Clavius, Christoph, In Sphaeram Ioannis de Sacro Bosco commentarius

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In tertia acceptione eſt ſignum quoque ſuperficies quædam, ſicut in
prima
.
Si enim deſcribantur ſex circuli maximi in ſphæra per utrumque po-
lum
Zodiaci, &
per initia 12. ſignorum in prima acceptione incedentes, ita ut
primus
tranſeat per principum
79[Figure 79] , &
: Secundus per initium
, &
; Tertius per initium
, &
; Quartus per initium
, &
: Quintus per princi-
pium
, &
; Sextus tandem
per
principium, , &
; di-
uiditur
tota ſuperficies cæli in
12
.
partes æquales ab uno po-
lo
Zodiaci, ad alterum, amplio-
res
quidem in medio, ubi eſt Zo
diacus
, anguſtiores uero in fi-
ne
, nempe iuxta polos Zodiaci,
vbi
uidelicet omnes circuli ſex
prædicti
ſe mutuo interſecant.
Quæ quidem partes appellantur
ſigna
intertia acceptione, deno-
minanturq́
.
ab illis ſignis primæ
acceptionis
, quæ circulis dictis includuntur, uel quæ in ſignis tertiæ acceptio-
nis
, quæ circulis dictis includuntur, uel quæ in ſignis tertiæ acceptionis repe
riuntur
;
ut illa pars, in qua exiſtit ſignum , in prima acceptione, uocatur
33Tertia acce
ptio
Zodia-
ci
.
ſignum , &
ſic de reliquis. Proueniunt etiam hæc ſigna in tertia acceptio-
ne
ex diuiſione Zodiaci in tertia acceptione, quando uidelicet accipitur pro
44Oĩa puncta
cæli
ſunt in
aliquo
ſi-
gno
ĩ terria
acceptione
.
Quarta
ac-
ceptio
ſigni.
tota cæli ſuperficie, ſiue conuexa, ſiue concaua.
Hoc tertio modo omnes ſtel
, &
omnia cœli puncti, etiam iuxta polos Zodiaci, ipſis duntaxat polis Zo-
diaci
exceptis, qui ad omnia ſigna æque bene poſſunt referri, dicnntur eſſe in
aliquo
ſigno, id eſt, ſub aliquo ſigno, ſi punctum cæli eſt in primo mobili.

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