De Triplici

De Triplici

Linda Hall Library Collection Table of Contents

IORDANI BRV- NI NOLANI, DE MI- NIMI EXISTENTIA LIBER
  CAPVT I
  CAPVT II.
  CAPVT III.
  CAPVT IIII
  CAPVT V.
  CAPVT VI.
  CAPVT VII.
  CAPVT VIII.
  CAPVT IX.
  CAPVT X.
  CAPVT X.
  CAPVT XII.
  CAPVT XIII.
  CAPVT XIIII.

IORDANI BRV- NI NOLANI, CONTEM- PLATIONVM EX MI- NIMO LIBER.
  CAPVT I.
  CAPVT II.
  CAPVT III.
  CAPVT IIII.
  CAPVT V.
  CAPVT VI.
  CAPVT VII.
  CAPVT VIII.
  CAPVT IX.
  CAPVT X.
  CAPVT XI.
  CAPVT XII.
  CAPVT XIII.
  CAPVT XIIII.
  CAPVT XV.

IORDANI BRV- NI NOLANI, DE IN- VENTIONE MINIMI LIBER.
  CAPVT I.
  CAPVT II.
  CAPVT III.
  CAPVT IIII.
  CAPVT V.
  CAPVT VI.
  CAPVT VII.
  CAPVT VIII.
  CAPVT IX.
  CAPVT X.
  CAPVT XI.
  CAPVT XII.
  CAPVT XIII.

IORDANI BRV- NI NOLANI, DE PRIN- CIPIIS MENSVRAE ET FIGVRAE LIBER.
  CAPVT I.
  CAPVT II.
  IN CAP. II. III. IIII. V. VI.
  CAPVT III.
  CAPVT IIII.
  CAPVT V.
  CAPVT VI.
  CAPVT VII.
  CAPVT VIII.
  CAPVT IX.
  CAPVT X.

IORDANI BRV- NI NOLANI, DE MEN- SVRA LIBER
  CAPVT I.
  CAPVT II.
  CAPVT III.
  CAPVT IIII.
  CAPVT V.
  CAPVT VI.
  CAPVT VII.
  CAPVT VIII.
  APPOSITIO SECVNDA.
  CAPVT IX.

SECTIO II DE AN- GVLO.
  CAPVT I.
  CAPVT II.
  CAPVT III.
  CAPVT IIII.
  CAPVT V.
  CAPVT VI.
  CAPVT VII.
  CAPVT VIII.
  CAPVT IX.
  CAPVT X.
  CAPVT XI.
  CAPVT XII.

SECTIO III DE TRI- ANGVLO.
  CAPVT I.
  CAPVT II.
  CAPVT III.
  CAPVT IIII.
  CAPVT V.
  CAPVT VI.
  CAPVT VII.
  CAPVT VIII.
  CAPVT IX.
  CAPVT X.
  CAPVT XI.
  CAPVT XII.
  CAPVT XIII.
  CAPVT XIIII.
  CAPVT XV.
  CAPVT XVI.
  CAPVT XVII.
  CAPVT XVIII.
  CAPVT XIX.
  CAPVT XX.
  CAPVT XXI.
  CAPVT XXII.

Electronic edition published by Cultural Heritage Langauge Technologies and funded by the . This text has been proofread to a low degree of accuracy. It was converted to electronic form using data entry.

IORDANI BRV- NI NOLANI, DE MI- NIMI EXISTENTIA LIBER

CAPVT VI.

Quando ita continui reputat se integra secare,

Excursu sine fine tomos numerando: nec illud

Aspicit vt numerum adponens sine fine procurrat,

Non autem à magno magnum sic eximat idem:

Quandoquidem ad finen properat, quantumlibet am- plum

Supponat, longumque, venit quia peruia finis

Quae sistat, numeri quoties sub nomine totumest.

Atqui si capias praesentis temporis instans

Haud dubie sine fine subit duratio, qua me

Nouerunt Sophice scripturum haec dogmata verae:

Infinita iterum succedent secla, quibus me

Haec vere docuisse putent, initum quibus exit

Istud idem, atque vnum praesentis temporis instans.

Principium sine fine dari quapropter habemus,

Et sine principio certus stat denique finis.

Ergo & principium, & finis reperitur vbique,

Quolibet eque aeui momento, siue sequentes

Excogites parteis, seu lapsare texere secla

Collubeat, cursus manet & sine fine recursus.

Sic quoque Telluris patria e regione volanti

Occurret spacium sine finibus, in spatioque

Corpora:nam numquam sine rebus inane sequetur:

Attamen hoc centrum ad spacium sine fine seorsim

Est finis. Totum est medium, & sine margine centrum.

Quod si finitam speciem massamque reponas,

Vt certum est maius, minimum sic denique certum est;

Immó ipsum opperies in toto, semper, vbique.

Namque extra hoc nihil, absque hoc nil; vt monade abs- que

Non dabitur numerus finitus nec sine fine,

Quandoquidem monas est numero substantia tota,

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