# Leibniz Legible — https://leibnizlegible.com # Page: https://leibnizlegible.com/page/806933011:0071 # Permalink to this reading: https://leibnizlegible.com/page/806933011:0071?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 806933011:0071 # Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=806933011&page=71 # Source image: https://digitale-sammlungen.gwlb.de/content/806933011/jpgs/default/00000071.jpg # Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 122 lines, status machine # Lines: 122 recognised, mean confidence 0.89 # 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. ANIENTE, a Tau Term, Genisies frustra red or made void. ANTMADVERSITOTI, Comerimes Sonices Cor- rection, Comerimes Remartes or Observarions inade on a Book, C9c. and lomerimes serious Conside- carion and Reftection on any Point. ANIMATIONI; is che informins an Animal Body wirh a Soul; thus the Faetus in che WVomb is said ro come ro iis Animation, wheu ic begins co ae litce 2 crue Animal, or atcer che Female thacbearsit is Duick, as che common Way OE L.X= prestion is. ANIIMAHEPATIS, is Vitriolum or Sat Martis Vicriol or Sale oE Sceet, accordins 10 some Chy- milts. ANITMA SATORNT. Signises (wich Come Chrmias) the Exrract ot Leads ANIMAI. S, are such Beings Which belides che And as ro che former varr, thac the Sunim of Pover ot growins, encrealins and producins Morion. For che more ealie and clear Comprehension and Distinction ol che several Kinds ot animals AIP. Ray dires rwo Schemes Oe Tables of chem The First a General one oF aIL Animals; ehe Se cond a Parricular one oE Dua drupeds. Animals are cirher Sansuineous, thac I5, Luch as have Blood, wohichi breach cicher by Lunes, havinis cither Tuo Ventricles in their Pleart, and choleeicher (Viviparous S’ aquaricte, as chie Whale teind. ). LTerrestrial, 25 Ouacirupeds. Coviparous, 25 Birds, Bur one Ventricle in thoir Fearts, a5 Froes, Forroiles, and Serpents. Cills, 25 all Sanguineous Fistes, excepE ihe Whale. Kinc Fvanguineous, or wichous Bl00d, wtich may be divided into Creater, and chole cicher, ca Naked STerrestrial, 25 naked Sriails. E Aquaticte, as the Poulp, Curele FiM, C3c. CCovered Wich a Peoumene, cictier SCrustaceous, as L. obsters and Crab. fisti. C Festaceous, cicher, (Dnivalve, 25 L iPets. Divalve, as Opsters, Muscles, Cockles. LTurbinate, as Periwinkles, Snails, 590. Tesser, a5 Insects ot alL TOrrS. Viviparous FTairy Animals or Duadruxeds, are cirher 00sd, which are cither, S.Ithole. footed Or Hoold, 25 the Hlorle and A(5. LCloven foored, having che HIooF dirided into Tvo principal pares, called Bisulea, cicher S Such as chem nor tbe Cud, 25 Svine. ERuminant, or sach as ehem rhe Cud, divided ineo (Such as have perpetual and hollom Horns, Bees-bind Shcep.Vinc Goat- L1 Such as have solid, branched, and deciduous Florns, 25 the Deer-Hind. Four parts, or duadrisulea, a5 the Phinoce ros and sippopotumus. claro d oi dieicale, haniue che tiodei divinea o sire ones a aud B. Sec eble Demonseration es mlict ander Triansle. the Angles oF any Righr. lined Figure Boch Inter- nal and External mult be to trwice as many L. s 25 the Lisure hach Sides (by 13. er. Fuclid.) But ehe internal ones are ==ro cvice a5 many L 5 25 che Ligure hach Sides, excepr 4. (by Theor. 1 ProP. 32. e L. BarroS Fuclid.) Wheretore the LX cernal Angles all rogecter must be equal eo thole + RigHE ones ANOLESNNTBRNAE, in seneral, are aII Angles made by che Sides ot any Righe lined Pi- sure wichin. AI(o che rvo Angles berween ihic Parallet Lines on each side cheCrosins Linc, 250 and d, c and c (in Fig. 5.) are called che evo In- ternal Angles; and are alvays equal eO rO RIshC ones. The Aneles cand d (Sec Lig. 5.) are al(0 called internal and Opposite Angles in respect ot a and b, as hach been lacels Caid. The Summ oF all che internal Angles ot any Rixhr. lined Figure is equal eo evice as many Riphe Angles as che Fipure hachSides, except FOr Cince ever Cuch Figure Frorr Poine caken within ic, can be diridee into as many Tri angles aS IE haLI S 15; and che Summ OE cte Angles oF each Fri ansle is equat r 2L5 (32. e F. F.HCL Thac Will malie evice a5 many L a5 che Figure hath Sides; trom which Cumm zou must take aW2) ali chose Angles wwhich are abour the Pointc trich (by 13CT. Ductid.) are equat 10 AL s Wheretore che remainine Summ oF all the Inier nal Angles is equa l ro rvice as many Richt Ansle a5 the Fisure harh Sides, CxCepF 4. D. F. D ANGLESODLIODE, are such as are cirtie Obtuse or Acute, in opposirion ro Righe Angles ANGOTAR, is chac which relares ro or bacI Angles ANETELATTON, a dissiculey in serchins ones Breach. ANHELOTE, 2 Term in L aW, Gienitying, thac every onc sould pay accordins corhe Custom ot che Coumry,s his respectire Part a itatl. the Fxcernal Angles of any Plane Figure is =1o cheir Likce, a5 Plans and Vegerables have, arc AL 5. is plain trom hence; char the Summ of aII endomed allo wich Senlarion and Sponraneous