Lexicon Technicum: Or, An Universal English Dictionary Of Arts And Sciences, fol. -
Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. Mean line confidence on this page: 0.89.
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The machine reads it as
- Y
- CONAKIOM or che Glandula Pincalis, is a
- parc oF che Brain hangins in the (mall Cavicy cal-
- Led che Anus in che hinder part ot che chird Ven-
- cricle of. che Brain, and leadine ineo che Ach; it
- 15. l0 called. From che Mape of a Pine COnc. DCs
- Carres suppoled rhis Clandule ro be che Seur ot che
- Racional Soul; bur ies Substance beine che lame
- wich che rest oF che Brain, irS probable ic serves
- tor che Came ule.
- CONATOS Recedendi ab Axe motus, is the
- Endeavour which any Body mored circularly hach
- 1o recede or Ay oH trom the Centre or Axis of ils
- Morion.
- CONCATENATION os Causes, is a Ferm
- somerimes uled i0 express, thar an FHect is the Re-
- sule ol a lons Chain ot C aules dependins uxon, or
- link d. io one anocher.
- CONCAVE and Concavity, Genities, the FIOI.
- lonnels ol any rhins: See Convexity.
- CONCAVE Olasses, are such asare pround hol.
- lom, and are ulually oF a Spherical Fixure, tho
- they may be oF any ocher; as Parabolical, _c.
- An Objects seen chrouxh Concave Classes appear
- erect and diminised or lesened.
- Whac ehe Virrual Focus ot a Concave Class is, sec
- under chac Term.
- The consuled Appearance or a Poine chroueh
- any Concave Class procceds trom the tOO PreaF
- Conchoidus atd 15 chuS pcOduCCa.
- Diverpence oF chose Rays which Fail on the Lye; Be moved wirhin che Righe Angles ADC, CDL
- Wheretore, because che more remore the Eye is chac ine Point C keep alivars in che Perpendicular
- trom che Ola(S, che less will che Rays diverse, C D, and. che Poine. A run alvays in rhe Linc
- cheretore che farrher che Pye is trom a Concave
- Class, che more distinet rill be che Appearance oF sec (by che Fixure) rhac a Curve may be Orpa-
- any Object chroush ic, choueh chemore faint.
- The Apparent elace ot Objects seen chrouxh) chic Aidins Ruler B AF. And chis Curve Nico
- Concaves is alvars brouphe nearer ro che Eye; medes calls Conchoides Prima, wrhich hiach chis Pro-
- entrich is che reason why chey hele Morr-Siphirea
- Perlons; or such as can sec orly nieh Objects di- drann trom che Cenere C r0 etie Ambic ot che
- cinculy.
- For a Rule 10 Ar 2 Concave Class r0. rhe Pre oF chel, ver rhac parr ol chem wtich is berwveen chc
- sucb a Person, lec him observe nicely the Distance Curre ana INC BHCCERIK AL, aS AB Ab, _
- ac which he can read Letrers, or sec Objects di- is alvays o onc and. che Tame lenertu; 25 is platt
- Rinctly; erhich suppole ro be uc 12 Foor, chen fromthe Cenelis ot rhe Conchoid.
- Will a Concave Class, Whole Vircual Focus IS a FOOF
- distant trom ic, make char Perton sec distant Ob-
- sects distinctiys
- The tarcher che Ere is remored trom any Con-
- cave Class che lels che Object appears, and a lesser
- Area ot ir is seen; and wrhien the Clals is exactl
- in chemiddle berween chelire and che Object, the
- Object will appear che most diministed, chac thâi
- Distance becween che Erc and Object will al
- Jow ol.
- CONCHOID, in Gcometey, is chC Name ot 2
- Curre, lo called by o n Nicomedes che first
- IF a LINB. Line, a5 BA L DC IO CONCCIDCd Le
- ADL3 O) Chac complicared Morion ris casie c0
- ncally described by che Morion oF B, ihe Point ob
- perey, chatchouph che Righe Lines CB Cb, ec
- Curre, are noc as in che Circle equal ro one ano.
- Proposition L.
- Ahis Conchoid B bb must on boch sides the Per-
- pendicular C. Ob almays approach neat et 0 i
- Forizontal Line or Directrix L alu set Las
- neder coincide mithit.
- For ehie Lines ab ab beine all OF the Tame
- lenech, and buc one onty (viz. bD) perpendicular
- to AF, ies plain as chey groir more remore che
- COTICEMTRATION, according eoDE. Crem, (Wa) H M LCKNUKWAL, CHCS HIMIE DE HII
- is chehighest degrec ot Mixture, and is When rivo uor adu hete henned rorho Directrix AP anc
- or more Acoms or Parricles of the. Mixture do rouch make Anles more and more acurewith ie; Where.
- Dy Reception and Intrusion oF ore into the ocher: Fore the POIMC d M Continua Cem MCaLC anc
- And ehis he cakes ro bethe cale oF aII fixed B0
- dies which are withour Past or Smell, Whose Con-
- stirurion is (0 tirm, chac eill che Parricles are as ic Rishe Lines, as is also the Line AF; and since
- vere unpinn a trom cach orher chey cannor affect che Poin A can nerer go our ot the Line AF, ris
- nearer ro che Linc AP
- Ao accaue CC L L anit Das alO ICIL
- impossible chac che Poine l in che Curve Calt ere
- Cither OF FhOIC SCMLLS.
- the laie common Centre.
- CONCEPTIO, 2 Crammarical Figure: Sec
- CONCEEFION, is che simple Appretention.
- Perreprion, or Idea ial We are bl ilis chins
- alvays be distant trom ic che lenerh ot che Riphe
- Line AB) and consequems Curre can never
- Sylde pIS.
- Bonc il
- wirhour proceedine ro attiem or deny any chins a
- COICENTRICK Figures, are such as have ) come d be co incident wirh che Point a (For rwil
- COTTCHA, is che windiux Ot clC. L. a V Ot IC
- inner parr ot che Far.
- come ro rouch chelime AF. 8. F. D
- Proposition TI.
- Tet can there no Right Line be possibly drann be
- exeen che Curve and che Directrix, but nhat
- il ous ehe coucheid nhen produiced.
Cite
Lexicon Technicum: Or, An Universal English Dictionary Of Arts And Sciences, fol. - . Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/806933011:0209?run=74