53& m PERICVLO, A COMETAE 



ad/X = 4,3798113'^/* — 4,VH6**sKx-X)zz*,+$*6t*i 



/fec(J)zz 10,0004025 



/ fec. ti) = 10,0002569/iec. v^ zz: 10,0989420 



lu —4,3802138 



lv = 4,3748854 



/w = 2,5529601 



ergo u = 24000, 14 ergo v = 23707, sner?o «? = — 357,24° 



ad/ A —9,6118924 

 /X ==4,3798113 



£/«• 



3,99*7037 

 3,1406414 



l^f =0,8510623 

 /tang.(J)=8, 6339270 



IM =9,4849893 



ergo 

 et 



AX 



A* 



= 7,097 



0,305 



ad / A = 9,6118924 

 /# = 4,3746285 



3,9865209 

 /t?* =3,1246562 



/^/=0,8618647 

 /tang.d) = 8,5 3^77°o 



/tr-P»39^347 



ergo ±£ = 7, 27$ 

 et ^V = o, 250 



ad7'd =4,055489«^ 

 /(#-X)=2, 454 0lSl 



6, 5095080 

 /w J =7,6588803 



/*!*=.B= 8,8506277 

 /tang.>^= 9, 8817205 



/^-^=8,7323482 



10 J 



ergo 

 et 



&{3*-X} ;— ; 071 

 ^=0,054 



1U 5 



hinc fumto dirmdio valorum !fej£* et !%-^ ob- 

 tinebimus 



<f^X=:-7; 132. <*V 



ddx = -7> 241. <?t* 

 ddy zzz — o, 223. </T* 



Vnde etiam fequentes deducuntur 



X' = 2 3977,919- i7»79*.</*-3>5 6 * 6 ^ ,r * t 



Y' = 1032, 092 + 412, 561. */t — o, 166. </T 



A"' = 23693,461 - 586, 685.^ T -3, 620. rfT| 



y= 815,452— 20, 216. dr — o, ixx.rf? 



</X'=- .i7,79a.</T-7, 13*-^ 

 iY' = + 412, 5^1. r/T- o, 332. </t* 

 dx 1 — - 586*,685.</T-7,24i.</T* 



j/y = — 20, 2X6. f/ T — O, 223. </T. 



CalcU- 



