# Leibniz Legible — https://leibnizlegible.com # Page: https://leibnizlegible.com/page/806933011:0078 # Permalink to this reading: https://leibnizlegible.com/page/806933011:0078?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 806933011:0078 # Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=806933011&page=78 # Source image: https://digitale-sammlungen.gwlb.de/content/806933011/jpgs/default/00000078.jpg # Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 114 lines, status machine # Lines: 114 recognised, mean confidence 0.91 # 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. accessary co the same (pecial ching, 25 Lands, APPRENDRE, in LaW, Cignites a FeCOFPrO- Commons, 55C. tO 2 MTannOT; COurrS, W ay5, (06. sic co be caten or received. 10aFTouse, Onice, or such orherso APPEHDTCDLA VEAMIEORMIS, 10some APPREHENSION, is che simple Conrempla- tion ot chings chac prelent chemselvesro the Mind, Anaromists caII the intestinum Caecum or Blind as when we consider ehe Sun, ehe Parth, a Frec. Guc, trom iis sigure and manner ot cirvarion, Rocundier, a Square, Cogirarion, Entiey, pro- wrhich in some Animals hanes pendulous like a nouncins nochins exprelly concernins chem; and NVoem, and is nor silled Wwith LXCFCMCHE, as ir che Forms under which chey are considered are is in Ochers. APPENDES, che same wich Epiphysis called Ideas. APPROACHES, in Forrificarion, are Wortis APPENSA, che lame wich Periapta, Tuch cast up on boch sdes; (0 called becaule the BC- thinos as are hung abour the Necks ot diseased Regers by thac means may deaw near a FOrTreIS Perlonsro treerhem trom lome Dictempers wrhich wichour sear of beins dilcovered by che Lnemy cher labour under; such as a dried Toad eo Aop Or Approaches are all. Corrs ot Advancases by che BleedinB: PCOny ROOIS FOr ConvuISONS, CSC. APPEKTTNANCES, Sgnitie in cheC ommon Caw, chings borh Corporeal, belonxins to ano help oF Which an Adrancemene mas be madero. ward a place beheged. APPROPRIARE COMMOTIAM, codiscom pher thins as themore principal; as Flamlers ro mon, thac is, eo leparare and enclole any parcet a chiet Mannor, Common ot Pacture, Turpary Piscary, and such likte; and Incorporeal, a5 Li bercies aud Services et Tenantso APPLIEATE, in Ccometry, is a Riete Linc OF Land char was betore open Common. APPROPRTATION, is when che Advoson ot a Parlonage is siven or belones to any Bistop. rick, Relisious Houle, Collepe, (00. And r0 Orhervise called the Ordinare or Semi-ordinate in their Successors, 10 chac the Houle or Body is a Conick Section: Sec the word Ordinate, Or any Trearile ot Conicte sections APPLICATIONF, is Comerimes che Geometri cal Term For Division, che Reason of Wrhich sec in Geometricat Division. Buc Applicarion al(o BB nities che fircins or applyine one Ouancier 10 a boch Parron or Parton, and some one ot che Members oficiares as Vicar. Tiscalled appro- priation, because the Protrs oF che Livine are ap propriare rothe ule ot rhe Parrons APPROPRIARE ad TIONOREM, a Term in Law, senityins to brine a Mlan noc ichio nocher, wvhose Areas bur noc Fixures are ches same. Thus Fuclid, B0ok 6. PrOD. 28. teache. xhe exrene or liberey ot suchi an Ilonour. APPROVEMENI, is where a man haclo hom to a Richt Line siven, 10 apply a Parallelo- Common wichin ehe Lords waste Cround, and rram equal 1o a Rectilineal Fieure siven. the Lord encloses pare ot ihe Watte tor himselF. APPLICATEORDTHATE (a Term in Ceo- having neverthelels sunicient Common, with e mecryi) Sec Ordinate. Ie Bignities a Rishr.line erels and repress for che Commoners. This In- applied ac Rixhrangles ro che Axis oF any C0. nick Section, and cerminared by the Curve. closins is called approvement. APPROrER (in Law) is he eto hach com APPLT, a Term uled by Gcomerricians in micced lome Felonr, Wtrich he contesses, and eo threc Senles. . Le lienities eo cransterr a Lule siven inro a Circle (most ulually) or inco any ocher Figure Co rhac it Mall be ehiere sicced or Accommodated. save himsels impeaches his Accomplice OF ACcOm plices; and he is (o called because he must Prove thac ertrich he hach alledged in his AppCaI. APPROVERS ofthe Ring, are chole chachave (ertrich is allo anocher mord chey ule tor che lame che lerrins of che Rinss Demeans in (mall Man- chins) accordins ro is proxer lenoch. 2. Tis allo used to express Division in Geo nors For che Kines grearer Advantage APPRC ZIMATION, in Arichmerick Or alsC mecry, especially by che Cacin Wrirers, who 25 bra, is a conrinual comins sill nearer and nearen they Cay Duc 8 in 9 when chey vould have 9 EO the ROOt Or Ouantity souchE, WWithoE expect. mulciply d by 8, (0 cher lay Applica 4 ad 12. woten cher vould have r2 divided by 4. Sec Division Ocometricali Oe In LMes, where therea son of ehis was ot speakinq is explained. 8. le lignities alloro hr Ouancicies whose Arca atc equal, bur Fipures differene, (0 chac chey ins ro have ir exactls. OF these methods ot approximations, DP. Wallis gires several Speci- mens in his Flittory oF Algebra, P. 317, and lome have been invenced since: They are all nochins buc a Series insinitely convergins ot approachine Aill nearer ro che Onanciey required, accordins alI contorm ro one anoe, as Wtien Fuclia in his sixth BOcK, ceaches how, on a Line riven to appls a Parallelocram equat 10 a Roctilineat Fi- eure siven. xo che nature oF che Series. In Philosoph. Transact. N. 215. Thac excellenE Machemarieian hach a Discourse aboue the Me- thods ot Approximation in rhe Fixcraction ot Sura APPORTIOHMENT, is a dividins into parrs RoorS, in Which he desienedy Mews che Crounds a Rene wtrich is dividable, and noc entire or and Realons oF che Whole Businels, and wxtrich Whole; and Forasmuch asthe chins our or which cheretore is very ell worth che Readersperulal. ic Was ro be paid is separared and divided, che The Substance ot what the Doctor delivers is as DarIS. Rene also Mall be dirided, harins respect rorhe follovert. Fo besin wich che Square Root. APPORTOMI, in LaW, Signities Revenue, Cain From any non quadrate Number or CWaI OF Protic, wtrict a chine brings in coirs Ovner. fioble poen obaci C e uua b= 2ac F ec) is co be che Numeraror ol a etacti APPOSITTONI, in Grammar, is the purting on, tor detromme che near value ot e the remaim APPOSALE of Sheriffs, is the charging them Manner) che erearest Sguare in Incegers cherein wich Money seceired uxon cheir acconne in che concained (suppole aa) the remainder (suppole Lxcheque et cro ox more subtancives lobet cu lan fui pale hu obl honBhic a + e sui notrote enomina.