# Leibniz Legible — https://leibnizlegible.com
# Piece: https://leibnizlegible.com/api/records/36906/text
# Catalogue record: 36906 — Ehrenfried Walther von Tschirnhaus an Leibniz
# Incipit: Si statuatur essentiale seu nota definitionis perfectae
# Date: 1678-04-10
# Sender: Tschirnhaus — Addressee: Leibniz
# Akademie-Ausgabe: AA III,2 N. 154
# Record in the Leibniz-Katalog: https://leibniz-katalog.bbaw.de/de/extended-search?id=36906&katnr=25620%2F1
# AA III,2: its series at leibnizedition.de: https://www.leibnizedition.de/de/reihen/reihe-iii/
# Work: https://leibnizlegible.com/work/00068541
# Title: Leibniz-Handschriften zur Ad vitam Leibnitii LH 41, 2
# Folios: Bl. 6r (from the shelfmark LH 41, 2 Bl. 6r°): 1 page, canvas 11, page ids 00068541:0011 to 00068541:0011
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068541&page=11
# Lines: 129 recognised on 1 of 1 pages, mean confidence 0.86
# Catalogue: Leibniz-Katalog / Arbeitskatalog der Leibniz-Edition (https://leibniz-katalog.bbaw.de/), ed. Arbeitsstelle Potsdam I der Berlin-Brandenburgischen Akademie der Wissenschaften, CC BY 4.0.
# 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, page by page: a "## Folio <label> — <page id>" line ("## Canvas <n>" where no folio label is recorded), "# " lines naming its source image and model, then its recognised lines in reading order, one per line.

## Folio 6r — 00068541:0011
# Scan: One image of two folio pages side by side, registered by the library under both labels (also fol. 5v); this page is its right half.
# Source image: https://digitale-sammlungen.gwlb.de/content/00068541/jpgs/default/00000011.jpg
# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 129 lines, status machine
n. Schirnhans 7. Apiil 81. se Gerisdorf hat se Gerickius instita all uod anis audeo hostbarae instla
Be cutr, mit rnio ratus biblibthea Mromachat: habe in dirthal erhose di excavirta sphaerie un ficies
extrgnos quo facile paratur agglutinio te superficies potundae et planae et vitro hunus maignitudinis
aeric
it audir brenussirgi brenn doch nihtmsolihi force (uusto 8 dasinta 2)
hadem aus Rom. Sive datu; M. Frarcesco Natari satmic entrée brys dor honigui und sardinanx gemaiht
wene ee nsse duns in olderbwens nortificibunque remult anch deßen sreibe an mich greesen wwnrd chen dir orresponden
ser eribr wolle aber acht gregdu die brag duns septimi patusti fandi gronus pondeo etva vnc addresse
envenidinodrus sonst erliebee eedn o wedsant vel copso bin domonores piglliosi est tinstus in 0 serbit. audofficu
sabi rturom diestro spationum y = V g - X vel 1XL X vel Yx X erc iem y = 1X Xd vel eX - X et C
fdresse an Boccone A. M. Boccone Gentithuomo de paterme chez M Anfranco Francone à Gennes
Dem ys X vel Lx-
du Hchitahusius mihi misit clabulam immensa prolicitatis magno quae magnui folui ab utraque parte occupat
pro secti polynomiorum potentas ut X = a + b+ HC etc. ipse separatim pro at , pro a+ b+C, pro a +b. +
pempe D de a +b, cubu de a + b, etc. similiter _ de a +b+ C, Tubri de a +bC etce et quod amplius ora distructe scribit
fiom. 10 April 79. fingi posse quasi in principis alicuus occupatu ect negotiis, ut ipsi libertas impetraretur non lam cito domum
redeundi
verbi gratia ab + a C + ab + aC + BC + bC quod ego solum scrbo ab.
redeundi ope dui Nazari oque domino Riccio (post Condin. +) imnotescere feci, monstrato Tuo B lirc. nivento
flimen Liberis AdCF quae hic inte portam populi lam flexaoso itinere incedens ac partes
romam spectantes cursu sugrapudo coneutiens satis magnam rumam fecit, et majorem in fituri
minabatur itaque Hollandus aliquis opere DC ex palis ligneis defixis ei occurrere, voluit ut vis
versus B tendens in fringeretur. sed salis bene successit sed cum non tam bene atque tam alte ut in hostius
Tres Methodos praecipue ostimo prima est qua vidi Heuratium uti ad curvam cn
regionibus extrnctum videatur vescio an sit futurum durabile
recta, transimitationem quam salis sincere et universaliter explicat, ejusdem Methodi
Deinde dnc Barroro varia exempla suppeditavit, rda Methodus est tua, qua ex solo calculo
soles unam figuram in aliam traspuntare exprimendo checulo quantitatem Fili quantitatis infinite parga
Efficiendoque hoc alteri aequale, quam exite addiscere licuit prout in mers literis ingenue ut mea est consuetude
confessis sum, et qua fateor ine admodio delectatur fuisse cum non solum hunc tangentes sed et quadraturae
ac alta egregia deducantur. Tetra est hoc qua ipsa quam libi transuiferam, qua cujusque quantitatis elementu
homorenea omnibus modis quibus ut diversa comporrari possunt sibi ad invicem adaequantur, et sic dile aequationum quadra
Constita; tam accurale
turatelicur quae fievera sib si tibi nota fuerit sallem non mihi unquam indicasti
A TCh. Rom. 17. Apul. 77. F sestata fat mir caenum in dirruchrois o austrlati otial suMilan vrobeibu
