# Leibniz Legible — https://leibnizlegible.com # Page: https://leibnizlegible.com/page/806933011:0482 # Permalink to this reading: https://leibnizlegible.com/page/806933011:0482?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 806933011:0482 # Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=806933011&page=482 # Source image: https://digitale-sammlungen.gwlb.de/content/806933011/jpgs/default/00000482.jpg # Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 111 lines, status machine # Lines: 111 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. betiocen i and 10, and 10 in all 999, which (che Year 1350, bue mistaties ic for 2 Trearise oF I5 nOF Che BVinth PAEE OF EHC FOKIeF. In Phil. Frans. XI. 245. i5 a Ouadrature o rhaL ParE OF Space contained betVeen any rvO Ordinares of this Curve, and the Abscissa; by Alsebra. Thus also Shaterly, in Tabulae Dritannicae, hach a Fable of Losarithms adapred to Sexagesima Fractions, Wrhich cheretore he calls Logisticat NIr. Zohn Crais. And Barrom in his Lections Losarithms; and the tixpedicious Arichmetick hath carried ehe Marrer Farther. Sec in Philos Trans. NV. 38. AN ACCOHHE OF a VerY ShONE W 2Y oF atins Lozarichms: Conrrired by Nich. Mercator; With DE. WVallisS Thouohus uxon ic, and Additions ro it. MIT. Fames Grecory alle, in his Vera Duadratu ra Circuli O Fsyperbola, Princed ac Padua, A. D 2667. aPPIu M Ouacsature of the FIyperbola eothe makins ot Locarithms, and computes the Locarichm of 1OFO 25 PlaceS. BUF OUF Learned C apF. Calley, in Phil. Trans. NI. 276. gIres a Way, trom the bare Considera- tion of Numbers ony, and wichal by che Help OF AIr. Nemons damirable invention to sind the oF chem, whichis by chis means obtained; and by Wrhich all che Prouble oF Mulciplication and Dirision is Paved, he calls Losistical Arithmericte. Tho some by LOOTSTTOKS, Will undertand che Airst Cc nerat Rules in Algebra oE Addition, Substra- ction, _c LOTTOCHT, Or Loch, the lame wich Fclegma LONCIMTES, Or TTastiformis, a Species ot Comers relembline a Lance or Spear: Irs Feac is oF an Elliprick Form, and ies Pail or Scream OF RayS, vers lons, chin, and poinred ac che end TONO Accent, in Grammar, Mews that the Enciae oF che Members oF any Porver (which Voice is ro Kop uxon the Vorvel thac has chat ron have under rhe WVord Vnciae) most com- Mark, and ir is expresed thus (. pendiousy to ie Losarictms oF all NTum- LONO- Boat, is the largest and Aronsest BOaF bers ro abore 30 Places, wich more Fase and belongins to a Shrip, thac can be hoiled aboard Expedition chan was erer donc betore. And he oF her: Is Ose is ro brins any Cioods, Provi sires chere sereral Series for this Purpole, Lome Tion, (90. 20 or From the Strip; Or, on Occation unirertas, lome applicable t0 one (orr of L05a richms, and some ro anocher. LOOMLLLHIMICK Curve, is the same wich Pardies Lozarithmick Line abore described. LOOTCK, is the ArE ot RighE Thinking, Od usine out Rational Lacuns arighr. And thc POIVeF Or Force oF Realom unassisted by AFE. is called Natural Lorick. - 20 land Men any irhere; ard parricularty 10 veioh che Anchor; For which end Me hach a David ro be set over her Head, with a Shiver in ic, in wrhich che Buoy-rope runs, to Weigh che Anchor. Shre hach Mas, Sail, and Oars, a5 Ocher BOatS, 25 al(o her Tiller 10 che Rudder, Which ansivers to the FTelm oF a Shrip. TOTOANON, the last Ouc; sec Intestinum Losick is derired from thole ReRexions which rectum. Nen hare hade on che Four Principal Operations oF ihc Mind, viz. Apprevenion, Fudement, Dis- course, a Method or Disposstion; irtrich sec. LONOIMETRY, is the Ar ot meaturins Lensch or Distances: Or 1o takre che Distances Ot Frees, Steeples, Or Tovers, Ec. Cither one Or The Business of Lorick is chietly to teach us many together; For which Purposerhe Theodolite hon comakce popec Animadvertions on theOpc. rations t our Minds; and trom ils true VSc Wve Fain chele Three Adrantages. Firtu, We ale Thereby astured thac we makre a rishe DSCOF our Realon: Lorthe Considerarior ot Rules begers in us a more tervene Applica rion ane allentire Indulery ot esle Mind. Secondir, Lhac cherebs re more casily derect and explain ehe Errors and Defects which ve meet rich in the Operations of the Mind: FO is reckoned ro be the best Instrument, Whereot weil sire che follovins instances. L0 measure one sinsle Distanct. A5 suppose rou Atand at A, and would knon che Distance 10che Trec at C. I. Set vour Instrument ac A, laving the Index Thiraly. Fhac e are Broughe ro a more ac- wich Sishrs, on the Norch and Souch Diameter 2. Then trom A, meature any Number os Fect Lards, or thelike, any War; 25t0 B 100 FOOr, 3. Lake rhe Ansle B AC, 120 deg. l0 MH. 4. Set a Marke ac A, and remore vouE InIEr suppose ic Wao 10 canted trom a Creck LFCaLIC OF mene to B, and take the Angle A BC 50DC- sesimal MulispCation vers accutates, alet et.) o sou sare au Oargue ansrea Lanste riculed his B00IE AorEmn. LHIS HUchOF, Vossius whereinchere is siren che Angles B AC 120dc0 in his B0c de sciencis Machematici, places aboue l 10 mir. ABC 30 des. and ihe Dillance otcentimes Il Falls out, nat We discorer by the MCeF LIBHE OF PTature he FauS, OF Ratiocina tion; yel ale nor able to sire a Realon wohry it is Falle. Phus they vrho lenon noc what bc- lones t0 Paintins, may tatce Lxceptions at the Delccts oF a Picture, tho ther are not able 10 rell che Reason why cher Aind Faule. curate Knomledse oF the Nacure oF our VInder- and tuen ic abour rill chroush che Sishus rou lec standino by these Rellexions upon the Opera- the Trec at C, there fix vour Instrument Fast. rions ot Mind; Which, is Wwe IOOK nO Far ther than meer Speculation, is to be preferred betore che Rnowledse of all Corporeal Things. and set ux 2 Mark at B TOOTSTTCAL Arithmeticte, was formerty ehe Arimerick oF Sexagelat FTaCHOHS, and which sec dowon. uled by Astronomers in Mel Cascuracios. OnE Barlaamus Monaetias, WhO WVTOre aBOUESCXA- SFCCS.