ВЪКОВЫЯ ВОЗМУЩЕНЫ СЕМИ БОЛЫПИХЪ ПЛАНЕТЪ. 



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(т,т"\ [{p"—p'f+ (р"—р) {q"—q'f— 2g'VV —p'q)] = — 0*000430 (4,6330804), 

 -i (m>") 4 [(/— /) 3 н- (p'-p) (q"-qf — 2g W— PY)] = — 0?002797 (3,4467526), 

 (ffl,'ffl") 1D [2Ï!''(f—p') -+- (äYh- tif )q— 2th"q"] = — 0^000004 (6,6 15 50 10), 

 (m>") u [2ft'V— p') (ti'f + tif ) q — 2l'h"q"] = — 0^000234 (4,3694083), 

 (mV) 12 [2WV— P) â'Oî — 2^Y] = o;'000066 (5,8229796), 



* (m,'m") (p"— p') [і* h- fe' 2 -+- Зр' 2 — I- 3g 2 ] = — 0"002059 (3,31 36432). 



Слѣд. сумма членовъ третьяго порядка = 0^014491. 



Венера и Марсъ. 

 — (т',т'")(р'"—р) = 0"003385 (3,5295944), 



(m,W") W'—p) {q"q+p'"p)—p"X(q"—q') 2 + (p'"— р') 2 )- Зр'(р'" 2 -р' 2 )- ?>q{q"v"-qp)] 



= 0"000025 (5,3991 166), 

 {m',m")^ V "'—p') [Г 2 -*- fc"' 2 -t- / /2 -н h' 2 ] = 0*000017 (5,2217025), 

 (mV") 4 (P.'"— /) ['"' 2 -+- -+- "+~ h' 2 ] = — 0"000099 (5,9940278), 

 (m V") 2 [(/'" 2 — h'" 2 ) {p"—p) — 2Ï"h'"{q"— q) = 0"000005 (6,6761963), 

 (ffl,W") [{ï' n — h'" 2 ) (p'"—p) — 2t"h'" (q'— q)] = 0';000003 (6,5076383), 

 (ffl,y'')J(/ 2 -// 2 )(p m -/)-2ft'(/'-j)] = — O'OOOOOO (8,8789139), 

 (mV")« [( //2 — h' 2 ) {p"'—p) — 2l'ti{q"— q)] = 0','000000 (7,61 92179), 

 2 (m,V") 15 [ift"-k- liti") (p w — p') —•— (ft'V— ï"ti) q"] = 0"000003 (6,41 9282 1), 

 2 (m,m") i6 [{tf'-+-h'h"')(p'" — p')-+- {h"'ï— f'h')q"'] = — 0"000007 (6,8393428), 

 (m>"') 4 [(/'— /) 3 -+- (p f "—p) (g w — qf-t-q" {p'q'—p'q")} = — 0"000006 (6,8067748), 



(mV), [(/'— pJMp'"—p )(?"'— g' ) 2 h- g w {p'q —p'q")] = о';оооооз (6,5 1 1 5708), 

 (m V") ,[(?"'— p') 3 -»- (/'— pV— ï') 2 — 2q'"(p"q—pq'")] = o'oooooo (9,6935362), 



(in,'m'") 4 [(g"— Й'-ь (P w — p')(?"'— 3?— 2g'"(p'"g'— p'g'")] = — 0^000000 (8,2450581), 

 (wV"),o [2 tf"(p'"—p) С*'"''-*- tiï")q—2ïli"q"] = 0"000002 (6,3487770), 

 (№>"'),, ,[2/'Г(р' / '— /) h- (ft'Y -t- tif")q'— 2hï"q" f ] = 0^000010 (5,0244886), 

 {m,m") n [2l'l m {f— p) -+- ртч- /і'Г) q — 2Ïti"f)] = — 0"000002 (6,2718689), 

 \ (mV')(p W — j)')(/' a H-Ä' 2 -+- 3jo' 2 -t- 3g' 2 ) = — 0^0000 18 (5,2531076). 



Слѣд. сумма членовъ третьяго порядка = — 0"000128. 



Mémoires de l'Acad. Imp. des sciences, Vllme Série. 20 



