; ( ) 
thisigfiay be the Radi^ for the Following Table. 
Ey which to find the time of any mean Coiijun(&Ioa 
part or future neareft toaRyplaceoFi he Zodhck For times 
fubftract the Longitude of the given place from the 
ipngit^iide of the Radix4s 11^ 45^th^ refidue (eek in the 
jaft Colurnn of the Tables if you find not the precife num-* 
^er take the dcxc tp ic ^ againft this you have in the fecond 
Colunfin the years and days, and in the firll the number of 
CoaKH''<ftions paft 'fince any was made in that place* Sub- 
ftrj G the yprs and days frcm i'^^83.y-5z;?^^/?ry theFourteentfi 
and the nipfion from 4^ 1 V i $^ fo haveyou the true time 
of th|e m,iea,n CQQjundipn;» ^^4^ o|the^ Planets 
he. nV„ \ -'^ ' 
'%)xX. Eor T^imes to come Subftra£t the Radix from the given 
place ^ fcek the Refidue as before in the laft Column 5 if 
y.QU find ii^notytake ,thatyou find neareft it; againft which, 
as before:* you have in the fecond Column , the years and 
days ; in the firft, the Revolutions future; for Example. 
if it were required to know when the laft Conjunftion 
in the firft degree of ^ Subftra£l:ing - or Ten fignsfrom 
4« iio 15/ the refidue is 6* which; feeking I can? 
not find in theXhird Column cf theTablejbut I find 6^ 12? 
56' which is not tVo degrees more, and againft them 516". 
years 5 7 days, anj in the firft Gclumn 2^. for the numbei: 
of Conjundions interlapfed. Stt^ jx6years 57. 
days frpim i fS?3 )^m^ \^^. .Jthof e ,i:(^ams^^ 1 yi^xs^^iu 
days> which lhe\vs'mV tliat the IConjunftioa was in th^ 
year IJ Nov. 1 3i and Subftrafting xhjE: motion 6^1 20 
5^^ from V ir 45^ it points me to the place in Ps 28^ 49^^ 
Qf if the time qf the firft CopjUn£lioti in to com^ 
wero,de^nanded>' T[^^ fhe Eiadix .4' i 45^ frotij Sijt 
Signs x^QJ^fi3^x^[Y!x7'' ^t^^ feek jh the Tablie but findC 
it not y I take' therefore the next to it i> 2 o;' 2 9' the; nexc 
tpicagainft which ftands 557 years iz^ days thefe added 
to •!683 ]^nuary 14 give me theyear 2040 and 138 days 
l^ay tlie 1 3, fm^ the time p/ ^tln?; QoD|un£tioQ ^^d.,addiPg 
