A Table to know the length of the plan etarie howefiom 

 * thefliorteft day anilongeft night, till the longeft day 

 ..&fhorccft night. 



" ' ' 



M 



o 



12 



24 



36 



f 4« 





H 



k.m: 



H.M. 



hLM- 



H.M. 



H.M. 





7 



o- 3/ 



0, 36 



0. 37 



7. 38 



0. 39 





8 



o. 40 



0. 41 



0. 42 



a, 43 



0. 44 





o 



")• ^f 



o« 46 



0. 4.7 



0. 48 



o. 49 

 o. S4 





y 



0. 3O 



D. y 1 



O. J2 



>. k^ 





ii 



$ ss 



0. $6 



P. $7 



0. /8 



0. 59 





t'i 



c 



1. •] 



\- 2 



[ . 3 



t. 4 





i3 



r. /o 



1. 6 



>N 



t. 8 



1. 9 





H 



[. 29 



1. 11 



1. 12 



1. 13 



t. 14 





i; 



i. 2/ 



1. 16 



MM 



t. 18 



1. 19 





16 



[. 2C 



1. 21 



! . 22 



1. 23 



t. 24 



1 



17 



1. 2o'l. 26 



£. 27, 



1, 28 



1. 29 



The vfe is this. 



ftnete tbe length oftfje sw 0; nigbt,tbat pe require bg 

 tbe Cable pjocecuing in !)oures $ minutes, anotberetoitb 

 enter tbis Stable, the boure at tbe fioe,anD tbe ncereft mi* 

 nute at tbe beat) ,ano then DifcenD r igbt againff t«ir bottre 

 ans tbere in tbe common anglelball m mto tbe boure ana 

 minute, o: minuted onel? tbat tbe planet raignes bt tbe 

 boures of tbe clocks. 



As for Example. 

 &bei2.of Junctbs Date is i<s.boures, 20. minute, 

 foberetoitb I enter tbis stable as is fbetuec $ in tbe an* 

 gle S fino 1 boure 2 2 .minutes, tobicb fyttotty tbat a p!a* 

 net tbat bat rules an boure % a quarter,ano 7 . min. of tyt 

 clocks, aire fo; t\)t fame nigbt 3 nno it to be but 7. fcoures 

 40. minuts, teberetottb 3 enter into testable laity 7 * at 

 t^z 8oe,3 6-at tbe beao (fo; tbat is nctrett) ano in t\}$ com* 

 mm angle 3 finoebut onel? 28. minutes, tobtcb fbefoe 

 tbat apianet in tbat nigbt rules butbalfe an boure and 8 

 minutes of tbe clot fee s, anb fo of tbe reff , 