procedere, ut certus sim aliquandoseu post trennium publicata non posse displicere
wof, alero caeac Brolangt zulaem vershochen autgenonem distillien ohnepnur odn zonne, den rubni undies procellan o
rm dean demmagnetrs sium
atseparion den an demmagnetus simo
a
mahu so ie vor temp grosse, arcans
brras contribui
ziem polorte forprsi
ema unglpubeusa tast aussibet
este
lanum davam dia last sangit, appliciot cairo
eus tofline plana anterlisus gerichefode an andro stas
si dix Grollo de Caue bees epteret saba Bsunsit
hstum darium grvaum s T paritigitus
fosea ist (0 grost (saet lossit si geriis aut
gircst staris unch  caene mnn nine fackil arzumdeb, und nahe bin der f
infet ihue wcoderdin fidao aechont d proegdmnt eim
Beanus dust wehione in der al andem caeet chosy su  segu
dio danxtria
cum caervs isue abu
laube cmu
sas man duriffe abro dos caerz B cae ib nichs arclen
in groster mengnartuneete, und dn Rops eo sinde dhuber sieete eaurde rs ob d effet thun
est hoint valgonas wnoder
sunt allugra
al deum in minu lacum
woiet daver bist voso mate weiid dast waeon sics dasin petet, auch wose gar sturbulais marse
odus scaerum mon oin sand niiit
ure graectrbado
mon hueit
vrnitio dabto und
sider
non kontdom mach pusfolo, dus dna
Exroste der sybilla cumarcae soses un rn grbaude Neronis leom
dac vavesta nulrid abri
e
4sacilus unte doo frode. scrobrus sind bader werlche ir Wrsegegaleen, sie bestchus aus nichto auderbels  all
coder tinro und auduro Antglatur daruntor dat
T. ad mereon Neapotis graue aecudus bin vesuonim husohu, Ab mich nicht graemire, ibrgo unbestre sen
Fhammende brogns haber fae ist gimlichs soch orreose das ortte ohrit dom augennaaßt nach Euiniget, in dus ein grofrs
thilda dstige frvab, der des ro obus uni perfectes tonzontat klanum hab, waemvio caenan nicht anteo hodene brennungen disen
pluz aus grhoseet ols coric ninus gossus bachro caliter anc sostungs nemtr und treffe mozrohe brlhachtn hon aberniche
ardgrtus il es in godhernus Ginunter in der anteu dieer hosen est em silent ausge cabhffuro bvn ans warlchir mnttn
 Turimsibe mijus becatus coandorgissus s curios, dac rad daran pinnae lamineae pulletae sast das eoch des fra-
dembratus wonder, aear onckenn parite
uns grisuoind amb, dam lund causde aes der obatu inst  breuunt (+ felicitas corresponsus in inventis e majorsat pantorit
Keme sorbus aurrelle in diumetri, veces dahat ning stangi
Sch. ad me in Epistola parisiis, postquam eo Roma reversuserat, ad medata. Si statuatur Essentrale seu nota definitionis
quod semper per causam Efficientem proximam exprimatur. hoc posito omnia
perfectae atque adaequatae in eo consistere debeat istare ex genere et differentia quod non catiuse debeat exlender, re definituet
pagnre
quod percepta ea non amplius dubitari possit, utrum sit possibilis nec ne
tanquam pprietates sequuntur
tHfinc fatet fumamentum etus medicinae Mentis ex his meis, nam ubi potius causam asperri debere, tunus. pro prvetatem deducit expossibilitate)
quae ab autoribus afferri solent, quod defini
ibidi muleis libere confessus sum in meis itineribus nunguam ne utiliore couersavem habuisse quam fecum
Turini emi 3 libb. jordani Bruni de infinito et immenso. opera posthuma corricalem haerodus caero ceaedsabum ca
uno quod ipse affer
enflovem habe die se viviani phedi Mugliabeedri grstioisit
dumnitandi hu curin e Rosset veon dus wele rhistus fosee bservaies circu req congelatas,
pellini observates gnato micas, zu paris sabu dus se Rredi
ad ch. etium problemata Mechanica diciti majoris mementi diffiedia sunt non minis onequeometrica
vala ind Caravagu
aidinem sabu nanre
uo ad ea reducunture ipsis noves difficultate, oddunt. ut si quaeratur exigo
niven
puot ex
semper eadem sit quant
en
ligura dentium pro hatis ita se Teometrica
dentes sint rectilines, alterius curvilines
ducend un tangens curvae dentis ducti, cujus ccrvae descuptionem eo incasus
potae in
aequatur distantiae centrom ef inveni esse curvam cujus areus certo modo assumti sint ut cogni
outactus se
frictioni
ducentis t semper
ex quibus casus unus est,
Kinblingbwalda 5XbI. 1679. (ii houm nie auch brrichse, ab sii ngch Unhe brekere virlann und huwelchrchrt, das benenste
t recto
ita fl
quo rectae ab congit
instrum eid zu cerrynetigus somm ser isu coole tromm laste, ut sabe hosus consens firorio
Rom.27 jan. 78. Ex Musicis instrumenti G pelodias exhibent Romae visitur Ma
quo artificiosivs nunqua
ntimeqaedum impetrari g reticee in Masuorine
endem instrumento quo ma vidisti angulum datum in quotvis aequales partes posse dividere, jam, ipso plane invariato quascunque medias
kin
libeteo quodam hic impressi
ante in probel. physico-medicis videtur ingenibse quaedam emendarem demonstr. Cartesqu et
vidicujus effecta descripla videntur
fermatii circa refrnctiones. Quae velim indicari Hugemo in diophicis laboranti
quo
et Kircher