# Leibniz Legible — https://leibnizlegible.com # Page: https://leibnizlegible.com/page/806933011:0368 # Permalink to this reading: https://leibnizlegible.com/page/806933011:0368?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 806933011:0368 # Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=806933011&page=368 # Source image: https://digitale-sammlungen.gwlb.de/content/806933011/jpgs/default/00000368.jpg # Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 126 lines, status machine # Lines: 126 recognised, mean confidence 0.88 # 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. Suppose A rhe Axis ot a Lar2BOId, aHc L AHO dinare to rhat Axis amaca into innumerable l’art Disserences trom A, lubpotet cu Fore = p A. al LHM L Lm, V. (0) n 1 ture os The Parabola) is a Series ot Secundan cheretore = p X Z A X. ANd nn, m M, X X, 15 Series OF Duartans, theretOre Theretore che Frustrum oF a Pyramidoid, mac OF A B2, C2, (96. I5 = P X A X X = = Z P 22 - X X -Y 2A PX: 2 A2- a Theresore it a SeGMenE OF a Parabola CUF OH Line Parallelro rhe Axis, be curnd abour iis or dinarely applicate P; the Frustrum oF che ACurC Parabolick Conoid, (0 generated, or 25 lome call ie a Parabolick Spincle, is = = P X : 2 C A. ] OD So chacthe Frustrum ot a Parabolicke Spinale, 1. less chan che Frustrum oF a Spheroid oF the lame Base and Feishe by : O X X P; and FOr che most pare sires che Capacier of Casts nearer the Truch, chan che Theorem oE Oughered, who sup. poles Castes ro be Frustra oF Spheroids; Or char Thac OE Orhers, Dy mulciplyine the Circles at the Buns and Tread, into hals the Leneth of the C aste wrhich suppoles it to be a Parabolick Conoid: O lastlr, chan wich orhers, e0 suppole them tOF Fru- Ara oF Cones; Wvhich is Farrhest of aIl trom he Truth. The Conimon leuse For all Ale Or Winc-Caons eo take che Diamerers ac the Buns and ac thetlead; by wrhieh rou must sind che Arcas oF che Circle there; chen vou must cake = ot che Area oF che Circle au the Buns, and = ol the Area oF che Cir Cle aF che Flead, and add chem coperher inTO OMC Sum, Wich Sum mulciplied by che Internal Lenorh Ol ehe Caste, sires etie Concent in Solid Inches tuch vou max curn inco Callons, by diridins b) 282 tor Hlc, and 23r For Wine. Callons. Buc cerraintr ris calier and Morrer r0 usc che ThCOreM aS MIr. Ouchered expresses ic, a5 above Taid, viz. = p X 2 C C R -) OTIC: THan T Parapers, and che Traverses ot Calleries. GEMELLES. THe Term in Fleraldey For the bearing ot Baro by Pairs or C ouples in a Coat of ArmS: AS FIe Beareth Oules on a Chevror argent, three Bars Gemelles Sable bx che Name oF Throsmorton. GFMHKL OS, is L Mulele oE ihe Cubir, socal. led trom irs double Origine; ic ariseth srst Pendi- nous tram che superior part of the Inferior Costa o the Scapula iurernally, and 25 ic passeth between the ciro round Museles, ic growsFlesy, an d in ir descent joineth wich ies orher beginnins, wrhich a riseth broad and Aecy trom che upper and back. Parr oF che Os Humeri, under che Deltoid Muscle and beins Tendinous on che ourhide, and Fle wichin, is s0 inserted r0 che superior and excernal Parr ot che vina, called Olecranum, and Ancon or che FlboW. Iis ule is co extend che cubit: I ve examine che trro beginnings ot this Muscle, we Mall sind chem incermoren vith various Orders of Fibres, Whereby it is rendred capable of pertorm. ins che Excension oF che Cubit wich à greares Arengch, Which appears in Tumblers wrhen chey arc walkins ontheir Flands, who by an immediate ex cension ot cheir Cubits can recurn rocheir Feet. make Fractions ot he ArCaS OF Mhole LirC CS, 251 de common d). hites most proper GEMINI, a Muscle serrins ro moveche Thipt ourwards. GEMIHI, one OFche 22 Signs oE che Zodiacte. beins che chird in order; also a Constellarion ot Chat Name. GEMINODS Arceries; (0 Tome call IhC LWO small Arreries Which descend ro the foine oF che Rnce, Berween che Processes ot che Thigh. bones. GEMMA amons elie Bocanists, is the Turgic Bud oF any Tree, When it is beginnins co bear Tis called allo Oculus. GENA Mata, IS FHC ParE OE the Face trom che Nose FOThe FarS: AISothe Chin and che Jaw bone is somerimes (0 called, wohich is Cithex UPPeF OT lorver. Blanchara. GENERATINO Linc or Ficure, in CicometEY, is thac which by irs Dlorion Or Rerolution produ ces any ocher Figure Plane or Solid. Thusa RisHE Line mored any way parallel ro ic (elE, generates 2 Parallelosram: il round a Poine in che lame Plane wich one end Fastencd in chac Point, it generates a Circle. One entire Rerolurion of a Circle in che Tame Plane, generates che Cycloid: The Revolu- tion oF a Semi-circle round ies Diamerer, Generates dSphere, C3c. MIP. Isaac Nemton ules the Nord GFNERATED or Genited Ouantity, in a very larse sense, For whacerer is produced cither in A richmetick, by cheMulciplication, DirisiOn, OF LX traction oFROOES; or in Geomeery, by the Inven- tion OF the COnteHES, AreaS and Sides, or ol ex cream. and mean Proporrionais, withour Addition and Suberaction. ching in a Nacural waz, ertich before ras noc in beins. For when in any parcel ot Macrer chere is produced such a Concurrence oF all thole Acci- denes, Which (eis agrecd) are necessarr and sutici ene to constirure a determinate Species oF chinsS COr- roreat by B. C, 690. deawn parallel eo che Axis, who nn. at is xHeresore, 52. = a = 3 lis A2 = 2 A X = X X. GATNAOE, in our Lav Iy che Prosiccharcomes by the Tillase oF che Lanc held by hebater kind oF Soke men GALOHS, in Forrisication, are pieces oF trest I But A, A, 630. i5 a Series ot Equals, 1 Farch corered with Grals, cut in form of a Wedee about a Foor lons, and half a Foor chick, e0 line GENEKATION, is che Production ol any