10 



AXEL MÖLLER, 











Jupiter 



3ch Pandora. 











f 



log /S'J> 



log/3 1 !' 



log /S<i> 



log/S<ä> 



log/3'J' 



log/3'J' 



log/3<>> 



log /?<}> 



log ,9<>> 



o" 



0.9710896 



0-3880197 



9.9707950 



9-5967131 



9.242752 



8.900482 



8.565868 



8.236658 



7.91 1470 



15 



0.9708310 



0.38735" 



9.9697362 



9.5952695 



9.240926 



8 



898274 



8 



563278 



8.233688 



7.908120 



30 



0.9705097 



0.3870603 



9.9694744. 



9.5950363 



9.240722 



8 



898098 



8 



563130 



8.233568 



7.908029 



45 



0.9702953 



0.3878595 



9.9712377 



9-5977507 



9.244382 



8 



902701 



8 



568675 



8.240054 



7.9I5453 



60 



0.9703785 



0.3905018 



9.9763127 



9.6052254 



9.254242 



8 



914940 



8 



583290 



8.257040 



7.934810 



75 



0.9709038 



0.3954863 



9.9855323 



9.6186218 



9.271791 



8 



936630 



8 



6091 11 



8.286988 



7.968882 



90 



0.9719358 



0.4028526 



9.9989060 



9.6379178 



9.296973 



8 



967681 



8 



646019 



8.329747 



8.017488 



105 



0.9734228 



0.41 208 14 



0.0154626 



9.6616941 



9.327924 



9 



005782 



8 



691259 



8.382116 



8.076978 



120 



0.9751956 



0.4221562 



0.0333779 



9.6873290 



9.361228 



9 



046728 



8 



739833 



8.438307 



8.140779 



135 



0.9769826 



o.43i7395 



0-0503045 



9.7114815 



9.392556 



9 



085209 



8 



785447 



8.491047 



8.200640 



150 



0.9784641 



0.4394307 



0-0638347 



9.7307522 



9.417527 



9 



115857 



8 



821760 



8.533017 



8.248263 



165 



o-9793434 



0.4440518 



0.0719675 



9.7423363 



9.432537 



9 



134279 



8 



843588 



8.558245 



8.276886 



180 



0.9794409 



0.4449034 



0.0735263 



9.7445900 



9.435480 



9 



137910 



8 



847904 



8.563244 



8.282569 



195 



0.9787467 



0.4419149 



0.0683856 



9-7373344 



9.426126 



9 



126465 



8 



834372 



8.547630 



8.264874 



210 



0.9774264 



o-4356557 



0.0574879 



9.7218770 



9.406 141 



9 



101970 



8 



805379 



8.514145 



8.226900 



' 225 



0.9757631 



0.4271827 



0.0426074 



9.7006943 



9.378701 



9 



068296 



8 



765483 



8.468036 



8.174585 



i 2 4° 



0.9740730 



0.4178023 



0.025974.7 



9.6769242 



9.347842 



9 



030372 



8 



720510 



8.416022 



8.115537 



2 55 



0.9726238 



0.4087981 



0.0098297 



9.6537467 



9.317676 



8 



993242 



8 



676431 



8.365004 



8-057582 



270 



0.9715858 



0.401 1 93 1 



9.9960056 



9.6337942 



9.291633 



8 



961130 



8 



638259 



8.320777 



8.007311 



2S5 



0.9710104 



0.3955702 



9.9855948 



9.6186630 



9.271810 



8 



936628 



8 



609078 



8.286945 



7.968819 



300 



0.9708381 



0.3919979 



9.9787938 



9.6086779 



9.258661 



8 



920323 



8 



589633 



8.264343 



7-943073 



3i5 



0.9709251 



0.3900886 



9.9749872 



9.6030001 



- 9-251 121 



8 



910930 



8 



578386 



8.251248 



7.928129 



33° 



0.9710929 



0.3891871 



9.9730694 



9.6000796 



9.247204 



8 



906018 



8 



572484 



8.244353 



7.920243 



345 



0.9711787 



0.3886333 



9.9719073 



9.5983173 



9.244845 



8 



903063 



8 



56S936 



8.24021 1 



7.915509 



f 



log S<J> 



log 0Vo> 



log ,s< v 



log ,«W 



log 0W 



log AV 



log (SV 5 ' 



0" 



7.58940 



7.26979 



6.95222 



6.63632 



6.32184 



6.00856 



5.69636 



'5 



7.58566 



7-26568 



6.94773 



6.63145 



6.31658 



6.00294 



5.69035 



30 



7.58560 



7.26565 



6.94771 



6.63146 



6.31664 



6.00301 



5.69044 



45 



7.59396 



7.27494 



6.95795 



6.64264 



6.32876 



6.01607 



5.70445 



60 



7.61569 



7.29904 



6.98442 



6.67149 



6.35996 



6.04963 



5.74038 



75 



7.65389 



7.34136 



7.03086 



6.72203 



6.41462 



6.10843 



5.80328 



90 



7.70832 



7.40165 



7.09698 



6.79399 



6.49242 



6.19205 



5.89273 



105 



7-77495 



7-47536 



7-17781 



6.88194 



6.58748 



6.29422 



6.00201 



120 



7.84635 



7-55437 



7.26443 



6.97615 



6.68927 



6.40361 



6.1 1 900 



135 



7.91332 



7.62846 



7.34562 



7.06444 



6.78469 



6.50613 



6.22861 



150 



7.96659 



7.68737 



7.41017 



7.13464 



6.86052 



6.58759 



6.31573 



165 



7.99861 



7.72278 



7.44898 



7.17684 



6.90610 



6.63656 



6.36809 



180 



8.00498 



7.72984 



7.45672 



7.18525 



6.91519 



6.64635 



6.37854 



'95 



7.98520 



7.70799 



7.43278 



7.15924 



6.88712 



6.61619 



6.34630 



210 



7.94274 



7.66104 



7.38136 



7.10333 



6.82673 



6.55132 



6.27697 



225 



7.88423 



7.59633 



7.31046 



7.02624 



6.74343 



6.46184 



6.18130 



240 



7.81816 



7.52323 



7.23032 



6.93909 



6.64927 



6.36065 



6.07308 



255 



7.75328 



7.45142 



7.15201 



6.85343 



6.55669 



6.26115 



5.96667 



270 



7.69694 



7.38905 



7.08319 



6.77898 



6.47621 



6.17464 



5.87412 



285 



7.65381 



7.34125 



7.03073 



6.72189 



6.41446 



6.10823 



5.80308 



300 



7.62492 



7.30922 



6.99556 



6.68358 



6.37301 



6.06365 



5-75535 



3i5 



7.60812 



7.29058 



6.97507 



6.66124 



6.34883 



6.03762 



5.72748 



330 



7.59924 



7.28071 



6.96422 



6.64940 



6.33600 



6.02380 



5.71267 



1 345 



7.59392 



7.27480 



6.95771 



6-64230 



6.32830 



6.01551 



5.70379 



antagit : 



För att kontrollera dessa koefficienter har jag likasom i föregående paragraf 



e' - F=0 



*£. -{D-fY^n +2(/J'i' + (fV + Fl> + etc . . .), 

 livarefter jag för hvartdera membrum i denna equation erhållit följande värden: 



tillfölje hvaraf: 



