# Leibniz Legible — https://leibnizlegible.com # Page: https://leibnizlegible.com/page/778263916:0344 # Permalink to this reading: https://leibnizlegible.com/page/778263916:0344?run=74 # Title: An Essay Concerning Humane Understanding (shelfmarks Leibn. Marg. 38; ZEN Leibn. Marg. 38) # Folio 328, page id 778263916:0344 # Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=778263916&page=344 # Source image: https://digitale-sammlungen.gwlb.de/content/778263916/jpgs/default/00000344.jpg # Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 56 lines, status machine # Lines: 56 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. Improvement of our lnomledoe.. BC by Contemplation of cur Pdeos, e cannot discorer, there Experience Observation, and natural Hlistory, must sive us by our senses, and by retail, an insislit into corporeal substances. The Hnomledse ot Bodies we must get by our Senles, arily employed in talins notice ot cheie Oualities, and Operations on one another; and What WWe hOpe FO KnOV ot separated Spiries in ehis Norid, We mult, P thinl, expect onty From Revelation. IIe that Mall consider, hou little generat Maxims, precarious Principles, and ypotheses laid doon at Pleasure, have promoted true Rnouledee, or hrelped to latistre the Enquiries ot rational _en atter reat improvements. Ior licclo, ICay, the sertins out at the end, has for ma- ty Ages together advanceduens Proorels tonards the Rnonledoe oftii tural Philosopr, Will chinte, ve have Reason to chankthose Meri, iho in this latter AoChave takten anochere ourse, andhave trod out tous, thouohinoe an easier as to learned gnorance, ret a lurer Way to protitable Hnomledsc. 5. F3. Wot that e may not, 1o explain any Phaenomena ot Nature, malce ulc ot any probable sypothesis Whatloerer: Typotheses, il ther are avell made, are ae least rreat helps to the Memory, and osten direct us ro new Dilesveries. Buc my Dlcanino is, that e Mould not take up anr one t0o hastilr, (Which the Nind, thar vould elirays penetrate into the Causes of Thines, and have Principles to rest on, is very apt to do,) till e have very well examined Particulars, and made several experiments, in chaechins re vould explain by our Hopochesis, and see Wrhether it wili aeree to themall; Wtrether our Principles will carry us quire througt, and not be as inconsictent withi one Phaenomenon ol Nature, as ther scem eo accommodate, and explain another. And at leas, that we talte care, that the Name of Principles deceireus not, norimpole on us, by matins usreceire that for an unqueltionable Truth, Which is really, at best, but a very doubesul conjecture, such as are most (Phad almost faid aII) OF tHC FIypocheles in natural Philosoptr. G. r4. Butwhether narural Philosophy be capable of Certainty, or no, the mays eo entrree bur Anouledse, astar as re are capable, seem to me, in Bort, to be thele WO: First. THC First 15 20 cet, and setile in our Minds, aS far a5 We ean, clear, distinet, and constant Ideas osthole Things we rould contider and RnOW. FOr it beins crident, char our Rnomledse cannot exccedour Ideas, Where they are cirtier imperlect, or oblcure, We cannor expect ro have certain, and perlect Knomledoe. Seconaly, The ocher is the Art oF finding out thole intermediate Ideas, Which mas crer us the Aorcement, or Repugnanes ot other Ldeas, rhicta cannot be immediatel compared. 8. 25. That these ero (and not the relrins on Maxims, and dramine Consequences trom (ome general Propositions) are the righe Method otim provins our Rnomledse in otber Ideas of Modes, the Consideration OfMathematical Rnomledse illealils inform us. Wrhere trst e Mal Andi that he thathasnor a pertect, and clear Ldea OF chose AngleS, Ox Fi Sures of rhich he desires to knor ans chine, is urterty cherebr uncapa ble oFany snomledseabourchem. Suppole but a Man, nocto have a perfect exact Idea ot a risht Anele, a Scalenum, Or Fraperium; and there is nochinq more clear, that he ill in vain seck any Demonstration about Ehem. And sarther it is cvident, chat it eras not the insuence ot thole Maxiis, Wrhich are talcen for Principles in Mathematicls, thac hath led the Rlasters ot that Scienee into thole vondertul Discoveries ther have mado. Tet a Man ofg0od Pares briow all the Plaxims generally made ule OE in Machemariels nerer (o persectly, and contemplare their Fxrent and COnIEGUEHCES