# Leibniz Legible — https://leibnizlegible.com # Page: https://leibnizlegible.com/page/806933011:0032 # Permalink to this reading: https://leibnizlegible.com/page/806933011:0032?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 806933011:0032 # Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=806933011&page=32 # Source image: https://digitale-sammlungen.gwlb.de/content/806933011/jpgs/default/00000032.jpg # Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 126 lines, status machine # Lines: 126 recognised, mean confidence 0.90 # 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. ABSIS, ehe lame wich Apsis; whicti Ece. ABSOLDTE: This Wora Which hgnities Fre From che Porver ot anocher) is variousy uled Somerimes the Terms ot a Proposition arc Caid eo be caken Absolurely, char is, Wwichout Relation 20 any chine else. A Prince is Caid eo be Absolute, Wvhen he makes his WiI his Lam, and will in no respect be restrained or limited by the L aws ot his Connerr. This is orhermile called Arbitrary Pover; and ariles trom an Imperfection boch in che Onderstandins of che Prince, and in the Spi ries oF che People. Bur C0d Alinishey is Absolute trom che Perfection ot his Nacure, as concainine in himlelF all possible Porer, and lyins under no Cimications nor Restraines trom any onc. Ab50- lure is somerimes raken also in Opposicion to Terms or Condicions; thus God doth nOc FOr sire Men cheir Sins Absolutely, bue on Condicion ot cheir Repentance and Amendmene; and a Priest cannoc absolve Men Crom the Cuilc oF cheir Sins Absolucelr, buc only declararivels and mini- Former sienilyins Dure Ceometry, or Alsebra; andt the lacrer Opticks, Dialins. Pavisacion, (30. Where Physicat Considerarions are connected wich the Machemarical. ABSLRVSE, Sécret, dark, nox exsilys intellieible. ABOVDAIMI Numbers, are rhole etiose PAFES added cosether make more chan che vohole Num. ber which chey are Parrs oF; 25 v. 5. Tivelve irtiose Paris beins F, 2, 3, 4, ane 6. thele all ad- ded rogechei mate Sixreen: Thus allo The PAEIS OF 20 m alEC 22, CC. ABDS. Sec Apsis. ABYSS, I5 aro vast deex place which cither hach no BOrrom, or else hach none discernible; or ac least is supposeu ro have none. The Learned Dc. Woodmard in his Nacural i- Story of the Farth, D. L27. telIS uS, Thar chere is 2 misher Collection ot Wacers incloled in the Borvels of che Farrh, constirurins an huge Orb in the Inceriour or Cencral Parrs ot ic; and over the Surtace oF chis Wacer he suppoles che Terrestrial Aerially, on che Condirion ot che Perlons Peni. Scrata eo be expanded: This is Wvhac Moses callS tence and Resolurions for Amendment. 50 (in L2W) an absolute EMare is one tree trom aII man- ner et Condirions the Creat Dcep, and whae many Auchors caII thC Abrss. And thac chere is such a vast Collection OE Wacers lodged in che Bowels oE che Larrh is ABSOLD TE Number, in an Equarion in Alsebra, contirmed by abundance oF Observations. is chac wrtich Vieta calls the Homogeneum Compara. tionis, and wrhich alevars possesseth one entire pare Or side oF che Equation, and is alvays a Known Ouanciey; and che Rectansle or Solid, under he unknown Roors, in Quadraricks and Cubicks Thus in ehis Equation aa 116a =36. ThC AB- The Water oF this vas AbysS ThC DF. aNCrES, doch communicare wich that ot che Ocean by means ot cerrain FOles, Fiatuss Or Chasms, Pal Ens becwixe ic and che Borrom of inc Ocean And ehis and che AByIs he suppoles co have onc common Cenere, around wtrieh the Wacer ot Tolure Number is 36, Wvhich is equal eo the Product boch ot ehem is placed; bur (0, chac the ordina oE che rvo ROOrS Or Values oF a, musciplied one ey Surtace ot che AbyIS is nor level wich chac ot into anocher. ABSOLOTE Eguarion, in AAronomY, is che AexrexaE Or Sum ot he Fccemriek and Optick Equations. Sec L. quation ABSORBEHLS, are Medicines chac rempet and qualihe che Acid fuices in the Body, by inibi- bins or drintins chem up. Thus Altiali sare laid by lome ro Ab(Orb Acids. ABSTENSTOH, in Law, is a Wich. holdins ar Hleir trom cakins possession of his L. and. ABSTERGENL or Abstersive Medicines, are such as are uled to clear the Skin or Superticia Parrs oF che Body trom any Filch, (9c. obAruct. in8 itS POrCS. ABSTERSTON, is ihe ERect produced By Ab. Mersive Medicines, or in general, any cleantins or wipins ava ABSTRAOTION, is a POWA BCCAIAF 1O ThC the Ocean, nor ac (o ereac a distance trom the Cenere a5 chac is, ir beins For che moH PaVEre- Etrained and depressed by che serata ot Farrh Wins uxon ic; bur where ever chole Strata sare broken, or (0 lax and porole chac W acer can Per- vade chem, chen che Wacer of chc AbyIs dorh a- Ccend, AIIS uP aII the Cletrs Or Fissures whereinro it can ger admittance or enerance, and lacurates al che Incerstices and Pores ot the Farch, Siones Or orter Macrer, all around che Globe, quire ux roche Level otthe Ocean. ACADEMX, is a Kind oF hisher Sch00I Or V- niversies, where rouns Men are instructed in the Liberal Arrs and Sciences. TWas (0 called ac Arst From Academia, che Namo. Ot a Place neaE Athens, and built, Cay Pome, by Cadmus che Phaenician ochers, by one Academus; whrence ic had ies Name: Tiras planced wich Trees; and herc Mlind of Man in concradistinction eo the Souls of Plato caughr his Disciples PhiloCophy, who from Beass, and plainly distinguitins (limtrom chem; hence are called Academietes. Cicero al(o callec Whereby he can makre his Idcas, arisins from par- one ot his Counery Searsby chis Name, Wvhere he ricular Thines, become general Reprelentatires had tine Crores, and plealane Walkes For the Fncer- ot allot the lame kind. Lhus, it my lyc repre cainmene ot his Philolophical Friends; and here tenes eo me Whicenels in a WalI, I can Abstract- he wrore his BOOkS, De Nat: Deorum, and DC A. edly consider chac Oualiey oF Whirenels, and find micitia, and his Offices; wwhich cheretore he called it aetributable eo manr ocher things besides; 25 his Academical Treatises. eo Sno, coik, or che sne, alte s dualier. erharerer le be, ehus considered apare trom che ACADEMTCKS; P0 che Follovers OE Plato avere anciencly called, becaule they studied in rtie Concrete, ox the Subjeet in which ic inheres, is said Academia. Afcerward ic became the Name ot 20 be cakcen in che abstract Sect ot Sceprical Philolophers, Who maintain- ABSTRAOT, is Frequenl uled al(0 for a (malI) ed, Thac aIl chines ivere uncerrain, and chac DTalhE or Epitome ot any grearer W Ork. Reason and Truch vere chanseable, (0 chac Men ABSTRACE Numbers, are chole whichare con. oushr co doubr ot every chins, and beliere no Adlered a5 Pure Numbers, wictiour being applied eo ctrins. ans duosect, d 10 Abstracted Mematicks, 13 ACANTABOEDS, che same Wvich VB.seca Ca ed in oprolicion 10 aint Mrchemaciels; che) ceprins has che Volsella is erooted) a Surecoris EnCLFUMIENE