xxxvi xxii x xxx, latitudinis autem graduum clvi l viiii xlix xix xxxi xxx, apochis autem graduum clxxiii xii xxvi xxxii xlix x xxx.
Descripsimus ergo, quemadmodum et in Sole, canones tres in versus quidem rursum xlv, selidia vero secundum unumquemque v. Selidiorum autem prima quidem continebunt propria tempora, in primo quidem canone xviii annos, in secundo vero annos simplices et deinceps rursum horas, in tertio autem menses et deinceps rursum dies, reliqua autem iiiior proprias mensium appositiones, secunda quidem longitudinis, tertia anomalie, quarta latitudinis, quinta apochis. apochis] add. et est expositio canoniorum talis V2F1
⟨IV.4⟩
Motus Lune in longitudine |
Motus Lune in diversitate |
|||||||||||||||
Anni congregati |
Anni congregati |
Gradus |
Minuta |
Secunda |
Tertia |
Quarta |
Quinta |
Sexta |
||||||||
xviii |
clxviii |
xlix |
lii |
ix |
ix |
xlv |
o |
xviii |
clvi |
lvi |
xiiii |
xxxvi |
xxii |
x |
xxx |
|
xxxvi |
cccxxxvii |
xxxix |
xviii |
xliiii |
xix |
xxx |
o |
xxxvi |
cccxiii |
lii |
xxix |
xii |
xliiii |
xxi |
o |
|
liiii |
cxlvi |
xxix |
xxvii |
xxxvi |
xxix |
xv |
o |
liiii |
cx |
xlviii |
xliii |
xlix |
vi |
xxxi |
xxx |
|
lxxii |
cccxv |
xix |
xxxvi |
xxviii |
xxxix |
o |
o |
lxxii |
cclxvii |
xliiii |
lviii |
xxv |
xxviii |
xlii |
o |
|
xc |
cxxiiii |
ix |
xlv |
xx |
xlviii |
xlv |
o |
xc |
lxiiii |
xli |
xiii |
i |
l |
lii |
xxx |
|
cviii |
cxcii |
lix |
liiii |
xii |
lviii |
xxx |
o |
cviii |
ccxxi |
xxxvii |
xxvii |
xxxviii |
xiii |
iii |
o |
|
cxxvi |
ci |
xlix |
iiii |
v |
viii |
xv |
o |
cxxvi |
xviii |
xxxiii |
xlii |
xiiii |
xxxv |
xiii |
xxx |
|
cxliiii |
cclxx |
xxxviii |
xiii |
lvii |
xviii |
o |
o |
cxliiii |
clxxv |
xxix |
lvi |
l |
lvii |
xxiiii |
o |
|
clxii |
lxxix |
xxviii |
xxii |
xlix |
xxvii |
xlv |
o |
clxii |
cccxxxii |
xxvi |
xi |
xxvii |
xix |
xxxiiii |
xxx |
|
clxxx |
ccclviii |
xviii |
xxxi |
xli |
xxxvii |
xxx |
o |
clxxx |
cxxix |
xxii |
xxvi |
iii |
xli |
xlv |
o |
|
cxcviii |
lvii |
viii |
xl |
xxxii |
xlvii |
xv |
o |
cxcviii |
cclxxxvi |
xviii |
xl |
xl |
iii |
lv |
xxx |
|
ccxvi |
ccxxv |
lviii |
xlix |
xxv |
lvii |
o |
o |
ccxvi |
lxxxiii |
xiiii |
lv |
xvi |
xxvi |
vi |
o |
|
dclxvi |
cxxvi |
xlv |
xxxix |
ix |
o |
xlv |
o |
dclxvi |
xlvi |
xli |
o |
xxv |
xl |
xxviii |
xxx |
|
dclxxxiiii |
ccxcv |
xxxv |
xlviii |
i |
x |
xxx |
o |
dclxxxiiii |
cciii |
xxxvii |
xxxvii |
xv |
ii |
ii |
o |
|
dccii |
ciiii |
xxiiii |
lvii |
liii |
xx |
xv |
o |
dccii |
o |
xxxiii |
xxix |
xxxviii |
xxiiii |
xlix |
xxx |
|
dccxx |
cclxxiii |
xiiii |
vi |
xlvi |
xxx |
o |
o |
dccxx |
clvii |
xxix |
xliiii |
xiiii |
xlvii |
o |
o |
|
dccxxxviii |
lxxxii |
iiii |
xv |
xxxviii |
xxxix |
xlv |
o |
dccxxxviii |
cccxiiii |
xxv |
lviii |
li |
ix |
x |
xxx |
|
dcclvi |
ccl |
liiii |
xxiiii |
xxii |
xlix |
xxx |
o |
dcclvi |
cxi |
xxii |
xiii |
xxvii |
xxxi |
xxi |
o |
|
dcclxxiiii |
lix |
xliiii |
xxxiii |
xxii |
lix |
xv |
o |
dcclxxiiii |
cclxviii |
xviii |
xxviii |
iii |
liii |
xxxi |
xxx |
|
dccxcii |
ccxxviii |
xxxiiii |
xiiii |
xliii |
ix |
o |
o |
dccxcii |
lxv |
xiiii |
xlii |
xl |
xv |
xlii |
o |
|
dcccx |
xxxvii |
xxiiii |
xii |
vi |
xviii |
xlv |
o |
dcccx |
ccxxii |
x |
lvii |
xvi |
xxxvii |
lii |
xxx |