cclxiv 



FUNDAMENTAL EQUATIONS. 



Not substituting these values, but retaining the terms containing them for the sake of a value 

 of v to be deduced from the totality of the Santiago Equatorial observations, and in hopes of 

 arriving at some safer values of t^ and t,, we have, as our fundamental equations 



Fit in lamented Equations for Mars II. 



Santiago Equatorial 



43. 496 x +66. 929 y + 76.340s 0.1611, +798.415 V 



8.430W +596.79 =( 



> Equatorial . . . 

 tferidian .... 

 Santiago Meridian (rappl.) . 

 Wuhington Equatorial . . 

 Cape of Good Hope Meridian 

 Greenwich Meridian . . . 

 iter Meridian . . 



438.443X 30.833y +294.189S 41. 534 t, + 38.430 v +483.588W +433.46 



90.340X + 4.037y + 52.975s + 6.1601, 



30.768 X - 5.949 y + 90.674s 0.4241. 



5.996 x + 0.099 y 0.108s 



55.I99X - 8.399y + 19.094s 



. 91.916 x - 13.367 y - 19.344s 



6.638 x + 6.448 y + 4.635s 



+ 104.174 w 

 + 35. 383 w 

 + 9.215 W 

 + 66.398 w 

 + 19.809 W 

 + 3.447 w 



+ 91.056 

 + 91.904 

 7.99 

 + 38.773 

 + 32. OS 

 + 14.028 



Santiago Equatorial [nn] = 10950.67 



Santiago Meridian [mi] : - 9675.76 



Santiago Meridian (mippl.) [nnj = 793.80 



Washington Equatorial [n*] -_ 35.51 



Cape of Good Hope Meridian [m] 639.69 



Greenwich Meridian [mi] = 1991.95 



KremsmuiMU-r Meridian [] = 303.59 



