Д. Перевощиковъ, 

 (19). Для величинъ ^ и пр., получаемъ: 



Меркурій и Венера. 



(т,т) h = 0?5 7 6 1 7 3 , [m,m'] ft' = 0^010012, 

 (m^rn)^ h [l' 2 -+- h! 2 — (q — qf — (p — pf] = 0"002822 (3,4505753), 

 (rn,m\ h [/ ,2 H- h' 2 — (q— qf— (p' — pf) = _ o;'014126 (2, 1500446), 

 (m,m') 2 Ц/ 2 -h /i 2 ) = — o;'01 1476 (2,0598067), 

 (m,m') 3 h (l 2 -+- K 1 ) = 0^080091 (2,9035866), 

 (m,m') s [2* (//'-*- hk) -+- ti (/ 2 -t- /i 2 )] = — 0;'002012 (3,3037785), 

 (m,m\[2h (//'-+- /t/i') -+- Л'(/ 2 -+- /i 2 )] a* — 0^000478 (4,6793179), 

 (m,m\ h'(f 2 -f- h' 2 ) = — 0^000000 (7,8478808), 

 (m,m\ti (/ ,2 н- /г' 2 ) = 0^000001 (6,2020928), 

 (m,m\[h(ti 2 — Г 2 )-і- 2/i77] = 0^000002 (6,4031226), 

 I (m,m') 4 [h(l' 2 — ti 2 ) + 2tifl] = — 0^000003 (6,50452 1 7), 

 (m,m') 10 [/i'( 2 '— ç) 2 — t(p (q— q) — q( P — p))] = 0*000039 (5,5919457), 

 (m,«'),, [h' {q — qf — /' (p (q— q) — q [p — p))] = 0^00029 1 (4,463505 1), 

 (m,m') 12 [k' (?' — q f — ï (p (q — q) — q [p — p))} = — 0"0 О 0 0 6 0 (5 , 7 7 9 1 43 5), 

 (m,m') 13 [— h((q— qf— [p — p) 2 ) 2l(p — p)(q — g)] = 0^002 138 (3,3301661), 

 (т,т')^ [— h ((q— q) 2 — (p'—pf) -h 21 (p— p) {q— q)] = — 0^005724 (3,7577057), 

 (m,m') K [li((q — qf-+-{p — p) 2 ) — 21' (qp — qp)] = — 0^000124 (4,0949528), 

 (m,m') 16 [h'({q— qf-+- (p'—pf) — 21' (qp'—qp)] = OjOOOöOl (4,6998752), 

 i-(m,m')ü(/ 2 -t-/i 2 ) = 0^012179 (2,0856269), 

 I [m,m'] h r (l 2 + h 2 ) = 0^000212 (4,3255948). 

 Слѣд. сумма членовъ перваго порядка = — 0 "566 161, 

 « « « третьяго порядка = — 0^083265. 



Меркурій и Земля. 



(т,т") h = 0^175046, [т,т"] h" = 0^006946, 

 (пг.т'^^+Г-^"- qf— {p'—pf} = 0^000806 (4,9061818), 

 (m,m"\ h [Г-ь h" 2 — [q" — q) 2 — (p'—pf] = — 0^00654 1 (3,8 1 56775), 

 (m : m\h(l 2 -+-h 2 )= — 0^002348 (3,3708128), 



