# Leibniz Legible — https://leibnizlegible.com # Page: https://leibnizlegible.com/page/806933011:0159 # Permalink to this reading: https://leibnizlegible.com/page/806933011:0159?run=74 # Title: Lexicon Technicum: Or, An Universal English Dictionary Of Arts And Sciences (shelfmarks Leibn. Marg. 71; ZEN Leibn. Marg. 71) # Folio - , page id 806933011:0159 # Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=806933011&page=159 # Source image: https://digitale-sammlungen.gwlb.de/content/806933011/jpgs/default/00000159.jpg # Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 87 lines, status machine # Lines: 87 recognised, mean confidence 0.87 # Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. # Licence: CC BY 4.0, Leibniz Legible. Machine output: do not ingest it as verified text; keep this provenance with the text. # Wording rule: say "the machine reads it as …", never "Leibniz wrote". # After the first blank line: the recognised lines in reading order, one per line. ihe Vellets beins tet Wd C brenk ihe RecorE (LenBH, or be equal L0 ore anorher. And Hele and rou will sind, il che Operation succced (wtich Lines are Callea aatus, al vf loC Semi Diame- nOW and chen ir will nOF) che Cinnabar sublimed ters. and adtiering r0 che Neck oF che Rerorr. Fis ac- pholicte Diltenipets. Sole trom lix 1o sixreen cerminared. dc cach end by. Me. Circumserence CratS is called rhe Diameter, and irs hale is che semi- Diameter or Radius. The Line D P pattinS Chrouxh che Centre, and connred a Bo0d Medicine for Lixileprick and Ce CIDe, Columella, Carsareen. Curgulio, Qua- Voula, Ovisena, Ovirera Lpislotris, Subliuruium is che Corer ot the Wind-pipe; ic hanes becwix the. ivo Clandules, called Amyrdalae, above che stance, as one vould chink, Clandulous, SponBy atid Rea; Which Columbus is ot Opinion, arile Chink OF the Largna, and is a procels trom a Sab- trom cne cunsk et ine Mouch redoubled in thac Place. Buc Rolan lays, ic proceeds trom Porie Muscles wtich are rerminaced chere; ic is et Fixule roundly oblons, in che upper pare chicker Coldrels ot the Air, and ro hinder che Drink tron and endins acuress. Us ile is ro atremverare he Fallins upon che Nostrils: Somerimes chis Dvula on ic, Witich cannor recurn by che Lymphaticke Ves sels, wtence proceeds che lallins oE che Voula Ine Doula i5 moved by civo Pair ot Mulcles, the ecerieostaphilinus Fxternus, and Internus; (wtieh lec:) and che former ol thele drans che vula Backwards and che latrer plucks iE FOr wards, because ot the Pulsey chrough which irs Tendon passes and wrhich aets ie Direction ot Declurition, For the Arricusam e che Voice, a5 r0 rhe NOArilS. CIRCLE, is a Plane Fipure Bounded vich orie onty Line, and ro Which all the Riphr Lines chac ean be dravn trom a Poine in the middle oE ic, equal Parts, which Parrs are called Deprees? ot are equal ro one anocher. And ic may very well chiese a Semicirole, conrains 180, and a Ouarrer of De suppoled co be made chus; IF you imagine a Cirole G0, which is called a Puadrant; a5 CY the Line AB Fascned ac onc end co the Poine A, bur ver (0 as ro be moreable on 1 a5 a C entre, rill che end B arrire ac che place where ic bexan; che Line AB in irs morion describes a Fipure cal. Jed a Circles and the PoinE B ac the lame rime Cirele. and the orhex the Periphery (or a Line equalro it) Let the Radius be called ?d (suxposine d eo be rhie Diamerer) and whacerer the untenoun Ratio of che Periphery be co the Diameter, Tet ic be exprel. sed byr: Then vill che Periphery conlequent che Pervendiculat a beins mulri- the Triangle) From which vay et ocation may ic D p senely proved, Thac Circtes ale to one another as the Squares ot their Cameters Fot lex tho. Diameter OF One CMMH DC a and oE ies Morion; borh which Morions are necessary tor sand do divide etie Circle inro uo equal ParrS, Wrtrich are called semioireles. any pare olche circumterende ol a Cirele 15 Ca1. These Diameters are all equal eo one anottex led an Arte, Wtrict Ark IS chie Measure os’any angle uole vercex or angulas oine lsaline Cene et chac Circle. Erery Circle is Tapposed ro be diriceu i1o 300 F0 find the Superficial Content ot any Circle sec Area and Lolrcon: Whero. che Ciround et cnC Practice is demonstrared. _Ha MIHCC I LIILC proved, srom Arohimones, al a Cirele is equal 10 2 Fectanglo Triangle, Oneot whole sides is rtie Ractius rd; ane plied by halt che Radius, chac is, by 2d; the Pro- duet vill be ir d d- Area oFtheCircle, (because 0 the orher D; then cheix sreas will be frdd and A e bo A b ea et b a 10 ous 100 ErDD, ihere ir beine a common PHicient OK Mulciplicaror alcers net l llatio; tor no doubr Aicks our t00 far, from the Flumours char Fall ux wtrich ne call R00f of the Mouth. Blanchard. vell as co hinder any Drink, (30. trom poins in deleribes à curve L’ine called Me circumsoronee o Propossitor lo Lhe Parrs oF any rvo Choras currine eact Ecora utiea cenestio o ptaiu Ehac alt. piptu orie 1 2. enc. 1 a fea . n Lines drann scom ehe Poine A, (vhieto is called nal. Ine Contre) 10 ine eircumserenbe datale bl dt Eesbal) hac