Notice: Undefined variable: size in /var/English/sandbox/lhl/Bruno1591/page.165.php on line 1

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 MEN- SVRA LIBER

CAPVT V.

SCHISMA. LIBRATIO. Longum biseco, & medium in eo punctum inuenio.

ET rectam geminas in parteis diuidis vnam,

Quando loco radii veniet substrata manentis

Extremumque eius punctum circumfluat vnum,

Quanto longedo radii comprenditur arcu

Illinc atque istinc; vt tandem terminus alter

Defiuat in reliquum: veluti via quae altus Apollo

Tendit in Oceanum Telluris scissa refluxu est

In puncto; quando Erigonis punctum ad Ganymeden

Rectum agitans cursum defluxerit, vt pote ab ipso

Oceano Erigones, Ganymedes, altus Apollo

AEquali distant radio: causamque peristam

Cuspidem in oppositam si defluat altera vtrinque,

Filaque per medium venient discissa vicissim,

Ista Pericleo capite astruit Horus, Iason.

Nonne & consimili sapienter schismata sorte

Alma parens rebus tribuit, quae partibus aequis

Cuncta ita disiunxit contraria composuitque

Iis numeris, totum vt redeat quodcumque recessit?

Circulus est quorum certissima norma reperta,

Tempora qui vicibus potis est dispescere certis.

Sic vbi stat medium fixum, ratio, atque potestas

Veri; ad diuersos fines contraria, surgunt

Dogmata, quae monadem in numerum occurrentiae soluunt.

Proinde bisecta tibi veniat quam circinus vllus

Non semel apprendit, paribus si hinc indeque sumptis

Partibus, in medio spacium comprensile linquas.

Image Size: 240x320 480x640
960x1280 1440x1920 1920x2560