838 VI. Geodäsie. Recognoscirung für eine Gradmessung. 3, Die Ausgleichungsrechnungen. 839 
9. Die Norma bJeichungen. 
Durch Substitution der in 4. erhaltenen Ausdrücke für (1), (2), 8). . . in die Bedingung jleichungen erhalten wir zur Bestimmung von I, II, III folgende Normalgleichungen. 
| / Be 
L II II IV V VI | vi | VII IX x XI XI XII XIV XV | XVI | XVII |XVIII XIX | xx XXI | XXI |XXIIIIXXIV | XXV 
| | 
-+1.600= | 40.2334 | —0.083| — — | 0.0878 | 
-F1.090= | —0.0833| 40.2638 | —0.0750 | 40.1055 | +0.1028 | 40.0077 | 4.0.0067 —_ _ _ _ JA +0.0004 
+2.30=| — | -0.0750.| 0.3165 | 40.1250) —0.1508 | 
_0.370=| — | -£0.1055 | +0.1250.| +0.3637 | 40.0542 | 40.1410.) 40.0070 | — _ _ — [0.0031 
7 765= | —0.0878 | 40.1023.) —o 1508 | -+0.0542 | +0.8551.| +0.0517 | —0.0012| — — — — IF 0.0236 
—2550=| — | +0.0077 — | -+0.1410 | -#0.0517 | +0.4243 | —0.1140 — _ = — | +87 40.0305 = — | +0.0572 
+5.370=| — |-+o.0067| — | +0.0067 | —0.0012| —0.1140| +0.4073 | —0.1179| — | 0.1179 | 0.0310 | +00 +0.0208 = — | +0.0080 
—5.070— — _ _ —_ — — | 0.1179 | -H0.4845 | —0.1667 , -+0.1513 | 40.0932 | 40.0333 | 0.0142 F — | +0.0424 
—3,20=| — _ _ _ — — — | 0.1867. | -H0.5000 | -Ho.1667 | —0.0926| - | +0.0129 = +0.1667 | 40.0246 
so _ - _ = — | _0.1179)| 0.1513 | 40.1667 | 40.4845 | 40.0520 | 0.200 0] 0.0452 = — | +0.0052 
3.99 — — _ _ - — | 0.0310] ++0.0932 | —0.0926 | +0.0520 | +0.1016 | +0,02. |] 0.0326 — | 0.0439 | 4-0.0060 
+2.10=| — — - — — | ro.1667.| 0.0033 | +0.0333| — | 40.2000] +0.0261 | +o.scufl) 0.0419 | —0.1667 — | +o.1181 
+1.35=| — |-+0.0004| — | 0.0031 | 0.0236 | 40.0305] +0.0208 | —0.0142 | 0.0129 | —0.0484 | 0.0326 | —0.041! 0.1068 | 0.0240 — | -+0.0342 
2,50 = | — = = = =* = = — | = _ | Zus | +0.0240 | 40.5000 | 40.1667 | 0.0776 
mel = er Er 24 en = wann, - — | -+0.1667 | +0.5000 | —0.0464 | 0.1667 || — — 10.0528 
+245= | — — = - — | +0.05721| -F0.0080)| —0.0424 | 10.0246 | 40.0052 | 0.0060 | -Fo.1sıfp 70.0342 | 0.0776 | —0.0464 | Fo.117E | —0.0364| — — | 0.0083 
el ee = = 2. E = au = Br a -M - — | 0.1667 | —0.0364 | 40.5000 | — 0.1667 | +0.1667 | —0.098| — |-o.1s7| — | 0.0052 
0,550= = = er = LE: => en = = en > > — = — — — 0.1667 | +-0.5000 | 4.0.1667 | 40.1076 — — — —0.0114 
-H1.070— = ee = = ee: =E er p = er =; = — = — — 0.1667 | 40.1667 | 40.5000 | —0.0020 | —0.1667 | —0.1667 — —0.0154 
le = 2a = za Ex & I ie Z 5 & - — | 0.0528 | —0.0083 | —0.0988 | 0.1076 | —0.0020.| +0.2160 | 0.0019] +0.009° | — | -+0.0070 
| = = = = —_ — _ _ = = er _ = = = = == — | 0.1667 | 0.0019 | +0.5000| — | -+0.1667| +0.0308 
wel = ==, = ze — = = — _ _ —_ — > == = — 10.1667 — | —0.1667 | 40.0087 — | +0.4788 | 40.1455 | —0.0094 | — 0.0125 
au. CO 5 = = = = = == 5 = — — = = = az == SL = = — | +0.1667 | +0.1455 | +0.4788 | 40.0255 | — 0.1792 
era = = = & = e ©: = Ei er = — — — — | 20.0052 | —0,0114 | —0.0154 | 0.0070 | 4-0,0308 | —0.0094 | 0.0255 | -+0.1627 | —0.0003 
-+1.950— — = s ee En = = = = = = _ == — — _ — —0.0125) — 0.1792 | — 0.0003 | +0.4266 
54 * 
