# Leibniz Legible — https://leibnizlegible.com # Page: https://leibnizlegible.com/page/806933011:0612 # Permalink to this reading: https://leibnizlegible.com/page/806933011:0612?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 806933011:0612 # Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=806933011&page=612 # Source image: https://digitale-sammlungen.gwlb.de/content/806933011/jpgs/default/00000612.jpg # Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 107 lines, status machine # Lines: 107 recognised, mean confidence 0.88 # 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. 60, ard ElIC GMOLICHC NSH DC M LNIBELO Minuces che Pclipse lasteco Strins, because the Vibrations beins by cha neans Rorver, they may be the more distincti connced. IF ac suck a time rou are furnistred vich 2 500d Foot Rule, you may let VOuE Pen dulum be just 39, 2, and then cach Vibration vil be a Second: Buc il ron are destiture oF SucH an Adrantase, vou may a5 betore, hans up 3 Pendulum ac a vencure, and by another Scrins Or Lome luch Was; takins lis exaet Lenoch, vou mazkeep ic by vous wichche Number oE aIl the Vibrations, and compure the Time atcerwards at Tour Leisure. dulum ol anx tnovn Lensth, (25 suppole a Lard) Accordins to these Principles and Lxperiments on Pendulums, it mill nor be difsicult to estimate dbcolb ide lbptio i cbes bibus e Etb )alt d) c Distance that any Sbip at Sea, or that any Forr is off, by the Lime beteen sectns We Flas the Ponder, and Beartne IBe Lepoit ) ise Cod Or ihe Distance that any Thunder Cloud 6). ec. FOx MIP. Nemton hach Loune chac 2 Sounel mores 968 Fcer in a Second ot Pimc. Tis aerted also by Mr. Fusens, and now sc. nerally aereed co, Thar a heavy Body descends in the sirst Second oF Time atcer ies beginnins 10 Fall, very near 16 Fcet. An F. xample ro fina the Dexth of a. WVell, may serre For all. Suppole rou hans ux 2 More Pendulum, ihae Wwill Vibrate Ouarrer Seconds, (the ay 1o finc its Leneth hath already been Bewn) and letine Edthe Stone andthie Pendulum rosecher, rou find the Pendulum hach made 16 sinsle Vibrations Be- and ser it a Vibrarine littevise, (0 thac borh the fore rou hear the noise of the Stones Fall intorhe Pendulums mas svins rogecher; to effect wrhicti, Von must lec che Pendulum rou hans up g0 avay just whenthe orher rou vould meature is begin WVacer. Then since 16 Ouatrers ot a Second, are equal 10 + Seconds, il rou acconne the AC. celeration of the Descene of heary Bodies 10 nins co malce any Vibrarion: This done, Hay Be cirher 25 the Sgnares ot che Times, or 25 the till the Pendulum vou huns uP, hach made a encrease oF the odd Numbers, cither var vill Competene Number o Vibrarions sas suppole sire rou che Number 256 sor che Dexrh oF che abOuE 50OF 60;) and let a C OrFC(PONdeNE COUNE WV elI tio mans Vibrations che Pendulum, whose lenerh is soughr, made in the same cime: And For since, a5 it is elsewhere Mewn, 2 Body descends 16 Fecrin the Frst Second ot Time, in ter us suppose, hat Thar tade 10 Vibrarions che Fourth Second ic will descend 16 rimes 16 irhile rour Scrins and Plummet made 60; since Feer; For the Times beins s and 4, the Descent as ras Caid betore, The Pensths of Pendulums are ro each other as the Squares os their Vibrations: will be 25 cheir Squares; thar i5, 25 1 10, 163 Wrheretore Mulriplrins 16bY 16, Y0u havC, 256, IF vou diride 3600 (the Square oF 60) by 100, the Depth oF the W elI. (the Square oF [0) the Ouorient rillbe 36, ivhich Or, il accordins t0 Calileuss Way, voi ac ivill sier vou chac che Scrins soushe iras 36 conne 16 Fcet For the ArA Second, and, then 3 times as long as hac wtich rou huns up ; i. e. vas in lensth 36 Tards, OF LOB FoOL. Ana uus Tou maz casily tina heheighe ot any times 16 For che next Second, 5 rimes 16 For the third Sccond, and 7 times 16 For che Fourth Sc- cond; al chele Numbers added cogerher, vilt Church or Thearre, by means ot a Branch Can matce 256, the Depth as betore. alestick whlen hanes trom the Llo. LOl I vou Indecd Some Abatement nust be alloved For hane up a Scrins and Plummet oP a Tard lons, the Time the Noise oF the Stones fall into the Cuppose, (or oF any knonn lensch) and make Wacer cakres ro reach the Par. Wheretore since this Candlestick and jour Pendulum Degin to) a Sound mores 968 Feet in Second, and 256 is Ewins boch cobeisser (Which is casily donc By the a licle more than? oF thac Number, a licele more help oE a Correspondent:) The Vibrarions chac than ? oF 16 Foor must be talcen our oF the FOr- he Candlestick akes, trhile vour Pendulum mer tound Depth256. So charthe Depth oF thc iates ani Comperene NTumber, Wwill casils help ron rothe Lensch OF. che String, Or Wiro, hac holds the Canalestick, and consequenty the heighr of the Church will betnovnlikevile. Well may rounaly beaccounred 250 Feer. Buc in che orher Llcimations oc the ale oF a Cloud, Strip, Ox FOrE, phere necds no (UCH As in the forrier F Xample, Suppose che Cans Allorvance; and the bare Multiplication oF968 dlesticke made ro Vibrarions, hile vour P’endu br che Number os Seconds betveen che Flac tum oF 2 Zard made 603 Thenic is 36 Tards, Or and che Reporr, will sire the Distance oF che LOB FOOE ErOM CHIC CCHEC OL HISC LALMIHCMLCR W ENC CHA OL LHC LLOBL DE WIFC LAE HOIAS LL WO CHC Cloud or Strip From che OBserrer. THaE NVigHE, (viZ. Aprit 12.) on wtrict oux LooF; to wrhich agdirs Thie heioht ot che Cerre lare Mlighey Monarch Kins William as Duricd, ere oF the Canalestick abore the Ground, vou have che votrole hetett of che Churet. ve counced ottentimes vers Accurarely, That thC isi Dikcance becireen secirs ihe Flact, auid treatine P R O BL F M IV Ors, during the whose MMHe et Mervarion, by N. D. Zivill Be BeK 10 usC a PretHy IOH P R OBL. F. MI III. 20 find ihe Lenzth of any Strins which Batl Weizhe hansins at it, mithout cominz to mea sure it; or mithout matins use os any duaurant or such likee Instruments, to take Feiehes. Let the Strins and Weighe annex d be made to swins; and ac che same rime hang up a Pen Stone into the Wraier from the bus. Ot IBC