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# Title: De Locis Solidis Secunda Divinatio Geometrica (shelfmark Leibn. Marg. 151)
# Folio 119, page id 898203430:0147
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=898203430&page=147
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 39 lines, status machine
# Lines: 39 recognised, mean confidence 0.82
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# After the first blank line: the recognised lines in reading order, one per line.

ORDINATIONVM COMTC. LIMITIDVSLIB. I.
Esyperbola semiordinatae ad axem, de NL. est modulus ex laterali ac.
quadrata iplOrUM F. R, E. V, E A, EB, CTUNE INteK sC VELFECtaNSUIQ 222. huiuso
INKL, NXL, NDL, NBL, vel, ob Hrocibolam, ve b quadrata (c- b 21. primi
miordinaTatUM K Q, XY, DS, BF; Scd horum homologa quadrAEA F. A. Coni6.
DS Tunc aequalia, ob policam laterum aequalitarem, ergo de reliqua reli-
quis hromologe sumpta: adeoque corum laterL, nempC ipS rami ipsIS se
iniordinatis aequales erune eec. Concauum igitur huiulmodi deleripex IIy
verbolae est Limes proxolicae Ordinationis. Ouod exac _c.
5
C H O L
I V M
Vum itaque OP ad PF sE vE Flliplis transuertum ad re.
crum, diuidendo erit OF. ad P. P ve disserentia laterum ad
rECIUI. OUare P centrum Limitis dictat ab originc r2-
inorum F per E P quartam proporrionalium post eres nocas lineas, lcu
Post difterentiam lacerum, latus rectum, ee distantiam OP. inter centrum
data Fllipls, de originem.
2. Praeterca, idem P centrum Fimitis distat 2 verrice B data EIIpCS
per PB, quae constar ex P F. quarta praedictarum proxorrionalium, de ex
Li B ramorum minimo.
3. Tandem, quum PL pOssit recranguIm D PF, Semiaxis Liminis
voterit rectangulum sub legmentis axis a cenero Moduli, vel Limitis ad
balim crianguli circum seripti, et ab eodem cenro ad verricem ciuldem.
vel ad originem datum.
C
E hoc quoque Limite Hyperbolico, manifectum sc tran sVextUM NI.
semper maius eNe luo recto latere L. I, co quod de Transuersum K B
oblonex Fillipsis semper excedac disserencium lacerum eiuldem.
S C HI O F I V. ACL
X mac s constat iptius crantuertum lacus NL. matilo tette
 per ele suO rectO L. B, quoniam de trantuertum B R datae Fllip(IS
maius semper est distereneia lacerum eiulderr.
II
Ao
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lese dCC
itoor obtea