n6 
Zweite Ausgleichung. 
i,495 
o,533 5 (98) +1,449° (99)- 
0,3965 (106) + °,i68o(xi 1)- 
■0,9155 (100)+ 0,8680 (103) —0,4715(104) 
-0,1680(112) —0,9 520 (ix 5) + 0,9 520(116) 
XXXVIII. Inselsberg — Gr. Gleichberg — Kreuzberg — Knüll — Taufstein — 
Steigekoppe — Feldberg — Meliboeus — Donnersberg — Lufdenberg — Erbeskopf — 
Loeberg — Muxerath — Weifser Stein — Michelsberg — Langschofs — Birkhof. 
Identität des Verhältnisses der Seiten Inselsberg—Gr. Gleichberg und Birkhof- 
Michelsberg mit den aus der zweiten Ausgleichung des Thüringischen Dreiecksnetzes 
und den Bestimmungen des Basisnetzes bei Bonn hervorgegangenen endgültigen Werthen. 
_ sin Miß . sin IKrG . sin KrKnl. sin K1TK11. sin TSKr . sin SFT . sin FMeS 
Bedingung: 1 = 
sin IG . sin IGKr . sin KrIKn . sin KrKnT . sin TKrS . sin STF . sin FSMe 
. sin FDMe . sin DLuF . sin LuED . sin EPLu . sin PLoE . sin PMuLo 
. sin FMeD . sin DFLu . sin LuDE . *sin ELuP . sin PELo . sin PLoMu 
. sin PWMu . sin WMiP . sin MiLaW . sin MiBLa 
sin PMuW . sin WPMi . sin MiWLa . sin MiLaB 
= 54 3* 
= 5i 32 
u ==90 45 
= 57 48 
= 48 51 
= 66 10 
— 48 16 
= 82 22 
= 56 57 
= 52 35 
= 81 18 
o = 83 15 
1 = 5° 5* 
= 57 29 
V = 54 26 
\ = 66 22 
7821.1 = 
16.7 = 
7804.4 
9 5 1 5-8 — 
7582.7 — 
9627.2 + 
4959-7 + 
8316.6 
3126.0 
9423.0 — 
1 369-7 — 
3490.7 — 
9966.5 — 
9900.5 — 
9884.7 — 
7241.2 — 
9584.1 — 
3840.5 — 
9666.5 — 
5299.8 
5315.8 
56,973 — (15) + (16) 
7,798 — (12) + (13) 
2,609 — (20) + (21) 
1 9,9 5 3 + (2.4) — (2.7) 
*3,2.5° — (*8) + (29) 
23,851 + (33) — (35) 
3o,54o — (36) + (37) 
9,4i3 — (40) + (41) 
2,941 — (45) + (46) 
28,585 — (69) + (70) 
49,886 — (49) + (50) 
37,267 —(53)+ (54) 
24,451 — (56) + (57) 
7,244 — (61) + (62) 
39,233 — (76) + (77) 
io,536 — (79) + (80) 
log Miß 
IGKr 
KrIKn : 
KrKnT : 
TKrS : 
STF 
FSMe 
FMeD 
DFLu 
LuDE 
ELuP : 
PELo 
PLoMu 
PMuW 
WPMi 
MiWLa 
MiLaB 
82 39 
63 6 
49 34 
54 22 
65 5i 
55 34 
14 
45 29 
55 43 
53 59 
57 6 
49 5i 
48 58 
54 2 
81 22 
42 23 
6,039 — (2) + (3) 
55,392 — (5)+ (6) 
32,654 — (1.3) + (14) 
57T52 (17) + (28) 
5,870 — (*2) + (23) 
42,205 — (25) + (26) 
38,599 — (34) + (35) 
45,906 —(31)+ (32) 
24,829 — (38) + (39) 
38,962 — (42) + (43) 
46,877 — (47) + (48) 
52,991 + (49) — (51) 
12,135 —(52)+ (53) 
30,411 + (67) — (73) 
59,315 + (55) — (58) 
19,076 — (75) + (7 6) 
i4,99 (15) + i4,99 ( l6 ) 
16,73 (12) + 16,73 (13) 
0,28 (20) — 0,28 (21) 
13,26 (24) — 13,26 (27) 
18,40 (28) + 18,40 (29) 
9,30 (33)— 9,3o(3 5) 
28,78 (36) + 18,78 (37) 
2,82 (40) + 2,82 (41) 
I 3,7° (45) + 13,70 (46) 
16,10 (69) + 16,10 (70) 
3,22(49)+ 3,22(50) 
2,49 (53)+ 2,49(54) 
27^3 (56) + 17,13 (57) 
13,42 (61) + 13,42 (62) 
i5,o5 (76) + 15,05 (77) 
9,21 (79) + _9,2T (80) 
4,718 
9,996 
9,950 
9,881 
9,910 
9,960 
9.9 16 
9,999 
9,853 
9.917 
9.907 
9,924 
9,883 
9,877 
9.908 
9,995 
9,828 
1864.4 = 
- _4^v5 = 
1815.9 
4183.8 — 
3254.1 — 
5351-7 — 
0496.0 — 
2277.0 — 
4014.9 — 
9622.0 — 
2128.9 — 
I535-I — 
9254.6 — 
1465.4 — 
3914-8 + 
5823-3 — 
1875.6 + 
0699.6 + 
7603.1 — 
2,72 (2)+ 2,72 (3) 
10.68 (5) + 10,68 (6) 
i7,93 (13) + i7,93 (14) 
15,08 (17) + 15,08 (ii 
9,44(22)+ 9,44(23) 
i4,43 (25) + 14,43 (26) 
0,28(34)+ 0,28(35) 
20.69 (31) + 20,69 (32) 
i4,35 (38) + 14,35 (39) 
15,30(42) + 15,30(43) 
13,61 (47) + 13,61 (48) 
*7,75 (49) — 17,75 (5i) 
18,32(52) + 18,32(53) 
15,27 (67) — 15,27 (73) 
3T9(55)— 3T9(58) 
23,07 (75) + 23,07 (76)