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

220 
§• 57. Die Größen [81], [82]... ausgedrückt durch die Factoren I, II, III.. . 
[81] = — III + IV + 1-2577 XXIII + 2-1747 XXIV 
[82] = + III — 1 • 2577 XXIII — 1 • 257G XXIV 
[83] = 0 
[84] = 0 
[85] = 0 
[86] = — I — III — 0 • 7357 XXIV 
[87] = — II + III + 2-2599 XXIV 
[88] = + I + II — 1-5242 XXIV 
[89] = 0 
[95] =0 
[96] = 0 
[97] = 0 
[98] = — II — 1-0973 XXIII — 1-0973 XXIV 
[99] = + II — X + 1-0973 XXIII + 1 • 1391 XXIV 
[100] = + IV — V 
[101] = + V - VI 
[102] = H- VI — VII — VIII 
1103] = + VIII - IX 
[104] = + VII + IX — X 
[105] = — II + X + 1-0532 XXIII 
[106] = h- II — III — 2-8130 XXIII 
[107] = — IV + V + 2 • 8888 XXIV 
[108] == -f- IV — 1 * 1457 XXIV 
[109] = 0 
[110] = 0 
[Hl] = 0 
[112] = — VI + 0-8832 XXIV 
[113] = — V + VI — 0-6826 XXIV 
[114] = + V —0-2006 XXIV 
[115] = 0 
[116] = 0 
[117] = — VIII — XU- XII + 0-4274 XXV + 4-3418 XXVI 
[118] = — VII -i- XI — 1 - 2495 XXIV + 1 • 2495 XXV — 2 • 3254 XXVI 
[119] = — VI + VII + VIII + 4-0854 XXIV — 1 ■ 6769 XXV 
[120] == + VI — 2-8358 XXIV 
[121] = 0 
[122] = + IX + XI — XVI — 0-3171 XXV + 4-9646 XXVI 
[123] = + XVI — 0 ■ 8576 XXVI 
[124] = 0 
[125] = 0 
[126] = —X — 2-6114 XXIV 
[127] = — VII — IX + X + 4-1249 XXIV — 1 • 1964 XXV 
[128] = + VII — XI — 1 • 5135 XXIV + 1 • 5135 XXV - 4 • 1069 XXVI 
[129] = — VIII + IX - 2-9205 XXV 
[130] = + VIII + XI — XII — 1-6097 XXV 
[131] = + XII — XIII 
[132] = + XIII - XIV — 1 • 9750 XXVII 
[133] = + XIV — XV + 3-5987 XXVII 
[134] = + XV — XVI — 1 • 6237 XXVII 
[135] = 0 
[136] = — XIII + 0-6462 XXVI 
[137] = 0 
[138] = 0 
[139] = 0 
[140] = — XII + XIII — 0 • 5632 XXVI 
[141] = 0 
[142] = 0 
[143] = — XX — 0-6829 XXVIII 
[144] = — XVII + XX — 2• 1075 XXVII + 2• 7904 XXVIII 
[145] = — XIV + XVII — 2-2482 XXVI + 4 3556 XXVII - 2-1075 XXVIII 
[146] = 0 
[147] = 0 
[148] = 0 
[149] = — XIII + XIV + 6-3273 XXVI — 2-2482 XXVII 
[150] = 0 
[151] = +XIV —XVII+0-0016 XXVI — 1 1544 XXVIII 
[152] = + XVII — XVIII + 1-2498 XXVIII 
[153] = + XVIII — XIX — 0-0954 XXVI 
[154] = — XV + XIX + 0-0036 XXVI 
[155] = — XIV + XV - 0-0052 XXVI 
[156] = 0 
[157] = 0 
[158] = 0 
[159] = — XVI - 1-5456 XXVI 
[160] = — XV + XVI + 4 • 2859 XXVI — 2 • 7402 XXVII 
[161] = + XV — XJX + 2-7402 XXVI + 2-8330 XXVII 
[162] = 0 
[163] = — XVIII + XIX - 5 0264 XXVII — 3-8754 XXVIII 
[164] = + XVIII — XXII - 3-8754 XXVII + 5 4596 XXVIII — 1 5841 XXIX 
[165] = + XXII — 1 • 5841 XXVIII + 4 • 3812 XXIX 
[166] = —2-7971 XXIX 
[167] = 0 
[168] = 0 
[169] = 0 
[170] = 0 
[171] = + XVII - XX — 0-6132 XXVII 
[172] = + XX — XXI + 0-6091 XXIX 
[173] = + XXI — XXII + 0• 7499 XXIX 
[174] = — XVIII + XXII — 1-0233 XXVII — 1-3690 XXIX 
[175] = 0 
[176] = — 2-2653 XXIX 
[177] = — XXI - 2 5295 XXVIII + 4• 7948 XXIX 
[178] = — XX + XXI + 4-3527 XXVIII — 2-5295 XXIX 
[179] = + XX — 1 • 8232 XXVIII 
[180] = 0 
[181] = — XXII — 0-7747 XXVIII 
[182] = — XXI + XXII + 3-8854 XXVIII 
[183] = + XXI — 3-1107 XXVIII 
[184] = 0 
[185] = 0 
) 
► 
[186] = 
[187] = 
[188] = 
[189] = 
[190] = 
[191] = 
[192] = 
[193] = 
[194] = 
[195] = 
[196] = 
[197] =
	        
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