THE GENERAL 
W 
” 
—1 2—0 — .4i74 
® T= 23766 
2—1—0 —1.314 
1 O—O —1.2175nt 
st 
(1 — 0) 
” | ; uw 
+ .042 } ++ .237 
+ .818 | a 
— 004 —1.314 
— .6087nt 
3.2376 nt 
PERTURBATIONS OF THE 
d W 
+ .004 
—1.6188n¢ 
ia) 
MINOR PLANETS. a 
Mm 
” wW dA 
1.351 —1.2175nt + .856 +3.2376nt 
” wu 
—1.07TT —.6087Tnt 
Mu " 
+ .025 —1.6188nt 
“ UA W f? ” ” LA dh 
+459 —1.2175nt —2.07 —3.2376nt —0.54 +.6087Tné —0.58 —1.6188nt 
Cae pag) 
” Ww | A " 
1—2—1 + .883 + .070 +.191 —.035 
= 1 0— 1 — .045 —1.516 + .022 —.158 
—2 1—1 — .041 — .030 +.041 —.030 
@) —= il —1l —..913 + .200 = — 
—0.216 —1.246 | + .254 —.823 
W A | W uM 
SL G == oP AL --.61 
(l= 1) 
Ww " | Mp Wy 
OD ores ee 99 = 2004 ! + 029 —.004 
—1 Bil == 43} + .038 + 2.131 +-.019 
0 1—1 — 25.390 — .390 — — 
1 0—1 — 83.900 — .973 —41.950 -+-.486 
—113.574 —1.329 | 39.798 +.501 
MW uw | uw WwW 
—174.61 +2.04 | +61.19 10.77 
: : = W 
In the integration we apply the proper factor to each term of VW, —3 ,and 
obtain the values of ndz, », except in case of the terms (7g + 0g’). 
Let us take the term (gy — 0g’) or (1 — 0), and let uw the integrating factor to 
be applied. 
Let c, a, d, b, represent the cos, sin, nt cos, nt sin terms respectively. 
