( 22/0 ) 
colHrl.ih.l.i^ xircfdl 0 ^ctrcu/orum*p.^z .rneram mntAtionent commit ten f\ pre, 
admifja, dmt^xM m'Jtatio'/je.p .^f'^ .1. ^ .'foh. fVa/iem methedMm agnofcentem ac ntcK" 
tem^pvOy fob .IVdUifium ^methodHm ^igmjcentem ^eaque Mttntem,p.\()d^\\. excuf- 
ffimjp CO ^exctifi^m.p.$z . 1.1 $ .theorematis 3 , pro , theoremAta trU exhihet^often- 
dens proportionem ^Scc, 
Sed, inquam, nehis & S^xcentis aliis-Cmodefte loquor) folafcirmis& 
barbarifmis immorer,pergo notare paucifllma ex innurneris , quae fenfum 
ipfura vel perturbanc vel omnind convellunc J idque duntaxat in N»m. 
primohujus Verfionis ^ qualia funt .* ^^.gs^d.Z'^ .omyie^gummi applicato prmi^ 
in aceto dijfoiMo fenfus t^k^malum omne^pranorHm applicato gt^mmi^eocj-^in acety 
dlffokto finatam fm .p.io A. lO.m^igis ,pto ,dimim . p.iij 14, 15. (iCjuinocHi^m ^ 
pro ^SolfiitifimAbJ. i^JnpmBis ligni circu/i^knius t^^^inpunElatis trnncicir^ 
c^Iis pA2 j.z6.po9: \ oc dnvolncri ,omi{{2i (Mntvtxhdi que ad ipJiJfimHm ligmm 
folid^m,p.i^.L4.*po{kvoc,cortice^ omiflum^circfimcircat p.i^.l.S. vifco^ pro, 
tiiia/lh J, zyafcendefitem, pro ^defce}ide}itemXdid.\in,vel carmen puipamve^ pro, 
ptilpam vel tegtnen.p. 1 5 . /. 2 1 / :indendo exlgmm vimen recens nfitnm, mednlU in 
aliqmb, ramulisy& per hoc diis ejufdem mag/iitPidims '-^ fenfus eft,/» mce obfer- 
vatio iyifiltm pdteflj tenellos qmf dam r amnios ad ipf am u[ que me dull am fecando^ 
mnnullos vcro alios .^ejufdem maguitudinis per mednllamipfam tra'rtfadigendo.ibA, 
VL\l,aliiis qmntitati^pro^alterius .p. 1 7./. i ,& 9. fraxims ^pro, populni alba: An» 
gilcmz afpe idem fonabant noftro Tradu'dori.p.22.1.3. accepit ad- 
jsdivum t50et}ing pro nomine proprio, quod reddendum erat, prd^datrix. 
p.zgj. 16, 1 7. lege, a fe & altero illo mathematico coram diEla Soc, fa^is confirm 
m.iverit • fenfus aiioqui non apparec.;?.36.7.5 Eclipfis^pro.ejHfmodi, 
f ,LZi ^Letwardnm^pro ^Sethnm Wardum. p.zgJ.zz. Ubris^ pro Jyifantibus, 
p.^,g.Lz6.aliqp{a,prOj quavis. p.50./. 13 . oijus altit. efl peripheria^ vel k centro 
f jm gravitate defcripta h fenfus c^i^Cfijus altit eft peripheri^a k gravitatis ipftta 
centro defcripta.p. $i J A^-^prominemlam, pro, ungulam.iD. I. ij./piram^ pro, frfumt 
ibJ^iS.axem,pro,bafin.ihJ. I9>ejfe ficm baftnefl ad\^ axis ^pr O^Jtcut bafts pa- 
rabolce eft ad \^ axis, ih* l.ZO. parabolam <sqmlem habere proportionem circnlo 
circa (uam bafin m diametro ^defcripto^ac parahoU ejufdem circuli axis circumfe- 
rentidihabet ^cajm rad.^qualis eft centro gravitatis ab axi femi-paraboU : Quis 
raortaliura ex his verbis fenfum exfculperet, qui in Anglico hue redic ^ 
Prop. 20 tradtt author ^parabolam^eam habere proportisnem ad circulum defcriptum 
circa bafin cen diametrum-i qnam habct axis parabola ad circumferentiam circuli^ 
cujus radius <zqualis eft diftantii centri gravitatis femi-paraboU ab axe, p, $Zt 
1. 12. eminentias^ pro ^mgulas, ib.l.17. inquirendo ypr O^requirendo. 
Piget omnin6,piura confedari finem quippe vix invenirem: Ea enim, 
quae difpunxi, menda & vitia nonnifi pauca funt ex permultis folius Nh- 
meri i.Devorare hoc toedium cogebar,ut Gonftaret Ledori,quid deVerfi. 
one tota eflet expedandu Si ipfe forfaninterpres ftriduras hafcein malam 
partem accipiat,memorem eum efle velim didi : ^icqmd cogit.excufat, 
Infpcdo dehinc N®. 45, ubi defcribitur inftrumentum Opticum Dn, 
PFre-mi^ntc non Obfervatio Saturni fadaa D.Hugenio & D.Pieardo, ver- 
iionem utriufque arguraenci per-ridiculan? dcprchendijd-t-. 
EJIRATA in this number. P.a248. ^.T-y.furd/or faid. it./.z9.r.the Fraftion -4 twice, p. 2249. 2» 
y,zo4.** which. p.i25o./.7.r. threa/«r four. ^ p. 2z6o. l.^.deLth?. ^ 
London^? tinted for f.JktartjH^VnntQr to the Royal Society, 1671. 
