TF. Beebe — The Comet q/* 1771 
m 
9-67306A* 
+ 8«45512Ac + 8«04383AT 
+ 9-77950A^ 
= 0-73918 
9-66112 
8«13076 
8n08879 
9-69718 
1-07379 
9-66200 
8-65092 
8nl5499 
9-33129 
1-43398 
9-67796 
8-92146 
8nl7558 
8-62751 
1-10315 
9-70257 
9 07881 
8nl7949 
9nl3817 
1-65901 
9-73171 
9-17362 
8nl7309 
9n49295 
1-23047 
9-76094 
9-22290 
8?»15436 
9«66724 
1-46474 
9-78146 
9-23991 
8nl2397 
9n76081 
0-93085 
9-82486 
9-16872 
8n04264 
9n87146 
1«03723 
9-84563 
8.98327 
7n94400 
9n90298 
ln00484 
8n45118AQ 
'-l- 9-74667. 
Aj v +7-874976 
7j9 7 1 76 
6n40109 
7n82564 
9n92583 
7n58490 
9-76666 
7-38426 
5n96919 
5n86962 
7n45797 
0-12223 
869794 
9-76344 
8/il0342 
6n77957 
6-45360 
8-30881 
1-53545 
8-88207 
9 - 73556 
8n34567 
6n95930 
6-59696 
8-57893 
In53207 
8 99977 
9-68842 
8n49771 
6nl2314 
6-62805 
S'74177 
1 15302 
9 07774 
9-62001 
8n59532 
7"36145 
6-57138 
8-83690 
0-20515 
9-09908 
9-52835 
8n66313 
7*79760 
641522 
8-87601 
0-78562 
9-16148 
9-40916 
8«69075 
S'05202 
6-10851 
8-88049 
1-30856 
9-18963 
903101 
8n63993 
8-31594 
5n99938 
8-79613 
1-54244 
919015 
8-10293 
8n54447 
8-41S73 
6-33294 
8-63430 
1?j22735 
Hence, solving by the method of least squares, so to obtain each 
differential as a function of Je, by making 
A£ = — '0096634 gives 
AQ'= + o' 42''9 
At' = + ''91 
Aq — — '0013387 
AT = - '088149 
An' — — 1 35 ‘6 
and the corrected elements are 
Q’ 9°31'46''l Q 28° 6' 2''9 
(E) i' 33 48 45'2 t 11 16 45 '3 
7 T 105 7 4'8 7T 103 59 26*1 
T April 19.121392 Paris m. t. 
log q 9'9552581 
e 1 '00000 
Motion, direct. 
An ephemeris computed from these elements gives the residuals 
C-0 
A a A<5 
April 6, 
— |— 25'*6 
- 12 # 'l 
14 , 
+34-7 
+ 20*3 
30, 
— 8' 
+ 3 26 '8 
May 8, 
+ 3 * 
+ 3'7 
16, 
+ I4-2 
— 42* 
24, 
Trans. Conn. Acad., Yol. Y. 
— 22'6 
22 
+ 1 33* 
) Ecliptic and mean equinox 
( 1771'0 
JCLT, 1875. 
