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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 247, page id 1016735707:0263
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D
00
VEBER: TI. C ALC
Llt 51LLL10
ero investis anda obliquitate orbis Luna ad Ectipricam.
2b BCL R A A R TBM.
F Ccnero lsliccibacue circulus BCb, per marula
oblignicaris lutta nes d sd hma La l. Mue
in Vogustace masima gr2d. 5 16: F AF ejuldem orbis di-
meciens in obligustare minima grad. 5 6:dc proinde DF
bec FC arcus, alclarum obliguieacum diffetencia scrup. 16;
Sulque lemisis IF, vet IG scrup. S: quo incerrallo, de cen-
ero I. describacur circulus EL F K C anomalia obliguiraris
12 quae plane eadem est cum anomalia ceneri Lunx NIu-
MereTUE h~C ab F, in MI: CPIE ISIEHE AECUS F MI COrnIES,
cujus compremene M R; SinuS L. I; vel (quod Facilius cA) Sinus Logacichmicus dacur ex
prapeio Canone in mensura radii a sumpri IF: Ped IF est 8 Scrupulorum: Ergo L. I da-
bicur, uc intea: Suberaharur L. I, ab arcu obliquiraris media CI, e reliduus exit arcus CL
obliquiras Lunx guasica. Nam,
Vi radiu
Ad Sinum complemenei.
Dea areus
Na arcum
TF 58.
Anno 1667: Die 25. Zanvarii.
FIOra 8.
 i L osarichmi. I sr.
FIOV2 9
. in Locarichmi.
LI 5 1819 0 9,99813,56) 6 1916 24 9,99735, 16
PF.
1
vel
28800 4, 45959; 25
28677 445752,8
LFx obliq.media suberabendum vel. 7 57 57
Obliquicas. orbis Lune media
ex
Erso oblig. Orb. Cad F cliprica . 5
Oux nobis fuerar inreltisanda.
8
11 111
O
O. 2. 3.
SCXAGY. 2 3 11 11
Medius moms lacieud. L. UINX 3 7 27 32 28
Prosth. orbis Lunx addenda
2 21.5559
crusmorus laricudinis Lunx 3 9 49. 28 27.
vel
0 O
28800 4,45939, 25
28625 445674, 47
vel 757
8N. 1 1 11
D. 2.55:
Sax: s SB.  1 BI i
8 036 52
2 19. 7 30
3 10 1944. 30.
Proreducendo Lunae loco ad Fclipticam.
PnOBLE M a: SAIXFUM.
In hac kgura, AB eAt porrio orbis LunX ConCenerICI: AC L Cli =
Pricae: e BC. Lunae lacieudo: ex quibus contormacur criangu-
lum. Sphaericum ABC rectangulum ad C. In eo dacur hypoche-
auta AB distancia Lunxe d nodo alcendence proximo in orbe
luo; cum angulo BAC; qui es obliquicas vix lunaris ad E clipei-
Cam. Ouare noscerur erus ei adjacens AC MoC est distansia
un a n0d0 eodem alcendenre in Fclipeica. Nam.
B AC dimeriens Ecliprica: D A C dimeciens orbis L. una
INMMILIHHMIHMIMIIIIIIIIIMIIIMIIIIII