61 



a) in Positionawinkel. 



(2) 

 0.7455 

 0.7693 

 0.7720 

 0.7359 

 0.7414 

 0.7507 

 0.7569 

 0.7464 

 0.7394 

 0.7356 

 0.7456 

 0.7588 

 0.7579 

 0.7465 

 0.7358 

 0.7382 

 0.7876 

 0.7338 



(3) 

 1.1605" 

 1.0480 )( 

 0.9481 /' 

 0.6902 (/ 

 0.4404 w 

 0.0517 ;* 

 0.0580 

 0.4454 

 0.6425 

 0.7770 

 0.8918 

 1.0140 

 1.0801 

 1.1267 

 1.1829 

 1.2295 

 1.2561 

 1.2901 



(4) 

 0.9734 

 0.7247 

 0.5222 

 0.0423 

 9.5373 

 8.7507 

 8.7569 

 9.5423 

 9.9435 

 0.2163 

 0.4358 

 0.6672 

 0.8002 

 0.9048 

 1.0280 

 1.1188 

 1.1726 

 1.2443 



(5) 

 0.5314 

 5551 

 0.9614" 



— 00 



0.9866 



0.8105 



0.8168 /( 



0.9916» 



0.5253 /' 



0.7955 



0.9908 



— 00 



0.9472 " 

 0.9358 " 

 0.5216 

 0.9833 

 0.9269 



— 00 



(6) 

 0.9703 n 

 0.9940 

 0.7228 

 0.9877 /( 

 0.2329 

 0.8867 

 0.8930 

 0.2379 n 

 0.8642« 

 0.8717 H 

 0.2371 

 1.0106 

 0.7086 

 0.6973 II 

 0.9606 " 

 0.2296 5( 

 0.6884 

 0.9856 



(7) 

 0.4268 

 0.4166 

 0.3890 

 0.2370 

 0.0424 

 9.8237 

 9.9874 " 

 9.6156« 

 9.9923 n 

 0.1637» 

 0.2370 w 

 0.2136« 

 9.7535 « 

 9.4708 " 

 8.9788 

 0.2337 

 0.3081 

 0.1067 



0.3583 



0.8027 » 



1.2520« 



1.0078" 



1.0402 



0.8476 



1.1443" 



1.1320// 



0.9849 11 



0.3599 



0.9188 



0.3270 " 



0.8297 li 



0.6603 n 



0.5487 



0.9762 



0.7588 



9.3358 



b) in Distanz. 



(1) 

 1.0000 

 1.0000 

 1.0000 

 1.0000 

 1.0000 

 10000 

 1.0000 

 1.0000 

 1.0000 

 1.0000 

 1.0000 

 1.0000 

 1.0000 

 1.0000 

 1.0000 

 1.0000 

 1.0000 

 1.0000 



(4) 

 1,5868" 

 1.4506" 

 1.3478« 

 1.1261" 

 0.8708 « 

 0.4729 " 

 0.4729 

 0.8708 

 1.0749 

 1.2132 

 1.3180 

 1.4271 

 1.4941 

 1.5521 

 1.6190 

 1.6632 

 1.6904 

 1.7281 



(5) 

 0.9730 // 

 0.9730 // 

 0.6990 

 1.0000// 

 0.2397 // 

 0.8843 

 0.8843 

 0.2397 // 

 0.9730 // 

 0.8843 « 

 1.2397 

 1.0000 

 0.6990 

 0.6990 n 

 0.9730 // 

 0.2397 

 0.6990 

 1.0000 



(6) 

 0.5341 // 

 0.5341 // 

 0.9375 



— CO 



0.9934 )/ 



0.8081 // 



0.8081 



0.9934 



0.5341 



0.8081 // 



0.9934" 



— 00 



0.9375 

 0.9375 

 0.5341 « 

 0.9934 n 

 0.9375 // 



— 00 



(7) 

 9.6875 

 0.2084 

 0.3168 

 0.4357 

 0.4733 

 0.4766 

 0.4571 

 0.4238 

 0.3547 

 0.2205 

 0.9195 

 0.4483 « 

 0.0437 )/ 

 0.2220« 

 0.2551 « 

 0.1797 )/ 

 0.1045 " 

 9.9568 // 



0.2896// 



1.2022 



1.2578 



0.9512// 



0.6976 « 



0.2633 



1.0885 



0.1199// 



0.8073 « 



0.9622 n 



0.2766« 



0.8980 



0.8585 



0.1005 n 



0.9.568// 



0.8653 n 



0.8885 « 



1 .0206 // 



Die Normalgleichungen nach der Bedingung 

 i(jJpf + (f°-^(>f = Min. 

 aufgestellt, werden in logarithmischer Gestalt: 



(1) 





(2) 



(3) 



(4) 



(5) 





(6) 



(71 





3.25527 





— 





3.36218 



1.73191 





2.19435// 



2.16453 = 



1.86183// 



— 





2.74999 



2.66081 



2.74559 



1.85594 





1.79699 



1.71425 



2.31810 



— 





2.66081 



3.34765 



5.01379 



2.22102 





2.23561 



1.81365« 



2.54176 



3.36218 





2.74559 



3.01379 



4.23260« 



2.83913 





2.56908 



2.52012« 



3.30789 n 



1.73191 





1.85594 



2.22102 



2.83913 



3.25489 





0.96848 « 



1.54370 



3.19673 



2.19435 " 



1.79699 



2.23561 



2.56908 



0.96848 '/ 



/ 



3.24636 



1.28398 



2.57548 



2.16453 





1.71425 



1.81365« 



2.52012// 



1.54370 





1.28398 



2.04493 



1.68547 



and ihre 



Auflösung 

















(11 



= + 0.2195 [S) ■- 



= + 0.2489 



(5) = 



-- 



0.9464 



(7) = —0.3703 





(2) 



= — 0.4943 (4) = 



= - 0.1886 



(6) = 



-- 0.1955 







