# Leibniz Legible — https://leibnizlegible.com # Page: https://leibnizlegible.com/page/806933011:0437 # Permalink to this reading: https://leibnizlegible.com/page/806933011:0437?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 806933011:0437 # Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=806933011&page=437 # Source image: https://digitale-sammlungen.gwlb.de/content/806933011/jpgs/default/00000437.jpg # Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 117 lines, status machine # Lines: 117 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. IN C follons: Ochervise the Hlumour chac ROWS FrOM it is whrire, che stin hard and clete, and spreads Farther. AII These Porrs arise especially in che Feer and Flands, and infest che Nails likremise. impetiso some reckon the Came wich Lichen. Blanchard. IMPETIGO PLIHII, eliniS Empeciso, is ehie Tame wvich Lichen Graecorum. Blanchard. TMPROPER FRACTIONS, are such a5 have their PVRMeTALOTS equal EO, Or Preater then cheir DeNOMINATOTS, 255, 13, (90. Which are nOL Fracti ons properly speakins, buc cicher Whole dr Mixe Numbers; and are onty pur into che Form ol Fractions, in order to be added, subtracted, mul- riplied ot divided, (3C. TNACCESSTBLEHETOHT Or Distance, is chac Whichcannor be measured, by reason ot lome Im- Dedimene in che WaY; 25 WVacer, (90. TNADEOOATE IDEAS, are Tuch, erhich are Dut a Parriat, or incomplere Represontation oF hole Archerspes or Imases ro which che Mind re- Fers FheM. Fvery Ray oJ. LIhL Soes the sortest may that possi- bly it can: But il rou suppole che RaY ac, 10 Lal on che Plane. ClaIs, Or Surtace e 5, and thence r0 TNANITY, is che School. Forin Forrempriness bereRected to b, l0 chacthe Anele a cebC= er absolure Vacuiey, and implies che ablence oF al Body and Macrer Whacsoerer; (o chacnochins re- mains bur BarC SpaCC. INCALESCEHCE, is a Thins sromins hocby Fome Incernal NOrion, OF FerMenEatION; a5 When Ouick- lime GroWs: hoc, by pouring Wacer up On IC. then will the cruo Lines a c and cb Bc the LWO Morrest Lines thac can poltibly be dravn Fromche Poinesa andb, rochelane e s: For Instance, ches Will be Morrerchan a a )= d b, Or any Others. Produce cb rof, and draw d f, because the op- Posire Ansles acc are = the Ark ef (= b3 a e bs che supposirion; buc ris plain chac fe= NNCALESCEHT MERODRY, COME. Boyle aC, a d and cf = c b. Wheretore fI 2 calls some Mercuries of an uncommon Preparation, -1 = c b) will bc sess chan df (i. c. a d) -]- db: irtrich by beins minsled wich a due Proporcion oF and (0 it will be erers wrhere elle. WVheretore since Coold Lcares, or (mall Filinss, vould Amalsamate, che Rar must g0 the nearest way, the Ansle oF In and eron hoc wich che Cold, eren in che Palm ot our Fland: IN CASO CONSTMILT, is a Wrir. Sec Casu Proviso. INCEPTIVE OF Magnicude, is a NVord used by DE. Nallis, expresins such Momenes or First Prin- cidence ill alvass be = 10 chac of Refection: For che cuo Ansles ec a and b c 5, beins rhus C qual, cheir Complemenrs a0 P and P c b, myst bc IN CASI PROVISO, i5 2 Weic. Sec Cosu Proviso. (OF0O. Thacche Anele of Incidence a c P, I5 = +O that ot Restection P c b, may very briesty bechus pio. red. Produce che Ray ac directly rill ic meer wictu ciples, 25 cho oFno Masnicude chemlelres, are che Perpendiculor sh, in che Poinr h: Then make ver capable of producins luch. Thusa Poinehach no Magnitude ic selt, buc is Inceptire ot 2 Line, wrhich ic produces by ies Morion: A Line consider eH = sB, and dram cIE: LCay cREis che RC Hected Rar, and choc che Ansle PCk = acP. For P beins drann Perpendicular ro che Plain e 8, ed one WaY, hach no Magnicude as10 Breaditi, but the Angle ec a - = acP= = Kc5 ] - PCK; bC. is capable by is Morion oF producins a Surtace artrichhach Breadch, (9C INCERATION, is amixture ot moisture wich Something chac is dry, by a genele Coaking, eill che Substance be bronshie co che Consittence ot SOF- Wax. Blanchard. INCIDENCE.. In OptickS, che Anole a CP, made by che, Ray ac, and rhe Perpendicular PC, is called rhe Anele of. Incidence; BHE DE. BarroN, and lome ochers, call ic che Ansle of Inclination. aud by che Ansle os incidence, chey understand its ComplemenECCa ME. Molyneux, in his Dioprricks, ales ihe Words Inclination and Incidence promiscuousy, and by che Ansle of Incidence or Inclination, alvays intende ihe ArsE naMC AHSLCS a CP. The Anole P cb, is called, The Anele os Reste. ction, and is always = 10 che AnsIC of Incidenc 5P: Which is chus Prored bY Leibnutzius. cause Boch arc = L: BuE CC a = 5 ch, because Verrical and cs B = sC R by Construction. Wheretore ec a= bC5: And consequently cheir Complements a o P and P cb are equal. Q. F. D. In Dioprricks, che Sines oF che Ansles of Inci- dence, and Resracted Angles, are to cach ortier re- ciprocally as che Resistances oF the Mediums, 25 15 demonstrared by Leibnuis in Acta Frud. L ipsiae, AH 10 1682, P18. 185. And in MP. MolineuxS Diop trica Nova, ParE 2. Chap. Y. NIP. Nemton discover d, Thac From Rir e0 ClalS, che Sine of che. Ansle ot Incidence, is ro the Sine oF che Retracted Ansle: : 25 300: 10 193 (OrnCar- ly 25 14109.) And on the ConrarY, That From GlasS rO RIr, thesine of cheincidence, is ro the Sine oF the RC. Fracted Angles: : 25 193: 10300, OF 25 910 14. Buc in his Dissertations concernins Light and Colours, he has demonstrared, Thac che lays et Lighe a but oF disterene Forms and Figures, (o phrar Pome are more Retracted chan ochers, tho cher hare che Tame or equal Inclinacions on che GlaIS: And Mheresore chere. can bc no constane Proporcion seu x berweem