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# Title: [Observationes Diametrorum Solis Et Lunae Apparentium, Meridianarumque aliquot altitudinum Solis & paucarum fixarum] Observationes Diametrorum Solis Et Lunæ Apparentium, Meridianarúmque aliquot altitudinum Solis & paucarum fixarum (shelfmark Leibn. Marg. 130)
# Folio 411, page id 1016735707:0429
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 38 lines, status machine
# Lines: 38 recognised, mean confidence 0.86
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sis
odl o
elo
CM1
108
5015
6 bi d 
E a P. IV. Deleeiima aequationis charactere.
etiam inmeridie primae dici satrarii: Scd Ricciolo Bononix fuie Sign. 9 5c. 9 13 3l
Si ioitur juxca horum liypchelos, aue alias quascumque, Ascentiones rectae eum
Solis, cum Mecidiani dentur ad dererminacum cemporis equalis inomeneum: Cer-
nencum temporis appareneis illi respondens concinuo dacum iri.
Ouod ue har perspicuum, Sic AE quacor ADBC: Pemissis
Meridiani CD: _ Fcliprier V 60  ∞ Sccans Aqua
eorem in punctis aequinoctialibus A, B : SIE MOEuS SO-
lis rerus ab Aquinoctio verno arcuS AE: ACcensio recta
Solis aEcuS A P: eju (que distaneia d Meridiano equa-
CONIA OCCOTII VeT(US RECHS C F. Ouandoguidem AC
ACcenEo rect3 Meridiani COIPONIELIE ex AF Ascentione
recta Solis, d ex CF distancia Solis a Meridiano aequa-
coria occalum reclus, uc pore eocum ex parribus: Si lub-
ETAHAEHE AF ACCenHO recta Solis ab A C Ascentione
recta Meriora, horum differeneia C F erie distancia Solis d Meridiano aequacoria oc-
calum rerlus; quae in cempus converla ctacim exhibebichoras de sccupula post Me-
ridiem diei apparencis. Ouod primum demonstrari oporruie.
Jam qualis, de cujus sE affectionis quaelibee cemporis aequandi mechodus, eri-
dencer apparebie, si huic examini submissa fuerie: Sed priusguam id hnc, Cciendum
est, Alcentionem rectam Meridiani posse collisi c cabula mediorum mocuum 50-
lis, ad annos, menses, et dies inceoros: nihil enim differune incer le hi duo motus,
nisi in hoc, quod mocus Alcentionis rectae Mecidiani divenus, medium morum
Solis diurnum incesro semper luperat circulo, qui ideo eCumma collecta, quocies
rejici porest rejicieur, e sic relictuum remanee aequale summae medioeum OruM
ad idem rempus collecta, dummodo incesris diebus horx de lerupula non adhae-
rean. Nam, quia circulus rejiciendus non minus quam inceorum diem requirie:
deo pro horis e scrupulis sequens Canon construendus tuie, cujus ulum polted in
exemplo ridebimus.
in meridie ulcimae diet Decembris.
eum est