = — XIV + 0-0527 XXXIII 
[304] = — XIII + XIV + 0-1205 XXXIII 
¡-305] = + XIII — 0-1733 XXXIII 
[306] = + XII — XIII — 0-2354 XXXIV 
[307] = + XIII — XIV 
[308] = — IX + XIV — 2 0944 XXXII 
[309] = — Vili + IX + 3-8041 XXXII 
[310] = + Vili — XI — 1-7097 XXXII — 0-5944 XXXIV 
[311] = — XV + XVIII - 2 -7640 XXXIV + 4-3377 XXXV 
[312] = — XI + XV — 5-8098 XXXIII + 8-5739 XXXIV — 2-7640 XXXV 
[313] = — Vili + XI — 1-7862 XXXII + 7-5961 XXXIII — 5-8098 XXXIV 
[314] = — V + Vili — 2-4289 XXXI +4-2151 XXXII — 1 • 7862 XXXIII 
[315] = — IV + V + 5-0245 XXXI — 2-4289 XXXII 
[316] = + IV — 2-5956 XXXI 
[317] = + XVI — XVII — 0-5568 XXXV 
[318] = — XII + XVII — 0-5844 XXXIII 
[319] = — XI + XII + 0• 7373 XXXIII 
[320] = + XI — XV — 0• 1529 XXXIII — 1 ■ 2214 XXXV 
[321] = — XII + XIII + 8 -0245 XXXIII — 5*2395 XXXIV 
[322] = + XII — XVII — 5-2395 XXXIII + 6-9663 XXXIV 
[323] = + XVII — 1 • 7268 XXXIV 
[324] = 0 
[325] = 0 
[326] = 0 
[327] = — XVI + XVII + 3-3118 XXXIV —2-3192 XXXV 
[328] = + XVI — XXI — 2-3192 XXXIV + 4 2080 XXXV 
[329] = + XXI — 1 ■ 8887 XXXV 
[330] = — XV! + XXI — 1-0924 XXXIV 
[331] = — XV + XVI + 1 • 3576 XXXIV 
[332] = + XV - XVIII — 0-2652 XXXIV 
[333] = + XVill — XIX — 3-1964 XXXVI 
[334] = + XIX — XX + 4-4147 XXXVI 
[335] = - XIX + XXII — 0-5544 XXXV + 2-2366 XXXVI 
[336] = — XVIII + XIX + 0-9796 XXXV — 0-5544 XXXVI 
[337] = + XVIII - 0-4252 XXXV 
[338] = + XXII — XXIII —3-9491 XXXVII 
[339] = + XXIII - XXIV + 3-8736 XXXVII 
[340] = — XX + XXIV — 1-0952 XXXV + 0-0754 XXXVII 
[341] = — XIX + XX + 1-8048 XXXV 
[342] = — XX + XXI + 2 • 6141 XXXV — 1 • 3393 XXXVI 
[343] = + XX — XXIV—1-3393 XXXV + 3 -4270 XXXVI—2 -0877 XXXVII 
[344] = + XXIV - XXVIII — 2• 0877 XXXVI + 3 ■ 6395 XXXVII 
[345] = + XXVIII — 1-5518 XXXVII 
[346] = — XXV — 1-0542 XXXVII 
[347] = — XXIII + XXV — 0-8623 XXXVI + 1-9165 XXXVII
	        
Waiting...

Note to user

Dear user,

In response to current developments in the web technology used by the Goobi viewer, the software no longer supports your browser.

Please use one of the following browsers to display this page correctly.

Thank you.